<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-6045210195988143435</id><updated>2024-10-24T17:23:06.883-07:00</updated><title type='text'>Seguridad En Redes</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='https://seguridadenredesgcl.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/6045210195988143435/posts/default'/><link rel='alternate' type='text/html' href='https://seguridadenredesgcl.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09077862233847288964</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>2</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6045210195988143435.post-2350757782082304059</id><published>2019-03-14T15:30:00.002-07:00</published><updated>2019-03-14T15:32:44.550-07:00</updated><title type='text'></title><content type='html'>&lt;h2&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Maquina Enigma &lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
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&lt;a href=&quot;https://image.slidesharecdn.com/criptografamquinaenigma-ejemplo3-150315135645-conversion-gate01/95/criptografa-mquina-enigma-ejemplo-3-3-638.jpg?cb=1426445846&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen para maquina enigma criptografia&quot; border=&quot;0&quot; class=&quot;irc_mi&quot; data-iml=&quot;1552602208048&quot; height=&quot;300&quot; src=&quot;https://image.slidesharecdn.com/criptografamquinaenigma-ejemplo3-150315135645-conversion-gate01/95/criptografa-mquina-enigma-ejemplo-3-3-638.jpg?cb=1426445846&quot; style=&quot;margin-top: 0px;&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Las máquinas&amp;nbsp;Enigma fueron una serie de máquinas de cifrado de rotor electromecánico desarrolladas y utilizadas a principios y mediados del siglo XX para proteger la comunicación comercial, diplomática y militar. Arthur Scherbius, un ingeniero alemán, desarrolló la máquina “Enigma” que era capaz de transcribir información codificada, con la esperanza de que compañías comerciales se interesaran en el uso de la misma para establecer comunicaciones seguras.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;La máquina consta de cuatro componentes principales: el teclado, el panel de conexiones, el panel de lámpara y los rotores. Cuando presiona una tecla en el teclado (L, por ejemplo), se genera una señal eléctrica, que posteriormente se mueve a través de todos estos componentes para encriptar un alfabeto.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;Hay tres rotores; rápido (derecha), medio y lento (izquierda). Todos estos rotores tienen un medidor que muestra números del 1 al 26. La señal eléctrica pasa primero a través del rotor rápido, luego a través del rotor central y finalmente sale por el último (el rotor más lento). Por lo tanto, cuando se presiona la letra “L”, el rotor rápido gira una muesca, cambiando el número en el medidor al lado. Después de completar una revolución del rotor rápido, se activa una rotación de muesca del rotor central.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;Cada letra del texto a cifrar se pulsaba en el teclado y la unidad modificadora lo transformaba en otra diferente antes de mostrarla en el tablero. Así, la letra E se intercambiaba por la letra B.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
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YnjuToGJhjZ1/z6oe8YdNkWYFDCwiseKPPgJNMbY4LeAQ+xWbOEiBSEEuoaxDiptenUPwAPHBdg3vvGNDnQgYpgWUsytt97qDIyLgUmDIGwkri9+8YteBmUlLR10SikgL8z8AfnYyxj43DN7IV2RgCXpBCwwIwYTAwm1JAws+Y15neCF1ImHT3/6067z/8AP/ID9+Z//uf/Oc0njqld7wQswhlmykyBDf/EbTBQC5nmYPM91475X+VvNow5wAQx8ZwWKxPfOK9AjjD/gbRj4W619YdLs/GQMBMYQvq/2flL54AB1jUUj+pnr3/7t3xx39C/wIFnxHDhkImLcch8mIp4B3mBYTwq27nI2zaQAHCBJGII5AZkG0Bj0agYjnwxIJAfsT3BbCJmGwaQ+/OEPn8C1u4Hbyn1gRp2fIJdOAG6YBjAAM7Cx4TgQSGjXVurvfjfMNAzoP/zDP3QYMJJifGQABQmUfOCEuf/Kr/yKEwyrkRg5gZ3nApF015HkPXih7s4BT71hUqEuGPv73/9+x+GP/uiP2vnnn99mbEnC0qss+jXA1sl0wF/nxbvAjbQ6DLz1gnVU88DhH/3RH7Xpnl0ECBaB/oNpIuAPbSO4I9Am3mcc8QkNDyptmkl1EgY+R4jbcFSM40hMqFFsmcAnintUF75/6lOfMu33csS8853vbLvWB2aSZEODigSsEDQzAbMvca3++q//uu2kRh67vAMDSxIGygqdDgOnwx/3uMe50xwJIsHZ9Vvf+lZbCsVVQx7mvjzM8zD6n/7pn26XMwhpr7vNAebAlIAj4BB8fuQjH7GnPOUp/hozMk5+4Xc+B51CXwWmzqy/WqLfeS4spHCfptiOzBj50z/9U+871L8f/uEf9m0vN998s48X+h0t6CUveYn9+I//uI/lwOyhA97hXehkYEmAbGpbjAD0rRx8sjFSTMa3UsgT1V3/2YKiwX/CxljyxXF9g6Ia5ZcM6J63lQQMXKTODcYizPYuec2kvr0EGMmnbjY9c/3TP/1Te+sMMCadgA08c1G+mFX07W9/O7rssst8q5A63WEKOAy4AdbzzjsvksTp7QNPob8GASNlAh91AI+Yo8MGjMAiKc7zwSX3AYdy0I0kFfq7W+3LfttFXcBAnwKjXEj8vtcV4GYzecBhv/Vs9rlAk53bYq688srNFpf4e4zNQFNsdZKrTiQTiPcpdEgfg9fQz/Q73yWIOF089alPjSRZ+cbyUFY/QA59WwyqBxsRFW7ERX5WAhRexDkw4jXclRmMC2kFkRApAI6M5MR3VtgGMbMBD1yeOoU8rz8YeIVsr5uZFadOMdm27g2s/JZkokzaCxxcwMYqD1IlzqbdKeAGh1dwy+zGO8xgg8BVd/3cAyfqKHWiFpPAS4Cfe2BhmxMbUpmRwTHPA+ugU5C8Q58iufeSxoEnqCKBDuiPnZ4Yu+ADXCAJ48N11VVXuYRPfiedoSGRBy6fIeP/xz/+cd8GhUZEOeB3kDjdtIwGwQI0ln5sJwDKih4DH/sLvwM4jeCz07j2aHn+hl3V5IMQCDyscm2UgBgU1AEiGfy/+Zu/eQJD6i6PQ08f+MAHuu9WWBLuJHDalXQCviASh/Jhos961rNMYW0MA3qw0REVAVxCBNjzOmEbhJEy9BX9QF30JX0KPrsT7cCuiFqPitzpmxRWaQdJsAEeYNSm5pPUjF4wB1qV5Op0FuDsbluS98ABk5f0ZorD5OOBVdpRSp10xTgFP9iWMdNAj+wgwDTCajg0yVhhdY/U+e5mx22/uMgg2lMheile4SCXwYTPE5IRqRfRdRNDkD7CTMo7lBsIpBOgMChCudgTgpGuX8C7nwMeLhhW8NUKTCE8GwZhNxPq1b7u8pO+B07wAIx8D8yBe+DsZGqDho/6OnHCaieza3cCvzwbJp7w+6Dh64aDeyQoBgdMB9yFq5suebZTCg00MWiYO+kR3IZxMOh6e+Gq37yAuzCOwGmAFxyGNlEeNLCZxOQHrwm8ASGnl39bZ9mblqQoBKBpRPgMYn4noXRy3FAx7zATBoJhZgsDdjMNpz4GTxhASBu9uHs306KuQMCbqXcr74RO6sRZYPCU2wtvW6lvrXepN+CQ70Fa64aBZ8BhJ+F2P7NWPUn+FgZ+GCwBj93whMHFJ3DzybXZQdZvG8KEGAZ8GOD3BCYFjOA3TJa0OYxz2jFo3HXjeNOre4ExBYYUuC6NgZC5D890V8o9z8CoQAbPdhNXr3dWywOZlAdjorwgjQSCDJ/AFogkEA/Pb0cKAyW0OxBEJ7MOA2/Q8IXBG/qMT/qmG3/AEeDlnfD8oOHrVT59HPCDVBVg6YY5MIfA1Pi912TVq46t5AX4qI+6h9WXW4EZHHYy0TCOyefiftgMymlus40CaETtwKRC5zPI+N7JELrrCMgIBrm1mFn3u73uqYtBTqKswLQCcsNnUDMDwWwn8XTiLRAAeTBa2gOsw0phsqA+cBK84Lvx19lP6/XxoGEPgx88QUcBnm6YuQ8MCrwyyIbBMKgjDOgg4XcygEHjJ6nywzimPaH/A+0mVcd65WxJ3etlxA0dEQZZYEjdgJAf0lalme6ZsVvV62RKnQON78NGeGebYQ7gAfgCPgL+utvQjb8k78NgCnhcbYtDJ4zgLTCGTjwCf2AgScLYXVaAJdBOwCPPhcmo+5nw7FbprRuWXvehju4x0o2rUWNc3fCAS/AYxknn+OnV7kHkbVqS6gVMIA4aGr73em5YeYEgwmwQEB2Qzv0wCLZXe8PsCiwBnm4C6fXedud1zqjAO0o4DQyyk+lvN7466+/EVWCgYQIdJTg7YQnMfztxmiiT6kb8djKqwPFBblAFA/PcToQHAoA5IkmhWoWBP6qEGuACp4FoRxGnwBkYPrQHXkeJ8YM/YBp1xtRNh9uN00SZFI0LAw51ZVj6fzdSAxx8QqRBWoJwUWmChBWQ3+v9YeQBD0v93SL1MOreTB1hcI06TqG9ICUHZrqZ9g7iHXAH3QW4wsQ+iLqSKhP63E6cJs6kQAwnCLNBtlOKSQph/ZYTGFCY/fHF4tgj9g8GaYCyggjeb7lJPgcTZ8/jZz7zmTbjTLL8pMvqximwg1N8XUYFp0FCxSuawbVd6nwv3DMm2KMJgwKu7aS9XvCtlrfdOM0Hrh7CiAIonYtjJ5EBIMTARVdrRGc+5RF9kygIeCYzEClv2AnEhg29QaKDcAl7QoJQgLVzcA0TRggUqY6Qy+Aej97tlDz7aTs4Dc6Tq+E0SFnbpdJgqCYuEmGAtG+uDW8/7Rv0MxxSwqbx7/3e73W6gz6Dj+Cg695K+eCUjcUEEgCnmCk2q0azja5bk+F+rfIyIiY2jXokTfax4a3NfXgRJDKg+yE63uG5MEvwnc5YC4CtIG+td4PaGdrCs3i1I1F15vEdGIedOnFF3UHl2w5c9dv2ThoIUsCo4RTGDyMlTFDYe9hv+wb9XBgXDPKQtov++m0rfc6ElBROQ3l80nZi/rM9ba2Ux3CLXQRGFGw2QfKBEEN4i0CUaxUWBnt4f7uklAAjyKVdEG5oH79xD4wgic/tkPSAA6INdfOdjutkBGvhert+G2Wc0p9hkzMMihQmg+3CV2e99C39HJhVYKjbRX/94CRpnKKVBXWXsolPBY9Zaz+lq3t0JPtnYFa8yMUMGUR67vthUqHRiNuUS2hSOqJz5ugHMUk8E9oVYKct2AMuvPDCtpQIcfDcdhBJwAuSKwHtCNu6HXBsBNfdOIXgvvnNb44MTmkLqgkMCrUKc0Nn5IuNtHUQzwIXl8Lv+GQE/jodogdRZxJlglNoFJVvqzjFfokJKSwc0H54z1rJNxjzAMhjYynMCE7PIOKTRB6Dfb3EM3BFDlsglvcb3vAGH3ihnPXeT/J3YGZQwSBhUCCGXdxEF4Rrg5xOrp5k3f2UFZj+W97yFt95zkk763VWP+UO8pl7Ak5hSth+iBTKAg6T7UYm2EHij1OoiavPQkmQULqdPQdZ/2bKBnfglAmeEEvgdDVn337Kx9wCg6JcGPW5557rvCZoYb3KyAcGEk4a7vVQv3lUDFGQYAQhlne/7yf9XGCuIAMbBfccswWBdEoFSde7kfKAC1gIYTyM89Y2AluvZ0cdp8DXGdEUdaKfCbZXW5POQ1NhcqSvmbwDHSZdT9LlgVPCCsMrGNNbwSlnC2w0Dd9ivFEI0+dTDKQY2NEYSJnUju7+tPEpBkYfAymTGv0+SiFMMbCjMZAyqR3d/WnjUwyMPgZSJjX6fZRCmGJgR2MgZVI7uvvTxqcYGH0MpExq9PsohTDFwI7GQMqkdnT3p41PMTD6GEiZ1Oj3UQphioEdjYGUSe3o7k8bn2Jg9DGQMqnR76MUwhQDOxoDKZPa0d2fNj7FwOhjIGVSo99HKYQpBnY0BlImtaO7P218ioHRx0DKpEa/j1IIUwzsaAykTGpHd3/a+BQDo4+BlEmNfh+lEKYY2NEYSJnUju7+tPEpBkYfAymTGv0+SiFMMbCjMZAyqR3d/WnjUwyMPgZSJjX6fZRCmGJgR2MgZVI7uvvTxqcYGH0MpExq9PsohTDFwI7GQMqkdnT3p41PMTD6GEiZ1Oj3UQphioEdjYGUSe3o7k8bn2Jg9DGQMqnR76MUwhQDOxoDKZPa0d2fNj7FwOhjIGVSo99HKYQpBnY0BlImtaO7P218ioHRx0DKpEa/j1IIUwzsaAykTGpHd3/a+BQDo4+BlEmNfh+lEKYY2NEYSJnUju7+tPEpBkYfAymTGv0+SiFMMbCjMZAyqR3d/WnjUwyMPgZSJjX6fZRCmGJgR2MgZVI7uvvTxqcYGH0MpExq9PsohTDFwI7GQMqkdnT3p41PMTD6GEiZ1Oj3UQphioEdjYGUSe3o7k8bn2Jg9DGQMqnR76MUwhQDOxoD+d6tb7ayMx0/R115GSOHJ3kqG27Iy0S6mpZt6tesfm0Xs1Z5FN9dx+bz2i1QkQJH8MSlU4PDqiv+iCybYL1A3Fc7oijGn/AUhami1fwAK9kxxvrpjz7r7Re+450WN6nH3wjgBHNWAEe5mBaaoois3uWn8Pf4qwm2g8pb+PLyA2kpj/6O64/hM+E4TsOjP+prCgpAzFF9TGwOmIOtPzRBvb899OcICQhcCy8x4FHAIbdqT1P93dBXaJTx5CX0hefOuhyIddNJTKo1dNZ9MSOqjDIZq+hJCik21CWNuAVRIbIaPaM80zPRSbWsW/yWH6i3SijWNWTELJsFIUdwNPioCS5ht5GHRMwKW65t4wXE/RlZRTA0hS/v4LrgEXz1fNaAf8xpSD3S7vyN17P5NyCmmKD8L4CpL2OIgCrrAyynf5mGvgufdd03BKvo13Gace7LHa+3qNvvtp4yTXUmSApgOkcXDYr5Z3UVHJFik6pWU+bWK9xgCYAVCbiaLmdSNY0DPp2ZC0caG1V9h5HHWN1gBUN6HNJj/ECDsNyMaDQj2Bu5jM2LBujnSe8HPSNaXj+JXjbY4pPYh9OS88d1Usx/LKtHYyLWF3oh7h0RB0RNnpiElzncJBwyvOPp3ecqGEGAQXAJVNAVCc5tIRJwQseC6yAVdDACH9o8A9ggeegJBLYw0+pTh0eMilsul0hb2IN/BSjzes+/IxK2HonfSq4d8L9GicJhBUDBvB4TWiMrBiCii/JiT3ou2xZVY3CG8legoETE6Dmx3THzbljOaQ+5c4STxknkUr/GkABFMOELOM2HPqcB0Gm/eN5gg09iUo7VuK/XxpwTcLMlhQjR3PofBh1MQUVnmSq476fAtavb6K9OFq1BxZcw3vzTkRTPshlH+kZLT+B56hVu6Gxn6EyxnhdkD1GHT0zgL4H6NlpEQFjXez7hOP7i1AkiQy6vdsSqfwuvgN96Pm7nRgHp/XxDlVSRSOLhIywx05MyYkwxc6oqY7xfeu5dzeZzQQwMEqC4GGmdvMoHun7YLvrrt2WtAVPTRNnMHW9QRnPChEi2LeX3O86dR2wsncykfED0UxAzGBfPigkIfidCXRlNXy7qqmFoWdshq/hgAh4f4/HOPyTSAAAgAElEQVS/9jdRjv9bZSBuDIWbe5qqpYkKpI5RzH1L7ASrsUWjiytsrrrNvdVVtXdvqyRHr/6hutRzTAKx9IR9KhOMav5MrJXRNCTXpFI2amiCbDC/SyIJQEFsggODiXOEGIP90XNSkLXK6WiqtGHNR4yRGFD/yZlTkhhJGP5QHGAKVjDdlHpS1xUxfprCOw2BfCWxIm31NZ42Qc4nM6l+6YjnWtNqA3L1gS8IWlI3toEqnaPnMLlsR3J8CAZUZreJ8F+fddEwujQC3iYYeyJNkYnC4XKjIyK1vqOaML5jW0/rR29EIlVurhAn0lioC0wKcJhBYVLiCIZ6BSJhU2Ha8sp4V22irRCaq7AJJViQj3kHrlWRD3wmH9UmRuU/Ux8Ab0dq1YvqydiAocfSsTAnZAC2s9Ltgq8fnAhOH9LAqAuabWpWyJEpRkV+Te1DYjyZmfRTwfrP5Gu1ml1zzTX2kY98xPL5vHF/PHViz7tbKeSBeEe7Bpe6AIRDs/XIDtxysyCv2utfe6V+lRETa7Wntcrj9+46Np+XzeWsXhMmi4KyWbdyUSZe3f7uq15umVxJhCG1BOagK9uSXoYJX10KfSSD5LVXf9Zm77zT/uD1r7dMKe+EC5Yw/oJPt1m10/DwF1dJfazUxj2TkUG/Ua9ZHrFfxtNyseBwvuZVrxBO85oQkGL0sBZQpMjG/EN5dYhYJeVE1MfLDY3aXJ5L8XSejx4f6l5gU3XccfcBq9ZX7A1/8Ac2XhCM9bCMMmz8sVCjxQSfiSL7zMf/2+oLC/a6V19pVfpWMygMigk9KbzE5SRXHpM609Edd99ltcVle/3rf8emimM+lsA6bavpCxOULxB4WgvPMgSJz9TVJ1lpWs9//vNtz549wkPnO6GcVmlN9erb3/52e+5zn+sveRU+RUGZrRd9EJ+YB4NCzKYRrFLEEEtPFY8b0y2sbk7iCkXkINx1youlsjXq9fcppgOWNfJgABicmbGyzYaVhdQxFbEkRNZLGVupqRx9z4uZxXp1gLH/OvqFJX5O5XqK29GQUr93ZsIahxcN+++irorgYoWM/wXBi/jsDKLdgZ04OLG8XnVsJQ97idcvkoilOxiCjL1iOhh888yiukqS+aswJen1C5qgHHYxMWdW+h/bMni3i0m1+3Jz7XDSlJjmpOXEpzrU5wXB19QAGNOkVK82fDXXbSmehoc/4PNJRjhrFOOqx1fM9ivvmK7lQtZWWCkTjSKFDBu+fmkjKopJrTRtgslcQFZ1RYxrxo4uVNmq631hnPNtdTyjFornOFPi+9GjR216errNe2I8nPg3z4NLS0tW0IwDd8vpPuaIUFF3OjEv8CbkwZpuigJ6Sq/s1eWrksqHKcSWgfXLi2tL5rm8ZqlaQ4NKBFpWkVO6JnQJHLtzBfU0ri3Pcqpzv2TqPY6xXuUd/7WsfswdXXRclXXN6rpb0yuDjs6HrpnBkKp7w3a8rEF8C6qZ+LvjjMRqTiSGNKHRV1AmLSzBqPR5TEwfXqpxKAalX0TFLkCoAAmyntpjMb7d0l/wAqP3MvWHujSebLfgGldWWQxqSvl3Ku9OMYNhJ3CDxQk8VoUUyG23Mvfok769XW4wfDLRN3HVGdEkgdTHzTktuKHTWUkgS8It3Zz3jqC1YZyv3ZBITBlGB5MK0hNMKwhIvd52JgVzamhAw9E+8t732hX3ubg1LjrICgnGYQl56gJNs1kRY12jaiVfd4LN3XrI/r9Xvc5Kp+22p77yV61eLus1kfEJ71JMd3nJ5tVFmIVyyZZri1aurFjh4Lz9/vNfZC98xUut9MD72PL4mGZaSVdSU2K9r7NtycLiiO9qb7M2byXh/j//9G/sG1d/wZ755jdaYf+ULUvlK9XzlpfhrIEaLZ0U+WrY+MPChBiKU24864qZC2Fj+YI1l5csi6/ZwpK9/AUvsJe97GU2fvG9rToxbssivkKuKLqQei3aQJWJBXL1d4J9TpnM4jFqGxosusQNPvqXf2XX/dsH7ZLSuBWOHLW9z3i6XfLcZw8dfzV1WEEmhVylIlcJjWSN9mv+/r123X98yp71u6+x6IIzrIKkL7iLiFJDHh+9aLJXXq0oT8j5Obvz/Vfbf/7du+wZf/Ymy527yxbKapt81cpIJ9CK08n6dPobv/Nq+4u/+Zu2NIWANDMzE3fkKn/zcDDsUGUxk2PHjrn6g3QRIy2u379zwfAhDC7Pi+0Chbps//otKztUtHvG9opYGiJkW1yU/llylTAuz3siTvA6vx1MXj6fs8rcnJUk9hcKklWOfNfOYdY/Ni/7iewUyys2WZpwxzS3oA8QFm9wV3szWc2jc7NWPXjAzivIPjY/bzkx9jGtm+Pox+B2vxO89rcBf3EnSxJFnlP9gF/IFK05tyjPEsElydsO32lnyUBdmlNf54uWX6rZ9OSkJjy6FT+glluAo1d/At0k0ecqu8DAEGRxH2p6l/R05tE5yy/WbN9dd9ieFalay3XR8/D7F4TlteqFrcYlS0nvE/MLdpHoMiPacztEZcnKBTH07YCvB032otNIE3l+117LzB+1s2WT8nU+tSevGQIbI5NDRjo1k6kzgXUSu1DgNznxGSSosbGxeGVwDZuUS1IwqOXlZS8eHb4mzl6UfYExUpXuh30ki5GJqUu6dEX0mZdektPMGuUrDmS+LolJg9/mD9nu5aO2xMsTE3pJnRF0q84GdPCmdnaSecJuXvJ/ISNJqaq2ydK3a+GgYJX1p1qzUnlCQ0XEAnJQsrtTkrBQ9knlCS4R6JRmqubSAcui9KvT8hgwsvIAystXWQwgI9hONJ63AD2pvF51bD4PxoSyCaOpS5fCnytXwzguZYrl2ppwqo/Tji2IWDWDZmqyS0nZXxFdSIdp5OoiaIyqsUuA+wQlCLNb77An+DotBKmPxoqV9HVquWIlVh3x5nfGyJ+ulCAsXnJ3ebmq1RvLgkz9KZuORWXbvTRnzcM3mc1MWqaqhQdtKWjCBTR2Tkrd5fWqYwh52cakJtCKFabqdtb8XZYtLVmtsE88AWlZTCEj+IXftvP2SQ05MQO23anmdap9q7160qohzBCm5EmIYhJ3Gyi0IIaFrwf3DYmyEVZ6zQwCVzyg6Fsistm8GCpEAXNSByERZDTTDjmxg6yGKifo8lKcM5r9K4JVN9qGIpVFKgkrEwURiSN72ClCBS4Lvzg/CqGSaBtCck4SVkMMdUWMINfIa7uRZq6IzUfDTQ2hqio48sx8bqDKWgn4RBCNkmDLLlmmuGjVvJg+hFuWXZOlfzHVqvBdz9Z9pqwK76gFJW1R8b2cSSUkkYYGt+gNOnVpTwyxpj6tyfRQkSRXF+MsillkbPj0x2JHTbCh+uKeg2NzQ7ioyrAH/YmjCzdIeSvbAl+/3ZBvaBlMdsViQ4sRWtnNSGtCgEGYWZGk6HSqqyABRrcDSScxKVZtcNRCXCUVxJG84wUIYwkRrwSt6RNG5eZBV0s02OCSsqUUNbgKsqs4daszXMIackJdQtrLiFB8qVefKzApEUtTcCOl5DWoaGuszAwXwAxcQLZAbE/uuCV85XBCRHoCZpZPXD9CHgHPw03gpSAYchrssUcUuFI/Kr8p3CJhwWQlh8efEWu6Yrx6htXUnHALg8MnHNUg+IIl1QoMsNAfjJ1FCIskzam/yxpAdUkpU5p8Cm5rhYf1kFSSAmSVctjv5pO9mKn7lAGvJs2q6M8dXzVm3DWnKSa2Df27CtgnZ4v0MpKWamKoFeYDWINwnJMUW9LEgA9cT0n/5JI2nXMSk0Jy8pkJ4JwZMQuIa2o5B120KIN0Tvo1mVlsKU2J+S7KI0GpMySV5FG1mtjwuSS1uBg23JQVDEXNUoa6BwFrRm0imuozq3t+19qqgJKWjX1oyAmJxISrnGDRIr4YvWYpJDrUKuG0BF6RPCSZbAv+NMDcr0lMqsQeOA0kJDs27cZ2CPUpIj/qafhEOmxI2nJXBeFYxIyLgvQuMV59HHek2TK2Gyq/JhuE27pgBvStHF/ywmdR6mdRuEMKrQif24G/nGgr26A/NS6kvteYHKFBt5ugymslXb/DoLYDvn47gPFtGstNqVjzcpFhwsc2zdSZl6GciSjWqV2C6bfYDT13MpPS675yost/xB6Fh6kIdoyZH58CGSThYJgE8nmJ0j4jKB8Pr+a8lZsLWqJEnVnQb2JuELeLZlykFifcUB7v8X7nu6vnZSIxINZPfXlX9hOt8k00BE99QeaTeeUDK4StWS0bMytK20gd/cLS8zmXlBaE43lJq4tCJ7AJLhwPs1pwwM6DDVAqcwbCaOOufxz0rLdf/AGeM0n1s/o+5+oVjEn9ybp5HZwu2DQw6zMHTpnQkKTALSs9Mgi7PRQJTEw56+vVgQa21g4Gfl6Myhf03aWdwYTqVPNtOstSsao47IrxZ1fmEqu3f5xCfzCkeILEAbYo2ptoKHaAaNFWhK9I/e4wxnSoh1tw9kfj/cOy+fIy2NPwO5PFoYL5hEmfTs2qL328C2Su0K1xIxL9exKT8uVijQk0EMR0IECCKsmHJz/fsEMf/m+77dvfdOlJ1hPR7bLboJrRuDSWhsI2qCO+e6vU2Dm7/m/e4V7fJemxw05ZSUcr0G1Won5hxfZ9+wa775F5u+ud77FDX/6WRSsF2a3FoOq4UQ4fvmphTMQqQ+/1X7Pddx2y77zjr21x5lzLr8CUlt1wjioYx+SCiIebmiJEFlWkpKCJ+gxakHpX0wpavajJSpLL6Td8x+43e5sd+D9vs7uvv1CrVkXZJ6YkfMUSQ179jmrNXjr8mHxWSyjlYIBiivWc7HpSmZblDFdgIeTLN9g4AoyYAvbSymc/bYvLxxKqtf9iGqh1Gj/ZZslqckGItPpZ/tTn7F6HFu1bb3m71cZ3Wbasfq3LncMH3Wim3PKEVLuyHfr2NZozETzyHqalitDsNsuMeANz0ODacBKTImAdy4kYnn3SdbVOs8D8kl37F39n3/qn91np3lqSlDQ1UalbtbisWZZJc9xWtJq2Syt7V2ALkP/Dlz78Ia0GTNn4MjPKcFNOg2pJ9Ran9trS4iGbrC3ZWZIGjt74Lbvl1sNWLO2Sv8+cVqKY9QeH4NVavSB/o5WFo/agqiTPlRW77qpP2OzUGZppJ0UUSyIIwS67FbY1VJvhJzylkKCkMolKUPdKYgYV+Zxld5Wseeyg7RZPOE2S3pHrbrKbb7/NJop7JbDKYM6WH01YZTGpumZet0kJxThfJpXGYj8HSUtSOZtyn9FKWUPSyb2OLdpZso0tLs1bUe4Qx759mx06MnwmJSyIeco+K8a+IEk9o5Xuiw8csPrReZu99qt2DI1kbFmCqVT+ge162zq2C/VJtUTS6t6MPeh/P9UKZ56riYEtT5hNtBqN3RdNaoBj6CQmFZqFDOVJX2ryfyrIAJ7RFo77TO+1S1/0HLN9+5zDNvPynRAXjcSkmtJJ8wuH7ZbfvtIOnTFtj//1F2s/mmYMApQNO2ETKMgALeN9U+pe/ps32Gde91p7+POebec85GHCqYJ4SMhqrmgaYIYYcmpq8GfEoL70Z79vmZtus0e/5lXyMTtPuBwTbHJLyIl4NbiRDzC6Dj2pT5HoUffoPmwnGW3SysrvrSlJL9Lyev76m+0zb/h9e/jzf9HOevClMgloab0wKe0gdvnIyX7JlhTUfSa+iAkhoZTJqg6pfJHMChlJxQ1ZqbOyQd715rfZoauutsKkpKvqkp3+lCfZA376yQnVuoFi1H+shGGzq7vtLGOH/vYtVvnyF+3Br/hNMa09WneQxKzBTZ+PasoQNFISaSMjNXXXLvk+SiiZmPbFs4wmnSzaFjIIQ3xA6zs9uQc2XffL0qfzFw12q8kv5fCc7E2aIS4505qnnyW9ekpEKec+bE5aDnZbxZFJu7s0Y4uT+614r/vJpDImlas1yNoioZ4LwsuA8jy2JUsRuQlxe9nNJNndPjFjmbPOtdxFl2jAjMueLtgFGyqJpwHB4ojsai9xlzJS91Z2n22Hxhft/HMusPyZF2mtQfabnJiUVFRsQB4B1XWl4cLne/ewMYmZssoPBWak92FKy2gTZA41WVLTLVPT9ohzzracdilkmvKTqoidSY2OJP0RxTHbNpzDpFoSYQJ4ruer7sPHwsJkhf1vGimSpBp7dsvSJ7ODYM6pb1e0P9IuOH/o+KOtkcZMtjlmefzKZMtbnNlvhwrjdq/7XCr3DfnpSZKC/iJsdkPu31402Ssvo/73vrQJ8QI5Py9qcq/hKiP6ZEEFzUsalJup4lYk/vckJuWre0qIcQwsbhssR+u+UNbQ16zQZD9JXsvPddmhpFYV3bArCUAUHGk2LdTKkgLk9FdTo6Sbu0rlqVV4626gefinFAWjZtma1KlCSbummiLYwi5bqUjAlgNrRl6vrArl2jazIcLHDLQo/yHhK1uV1+2S7kXQol63/9RZEUVVYqVMNp6B4qpXf0B1TDr0GqAhS0EtgimSlFqtV6w4JlEUFa4o946qHCixDxUFvwZlU7TApIWnBSuZ0NVxQWrreM7WJUFpBpXsLgIVgFlZdllZlhG9jF+WJoCmLkJaJ1nvCahag54b4Ckbu2U0V2R3kkRcKkp6qgs/Uk+bkp4wqaBOu8d5jOkTix+BvIYElDj09oxVK00bx52oqsmGBXFN7jVtLIc6i2qDuyYNIJ3EpNwP03mi1KT8igYw2zQwmEW2MCOOWtDqWHO35ZelhiD2Sydo4m+E6JWBuyLqV/SbiIYdnwrvMUh9dVWcaPBgo8hlZPhjomKVB3SuLFiRmY2lYPeWFdyxqLBqUQP7oYCBmZVFOUaOMymgwmiACza2H+ToDKSObYEPVZOFB6md+EYFUCpi6sycRWikaWxLsyW5e4jh+1yF24Kk7Tj8DZ7qLFtTEp7GJ5HbplHLDI+rCzHLNK1LrVRdbjCHLmXuRxIUV42IDrsN+CNSqNxgW7CJEWnBwSrHxKpwN9GqnrZk5VghR9rfBvj6RXw8rEWDIlOJIT623TGNPo0mrKgm+vYk2jGgtCrVxFW2KvZtBRo2uCIAHE6H5LkhFE8VxD3l+6U8nNfa97yqRm1LwhLQ0luZzX3YdV4wVu63AT6qdBy14HP8AE+4b+Ge7O3AX6v642FiHBCHkhSgC5pot1DhaO3M9FcTxLMPilb/qViv7oQ6Ql363A78AQ9QMRaYCGGausfY3KbBgMRtg8+BXDM5mXb2m2cAOF80MYXbNUvZ2o9wnzSlGEgxkGJgZDGQMqmR7ZoUsBQDKQbAQMqkUjpIMZBiYKQxkDKpke6eFLgUAykGUiaV0kCKgRQDI42BlEmNdPekwKUYSDGQMqmUBlIMpBgYaQys6ie1PtSxPxTHVR0/MRZ/EP4Tc0geFK1QH+1dEOsXmuAT+Ki0HFHc2Yyi+RPy+Qzw4ruSTPIqcR/D+1FbQvC4JnEKT+w4yl3sfRL/Mqp/4yCHATpidXviQ430bVNKdDPJdxuATzanKy/nvnWx/5zcauUflOx86H55pNCv1K2rKefieBsRdXIOEL7yyfVvXOn6fznAwr309WgcAcIjX7lvrtOB0yH0lyx83k9eSewVCKR+PmFcO7dKHX3Zyhnlj80zKTZQan9cvjatAal9PYQW1o5unIqJ5VOuyUu9IndUnX7igbKUWvTs31skNrA8Qhln5NLf0P4pwp/mCCjH+UwQrhhGxgmaWKJK7SN5HDRPm4dPBMEWtQW5kWoD2bI8swl3Mt6CIx671JvsoG0DntQX4kH5QCMom3Yacia8/le0kTdXqFthSRjSdpQlvLrZJCvn/UZRUQ/U32xX0dY6JQYM4XzAuUpqcexk6EClCJlxD8aROxTUSqGDiSdFULn4kIA6/d1iaMnU2x9tcIISzLGwwjFxMCOC3mnSInoD5+2RR4hlHDkTpD/mx6yCARDPsaldADnVGSnGPwzbmSL1+S6GTmwkRTSDKWfTTIqjtdkyVRChZIhfTZudILO2MJa1OR3QUCcUhTZSllZOjjLQC0VJ5uW11WBpbsHKk/sEmwDN6wDC3KRgVByn/JSYl/b0LR7TgQyK3+TB/E9Mm4VlVvG+czqobNIPzxMzHNNcSqgan8zi2Q2Hfbaa9KqjG45tvW8N7k5JGCnJ2SuZ2rvV5DRoTrrLKI6U6GBZ4XsmtGfST8RkM7oiZYZTXXzHfFfqhYP+8uJpJK/wMUiufoKNoi9UtadvdlH0WCzZTEkn12hjbJZtXYnVe+JkG4rthhlJkuOqfD8m+wtBlw6xyBW0yR18RaJF/d7UxKmdht3g9aSN7jp4qTsvo43WVYJNMrGUxzyuOmM175JuTIYc3Mq2zJN74yQwRiJj00wKl3hmAY/giTzLdhgIRXGmCJhX0oxKZMwMIXwZoMNO6vyxMQaQ4jArblRBklSVDUjat1fX/r28QsjkdE6cafNnW3dJAMas1I05nUgzrs2lfpRRVREkia3uJya3SIrxFUS1BOocVBEeu74DZHgWk5GzV2ZkDj5gdiamS0XRRMuTNjNRskZFexA9XjuNlNrlEiwjJLlhQegXBDNOtClwmAWb3iWhjGuD8VmTeyTJLduKjtoqQ3seJnq4iQBBvp/NT9LRHk31fUN7DYmzpZ3PojsOsCCQgJ5hjCSUsgpImFMdDYUmrilUTV4bvrOiP45JJGiEx/bSoHV1ObnuSAj63sVsmknl4E6IsGpsU9vM2WjMviRC3WaX6rZbG2bzCphlCyJYPy2mRe3+GUbpAPNEHL6htSoGNa3PpTtsvHpYBDIrpip45tFHdIEB3zuVDCzTmsSmYUYKDmeKXpCflNqnQ0qbxOMSbqjF4+yNOpdqiUycdMI4j6Wn47Yox5mIP4rUv5FC4YLTBW0+5/w9tdUZMkwKtZFPmFTLVuKk6JJYFx1sIC9D+GDvMswK6kSpoOyCnVYY5jsXDlhuTGrnJOqqQgfXjnqV3scn1DG4vAydrP8eZllhW5D0MrXD0ioOCQrhS6GCPITwijbsKnpEYvBJvSTueJ6zvZhk5hSzalw4KhEkQDhJ2DbYAnygH5tmUkxjTKAcWVdXhzQlTRVEoJnbjtmM1KrGNTfa1U97gc3LZFVRiOF2J7SbA4GSnNJaKbm8usKzjI1Nmc6J1K79ml2yeMTOPjJr3/qrv7DPv+0dNjV1ujUWZn0Duo8dT1uHJaNDCScLu21RB39eftkD7ZwX/aw1z97vZiqkT04QyRCgv2Wna1U8mh+t7vAPGAo8R1/dHEx0Adk8ijoI9itv/Qu7bVmS1L7dNqv7vEI3o+3mNFgwIPvBkZgF2vjdOp5Lih/OYKwr6F2hXrB5iUw5xYrff+cddvZEzY4Sz34iZ4c+9G679ppPt/C79XrjgtanUyYh4mlx1FtFR4A1xst275uutei7S/bRl/+WHVlQBIlpDsqsaJ4M5oatw1dYlvKoAzFWdAxaSfbCH3jSkyz3+B/SGGjaEsdpufYjA4cmDmXdI9LmmVSLIzNhInL77m4ZALN79tkjnv5z9pW3vVOxsLM206jYGRjRh5ywM0VzBOPXgJGIe5YmU2kkVj5YtfvuP92aR3WibG7aaksKN5Mgw2goVpDCndm4xOxjH7/a6mdP2vnP+TkRSVEnhhBgT4Sr8T3qglQs+cSDMWbi+s4MLRV6RdIBIVEyM7vsf/3YT1v1Y1fpuHrF6ZrN2H6puURGxwJAsBcGa3tIH58NtkwNSKXgsiYmVVTQuLLsO2OqdHwlb1PiTzkkPT1Tls1xeWkb6E+wYfspyGY2r3DaTYVZnlzK26TslMWDdTtzbI/NHT2oib0sZrv5YdiNyBUFeqopvteEhKjm3Qftuvf9q11wwbk29uAHqh5NKlKH0XxidtjJFLtLGp37zWPHbRIEwSMgnoiXE4/Vrub4tGXEuS9/4P0UYljRBxWeN6Ng9HHa+kwRl7P+TBafw8aMj5gr7nTTjXa9zqF/2LOfa1f8wGPEUJU/rubLeM4R4cnBpzKx0+j0lC8/4Zl24BvfsPNZhRJxcAQYq46sdnG+4UibBJyhxBD6Er4Pel0eIFC2KEkJhZkpO+O5v2D2jKfGz/K4v6Y/3kX6w2foLrI8JUAHWsUjuJ5JasiIMbFSZnOH7eifvdWOfuAqSSeKHyacT4qJXvTMpydXr5fUB/25mqtH/QBTfVdcte++9Q9t4Zqr7bLXKmT0/nNNgfc1PhR+m5VTTwngBdw3pHoLP4c+drV95o/fYmcuLshUTyBAaT/LrVhfku7i2bJV9Qh/bJ5JgVARLawpy5I+Er1WdQi2z7lxdtouq+7SKcKaxcZrrGYc7wLvYvpjgHkYw2tikIVxHRpRExOa2m/fkh3qYWWFuJ3ZJ9slDEx2qxkOa0TnSwg+FVWRDaSoqWxBEsekGBOhlzmenpmVcY6lJDCAEaYN7yT6N7Z3twZmTQdEjCu6JMfVLktmLCkMc6kVoxveJLWQJ5Gw6WI0vRBzyvleQnjm8M3YvgSD0iDXmXYm2+OKQtyuyBSBqmNS+Zs5RcCcVGxuWtNqQpv+BpjndlpVlJdkTRBwzHL17KTdJcvHRbtPV3x9RYktVqyqHwpljY8OWPgehM4Ac795KDhZbFyyy9UUfba+xDFf0ihkE+PIh0lC/uISImaGQH9PSJtnUh6qUbSB8cEHnaQEza5L8svIi0jGizKaL2t1wU8ZjSm2RSPH8QJRd2MpoTyO3MZPiuOVCHcKUU+iomCEEvFG+XGtgBBWmCXsJOFTSFjZwjirjNC1cQv1yQwnPGBPjR07T2p5Nya2+Z6OiGFsQ4odSgRfq2oSktG8qBNvCIFbo8+RDJmsnKkFxtZi/AENMKmk+re1UugHRIgUOaEmq3MUlziAk5PBWRSpcdAB9j8qPj7wOxHbSwNNIg+fKHcvgJmqehh1gf7XOWsZjOVT2IZ0DosWVXDdSAq+imh5bEyG4Oio5XQizX3RKVsAACAASURBVN6sXDCECnqmTrx5kX/Nj1aGFjc//DtxOOjvm4eyRXgeBpteRWLVQCzIdybPmWhiTiWJ21FJBlMIZcipzsratI7jOab40hwcKWbarLCqog5SnFk/qFIieSQiyiYY1jaS+lFcFGFKeJoo6Oy/igjSj3d3mUSjhxElfMV0OWSsbLC6Vrf6HKTUVBzzTEGHf6o9MCdf3dMigPMAbDA+5bRYWuujxR+8ueH7BqHo+Xhd6gpaEvNLQfRW1cEV4/IgXZqo21xmTuiWFK1z7bLy18v4sTfrJNFw01dfcZnABzD2Y0P6jZukBnkjKGf9zpMjjqQnEQGH07L2r35vVhfFUiXZ4PmqsNE1HWlW0rFbcajldeDr8+ccZw8QJ788LSdOnXmp+nPyPygKUTgx49Asn1tv6z0lbZ5J6dj1jKguH3xf1G+SW9QfMsoR15wOkvq3fncOBlV5SU31ea046bQYJxR1VLaEk6FWm2CqIr4swc99XCUn+OK8aKh48sKfZ0mcOuCHRa16QbhyJOVY1XhhfzBtT6RUBGD98+1NJH1kWcZWQnh2hqsLzMEDYg/6mDOhoqANhjQIGsCsgPtL2b23JcVx3JYOVi1WxuQ3NaHzC3VSjCQrmUrV3+uTOWfLyeNKjLai9sgRWSM5K7pwexES5MKSq0m5calmMK51EnzJl/vlVFpXmcyJsghZUffNYuyOUhrb5SuA/JJUUuk6RPyYSpRmM6Wo/nINyQpXmGNyiFQFMW3ZiDmXsq3/JlX5gMpZv/dWq5h+0tXurtZ3xH3PTHLaXA2GNfNbAPozMXBxvO6O/GAkOd6KNUvs60c3IlAHq0/QQQtDyocxifTZ0hdLn30VuE0PtcA+Yb4NTWm1MEDWym7nHr/vgL1n5ubbxp5RGAGCMejOwkx15STJ53TSTl7qXk7+Wg1Jy9lm63BQZ5yO/OOE28rL6r2M7DZVHY6hvQguFXK0X0Yr083dWgXWAkyTbVbLK242WC/R7+5yof+uNXfqkLHo2coDnmSR4zZA1UGV7bMGHGDazY8IEcDmjR/5tHkmNfJNSwE8lTHASTqx8VytbI9zDTr5dzQlyddXNCnI/rPwwavsa9++a11UcDQ7jGleJyHDVDilt67j0JoTu+3+z3majZ1zrlwDJYnH9o11y0sfSA4DKZNKDpdpSUPEAOpL27YXmJQYy4KUq0O6dssgPaH9hOPfudWqt9zZllV41AUbXUF+4XNC25Ywcjc4W1JSCMdhjcl9YGVmr0U//jjL68RhO62oVTI93T4nb4gN3sFVpUxqB3f+PbvpqCu6pLm4cyKajAz59/n+h9sle3fb0U9dbYe+8hWbkopdkG3qeApsqrP1GVuSjdWPPBf7wtaKVDVek+H5oFaAP/Jhq597k+We9Fh3ZvUlsjQNDQMptoeG6rSiRDEgXoNZhU3GBFdAC8vLUD12xeUmT2IZrAt24KabbWW5otV+xC5SkJ34Huwxcd6CNLlF+dWdWdGihva9NXTQbUGr0nu1B/Po3/+jHSvN2EX/6yFWKO6FGybalLSwtTGQYntt/KS/jioGXHTCDYEFiqxUNclA+CTltYlW0lP5kkvs/J94ojiPvK99G0hgULEkhUNIZ15BTGpXtWkzB/X4rrItZo/Z4U9+zKI7D+hJVrJlLB+Ti4NW/bQ1ME1DxEDKpIaI7LSqpDEQS0jEbmJ1T1Yl7VsbF+Nq2O4HP8R23/97VSGuMOvXu1LCcp610iExsamS7Vm43WZvv8mWDx1yv7+Cys8oBlE2wXAz60OVPgEGUiaV0sE9EwMtb3iW290nSV7bGTkx5rSDoFKOtDVG3mjadIxzZrPUqebFktSJjc7YShmnVG3+lZNoU35uuV0ymLMvUJuXkdaydXG66pgVFXHhBK3xnom9exTUm2ZSaPSxn582F+OrwqSG6E38IXyCRET4aGRlOOAaelKVca2tumPtoGWKUF5Y3uEzmCcSADI4KGMjKerGdw2p/URa8HnfEcen7jzOkpbSY4cWf+5kWHrlJQDoPb0I7zPwK+bkONZFOGg5ExNnTpqbFXFYlE8T23XiFOiws8PjvMllaFUdI72vKUN7tpqzseWclaslqXiKOJrX9hWFoGEbjnshrJs0tPRcTY6g3s0MEjmHEroFh9+IfaPrlpE+AAY2zaQYjCutfXtEQCDoZVTQvDVRsIo2GJfZ4Cv3f2Jjl2psshxygjnKohppydi9ofE0h1pw2oOoc0Xf5pFlc2qCTLSmID3u4LyglaGKPKKrLD/J+1n4Io5PUbjKVAWHrzhpo6fsKBmFG4nkMe2e7+yBY7uORgIbTZAUMn14OA8ZuyNQHcxduHGGL+S607YcN3U/o51ITJLqas+LZ4e1QYafNWTPquXrcbhd3Wc14U4QzFVl3qWQ0GxloV9E2GsXpl8zDW0gFFNb1LYcBfIVLAQHLCjwIl7my5LO5i1fUMhl7a9L7fBro3PTTIpN525ApISW129TjKnJfohFrYwopg2RGgty/ceYuR2JpeSa9i9pu5lgUKxnohUi/osAFW3MD7PJyot4C7z6pGbVtVevpBC6WYVPPiw6JVLHveWzUxZT9MFEWBh26BNjGd4uPNWK+i5m2hDDzImwieoIk/fnWhuTT6oozeiJAdjH+izk5FczCtaX04b4SDHQMgRjWj4mhqRJVt7n46L1PQWpg0fmrbBrX3/0rJDF2foxm9Texlx9SUxLUUsl4q345mwdVAFXhZmyPLk9w+NkJIxozhbQE4fkaGgQZSVBZcWc2FTZULjSiZKiANxwsxX2zKgj2NSrbQkakCckKGmQeeyhE5PygGKoVrO325kKHWz1o5oQj+hzwbJy3LOjxN4h5lQy8E0o+kGE9KT9X3umRaiRlovqqu+I8gSSZUWZReFDdhObW7TS0gHbJxfErILn50TUpng/Hm4ZQ4tsIHpB8OnFhODzVg4a96NYBzB14jBwspCHlL2sTemawfJTmkhmD4t8lu3uSUXy0MrehDbKZ2cVTW9B4YgzndtsHKPHOWMoT5NjRpJ6vqqKFH2TUASRxL5FdWld42VRPl3Z5YZNjRHGKLkY5y1oTqmPzTMp1BHN/ktCOFsUCHyXkx5V0M7/6sc+Y594zZuk0axIzZmXlKtOYmS01Sr1JLL6APMKit80e2zBSjP7JYws28Vzh2zfwUW77neutOun9skoOmZlD0ym0B5us0gGvmnJ7kvLy1Yba9j9Dh20u+YO2vt+7PEK6TruhwTMa4Pxwtgx2Tm0pVXx36+Q5FU4tmIf/rmfsdniLptS9MR8tCT/H0lTYlIN6SErHr9b6QT8tegwzUsELw1NZt5HRLoWHWdm6ppL7rA9MrovKKJC5egBu/WlV9rNK7MyzqM6rN0fZTYni1Fly3nZyGo2p1DGRTmGXv6ox0pCY+KRL5a4Jt3nQyFNq2Jg80xKeEa9k8buhl8mpqw6o6kB+um//X+1+1/Cwvln2dSuMcUj6zyIIcDSYgwngJZcnp/UAnhjM/pYttNuu8mOHpQH8u5zbPKCS0WHZYWbbei8hAU39h+fCrcG37hWmXLaP3ZM4n32wFW2rzhjF1/6UNmcFDpWhqnF3JRiXs+Juevop5Wm7frWjVabO2IPuNcDbHlin03I/qTT7GSzqOvsQhlxJQ2u+MpEmPq3Bl/8dnJ4PlXKayhiR41gefOKOyZ1fbF6t1WkBUzMY+BW9AIFz5u5171tz7iYT219em5KpatIqi4TpkfMqjKN3m923gt+yZpTU5LmGzapI7cyinWWqnsnMIGTbjbPpCQ5YTef1BJfluBZqFcMJAX0WpIqlbn4dPve3/1tXy0Rpzip4oFnwKQw6OcVfC8jMf3mb9rnXvhC+4kXvdgmHvkoifKceyYxm9CuzqQSSix5qtrdsmX85+MfazMPeZBd+urXSn1Dzo90molU4LzUBRi8CPWa3/tdy157o12ukLL5fWeKser9rMIdo+75goNmA9/qn6ZBYiCSURy1uok/lEwXe8SgbviV37LGZ3XakKTZhfExO/t3fs0Ku9V/fdBzvagwMbK4FxQiSGeVqhtFFL6QIwlfZgamibq84TXFD7JZp0TZm2ZSEScWa/xEONFp1YLVFDBPfJyS4mATnZEY4lUdQIDUMuzkC48cNqYgYNikMvkxqVr6zhJzUWfiEfucJPWsniCT8tU4FZtV3O1IISJ1PIDqHJN5STF8GACK5ZNRvkz6Itq6NqxqlVGifyS7WFNheJ2WBXxV6nS+rudAK4w0TQPFgCxOHneJcD45VvB0TuNYtWjTlZLcCOSCgIom/6lIMbXq2fXpuaaICU2VV/CydDlb0qUORqImOydJK56EfBkyTatgYNNMqiEmVWElTx2o4weF9PgobpaEJ1lid+NxPl5Cz2CTOlH3DqaUTn080TzB1xRzwsOAJV/TeWxlHXlkurKmT+Urlof+EJmTm2Tggzl7TC1ZyalvXFKlNQmjLKYuWmwQuRRJiWPfFfMoq9B47N23zKKku1iNkBUqjibJooSQErUimw4MV4IkUdzfA8vzTTI6nMOPh4eI5SclNqJjoGRP16LwEl7rMg9Ecqvph16yUu9xBHU5KfhpMQNJgiaSKIew13SQhC/i8kyaVsXAppkU/igeBVBIFqqtqiV+zgtmvHu0TpZW1UlZtiz4JEJ3BdFWGS4iDC4vkopECFgXrFuOk2UidOrC4c8PDIChSC1Es0oKFg9V623D7U9SpaudYoQcua1ZGpjqqjBPBFNXNckHACJM6pM4SXqfiJhoee7oqffi1IG/dpemeSfQ1SbxElMKMxqMRH0gxrRMyGlFR6g5gaivZNIgtHCbo3fSc3e9nNqsZ1HvOOqcKJ049FIPfoVZ0QHlYg/14tO0KgY2z6TY6sTyqs8uDVtR/4LwrALic/Y8p2xz7HozKvfe7wTj6k5J5olBRpJWGorOmNeZZzqdUeYnDkjQJUe7SOeheRD/NtGFwd4CKqz4dcLYRx7lgQ88OptaLWroMq0kSpdz6S1q6nQVYlyDIAhXWy8i4UhBqePnOG3VjyiHYWHLAynbMNe6Li/4mOpZ7QKMMKn4YFOeTwDxChWRCOIJKc6LXwB5witl+ddRHo2CTWBWcaUTuSA41aSTTRITPPQp2llDD7RPHI6b1fMv0q+ifDblcV5jMoT34d6AzdHVfjziOamoF9H3LHHHZm6aSTHV4H1bVwD8nMTXokRlP9ZcRFmU09qcDIcQJ7r3cYIdHp4zOkaqODVuSyvHFOc8Huh1jrbKaOBzOIKcLWGyGcQ8Xz0jbV0q8WD3ELMkKJaeMyUxGOx32loBYZb4DY9lJE0xr7xUYyQunAmdHzFS8IqHOXCAhGcGm9TW4WtVQkVKa5RXF/MUZFXt+m/I8jsmUDJSYRqCt6nVLz9vUTa1vCTThnYYzI7pEFZ1+YyJ2TaW5aQa47RcFU0wSTAYR3hA6iwVx0cBEwXHndU0uflMS6QFST3EOdfewNh+0A9jgTHLqVdMiZOC4/XvlikADqjEE/2UFD+9c/9ugUkxmOJg+Bgc4/UKEb3Tfbxvj29+ux3EySqbPN9z40hUsvFMFWx2UiRRkDPe7orNTUrdkrvAhIyjefastAcs3yEdrjCI+89zg7hf8hGT0818Tkcnm7yXqzoklXHL/jD5jmnEiwnJ+pSTTSozK8ELJ0Hl6xgm7ZWIf6+reyTx+cDYBCxbaQdHcjnAdSYbXTRJ+85yU3Lp0LmC7HPLrACnXEwUeaCsjb2+R25eE4DrqS2pyZmTj1JdIzwkHTSYiBLSjqRG/96C2X92tVtXX+2In229wdtx8kKPp67bE39M7xwDm2dSo45AbUVZYRuCCKsQVSynLTpTEt2Xrv2KpL55mxTzysnjF7tZTVtRSIFgOofSRvMyGrz4jyFU7jt61PLf+Y41P3uNtDfZ51RdLaOg/mKUETvzdZrNrltvtl3HdATT1Z+zxb0HrKQNrRmdANDQloyMmBTSDHv+koKv37bl0N9UbaOs/Wpyem2wlC5pmXPd4J0TE1KX547qGPkLLXe/S62mNuBL5ANdUofb10JKR+JxXKTfNoyBU5ZJsZRck9rUkF0qxwm7u3fbeRddZNd8+Co79kEdbS3ngD3aPyd2YHN+WGIyTKqggXpkcVkhiTL2SHGE2QOH7QOv+X0/SbckyW0pO2XLcuZkZacoJvWg6oJNLNTso2/+K7ujsFurgZJM5CFf1zaKksKCZMQgamyUTAi+fplU3tW9gi1KbccFAnWvIKmuojZk5Zi4PHvIzpVbxcRlD7IHvuQlNnbGLgmGLRsfm6ThUc6c4hrd/u+tSFOKgY1h4JRlUqgrHHF+VA5zK9hP9k7ZFVe+VB7x2kTa8uBG3cMVIPZDYgiFYcTA4tpEnuxz0eSMNqMetDuf/gybuNf59rjXvE5l4S/GfsfYmRODdKZSs5ve+Fqr3/gde9QfvNai0y+W5VYGdjEpt0e53UoMFEdDT53wtbIGlJeRageTwvgbq32SrJCUtJXHpgXjsjzqb7rJ3vvGP7dLb/ymlU57qE6EFi5lVM9ou1ROkhT/YsM66n9LfQpgp58pBvrEwCnLpHzVrlLXeNIeKV/jlRF/3y79ncF9y1ciI9ke8golQ0iXpFKUI8yKlqqnp+wODepdu8+wc/adJidlGZR9q45WF1ntgwlqR/z8ntNscfyg7TnzHCvsP12MiVXAirRQ2dG0nyzDapKbWIecgJWQMdq+g9Qp0U4gS/08TfkCKVOVx74Y6JK2fWitVKvzklgVVzw+GFX2KpwiT2LyQ25DWt0pgYFTlkn57C9DrnueM7uzjO+xpORMiQTlDpz4rmjlTapXUonQtbggFDWAI51ijMuBYn/IjoPdS1DUJ9wrP/bdIlyMXBJ04q6sPAJHz2pFiBhYVYWQyQFrli7aBkUJ47FwU4fhikllxaDAYR28CqSCM62y7FTCKxEw5UPUkEHZDz4NELcEUsfxdjDaGJT07z0cA6cwk1LPwIcwhsgVAuMzp9QSyIw8Fv/cSU+rbNmWR3cifckGYfyCVD6r7yvulR8MNCxla4xrTdqz3F2KaBI4lsbSHc6bDY105wEqRK6E4qexzSwR+PosBAmO7U512Zlygokol00xTMl3OnVcXtPOjCSJYiD3FUu1AyYFzkMc8JZ/lHcBK2LJzQV9tiJ97FTAwCnLpCL8WlgSb215wfUQ1/csXue+JK74V3okq0HmqmFCidX3LN7GMjavyHGo6vssFKeIIHeqs5qtKfRKTSuMWi2T/1FD98Qa8guGJM6a1ZJ/Ub5HwIolp5kgfP02E7zIQ0hCkxhqWKnD41q4w94kPwRJUDUZ090pTM/KXwoGDPPSFfyCUsbUL8bT51bDwKnLpCQ5YcRlYvcY6wwu7CzM+mJe+HaxZYX9VTnCZzKyTkhM+5vIk23G5PIQ783TBlMGs28khTHKUbAsNZD63Xsd/zLZfIggIcaWZT+fpJCsnCSLqFVuw9LG5H6OO+mCfuu3GLvrzpDcLUgLAnhCYH9yJu+MSkyLT5eUxF5j3h9X7eITz+p//BG/47924pXCN5Gn8l3SVAfjo4eEmtHmyLzjFWaPCyy2P21BajvDtqoaxgd9532OhIkrSeylj50vdhKFMkGMLoeZlABeQttUJqYNj2VNXwgHLuEjqbcke/16j0inLJOiW2Iyph+khkAPjDIkLP+NoPjxt3gUBkLp7LdN5BHyF6/2RYVOlso0gzMmNjCiLmTH7JjsX7u0a5V4ezChug4AKPEMvE2e2U5YIuqGfsvqOyuCrhcOO7Ea506NGmiMJ2x6gtEUQcKdY72dRXmWi8HLYI49qognPT6ggZEhtUr/yxIyB+M7zC2p5JKpbGQKvVxUFNRlhT/JKtrGFH5l1WPaEKHtKLkzND9UdThoK5JmUnX3Uw6Mp6F+00pyM7fb6loQqRVEEzn57C2LFmqikbKQJWk0SbTQX9gAmTFyclRuRFPCPMxKCxt4/sutZWGCCTtrk33Eau+nqYN+5pRmUgF5nfNT52bddv4JD2wN5XXFqMrNaJVLMdTnsws2u3SHAi/cpmGLb1ZJgc7kpCk3iOYyp4aUbFxENYUUokMsG0c1uNyALklMAfybcgOAwWoK3BpQm3qbWZfqxVzg8Kw0iqFa9Yi2FGoQTKuNd9xuk5ISG4cPKWaSBuORuwWqtp0L3mhc73P4hTt2OpcTU/FZIZmEKiypIK8IrKYwvVN8VhRNQjG6svkjllFEzFJpwsoz0844h51wwvWw1IpK21ToIiQ8bSZSeO1DCgYrh92KbH7q84zsfM0MCyYJJYyCmgEzNTHmxQO2NKEwM0WtcssXkPkup4mTwyXigJUJ1TngYk5ZJjVgvK1evDzda9hqpMKdc8UD7Javf80WX/oqOWlOKIRNxmbHK3ba8qJVNNMfXpqzc4/cZVMrK3b9q35J4YP3uzMnsbXrsmUV5doNf2omOtWuDvqJv8BcMIw3FLVETEmqVFlMs6I44Isi+qLCz5y/tGLfc+iA3fkXv2u3/cOfyfm0bJOKPKrgyWJOqLq8K9eP1h444isllcp+UCe7BbI2pa1Ec9ojuaTVRln5JKQctAc85pG25+dfJKkPKRQ3juGmFS3QNHXIBgyabYw5MU+76Q674U2vtepth21crjDV+pzlJuvq6+TwMrY8rjrHbElSWubQUTu3VLY9E3IXQfOEcbLJGeuCj/wEJdsBojdlUkkjV4ylWtHq1/iZ9sBn/JJNfPoTduiOu+UTqb1tmsHKExXFuluWqSCnHfbacnLdii0cVNzss86zst5BRM8o/laGk0pUlodm3pZYHq0joyTpZVsbtCOpCkSa3DUlVbm+aOX5Jbv7znk77cxzbeqs0+R2MW2NxXhLUEauC4TEyUmSQm1lQPim6YQS8cHrRBEQE6hJksL3oZhTOF5NEFk5nF79D++3x3z/T1jhwt0MzeEntTvS3kzWFTJMMgpTfeO/f8BuufaLdvn/eJQE7aIV87usItUZHCWVMpLSGmJEdR12uv/+F9g5D36o2eX30aSoyUK80DeA6TOLLSy5apMCv2c5KZPqiZbNZ+Y1kCcyOk9N0lDhvg+y+973Mk3kIg13GI1saVohanMrVl4Z18bmkl31yt+y3HXfsEf+5h9a4bQLpZrIxqO9e+5xjt1Fr/kYH3rCEI5NSmcAyY2CI8zzFd3rsM2K1NGSBlf2lrvtCzc8z57+/7zSph50qQ7AISSz7CB6vqnVTSSpph/YSfA3Yiclx6SWtV1nWSpMXku0u9jojAWd03UqDTv44f9jh9/4Zsue/ggxfSEvHGQxRBwWpf5GvndUzBp/DYW/qKhPly/Yb2e+7FmW2326DnjQQSH5vVKV9yQHmSTwJW1Ur2tGnOGMR9HdkhyJjyn666T6r0gfYGfcDgvCJluZMqlNIm7V13yfnQhUK3R+4B87jQnJ6dZnrT5JEqkRYwoGsKIjrRjQxJfSoG7qXdxOG2JiVbkpcKBDgdW+bSEoDHWqWCpabLLTJ+cnavWyRETJmsTClXmdJyiCX57XDI1VXRf2NbXfQ5+IwcUrSjCnsKK5KuY29MOYIr8WNCFEwi1jDrUvKusYdLl01GXcn9GpPJmjYvZnEJN8+EYp/PGaUvkLOgorkoqM7WlsOWun6Uyr3LIWHyb32IT2amZYVPAorcmkpiS0Qna/7F9a3KiJrmSIKglH01rcYNJpilk2haOs8nDQvSekewaU9wRMtmCMdFItQf191dcZky6Wy8VwYFJNvN81qDw4/3LdprR1h2gMWZ0cwwkiDOycJJD4uC3sCDCK4SOA5f3AnIgmyr8cjrBSE9wxE/uSpAQYkusPvqyHHsEgEJPW5b5WcFhUVprgvgzJpKyOIiviuS+Vj4WGrGxfFeE9x6nZucM2XT8kfqkzD91jfxvIHPcWt8FxCUbBWdJq2lRFUrWCGUaSOpFy4hNCw97MreOmqd0LGbnU5H1VWWow/nhC+7j6gCB+VW3BqEkVx05WIpzFPSDdM6C8ByAygNhwiUiGc98cDBHGA7UugwDyRE55BVbKGFyioxVsurp8aw7f5Y8ETRN3zeUvH9fbwKVUJQ6a8BU8ybmD8eLFAcPyG/e78Z/iBJh81yeCYsyUeImW4ydEZjJJJv0YBvY2innmMVArYiZL6/l60eOE8YxveE6myg2WEuOHnQNwCeJveThp2cw8CKLyAlzJ4oXJAUlW9bjjGhcTo2xS+h6BK3XOtpg5N4jB8HjKpDaJuNVec8c9qXMZRXb0ncwQhpZTGrJH4EQ3VpXEhIgPhSpaZ0XHestko2dajolIXU69LRIOnGG1CgeVfwJzZI9jCx7/DLC1mCjNcaDDsGNkIkEESZJP/RZ+TgDmqlRPFh+KHHgAY5cvGmGiiWOV0XYenCcJKrgsvI4DytATTFlupExGzDaozdpVkEG1l69UU5erwr6bIDnE+CEe1MEKq1YNYUoZSVX43zFBss0iy4IM+Emu2oFi9xRmUsgB2Ht8IlN/iBhwFME8waEIwT2awegDMplUcLVOaCXaJ/RH3ZKSSjg2SsrK+LHbrRkORz4tkeewSSgiQmZJxIVnt3ykCtgTPJ7U9hCTq3s4JArmkseBV7vk7yODWuwEy5mFWp3EOO7nG3LIpW9GFBMWU+aKB6Deg1lrUMR8Tu13fDNCQA43G8/Ly9+s6bvHVTb9qY7O4Dwpb/+MrnmtbkU6hWesKvsf7ujrJVdh9Rw7BgBXB4D6bgFQoLY3PDoqsDrw/SUcYol1Lwbl0qf2iEa+BQpVMC6btrtUmFiiH3Sx31OEX9ekyepiwYmRFT4Yo+pDRIdU7wEpSeyMVHObrP1KSllWZ3EqcHNp0e786tft6Ke/YJNaOq8VVzx2N8uysR9PUuB3DjiV6WMQAm0RuNM40RAKVpIfTfbGay03N2t3vPVtli2ehsldJxkvaNVKA52VPgbwDxmqlwAAIABJREFUNmwwxv2Bgb9CZE4hqSjmVNYBFjXZzhqKcR7J3lFWzKw9tXm77Z/fY8s3XS8nRbmrCu2R8LpcQnLUeGfW5txF7FLt7R8J4FqSCAOeuFc5qXdsLeEEloZcIxa/fZ0dlhPjkTf/tTzR5ULpzGztpHVCqduyFclVoDimsmYPWvXWb9kYapIk40VJIZH6yxliH4M7ygtvkuo4u6+hldCiDP2RDOkrnEAjH6kcB7/CsBL3gRNwYWJTs2MPMdGQ18PkKAJsM9y1cTIqv56yTCrjQfOJX35MK1EiLAWYm/v8F232/3+nTclgnZmk43TKrCa0uhtQlGI9K/4ejLwDyoskdi9qht1XPObG8/n3/ruGiWJdyd9ncXzRJgRzTo6dVN+QoXPY8BUl/UgmsoWxFfEqBRCUmpqRAa0uuBuEDuYknqUFu0BSxtxHPmZHv/B5G8/JaDurY+u1YlkZjzccj6H2av9hxEZqP+cwqaQ+FXxZbTchNLMnmJZWSMeE1zN0EMex9/yLpNKiDpNYv39xZeCqy0etKtVcYcjEgFmyL9t8QUxKK4fRkga5Vuv6S/GkRASJeBtfDEN8OoyGXSdd9Vdgf091qOOtVsfvBXpul3LCr/2VvU1PnbJMirhMchiR707eDn/yU/b1f3m37bn1u3bR0ryIr2mzcwrLK6RndIJwhdnR1Y/QcS2pJ9G80MNxHTWtOkVFzdga/CVWqST1VSvxYQ1luSCMVTW3y+qKNFKXyhWnTvhOLO9ENWTrz8WRHGS5kBqa1eDPacBmpO5Njs3IU37exgXvlNSJYmVZTqgTttSUn/nSsu3zk6EleeGCof/jHBSrAVmXZFHPc/hpMonldJeAVTYbtplnliUF5ctijjp5Z29RjLGsLSEry1aqBNFndbxIO9RkpslrQkyYPZUK6byo49AOjhft7F96tj343ufriPU9ftp0v2wqmZampZyyTMo3x8qxz7TxdOWuO23+mqvtLGw/K3O2UC7bQUkDixpEJa0IZX2qCwTMZyeTgkiSz6vLh6qmo5+mpKIgyR3TTNec0Dl9kl+WSmJQUrE4URf/Hxwjhw0fXuLUvSjbT4SvVysQ32Ex9OyeaZvV1h5s4/jfzMs+VR2XI6eOtTo6L5cKbT6WQu2DudZSc7mraV9fUklYEUjxuhjn2nkvTetYe50aPS2pp3KsYouyD0aTBBUMZE4/dvalv+UXR6ljImBLD64WRW0nqUgSv3tq0s574CW257Ir1F4ktmCb8irTNAQMnLJMyj38CG4kwsvJpjMtW0B9WUdMjWVt92X3tTN/4JFWG9+rperIxjyUynATToiZZsWu+8/32fyhY3bvH32S5aZPdwPrSklbTioMPHlQu2/S8OHDuMqKXkWe3YQPLsmmoqEr6AQPK5KLs1a466B99UMftksf+TA784r7yH5e0tHyZW2enZeGRywsgY4vBe+xytWK7ZUIptmErZUswi1HkkqdF+qY+rqOtT/8zZvs2NVftfs86QmWnZEzZ2Z95risZfvGOH5skmxdupVEJTF2/7g2gZ9/TmyHwq0EoZtAhmkaGgZOXSbFigq0KaNlJGZQxLAqq8+SbBR7H/oI2/v054h48UYWwTnBkxhWIQVCHFAeoUGlisweuNkOfeUbdt5Tn2L5fefIX0pQFJdkSyPkhpiUrxB1q3vAOGD42GYifOSIcc6yPuFm4l2pssaq7qq8uW+9zW74/DV2+U8+0QqPuFzqq6QpMSW8zbPymAfGjAZ2U2oTsZ58m01CCYdZXyGT4ZyIoXhus+cxL7Wz+MGr7Ltfvd0u/pmfsfx+bTlpnzi8el9OEA2VSY2VMOxvmiTywv3ZY5Jyx7HPZWyXJFr8sNI0XAycskwKFckdJCVJMcuWNXjGFc83PmOPmOI6EMF2OVFGuTDTBiLunCkHk+crXRq0+Zo8j2uCpamQItlJwUJQMmKbK0uDC2fEnEe/JA0Gll72LFwf2LzrToGsDCEFSY3zWEU4IiIZEZu9wX49XcJnxAZfDmvQkOYwCtaxcnquqvdkklYx+O8k044oI9yofrnGaoujNj4TUgY7pCaiTGPaJirgVHBlpwULwe/WrhefpSKuCkjguFy4R71Yk76XtbIJ5t1O55NDH8t7rRrTj61j4JRlUiyeILqz2IFL1JgMv+PabLpE3CESdgyITr/X/fQAXc6b+K4vsf4wsLycHO2ymrlRqXzFB6ak+xVxJ3xyStiq9NkQcyiEFZshwucBApWABYzh0Q3DXFZ2TqpzmXEqGIkdhb2qgeOkcFsUU8K7GaEJ3zSYHXHSG1JZOcYrqST2p34lEmfew96wigZDJY9NzVkkHuU3BVMDlXmd/sWXzp1sIRzartAv4B4flYLscPTRihaMie5aSK4ZSaHjlC7nlGVS7qspmwLHVkGwBalXhOxFwqrLztIssXNefkr6Dd/g4wwq9HfCeW0foXjwu++TAqIR8SDD0jwXsVw0QAoY+NlzxYBnwPVS97rLA+xE82IGCpx+GjGSE0zJPae5F6xEQsAuxF5FuRi49KqBDT5zgjlHYDrhtwzeMUklGAaZLSZZwher/BijbEciBrscJuWn5aqgVE7ftN0OI9FiVt7fzvGVWnlITjBeZXPcGaFNeEJrGJJ29V1trpZkMYT3pUyqhbvhfJzMpOgZXcyezdZsGscFl2FRuQ0i/ykkq2m5lpmqACGijTBz+VEhRfdy9ZCllOL+IN0DXvet7PgLjU02j1hG8uzTINGnBhngsbmSq0nUy/yCamRTr3al48uzXqKR7hBHQuznu6bWDH5ArTynewazPvz7GonyNMh86y7lym6WldG37IZy7DmKzc2qI0aq7RgUqHuCqx3jnA2zYvjjrKgxoFFBhV+C4gEg+8XKclEg3pSHPCYfL3sxgzzbVnyjbx94XgNlJ/6Ed7nwJDgmoVNXxcAjwfqQ4LAzSroSzDk85ddLYZ+bS2RECKADpY5ji5OTKurtmJ7xMdHuD4iY1NnZrTx9+KKjT4LQBCcUxdtkiNrZjlbKM+3XQ3mdZW53HnQv/GkCYnN8VfRO9AT2/sHGM/Sxt0+N6AQ1Rkwif09iUmjfsZ+ZOpoBAgY1gBT/webwScGp7fbvigCF6DGFw4AYfNvBpDXKeruy6Htks/L5sQMHFZ1wTDNZH0SSSHM6CiEOt7yebf6A2dxBa4w1bF5EXZT/TP7uect/527pgDKqys/H44+vl8TYGnL+zMrwnskc1dNaLdxzoY5Nn5Gjo4zyiuEDTjSNq7PUW+t1GFtj8tN2TOfuNUtaJj8geAgxjPmE+EMsmyMByMsbZ8ihJ7XBIzDAbBjAtEv75LIwG9zKG3JBuOV2m5Cfmck/KnP4KIt+Hn7Gn3cmDCUzUUFmJ4zGrTfH3UYEm0ZLhnjhii2FvxQ2qebsouhU/XFgSaBgmxJM7UTHtLlCK/fEPO7K7Qn6+OPZWQZmfymD24j7301IPdZBERrITa0i13RFhxcsA0h5wcjE7mGiRzTRj4Ul7Xo6qEWI/VaZPlO7obTiCSMXvRZx88FFhUWHAe1aPolJVWVsXtDyMZwKZ7myBqM7PGswn3vWvez6a661j/3OG7RFSsdsM2i17Dsmo3RDRsxZnSc3objelxwU8m/N2cef+imtmJQ9LMSwU0ZhVCcnz7Aj2aO2a35Wxs8V+R5pNhTjvfv9n7DrPvwFm9YpvPXGMS35C951Uk4B7QuZfXZ4dtaK++v20Cc81sae+gs2vU9EJomDg4fZSZKXWol9ZN3EJtDqvJ13zh779ufuts+97OWKrKGY1/A3vT8u6W5cy/4r8n5eLCXpqb0uZP4AkmdGDIpz9aoYyqXnjCksbU5Mak6OmSZP/gu0CnbJoYp9+9UvsO9o+8l4ZlorY4pMqlm1IXWQ/YorDEIxKZcqTmIO/cHS6ylQTMgRok6Ua+Oyh3E4ac72FSasdPctdr6kvM+/6H/LX2vcSgTFG3KK1G9IcXkRxhIGr7FxO232Zjtjvmlff85TbH5R9rMporRKfWbb0IimqD4jmhyXieSYPfzJT7aZX3q+NmpIB5EX/6K2D+U1Pyxr/sqprfKjHUg6iUkRbplDLOJZCV4latBuc60v2wN/7ml2/vnn2nevvdb2yfGwWWdQiQw0mIhjs6Tl2nLlsM29631Wn560yx/9WO1D02kVbZvKQNrQs9BIW0qakpCmFf2woD17d3/+c47IZW1Cnbz/fWzq8svF/Cc16BQkLbc+EZcUoydayNuFordjR75hX/jAv9n9L77c9j32XNXfCuim31rCb0+YOjOrBXE1CaoPeMYz7bxz7213fPkrNj09blU8tbHjyNvcmb/sKxXtMxx2csM3qpoYVYhxXpAkhZ1sSbPOuJjQLklS3/jkZ+zMh1xm973sEm3uL2l9bcwWdXpLJLW6pAEIk8pi+wNLbXV5662JtQtUEPlwSZJa0YbmJit0SzI03PoNW/jsx+3SRzzaZnftE/kyyw43CWuuMpYlKc9JjmrqVJ36J/7DSofvsIlHPdrOntgtd/wlecRj1xtdJlXWRF5WFIUDX/uMfendH7CHPO6nrHDOBWKshJ0RjejiM6xNDALLJzGpolY4iqjzTIAtHZwl8ey0BunivE09+n/YZf/zUZKkpA6w4z+rAY7Dno4U3y2LYjR/yA5+9iZbOv8Mu/iFL7EZ4jf76tmQk6rVkSxqRNXm3vmvtvzV62yXOMi8QNn1kAfZzC8+XcxX0wAqbR+ST6QZG8mCdxY/8l47dP0XxNzElRBx0W6wfbiO119bYaD50i7tHVywmUf/iM38zx+VZoVarffV4778j0qN0Zpr2MmbAdelzYhBqJ4EUtN3HcQQ6SCGzJdvlD/SbXbZE59u0Q8+XKo+jHfK9kjVxoYhV/pYnWkbrl2cSiZRlLsJqB6FYvZwy5zOMiuH3f/6gB348rV29vNebDP7TtMzw2fy2mMTz1hiUvv4rgF1S7VqtS9/wc561gssu2u/cIUET/+OLpPiJB7T7oxd7yrY/23vTIAkq6o+f2vJqurqrm6apaGbpUFFBIZtZFzAEJfQcF9HnXFD/RzDLcYlQsUl3HALjdAYEdSQURRRxwkXUET9VEQDQ9wRUERAEQYQaHqr7tor5/87752sV1lZla8y38vMz7q3+9Vb8r17z/3fc84999zthgsu1thDNaclU3MV+Z3ln6yIN20fCeSNo4SwREk5b7plDi+oL0xOQ9XqWit5AP8Tsy9Z/0iCRBNniJW9sDR0Xd1fCbtkJcyNaIyKpp9Yr5C370vIwHJRzrEyJEBO7NbWZjiAZQVo0u46jSCmA0CeDG17JP+ahiYwyLNpoInDcsBaTqVPluV61YwDtoSJvuSgmSfwGKOZJ1Ql7P3qtq8iWEzQE60oKFayZIoGzlUGPzKBv9/WHOpwoMzw8UgxV1FSwq9PgzLnJWj9G7XTyf3TYXjjwWEn67APb9LqM1rbaYOsAzr98E+ogrMNCAyUFF+USkGBdZJmzZzSAoOMJ9P6Uhihg1sODbMaZb5L5VOl8hnRWC7Mwk4HfHWaf2mVIMsuszHD0Gi4c/dE2D7GAFNVkCzPyoA4x6fTNOZIb2ajmqvjd2vSuypNM5dksep6n9xC9PLSuWNjYHPE1eorS6RzSk9Yz95lj4gR8Dk5wgdV6Cyqr72DTPHMyg8wC9C6HqRHj94g2uJBmzVOybks7yBCyEJw9Zkg/jKfwaAcA1IoM+sGw31qP09ozMu4Nkg4Rp0A/SgcZJ8xPqqNm9Fiena/8iqhRFGP7ZmRL4SHKVKKi1UDrPen1r29fLEMqnkyPX+fBEzfW2OeXjNwla4CZ/sUpcU4ny7gl6RuvXb0iMrLpMpI9I1qCdpZrWmu6UUmZDgc2Upe3fNazNuU7YysS4YDMHF6RsJZUb4YZ8S/ZjiT6zy8QWVAOqakJORsV9/HageTu7TghbaKsvVxWfiGVRkSJZ9NmzQShNOLNN2inuEro+N30GhU81e8MVeVt7xCz7j2xNPE5ap8v3MM6UgJ6yR95DMPBjQeNml1i/nxatg2qWY7W4lpT8lhylXla8MJSw5LlBTiQedMEpIuVxMZ/Z8Tmv1YRsiSGAPjwpZFxcs6O0wxqHU1pF0pNDF2WiVE176aNcytapSXcp/h7MW/g2LVOkcCG1+bLcsLh1PLMkBRjiHr0WwAdPbZrJTKpAxDbfYiAWSOlz6XgmEnlQFGJNPyyNFs9GQq6tqu0GOWhmSgI2zKWCSMK2iiLLCouoEfhAkBLCmpXwZPyhFgfqqkeasMq+eRXYMp+6QHUmdWxdQ7VS0YV+VbVXA0XS0qVWLNcK7hUUNm4SL7LbJvQxvoWZrWmt4Gpf7IqTss3huB93TuE23VdGBTUWnnoZHN3ZEZbVGqjJOy+JDmsi3DyhxIWfSS8Hk1l3xDhE7Sl4V3pXSpnJhtgG/aOu9UhnApFZC1YrnhORazirmMsERJITyDrB5J4jpoflALJkuGJNYC17aUiHpvZlgWV8LZzyA+MWWfBvbNqruepTlCBS3GaOCa1isjD43jZAIvI4YRDmndKSmUCl3BytM8aFMywr8f0HMsKtcPLso4LRjcH6OqEGlt0NLF7UaNwnViKzQq9sVkzqrpxNKyWF6u2/rBkU+hWYqU5/3sy2YbXHY+WC2pMq2ouck/q7x0VOj+Z4qLVj8YYTVMXVdYu5spNPppUHjOwws6hvBpsaY7yCzUfu1nhpHsKseqLKkh+e4YwKkqQ01oKo4p8SX+PR1szNAF/mN8nnU+GetrOIwuB2RpDtvKodwnK7KazHSBvrwF0A9T06THBEEJyfqbkOUPr45IUaFzp/QcjwCz0MoIS5QUtfg8WlEJGmNx9kOA05uC5WR+EkmsWRTGgNSe+CFQamIeBN8UHBmipFKtZ7kgNxyrecZ3vJ/9dvlnRpeOZHoH36QSZureMmdNqeTS6Vs+vj6sL1tVX3nV61yRvymVjvmNLL6UJ/mtSWDKiFmeKFLLFoP+qK0SzO2ZAisQ2NLH/mAVGOTFauX3qDlprBBEW6K5lNEEU1MAXBqNybOEb5LvsMIclSLzgU3m/6htkp5DUYmCpMMHhchhNX8X8MsKjfE/2CQ76FjtiJxAl85doc/o4UgZbRm+Mr5n5oZ+Z1wrBiI8P2wTzpFvpnIpJmVJQ9VKCUuU1LS8YJNq29N9ivDhMmGhezC3Th4yA+hqhlRpl2qNHevZ0ngQXNBV3bPffD+mLc9soOSSZErJTDbSZJcOGd26YGrGOmn99WpLz2kyaj9VgpTDnDJnC9TbxNQmAQWkbgyEclYO7t0auTirWnqjxjr1YZ7NaKUFG5WuF/HdENKTXTsvpM8GNNBvwDy9EjAqhWFhhZPVClp/AN5Ug57loc8SKSGoUrJ/alYNmW8R4VJ22F8QR7pNdaHJLD5goKeqVrO7zNGSnPtpklkojg/oVKhgqVgycjXQ9KOW0LLMA+K9oRmVqa4T/NLkO3hKqiCsSpp3yAuoaSlhHFVaOqaqs207rzzk6rjpIO2Lk7LStvmX7NeHUqJFwXhedCyyhHvSZhmUFJZwDYrJtKQIgyEJlP1CSKTNuuMF8qxqKxzr/TRbYBo53WflA5ixGhYVK2VmtW9nAxaIdf6gKE2BgqjMbASfNVzUGzmA70SKhZ60ZmFO6wwPaoG3ML5XHQujWgxtXbjpiu+Fsd9eo0+T5vAc3RwMHVBSzcKcekE3a8T+7squsPFBx4Ttz/uvcjJvkHNaeDHCV9XSENsy4dOxNmBnA/41LFH23GN8GQqdkQS2JArKR50Q1lS2nS04En5ASdN3arMMxAMMAjWrWpG5g7ionFDGhBkNIqawK/INUqXv0yYWNtHZ1iPHCkjeKyrdPPEkzXbxlzBjUUObOyqBZq4hFjxYsL4+vNMN+ciTB96xJroys0tj3vq1zhk+v/UYIZq9UR3RMjkqb/aJNH7JG+kq31uipNAnCyKbKCSrreqDUZRYWDUZ4j3GgohJ8FFZSaAoGn1fH1/B92agImWmYTmcGSA8eW6608zt5qF6wJh6BmX9yM2x/YwzQt9/++/husuvCFN3qIcO+bQ4qXGY9d88PtY4un1yj1YHvSf0Xz0SRk85LWw56Qx1PNBckcgbdioJhLu04l+BzhQm3kjwSVjQaDHlzj3XjeNIaM78mAfkxlGt8DSJn6a9hZTRZlWhzLGQoWGo8i0l7RXI0k8uE7WkRSqQLSKl/n7lKLv664zm6s7O4ktD2aa5AFgdZgwAf0kULlFSls4yjLeIhvSdGoHcyzEzD4OwVjQZwKJA4+WJr6QMLotcFtEc9E3tmdB0j/6wUdtjT+/cEY561jPD1seeZX1eFJxZaFLMNIbQjc1Cn+Y8zY3vDld/8YKw78Zbw8at27Wutha705K1Cw54xYIE1mqBZrEW/LsznwsTOKWHZVHXefRxwVStHJ34DgU1jyXn5ZCjfFeOdPW/mvzWYQVetWeO5eqj7sIXwlQyXbXJxMoYLSausqyZF+O872VyuURJOfOtBgm+SfghucIBbBnBCZzJ1GribPtdSNBhdOmP17ZZBWLXOZllw9D6MLOP+XYal6OpFvQkDY6qbYsbBsFIe+roOMzXm6S2/c7RMDamuVEszfv/7g2V47YIMua9QbsIc9paKNi28SNN0VGzCHRvApaGnlNOTpjKAreD9eyqUkk6c9pGo7UIUryMBxU4e6VeK1vnwdZSKP8rywMMyST6FFO3TuGJLP05+NSxWA3hS5TUaj72d2vMK4phjkE52WxzAxQVuUg1bytxt/ONY1Y7i5Ra02C1EWt99EHtitKn/ebYjYQlQvor7CeH/wWTF/8bRZD0ajWL3jaJHBsOe7SCwGatDCqVZZ/Q1FtQpK0UabOU2/w9ByO2mUJ7n5sJo44cem6xbF2Q2ou1pa9rpbcSZiv91lKqZXyEXDumXgnUpVNiPrSMc0IAtc8gUwtseYk8KS6oAGuRQLOGIFTlqJyV83ISx7mNsOO9PPEVCy6Cboc58OXoxULRZZ+P4YeHGZSp/ObZtJKliOfmNNdKjkSsHCoVBivSs2mOcmDjjK6xyUwpi5J1u6xd2OWsrcWlQaZSUFXtu9fHtuGMrRFN1LaJXgdYPu48fk5/0tqkCYu7XLWpyndOY6K0IrB6NdnuSkAw9MTmG4pOo7c7gWbeAOup2/AY0UFHh9FDwXQ2gAW9nAzVwQVg/x0fr7SZ+1rr+essfblTM6UvfnUfH7sFIdfwqvFlytfIRElsOjgPiCloMNwAwpIM3105H+k39C4zERYH9RzMKuIrw9pVlrlo6mKfr6iHKk98K6e26l9NgSBA0h4DQxoFv2GDlu/Zn4i7JGyeZUS0EUKF9aFy0Ee+Bp25EEgNG5hVASZNs1QwVUhDsiAZ+JmERgKbPEOBzmpOYUXrbVXYI47BkIIRvkW1swQuiwraaO2ySn8lVNMu3T6b1iFFLOVk65qrY2SQOYcqYxh1it1Vhe+c8BzUkrvVKYZVNMr3SokV8xu8G6ZQlP1h79696oTQrFN4cghEOx2ovISD7WSjSovxO/AZS9cgG9CkVURmWcFU+PVqmJvU5haiGRrnoV0ShJz32+IClDO1Nc9zVqUtVGLWxqgwj00BbTknzW7Wh4LLhinIlO9q8oLAyoSYTd9nOdcBMS7D/CdUw7J3GZlAUeSJr1Ea7TxjmD4LjA0rb7PS/uP7xsNBYuIZWS1zUxr1K/IGbWMBargc+eUVe00fWNcx5i9ZlMIybMAj6fWyia9LQt0zMe+AVlSY0pxI3O3aLE4jd5mwmfi0sEy0wIfB7j6ulcqjHawafesVJDSw0w6DDPpU6QxokvnMlLas0uz4YS3XY7wjZTAnhdWPVWqaVsAYRh0O8CQToMVzY9ovz9dpz1O+jTBo5xnr61P5MxyDvRQZ9oZsWKUmrOZE58CIeEDM0w368uZtIN1afkJrnWFFBw07MKa01glWYhLgTRMDhZX4lBbNasMgBYpyokCHNaCQZN1vgyATstH6M4ZPoEB510Yb6GJGws+wPhh2Vgc1B+sjDTDTW2Gl+BqlsSg7pFNHCw+We4YxSp5wnJKDOYEzpbV7RkY2ysqjGaBBnFp2Yla9Fp7fleKb1/vWDUBhcNDM82sQMgUFJmoW1WoLqHMKPTfJs3mNNxnS9KNRrco5ruWYq9p9V8s1sSw3w88MK3r5lErSnDQAF2IzQEt8Rt4MOaWJYHE9ICatooiUv0FTTuqShn/27ZPCWq9J6MwuEE4lDuyr5bvRBQKwbp2t0YRlF/bsCf3bjpQwMWVHoYP4gZtVMcLKJrur4kK2cIWgvIxPhKWN4WJeVafpy+K3Ei4aBK3mlnaGHgp7tfBldVzLbh9ymFmHyI1V0LA/cWRYPH28kIqnwQ+rDGZJGWg6JuQc/uall4arD9BWTwrZ+LIixm8s0cBa1/s0SAin7+Csmnhihs277pGQzYfJ+3eGC8/7X2Fi42br/WoWH7/Xp9HOs1kNIFyn1SLXa5XQB/3p5rBhdJNWvBWwWiLj+j9cG+7+3xeGezRUdkb5GEhHRK+U30kp2ilZZ2x9hLXDqFtG5WMFWa2ZlhRTgGwiZpMAW27QKp8jt/3N5kTdftnl4Y4NV2odySHNiZqxidCT/VonSegyv4uwEn38XiR+SQ9tstLAoCqcaeV/UBNjWapmeLhP+mlPOE2rcN6m3s4/3HxrOF2ZmFG5D6xjJLUw0Xy9igSQcWPeHGgCyep+Fk/RWcHmD1ZR6h+VA9bcfRpwOy6leeUV3w23XPUzK7dO42erPog/KhpZzly9UTVDN910c7h/x+5w49f/T9gpi3OALeGpzDXspNP05eUXyn5ufE+o/uUv4fDRsfDLn10Vfv29K0JF2wXRyUPZJhOPmeSVhJX49Nrrr0/fyn+Sj3G++vGPfzycc845ZnnYILgcYVgFADEsHWrLeuuzjRLOzYrjMcfzQk9AAAAgAElEQVQeH+7evyf86o47tHyrKlw3oXLEW9QrzD9E0A7XSNnHaW2hR41uDpukQHarVrhGG1v+QJbLnfKdsG1RP4uzNQmuAPy1bEE0+bThz+CHCjp969awdcOm8LNb/xrupVmayjSWqq3irDww37vTwbvK05atWVIYiBVpBLbK1D7F4SD9/S8nnxL+cMN14Z9a81wLtUhhaLF+FDfv6zBrMyW+ZrEWkBlw4aCSYIIuDgs/jto0Gk7afni4+vpbwn0q773d4D/yLsBGpLhZ0k4rbYVjDzw4HKby/p7wmpTyHsfNINpqFkgBuBQdBX5YDbQJx27aGE7ddkT48V9uDPcK033IvQqWyQQbVMbYqlM5cLaOurT1RivurrvuCgcddJCs9NSabJABU1Kf+tSnwrnnnquR4iyvkTSTGry76BHEw3xMLrQeLeG9QYpqVHOoZmT+z+BoVW02Qds16ftrFmWhv+NwHpaPrA/fiRh5RMTu3LU7bD10U9ih3WlxTE/QjgGc2uabhZKwYmSsIzWgKSYb5JuYnpoO6+TY36UCnEDSkG7RNpQ64Ge7wMXuVkPZmEmvgzXiGdQ3KsuTLasOGBwLd+64IxxxyFHh/uk96kjot15den+suU9WkMMUiUKVFAKRdLGKwGQhGXzTY5pTOTkxEybkg9wkTKfUlNqfQ3hSEgs72Tg3KakByYOWMrPZlzihJ2QErGdRPlVIyYKlmeZ8YakXFxHVzQESnur4XJgZ3xdGNmiZcJXvBDKPO0IyP6Kihk9mcuBMaw23CwqKTo0dO3aEzZs3m4G0XOibnp6u7t+/P9x7r3aDoGdPyidPsG5yvbhfMj6tAkFpjagABrU4/2vOPjtsf/CDwjkffJ8WINMCWbUdZPPEXNA7kgiAkHdCTKp94SRg//nUE8I1116rdcf6tGGENohIpaYbc6dYjnhe0wy+dfFXw3f/77fC5y65JAxu2qDdZ5i4rLW6pRlGVfjwum3A2eHgFpArFvNL4ZsQbSx+OC+H//z+yXDWWY8OV13189CvFU/75bdAodKZAvboWlNS8Iq+N2VXUEAgoIkoaXbbPnz4ScRvN6tp8j/+7d/C5ZddGjYduo3+3YJSzR8NOODmGAILesNUEZ5/3vnhW5d+O1zx7/+uJr4WYxRG4Mkih70atL+NKpyp8Pdrbwz/85WvDt/67nfC+m1bTPHTuz0i2lFSKANr/jUJKKVx+bUIDHc688wz1Tk8lAxlWeZbG4IwNjamTQC0zfcqQsJ4WqZB+LLaETCP4DtRF/TkYCWs37IlHHrUdlu4v5J2Ua4i+vZfFWjTk5oUrKWOp/CfqVar7B4Ixx92nK0qyORiwxTCu8AjU/LfWXNApu6UhiBsO+aYMKRyoOZHJeGloLkHad1QopQvwZSLzigrGd3Wm8lWTQOik/Fh9+zXrjEnnyAzi/FxeiDBwz9HzehKyiIgngJxxsjM+kCs2adkJlThTmqi8YR8EMeceIqWi9ZW7O6YTrLUkb+JBUrGocvuwtCBm618j3zQA82ZzsDn5F9HSGopkRkV8ri2KZsZn5Fi6g9Hn/ifxKfaMCRdyBI+ZX43je885bt9+3bjDTeGJmVdrmRFQXQ/WoyXaOr5OVdujHPFmzrTQkmsPzXxYFIJH8u4JL/kUK+5ElzdS3NaVIwlbqtqSo1KSa7TOMwRjeca0yoDQ2pA24h4GtR0pXUhsHzJvEp1yjYrwKknxYmVkqJmy+L40QX6aklCQxqMuSALU11XdK2zDfuUVuFEQSWiyMsFaqOF5BddkQKcBZclHGb9oGH9uvVSUuqt1qBOtn7s64KCglCUJhUhA4VRU6yrz0BnG5ajf2zaYePuWK6np0O/VjoeE5YMNFZFxABeeFU0w6u2otAq+BQeUuutpqjWqTfWBoquEGzEOQFllT2v8E3ykz6jJkWYIBg66ZZnlU6M71k1+1i9j46VNImmURb5AgPQcOcNjGoUvazFuTEN8JNCYlXjARHeLwWVLDMC1OULVX3eYFJsjSEt2A9mVEPghe8CasySMVDBr/P0Ob2Wsv6AJtZUYiWxhRlWE9aMrCuN7GZEOnO7EpEkbymqtYti+SAZWAtAaSXIpQInetTm5Qsa1mBYm/zdjXoy1dgDKHbDTXQkAFrrwoZy6N4GoHaxfBPUlv+LdIAp62LNCdNBbbLC2C6HtOaJUB7yZoOhTgR3lvs4zeWogIYWg0hHS6khCnGwpcmVFUhyj5btBn+QIaPFWEM1Pgu3QeuAljZmqyU9S8Qp4WwTxA4HcEmwgZIkmDzD3NnQDeLqSOAWMqiMsDs516wm2CD93UjlPqW5VNKTAibFhIDkyiwXyhxsS00/TW/5kwhEkYsS1tSy2VjpwEI727CS5PduU7p8HkR9ijMVqAXLh6lc3ZDH7NflIN66kkKaODBZLQNQn5wY98NYGXO+kolyaM+is+RaOh9XatIcVQ1QUVfwqPQTa7PTvGLeHmuMJ4v2Lvm89AfuTLYxRRy2BKqShbENM92YpHUBvLrc1/xTep6tQWWg1so4Lfoa05ZOtSWQpmIn1+74RmzYpI5UwrrBgNCU0ZSJLOhh6p9FZHqgaOtKusFtCiGdN8kUsETc3c+GFkv0VNKIbRBD249aVlIIFv/6dU52SUkGc80gcGTIiEfwSmfXhiCg622JY36V4CfaH6GS5ZIe/NgNn74RbLCgoCRQUlCIlG0Jlnab4iyndZA0Cl01NMxqKQ8zFecixeMKy4o2zYYJ4EKWarrDCEMuUwqL5ITsBhYOABZUghsDPHWtrkXwTTwopcC0bKSWvmU4sTm4SnBg2zNZpPJNsVvMgI7Ol+6yZDf8Abqt40S8mfRaqvo3RmCAQjJliuq+ZWXSMNWFhy3HC4kYrMacVhg4TpOZ8lSvViApgxbJnAukr3yFrJtLHHDNYVm1gaVz2nMPJ4U1UfUO71kmOhwcvxSpxJoSDTBtghvOVrx7vRvcUFgkZB3E0ngsE5L7VDlQ7lhXJkydD16+S7BJZQO7DyXW6woqEfCEVrD0aXNON/lMjvIKvmUlpcHwAnixCCU9UgxSZGQytgxqqztiBmRm5dk/V5oJkNzjjF5oW3eeiaEE53mFnXekTYd01krxeuo0Jn2jnacsSXERy/mNuBGGRMGbkOmGs1VWeibjwJ7Z65kIFsVVUIaIczFnJWJjG8LKgjanNLsuYyqXQUCTfCwMLVhI3JpI8kVBKc5nNgGxpW56OUC+CpXduo1PwVeYegOJMljg2nIy0rKSWjBiFwgz4detH+WQnDNWEWGVaAry4q8S5eWutJwxFv5ajX1TwU7us38LT7K9CJ1gwzTFNlvY2d/bS6np1zXslryZJYjiX/7NJZ8W+KBRugklWRlJqtACk+1IVEk+Fv6WjXCPq/GOYB4TiQhEBHoYgaikerhwImkRgYjAfwC/XSykiEBEYG0jEC2ptV3+MfcRgZ5HICqpni+iSGBEYG0jEJXU2i7/mPuIQM8jEJVUzxdRJDAisLYRiEpqbZd/zH1EoOcRiEqq54soEhgRWNsIRCW1tss/5j4i0PMIRCXV80UUCYwIrG0EopJa2+Ufcx8R6HkEopLq+SKKBEYE1jYCUUmt7fKPuY8I9DwCUUn1fBFFAiMCaxuBqKTWdvnH3EcEeh6BqKR6vogigRGBtY1AVFJru/xj7iMCPY9AVFI9X0SRwIjA2kYgKqm1Xf4x9xGBnkcgKqmeL6JIYERgbSMQldTaLv+Y+4hAzyMQlVTPF1EkMCKwthEYnJvTPrns6KgwMLCw3eK8NgPkuW9eyGaazQLfePDvPe5m3xb9O+lDO2do93xyPzg4uOh5NzZodFxmZ7XBeoo/19kyKBqTduPrdUzJHxhSnmA6MzNj5dyN8l0Oa3jReXJ6etp4sZfLvBGmeWWa9/xdLweXSeJ1uST/K5XRoO3kq8ML9e1vf7vdDw0NhQMOOCAccsghFgGFnzfs3r07/OlPfwpf/vKXrUDyZipv/HneQykRXClxv2nTpvD5z3/emMIVArR1i0kqlUq45pprwr59+8Ill1wShoeHjd5eDWDojIVwNcLUma0bmHq53nzzzca/X/va18K6det6BtPf/e53AcX0uc99zmQKGjnzrFeDY3rTTTetGlPyxoGMwdcbN24Mhx12mMXDMTU1FU455ZQVFRS49OnjalYw+Ng1IAyJIMGMeYSHDLnFwreWQKoAO10IpAvNnj60kTcYwoWNfDqInabPsXKMOEOLK9dO05MnvV7HlDy4lQyOlHfWUs2TxzLf8fKl7PPIU5m0rCbudjBFxlwXuEFA3sGA+7vuuiscfPDBtXca0dWP0NYrFO5duF2oG31c/wyG4DsyxeHx1r/XiXuAgEkJrmgnJydNCXBP4PduMQtYkT6FBfNCR7doyVsevY6pK1EvW5p73bDil8PTec9lyyvJ5d7vheftYApfE7Jl4EoL/nc8mpXRoGt1FxqPpP7D+vtGAHqGYObR0VHzCXTLUoE+b9K5skRxQhP3bsbWg9goX2U8AxfMXWhxpQnGeXAug568cfYyps67YOsVZi8pfuiC/+A9yp2jly1nlw3obAVTz5tbYs7fXk4ul35ejgdNSTkRfEyEBM4nnnhieOc731lr/i0XSXweEYgIRATyIHDRRReFK664YlWujUQjZWKnBkJBccbR/JznPMeUVDNtl4fA+E5EICKwthG4+uqrTUmtJjQcJ4WJ7Eqpl8zl1WQsvhsRiAj8ayCwxJLKWkxYUO5T6nVfyb9GccRcRAT+tRFoRY8sUVLuXPbeuYmJCRtrEkNEICIQEWgXgVbcRkuUFL4oAmesKFdQrUTebobi9xGBiEBEoKFPKsISEYgIRAR6BYGopHqlJCIdEYGIQEMEopJqCEt8GBGICPQKAlFJ9UpJRDoiAhGBhggUqqQYU0UXI9M9uL7vvvvC4YcfbtMA6C1kqsxvf/tbe8fHX+Ggz943pDLHQ+/aJF6fQOzp+qh6pp9wMGeO1R0e85jHhHe84x2BWfNOs+chR5JtvwKdzI38xz/+Ed72treFpz/96eG4444zrDZv3hwe//jHh1e84hXhj3/8Y22ibBFY5SX8lltuMVpYnYGOE8eRe44HPvCB4WlPe1pg5Yx//vOfgZ7g/fv3d2QOIjhwMNgY2nzWhF9nn1HmTv8999yzqhU98mJV/57Tx/NvfvObtfTpjPKec87cg6vTyLNOjE2EPniPs89xZG4r97fffnv40Ic+FJ75zGeG008/3WiHvm3btoVnPOMZ4bWvfW341a9+Zd8hv9DrHW71OBRyrwREV7UqgakqoaoIYnEpOx73uMexQoIdeQLfK+O1+D760Y9WBbrFJcVg51e96lWWDukRrzJq9+2G+nyo4C090ud6ZGTE8ibhsvsNGzZUtXSEvSNFWr3jjjuqWjLF6IemsoNj8MMf/rAqRrXDcXesOIs5jHYtMVOVIq3u3bs3d3m0kwcw+Nvf/maYcWjZHsMtSyfP/f6kk06q3njjjVaunQjOl89+9rNruGV517H0s9OpirMj+GXl5hvf+IbRCH2qqGuYOn9myx06O4Uh/E5aHFJQxvs/+clPqkcccURND0CPyxLX5EE9/iZHn/nMZ+wbVU65aX7DG95gcXicO3fubFoeS4YgCLCWAzUCAasELX3BBReYhj3ooINsbSo0NOs5vec977F1ZbAk+MYnIov4ltOu/9Djoga49NJLa5N4SYtnd999t1lRe/bsCffee6/RhUWwa9cuWzqi7AB9v/jFL8ILX/hCw4Da6M1vfnM488wzw4EHHmh0XXbZZeHiiy82PFW4QYrVLIdOBK/RHUfK6kc/+pElzTXl+9e//jV89atfDb/+9a/Dn//85/DqV7/apjy45dUJOrNpnH322eGlL33pomSlMM1aIYDx+vXruzrN69BDDw0XXnjhoon3YAxt0Dk+Pt4R2MCFlg1nDnhQyjS85jWvCaoIzXp6yUteEp70pCeZrHJ/6623hu985zvh29/+tt1T3pQ1uEN/aaHeAlHitZpptZYUta/XIFrMraZx3/jGN1a10JdpULTxZz/7WatssQwIRVgu9fkQYLUayy08t97Q/qStRcgsr9CEJcAzNVeaanYjus1w//33VzWB29LfsmVL9Qc/+IFZlOTDaeD83ve+13DEqnrUox5VlRItBK9m5EOHFjoz+qg1wcjLFxydVuh57GMfa79TO2I1dCI4n2UtKbDy5372MneLAevBeaVMOj190nBLCny2b99es16gCUwdV/jPLewyafO4sYAIWOdqBlePPvro6tjYmLUsvvKVr5iV5OXstHL/1re+1XiCVspDH/rQKtYQv+cJrVhShfqkqH3xSaBl1YypTVR+y1veEl7wgheYBaPCCzIpTVu75cWzogNxCzRLE2vOz6TDbxzHHntsjSZWEsVi6dRKjuBzww03WLZp90sBGW7QCg1YfGrmma/q+c9/vq1ySk1H7QfOnQhgRFrggh/Pa3xw5TfuxdRm7R1zzDGG94tf/GKzRrsVoCl7YJ1g9fGM4Nh2gz4sUKxhaIEucAVfsHSM8Qu55Vc2jfAX8gomcs0EuTxMLvFHYbG7zDieTvOb3vSm8NznPjdcfvnlQcrMVtwsk+ZCuZ1CQIhkJdgSqWQYZzDmIkL3ute9Lpx33nmmwFgyl3cpHAoJRVVkRonPFRXxZhUV99CKkkCwuJe1Z00BnhdJB4wGLS7gXuDf//73jQnA5dxzzzWFROAZAaVA4PlFWt6i08EFyfFAeMCzPvAezfkjjzzSmgM4z2lK07zvRqA8mwXHuNl7Rf8OfihM503uKX/4jWYTWPu5EdZF0gNOHCgo5FWtG+NRylItKOND6HHZdJrhS9whX/ziF+033iH4u0XS6HEVakk5sLRZ0crcyxy0gqHGOOuss+yZa2u3dHiGEik6ABzp0qN4/fXXh9/85jemmH75y1/a+tfUBqSND+jlL395QBDLCBS+K0MYknt6FF2g6CVzpVBG+mXG6crffT0wMXnrRnjf+95nAl9/0FPKM6wDeCKPIiuDfgTdlT5nFAH8CYbQ5JUZvFB2ID1Ph0oFGjiwjOn5JrjhQMUDfnyDvHDN2Xnafy+L5kItKS8E34CBjGD+UxhcP/KRj7Q1qnbs2GHWwbve9S6rccm0Ww5FZpRCwFKjKeUKi4JwwDnjyJQ/qNZc4RlKlRqtyAA2zpBcX3fddTVhAZMya6Ii81Efl9e45M2x+/3vf29DE3olIEQukM4H3aKNIRAMLYEHCGAGbdyfccYZ4f3vf39HSCNdl9fbbrvNeDF7ZOlieMkrX/nKmhL1b11J0XlCq6isUKiSgmgypK5oE0g5o21shVtJCCP+F5QCiuDaa68NT3jCE2pNviJrEC94lKMzpisCVxiY2nfeeWegjf2JT3wiHH/88dYM9UnVRYLuihF6COyowzNCtlYrMs1OxAWW0E/g2mvYTqRdnwY7j3DUB+eB0047zfiym3gjC1dddVVNIcADHPAm8kGlWnQFWY+HlxVndzkgC36PwQCdyJArop/+9Ke1aFy2XF6h18u+UVrtPitUScEM+FowH8nchz/8YcsomSYTAIJPiuYNv9NdTROwLCsKcGAAnIOkTZpc0zTRGKDw6U9/OnzsYx8LP/7xj62moBnoVl+7wGa/BwMOGLA+foTGLbduCk+r+XWLwLFG2LoVnvWsZ4V3v/vdDZN3OrupRCl7XAou/PA9Ze8VF8871XGDXOB2wZG/detWkwmGvaCsOFA8zo8+LIJ7fKTkgd/hZ2gmnjJ9kC0rKQrdawA/owBQTAgev+P38aVCyQwMTCF4zYb1cs4551gGKcCiA3S5P4y0ARmzFNqOOuqo8JGPfMTGbn3961+3EbSMASmjmUJ65J88Om6M3CU9sECpQw+/+bucoZfjyiuvrPnzwJbgjF00Zh6f0+KMChM7TeDqv0MPTO29UjCvhiSURVbTeME5G6DfLWjO3pvVNKISXgAnDUEIf//7340maAXL+lB22Xp6yAJ04PKgPAnIC8oKqw7s4NkTTjjBypjgPEmPHgH68WM5X9vDgkPLSgriIBxAIZAzJiEFQAZoznzpS19aRLwrKhc0QGIQJd3sRfuBXKBQis6YpA/NFIzXBExDgXbMW7rSn/rUp9byUxTWLjiOE/EeffTRli75/vnPfx6e97zn1br5YQSeQzsW31Oe8hRjFAafalxQKc3R+ry6gocGFBD0eJc5v/nhDlcY268f/OAH10fXkXtwc2HLJgi/wQNYAVkLoSNE9XAilBdKSOP0jL9wv2jMU2AjUPzHHlwBOR87L4CnV1BlWlJL1XhOUCGcwodw9zkxshsmcPMQIcwKqAupKykYh29QaGVYUqSPgCFo0OE0u+KCVpyq0A9NJ598cikObISnPqBsSJffGJmPAuAenxgBevntInUwoMwZx/XJT36y9k19fEXfk7YrchQSip3mCThBp1cC3NMJQO8puKJs6cbuRgCzrALlmmdgi0BBs/NjN+jrpTRd8XjrhmayV+Ave9nLTKlzEJAj3uOAL5iT67LFmaPM0LKSyhJFhnGY4xCEaRkXRQapXckYmhcA/GBCLQMpeRetTaYbCXK7GYculB/pZhkUmkgbBz8+NALMy5guF8J2085+7woHoSFAy8Me9jCzjChghka8/vWvX9R1j7LCf8fAOrAkH0xDcNO6SPoaxUV5oIyg2RVWVjHxDZULU3uYSuGWCvSWzbSN6OUZdEJj9uAZ2LmAobC4XuvBlTllRTljrdMTj6ww3o3pWkx1oozBkPfolf/CF75g1rzjmj2XhqkKVOm0NsFYhW3D4aWEqmrq2WRYeEXjVWyovRiiNvVFQFg6TEvgWv4qe1c1nE39aDc0yocskNq0DtKSsrB7DlkFi+5lARgJTEAtI4AFNDoO4CYGqD7iEY+oTb6up8lpFYNUpdBqWIJ32QE6mWAMTVnM/Bosocsx5axBqUaW57FMGsGSo9kEY6eRswSzKt+aTYgtOzh9pJOdYMy0GAIYwQPdCo6B86VaPzbl6olPfOIi2QCzbJm7HPlztT5MpvPmpaPTYqit3HRGE7/oRS+yGgqz+tGPfrSZ/ioAs0wIXrvSdEGLM6qVkatobsaGoKXbCdBDXNBC/KTn42Ow5Nya4TnXvMsZ+hjk94EPfMDoxZ9GXEUHmkqk5ziQBj0rOO2ZPOzp8o7XctCAxYnFpflSRh8Hv5cdvGwpU64dM0+be/IAPTTv6CllCY9OWSmUH+ULDZQhdDmd2bPT4zyBheo8WSaG4ELazmfIhbs04EcC73QrQA/B+ZKOEZzl+GU/+MEP1pYMakQf+WDiMa4IesbBu8y8tOw4hygKgAJnFYEHPOABpnTI6EMe8pAa4c7s2czyLc2WJz/5yebPQFhxELfqy0AxkY4rIMY+sftyo8A7MM/RclxjtjI2irE13iQgP+SrjGERWXpIBwFjvS16RFkBgTmN559/vjWdoJ/Z5Yw1o/fFFVSZzJClD6GmuX7qqaea4nd8/B1wpBePMnz4wx9u2IMZjldG8JcdSA8MKUew8mZ9fbr1AgSPNeLJ+u/avXclDl1UQMgEZYeD2pWoK1CvuNpNs93vKWfkl0oT9wOzM3DhMIMEPzNDPFilgyFE9FLi73XneZkVZx9mqQMKiIDqgoC148tz1Besz+UCYN733xE8J5gztUa9wPMO76MMCNzjpK1PYzWgI9jE4fFxrq8xodPpcxrJB3nm3n9rh468NEML+Qc/ztCP4na6eQYTQxf4wUC8i08FK7Xs4GmDiV+DS7ZMyQO/eflhDaOgeFaPfdH0kobzEOUOfo1wyfIf34CjWxFF05SNz2WI9L1iBDvSd3lwnusVJQX9VEzg6DT7OUu3y4crKb7jWR65YY4sHUDknfKgUkMxrvRty5YUBU0iFAYZcEb1gV6uvOoVlGeI75yRVyIwDyORNsBy5nBhahQv4PCc92Agt2hcsDw/bprnSb+Vd5yJXfkwv8yVgWPo1gvvep7KpsvzAk6ky9kZyhWDY+bvuBJFybrV1Qomq/kG2uAxaIEuV1D1ZY4Cy/IFtFIBlI2jl6/j5+UHvf4b+eX3XgnQhdVHGXJ4+TrO0Mk7zqduFHDPO/XYF5WvlhFyJoE4Ch6lhXDRts0S7NZSlmAyw3Nnfpb2aCeDLsSkS5yevjOnn50puOcbaCbdrKLinbKtAC9sBAVaObvCpDcFgQMfV6aep6wiLYoBlovHMeUMXs6oTgvPOSh7rDto5bps4Xd6ocdpRKCyVnm23HnHK1O+cR5YLt9FPSddT8tpAyMXcOd3aO+V4BW38yQ0Ut5OK3nySpVrLwPHtax8tGxJZZWKX/skw+xvyzGta2F+x4poJ2RByl5n6cjG3+j9TjQBGtHgCtHxcCz83i1R8uJ0L5evdjCs/9Zr+EblzLtZRd5p7Ejf6eLsWGWfZ/OT5cFOWS6NeCyLm9O/nHzUl0cn7qF5Obod22xTlWdlKyjSaNmS6gRoMY2IQEQgIhCVVOSBiEBEoKcRiEqqp4snEhcRiAhEJRV5ICIQEehpBJY4znHoea+J94x4V2RP5yQSFxGICPQ8At5hQC8nTnjOzcKSwZzZXhttEmgjiumB8C7VZhHG3yMCEYGIwHIIuFJiJADDbRjYibLyXsNG3y1RUigkH7fjVlV2rESjSOKziEBEICKQBwGMHcZjoVs4WD2l2Wa8S5p72SaeJ4qS6qVBZ3nAiO9EBCICvYcA46rQJz5AGH3j7qXlqG3oOPemHZoOMywqqOXgi88jAhGB1SBAcw+9glvJ9Yr7qZaLxywplJJPU2E7KqZlMNWB1QmamWLLRRyfRwQiAhGBegTQNbiTfNrXSr4o/9Z8Uv4BEaDhspoNbecR1ycY7yMCEYGIwGoQ8KZdtomHjllpepApqeyHJFhvftXfr4ao+G5EICIQEXAE0DUeMI7wTWFNrXwFXpoAAABeSURBVDSnso9lRHnJ193xSPwjn7UdYY4IRAQiAu0igMGDcvIWG0qq2eiBPswoPvJhB5yJCOXE4WZYtKbaLZ74fUQgIkDTLjuQE6NopaYeiJmSitBFBCICEYFeReD/AwBIdxZ0rCPQAAAAAElFTkSuQmCC&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;Referencias&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;http://www.egov.ufsc.br/portal/sites/default/files/la_criptografia_desde_la_antigua_grecia_hasta_la_maquina_enigma1.pdf&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;https://procrastinafacil.com/descifrando-enigma-criptografia-nazi/&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;https://es.slideshare.net/mglarragan/criptografa-mquina-enigma-ejemplo-3 &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
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</content><link rel='replies' type='application/atom+xml' href='https://seguridadenredesgcl.blogspot.com/feeds/2350757782082304059/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='https://seguridadenredesgcl.blogspot.com/2019/03/maquina-enigma-las-maquinas-fueron-una.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/6045210195988143435/posts/default/2350757782082304059'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/6045210195988143435/posts/default/2350757782082304059'/><link rel='alternate' type='text/html' href='https://seguridadenredesgcl.blogspot.com/2019/03/maquina-enigma-las-maquinas-fueron-una.html' title=''/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09077862233847288964</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6045210195988143435.post-3331452846350916139</id><published>2019-02-22T15:30:00.001-08:00</published><updated>2019-02-22T15:45:29.313-08:00</updated><title type='text'> Factura Digital y Firma Electrónica Avanzada</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: large;&quot;&gt;Firma Electrónica Avanzada&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: large;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;La firma electrónica avanzada es la combinación de datos y caracteres. Su objetivo es permitir
 identificar al firmante, produciendo efectos jurídicos idénticos a la 
firma manuscrita.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Entre las características más destacables de la firma electrónica avanzada se encuentran:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Requiere del recabado de datos biométricos (como la huella digital, reconocimiento de iris, reconocimiento facial etc) para su obtención.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Consta
 de tres partes: contraseña de acceso, certificado y clave privada (que 
debe contener entre 8 y 255 caracteres entre los que se pueden utilizar 
algunos especiales para aumentar el nivel de seguridad).&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Tiene valor de firma autógrafa.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Su vigencia es de 4 años y tiene carácter renovable.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;No puede proporcionarse ni transferirse a otras personas para que actúen en su nombre.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Los usos más comunes del FIEL son dos:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Envío de documentos electrónicos.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Mensajes de datos. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
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&lt;a href=&quot;https://comorecuperar.org/wp-content/uploads/2017/07/Firma-electronica.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;272&quot; data-original-width=&quot;500&quot; height=&quot;216&quot; src=&quot;https://comorecuperar.org/wp-content/uploads/2017/07/Firma-electronica.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Factura Digital&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://docplayer.es/docs-images/22/1359445/images/1-0.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;584&quot; data-original-width=&quot;416&quot; src=&quot;https://docplayer.es/docs-images/22/1359445/images/1-0.jpg&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;La factura electrónica en México es la representación digital de un tipo
 de Comprobante Fiscal Digital (CFD), que está apegada a los estándares 
definidos por el SAT,&amp;nbsp; la cual puede ser generada, transmitida  y resguardada 
utilizando medios electrónicos. Cada factura electrónica emitida cuenta 
con un sello digital (Firma Electrónica Avanzada) que corrobora su 
origen y le da validez ante el SAT, una cadena orignal que funciona como
 un resumen del contenido de la factura, y un folio que indica el número
 de la transacción.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;http://www.amexipac.org/factura-electronica.html&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;https://www.facturafacilmente.com/que-es-la-facturacion-electronica/&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;https://www.dineroenimagen.com/2018-01-26/95392 &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt; &lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='https://seguridadenredesgcl.blogspot.com/feeds/3331452846350916139/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='https://seguridadenredesgcl.blogspot.com/2019/02/factura-digital-y-firma-electronica.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/6045210195988143435/posts/default/3331452846350916139'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/6045210195988143435/posts/default/3331452846350916139'/><link rel='alternate' type='text/html' href='https://seguridadenredesgcl.blogspot.com/2019/02/factura-digital-y-firma-electronica.html' title=' Factura Digital y Firma Electrónica Avanzada'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/09077862233847288964</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>