Nesse novo trabalho, os pesquisadores reduziram o tamanho ainda mais, diminuindo a área da sea§a£o transversal para apenas um nana´metro quadrado.
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+Q+dflqMCdM625ntWRaTVMDldKQjNPeN56KUS8apROEi1/P7PS8v0+rz+knrWE5fVxykzz6XTj6iwcYYuIOSN/W8j0B95gmmR8rp587DYzWL9lTwD1RU+NH0/Ejbq3IY36JTkB5mnpi1YveLLlTp28fpS/NQDbMnHO84Ms6NJ0qWE9CpVGuePTKslFHrDmHWRcPpSrtn1hDUadJBHn6IWoK6ZagMIbAaWVxaQVViEuF7Hkytue1bnkdmpBi6YJKeOKYjeQ90cl536Wi0avM4J4S6eTvvwU6uLsnyipoiHl6O6/mPxdHdNOiXB7zZMRsdFujmvDvCqOObCvRiX59vzep0cHXedgFmp+b28Gkecll5OyM6wZ0X8704XA3XGiQqrV7ieGnDiejMNijNgEqRpO92k862jlEqaFZ9G5LvB1AYKTGmfa3I2+PQkQNpZBqEphquYJzYugEBNsrD1pdEg5u15fndV1ZzGk7l8KACTNDZkAqoclGnTu3Pp16FlYE5/V814+kvV5WbDLTfMujxTOjpsQ0tqy4Zrqtz2nqtSPVAqKJMxF5dXCE9Lz/AFezz+youFEVHzu3z9c+Q5+bqithjpzl4UvQlz9udc6UFvt4uzgyaFm2zQvgm1Vlx5789Ozc1S6osxtAl5ik2rJwMnlKtEzFz1JbnilTG5ObUkKnDVlAaNBRaAmktqZ5nPnkxLS483pc2scqdku/li6Dk6XA0U6F2QTpVrn1M1EdBDsfl7cNV83uhUoaGkrEphiR4go3F2cw6W5qz0dDRaLdAoTlSe3N0JGnfweh2eP0Vn6qcKp34dBlunip5vdSVWiuafTOyHXuuOmE+vmm4y6JaSlObqrmbTRSVZalbP622XFu6e2Xn83pc9T5XRTnx2QdE8dJioZIOokDBnZy9XJFTx1w4XayzyfDok86tO6vNjo5+iZo6UhUqtKmewinkZp6eT0OWKPlQoTzbFgU9iQU0yaCoBbhIpBPoqZHPaDNoYDYYxCDE4XFZ+e76W5jOl1i4tPv8u8L9HP2E7NVOEumesJRdnZ20UgpgWseZV205qz1uNROMqJUwh1G8drFY871DXR18HR38fSqNNJHpgLi5e3k0mNJHj6mDCWqOGphszo5Ovjlg56mTVATQzKNJUHZpmbPTxdSm7xpDq0iigQIeYnRk9Ru3l8V+ieWubPlYxyZyc5VwKLZWZlZWk1Mqz6/Q8wvNtMk3TTHbhHTxcfTi4msr5kl6JCgtEpTl1ml1ovThfJaqsn0RdOYOpDMQQtgXNghy93n1fRXnqt60jpbJkYTDkrn9LLVZolc0t+KvpcXfTjpDvJZJry0hcoDuTpJlVpVYrSeoItY2mKogXDzZXKq4aUjDoZ5aG3OCPRpy1i7mDTVFlBzfkZrlOtHc+tTyKs9R/IKfreZ2Va+etnz6mcNGrEGafIETefV6fkv0noeSNQTS8XTzs4mLcHYCdnazpmpGmYuqETLhDidE0zKGJzAWILmwKGCB5nbOzktNb06TzsrrNJktLGsex+WqiukR5GXbOjczdPPdJIx5FstI2Kc2zLNmqvGs7KGBSpRRQneVQHSryCvggpFI5cDOnshby+7xmnC6aIJClZUlu6NLdldPOpTpSHnWdbwtO9Xm8adMQoEcx05+js4u30fN7bwtjo6siIcnVw6xGvP0cvTsBydDYMLbEZAohQJtsmVu5l6e2HKvo8e2MzNuPqaaRl0StWSLKCcvYG/MHoys4U6uS8/Snz+hBxNQtIrgEDBidfN1I540lSJBBhgEylXa0GVO8ynlKgkqyciwd5rmyOcWVzEdAZP3fH9il4/P2c6BneaixYM5ZMnMgnFMspT3n93JQ1uWxr0NF50pkCa894aY9vX53V6Hmel0edaK7U55pvxtzaQOvzu7g7GWm5tlDFmKsluVBerOGNq6elytOemf0EPL9Ls83ik+Sa23ndhFeqXwD0Yo5FtGhFstqE+tWuNrLSIVkKKqyS1RpaowcyuKkYkAGATW8HRaDlVyYbqFDTKORSVnkQxT//EACoQAAICAgICAQQCAwEBAQAAAAABAhEDEBIgITEwBBMiMkBBQlBgIzMU/9oACAEBAAEFAv8AZ/Tog6aY2qhFCiZFwzQe8jMcUyMRRMmNSLcH9w/KYsLicz7g/wAjPcI/8bhjUcmJn3KbyWsZEz4/uQjKjkOZTmY/cSxmQhisxxSUjIkzHjRKNH1L/wCNXvExSonWWUsf4Yn4T19RGLWOEmQxI4GWPCcZFkpeMjsgxPWRkJVHLlUVJ8pf8bhf4ylZBChanD7U1I5mbIYvUT+pxuPnG/uoXPIRxcSS4imOZ+w/Ck+T/wCNirl9u0k4zgRZlqS4PksJ9lVidOLEycifmUMcSNJMyEcViwUpeDNk5f8AHx8OMqjOLrHITMs/GJEYjiZsX5RkORLIflGWORY5KskiEqTyH1GWl/w6+HDZD1LC4jy0cpSMRFnsmPHzlH6dMWFQWSCkk3jl9wcyUGysiHY/L/0dfw18K/gRVy9GNnIyvlL7XKOO0JnIyzMRAZISU5rBjr7cUZPXjhnajH/br+TD935jDJR91GPy4mTEpHmJLIkfbnkMMhMTMkjE/wAkxvxlZLIoxzZeb/4FfJXTDPlHGrI40VwyRYmTqopOUYmf6d3GY5n5ZBcsJ9wcyfptv/SUV8r/AIK2/lxR/DCRZmhyaLJ5DE/EWXZkSIw5SxpRU1ZkhFHjj9RKo/DX8pfIviXy18v0ytQVSizlSq8kcdkccePF45xZzoy5PGGXhMlNVOVyyZ4onJyfwL/Uv/RfTeuKkpcojm5EU4ygxMyRUk5cDk5GPAZMLi/uFSkS/GPSv9YvkWn8j+BbwSqUGSnSxqyeOyLORKZfKcBMm/D8zboz5eX8Kv4SXyr538ld1uMeUsbZKH4YiLoljTcm4iUshL6dcIvzyJSbJfjGWSUuq/1vnd/I/gQtV8C39P7gqa8pKhM5E35gcjIk1/lfj6ifj+Cvmorquj+Nor4V0r4Ii0x/BZ9M/wAyMinIlKUGrkShFwXg5E5nLip/UWPz8a21/Ffzro/hWqGtWV2Qixj7/wBGNfnGyPhxMq5xiyzKzlJJyVZs3Iv5F89FfA9UcdX8S6P4UIoaGt31vVjYmV2ZEh4cH4apxZZL9lYopGeSqc3PtRxK7L4EP+de7L1XdC0yXd69JWxQOI4a46orUdYZtabaFyZwVejLkjGObM8j6rVDH1RZY3qvhXR/G/h/riUU+l6rqhFjYyu8RkI0qKKJxtC6Xr6GHicdLwWZJUs8+b7RFpj7RH1ooorVaXzv4VqihorpYtvSLLLLs4j6ULwf3ERQxj/ZCGMoij6N/iOKZwR9V+OOfJku1aRYx9l66REUND63q/kvVda0hCQx9l0Z6VNnFlas5WOItUcTgyIhMYx430SsS1jlwMc+aG0j6jJ9yUhoa7p6bLLsrddoi0x9n3ooosv40LVjH0rqtJHEcSUa3Yt4UueXIsZzuST42WOfmOdSMuGnwYyHqiiz6aT1JJxl74kkS7x9y6JnGzgjgNaoo8FiLLH2f8ZMRZY2KRxTHFlF9f6RFFDRJdFqyyTsxR5SzzWOPNnJ6RD6iUVD6i3LBCZRRQoW8OPhEz57GWSJd4D97xwKKKKJKnZe09Xut13XRr4Vr+nE9Lkci9I5Hhjj0o/uJEsZIfs4i64I+fq1/wCiIqyOM+ySxFU8OVxPYkcGYcVa+ozDfmyxsvzSY4aa1R66L3ESOI0My+uv+O770V2fwrpK9pdeWltiYmchyGxxTONDe7EKKbwRUFmf5RVmKJCJxJRM0DGvMUY8QooujPm8N+SKMnRSGkzi0UUUNaoS8xEWNjZk7S9dFuitMvdllj70PSEhI4jica2+i0hjiehLxyHIuzkKZUZDxvUUUUWx6wkdMyKzjR9PCx+CWUlNsfkmtL9Z/ttRbPtyGn0ohgXCsJPJCKjIT1Y2Y8ayGTG09ok+6RRQx9mWeCiul6oihCRQ0SXdC6RVyk6XVOhTJVSFuiqMMiDLGx+nGVfTMkrX2ieEkqJedPwt44cnHHRwJQJxoT3PM2nNlidGJ8jMlAcxysxyp8seRS+ni4ywtHEortEWmMfw+dV2REW5E/e6Ko/ssvUVSl5dM+2xwa6r2hHDw0NjdkXTxzs5kshysj5IJJ8hWzNKo2USX5SbreCPhIoaMiPWmPp9H+2eTct8jHnlEWRTxvbFFnE4o8IvymWWMfwLpY35XRCZZZJjjZVaSLob6WY3ZJ0oojEUD7Zkw9F7Qtsry0YY8YZX+flkYUUIiMmndFEl5cRx1xZiFpmQl7s/Yap7+kvn9SqydEJ6pnkZyORb2mXpsfn5lpKx2pITORyGxNotM4kk+lFFEfxLtxIISKJIzQqQk2OFERdEKNzfiJihrixQF4JM9jRVjiNH20cYoZCXlSLJSMkiuTlFoTp+1WkvOFQg/quPPrjiKJxHEkiS7R9z9fFZfRbZFE6S5HIW+VCmUmOGluj+4kBakfUEYFpDdkRb4KvRgRmfgjES6SVlVq6JO9NslKVtnpqY20pZCUiLpp2PGmeYjFErUulCSIISKGTJdok/nfVE3bELtz8IW2y7cWRkKRyHIa5OSktJCiJbxyMsORBcYTdyxq5rs1afgsvc/cfVGOP55fEX0Ui7OK6MYvIolSFFpwLLJMmPtEn3vv6HuyCJulpd37QhEqJIqhMUhTOZKZDJRGaZ9qMj7TRxKKK3ya1iXnvlLLLH4VkV4oxRPqBrr/aEVpiSZ+KOR9xDyEZCkciUiTGPqnQ3fSunsrpfWKto4nBDxFd2IXRi9qKG/NsYkRINkZFJjh0oUbI4Y0vDXfO/wvSfnxOP2+MlqCqOby2h9P7WrGxjLd7jKjkeRsbP7sa3RRWvem+ke9FHEQkJHE4mSHfh4EyyyxmGPmb4xvaIkRaeTpCNiglqXicJasvo4/deTE4PiymY5cRq0L2/U/ckND1GDnLH9Gj7ESWOiXjTG+y9v030s99Wej3qmcWcGI8PTRXVCIi1RJGRU9pHhDluyyPlyj4hHjHNO53tESItP3qLV45LWXKor7lzjIjIvdk5n081coqR9uJPCmpYnETaRRbGSGMqzBhUI0NE0ZEMbKb7Y/3n+vVC1WmJJukeCzkchMpHlHIdaW0RIkXqyTMm6G/gx/kSfGJQolPSELT6WfdkSke3CRii5Ericz7hLISnbg6FmZHL5TTGrTXmihkixnEwr846ZIyEifuDTjOHXD+2X9ejFu9PSfVas9jELfoQmJlnIbKscD0XuiitcTiY1Ucjt0RgRiKA8EZGTC4CEIkuzPR/f03/AMvqZUuY8irzISoQtYpeW6S/YkMkSTOLHCRij9sjIs5EmTJEyLpp8lJV0wmbrVrq7HYvhYhbYhM5HI5DYnJCmmUmPEj7bRW/YkUUehrzFEYkUIQ1ayQ4TijkkOV9LEuTnj/GiEblFKMfqoprgjiiurl+XNsRyJDZyVvLEeYeZiyPlHIfcOY5EpEmNWURdHtNVqiD4rJK90cR+CTt2WKNnE4jQ0NfA9LbF74llnMTLGcmhZBSTHFMcD210okRIoW7PqP152WWWXqzkyMuSni8xxUYrrNXBortL9kWWOQ2SZMjtOhSOZyHIbIOlSkOBF0PyUUUNDRHyehyHvFGxIooaGh/Bx3ZesaG+KbLeo6s97Umj7gvIulpKf7wIiLLORlf4chdqI+DHFVS1m/XvNOrORyOQ2SYyLL2mfbVPryPDK6MZ6d31xqktsYx9vRfSyPloyvrZ7F0n+0RahVyJSIysiyLFI5DkOY3yPsHFrumY8vFLLEeWjJk5dFFyI4onCJ9uJkh4lcXyLLHI9krTXTEryT/AFfvsmLozi2LEz7ZwOCOCIl6sYxj633xqlJ8YrymqZRRXafuIujimNEWKRyOQ5DkRk1JZEWcIs4SW26EIirKQxyaPuCaYiLLLLJMyrkNasZgaMkOSrpgXnK/x7IW5SvTFLifcOTOTLY7Isssssb0/ioiraMjtwJr4p+kJ9Wy6I2zyjkXfRWhZCMkzwxwEIQpCZNjMf5KUKIytwFuRI/tjQ4iTuEuSnEorWFfjm7/ANoXRjI/t0ssssvTZdvVbrrFUSdIQj++9DqvKEyyyzlqTswx4480qjyPIutCckfdRdtC1Y9Y+UZ5PUCAtzJn+T1RQvDT5Jrcf1yeZaraRkj4TEyyyxsZHV9LLEiXgvVFNF6S1ZZ50vaTOJxRwRwJd/Ryb0+uKryR5wxx5ZDK+WRL4f8AJb8cSzmc0SmjGQYnpskybF+23qEuL3yQ/e6KG0htsrXk8jZZwfwr1k97l6op6vql2cTicT0XrkUXporXk8itOEhRSlN1FRK6109SQtXpjs5O3RFkZCkchyJSJMxu26Y47aIwsUTjp6WqGzk2VWseJyFiSHEcSUEOPF3yUo/Dk96RIWm9LcV2WpIoki6PfSihoo4nE4kdT3RXfJ+yL1ZZY3tIjIUjmcxyPMhQo5NCknriNETwN+NMZGVpyKHrHC3FeGNDRJDR+r9qu39k/wBtvoha/wAltIrpIXpj0utFFFFEF5P2+KjLVCZZZZeuaFKyI0mRhbknE8s49HE/JHMvV9GM9PVFGPwr2xkiQvHdfsS/baiSVbW4+1uOn7LGWNjEvjXqfrH4bW66tpFykUkONnosvUYuTeJcOPmCFqHqXwT/AF8prfHwMqz7FnA4nEa8JiZemMkS0vA9vS/YfsrTY3tbj7XSy+rGyPa6HM868nIbsZ5YoHAarV65NijW61SPA5NHOVwnyWXHyIxrTPS+DJ+ot8vAzlxPuo+6fdPujyCYpCZZY2SJbT7ctLV/Av2XayxyI5MTTxY5mTA0+JRx3KXFeWLpxGhLyqicpMSOIsdksTS4PpRQxlHE4EVxExrX+UutdJL8RdmSRDxDfoTFIssbGxi9v4Gj0X8F6jIT62OQ5+VKRjlJEMqZ9qMjjjiKeMniTU/xPbXVMkehIihIrVoyKyuj1xKK36F51H2/fWt0ZFxkmWXqxsbPbsssvXoTORY2NnsVxLT2iujH0orvGyyyxyHI9iS3Yps5CZiy0fUY+cGqa7WLy4oihLbGf31rpWvQ34XiK61uyU6HBzHGiyyyxs9iFu92eWPwXpeNOJ5Ry1d9WMXv4Ixt4oqMM0vy5M5F6QtLqj/9X/nd7Q41q9RIkdskSP7+FrT0/UYs4sW2WSlRUpCio6asljKa2zGo8ckPgRk99Hqiq2kPTGcSiiuqMONccuXw35+X+0Ld6+4kckyJAjqxkiR/fwf1ySHM5s5fk5JkK4tE4kZDkNluRGCXZocSURwZik4acSuq9k/ZW32svbFJHJHJFoooooivMP8A55PbEui+F+JIXWcVIiuLiRZFiZY2SZJn+XwSnelqkMx5XBppxkSOVkcfwNa4jicSP47oorUfY+z+F6XqkVuihIx+YZPZEaK+PJ+yE+rY2RYmKRyOQ5EpEmcqkpxfZE5W12ZiyvG5MmYS9RgKK00OJ5XShoatJ9aEP12omqdl/H//xAAnEQACAgEFAAEEAwEBAAAAAAAAAQIREAMSICExQRMiMkAEMFFQYf/aAAgBAwEBPwH9nTXed3Y1YlQxXjd3ib+3/j6TKExxEiTEUsbcTnf7T5Lno+YUe7H0J2NC6JKyI7NSXx+2/wC3SXyO8NWRjRIi7G6F2X+4+a4LGk/guhkbQxNMo9EqJal/rvi8LLwsPKNP0fYuhuj1EY0SVkSc0vP2HxeFweFhlY05d5krIolfwRJSpfsVyfBYrF4ooZpq5DH2IlYuyTpF3+k8Lg3xQxoXB5jh4j7hvsaxKSiiUm/Rf00Irg82e4vCRJFCKwsPCFhlCibcVZtxGe7LkonubEx4orFFYQ+a4IlM3YRYkMccRRQnh5khDWF0fUPqo/JlFDWEPCy5UWJ2XiiiisUeFlFFDwhYWJOjcKRYsSEyiTFIs2sllOsPFdHhYolDRQ8LLzJ8ULDgURdHTKIoo1BDxHDLN/RvFJM04jJseF28Ps2saxBZlloWKGisPCxRQhzoeozdeEIWJxbHFoSs6GmJtmyyei14T/wSJIjKoluRtoTH+JRdCnGxDQyDKxJ3ih4iTnXSwnmi6PSsbSXuGJZTLGTfYnhMhibNX0TF2xrouhfcR0mTWPyKNKVOhjxvHLCKGiiiXuFwvCYsTj3mKVFFis2sl9qPTaRfxiDw2T7kSSqhKsxIslXybRdFke5Dliis71FD1JsjqyXpeGhREsJFFFYWGTSzFs9IrGv+IixdyPCz6hvsjBqR6eZRtGjd91DhbJ6f+EY1hIURxJRoon+WGRz8Yjm82bh6qN9lG3CI4lBH0SmaarssojCxKh0Kr6HmJuRKV+EY/wCiHmCzI3Gom+xWURXRRtNo0LoslKkbDsSFE1H2UUQfxwUjcORJ1EoXWYYm3ZpxfpKJRQ1SxE2M2FYk6HYpyh4Q1d6JPMMpCWGUUTLYmLEvcWRTb6I38l4oSZGLsmPV/wAFqC7xB4pGtPbE+taIdrs6Q+zaiqHIXZKPRRP8sM032LsrC/HKy2uFYWNSF+Di0URe0jq36UmbSMRRKP5L+7ahLEXTxYpj1Ca3FUQ4RSocSMSaNxqxd2WWaUShLcLSQ4DjWLHOkOTlhPimXiTxQo4TI4nOka3c7EWLt0UyijaShKjayKw5JG8hMTLJyFiMI+mxXmNp5kUbTUVcI8vCrK4xZeP5Gnu7RtkimzT067Nx0yiEaJC9NeMo/dEet9onjc0yM7VjkyPfpWPI8E8yLxNXlCIq87SijaPoXBM3G8m34S6QlwiIbPOyWpao1oqPhHEjS/HK7NjJZoTNxuG+DQ4qiqFdlMSEh8Jx3I8Iu1mjsoRLiiLzNJG1yPCxJyZHpUUbbIwUBElZKNZlL4Qzwhqf6VweF7hcG8z9NP8AotcUzeORqNkT6cX6PRjYopeZVkfCxkyhqkXwi+uDxQmLm1bsgspEYm0lC/DUlK6xp6jQpp+cLY7Z6uyuURPM/wDwtjGqZeUuhyojB/JtQ4jymWbhZfZtNptF0RQs/wAie+fQljdRCW5X/ZYnRuHIlLM4WbWUyMMKvSMry+FliLfKiOES1XWFhn8fziotmxmq2haskRkpK1wsslI9Kyh5guhKsvhQ/wCmLLLNRJnhZeNFUuEY4onBSXZqw2M0H3XKiv6EXl5//8QAKBEAAgIBBQACAQUBAQEAAAAAAAECERADEiAhMTJBIgQTMEBhURRx/9oACAECAQE/Af7OtKkfI8RFdXmXo6+jofguzT+X99/wa66LpHdY7SIq/T0SZ/ghI09Pb/aXBcFx/UWS7NzfRufh508JCk0z7LNCH2/7a5PnrP6E6E0h9Mb3Fu6J9Po+RdH3/cWHxfB4119jqyXo3Z/8JxENC7NPRUe/664rDWVh8WavxH6fIih9MuzdTPs0tNt2+NcH/G+C4rEuCw82emtC44v6E6GJrGnHc+ubxX9BYv8AhsQ48Ear2xsb7P8AcJr7KIRt0iqwuSw8XwrCwxZisMfBMfBZefCfcaxGqN1Y09NyIwjHwfFLKLGy8VhZo8xWYssZu4JUsSXDdQ50bsWWI1NJwYhmlBzYlWaHHNll86xeWLDxGBtRQ0VlSVYk+y8obxB8JfkfsH/nbEtqrMX3xeYxKRJUUWWXwsfZTN2Lyx8ErZSHErMSUcQQ1hSVEfMtXw3Ox9lG43Fli8xLKylxef3KNyJLcdoseNPwYsPNGzs2DTRNi7ER9w3SLF0WL3E3mPeLFJjxeLwvMS9LLG8KNn7SNmJcISoUlIk6OxNDN1EdRfZDyxsiySuQlRZJCdyLKs2SykaiylWVhkI/eGlizd2VZ2i8WR8whyosvLIR6HHDQ+sI0vOxxPirIz77xL8ex6qZDHxFInG1fDZ0KJfCyyPnH7EsSSzCVorEm7N1lYtCW6R4biX/AHDwkQ6iabe7cTk2dPEu8J0byXYkPqOE8fWVG2KMUPTizbWE6HPsbxeLNxebINpCvE4qztDeNH5Eih9RPSjaONE53EXSL3Eehvht/E37UaerfpKW4qvCyyxM3EPjhGpn7xLrO3hQtF/ZsYpDnl4THrpLstGr30ba8FJm4bxPwTEMvuijwnJPwl4R8y81ZsNNpdDpHhOVsssssbvEVYtT/p19FlkFSGyya+82NFYit0yxu8vCJ+Fi1GjeaXbLH2XR7mKsTKUvSentYs6nuXw3G5mmOKY4jwvBlDairZKn3ErFnRN9Gmj9r/o4HnGEdzHoU7NWFPojpsj0bsPFjmQ+JRE1PiPpl4fcuVPheHjTnXTFJS8OkSjvRLQa7RukhTQ2NlmhH8dw3iStYRRtISa6G2yXCyyyrHppGi1W02iRrzrpG6/Tw3H+ll2JCjYqRY43yoZBfeFIlO8bUPFWaXwQ0UNUrFNPws3G4jJFkmWKLZsKf3iiKHjU1peJn7sqw1wRuRvRpO8on7y9YnRfF50dTb0zdF9Hhq6m5bUPTLkjehsss0dsumLQ/L/BrCimiUdroSJqnaFK8Puf8G0o03RRWJS7HS4NilRuTEmxprF5rEGqsh3Kxyb4bUxlYi2jQm5q2SxE1/mWenhZD3FliKK4qTQtSVm5sklX8GlqOLPScaebxZLoh0i+LRQkR76N0YDRtOoq2an5Ss3MUiUhMTLKxCP2xPGpp/aE+EfcPtYeHhIeNP4mt5wss9Z/hTzYliijTaJs/enFUiP6mVdkpyl7naNFCLRuQnboawhE1T4Rxuw8PgkRdKjUdlcLFRpwileNTSUiWm4+5vFofTtF2Pih52plIVJnqGisTdyIwvsco/Wa4UUNFFC6NzNxvGkx5o0o7YjeNqZqR2SrNl87I9YorFY09Tb0zcjonqf8PTtdcFyZS5RY86cfyQx4ifql2uehBP0ehCXhODg6ZWbLEPpl5kLzLdvnZYj7L5IeKIOnhooSP1LuRZeEh4jJo05bj9TH8NxZuNwmWbi/5EPH/8QALBAAAAQEBQQCAgMBAAAAAAAAAAERIRAgMDECQFBgYRIiQVFxkQMTMlJigf/aAAgBAQAGPwLUzMJBwqQ+ZVOPITFBgpSMez1whDYJHkrBDY48TLFyiRbPUL0hik5H8h7h1eDkQp1PZzgij/mKFIhhDt7Fx2kHuFkuF2cUO6KGDTEHxGLDpPxIgtIpB4IVto9U/XhvFCuOo/M6edoksOrB9QVGluHxGYYghhMVvcGC+Q8H2gRAo9IQIdyoOLBigSgz2iUHgsFK4cgwdg8hnJccbUsQMpv2fjv5L2HY4IQ6fyfcTMOe01j1FFnkeRmgm1UixhzMMQ6fqT5k9hT2t7CEQeLhx2kFxhfx/Q5ge1kgsFLxS6S2uig3ipMLB2IdtyCGxwYGYc9wPHpLbD+QsGCHhHoIV5DMw22Sk+JHCmYTDbb7CwU7gz2naCGGnS4QyjyHCmY426eIwpSOONvJJ2sYc9mtTWk4axbSJQhEUF8SJ+QiDWOi+1SIfrw+JU8DuIkC4MUvMOkrZBdikdA0kU4JhnbVGzROgPuJAbrRWKYdjvTbINSadTMIEwFN/J9uEXqip4nC4T11aSxTKvMfVqrVWnWe1VgabGIorTcWrKWMdujLnmDg8QStcNQbZSGFK4Is01BiCnoKVmDZ9ZDOq+jWDZFqDTPV4yV6K6YuZ6ZOKSYR3OLa12hAnqo8WuHouLBoJQYc1Syz5lQslqd6KFF8opUy0rplchxItFchYWDA3Wseh+4tI8yz8UEDXg4QqTnK8LQfJvoLxadMipQfIXpPBqTSLlFp3DztOdJaa7GaihjtOik7B3FhYdoeZJSB1m0x6fqnaqnkcymeTuL5dck4YPMwcMYch2nQ5ClV5C6ylL5pPQVAtVSlKgpaG1Fp+YJD4pHPcXzTj0UbC0VyTZBwwegsDxe8m0LUmrdsXsLSKWiNpDB4tS7XCnF51LT1p81Lhng8z6G+gIEouPRUEIPlri+puGF4vF4tJ2hTc52IKFHUWSSSwsLCwtTQ84gagp0HDNIw7/quWULTExBg8Fw03ypnSfLPoiGFLPLT9n6Hd9aYpVjw+c8kbTOP6kGoMFLQlMIWWcNk3DELBUlQ49hf9C3Ok9oNmr55wmSQrTO5BSimElMLjfiqh28aEh6CS2F50K1D/MTi8rzIYQ75z//EACkQAAMAAwADAAICAgEFAQAAAAABERAhMSBBUWFxMIGRobFAUMHh8NH/2gAIAQEAAT8hxvzSv8M8lh+KPQ14ryXm1oNyx/iA82kU1jtnENAmaglJjhq6KXEJgs+JxjjP9kTpWRRF0ftCjT0xp9EfWkQH1Zt7f/Y0n0n88H5vxWJ5vMEIQx90e+hMj6LoXYqC1uYc3E9CC50femhrHwYWovsbR3PZp6Jom0McVmhHJv8A+rYTzR784TzXcPyWGvFdw/FHSENE/ZRIUoXREibPYi6Yk6UTX4M7Ti23W+s4NH/IahFIq6MRrA5BcNEMDbGs93/YukRF5rD815rD8rhrxXcPDUiECfZpP7Aa/wCufjE1+l10ZMEFQQ5GmN9Z6jRoKzZPpH7C2OGk19Gm1fC3N6DWs/8ArJ5r+GYf8L8lhrL8X3xotkALj6Qv9B9EEIA0zoPfQR1Dn9GNeBCQ6UVdhoUpDfY2mNSjjFU2YqVn+1v4X/BPF/ypERF/AhD81h+Sw/JMWGvFDRZtF/RE6fs4GkizRpVLE0O/yi+44n5wOP8ACNAikPV9EJRqNae2V/FCeL/6FCw/NLD81h+aw1l+J+VHden0InsJIVBF1NDeqb9jcIDcGqKDTL9DQrTEaUaOnvQJPo96COtBag0bY7a2r/gnk/4Z/Ilhz+Bdy/4TJ4PwMffK4g14fkhjXPnDSj8GJk/tmz9Hy2h41KE/RrsgdNaNRpSamINsJ9BbXx/CgWH/ABTxf8fNfxrD8mcZfki4awj14LD8HjBP2CNWjF6mbv0xRPw+xp3/ABGopsdb1+kap0u40iy2CK9iukbBCQ6a48H5P+N/zoWH5rWGe/NCw/F+J+SZRlYeE/lXRe7XT1/8Rb/6a8DgwOFNYVj1I/gya6S6Xv2WJGvXoxJNMvwpsPcOvPxf8KRBrxY/537Yv8CEPzMXRYejpMXxM48HhYWGh4U90Y2kQIXVDw5HNNU34FNCBoHloLf8QipCLqUG+ocwkuehb06/408Fhnv+GDX8GiFh/wAqeCGdCIPFzMcLk0cE/FYY+40D5RjhDo7GOlsV6L6n9iUQQnb862U2GxW2SiASxOvx/IsMeUyjfjCZ95fgsQQvCE8UsTBZnguiKMeVh4XREGix5g1hMo2dIP8A7i+Q17ETz+hel/ZAtWzUaZhN7xKh6rRM7P4ehfsL0aa+CC8RLDG67mXCeKwx9/hSw0Pwv8KZRv8Ag4EQY1m+NMghfpPhJ4roj0M6wiDwhiVkIKp98IIsfB2PrIkvYhwQ0Ez+EJYVI/4RFtnY69+C5hj8EyjfhLhJ4LDH4Py9jNfCDXwuV5kUeHlCHhISGhcUcEQaOCZRsn00EUeFmiDoIfVDfVfAJbTuh6BxeeQ1Qw9McH0wzsHT55KMfj68EqxIg14JlG/5FhjW8QmLhYSrRGWDCZpk8kIfiRNDxwbMSwaNMaaxBrGgmU6lUiP05fawPQqqG0LSGuhp6puGsn5wx+VG/GPyrDH3w9eSwNZ9DCKPJDyhCEQoOHlM08wYwmNjY/kancIozrHw4EJoQ1ZaIgy4TwQp4DTWgl8PWRiP1ex/VBF30mO2jUaKWx7QogMpLPyM2r6P+FMSiRPET2JlG/H1/A/AnBMpS0nzz4ETQ0INeCEQaE2TBiEzbo64bXREIXBjgbFCLoY8cCVZZAsSiCxwe7LApEvfsZpCMj/lTBs7/FwJDQx9LlNj14QmVrwWHlP0/YeivC/SE8HEyjeDH3KEUYgmZLCbQ6UEQawoYnkIg1fDa6XEP6Gp0NF/BTRo3Pp4E4z/ACFfQ9khJweb4uLxoqwZnhMExsbH4dHXikQg0PRcJlL4Qao1MJEHi4RDRiZRjsqY/khPuFhPZziloUTXghfkYmRGxCV3Yl+BHrQ9OAwSyNCbFpjJIofob9i/B0otHBYep/Yd1SYcZBa8q1iWCCDxSjQWQ00PLnlwIY/4aRBi4Sw1lCNCGzgauM37JhMVPo/kmIND6GFgb6Q2XcRiZRsYns31iEEWf3om1oQSGhoUMWxMLa0i7/zETTTEbR4Jc2iOb+hP4CKeA/BDrCKNUVYsuCYaGKUbHt/wJlGbYT8UJn0JCDF8Gs0sETFOP8D1U0GOxL0R1FrqwmQYaILaYKJRCYLvka4J3iRePoMeu+gZu9iO5mEngtMbBj4GmvHTxIJkINjb8DcHXhCeFKNiFTPwNrCXkdAgox+JCeoMSmv1CE/tRsulE6EnQhhBLDYS9w4w0jY7jKMWhMbKMHGNZNPgq/v2QU1ohsPwhMctiVGpijeVuYeqJA74SEwa8eMNZH3wXgvhsSM1S8qYv0nwdy0OOJj0HKG80xaEylPs74LsqzXBBEGPRHgm20pTnf2wZgs9G9pG+33JjR6EaEkTCulizn3DpOhfQqXAgtDH4JfFYJ12JX0YaujQnJ9mgko2DDaJ4Lp14IRBIhPBEHm0QhrR62MIvHQ1GPgEBfQ/gYsXeyrgXeBZW1H4ULSMUbQ/pnyRsmJ/TxNmKQr6P4aFrX29FZRtbhqLJCUObDcVZY//AHjZD0g38BOs38HuCwsP0eKe4wzjPqXVGW69iY/gZMGsvFwRoZDKSyxCwReBHoUofqM7PeGYvoaBq4QSIMLWBhaD49MVKMJlGx7HJRV3hN993heUXCPg+DaTGf0UOhgnPghYbwmW/Y10PWDddx/4CEcvoTj2aNEKE2kH3KVEJophIQQe/CD14NOnRIg0NCTwg0hMTKN+FMpR7x7wTKIVlEGmurGkg8JtCnotsQg+De82sC7E+j8dG4Tw3e+FOQOhPZd+FPsdKv8AeBMEEtGkYxfgwIDRNvAHusUdGHvCbXGfUT7HodQsDwIWPnWDnJTEzeieC75pI7iy0M0NsLQsDHPkhfWTekQ73IutodhD8DwRN+BE+cPyCbY97po+iR0rFIt9GRb6I10qIIQU9CbEmkeguhIUqh71wQ1foZLshwdxjiLPQsDVvDgqJIv1CINGzH0mo1+37Hexv2xTwUeGqbheiGJTaJM6Mp4pi3kMKITwR0dm3hJU0hjbxk2xd4lmr0xsbryxhi4ZtPSP3LJoaykM9j7F+diiEGhu+DlGzQjSIah9mep0NTmOl9ZBW6O5CwNTWK9kIN/GLTSJx9SFzaGWHAiDAw1tFEGqV9C/o8NUxpoI2MVx204aYMtYhEul3rNqEesz74IfcJJkThfqNhpjEvoieF1NGph8jZMJnwS9D1oJiwba0fuB/wCkTlD4HrsoRtlLTXSRD0xrSQYbE1sR1FskuIaDQQ/hUdlekax0bNcIXo6huGQhBKXA8rbpobGGxMIvX0PdeCZGsTGgyE2QaEPg0fsfXZ8ERxkMMN4ofcdixJw/MtpgsLo+JF4jNxv1j6jTgY83Dg+H7HwYY1Nps4LxJNj2Jh2EX69jbTyCTZWyTYgzQtGizg8ke4gmPTHGDeLjhhJtEP8AweGh9C0+L49DiP1vE0mGqG/wbvY6xadK4N4G/piDeIQ9ixRvCwR9B6CjYUHgJPou4nqER4gqEvw/U/Bof6yE8AXRu17INNDpY2Cw0LvHEufxDVdZ7v8AQkIGCRB9G8BE5PeD7BcwbWiUGoedvQTOmh1hyw4eLIKCX9odnq+K6ab7eF5zLyZvxNIQg1hOZLcLBMTws6G2xKMvWIZbiH0Z2rglXsQSIMLWUygmMbH0IdD/ANRMUIbp6+irTpFP8CNT7Eq4akvQlCQsJDZtj4JQvgZJoQSiiG6Y7R4nM6nsShuNGJP2tEvmBQbQl8FZUlDQaRhRBNeXbOFlHsSIQeIQmUjExMTO6Fh+vQ8tGx7eE2husKCwtC8ARGavUaO+AEx/4IgwkKbICFF5BodHbwbGxuBNRmq/jMNEEpwYuiVNjQ6EiEEFwfgxF20YWhpgbz+56ZS0IRRQh+KVNBrhPDRfpqXX4EUbFnh4wPewrXxp6xrbOnoexJ+UepsUZkhCE0tJSViF5a78BdS0bOkkQ8I4mJrw9I8Fow1MGjC9CIQ0e0IbXcy8wYXLKfIKbKGy2JlKLYgaP0JJdH4v0gjNhu6hINkxNlZPovA4wmUuNNUvZNIQdVMTt4EaEhb6Tk1QsJYPbghq2JpQ1QhYpRsg4hSCN7GvtYek9/BIsQciQfiJ4Uwdrg/eG2QhwMQrLmGIn2IfT4D0S9yMNQSHD4lKUTRBoei5TPFI3BEtLw8zVa6T6TMIbfkJzWBYGGLN88Nr7Yg34hRNogmveEIWHNWHovyegTFgpRsVsaIWH4GNA5o+hRSOMWojQ7M/AjJSrENvQ0LQ9ZCNijYl0Xg7lfk0YZcQTghV0QhBoQtUbYjPxH4xYKfBkGwr2e4JQSEjoUQUSFZM2P3wrhYx9E8vG2XtNkj4NQ5govIemEKBc1hyTCmNu4KrClGI6Qw6fvhxAl+pr2M7KxxG+igcu4pmTvPY1JbdYsTSbRZhkqWhC8FpNHPeWNaEEIOFR4bgRKJGGbIbC8HRL6QoqIQXiIFNChsxqCV4JFtnxGx+O06h4FURt0QY+Jn5gsXHKdYRRSOEocye+HpfRLbIJ15i4GNjAGci62PezRwGKkyLoTjjI9ofgfkLa/jC5EFNDNeyTBImV3fxDTzhYekHg3GMfvwg0ZRi14BC2dND+E3hqro70NzJBim3kZhRXwWpL+xYOz7Y1v0KAb3v0MOWyaFKUY3haG9H7Nk+hCEP8hDob5OL6LTQmC0KlMVZjJ0z2OOMMvTPEb6SLKo/ZRYsVGx7QyyEZExoXTDaSxMMTa/QtMTKUbE+BPg0XlWRsR1kRRmnRsKwMUFu0kOlp/kaG4x7qD9OmnSD0qN/qRFgSfA5H7H0tjURC2JofJdcPoeoexhMowyAje4oUmhY4iH9N3sXywSEhYYtfR9YMIcdxJFBLlEeh6CQ3t1gXicNdxcKRWasiz8E+FjJQp4IkFQlDJd6NokLA/ZiLwUjF4zwIYTLheiK9GjmLReyuxBkxcLZ8xw2dBE9sO7+IUSEiFHSC4lEUiDLf4VxpC/PFBCjQg6tCq/5L+oxzcET5CM976NmCQlBLHMDCwtnc510bkHsaG4PGc+dNUGJ6+h7xjLkWB4MOCo6T4f+0bPbubq5lPIkGo/PjeExBBs/yBDWNvR/TDFwTr8Hohw6JS0jNlEELC2DQyeyrK47xYvgM2xCpwTYlUJRbqHLbPwLM1shBH68MLMeSuQNsUY2kJG3R2nBixtCZdGjUCRMIKV2Q+rY3hohBRMGPBcF8Y2VBsPFwRyFHvS4vBaw2EgsIapkR7AyTCE3bSj9eEjyRDU0P3p+GW7TR+zYkJUSG494F1DBb6Y3JNj7/kKL2H4Y/gHp+vwxCFheI2+NiUFGILGz9AGhPuJimYV1wY9MbWGmh40xBDrP3J+4ojaEKacGHw58Il0p8wx+G09s2h7Q2BBBBBIRCTGijDCZRs5IVNZZeH1J1DvdCpemh8Gw/wAhfgTndCZzJ7Pywipr09jvjFPKL6dCzTpF3wkhYngq/YntFaGG/I22HE4KIMh+qEo8F4iwhEPCh6N3FD9Y/qMzMujWLGy8BsfDx+y4hCYfrcNOuIaMqoIJEEJaEiCGJ0PiTKUbwSC/WN8WLcf3vCQ3RB65wgwHx9vyI099yOSghsQ1+RhE5eg5+LGbPQ2bxeMb2Ni/MCFLp3OOm2P7PwHA1SF/WPufggln0NHIGGKUbGHPdl8KKGLPYbwLpJ8LrmxDYkIQhCEBwekNGPVBqQQSQkR4mj9id9Juw6bWBZ7D5XpFX4IF69n7IJn6K3cPZo0Ig4rovwGKhv3gwngw03xMg0nsdJ0fB86Hl6UGhjQZ0NoVVEnrg0PQsQPQlZMJhr6J+heIDwHNEJkFP78FjVNo/kdYlg9hcIfRa5khFPiP2N/SvQY/Ak97F8Bv9IchJ0v4E/oneZ7wi2bHwdfSJbZuQ2VmxOvHoTr76Hof13Fyc0xQQk8IWxXCez84oTE41DYttkY2eJ9GyV8DltD/ADiJiIembT0+jjV9Ma3+Cb2KfTYRUn0gqEiO6P8A7xjngmxJ/YaXrYHRppC8WPHE4ZQ3JsQFwbcCX0RCbhMQkJEIKa2hy4MNegvw2Sh+mzFTr0fodyNood+yWnUIaT9MUZbFJ+z2sQS2QSEsNnRHQcYTK+lGFTpHENP0Tfnd/ksTohv5G10fBMGNXw0RItLg0INR6GT17EncEJVuIfCi+sSNXt/RvZtNAr0mWY6hqdkElEQdRCDwx49eCx6YIlpCEEjiwJCQhEwhBnGV324ipC0gjtn0LBac+iUUN4hiWsiRPHQuIJ5HgfkrZol2MWnnPDjPwIeu6z11OI4N3qo09v8AIxaaEFC0J19jHhq6hX5fZ8VffRs61jaNm/4QlbEvxJn/AMgjVEMTQ19RNDWFxjphoTwTExuu5Ed/TFCR9cYIpsNlp+hNiUF+i5zSBKMdPwbirKkghBISx0mzuEL/AIvSE2u4VgYZtHQ9AT6hJ8Y9ieqO4C9aYp6OcOkEM+LqEvpBVx0uxaTDHgpY3nsTUnojEzODkFWGIKIIN36fR72ssaGcsdCYgxjoRRYIRs+CEcYYXBtC6zEEEXEFbhb6c9n7Fg3/ADDOwQtiaokvuXD8nRDWPQ/d7Fyf5FBpsLBWJK4MNrf0pMtGiD0cY9/0Z+jf034vAnoMf6JlG6rQ8LeIfsKVIT9I+kNM6giVx+Ofl8E95j4NIXTHTCZkSIdHtawsFjt+xhCYn+ROtYUbGzYzIYLZo0QjICnP9s26xD9hOLB1VOiUcNpNnsKJpofwc2ymLfyxLf5QuGGh/A09HEjTp1Ckr/aPzH2TEOMLy1iEJgo4mUbsngqWXEn7P2n7S+vHgeEw2Pwz/wAQPWGzYqnUWvRd7ESQ2OuDHhCEyjQMJiZSlGGEJ7EHT+0dDP0VXUKBP6K+E/BGflmKtBBISIXKMR74yKPxAa+1iKVekWm5R1/6HOaG6JFDCYJmfqR8Opf3ig8So/sbWIJeCEKMcYwmJlGxscU+CwM1M7r8eHXnzlPQQlPVZ0hCDWBN8G3dlxBrCYmMNlMCZSjY5NI56YDC1i0HsOLpVnDF/gh0WG2buxBIWfoKpS1Rjd6y6EPQxNTuCQlihreCxQSh/oNA0bf0DfDpCeCEQfqXzAghR5FIiCxMON0tYUHmjuiPXCI0O+zbg5WWhBBi2hLB5UuE4OywnFH3Dvo+ISXwQoEPbKfTYfiAj4QnRgheDY/oLwsg1lsnNQ+ncEhIawa1GJtsEsDdt4mIaEIh/Ihp/QNlKS4HuKM7xdtEaMY9FHA2oONGgvUhn0MbYkaJUI/RfyISPuj8o1eDEEHn4EmX4tK4hR0JEixuxYMUYWEeh4JNX4psEI6E9f7xA+CRCiCJkYb1O4X5Ehnca+iVZ8CCN86WtfQ8DC0NC9htzE+DIcCUrwX/AM1s5z+xiR8B+pjbEnX/AEJK977Nn+YXBfs9CqGUu4LBhS/nCNSm4nbosUNHB5EzKhRQyZpsUEtHY2OkIISEhIWhCuboT2HwQnBu1tlG1KT/AEJV3kYTG7Qw443oJH6N+zgp7Nej1zH4HvqVwBdAYpJiy0LmhBBh/QaduIXxn0Na/ezeIQawI+Dppz9CL+jCdP8AQ9kH8C/EmNjWhaouGzkNCPFQ9i8FDGz7h4QdPy4X5lg/ADXc2KeyipCCQgkI942JYpsocYTEylEX/Is/Q/nKWh6EqJBvYnTYlir2OfiEhFdlULrbgnwWF/8AlFJlTx1dRbUf8JV1v/BFnClrI/jw0NYGhhhLGbe50MnzBh6DWRtns74JqlEylKUbGxhiaVHyJIiHGDrgCbjWGsQQkISxwWKNiPaDYEylLg2eBy8UFUkf5HJTMw2NFtHzwILweEn1uoQ1VtDDcnxiwQ9DSFN8F+h/oHdog0PAQQ6+t/s48PDCdG2Fwgkcx+hfZslwQQpSjY2M6LHT/9oADAMBAAIAAwAAABBm7/f4RiYLM6cDjDm9ZM+H2KrsUSSvAUrDLRVk7xoi5DKq5vu1EQSfIivCJw965rqtjnonPk77bVQT50UDhZb/AOrxxwVIAaAKkz7foD6QbMA3Bh3SOzrVMnKJ+jX2auMmJ0dtb/0e47M7MANgjYYsE7E8sLhY46CdD/D8vZSS8ohjD7yvMfCcVHPXgzwPkJwvbsSksosA5o+12EX4I07HnGxnYk4LxOq6wmKMl+MEaA5YHOQJU7iJ9A4IRwBh5JMea1yMTqdpczNmekJUGlHijiXOOpIIx960BhzHZg685RR+mhHOImGRl0a6/sOKEWu3EAm0p6245FCVcYWYSU5+ZW1xo0lKsOmrAeNSQ15vqJMI1e0v7wC00TQDBib5kJSVsEIJ9+zHhhsmdYujolg/HzKa3ePO4kjSlOHoDN4fG13RGPuWwAM9qrBlRdOPYbHBziWuRnB3B9PI+H4SsiAWmCJZzUeeAmOV4iW7a9Bgafw2Oc4prrBqERLBldP3UzC/Y544zlKCBUiBDU3/ABAmpDw/vcde144ufz0Et9dMX7dSP+1KaK6K3HfComku5JDsCuS3NFmOu+li5V4pEC6zkX/SJaB/TwiR6pn+QYnEEYxlRVmz21lhi/t0kSSUOQK6c6PWQODTVsVsLqZRmEdeXfM3w4JfOuYIM6LbVJUPLUTFaLGWun/7OcqQk5JI3sqwEx0C9njNNLF+vWju/wAz+1bmaqjLU4Uak8BeQZ1D6yvN9huumfzqGE3w74J82372NrtSJjcFae41tZ+ZG46doRjv5uVWqtb6RmZwj75IayeAnjEVu6Gox1rLvOTSyaYFBXVKTRajMmuJPTvD0kAI1sBXbn4b6iU/DOt9CO93DvjI2wwVZCwWg4ukReQ9yKw5g8Mu+92gIr51x9ij15XKPMEwrkcnTkMEVDij1PR7JiPgRsDiVVXd6bBvMB7HPW0jyv4gM2BXGRaKKz2bLlkAYyga9Jgi4XQhWzKVbMsrWZXuk0c7qB16yWwSSFGZmS//AOM6TuyPb2DQBtxtrGkPrR9UEj1g7bKq2dIIiOUdN3j9+dzale7ty+/gm5r2DogWYG+iimcqC7I3iSgC6HVtXRtJdLM8e626pfPB5TBOu8OGJqInQHXYeVLSxM3E/LIKAnsysDi4mZyPR1+0rDhHhzlt9ewgMp/gee7YWTlHtdYV9uR5eJ86Ph+YRAXhw2QVJUEfzP4M73Y6JhnRWNH6dHB5gPH6KShRLAc7PZo8mviZrWSeW9S0wzYjcsr13r9TkoNuuGuybcPrPcjUYzbMEqxO7VL6ySCzI/cQO5w3GA2WwX3ka2kt5J4V8nMYwZ8lyZnZ+PyeSTT83D6nER9KPxVNz+zDdv2PMlnxmCwFL5gIfCbs+XsRsdJ9OSnxIUSExQAKq2cffNAMmvEwOz8aFlBDcVQFeM5tzTsJA2A6Nnu+Ys9Qo5KKQRxoweY3+LlGGPzYf8VOu+S7JzXkn8TwmRHbrZvVcqHY/8QAIBEBAQEAAwEBAQEBAQEAAAAAAQARECExQVEgYUBxMP/aAAgBAwEBPxD/AOD/ACRJwScDJwPG+vyPO7/ycYg4LoS13F2wXzYBP/KTyTETMPCcDslkN3JYHYVwtIPJR6lpPswj5OpMO5Op5/yk8nA5ThSSXkOySWNX+WMM7MfiFgdOEU9vws+v/N4cHB/AkmG2SSHIxm72dnU2SRSw0n9R+5EBiz33/G8Mf/J53h6OCyOZ5EknCnuThZGRmqfS7HUkxlh3GwR2QFgmOHn85xscln8bxvORzDgvPCi9hJwODwu+M4yKMj9SFaJBkEO4BF3znCw8n9HGScExEtYh4CEmcMiZcKyHDcjO93suOwzA7liJTuJln3Zbb2yyCYY5Jsiy3g74GAiJ3ZAfLIZdcFvBJ0zgwYZ1OL1CQyw6vlFzG/CeLWW12bJLIOuCJ84LYILJMtiHAkYiyOuBi2EOurHtsbdMdXsEJ95EIx7upThD/Fr5Bp3yAw6myYZdhzhbxDhme2kXrgtRk8hXTwdEoh3f5slbPWyel6iFhe5W1lt+04OrENiH+ybCeRGvsqtZtyW3f3C6uza2Tq02g5LXgb2Tn1OnBK+BafYdldoIYTL1Y+QZdO+B1gnX7BhDt2DC0J9yS9IOd2HyXsYjGzgay4Hc7sOTdC3fRYknDwFM+5LImH2x8idC9XUFhHsrqEba3q26YUR7gnjgQpYLNjyd9Eu7DGZ1kUecw6Yhr2/SzZ+Qo98FsgvUQWPRayiSnC45dvc5eSKPJLUcYXRjyWRlnJY6Wuyz+SZzxnDWAewLhDTqdO4xiF0dQkgZZa9soe3t1lZIzJZYMGC1sN64Gkm8CLOojKfIPrjxJjx6kP3Ou4VA7LqJyxgJ1SBlh2Q6sqsDW2UgGP2AeX+knswE0gkb1fKQ3lozgbHvk0NZY2TbGR4XXiICwb2ghlobBkDzFsLD33hCG93RIGBdwnpdOsuosOlrpFCQnZB7sntrNff4ysj1CjsPZXyyCO5sdI57wji2HPyVw0b5ZK7LtkgG6zqCeox9tKt29bEw6jbLptIMn5zC4+gXZet1MuyaMmX7LSTDgl85Ptp8lD3ZZOm3abkhnad9k92kOawF7BwdcQycNhkdzny/8sXdpBIJDglkQpBLNjsXTy2DJqY9x1PYHsSd3RDyDaETV8No9Me5AQNo6i76N1w88nDu9wBwGy8tDBPYnlldzryIXqXCdWWrjJOX/uXf2Q+WjuMdEMdyagmLq7dViSMKz1stY4LNeHyeO2/nAg/CEsBi1H7npkpH2xPIn8N/qVhtcERuTqyywOI4HZfYbHGcnCei65gdvL6E0vc2N0bY16lnkoe7LxFp6yWqPX7b8jBb7wjYHckZ37AL/EB5I+xjqOKGZg5g5X8XtqT5B7Xb3wgHBN9JA0ssIdlvSDojx+2Now/qYUskAGbAYVI9t4odJZxnEl0gcOGUJX23hNgR7Prj1T3LbI9IOgvmlHlu9xFmI+TiOEcujDkZdBe5I6l1/CA2kh7MdkJug2vspvqyzsl8X1R5kqsD26sGk1q2JOXvPlhFXb53suy74TyNuG2Uy0/UpiSFl7ymrxCT9JA7sugsfkD5AyS65dcOFFnrIIWECYS9tSYhm+3jjeMjZcThsQLLI94iOJ3APoSTU6joFp17H6sjcAg51b6Mb8PpI+MZm27osgXzEsZHNkRnPVDeE9LVrYLs4EMJPdkG2mGM7hEhdyHyyy2ziqmIPtjGE8iONLl5spwQGR0wARWyi+7J6lm1+RQyyy6e3bBPWS8e8iwoCNYsPLTgWcFsPV7GqEG2yZ0tPd3O4a2WWWXVtDhSOUsTC9GbgC6ysPkNZEYHcl9hHdq6l/OHGAvrdrS2cjM58yXUw8Se+E2O4iDIwc5ZHRemxtm2cZ+2/lnHThUZCU6LvDyNwcjGl4bIOGHq3IjC29kvG0HDZ3xyx94X1bHGbwuG2xMC3jRhLD8hEY31l0dSOPZxLP2yzLLyH2g6IYjjLLJYXVOMtsd4GkTZMGIt62QvMey+3YQMEnjDi4ZDwuTehA+z+Lt9krHgESfYU+DrgDIS0gEc5Zx7fP4y/BfVHIhti7nt3YF8ru1vJaxwGSFnDsfuRJG/2u32OSwpvAbQdx1HbweK7H8+AT+Nmh0yvffGhcsX2yFYkPCENqzg3reQ6sHie+XW2FnAWaWWQfwPAcBj+yayIxdYO2yx4P1g4YQS4Pko/lgsyMZLJnS9s4PP4eRNllPbx//EACERAQEBAAMBAQEBAQEBAQAAAAEAERAhMUFRIGEwcUCR/9oACAECAQE/EP8AgfwTwfwScDJx1v7J6JGtkmRG3fZTqPuFGt02WIVB/wBs/g/g/gnk7hwPCZwNluG1WLtCjLpgKq/H28EpNFp1Ad+8n/wPIT/B5Vk8LqzZM4HbJMugYBFHFqmcRkXW0Umw97y2cExPGf8AE/nJ/sMQ5GTZM46ygnb4lrQvQ+x6EPRsZ69u/AjUEGGcbxnBP9H8HDZwGtk8+uB3yPyzYY/wN4Xoy6M7hAO5bjg7kHYKYzD1DRsjrtjhi2YJI4becs4zju3+Km89nj7cruHYvBHA6nmp5stBr7aed3tJX/u1R+IceBzvBE428cd8HDxsPfCjJ4GHCH3lYw7at5OHA74IuRly+5HbBOurC78jPk9uMoA6v8gsJ6ZbZRamOE42eAskzy9klbZdWyvtsxeSaWTwYLSSenA5beJVF7CDvE9pwidsuA9QtlCS98JMO+D1ZMW2O+S4WEifJtHgbBsmGVcy2F2W7xhY8i9vBKjLur8g0gu3tpZZr1I5/wDsThl3ySQBIMneXTue9pAvfJRN44bNj4vZN2dS2DAfJYdXYxtnmBgGTgtDCMWVhul39sLjLvzgfsM66gOEQbBIs0hu7GbYzbs25abvDBhwzcjl4sPJtDWA8ljxaPJYb1Iz2fx5GpOOzv5aM6WhjLDBhsDo3R6b9vVnAthg6WS4dxwuo6JIE1vhfFagZ3BSVtsNkFL4WXlr7LHaPLuQHc5k4fKyMbPskM6Ww62Tep1umWTCHiGw97jCAT7ETgJfU48kwGP1ZnogmeWy9XiZt+2wsxgeCTwYZkIbwOyA+yLYmm1xfbtwb5GwGx0CM+sJvpx6XUMMsHa63Ni2gr3LXci+nGZhdsN0QZDLct27tTgLIzJeDJZDFnge531H0ZR4wQxkGeN88hCevZDK6YBGmk5nZVttum1A8gHUacLqGbX8lPt/nZ+To4w3R3fS7INbJwvV54EKaupXc5GLUd9230JL5dE0ZFlEsnTsgkslhOf+ps84Fh4nZtvZNHCTsTqz7fJaIThHBtvGEmxZvSIVO5xMkQSI4ksNmatNl4S98g94xT1wWDOoMjtSB4gEpwZgSgwlQExKF37JOAdzaE9Bjwbw6gjuDvb0Wx6Iei7JjrBppaGW2k3hq+NAddTpjHXkscATp1GkzYRwdSWSgs9JOtm9NqZZ4cGzztDZUxlg97AzOODSMQ9bN9ncJ+UOlnyCThyPRMFN5ny32Vv77MFayL7F3xxpy98RgnhRLl2wXfokuqSOoDpgDqXWfIcMPUIx3Cmkg/m2tUD28dSMduWi5N3JGXgLV6N8gA8T8QyPN9iH9WPsTfQtoNm1+QGbjdj6n6hJbu74ie2qcS7vHgLsY4XLT5yPHL/wiSWzeMgExA6n3J75dBLj2NiyMjwlm9W3oYDwg2CT/KPK0Frl7AJeBjPkp8k97elAPUuHohE+bJlpGvY64KIvE2desLNUZ4yKxtnuSFPL2Y93nCEewDhCtvVuRmD9gJSIGA9oOxGu7eLts8BH5QcCjpLeBwI+F7yX0iwYvSOiyPf4ARp68T3IkC+w6mCZ1nqXz/Ci6TryC+5bgWLGwEB6Td/5LhNmcteOFFkOkikJ6c421ZJjwyyJsJZMJlODDV4uIoMr0l147tGrY/YV64dha/ZLqJE7Lsx1FSmhNl32FkS2GUBwCHJI4dOGXlsodwVoyYtttsJI6v8AEMIw9yHZjTwvyvphveuI7dy80n1/f7Ga3YRZYpkVxSUYNtlxbwknAbYgwPP2Q8PIHvZOnbeN4gjQnovQLZmL2ydcEw2Ql8tU9hlmZoI3YyYhNRyEEZnj8iERdmKtZeC3og53bfC2ekAWfxivcpy7Sw4WXJZZs0+MIMZnM6gy0ImlnyOuvvILbbH5xPAOhTiPNtYqwGuYDpg+TLJwPSE+wZDkYeQj0x5PwbbeQcdn4z/CwZDuC0hkYl43kaOmJm5bbf4uzWe5uD2QqfLRuzIuezO9uPZD5wHBl7xGEwnqUtt0IbZer1La8IOu4cGS7st3ISROttM9QbLkzs0gY7f27+xWnTJfi88tjUB9g/lqj7XdCOrbbbtCyCEdyXyIHITQ4CHUaXueROjbGHA6tk4OyU4G4HaaD9sEDspeDtOY+8O7YMZEdsOcm7eMe7bbbf4tLW94ECZl/mJx3YUaMYZ6nts5aneVPBZByOiZmZAeDJtqDzELJP5BsbUTsB8PFYb7aHlv7GI3Zftraw28L5NMc9x/BK2vK9Jcj2llmeYk4OTPZvCXKcA8L/VibHtlEzpANhf0JT7IPLdrEJ29vIYZ7Y5HbOReLb//xAAnEAEAAgIDAQEAAgMBAQEBAQABABEhMRBBUWFxgZEgobHB0eHw8f/aAAgBAQABPxCVAtdRscy45eRqMvIIaI12fyRIap1KA3wNagrgzBGyPFQJUFudT4QSvYcJFioF4RDiokNzKVccdcJKinUpuJKlZgwcFW0MZrxGAAEU6WDNwC1t4OoOFZlZCGR/NzAlpuKlkjA4JewXcKAj8iCu5Q3/AEKX8heDkYvgWZF091E7KZTcuuE6ZqQPkt/cty0OIqKKvbwGIkTi4sZUqJUrECJiJxc7/wAK/wASgU3LuXeHPNQ84R4n7I7ncq3dSoTHk1gnVxyyr4JULGFNwecVCM74GIlMJWJUWYMbxKZUri+DNyoJQNuIWzAR0L2PZrCd2RJewIFaYG0w0R8DG5qqVPOoauEyn0G2VZmVSQikxKAB/ERGCuNV9h5OMqlGI9WDQfse2HsXEZJ+QYFaQ0LdKvz/ACq2V8lcG+a/xqJErnv/AAqbZTp/uVTn/ChlShFh1HMCGIQLcS0CbbY1XkdzvgxxQk3BO5UIn2VM8SpRLm4nCqDiRlZ4WItoGNGIW6BLAYKjBJQZWUL0JWX6wDwyFEtF7mIbhnLf7F5gH0IChC6MSjCFX0/iOAItU6YSLYQW5/Ybpf7FELHJ8hADgKqYMMRzf/2AdP8AcrA53CLW6O2b8F/XARJXBL5qVKiQMyonN4jzUrglx1Fs51KxcBUC22z9CZN8FkeCKmGWDEd8VAmIwUfYmImeDh3MGHDF8NdSp3cOkqYJWYnATCCuNWTFq1cbSlb+QkdQakwIeGVtf8TGZIQopKy9XNdEu9I7FuO6ivyy7EVMS2lo8+wfAZXrzsYIaKt2sdQ+ghIzB8I2sOp7LF6EaE24vrm5fNSuGAShIkSd8PNSokrh3HhoWNn+HXLpLg5jqOocVKlB9gEt1AOg4bYHBx3cG2Yqb8VDEeHc3DhZhhB7GaYNxltJ+yr4/IImTMJDSwivQMMLqLUEiDQ68lSMJHGRandx5iCYVpSu5hEoIwKZgXn/AHKKOawR2ZHKfIcAvxhgA6EDbaGA9yuFkq4sZoxcNj+5aWaOXvNSq5KhMHEdyof4d8K4eT/ldf4GI1WqZfM/s+FRxNxIahuHCsCCCMJUCX5GGi3cqHMTgiYlR0sOCl1xuJxgislXxEYcOmfFmGGR1+pRNi2vZYZYglLipM6ID3O4HSaLJKIcCvLDcDT4ynvqC7G0EI5RmvRBRmFjMY05rUv2yoTnRKGENrx0V0c7QY7/AMLjAiQtGkquDfG0d8v+ARK6lc1z3Hh94JiCahnioB3D8gm25jyLEq4EzCBbEiuoQTUwzTNxIYbjWVcGVTCDxuM0TSHC8sMyubBKu1tfuViiPsYdpe38Q0PHSS2DOtZgu2J+2Y6tRXeTYA7gR+BcxSfe5fBW4GR6jz7KmLQ2hVglEnDGaBrsl7wtdRhFjayq/wAeoFy0quDggxGO+Lix4rglbiUxg4jr/G8+RbxLfst1/wBgOxLi3KlJmv8ADHKErEGJ+QblQJfkZk8acKzCBbUHUrMWIcFUWVZDMrErMGnE+4Fkr5KNR1HPHkkMyKGUuCXHJCIimav9TQ6piJkVFDMeZ00QKYB3KokvuIIu5S8pgbC4dRg+zb+Zj9CUYS+uFzhkQoxNq+8ZdRP8MmEMYYjBizbGVAYwlb47m+LxfJqHkeD5PD+YFxi1M7g8VUC2AEasqWrUuLESoamYQPIOAIkNZljuV5Cbmoqh0iTLiVTw9XGBHc0lY/wJAe6YNZ0g7WN3El2HyZXlugYxCzhmB38ZXnx3pDH4EIOpps9r9ims9B6YaGYPKkyqdSwnDgg1VwLuiEsXDbBIQO5alG/uEq2AEGLic9wai4SVAY3AjAzAqJiDh3Li8VzXBXmYYLm2UnUVvBgudQlwYQIP5SoIrgy8yriQg1m4scUWZxJkhAvqbSrZ2gRIZXkuVcqtQJilGK9cFJuUNNy0bNkNW0GDEkbe8kf2PxHCmrH4wGAaFloNL9gdG4TP9oJKFcmD/wDUrxls6qG3/qLghh8QOEthg2wp8ZWyV+SxICSuo7f6LybgxR3GBHcGLB4scwHA4iZncGKLhJ3Hmp3CfSYZ1AzRlgky1CmoyYYxthR1OoGZUJoivMEEOpcMEGEJpAoCAD2JAq+piFGswgjTGGItwYriylpqGYHkEVm0VHENErgwZWIwFBckNNJiJuUwxU/ZbQcmE8gy7DMAQ4bvub5HGqiNKF6ltsw7DHUCDnsS5chs6GV4y0wi8dYTqJcoNzeoMuE7m+DSah7GawruaRheLizW4nnFZgZgxE5GFaiHTCbPbBKxBiNzqHFQIfI3USwsixy4jlnkn1K3jU2QRwhjhYQ1DPBMwbYh3gKRj+GU7SjJFuIwQJ3NIVWeDgiNo4RsYziOC0/EIm1BR3AxB8wiICFYNwHUb9R5FqIG4IlgIytyrYNDeJcncMi4G2LPjYRvno8nUZRPyBXIwYuBBBmdRo5GCVeYy53FMVUycDBHXC+Dg7go+vOGKjHbBVAezMGoQhO9EDGMTSBrEWJdSh1LQM1w3HCmkUtd1jg3NIBW4JVsFg6guacTgMaqxhnkV7ChFZA2qWDUIMFr8A3C2v3aWxo29I52hcCgVHqMsT0tMj2T4FSQksX2Z/FLOpFFTa1/8j10Eoh/ZNZ5yHLLD03yWcGsRmZUrE1g0RRR1H7wa4IxJiuVxDPHcHEYc8VcqnjBnuWww3yMEAYY3ExHE/IQivKCNCCUqkzLn1CBExHGe5QvXBaxCmBEviK2gy43DF3MZcswj4jcMML4O8wWxU4my0QwxHCWNo/3R6nvuDtqT6ktjXpsDsjUViVlx124lxbH9ViNRTMdLiLESyLN1lcJdJ6w3lFy9lY51QIJg8BNSjjhhTKjB6S1S23DxpMVweeGG5tNTfFcWGg/7ApgRDsJWX/SClt5n5FCIyvIUTMfUU0ij2zDP+JTqIXKADgxy0vsg1AuGDCu4L5VtHyWmIYz9GUTBGKyMkXBTvMADm45YcMEaH7DdhWVJmuBoUzLXoCw6l6Op5LizKdhpiiCnfstmX0bZagzH78YqZjMGO4AhabeiFSqFr6zHK8GCVLxUSmUxQoRTN4NSo4ZrgQYEMGOUmWURmKIJiiXmInGCO5RH/DaeEErEEqwlXCm2NCCwoQbYIEVYQMzUezE6hlBiJ8Is+wFmmEV6g5P2OMvMr1O3JwNkNxKgpL3AtnE8COEp1E+DwAcKIDc6OBwhFe8Rr/txqfSo66pMeYhjqPvFe4YaojbN9y6AvT2SreGUWXxQxUIaenwgr/EaZepbDeYl6lSl0R8o3VSoFEZs8Gji4XjU9TvPDKzKlmWUlMSpcQ03LjhR2cNyDMiCJTOuQ2XWv8AcC8QFJEomSG4pufwQC3NwLmkNMvDPDhhKHsBy4iwmmKaRSsE6iCjwPluVQZTuWwYeBjTRLbu4yPyNMXBS1gL9jwV1hPZsv8AEWDQdss3mocQGkf2MSGB9FxY7CRhCpCr4QLEXK+EF/TmOFtbWb8nFRwf4G26gmo4z+yVKmCATgmUrJXcTMojwrh3x2EJUEwlypcmDgiATcD2g1uXHLxTcLDU1ww3VjizcCcZ5LhfUe2mU3vBBtdEVWFuJW5imswAqK2URcJbuZRrkgtMeOB0S6ZOsTaPEKI9i40hmVJwPYLWrijSnVxkHGcyumU1M36RDE2uyImp0m5jovqyVYHqwG3Hb1KHCZRPOA4uOZXAVDQJdKMMMdKuGZtmhGoqKrbB9iDLXwGxXsUm4EXJFLiiuGYexiLs/tL1K4LXbDDBeodRKOmWHMM/D/sPhEamCvOIm6ZOP8A6iigq+RTHbLYWJTLtmuU0jMPsIxRrbNRqXlnCiMozKOmJhFcFXUvdzy4DAgn6yuZmBLlqf/hEMXKGIRJLbIyyH6zRRavRK0AC4FvWg0RzKxUTG+D1Fz1AVtlGuCcAuoe2LBK5YcStX2V7xUEZc7SGYTlhDws0YWUz5jfUr2ECMVqZcRhqFf2CloMWENQTSH44yXCcG4bSG3F2rlhpMwBmHeNS0VqBtiaIJtD/ABNksRybmsrfiV61A8gK0TH4TOFmuL+yjWCCXd/qWxJ+wnKr5McPiOOpXHdKhgndGm4pgDtdRMq7RuUH2WC6e3cS2vrZF1I8NyhaXXb+wON8J5N7o4iMMy2QTBlmEXF21LKqOaPUtwahgRDJk4q4DpG7b5dwcTATKUrDx3OaO51B4ZchHb5BCsZk1M1sKqWSqY9cpoXMbCp1Wn2EbP2K9qgGGHyE2wlXZf8AEMreoF8axn9SfefSXXmW9jG6FcIZTHEcB3AV8QoBCEDPbPnME+ENsYaYtnytOEhDbDpCXe8zLI34x663pKt7gbo0+wp3Bpj7NNoOH/ssyvsR9g+/4BArrnqVqasWzhUqVcqtit8JIe4GUf8AEAEKMpdlO2NCWFeQh4TurqVKrjqVw74CkULpE4hizbEsxyDYLvUdmGV9Q8qzKBqV5JufkCbguGGFwonkWRKmpdVc92XLmoVQuK/8YcWCDURalklhiBYP5lfBcJWIClxBnMEcY4hFOrmsVIwnfFGzUHSZJlYsbJU2wv0lzm3+YLnZQSWL9Njn8h5K4JEQHeYyk4aVMMd4bZuCO/8ADJYlsDhlj8JbDCYODIkQ1fAo2MOvcUDcZeEKCJHEsxiqnyJmHAIZi2ztke6npMssM4JYYNyy3dSg7mhBLEnUw3XAuvOHbwxRynAZ2yrLVG2H4RGrcD7NusafRCusT70Kr/aZdUyl+8pWAQCjr8joXHEKufJddzM+wwlspIFU8OGJ8iA0BiVWkoHMUmUNJSOzh7AVhoPf2ZaJV1L1D9jqiKqdxwxq6i+y0b7mCnccl/zBNNsEXZh1f6YWUKVOIN4qG5Sb4qOpqlYV+4jK47olxlMGZ1iTX5GhNwIkyY1AjUDyNhuPrLUtYCvkAwyq0zPAgXKlFD3DGsvsBmCWAyiY5qdcFDdNTrNw4NEitTxEsi238QLfCXGoXNTBqLQY7JUqUlHDxHEGFpiHAFOpgChaVK0zV0aI5B03GEINy0ZqvMKEPChSRjepS8g12r8iFMT/AHkGKmLiTldR0pA4FME4rGQN3Kn1WOSIU2RukStvB3MBiVKH5FmolymVBUOZeDR9glZMMGrJrWPZ5xLqiAbSuk/mMYJKZrLpWmKMpvh4pDw5d8Bccgv95DFRIHswSHAsF2Rbz1DmCZGJQ6Hho74KDMKATP4sR1ZAM/0hhUZNy64hZ3MMCkGyy4QKINagpCRGWB48OyKaxewGorspNRdWV7ZajQBZgDLI7i0xa1C4kvUxJWrUuLmKHEF6pGUdVMEbxjAxGhgf1ARKDbFc0NsIti7sQqY7tJSbKiylcERzK42EdnFcXUdvRB8n4l/UNEMRqOuouFReolctzNhB+IJfiDX2IDp5ASBuMGqzBvCmacxzBTiDCM88KCW4lLl3GoFZlZLhMhBrUSGiaTbhrKIp/MaiKWGw0EpcWaILEtiXk3DuXEPWUHw0zNZEGtOK3OoIXmCCmPMKiaHUNIzMy/SU3iWvSpVxk4Y7VKLdabrlUp58g3ByrXh3KgoHgQU1mJLA1M2BhnS8x6g5O4qgNwoKgj5gxQL1Dq4Gw7lrdxL9picJYblEXCbYP0l84P8AcxYl1oE6OJrS4rVkqVPvjDBXkqTTq2Wa4Cy7GOYvipkzIm+BqfwI1lMHDFKuo7pg+6le258iGqH+ABZmJTUqV4YfUcIrV1COIXEQLS7gOwdx2mP2A3iVWrUYxlzWMQdoll7eAwhBL1MwOoGEZXWYVbmLcKh7Z0w+kub/AJJrGIYeEnBSxWydtalIQFcMUPsfuK9aC35Doaq8wwxArUUYhKQyainoJeAXFUgP2K2gvsuhBGHYHb7EKdsXyWC6laA7YlZYkTtCE4NPvUuQL9JvX1mCUl5PMg9VDwYdLYiwQQz7EFDcK3bELqYOrcUOd/4GzMAf4OzhdqUqiGE+Erjesez0y1+yysYLvDH+UEacRLhuJZfCQElMHRlnb/SUSoNbiKBb5MTaEeoW0QKLCFcGP+TSjUEMCE1OdE0hJ2U35V5KEZPJgZFMyiGVQxliWlBoia5mLWfsMyF+y9cEW0EfssWnHRLsLaO/+JgDV4fyASApCT7AqXR7mSjJSVKxFtwDqZRR9YgqM1HuWyahkzJ9uZ+QxKiRMRDL9Q+xr5Aqwd1CPDBNCFWaxeqiGh1/9QlQKZC7zLSfudX9wgW4bLGl7jookXsRJ+S1iQSAJXFRI74m4D+zFDDgphIjEXKr/DnIBWYg6XMcrJTpb+xK3F+CFOOANB/cLbYVxbolkWwq1BrUxuJnDw6DnI4sEMJccO0dss/wJTpxGMMM8FdVjxnV/tG9RfU0wahOOKYTdi9QqHqGnMCtwRZg+l1BDdZxMJucJMCbNQyP64Dmw2S1Rg2TQ7lwO1qVz9EFldvBgEVjuHQQjRqDTiOtLChBeyPKzNc1dFAdzAXRFdsuP9JTaXAe82zCYhjEFiiOGAKxLG2YeLqtxqzfiAwqV8mKVtkMkEwJFBdJkWytRAKczEf2lJtNked5vl2nk/8AwIbCzxldMfspRGFNRJvcAbyYFhbcwP5lLlaIYsr7uU3e5WmXAxS2wpKmBEGvNmYaT78CPZTkWStHbLMYZMCVJpixkMSVufIEMdTThZbWrxDBiM0D48lKiLv/AAEBqr2WIuuyXgoN11KcLAHmUce6u4If8hIC4YZY/DAeywfLc1cPdyo3lHGbEcRlUjxYbdQeDO1lZqBUKnECnEKh27mLjuZS8AzL1Qo0+RcdbqO9whZG9s62u7iWuKDuFeuGDjW3/ZBGwRszf5QNSS6qP44q1vjvlQrNkeGVvc2ww1A5aIzvUaTOYnJ1BDQuAFNQW5hlUTFEpZWECFW4KMHq6jWDK8i7dHkArCKbjCyDIqMbb3lkm2CaV3LaxDTUJNQ2jHX2UpEpJaG8zFfseDgQoWvJbaYIFGI5YmdnelEAFP1glIWANMhKNYi2cyrbqHi31FXNktcxy1YheSpoRxsICUHeIwJEQAjKYFMMTxuejbBF59QiQMxEx4fyaMGEqEIkxmgAxasPXyYf/wAm4J3sjXEVPIjX9p4D8i2KyxB1DGGXjhbADLGQa7RBKjRnQSl3LxRDEPEHhhl2rMm+JxDCYQYdDj8luogT7TFuO47hYaEwuD4xtw3NIWRN03f2ZY4Wx34Q0JekbcApzCMLPSXpBoxDDULmoKFQqLG5BytB/YTb+zVHiGVLoY8XMUYW38j0kxRV2LbCCvMItBcf1X7LPUrRCO+pQDqUt1EwIwRiWxXKPyC47/LhjAEvE5HMF2gVuCDmBTmNhjtmwE9JSWuyCuzcSpiSkOBcvkYCrCUXKqw5a6ZWZUrjD9xM1/8ACGGoHkx6lC4lgTTA4YzI2SkLiKv5Rb23DH5HH5DpEuSHFaRJ3oCtxHsVBqYsfFRpmeTcdfwIJRa6n1TBgj5tsFn5CQEBah+P8w+ymZjMmU0HBLZh4hBFmIjE6HMCE3CArLc7NZgKTEVCDiacaKW0dsTgCMRdlSZJfSFJtq38lKO2Y7gENwQII6g+TPsrX8GG4dVlcGvYYOjB9YiMl5Jr+E2xadbd/ZqLy9Sk2P2C3mZWWSH6mW0ku1/4SltFMsKz0nSllhYitzKBqVmBH2xDVG4dJsQIdMzuJYzljGf60eLlKV1Au3EOCdEEqNuaoC4CLc6ZUzHwjcHcAXoNS3p6Dja9sNQ4CwQomcFPyJhyuCC+ASpYlKy8aqpXUIrMKsswbh05iKjg1A930QVZyxXqN5FII6Ij3GPA2lQ5TCXsh9yGf2eTmCU1obYAAdcKri4wqGOh0lxHkxI8REpfG8mUdnwWJzLNxMTJUz/1JKJRJpF8mHg4cdeYHSVdl/ItgD6w4G3+phJjEc1QMwVY8MpvUqJEjN4eRwkpxm0UMKiUkXJNxfx7CjG5VphhlMJZC3pMo0H+prESyHOZjNJXHbbCW6jwc1LL1GGhmtkXs/SPcW3qU5GVpmN7HDcobcWCEXTCAyPupigUN0V/3O0UwqajlRuC2WzDRP5QcFCVnqC0GfzCaxQblcMZgOvc2Yw/UbnHtinW2YEzUsJUIbwRZjtqUcDGbjdDH5LplgqlqVhXcZU7gm6NaINGfhHzH6z/AMyzKwVmYymBW4Fblo5lruVoBauplsKeGUN4iOszsbQyllQnZFiMPTgIYLQalXUp1At7TKZM6DEWMqURTwo3PRX5Cy0F+wH/AII9l/wynIiQGyXaINbUw6n8xbIaR4NMwcHCZk7lqpRooFXM/QaLlpnEwty7crajJSnyAAa+kyFDGTJ8YKy7hngyNQWG0GFz2+QX0DK2KPkxghN/qJUXBMAHJ7KAgHJFfA2vkpJWIP5rYKTwub8SuDy43E+4glY8SqXu71EdsUtFUxGTHlyuxf2EtDcbI/Jj3G0FUV7hdszfH58gCqS3L/iNVVmDV5MPmPzK+oislTxgAywqQ39YQcdZvcpXAtQqN5cvqfCge1YAHcMBomjhDWpd1BZGGmNX46mXUr5KQm2IJ1uLVWukueiUTByL4CpjH9S/+AmCXwbZvLQ5PZgOo5iz8iK50/IN8DbUFCr9YEDJxS2xQXLHBVP0RvqMnUUpBLU9jhrHZ3LWGwEl9b2fJ7zsZlYKmGNs1z8g+wzA1xCmiW1ULNX+iUPzpolDA/iAH/hF+MRKbm2XTNLEEUSXiLHjdw7fhLUHuOdxhFhlJd1EVAgRozCdJea47UoRa/xFPYJpQSA5UKnSZwGN4xBEGgkrRuGsZfYzwjN/iZoPCNQLZmQQaRBfk1lqbzEWMHrLD1ncUeQjYiEK8WaB57KvA9eww+lv7MhdP8wxqWYWWupcS56I2ssG9xWn2EUsQsI7FL1xeXXZ1G1F7RgsYRC5h2vHFx+wDbBsuZvEwUDC6oFs/YkfiR60CUFrpeoNtqy4JYnkxVk+zSmUOrIc2QZvcOhlVCwCH7MIMkDMBcMWI7a7m4gsincwxUy3H9jGfjsy4/Itp+y4QeRkDplelrzhaRx6cDFHnUNIJXoP6iGiCeQk2f1KBmUqn0grT8ZoIok2KJsvvEYEf/YotQlaXAdTsh2WGuJ9R1ssDtLi6xPYFZu4lfkRuVUr5K+SwJSNkwjRs+wn9hj9i4ltbYvqzZb8IHlH+Je6pH7ElLL0pmDMMJg/sGKEJmM69fssVYKgsMjHUxByMrCjtH8rWmVdb/ZrBbNwr4Tc/wBZQaVDgx/YDydiCCTcUGIkMg0zzRdiCpWm5mLcaqK4Fb/rFCis5WjqAKiu5VGC3N8HVuEqACqiIH6SwpjSI1ElsBiPWBAm9ETEOH1TwdalxXJiKPEew3Cm4V9Y5ifIw9XTP3ANsV8COqDvf+DHSAq7GVspn3ga3PpMe4KOmpt5R7DX0l+Vti1lQMcxqyiXWjMKdRPcKUK5RCF9ZZdqGSVoi2XUBiGZEogX0mElG/8Am/YwYJSZUYAwShHW4BhwLHE7IXK2y0uA9T9hlgy8sJ6FyoSpmXalb/mvca8zLZEO6ZZ7KYuLHAI67mPUqAn3yATfALXeEEMUv2Yn6bmXjEVUAMwFblDZM5azDbj3M/hCiS7m5aUEP+RyQNT4Sv1ocUDqChjUygEGVE0OE5TCOhYrSgtvgXFlxZcxQ2IKJqijixLA1WZYVVO0ZRKO4YblvcdUO5SvgJjE+UYEBmfZ+bI5mj0lV0lB3cRcAELNVBDBw1epkGjGibVzLazL/U7kpSCBiEuyHgRMnTFVm/8A+JoYA1k+EQNinqOHDZy8EI7WWioZb7l2VIcgl5qajJiOSX2/IhTTy4DR/mFtRan90BWCDfUzZSMVGhZ+mU9xLL/I6Che59Y3UoO53B+E/wDu2L0f9zHS+sVDDDLTcb9wE3LBzLmokXHadgqOCfzPeXFoq1LOMooVRFLLbdkI6QBMtMIIqD+oTOXyW1A8gYce+844wnkEKqBWpTHdUxH0jGPFKxDExOrHXL6RYlg7/wDUKFVyyLZMDcLz/A3PjcYGQYjZjyLRn+k1jfjiH4V9lqw/GXAaWgnTzhKxYYh/dlliQqCoYTGEJfcRae5pL/swi6pM+4vcs4A6WAeUOICOHp4xKV7g6YVRSi28XHHVtEsDDCmVup4pQXWIDWI3ldx0n04cM/cZRtMctHMspD+XLhFWBDJACiOUs9EFVXMe5g3LAz6R6S3tIF1fyPqqTK2uxms499hmifjgu6iK8GWQtJsldQHcZwf5S9iL1iIx/pib8amDUfifLiqYNImJeEripUqUrRKLtmXTUr4/rLyUizOkYvRj9jHStbWbFql5vMeiFSOG4uEwllcQt3n5MNQ8Ysr0Y+yyra3MRDBAlMIV3DiVGEiLIyiAVLl4PyIO4dbhmXZBGsy4ZhVxAtzMfROgitzMuOz2FwLauYq/1QAKNTW33qd4hrBdFQNZcQvVP5nW4403+QgZrfyH7DDcfqYtz7zAy53CCd3H6RabGbbzBKWrQksLUGW4pGTqJ7YDYXPwlZDE1mz2A9X/ALiOnJ7HSYYiS0g1EHcRdl86ImiIrnjXYVuEB0RC0osF6hmKHMsRlZiRMxahs4JSo3GbweSu+4QgRAZ12wDRg1Kj637A4AY2BVAauoRqph3DGTcSZSVg0H+BCG4mS5iyjxhndbUwVV0g4zDozCrcw7lRufeHmWw1uVNMfyTBMfSGKpNKKqI7CIqCf3QMwgLjECnebuC7qYBpdJGS8BoIZVn5ZAaSVAFdrUFZ9j1Aiin8iSwn5KvFzdFQKZh3M+5Wbn2jlBXhLguyUEsZit9MS25XUxkyyfKJcnUsfIgazBE2wqjMMs1UEYYHFceCQtsMFMOuAihY++S6ozBdyVU2le7YguskMEKuI3dJerAqPMzhMxiC+QyFbHwD2IH1igWJLdcZ0f8AxhN20fsoxs7iB9Qc9oDiAOrgV5BmGeZSHIBmBX6TRMUxQrpqWR8bkgKkK1UowysMys3FpufSLVjCbCjTK0S/sDN+rMztv9E1oe0Mv+kw4Z2s/wDUstpXtZpM5aI5L0hRbEE518hVjvTMvZCW3w+O4YBojJwbtmNhOinfsVOU8juCRkhhmEiAtL2QrCGh9+QDCNkwNQDVE8wfmVKD0xbtYX1FxqosVU0lDLoyR7/ZtHiDCIwgGoo53hf2G03y4+QnjTtKKDZEALkmKfv/AAOzQRBh8zF7Gu2fXb5G+moWsP3GWbSmHTLDRf8AUb4mT8F3BMMm4U6lsF3BjBF2g+zLuoEwpMD7ETRscSg5M48M3ZmwqFwywwB3ccpiUIhgijij28IDdXE7mfX4uURb9Jpi/GA6J+m4pgaYMIyNTmKLEZ9WEqoxcJ1VDMwU6iVP/Umenx7iNwMKIjU04OIcMdkdQaV02RUpIIyjDZCSoGxmDx1P/YDpv+0ddpYsjLUvluGN4/6lE8nwgGkjhhoBMwGY2y95Eh4GKboS2lG5/Nka9i/UaGuIoxcHHm4BazIaGoncJOj/AEljblhaWzsYZ3EJrg3xUOg27mOwWCKzWYt+mBamcagLgC2J5KIGJXtADxMzgT3ia7mRQFxH4gxPs+0aAVNL3Ew6an79pg6FKJiqQZSx4TaBWUNMylt/qFTqvsUyYfk1wfGV2lH/AGJsSuLgxWwpkaiqq7hWV/EOTfGHUHAukIHN23FgmkA7ajlKZW2AIekEapi3UI0xsuBAf9PkGa3Z4zObP9Q9EyZleeTa+6hIAx3BLUxmX9+TKij7MLvZ94MG4fUcJimKW9ymbCwbyYjRRcV1L8hw3csdwPbUFpw6iAF3LMZQ7G2MomfYbZcBKhOyzxgVbKo1HYZqVHrKWwfxAG7Ro7HyZCwf7ins+zQD+1AaWv5LNtK6jGxSf7lXSgeiWMhI0sSi0xBcT/MBUr9YRVHpKFlvrEPUMsMsewha9iE1dCjoxOf15Bdq1nyo6oKI5l1P/ZUXUJDq4A6gfyyp1LZRDvEs3r7LPQoo+ADE0YzklLUAugPsQ6n8x7LfzHXq4EpAYdBcPGYH2CTE5ll5i+YGEvKIXio3PZmGZdvJhSur/wCxZ4Q37EsGfURSjVzU1o7m895hmBA3ahRxHTuvZ09vsMuh6DbA0pb+0zOhDNUr8mg/phv/AARTDZ+zWIaI7B3PqD1GpfpUd6lri8juCj+TMvkMYl01UcxPTBDEHfIWHdnrDu8mH5CC9H8wz5Be9TFmaSpXoCDepW7D7AxsdTBqKrsS8KkPJfx1AGv8NETMnR1ECgBGhln6Rwngs+x/UWC5+TtmQmv/AIsGkUCyl+lH7EvJbuIGCfogw0T0g3jHAoUBUvRiopzEovsxHIHoxHGElOYotLxIUEhnyZelO49Lq8MrrMNNwx3Drc8Gb8y1SxsnTD6QBaIRGiRCqik5Jeyj/uVDANEXFwJXiuFLIU6eJ1lwBl/qIgejMB8C/wCEaWp3yyxZalv/AOwzbN6mYNanzmpGElRXTP8A+qEsC3sgBjlcp3EpzggBxklOo7PLmgfItfkFitzARXSaRROl7DipbwPRtwQxz/8A7wZKgxggp1mEDIXUSn2EmNMQ4dyggA2f1LK/kncR0J4bl1mC2FmYiYSP9pdniM5fHX/Uq/BHanBlmBVYlu0K6hTuZKqUDUN6lV1Czoi0wZq3mDj/AAk4cWCOMtzWJR3GfyJ6EihuDrcu7nkzv67MZjbLYOqp7O+HjANEI6/6IWsBAwRUAAS9FK/1MocQy1hSaZaigRfZQb6P5gy+O6P4iYTTBMVXA8ivCBcBjgsvE+E+cD0DCxLYzYBDU7lOASP8HkDrUQNQWT7GO/lAHTOyVYisHyYuCz9QQYgho8Q0twTqITSv4lHLubUZYqZjXcZZdrLqvTMyHLEGkV0xBF1mG9Q0K7iAbywsZgEIRBggBVQ1Vx/3CdqAthcl3mUSql/KJYYlZqAmag6M+ESmDXsB7npKgG9WRj9WGXS8lfYPsKFkChFrUsUQlZcMm/QjSDQkHuh38l+gfpLl3PhABoHhKplqIrOZkgp+Qf66Y1pnAFgJS9YiWs0y4prDLiVyF2gO4CoroEwY1PQIAoyhCKAvEEqZy2Y2b5sir+E8+w0hdz9YgKIWu5XXcF2+x3MsvcMMQ1kilo3MoqPIPh7If4ydj1m35H/NS+xplNd+sGZlSnsa48l6zKqX3wO2IbcsCfIM2uII1FvCT4IIODRcB0ErwlYuKbFLljtvUodazMMDMBdkS4EKGZV4hhgmNn+JbpglKB/1iHf1bQFpb2tsuE3M+GVxXstlgadss9fXa4jOxSQbA37LbSw3BV23cUrtcvup+IXeqiNbiXMlVmJeqIiygvTBGCzpjpateATQQja3x5P94wslPwhEUoVdSgq8oKtDZTcKYty3uIXLC2yaM7TtLykVD56fJRhFEjV1FDYH++NZk/2AuoAdENAzAFqpWBR93L53iDUf7EE5I8X/AHM1Rz/xLa38z6lcrFTwl0aLhnYlS3+IMWsKruFXLK6QV3MFsr2qPsV1jgX3/Eg7u3+4PR1CaWekC81C7km2KHUKtQ2AP2PkI8uXQx7cswP5igVAO2LH3tRLCfbQjZiexNmpbjctQ9qYR/tZgGbNnkxMX/AwgAV09IgWZhU+y2PbgjVR0VHA8gE+MDyfcBWJYzuBXRVMLJKDgPEsCqiihIlbyfZ/csyJxrSQFhffkw3cuxLwhhMUwTfNkBbQuN5DDHM1+vZnxp6lrmozrMTwRHoxHeDAPRbuCW7lZa0RfE9Ztd2+sd98KPicZ2uGfeV6YDqATOOOW2p4OIXb+ywLDF1oVAKwT6/8nXrpNR9ioxoM72LGGkbMML0dENlKwQ5gndVnUVawxlKtWBU3oNsW1T47mwJ9hOaiBTXTHB/Bc2QT8D9hQqgNBLVVFZmjhbDMwpdEyiQSZgu0ieHp7D0tjqDYaYlfYYJq1MQ9lWxQ5K4EuI7iV9lKvUcMSqr1Lwv+fAsEYuw/GEPtCCMD/UF8GINiBcLR0qngz6Q+5h3NuZ9paxKHg/3G7G5bCoFWYi/DyBIw8fZiL5Y8Ybcnjo4qrqPieEGv8DEu/IAB3LDP9wTMPyz7g+wrXuEJNS7iw1FuCoZX90xFR7mItMPo4IaSVKXujTFM0HUtT35LOIQJUzgsTEu9RVEv/wBlzrU+MWV9QrkgG0I2lhp9inuU7IHRHGaln5HaMR3AvqYkTC7SlfX+mDS7gn7P5hSLCdQuplZb4g8lDuU3MVG+iVWX8R0rOZceL/EhshROrzMYhiAlWQMy3uNFN4Zejrh+kt7n047Ltrb1GlXfZhLp8YOzDHYrg8hMVMhEich8IKZtR6gOJFVqiDCGFiqxhJBYU7zCizMomcTKqgQem2ZbzPJsMl1SW6I2rCsEfGKLTEzLjVS3/qdkMmuyUAYgqHgcLEFLqWvfgSxIFGIJ1DGVR7jphcxt1DDmNV5C+rZTRiW1NMwOoDhg3iojpBm0WMqN2n+yEIOiZhurYbyOOoLZAXZPASizuPtxEO8QDBlkKusjKDcgf+scp1EwhpmUe4c+ssIKvRMmxK37KMi15BwQh9QMEuZQT8nyGWVahC0xEqKMsla8HrByL9fY5CkSXt6QPhhjskKsWn0lwvffDGHkKcdsMUsNk03UR3HjEuCTMphArEt82lqkAyXo1HEuvyL4n4U3zHg4A9Zi+St2Zgq1UCuWNFCbtzMhsjpUsrzCwewHBMYdV+RZZpjLI5hh7MRMUMWFpUBTMbj5mb+y6LQMXGoPwwHNy13BBuADAr6nUNQhIuZmdOGoonSyeS5rvEJo3Mm/QgdA+MpXJC7aljVsP6ZRCOjt/iB2C3af1eQWs7tZX+eAWTMa1yjGVLTqJoGeUYoTotW7gKCnpC6NkqkXaKuJG4Bz1EaIWPplBliN1AL5BOC0FHuWXDEjOo4VKHOJuGvkdMG4PfMNqKp/wGTCoKLqyLRprECy0qWncAy5XW/CKsNlLLUe4YV/UGwpCXPtPvidBAqBdEAgs6u5ujBX28CijqyBhGtRwY3qmxgUVqrjwRamLiAC6mCbJnZ/eTsWKBtAbekTYbjUJAdGErISqssx1BeGWCsv8sRzhB12NE/sAQwNmsMGVZdxgtZ9l3lTT7P4nhK0gHax9PsOj+PZnb+nX55HKNu45YjXvhFMgzYAfxE5P9EvAv6lYW7P/qUFlI/7moZf6lY3lLjEY0KrELIMzOzuYQmh7MmCdkbbjbm6h7LhZRixLshiDGuHM3C4vMQjkEPLPgl//wBpdykoivJaPS/YfMU1GpFuBARY1MoJ1mD3cDrUNahbkQXQTIzKDMAY0xWIX6X+QQYwJk0NxGmzRmGUUXAoYFbla3MbngJOYtheBzMEuDHsXokTpGjW5YZgVm4naqDaxQr2PbDCVHSadXFBBfIYtrPYnb/tgE5sIwlMa2BJlit9H6YAVjJ/4u4BYAHUrdhHIN+Esbf6ogPZ+kB1lnxmTDLWmE/Je9IbBAbLsOvkE0tRs2yvEAwlGyC2+E0TLfWWtkl0+zIZuDZe4kvoNQ5o4HkWSJNMNS64ppE+mNEVcp+pUJQ1LpmAqGGdM2DBTXTLLHU8IKdQEtIBK0QfYDBp9gdrLjFXcyWn/sp74vvD7n7jOKYr2TT9mrMqouH7HDc+8sumAXmWB03QgG94tMuNOyJdNQKcR7wQEhfYf9kqggSo2lXDBiHG2cnX0l6RMiS5ZceDcFVMyga2+SyW/gh9AP4lPVTJRTGN2H0iR2HZuYNgj5PdS0hBAHEWaH/UAk8Hx7L/AAlCWa9m3sS56MqVKE+QGTKBhu+B6OZVaMRG47X/ABMw5/65Q43m6zNqmIBkINOpZlP/2Q==)
Crédito: Cockrell School of Engineering, The University of Texas at Austin
Chips mais rápidos, menores, mais inteligentes e mais eficientes em termos de energia para tudo, desde eletra´nicos de consumo a big data e computação inspirada no cérebro, podem estar a caminho em breve, depois que os engenheiros da Universidade do Texas em Austin criaram o menor dispositivo de memória atéentão. E no processo, eles descobriram a dina¢mica física que desbloqueia recursos de armazenamento de memória densa para esses dispositivos minaºsculos.
A pesquisa publicada recentemente na Nature Nanotechnology baseia-se em uma descoberta de dois anos atrás, quando os pesquisadores criaram o que era então o mais fino dispositivo de armazenamento de memória . Nesse novo trabalho, os pesquisadores reduziram o tamanho ainda mais, diminuindo a área da seção transversal para apenas um nana´metro quadrado.
Obter um controle sobre a física que inclui capacidade de armazenamento de memória densa nesses dispositivos permitiu a capacidade de torna¡-los muito menores. Defeitos, ou buracos no material, fornecem a chave para desbloquear a capacidade de armazenamento de memória de alta densidade.
"Quando um aºnico a¡tomo de metal adicional entra naquele buraco em nanoescala e o preenche, ele confere parte de sua condutividade ao material, e isso leva a uma mudança ou efeito de memória", disse Deji Akinwande, professor do Departamento de Engenharia Elanãtrica e de Computação .
"O Santo Graal cientafico para o dimensionamento estãocaindo a umnívelem que um aºnico a¡tomo controla a função da memória, e isso éo que realizamos no novo estudo",
 Akinwande.
Embora tenham usado dissulfeto de molibdaªnio - também conhecido como MoS2 - como o nanomaterial principal em seu estudo, os pesquisadores acreditam que a descoberta pode se aplicar a centenas de materiais atomicamente finos relacionados.
A corrida para fazer chips e componentes menores gira em torno de potaªncia e conveniaªncia. Com processadores menores, vocêpode fazer computadores e telefones mais compactos. Mas reduzir os chips também diminui suas demandas de energia e aumenta a capacidade, o que significa dispositivos mais rápidos e inteligentes que consomem menos energia para operar.
"Os resultados obtidos neste trabalho abrem caminho para o desenvolvimento de aplicações de futura geração que são de interesse do Departamento de Defesa, como armazenamento ultradenso, sistemas de computação neuroma³rfica, sistemas de comunicação de radiofrequência e muito mais", disse Pani Varanasi, programa gerente do Escrita³rio de Pesquisa do Exanãrcito dos EUA, que financiou a pesquisa.
O dispositivo original - apelidado de "atomristor" pela equipe de pesquisa - era na anãpoca o mais fino dispositivo de armazenamento de memória já registrado, com uma única camada atômica de espessura. Mas reduzir um dispositivo de memória não éapenas torna¡-lo mais fino, mas também construa-lo com uma área transversal menor.
"O Santo Graal cientafico para o dimensionamento estãocaindo a umnívelem que um aºnico a¡tomo controla a função da memória, e isso éo que realizamos no novo estudo", disse Akinwande.
O dispositivo de Akinwande se enquadra na categoria de memristores, uma área popular de pesquisa de memória, centrada em componentes elanãtricos com a capacidade de modificar a resistência entre seus dois terminais sem a necessidade de um terceiro terminal no meio conhecido como portão. Isso significa que eles podem ser menores do que os dispositivos de memória de hoje e possuem mais capacidade de armazenamento .
Esta versão do memristor - desenvolvido usando as instalações avana§adas do Laborata³rio Nacional de Oak Ridge - promete uma capacidade de cerca de 25 terabits por centametro quadrado. Isso é100 vezes maior densidade de memória por camada em comparação com dispositivos de memória flash disponíveis comercialmente.