2018-11-25 16:28:09

问题描述:

问题求解:

方法一、如果不要求是线性时间的话,其实可以很直观的先排序在遍历一遍就可以得到答案,但是这里明确要求是O(n)的时间复杂度,那么就给了一个强烈的提示就是使用Hash来进行解决。方法一的思路很明确也很暴力,就是将所有的数字都保存到一个Hash表中,如果当前的数字是首个元素,那么就从他开始往后串连,得到以当前数字为首的最长连续序列,最后取max即可。时间复杂度是O(n),因为至多只会读取一个元素两次。

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8AAAAIcCAYAAAA5Xcd7AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsQAAA7EAZUrDhsAAODrSURBVHhe7J0JnBRFmrejFUdYYQBFRQUHz4FRP2WVFRU88b6vUVFHXXXVUUccTzzGW/E+8Vh1lfFCxGO88AZvXXWFlRm8RlAc8UQccUZndPvLJzrfNjrJqsqsrq6u7vo/kL/qzMrKjHgjMjP+8b4R2dAY4YQQQgghhBBCiE7OQvGnEEIIIYQQQgjRqZEAFkIIIYQQQghRF0gACyGEEEIIIYSoCySAhRBCCCGEEELUBRLAQgghhBBCCCHqAglgIYQQQgghhBB1gQSwEEIIIYQQQoi6QAJYCCGEEEIIIURdIAEshBBCCCGEEKIuaGiMiP8WHZwPPvjATZo0yX311Vdu+PDhbvDgwa5r167xt0IIIYQQQghR30gAdxJmzZrlrrjiCnfXXXe5efPmuU022cRdddVVrn///q6hoSHeSwghhBBCCCHqF4VAdwIQv5dffrkbN26c+8tf/uLmz5/vpkyZ4oWw+jeEEEIIIYQQogkJ4A6OeX4Rv19++WWz4B06dKjr2bOnvL9CCCGEEEIIESMB3IEx8XvzzTc3e3sRvBtuuKEbNWqUW3rppSWAhRBCCCGEECJGAriDkiZ+gcmvjjvuOD8GWBNgCSGEEEIIIcSPSAB3QEz83nTTTT96fqPtw4cN9eJ3xIgRrlu3bk07CyGEEEIIIYTwaBboDkYofnndkYnfDVZdxJ140JZu0x33d137D3cNXZeISnfhph+1gr///e/uk08+cd27d3e9e/d2Cy/c+mNWk2+++cZ98cUXrlvXrm7xJZbIlX5s+9233/lOhvnfzHfff/+9W2ihhdyiiy7qevXq5Xr06OHX25MffvjB1wPSuMwyy6jjQwghhBBCiCJIAHcgEL/M9mxhz4D4XT8Svydsu5jbbPVurlufVV3Dcps4N2BH53qv5txCi/j9yuW///u/3csvv+yWWmppt9lmm7o+ffrE39Q+//d//+emTp3qXnjhBdd36aXdsOHDXd++feNvC4OoZEKxmTNnutmzZ7vPPvvM/fWvf3X/+Mc/vOD9l3/5l+g4y7jBg9dyq666avyr9gHx+9hjj/nZv9ddd1233nrrxd8IIYQQQgghkix8ekT8t6hhkp5fYH6r9fD8RuJ3xC8Wcd26NDr37efOfTHNfzYstpxzXZeMRHAXv385PPLII+6VV17xIvD//b//5xZffPH4m9rnn//8p3vxxRfdU09N9uK1X79+3ktajL/97W/u7bffds8++6x75pln3GuvveaF8Mcff+xt8Omnn3qxOWfOx65nz5+6gQMHxr9sH+bOnevGjx/v3n//fe/dHjJkSPyNEEIIIYQQIonGAHcAmsTv5e7GG2/8UfxGy/qrLe5OHLmGG7H+aq5rD0Ke4+L84R/OffCwa5w+1rnP/yda/65pexkQ9gt4RfGodiQIbiDdjY3/5z8tL4X4+uuv3f/8z/+4+++/302ePNl99NFHPvR74KBB3rs6fMMN3QYbbODWXnttt8Yaq3tB3d6QR8sXgl8IIYQQQghRGAngGsc8vzfe+F8+DBd4tdEG6w91Jx5zhNt8j2Ndt7VHuYbVDmsKfV7kX/w+kTJy7sPHXOMfr2mVCOZctnRESPdCC5XOA2OFp02b5j3eb731luv2L928x3ubbbZxu+6yi9tjjz3cnnvu6Zfdd9/d7bjjjpEIXiP+dfvSnLeOWURCCCGEEFWFiD7a2KI+kQCuYUz83nDDDS3F7wYbuJNOGu023/NE13XgXs6tsJtzqx3h3JrHObf8Ns79pLvfNxTBjXPfaPIM56RJXC30o8jqYHhdGKe/EHhQ33nnHTdlyhQ/5neJJZZw66+3vtt5553dlltu6X7xi1/4dyr36tnTh4D379/fLbfccn4yrFqAvDE2uSOWjxBCiMLQDmAoTjHYh+E+zHnBcJ9CEOXEsdj3T3/6U7y1bSH6imgqm7ek3qBsipVJOTCxJ+XI8uc//zneKgDbsJSC+rjbbrt550a1roW8MCSPa/q5557zZY1gF5VDArhGCcUvDy1A4DSJ35PcZptv5RbtGsz4S/hzn8GuYfUjXUMkght+0qNpeyyCG2be7dw/m8Kn84IHtTWzHeNdnTNnjr9Rv/vuu+7DDz/0ecoTUk2o7/z58/34W47Dwt9sK36cJuHOA4g0ML6X33KDtN8xtpebC2N9md2ZcbSbb765W2mllcqa9Zq0fvfdd/5mxTHJM+XJOfOGKbM/v+P3HOe9997zx+X4BvnzIthC4FMgTZTDRx/9xR8nLAe+E0IIUTvQGfu73/3ON9IPOeSQeGtL2Oeggw7y+xx55JH+7+23394L3CT/+Z//6Tt0ORb7/upXv/KdvG3d+OctEjvssIOfwLPe+K//+i9fNp9//nm8pXXQFjjhhBOay5EFAUekmnDujTfe8LZJq/9JaBPSjqKDptIdFK2FNF111VX+laZc06NGjfJlTTk/+OCD8V6itWgW6Brkgw8+8A8LHlgIPEDgrL/++u7kk092m222mfvJT37it6cy7y3X+McrowM9El3lTeLZLbuhc+td4hq6929azwgC/NVXX/UzHx922GFulVVWib8pDV5rJmdiQXzOn4/Ycv5YSy21lPekrrjiil50FhOa9NQhAN+Plk8i8fd1dJxI8rnFFlvMLb3U0m75ny3vBgwY4F/ThJ0Mbm6M5500aZL31jKDdY+f9ojO1cWtGuVj6NCh/jcvvfSSu/e++9zXUXrXXHNN/7AmbeXw7bffemE+c+Z70edHfjZpPMyU1+KLL+H69VvOrbDCCt6D3KVL4cnJEL40HN57789RI+dDP9kV+Vkk+k3PyF78nuPQMXHlFVe6b/72tyjt/88dfvjh8RGaMOGL4P3gg/f9ZF5ff91UpxZbrHtkvyXdzyLbcSxsIYQQov2gU5Ln/wMPPOCflTwbeQbyHE5yxhlneA8RgpYJGd9880137rnn+gY0zz5e1Qc0mpnvdN9993X77LOP384bHk499VQf8TRx4kS/X1uA95dnKsL8tNNOi7fWB7ThWCiLZZddNt5aHtQBxBCdHoheOumpH3ToP/nkk+7888+P96xfcGQgFKnr2223Xby1MLQrEb/t/TaPJFZvdtppJ7fLLrv4NjKvJKUtzdwztZbejooEcI0xb96X7rxzz3NXX3NNC/GL5xfxu+mmmxYXv8ZXb0ci+GrnPnslWlnIuZX3dA2r7O3cT3o1fZ8RJt7yAjgSm4cdeqhbeeWV428KQ5VCvDGh1Cv//Yr7KBK/33/f0vNJnhDBCE48rgjORRZp+comjsPDk/NzLMRbciKrhRda2IcnrzV4LbfOOuu0EJYIRhoRCOAWROf+xaBBfhwvD/+HH57knnrqqSg9S/oetmHDhrUQ0lmh4TJ9+nQvqP/853ejG9a38Tcx0TG7R3akoYL45jPtvb2IaMYhcxx6560ehCDo6TxA+D/7zLPuu39858cs//rXv473aOpFpMeY11gxkze2TF7uCGhswMRe//Zv/+Z+9rOfxd8IIYSoNjxH8MwiGP/93//dHXvssb5hnyaACZEEhJCB1/Hqq692F1xwgW8vAEKZZyHPgrCzGQ/zww8/nHrsSpFXACPoEOfYgXYBz2MT8sAzDQ8feeMZ9/jjj3sPK3NypL0GkOM8/fTTPh0IidBW7M/zz+B5y7OS4w6K2gg8E9M65zkWYamIUtobvF3C0kmZ0J4AhlWx4MHj3EbyvFk477zz3N133+3OOusst/XWW8dbC4NQJo3kH/FN+sI0mB1JC21K0ky77ec//7nbaKON4r1+BJtQD2fMmOHbVuQVG6211lrxHj9CGXJsbMEQMs5RyMmBCKV9RzqxI8c0B4TZknZi6JQI044d2Yd9ORavCUU4hulCNNq6/TaEuhTWC8oV24W/C6FNyf6hnRDSlDVpwDakjfZZOdAO5Rh33nlnvKU4pBcbcB3QHiZdYVmHUIb21hDyR/sSu5uo5ji0S0l/CJ1oafYI6xn6gHoWahS+Z34dbIyI57Wd7EubkyUN8kOdwJaUL23dtDl38PizH3Vz9dVX99drHiSAawiKYty4ce7oo4/2FQDM83vKKadkF7/G17Nc4yfRhb7QIq5h2Y0j1bR4dMB8ocw8THk44m2lZy2LACakmIuIhxizVnMhI3aZUZmLjhsVYbx8xzo3N0I9uFmEN8mP/vKRe2ryU/78eDE5zpJLLuk/sYsdB08zduHC5DjLL7+8/94EMBNbcbNCHOPlRPStuNJK7l8HD/Y3DHpnefDxe3rbyump5SbCjYWeWB6OXbt29R5nzoewJy14cTkf5UxaCNUZHKUhFP7sxwOGGywPEb7jBsBCHukAwG48qPASs41P8oQAxksPnIMbPY0Dbk7sw02NGx3lwP5mP9LFcfg9jRTSJoQQon3g3mwNcp67hQRwGubtDb1gl1xyibv99tu9MLZGIo1GPMK0NRDBbUUeAYxonzBhgs87zymeTzzvL7300uaGN7bAJni9yRPCg7xgs5EjR7rf/va3fj/guf6b3/zGf08Dn8Y4xzSuu+665ka4nRuhRTuExjfijaFooZi45557vLeVTmi280zmmHYsy28xwvNmgTxuvPHGvv31+9//Pt5aGMJnb7nlFp/G0I6IZwQKmB0ZUkekH20Y8o04SZYV24guw5605RD91BvEKnkJ4dyIUNpRtDloxzCcjLoXin7K6+yzz/aCiPPyHenELnZMs2XSo2tpNzuyD/sWIsyP/TYk6aHH3iZC77333nhrE9iA4QNcO0cddZTfRl2ho4o00IHAOvnjPHRi5YV2LJCuUJinQTubsHig7hLtR/kQCWJlDaTtxBNPbC5D8mg6I7QvtqSdmCxXHEzJenHHHXe4yy67zF8HlB9ljQDnmjHxb/cj6h7XGNj1isMmaR+ur4suusinj3SSRv4Oy4jf06nHfYvzsM61zb2N35aymVH+wE5RceZGgoWbh014Bbx+pyzxCz0GuIaV93INK+7mXNc+ucWvJxKSiKWsHlF6eF5+6WX32quv+RsqF+Tw4cO9t5WwHRZEJuE7hFNz46N3iJ5pBJvBDffl/37Zvf76614UImrp1eI4v/zlL/1x6CUnHJybK+N5OQ5eUwSdQbpJP5NXbbjhhv4Buffee7sNozRx0ZJG7M0NA7Ea3qCzgrjkpkMvM15qzoVXmxsKM0aTVsYBbbXVVl7s81AgTJpXLTGm1yAPhIo/9dSTfuwwnQ6IUn7H75mBmrxzXOoF6f8uujEgdslnWEaUAw0mxC/H5Ya2ySab+J5RjtNUDjv7Gy0NA24g9KY98eQT3gMthBCifcjagEuDxjfgNTG45/NswxNJJzuNYBqfNFgRQLUA4pPlwAMP9M9GGreIPdo9iAsazCEIKp7/jz76qHviiSe8QMZjRtvBGDNmjG9jEOJNg/6+++7z+yFseM+/iVA7Nw11BA/7c3wiscKxyxwb8UubhnPSKCedHMs8VDTSefay/Md//Iffxn62jSWP+AXSgQjI4uGi8xwBuuuuu/o0kj7yQ54p67CdBWF+WDgHjoNwv1tvvdXXGWzC8cgPeU6GXdu56ZxgH8oDuyNO8GCHUDaI37C8OabZLA9mXxNtlGNo71C0YXvbXuhc1LktttjCp5shBiE2Bpe2qEEkBeVD/brpppt8nURAY6/k77NAOw3hR8g7ArcQlBHXBnX6oYce8tcLdkQUMrzBrgXad+yH48T2oawRpeWCF/3iiy/2HQHkl84oFs6ZLGugTNiX8+KUot1OXQnhmAh3Op64Dknns88+6ztoqL8Gkamck32p2+zL39jq+uuvj/cqjQRwDfHCiy/4MTw2OROiZfTo0anil15HLhAuALyKeRdEIhdsqQAAE1ZZRTChFW9Mf8P99eu/+vTzgLKZlOnN4SHMeFN6k+jNRAxycSJe+a3lnQczN1wEKuNmEczckOw4eFd5wHMcLiSOg1DmN4hHw9KPwMUrS28o+7IOiNd//vMffp1GR+5Ohghs+b//+79e1Pbs2dM/QBCppI2HIXmmI4CQEnrXBv9rk9eXHjku2O9iwYmXmxDqd95516eRByr704vH7zkONv3Xf/1Xf/MlLJ78JMsHG3Kj48bB39iKMiBNhF2z3lQOK3qhjk3JP3Vq2tRpLewnhBCiY8AzhTBZGsTc1w2eQzTMaRhfeeWV3oNFhyfem9BL1J7QGOZZThQTohXIA0Kdtg5RZSEIjOOPP94/s02w0JawDgCgPUAEHc87YD9+RyOdCTENzs3z1rxgwHOc3xLVZdCxzDnsnEa5bYesMGElmFetGHh+Ke9jjjmmOU38js4POhHC/ABtNNqZ7IvdaStAaEfzFJodjdAzDpybc+23337xlibByTFpj1gnBsIScYNXm/K2Dh8+83YOtBV0IIAJXqDsEe2k0cqCNhz1jHzQNgVsecQRR/i/2T8vHIuOAcqA+o8DBG8rbfYQOm2wKZ5osyFlsv/++/s6Tjg/4PWmvtMxEd4XLL3lQFlTHyzqELh+8RJzvjDSAhC/eHupY6SVsiftoeeecc8IXby4tHmB/a3TCigDbEGnDde8wd9cwwjjrEgA1xDcIBBkBt45KknajRVPI72CXHiEzOZdENrchMLzpbFQLCCzgJjmuIhy0oy4woOJJxMQY4hF0oxnkgsS0crxSQd/sw9/I4AJpea3a6+9jq/YiEJAqHGOP/7xj83H4cbAcfjkOCGl89AkHrPmM4Q8IzYpC0QtopwGRfJBAYjUvn37uuHDhnuP9nff/cOXAWOkgYcMAph0EEaCx7ZQOPJPf/pTL4AHRYLW0m7pJ/+81gkbIfoRzIw5NtFv5cC5qHPYkXyQPhYm7hJCCNFx4H5PuC/P3jPPPDPe2gSNxrvuuss/K2lM0q7gWYkHiOdxe0PaaTAjOJPw/ALaBCFJoWQCIBQJbAsb2EC0Fljj385N+wKxEy6IiLCRzm8QxogaosloiPMMb2soP0gKoCR8TxljG+tEMGiPAd+HJG2e/B3Q4Y4tETGELdPuSqYFO3FsBFiaHcmDCWkcHoBYqlUQc7Q7KWvLK/kmD2G6aUcB0Xthnm2ccdiRkBXKAGGJJx7RyvnxtuIZDo9HW57rnTSE57Zr2uo6ghTsWqoEnBNRitc/PHfYyRGSHFOcrGf8jk45rq9kx0oI9wHqE4TnZeGYSeFdDAngGgIPaOiRpSKkiV9uJITOIhC5GMtZuOnj6csS7mrCqBRcpIhBekkXjwQgHl4uEAQtlZKbHr24xPg/9tjj/kI20cjFwQRMiDQqN+njePRk4jFGCLOO8Oc4hFHcc8+9vjeT3tFFI6HH+RB61jPXLAxJfyAQQ7Bv166LersjHEt1CCQxTzzjcvHGcm5EbiGwI+OYubHyeilsRfoRpXi7sR/jdphsgHwXgrzgbcbLjM0sr4CdsC3nIk08+PibtHJ8QnKw291ROdBb9v4H7/uH/4orruRDqzXDoBBCdBx4XjLekOcsYak8N0MIYcVjQ8gn4YR4WPD+8swhNJJnRntindbWyR1iDWVrWOcBLx6Nf0IyGaJ0zTXXeA85Xk+zkZ0bMWGz79qCPdnPOo8BDzreVZ7diBKGYmFDyqCtIPILSoltovsgrQM+9KDlBa8hEQQ4ZRCEeJPx6v7hD3+I9/jRS4wITtqRbaEdrUOB9kktg+Ck3jG5FSBIsWPoeaRdBYTiJvNNnnFmlAvliDedEF+iHahjzBFkUHcpz+R5KSPObWVuotDqfCXALpRj8tx4xDlPmnYphtUf68gqhIlfruvkue16zYoEcA3B63lCiomx8IZcLmk9fUlMWIUCqxA8EOxBumSfPv74XCDM0sYFifDlIUQl7dGjuxdaeEvpXST0yEIeCAUm75yPcbnkFZFIhUewcTPAc/nFF597TyiTDgyPjrPDjjv4m3LoNW1Od4G0cwNGSCKAEbF5vZ/kl/Tye0Q64rYUPOSXim6KJkpphCCAzX54bblplup0wC6cjxsNtrby4ZiMa+b3nIveNLMfYy+4UXND//yzz3zeB/58oB8fTbg1N3xCpIUQQtQ+ofhl8hk8vElouOO9DMc88uzlfs/vzEPUXlijN01E8nwEax9kBWFAOwF7IMAQqzz3CC1lvKBh50bUMJY0bQlDRXnW7rXXXs1jhZmXg+OmjXusFLSVOO8LL7wQb0nHxFaaUDbPYblhr3hEiSzA+cBkRrQriCCwMa7WbqBepdmQxc5tZVlup0E5Ir4c7FVTeBcRaNifGbhDcYfDAuhQSstzqYnfskDZU8/ouPFRg3EHAmnju7TzslBPwTyq9juDNm8W0uyNuKZjJO28LDh58mD1x4RwISwvdG6lnZclKxLANQQezFD0PP/88/7mH3qFgQpPCC03OxvPmWfhNwgnvJWIrWKYgDRxVQrbFzFHOAPhEffee5+f5ApRxgRRzByI4KLnlPE4pAfPJBdjmFeOQ/6n/e80fwOit5ExDWzjN6uttpoP5eI4CN/Fey/ujxNOIubTE9mUzzQQ2NgRm37yyaf+IYEYzQvHp+xKiVbw+5KuIE3km4Xf27GyYPvyGc4mDWynh5DGDeNteFi/8krTjNpmPyYWw350QPRZcgl/c7UeNiGEELWLiV/u2Xh208Qv0LFKh2kh4ZDmrWGW1aSXr62gUUt7BCGZ9PQysRAkQyhLQRgoz3NClfFe0jBmUiY6AXjeG5wbQZZ27lKQZjxziMNkaDGYo6JUo74UiA3GPBL+iSOhEOSLOoAXLnlO2mLQ2jHf1BXmpcELDjY+me2IHkJ/S7UheGUNTJgwIZOYDcPfKSPEZhrm8UwKvXJBYCJ4ab9yHXAd0WkUYnkx+7YlXO+UsYlA7E2akuPjk1A/wULPgY6v5CRmgNMk2TERTgRnUM+4xjhOJbD6g62tsyYN8kL+uV5b2xGy8OlMzSVqAgqTXkULS+YiRhQzWzLiJhRMXOiIN4QMvWp5F8J0EcNJ0ZQEEUvYMZWTV/ZwzmJwQRCGww1w1syZbk4kSAHBvXJUcRmbgvilonMsbmYvvvhCVOlfcl2itOA5BsYucGF99dev3Puz3nefRsdByC651JJulZVX8WG93Mi5+XAxIHqZAZqLh7RaT+i70Y2TdPy0Z8/odysvEJ5M/hHUH3zwQZTmptmgCaHIE5pDOhn7zG85Pg/FsKySUL7c0PkN52FiKsK/6QBgMi2wjoJix6G+8PBhNkPyQV3hN//4R9MYatKFAObBTBlyLOzCfoTXI34pB7zA7Mcrp7Ah+aCDRQghRPVhbClCgs5Le0cqsM5YQxumwmRWNBaJguIZRoRVuNBBDHRscm/nuUqjnuFTRAONHz/e3+t5xU3Y6UrbAwFMRzZDpZhFulxIO/nhvJyD55EtPL9sqA/PcTq6eYbzTGKeCtLHgugw4WFjLclbOFyH49EoZnwmz3Cejwgs7Eh4M947bMLYRfLFc9rgfMyiG56b87AvQ9MsjdgaAUp7A5HAPtiRIUV4CxGpITxzEd4812lvcVzKk+e+ibWs0NYhko6FdNBe4DnPuFReE0VHNtDWotOA8qaNxTlJ8+9//3svXHkLBmS1I1B+zCtCe43f8TedCtiAumOCjIg87EiayCN2SrMjNqZ9wnms/WJtOLz2Nr4bGxGyTluJthX1BY8qbTbqVZhGIB20obExEXm0tUgrv7M2DfmjTvDJ9YQtaRdx/YT10bBj4unmOmNm5hDOz3GoB3Q6kBfaWxyLWa35PfnNCnbB044zhzSRTuxHiC/24c0idl2TVuyNV57zEjmJvRkiycza1iFGCD11AAcSduB64NVJ1EnKMKwD3CNs/DIwqzJ1Dk8314ydm/KgbiO+KSfKg3NTVswrY8dLq0+AzVjwUtu1wPeWH64d8sPxuAdge5tPiPsI9uYtMWyz65VypwyyvspT7wGuIbiod9hh++iieba5ZwOxcvZZZ7ntosrDA6SYIFoAivaHv0elvLBzC9PDm+O3MbfddpubNm2q69q1mzvggAMWuDmEUJXoJeMhwo0SIdUnuhkv37+/vxhYuEFaHvC0vh7dVJ54/HFfeTeMBNmmm2zi88lFwAOL3i0ubIQ+IpGLgB6g8DiE/HIT5UJEfCPsNt9ic9dl4S7NDyfG1BLixGuIkvCwZx9ucJwbccgEUzw8StmbPHNzmnjXRDf/m/l+0i9CiQt1FJBnzodHlpsE6eK1UOSJGybTyGMLblI0OmzsTxLOywOQGxORAtxkOS8PDmzPA4hzsB/lwA2emwJim3IIH77UNXugYUs6OvbZZ5/4WyGEENWEe3khLxb3eHvdC3NAFIPnInCP5xWLiAmeD0BHMY1ZPHk0hEN47jLhEQKL0Eu8nOVCPshPGjR4w5BFBBmvjkEEAM9jzs+EQOa1pdGM1xvfTThrM79lG7YxAcV4SdoRJgQQvhblRHsgDIXGg8f4Xjs3YCNm1LXQcRwCCD6zIZBGwjEPPvhg/3cSxCOvbTGPLPnAW0/nc16wJd44RCJlBKSR/GE3g3YBXtLQjqSRmYnLsSOvT+KYIbQjmKAp6ZmnHUZaQi8eaaQ+hTMGUyd5JRdeefM4sh8dHWF9Q4zxSh+zH+VGGDuvcgzTaFBGhKMjvIywDtt40TSS9dHgXFwL2IH2WhLqw4UXXuiH6Fm5AM4mysHEYBawBSI7GcZO2hCL5MXKENiP/OL1D0GsEvVn8D3px45mZ65/ZpkO6wDn57qxibRomxLqzjh3bB2GdFM2XDOhrUkbkZ22X1p9AisH7B0KY9LJWH3K0SAvXDPW0QJcV8xrEF6v1HPGp6eVURoSwDXGPdEDihe5fxBVaisaRPBZZ50ZVdDtfW9HJhHc+H/OfTnduc+nObfQIs4tva5z3ZdvEsM5mDBhgu9VoceFGxgCNOwpTsJFg/DiRo1wRUjiqU2KSYQWQu/xSPzSG0Uo9rbbbusvEH5Hzw7fcRzyzHG40SaFJT1E9JLR28Vx6Gnbcqst3ZB1hvhzcENC3HKBceO0B2EIN2LEKDd4XmXERcZseaQF4c3Nohj09pFW7ITnllkV8VAj0kMQv4wxpoOAnmhAMHOxEnZCDyg9huSF3jbOz0zQHDOEesENF8HOQ5uHOh0TiFbSTn7obaXHl5sdtiVNjB+xHjSDfckzHQXYzx6UlZwtUAghRPvD/R7PEpR6trEvjWEa8dWGRi3PbxueVA54vBC4LDz7DfJFox8BSFslmT/yTEQUHceF8m77QNh4L4blKev+xQjLsZiNKmFHA2Fnk2zRgR52oqeRx0a0U2jTFNrP8kv7JBRBxaCTgyVLG65ShOWSxUbFCI+VJd/YzzoJCuXZjsmxOGahThAwYZnl+rfyg0rUb7D8lCo/q+O0mZMdeaVQCHSNscqqq3pP4ltvvhV9fuO34d7/32nTvAcPoYNALCqCEb+f/49rnHahc2+Nc+7Dx1zDIt2cW3x157osOMtiMbhYEEiMG+ViRkAhwAgtsYUbI6KYGyyiDyFHiBXf8RBBgJFeLj72xXOJQMNLiecRCO/B82ihIpwHjziV245jM0RS2bmxcnG8N/M938PLcTg/gpLjWAgz56EnkvQhJDk+vweOCXxH3rjIuMEjUhG1NiEWIpuFtCM2yR+f/J6FC49jINa56VNeiF3KiTzzWwsPQSTTw8WxKE86B+yGwf6kgf3sOOSTbRyP43BTwCYIdkQ0xyVfdBAQKg+khd+wP2XHbykzuxl7+33bZD/sgweZjgvyQgcHYVJmGyGEEJ0De9axlBJE7JvsMK0WnJc0koZymTBhgvdM4XUMxQPHpOOYZzyeRJvEyEAYcO5iebd9WLJieaoEYTkWs1El7GhQX+ycSZulkcdGtBGL7Wf5LTVnTQhp5DetFf55CMsli42KER4rS75pP9r+hfJsx2RfoK2ZFgYP1J1i10CIlR9LpbD8lCo/q+PUt7xIANcYVFC8l3+LBBY3b4QnmAgmZHZAMRHcLH4vcO7jF5z74bto2w/RgRd2Dctt5txPso9FAIQQoblNYzk+9qIJUYzX1ZYPI5FFWnpEopOLnocNAjHcF9GGKOZvxBsikNAN8mvvzmUiCssTx6FiI34Rohxn9uwPm4+DcHtj+ht+TAMiD3sgAHkNks0wyLGb0j3HHwNBbeIWAYpYtxsBnwhJRLb1HLIfYS8IW+sIYGzFjBm8Q/kD17VbV9dniabZrkkrtkJAU1bkDbux/uFfPnTvvP2OD0f74x//FIni732vGq8cIiSbdAJ55yJGvJNP7Mc5ySuCmHyQntde+x8vpLExtsZTjAAORSv5oTeMzgbSw0InAZ+ffvKpL4fpf5zux5TwN/sT6sKkJ3l70YQQQohago5fIrMI0+Q5zDOVdgczZeP5+vd//3f/3BSiXikmgOsBCeAaZJGf/MSLI8Tvn999t/k1O4gXZnFDBP9swADv5WshgiPx2xiJXzf1fOc+eblJ/MIiiznXfyvX0Hf9SNHm6yWhZ4Vz//Xrv0aicL772Ava95s9q0xQNfO9me7/IpFNuqzXiLAFfocH0zy577//gX/n7CeffOy+/+f3PpyZi46JI/BsJ3t6EKjsYx5njoMo5dwsHPP/fvg/16t3Lz/5EyKa44Q2QUiThi++mOsFJaKUST0Qj4yvDXuGsSfCFCGM55YHKOdFfCJEEYoIW9KPsCR9iEbgPAhHesI4tv0O8ftBlNa/RCL6myj9CFzG9yLUGb9lAtxAxJImPNV4eznOvK8Qwh9F9n4/Sv9sL+pJK+knVJlJxZI9hNiAbZQJ+ec4HI9OjA/en+VmfTDLffLxJz6f5Jdy4B1/NlGEEEII0VGhLUDnMB3mDBdi6BEd2HSQM+45OZuvEPUGbWra8QyRM8dRPaExwDUMgmXMeee5/7rpv7xwQZABsxmPOec0t+0WG7pFu/dpGtf7z7+6xnlvOffG5QuI34Z+mzu35nGRolwx2jd/KAwiCa/t9Ol/9CL8++//6Rqjf/wHPJir/eIXbsi//VuL2e5IP17st956y30590vvdY0kuvtJJPrYD88vwjUUoWngjcV7ybHw4P4zOg7V9ic/WdT17NXTi1AmdwrPHYJQ5gHIww8hiDjk4UgnA2NjknBsRCbeVsTy3EjIfhuJSOzQsFCDWyQSqUtEAn/wWoMX6DUjj4hs7EXv2nfffevLbaGFFvbil3Bnwr0Rpi06LxJwLrzOTATA8f72t7/7bQtF50fYItSxHePDi4WIWOcBIc7Yb25UDpQfIL7p4MBzzoQcdFwIIYQQQgjRmZEArnH+HolIZnhLiuAhqy3n7r90b9d3hTWdW3hR1/jX95x7/0Hn5r0bqZ6mMa7e87vcCNcw+HjnepQnfkPwJCKAEVSWDkCAIcgIH04TdYw5RVAiZKluCC3EKgKsmAhMgrjkGPRaAcfBC4s3tBSWBhbAs8xvS50f0YmQ53ecH7HPeRGOxcZ4YB8893idOTf7cj5+myfP2MvCybE/HmJsx/nzHAfIi4WC81sEOZ0PSS+0EEIIIYQQnRUJ4A7AjyL4Ju9VRFyttNTCbspJvd1yvWPvX7IYEb/9NnNuzeNdg/f8Fh9ILoQQQgghhBCdHQngDgIieMz557uH77/L/WPeLLfz4IXc0Vv+i/tp1xQvYLclnVtmuGsg7LnHgFZ7foUQQgghhBCiMyAB3IEgBPelp+52P7w70Q3pM9st1vilc9//venLhX/i3CI/de5f+jq33KbOrbqva+i2tMSvEEIIIYQQQsRIAHdE/v6xa5zzjHNf/K9zf5vj3P/94FzX3s71/LlrWGbD6HMV5xbSuE4hhBBCCCGECJEA7vBY8eWbEEkIIYQQQggh6g3Fx3Z4EL4Sv0IIIYQQQghRCglgIYQQQgghhBB1gQSwEEIIIYQQQoi6QAJYCCGEEEIIIURdIAEshBBCCCGEEKIukAAWQgghhBBCCFEXSAALIYQQQgghhKgLJICFEEIIIYQQQtQFEsBCCCGEEEIIIeoCCWAhhBBCCCGEEHWBBLAQQgghhBBCiLpAAlgIIYQQQgghRF0gASyEEEIIIYQQoi6QABZCCCGEEEIIURdIAAshhBBCCCGEqAskgIUQQgghhBBC1AUSwEIIIYQQQggh6gIJYCGEEEIIIYQQdYEEsBBCCCGEEEKIukACWAghhBBCCCFEXSABLIQQQgghhBCiLpAAFkIIIYQQQghRF0gACyGEEEIIIYSoCySAhRBCCCGEEELUBRLAQgghhBBCCCHqAglgIYQQQgghhBB1gQSwEEIIIYQQQoi6QAJYCCGEEEIIIURdIAEshBBCCCGEEKIukAAWQgghhBBCCFEXSAALIYQQQgghhKgLJICFEEIIIYQQQtQFEsBCCCGEEEIIIeoCCWAhhBBCCCGEEHWBBLAQQgghhBBCiLpAAlgIIYQQQgghRF0gASyEEEIIIYQQoi6QABZCCCGEEEIIURdIAAshhBBCCCGEqAskgIUQQgghhBBC1AUSwEIIIYQQQggh6gIJYCGEEEIIIYQQdYEEsBBCCCGEEEKIukACWAghhBBCCCFEXSABLIQQQgghhBCiLmhojIj/rgqDBg1yb775ZrwmhBCimgwcONDNmDEjXqs8xxxzjJszZ068JoQQoi1ZZpll3MUXXxyvCSGyUHUB3NDQ4Kp8SiGEEDFtfQ8eOXKkGzt2bLwmhBCiLTn88MPd7bffHq8JIbKgEGghhBBCCCGEEHWBBLAQQgghhBBCiLpAAlgIIYQQQgghRF0gASyEEEIIIYQQoi6QABZCCCGEEEIIURdIAAshhBBCCCGEqAskgIUQQgghhBBC1AUSwEIIIYQQQggh6gIJYCGEEEIIIYQQdYEEsBBCCCGEEEKIukACWAghhBBCCCFEXdDpBfCHH37oZs2a5Rf+bmu+//579/HHH8drQgghhBBCCCFqhZoWwIjJKVOmuHHjxrk777zTTZ061W/Lw/Dhw90KK6zgF/5uDZy/lLg9+uij3TLLLOMeffTReEv78O233/o0YLtXX3013iqEEEIIIYQQ9UvNCmBE2yqrrOK23357d/rpp7sTTzzRDR48OLcXd+bMma6xsdEfozXgQeb8b775Zrwlnb59+7ru3bu7nj17xluqz3PPPedtt+eee7pTTjnFDRkyxO21117xt0IIIYQQQghRn9SsAN53333dwIED3WeffeZFLMvXX3/t+vXrF+9Rm5x88sk+nUOHDo23VB+85Iceeqi33ezZs93NN9/sxo8f3+5eaSGEEEIIIYRoT2pWAONpHTFihOvatWu8xXnPapcuXeI15z7//HN3wAEHuB49eriGhgbv6XzooYfib7Nx9913+/DokMsvv7w5XNq+t3U8qRZSHXpV+Y1tZ3nppZfib36kVHr5Db8l75tvvrnfp3///u7JJ5+M98jGxhtv7IW42Wrvvff2n2mh0EceeaTr1q1b7nMIIURr4Z5ExEpn5fXXX3effvppvFY+33zzjX8+YKsZM2bEW1vHRx995I9HGXz33Xfx1tZBOjkmyxdffBFvrV3eeecd98Ybb8RrQggh6oWaFcB4UC+66CIvQAtBeDSNggceeMA/xNZaay2300475WpQzZ8/34c3h8ybN6851HqDDTZwN910k08LEIrNOssJJ5zgt8GOO+7ot40ZM8YfjzG4IXhlt956az+O2NK7+uqrt0gvv+G3iN+tttrKN57YZ//99/ffl4uNW1555ZX9Zwj247zTp0+PtwghRHU46KCD3A477BCvtT+Iwt/97nfxWut4+umn3ZZbbtnqzsWLL77Y37u32WYbbyueSRtttJEXb+WASMXuPFs43hZbbOGjrW699dZ4j/I4//zzfTo5JsugQYPcmWeeGX+bn7Fjx7rFF188dbnjjjvivcrngw8+cJtuuqnvLBZCCFFf1KwAvvfee/0DerfddvNeUR6uiFWDRgXijf3weLLv9ddf7x/k1113XbxX62FML8dfd911/fqaa67p11kQ3MaAAQNa7JeE8GN62u+6667m9CKY09LLeOVjjjnGH3/UqFFejLdmBuvRo0f70HFEehLSQ3j04YcfHm8RQoj6hKEj999/f7xWPnRq7rPPPrknbUzC8JVzzjnHPzN45tGByvPivffe8x3AX331Vbxndui4veeee/wnzySEOmL1N7/5jXvqqafivfKBSOcZ/ctf/tK9/PLLfkH8X3bZZe6GG26I98rHK6+84hZddFGfzuTC87M1UC50AtAZIIQQov6oWQGM8Hz88ce9FxRvKKJwjTXWaPbWIn7ZBwEZMmzYMN9IqDVoaCBCk17YddZZZ4GJtTbbbLP4L+cbAFBuQ4rQbATuLbfc0iKc3EC477HHHi1Cy4UQQuQHQXXuuee6XXbZpSJhxUQeLb/88v7+zSSM/L377ru78847z4dW04GZBzzct99+u9t22229kFxxxRX9c5Xjw+9//3v/mQdCnUknzy2eN0zAyILwXWKJJXxHbzng4f7FL36xgPhlIc2tgXQSSt6ek1UKIYRoP2pWABt4Qa+55hofMowH+NRTT/XbEYRpoo1ttSrmqp0uHvLHHnusF8B4EIQQopbBo4knkfs9nZ+IHcJp+UyO1SQMlsXClnfeeWd31FFHLTAEhnWOSchriJ3L9rd9bPvDDz/st3PecL9inHTSSV4M4glFCLcGxDSeWeaaSD471l57bf+Zd5ztYost5kOLsVMIQhXmzp3rP/MwadIkL/aJWgqh8xYblhOuTN4RqHQQVxo6oylPOhEkgIUQoj6peQFs4DnF2xuOZ00LDebhFoYml0OpVx2VA55WvNfJ9wjjrW5tetMIxe+uu+4ab10QxjvjTRdCiPbGxOcFF1zgQ2htjgK8iHgYQxGKsCLElnGchAcvt9xyPpwXwXzttdfGezn3/PPPN4vbEDsX3wPH++STT7z44m+7LzI/QrhfMZi7gjRcddVVXmy2Bn6Phxfxn4QQY1h66aX9Z1YQfAjqpLA0kcrY4rzQUQEcE680Y4kR2TyL8QTjtc6LTfTF8Cc8yUcccYQX2NYpUS6ULWHu1CVC1IUQQtQnNSuAx40b58UhovHdd9/1go4GCZNGAeNZ+/Tp42dVZh+E3BlnnOEfuta7jZeY7+z7cN0mqfrZz37mPxlXxSzNzIp83333+W0h9n5f0kF6OEYolBG2bDNBTkOKdY4Jlt6DDz7Ybyc9eLNpXCV741sLjQ/GDvOAx2uOLW1JgtdkvfXWczfeeGO8RQgh2hfmTED8ISYfe+wxP2aV+zf3thDCZIluMdGJMGQYDB5hxsnmgecNM/Mvu+yy/m+bwIl5HTgvk1CVAnHZ2vDcUiAy8TIjZrl/twa81ByDOSBGjhxZ1rMIOyNyEb7MkcFYYp5tTK7FONtyhu/YMCbKkTHQdHwQus0zjUkhyzkm4KGn44O6IoQQon6pWQGM95IxT/QA04vMA//ss89unqwJMUroFQKTfXr37u0fwIhX86giRvmOBU9BuG69+zSeeKDSK7zkkkt6cctMzkkYP8uEJDyISQ/HOProo+Nvf3w9kr0uac899/Trxx13nF/v1auXn/3Z0kB68c4++OCDrZ7QI8nEiRP9J+klb+GSBGEPpE8IIWoBPHShNxJRizBNznxMmC3eWQsRZh3RhEDi/loJGCdbDWGbBcQvaeETUd6aEF7Cp/Gc4xXFfnhdk2HmWfjhhx98hy+il7Bi3j1Pxy5h4HRclDMTtKUD7zdljiCmw5mxy0xSRkd0XvAeM9aZ31rItxBCiPqkZgXwZ5995r7++ms3c+ZMN2fOHP9QTYaCEXJF+BX78j0PSh6QBmHHjY2NqUs4JpbwOo7BgqimF5zzJiGUmH1Iz5dffun3NSZPnpx6nnACEMLjLL0cg/QS5meQJn5Duo20baUolBaWJIS+kZZiYdJCCFFN0sQmIi3p+WOSpKQItPBeC83tLBDCzczPiMNLLrkkk0e6GIhABDAedj45PqIVD2leGANMpzWdrIRu01mBl5UxzDwD804IhkhF8BL2bJ0blLOFluedWItx4jzX8XK31m5CCCE6PjU9BhgvL8LPvJSFILSYGZZbA8dgyQLpaY3HlPOUylM1qaW0CCHEwgsvHP9VnGLjbCsxC3OtQMQSIcUIOYarVHr8Kh0OjLPFK5z3VUj2poKksES40oGLhxkPcV6WWmqp+K8fQQSTVuyQB7zQCHuiw+j0tcXSxt8WFSaEEKLz02EmwRJCCCFCEDBJTPiWCg8udxxptWHoDK8+At57jxe4XBCOHCNNQJrgTE4WVgpCxCHNnlk7MpIw1KjQrNucx7zCWSG//O7444/3w6hsQfATicXfDKESQghRH0gACyGE6JD86U9/WiBk12ZrZsgJ2CzEf/vb3/ynMW3atPivltSSMGZSxwMPPNCHFDOGtbWvBWIsLcfD45nExlcTtpwHG6ud5jnGq0pHBOnPA5M4MtY56cVn7DMh4HntwEzS5D25kC6Oxd9MoimEEKI+kAAWQgjRIUEgEbprQgnvJV4+RBcTEYKJr3AsKmKP2YWT8Du8hcxsbO/YzfMe4KwgZtNezRSCEGdyRj4RhKTLPKO2mGgFXv3EMYvB5GI2Pjec8IpxwLxvH/HLa6XAXhOVJpZDCM1mYkgmj0SwG/YqJN7UYB5b0pzFlohfvPuUpXVIkB7GGFOGjDc2SF8pW+LdpiMkuZAuJrjkb02MJYQQ9YMEsBBCiA4JouXtt9/274hHiPHKIoQrosgEDR5KFl6txPvjGQfKfrwvOIl5jfEKIj4hz3uAs5JFAONRtVc5EaJLepNLOBtyFgHMeF3eDsAnNkEQYws6Cwhl5jsTq1kFMPsTPoy9KQOOi/2YFZq/w8kr7Z3MpWzJhFW77LKLn7UZUc74Yt6WgKDmHdEm0iGLABZCCCFCGhrTpgZuQxoaGlJnIxZCCNH2tPU9mJl2k+/rLQTjW3lXOR4/wOvHa24QO8mZoNkXbAwsAhDRwzuAeWcwr/FBLLE9OYESXkR+j4BiXCqCCrGLeEqei/0IrUYQMvYWEcr7hdPSVAz7HQLTxskahAYj8i6++GL/iqc07PfF4JV6JtpJ93777efmzp3r14uBuGUsMF5gPKAIVmxiE1oBZUH6mE2bfUuBZ5ZyYH+OifhFEIdwPgQsnRDM8FwK7IR3mtBnvMyUfdKWdBSMHj3a17m8odHYjInUQkEtREeDDjLeky2EyI4EsBBC1BG1JIBbgwlgxm92NBCXa6+9tveEVir0FnGPqKRDoFLgYcajXs67fAux8847u8MOO2wBcVwu2BJBTf5LTXwmRGdEAliI/CgEWgghhKgieFYRgZUcd8qY5koKVbyu99xzT3MoeCUg9Js8V9LjSvgzwl/iVwghRFbkARZCiDpCHmAhhOg8yAMsRH7kARZCCNHh4NU2eBSFEEIIIfIgASyEEKLDwURXed8vK4QQQgghASyEEEIIIYQQoi6QABZCCCGEEEIIURdIAAshhBBCCCGEqAskgIUQQgghhBBC1AUSwEIIIYQQQggh6gIJYCGEEEIIIYQQdYEEsBBCCCGEEEKIukACWAghhBBCCCFEXSABLIQQQgghhBCiLpAAFkIIIYQQQghRF0gACyGEEEIIIYSoCxoaI+K/q0JDQ4Or8imFEELEtPU9+Ne//rWbN29evCaEEKIt6dWrl7v66qvjNSFEFiSAhRCijtA9WAghhBD1jEKghRBCCCGEEELUBXUvgOfPn+9mzZoVr9U+1Uzvhx9+qFBGIYQQQgghRKehZgXwlClTFhBfCL+XXnopXqsMd999t1thhRXitbYHAduaPFQzvcOHD3eXX355vCaEEEIIIYQQHZuaFcCbbLKJmzp1arzWxLhx49xee+0Vr3VMjjzySDd69Oh4TQghhBBCCCFEtdAYYCGEEEIIIYQQdUGHFsAPPfSQGzx4sOvWrZuf2XSNNdbw20I+/vhjt/vuu7sePXr4fXr37u3Gjh0bf9tEly5d3HPPPed/zz5Dhgxxb775ZvxtE4Qecy6+Z+nfv78/dsh1113nw5P5fpVVVvEeawPPNd9NnDjRh0Dzty0cOw99+vRxTz75ZIv0vvvuu/G3P8L5sU2lwpgt/DpMLzYgb5yHZeutt25Oy7fffusGDRrkzjnnHL9ufP755/44d955Z7xFCCGEEEIIIdqeDu8BHjVqlHvxxRfdG2+84VZeeWW32267tRCm++67r5/MafLkyW7mzJlu0qRJboMNNoi/baJr165eJB977LHulVde8WOPjzvuuPhb58Xwnnvu6Zd33nnHzZgxw1177bWue/fu8R7O3Xjjjf73V111lT8Pf++///7NgvyEE05wN910kxs2bJgbOHCg/9uWZHpKgbAknyeeeGJqeg1CyNm3EuOmEb3kH3vvuuuuftv333/vBS/jml9//XWfFrZtvvnm/rzYdejQod5WbDduu+02X0ZbbrllvEUIIYQQQgghqgDvAa4mWU/Jfn379m0cMGBA89KrVy//WYhInPrfRWI33tLYGInixkiIxmsLcvPNN/vfPPvss/GWxsbTTz+9xXkeeeSRBfZJ0q9fv8azzz47Xmtiu+2280sIadl4443jtfykpfeUU05JtcvXX3/deOuttzZ+9tln8ZZ8cExsMXHixMYuXbo0XnbZZfE3TTz44IN++5w5c+ItjY2R+Pfpw2bw4osv+nX2NYYNG9YYiel4TQhRTbgehRBCCCHqlZr2AOPhDD2lO+20U/xNE3gV8bwedthh7oADDkidXApPbCQCfbjwGWeckRoqDHhmC7HRRhv575mYa+edd/YeTDycBt5MvMzTp0/357CFbYXO11rC9BLCnQYe6r333tuHTJfLE0884T2/kch2Rx11VLy1iVdffdWfg9Bvy7OFfZsXHg/w6quv7iLh7texB+HmeMeFEEIIIYQQoprUtABec8013cYbb9y8DBgwIP6mCUJtzz77bL+d7xFbSQ455BAfnrvVVlt5EcaY1PPPPz/+NhuE8hJCjZDm74MOOsiP8Q3HukJSiCLYEfEdGROwjzzyiA91zsLpp5/uy8449NBD3YMPPujH/jLut1+/fgp/FkIIIYQQQlSdDjsGmHG5vCv4sssu8+Nr99tvP7fjjjvG37YEAXfhhRf6sbmIMQRaXhC3e+yxh7vjjjv8OGC8zza5FIIOTyjnOe2001ospCuE/bIKydZCGvG2ht7qvJBexk3jzd5+++1bjOXt27evPzae4WS+11prrXgv573QgOecTgh5f4UQQgghhBDtQYcVwL169fKfhOEiwpgVmfDkJExCNWvWLP83Ig4vJMItD3h6OQ+/RQByPM5px0EcEyaMN5rJoviO/QiJ5pwhCEMmp8ITynE4djhpVyUhJHn48OH+3cOtgXwigrEBMz6bCGYyLDziTDRms2ZjI0R3CGWFfS666CKf3wMPPDD+RgghhBBCCCGqRwMDgeO/qwKv7clySvYj7JjQZgNBhwcRTy6ceuqpbsyYMV6QIdIQWPvss0+L3/HaI2ZJNtZZZx135ZVXNodLM2YVj2SYpuR5bAZkE36IPs7Dcfgb8OoeffTRPkzaPK54T1kPPdMcA8HI65DsePxtMyuXIkt6jYsvvtiPgSYM+7zzzou3ZodXFXEuPLpAJwOh5ISAX3PNNX4bM0wffPDBXuwbhKQn04J45nVNI0aMcI8//ni8VQhRbbLeg8vlmGOOcXPmzInXhBBCCCGqzzLLLOO1UBo1K4CzgvDE65gcHxyCAGbBE2me43LAm4toLXYuvmc/hHExT7PtR/h0oUmsKgHe5bwe73KgDCgLJtxC+CdBPCN+GQu87bbbxluFENWmrQXwyJEjF3jXuhBCCCFENTn88MPd7bffHq+1pMO/BxixVUyQAqKXfVojfgGxWupciFn2KSU6bb+2FL9QDfELCF/ykyZ+8f7iMd9uu+0kfoUQQgghhBDtRocXwKJ2YZIyvE2EPhNyzgRiQgghhBBCCNFeSACLNoMJvxiPPXv2bHfvvfemeoeFEEIIIYQQolpIAIs2g5BzJiMjdFwIIYQQQggh2hsJYCGEEEIIIYQQdYEEsBBCCCGEEEKIukACWAghhBBCCCFEXSABLIQQQgghhBCiLpAAFkIIIYQQQghRF0gACyGEEEIIIYSoCySAhRBCCCGEEELUBRLAQgghhBBCCCHqAglgIYQQQgghhBB1gQSwEEIIIYQQQoi6QAJYCCGEEEIIIURdIAEshBCi3fjqq6/cHXfc4c4//3x37bXXuo8++ij+pn34/vvv478K8/DDD/v0VgqOhQ2qDfZuj/NyTs6dlbvuuqvo/g888IB77rnn4rUfufjii91TTz0Vr7UdlB91otrkLb8bbrhhgf0//fRTd+utt/o8jB071r366qvxNz/yu9/9zr300kvxWu3zxhtv+Px88MEH8ZbqYOflMwtffPGFO+qoo3wZhLB+8803+2Pxmfz+9ddfdyeffHKme1Vr4JoiDdyjq0ne8mM/7PjNN9/4tJLuYosdl7/PPfdc/3dWuBcdccQRfnnsscfiraXhXKEtbb2SdbTc5xJp4HekqRqE9xzuYcn6XS0kgIUQQrQL77zzjttggw3c4Ycf7hvmNLTXXnttL2jag6efftrtvvvu8VphJIBbB+fMKoCpI7/5zW/cWmutFW9pCcLswAMPdM8//3y85UdWXXVV/11bN7Aov1oXwAjbU0891a277rrxFufF1Zprrul++9vf+uOMGTPGbbHFFu7QQw9tIa6WX355vw2B0RGYPn26L5NKioss2Hn5zMIJJ5zg5s6d65Zaaql4S1NnDmUyevRoXyaUDffEUGytscYa7oknnnCXX355vKVt4JoiP9UWwHnLDzHapUsXt9hii3nxvMMOOxRd7JoZPHiw+/3vf5/5GqID6ZBDDnF/+MMfvFjMcz0kbWnrtSSA0+6hlYb6TX22ew7PfOp7ezzzJYCFEEJUHRrY+++/v/vuu++88Jw6dapv+NC4+/Wvf90uvcJ4DGfOnBmvFWabbbbxjVfR9hx//PFuxIgRbujQofGWH0EU0GFRyBO2/fbbe/F25plnxlvqE+xzzDHHuF/+8pduxRVX9NsQCtgWEcB1x/X37rvvuoMPPthNmDChhbjiOkVgcH2IyoCAuueee7wAMOikoMOGMpk2bZovk5dfftn17NnTCy8TXJTFaaed5i666KKqi/xaA4/sK6+80nw/ptOLSIbkcsUVV/iOBkQyIhj4e9SoUe6kk07KJPKffPJJ/0mZUDY777yzX88CHb2kkbKsV2bMmOHrN8947MdCB+Zyyy3nn/lERFQTCWAhhBBV55lnnvEPRBogPBCBBgoNbxp69LbXKhLA1QGRQOcIjf8QOkcIedxzzz3d0ksvHW9Nh/qFoHvvvffiLfUH3hUEL54yY/z48V4YI2rNA7nooou6c845x69jMwPBddBBB7lrrrmm3cIVOxsI2C233NKtssoq8ZamDjhE2S233NJcJnx/7LHH+rJCeBncg6j7F1xwQbyl/sAmeC5HjhzZbC8+99prrwUWrn/qLkJ40KBBfl844IAD/GeWiBSeS8suu6xf8jJs2LC6F8A82xdeeGH/bDcb0iFnz9LXXnvNf1YLCWAhhBBVx3rTCbkMoXHCw/HRRx+Nt6TDGDgWGvY0cAiRXWeddbynK9mTjJeZxuVGG23k9yMMFM9LuB9eAY71ySef+L+LhRfynXkRgFAu1m1MH+ngPPvuu68/ZlYQezRsLY007gp5N7NAuux4pIm0pY2xRmjizQhtkwzvYx0b4slgPz5JX3I/wDOLPdiPhfDZUgKURhG/CUP4rKFE4zHkpptu8gINcVsqfJH8I+zwApUD9icd1FOzY1odA8Yblyo/PE3Yl+/ZjzpJ2tLKOWv5hZgd+TQQrnjQQ7HF8RDEoRgAxC7CimsmBE/7Dz/84G3f3uD1pAzsOqNs7r333vjbH/nb3/7WwtbU8bSxzGyzewgL123aWGhsT2PdjrfZZpv5MPJiILpMhFnnAcdmHO8uu+zi1wF7T5kyxZfdEkssEW9tAg/87Nmz3aabbhpvaQKP/t13351aF7NAByTXpuWbc6eNmef4ob3JS9p9LXnd02nCOZJQfuF9kjqeVn4hDIWg/Dim2XHSpEn+vlJq2Ar2vuqqq3zakl5b7g12vSTrvEFe2YdPbMHfpMPAC00aLN/cG4k6Ce+N9owo1YHEfuG9ptA1T7iz3Rs4X6n7YCXgHKWWYjz00ENu2223XaADAdtRv5NtgbZGAlgIIUTVefvtt/1n2Cg36BW27wtBY4SxWDQCEA80yuj9p4FuvfpAI4RGD54twmHZDzFAjz+/tQYJ39EYQgDwd7IRGkJjLJwwhAYd6zRwCOvik8YLIj5LowdoENMQ4Nw0bLt27eoFFCK/HGj4M7babIO3iZBLGtFhg5kGKufFM8F+fNJY5LcGNmQfbIhgYj/yhyBme9hwZFIZPLMIPfYj/9gBWxcK18RDSTju4osv7hvawDlp5JHuJAgPQkTJI2VWDL7feOON3f33358qMktBQ5e0mX0QrHjoyFeYb8Zkkm/qLuVHPaL8wvBr7E4jj7pHHeR41H/G5vJ3mD4avsnymxCJfn5fKFyT45JWrgNEEyAQEACkO4RrIi00nP2pE8nrkuuBxjaN/faE654GP3UZm2AbhDmhlUkxythx6hCNbuoMQpd8h50xTMZDWXJNU24s5J/6Go67pe5y7TBmlPrEealbjGUMO21CuO4Jw+feQHmal9JsGDb4ud9Rn4iG4XdcR3RQILjTxCbwe36DEMwLtiA/dESSf/JD/dxtt90WGI/Jd9Qh9qMe2W/C+xp1j/rPMbAh4p5zkMawM8HKj+vRyo9rnfKjLNJAAGJHygV7mB0R/3jMuRcVgxBnPI+FJrwiHaSbDsg0uBcnnw8m4riGiFCx65SFNF122WUt7qH2jPj222/jLQvCvY/fcD6OQx3ETpRTss7us88+/j6Arekg5Lov1WncWkhbqaUQpJ9ytvrNNWP1O6wfVaWxyrTDKYUQQsS09T04enA3zp07t+QSPbQbo4ZM6ndR48mnM+07W/g9+1xwwQUttkcNXb89EqJ+PRKQfv20005rsd/48eP9ds5l2zhm1LhpsV/aMnLkyBbpix7ifj1qFDZGD/fm7ZyT7VdccUXztrSFfVjuvffe5m0ch7REjakW+2ZZooZ7c3rC7VHDyW8/9thj/TrHZ/3GG29s3ofzRo2Uxqih1zhnzhy/zfKXzAe/Yzs2Zh2b87uokdzCDpaeAw44wK+Hdh43bpz/TdJ2Vj5jx45t3pa2cE72I41p37OcddZZfp+o4Z76faHF0mDptuWSSy7x280e/M0SNVab95k9e7bPYyScm7ftu+++fj+Oa9tYooa53255NXtFjdsW+2Ertltd5vjYkr/tGIcddliL35BGtk+cOLHF9rQF+0diwu8f5sUWjs1306dPX+C7ai3UrUiIND7//PPN20j3oEGDvK2ps9iRdJIXq8MsVl/NfpHo9dcX9Z3ysv34m+Nxf7LfUz+pp6FdOO/QoUN9embOnNl8Xj7ffPPNxlVWWcUfPxLhzb9h4dgs4TbKh99S1/jNEkss0XwdslDnwv1ZSJtdO8nvSi2kDXuRTttGvsmzXZt23UcCscW1adeT1f9IwPh0JK97js3xVlxxxeZtVn4vv/xy8zbygT3IM783O2JrsyPHCX/DQvo5Xrgtudg9L3ldhAvnKLUPS/L5QP2xfIf7kQfSTD5tm9nSnku2bvWJT9Z5tthvWMgzx6EMWKeMyDf2CussvyctHMO2ZV3s3MXuoSykvdSS9jsWOwc2ppzJA/WbvLGd+1fa71q70B4phDzAQgghqg69wfR0p1Foe5Loge/DFUPMG2DeRrxmUeNpgd5pPBNRg8b3sJOWSvCrX/3Kp8nA0wF/+ctf/GcxogZNCy8dxyF9pC1v+vB6AV6nEDwK1113XYswQGwTrnNe0oFHg3BwwGMVNfy81yGE37EdbxzgOeJ3hCaHdqBMIvHR7JU02B/PD+kiBDH8jYVOrrDCCv6zNZBGiBq6/jMr1A2IGob+08A7gx0JhTWYuIjyMvAC4eUNvbXYCVuEnj/Ay8z+ZkcLB03WWbxgkTjw9grB+4aXK2pcei99iNlx5ZVX9p+FwJNIOvDGkN8wL4aVRV47VgpsiZcOjy7Xi0G9YVgCZRLChF5RAztec372WcDbC9Q/ri3qK/Y3+JsokkjI+JlxqdN417ieQ7twXqIgqNshHJNrg99z7VAPQigTm4zMsGuNCBbKkX3IK+VB/cXDF3oBgbzhibQyzgr5N483179BvvGiR2Lb59kgTDq8NjfccEP/afc18sj+eDDD/Tg290TSbeHD5GnXXXdtEWFAPog6oW7jzTc+++wzX+cpd8oq/A22ZXvSjknwxHL85L0whHSS9z/96U/xlmx0797d1wvqQAg24H4QRoiUgjH5wHUcQp6p75zH6j+f1O2wzlIv7XnTVlAPSy2lYDgG9Y76R14Y90seieYpFOnQVkgACyGEqDo8vAuFg82fPz/+qzg0/sIGbho8aJkZNGyYGYR00nArFJqbl6TICBuXpSgWck3DMQ/WwKcRloSQ5VA8YJskYcMKaMDS6NphhwVfKcJ2O5+FraeJVgQB4W8GDX7EL/ZnzGmyfGjgQnK8WDn07t3bf+YtZ/JNGSbLkTqHHcMGef/+/eO/fiTME+dGGPGZtCHhotghacfQXgbiOzwvofPWaP7pT3/qP0MoHyg2WRj1i/JB8CMGk4LfsHphYq3amNAL829Yx0J4P1hmmWXiv9IxeyOSkmVCmDtwTkJwLTw5CdcSHRI9g8mNzjjjjOa0JkWB1cFwf7BOP45HeVrd4feE2VI/0sbJ8r1dK1mxDgzuf0kQ64TchnU3eT0n024z55POpB0ZpgKcs1j5ca9Klh8h7JQRaUlegya+i91jOR8dCAjIUvdi7r+zZ8+O17JBWu0eSwceIo4OWexKx2sezDZ0NiRtaCHC2ML2S+vQSrvfVxJCuEstpaDDgk46q1/c35nIrVD9bkskgIUQQlQdGtOFGm5z585dQIS1hmSDzbBzFBuX1REx0VMJzPtMA9F6+cOFxiU9+mDemyxlh6Cgccf4u+uvv36BxlPWTpC2BDtmjUbAG5QF6mKaHfGKYQ/I4zmifPAYIgDxRBXyohTqKKJRTRnQyKYhSiO+VqGRXEnsOkHgJcsDscvswqH4y3pPYj+8qBzfxrSXYskll/SfaSJm9dVX95+FXtFm12hWKn1tWQcdnWlJOw4ZMsTbMewgympH7jnMlk0HRHIuhCx5NkHF+bNQTv3ieuHaC8fgEj3AmPM8UFewS9J+LHh3yQP3jmJpLHSNV4pQlBdaCmFlnoyGANuWtyOntXRoATxr1qyqPCQ5x4cffhivtR00wshTpW/yaZCfefPmxWvty+eff+4+/vjjeK3+oH61d1lgf8pBiGphXkjr0Q5hW+ilbA00GtJm0QTzAPEews6ENdrTPMeEEhJ6lhUaLjSsmKCKMMVCC1hHQ1pDhrDs8Lz0/OM1QbRxDiZECRu15vmthJj/xz/+4T+LednTIA3UnbRnMjOemmcmC2Yb6nWa/VhsUirzVqXlnUZ92FmAYMKjYmGY2DFML5P/QFqZcJ0RYopHlxDMcGbbYmQV+5XGyi9N/JAXQnHz1BcTZXjd0sqDBe+uNd7tfhFClADnDe17yimn+HB/hBCiKJwd1/KQrFN2v0tr09q+lo4QrvG8URKWbzoakxBRQB3LY0dEGjAhWJoNWRA5dg2kRWJQfsnzEtZO6DIdNLfffnuLScnsnMWEMLNqY7MsocG0v0t5iZOQHvJG+uic4DVVRA6Q5qwdZwb3bDq+uI6TtrMFz7k9q/7617/6z5C08qwkRIiUWgphUVhp0SNW5+1eVS1qXgDTKCeEYty4cf6mH/bUU2GYBa6t4RzDhw+P19oOZswjT5US2zycC3UQkJ9ir/moJscdd5wP6+poUF6F7JuH9dZbzz+Q2lOAYn/KoTOCuOdB2Nm8fB0dGwcZNmqA+zyNOhoVlYDxrDTqko1XGlrMZkpIVtjwyetNqUXwukBydljy/B//8R+5X2WDB2Lq1KmpNqRRZvdva2gmy5SGHeNZw9lywxA4vDw0isNZia2BmzcsMQ0bO2nHzAqNdsRH8tUw2IH8IHyyQuMfryJ1LtkxQd4J1zUByizDQGdFCCKLGWfD2Y5NFHFsvI14gMMxiTZGMjkOHWFP2DNlQ8OVsNdSmAdywIAB/rPaIBIRkNgwKSCxCbZJ6/QphHme0soRjyN1m/sR57S/k955Og44r9UxsIY83kHqNyHN1glHeXG8cH9gG50ZNsYzxOpf2rhsjht6qbPAeejU4rU0SfBcJ9+7XQpLV5od6ZAZOHCgv2aKlR/j2BkSEebd7Eh95vpBYNv32JV7SJqYBu7j3LMo41KeUfbl2sp7f+C5AozHNXEPHO+VV16J17Jh9xqbByCEZyVh1eR9/fXX99uS+/Fb80C3FZRzqaUQ1hHBNZTskLbnlD23qkVNC2AelggDJt44/fTT3SabbOJ7K0Vp8CRTmeTVaxsQVAjXSti3b9++rk+fPrl7DEVx8KozFouHLveOeo4yqEV44BM6NmbMGN/zzwOcTjvGINJISk6YVC42MQvPER6+gLcB0UaDIhzviJeTBjQNuWpPyJEFGmmEmZV6NRLjU2nMjR492osobEtDEYFFmDIerzyYjbCheXFp0GJD7GWhbzTUEGIXXXSRtyFigcYO58XWlG0afE99CEOhqRtQiXKgvKkDNmkVxyTNpTqBqYPURcYikm/syLHw8HC8rB5T49hjj/WNY0LGzXtMWvAUYisL1aT8aOBz/0qWHxQ6L/ZFqCEYzG428ROvjQrhlTDUJxrWdFjQ3kouScg7DVnzVhbC3pOdLLtidme71aNikEfSwXVN3cJuiF86deg0KzUpUgidYyz8FntQlykfjkddpAxMJJ944oneXtiesqBMKBsm9aGu2n4hiKK0UGj2JQ8cIwTBzL5cV1xfdg57jm299dbxnk0gotk/FA7cG7AjaS0EZUjYPJ34pMvyjQhFFDOONRR0paBdTvqodxyDY7FQh/Dcck+gXnLNIIit/EijlR9ectKdJkKtk4zytnsfx6LuInLTYBw99itVV8HqaVoZFsPmT6D+kF+g3LhPmv2TYq8Q1Cs6Ygmltnsn5YKduFcQUk2ZUL+5TyCAsS/n5RzcQ5KdAaQBm5Z6XlQLniM8f7ivUgeAew/PKcqd+141qVkBfNttt/kbDqEkzARHz+OXX35ZMwUpRKV4/PHHff1ur7Cyzghilwcu78sbMWJEvFXUGpQPjQh6/nn4I6Bo0BFGhvCoBDS+8NJwXBoDiFx6onkAX3HFFS0eujvuuKNvWOEBqcVnDVEMCMSksEiCx4NGFLbdb7/9vG1pLNLgpUGet6FHA59GKjbEa4gNEZN4QGiYmgcY23FeGp3YEK8m4xd5Ry7jS83rnwaiiHRbKDTXL0uecO1CcAzK3Br15AM70lgtBnVwwoQJ/t5MvrGj1R3sQfrygFCgziFcsAV2RICxznbzwmIHOoU4X1h+lDt2KlR+/I6ZdMFCodmXfFjHgmHRc9gmFL3hEsKx6PhlzDflXAzsyvmwc0gxu7M9mcY08LzTkYBgom5Rx/AMYkdC6vPCPQjhTKcN5YnTheNhb+qy5ZXyp65Tl/nOyoa6zjEKQTlz3wlDoQmrpo4nQ+jJA+VH/eL6snMgeqhvSbu/8MIL/jMUxtQR7Fgq4gmvNJ5L7rWWb7YxIVsYiZEF0kV9pa5xDI7FQh1CuFmdBDqPrPzwDIflF+6XBNGEhzEMhaYuIvqSwg8skjJLh4jdY5Kzq5eC6xl70WlgeabcmHCOugJZZ0zn3kRnB+m1eyflgrhG8NJBY2BX6hSfnJPrgHsIIjgk6/OiWlA/qMdc/9xHuf/x7mg6OLjWSnnqK00D70KK/64KDQ0NvIQyXisMhUplD8dOJOFYxMXzUJ84caL3oJ199tktXh2Ah+7oo4/233MDpzF86aWX+gvPYDs9V9zEpk+f7j1yXGznnXee/57wazzQFv5D45qbYa9evXyhZREueAvpdedmFsJFSjgyFZ+04qniBotXhM9+/fr5ChMOqOeCOvLII/3DiDzz4vIrr7zSp4OHGjcX8sSx+b3dNKl8Zk9CZuilYj9syCc9UBzHYBs9MzxU8Kbx+wsvvLBFmANpp0cWjzNpJiQY23GcUg9Jg4uW35MeOjyww0477eQv/LyiEJvQW0qd4PzcGF588cX4W+d7Cwn1ZT++J9QsrA80LvgtacGO2JrGH3Zj1j2zLzcW6kFoX8oB+wDHoN5Rn7AJIWPkjYa+QaOR/QyrXwbfsQ/hIfTI8rDkODywwjKwc/E9ZUb9pT6ZByUL1DuOjc2BmyblQp0w7w/5OPXUU3194G/SQH6pF8BDGHvQc26QHnqnsU21BQXX7R577OHuvPNOXyexbzmhe5Q51z9lyTVPXqgzVjf5nllEsR296tQt7JAsp1oh6z24XHhYF2vIpEEdpnxoBHCvy/IgpHeb+sXDM4RGNguNkPA49KgTlkZILd/RULHw0RB602lMIBoKeQ/MY2LeCjsnaQnve6SP45EvE19p0IDjXk6DN8TOY8fleFzb1LVi461CEKncxzg/jcwwz6SN4ybPWyg/oQ05HjYs1FFBI55rhvMl9ytUdmzn3mplZ6/34TjJfY1SNqbxR755VQ3PbSAfXJ88D3j+lYJzcH+ljpIPGm+hHSk/1pO2SNYTw8QP6U47Xkg55cd20mx2xLNIneE49vs00ZAkTDeig8YqY7ntnl8Iy3faNcgYwDRbWXrSPIBpcA7GXHIenvPhtco2vk+e3+pK2vm55vGSs0/yeCF2Xq4P2g3hpFV2Xo4dlpPl265x1vkt98rka6uA4yDKOAdttUL2pj4zFpSQYoNriI4UyqvQNROCPXgVDdcd0QKhYCx0Hyh2zdl1z/7ksZgdEfCcN2v52XYrP/K65ppremdZ8jVHhcoiDa4/6l0xvQGF7luWZ8oXG/K9lbnZKGlLW0/mEeyap41B/gpdEwhJ7mHkkTxgS45p+5PWZ555xrdPij0vkmltaygbXi9G+aD1qN9h/aok6EE6TdKoSQFMgXJTue+++3yPfCE4FhWEBimVnwYvDzMeUjRAAeHJPibsED8cn4pDZQV6wfAQIJ6pRBQK4tHESiiAET2IBUJWaYjQIM4CQpHGsIlqg8Yyx8O7Tbr4m2NyQdMriQDlwrJxUJwf21ieEYsIFW409MDxPRcOlZmHFfniAgOOS88lcFPlt1Q80sQNEIH+yCOPNI+9wy4IIR6c5Nc6Cbg4bQp2joMdOTZi6P333/fikQ4HZrXMAumnrBFulB/iirRj80KvY0gDW26++ebeNtYJwoPKQo+wDTdZRC+9c5wH+7777rv+BkYeEM/0BPM3nz/72c+8CMVO3BzNvjwoEf6hfUm/CWns9sc//tHfDKl/vJ+QmxBi3B5mlDcdC/QM03mQvC6sblCXqQ/UTYQuaSC9QB7oKUTgkWfK4q233vI3TdKTlVAAk3bELOIXoWdgB+oiDUfyRO8j+eda4lzUD9I5Z84cX1+ABzOdTjSa8wjySsL1W64Apmy22morXxcR09iW64TryMatcHzqAjbB68L1kyynWqIWBbDIDmKG6xxh2NmhocS1xjOi3Pxy/0dM0MkSNrK4v3Ev5rOzY0KBZz33wnKgE5bGddaOF1Ecnp90JvNMTQqgLCDYeabSJgs9l3T4UFa0L+oBnrlc28nrOyt0ROGlp17XYod1a7HQftpn9UgxAVyTIdA2WcPPf/5z/1kMxA6Ndh6SiBp6PBBzQOObi4IGO8KEhfEaiFsbLI744SaE2EFQckOhARt66gzEBj1uNO5p/CKSssK58XICXkbriSavHC88FmII4UeeaFiTXhZASNH4QZggQnmAI9wRkAhahAgCjx534JN1FhO/Br1u5ikk5ILfYi/gfNgF0cY5OBedCJzbQqcMGv6E8XLz2Hvvvb3I4KaeB44xefJk7/2h0wPRhNDMA95J0oBQ5ZPFxC/QKOc8eO2xBd/zN3YL80Qdwi4IHvKOGDe7mH1pTEBoXxO/wLGxKbZlu3mGEVAGaUj+Lg3qAxcx+3OzD+2CgKZe2nmwPfU3j/gNKSR+uU4Qu3h3SYfVB8DDCkQ38ABCEBo8nNmf9HVEuLYof+4t2Je6SScNHUXYxKAc2NeuWysntgtRKRAgzPSZ9HZ0VvDcEDnCfYe85wXhR+OHkM6wcYy3Ea9JuWKwo4HXkagxi/bKC6KKME86X0RloCOVSZ5ov5YDQxl4ribDdmm7EDlRL1AncfiQ73KgPU44MW22zgYdiNgmb0h7vVCTAtgeVLjzS4GAMExEWqMT0YLgQTTi2WMhDApsHzyEgHArBfH+iA3EL8fNA4LBBDAhzQhWE7bmTTXMAwvWM2gPLXqrsA9hM5anBx980H+XVzDi2ULQGuHfZhca+nYezkm+k+fZbrvtWtjj2Wefzd1AwwahaDMPYh4Qb3SIFIL6wE0ubAhxTs4d9payDRFjhHbJA7OX0+jAe4E3vVzw/Bo02kLwDuNxpyGH95v6Xa7ooi5Sx7FhKH7B6gONIKsP9GBjSzsfZUboOvUbuH6JBCinkUnEBNEFttgYw2pDnQnvMWDlkZxUJhzewNgkPM557xNCFIPwNERMqZC+zgT3NyJ3yokq4JnF8zQpEggRtPtXvUBnMO0Juz/ngQY0z7CO2pFZi3AtI2LxzOXt3CHqivZF2jVBpIRFmdUDdO6cddZZ/lonlDcPtBlZwvG1nQmeEwj8enpe5KEmBbCFlIbesnJANKY94AhnNA+eCcssD0Ia94g/GzCfBxPAeI0QGng48ZTxdykPYAgCPAleP/KUN7yzGIU6HxAz2KEYiLI83vFKUkysFqoPbKt0Q4jGArZCFJqHuK0gwoGOCuzO+GQEI+HTeTHvNscifDek0HVChALj0gy83nj/EY6IZX6XpXMpCcelTtvSXp6atDpj68XqDPWQ67HS9UqIeoNriEidcu4BiD46wEVTZzrjd/F25QWRljZWVbQOOmZoT+Z9TiD6iHTMOwlbZ4V7Q9rrg0pBxxpOpSxjpUXnoyYFMKG5NMZbG8aB6MQ7RfgoIYzhYh4+xngCA7JLgVeT0EZCIuk1ysNKK63kRQWiFwHJMfCO5RXA2IabZTI/LDbuOYTw3nJYbbXV/CfjeJPnKTYuuz0h/8XKhfpgocwG9YNOidDjmwUT2oU6CuhlR7hhLzyD5YjAPODlIJSKseLUJ7wbeaFeIaYRbowJDkUw9RfwbCbrQyju+ZvzU88JfyY6oBxvPvUOu9kSRkVUk7Q6Y0MsrBNNCNG24MEop5GKp7ec8ZWdFbyOyQmzsoAd1ZnXNlCv83royi3Hzkw51zoRdcmoOlE/1GwINOMe8WLxigpEDd5TPEp5wqBorNP4ZkIAG5OK4AlFEiGxiErGPDIumPOwr41rTMJYTry3hIrmCTmmIQ2Mq0X8Mr6U39P7ZN9lASGFYGO2WcQzIFSSEx6Qb0QaPbfsT77ypNfGbeLJRADgCcP7zHnSvNC1AGNqEF2IP8szr9MyGNfNdiZCox7wPeHJ2IryyAMiD/uG5+LT4DtshUCmjAlPTsJvWKyTwtbz2Jeypz6bWCUN/D4MJ88DIbtMpka6ufYsLYRUkWd7dyDwHXlLppdric4dQvPby3ML3D9YrN4Txs06Ns4KeaEzg/sBNiHveKcJE69kxIUQQgghhKgONSmAAa8PYgYRYeMBEY55Gq+E4TIwHoHBuyCZ/bR3794txhMitpnACcGHt4rzMMtyoRBS85IhBvCSZU0PwgJRgpAkZJR1xuAiYs27lgWECA1yxAXTh5MnZgFOzvDG8bEfr1IiTIZ8IfzygBDCq8pM2osssojr0aOHF3J5BFo1YQIiXjVk7/Mjz0xMZGA7bMJCPeB7hDDlbx7drFC3iFCgHOxcYRmQBiaN6tatm7cZdYuOlhB+w0LYcrienGSsGNQ/jk8doC7wyiHqZnK28TxQTxnnTkcQHT0WBkx9IN/UB85FfWDCrGR94NplG8dpL88tcH2y0JkG3D9YDyfpKgUhlJQPQp6y5F5EPSp34hIhhBBCCNG+1Ox7gEMQsHhf0kJ8s4LQYcHbV2hiGhr6CNKO4tnB62d2KRaexH4IvHLH5SJmKAN+X+4xqg15ppwLlTXljE3KCc9NwrE4T9I2lA3pKFU+lcDqAqIzr5jPS6n6gBeasTU2s3pnwO4Nxe4fHYVy7sF50GuQhBBCCNHeFHsNUocQwEKIjgEeaV7xhWDk3b9tLcZFfiSAhRBCCNHZ6XDvARZCdDwQVoRwI3rLCSsXQgghhBCirZEAFkJUhMmTJ/v3E7744otlT8IlhBBCCCFEWyIBLISoCLwCKc+M5kIIIYQQQlQbCWAhhBBCCCGEEHWBBLAQQgghhBBCiLpAAlgIIYQQQgghRF1QF69B4h2pLGuttVa8RQgh6pO2vgcfdthh7quvvorXhBBCCCGqT8+ePd0111wTr7WkLgTwJpts4gYMGOBuuummeIsQQtQn7XEPFkIIIYSoFRQCLYQQQgghhBCiLqhZAbzXXnu5yy+/3I0ePdr16NHDdevWzYfWff/99/Eezn3++efugAMO8N/j1RgyZIh76KGH4m+dW2GFFfzy0ksvuYkTJzavs3z44YfxXkIIIYQQQggh6oGaDYEmbPnVV191Q4cOdeedd56bNm2aO+igg7yQ3XXXXf0+6623nps3b56P7+7Tp48XzDfffLObPHmyGzZsmJsyZYrf7+ijj3Z9+/Z1J5xwgl8Hjtu1a9d4TQgh6gOFQAshhBCinqlpAYy4ffHFF5uFav/+/b0IPu2009yTTz7pRowY4WbMmOEGDhzov4c11ljDT3Z1yy23xFs0BlgIIQwJYCGEEELUMzU9BhghG3ppu3TpEv/lfFgzXt1Q/AKe36lTp8ZrQgghhBBCCCFEEx12EizGAoeC2GBb2nYhhBBCCCGEEPVNhxXAK6+8sp/IKjmZFeOG0973G06eJYQQQgghhBCi/uiwAnjHHXf0E18xC/SsWbP8eOEzzjjDC+Cjjjoq3quJ1Vdf3T3yyCPuueee8/tOnz7dffvtt/G3QgghhBBCCCHqgQ4rgLt37+4mTZrkX4XEa4169+7tbr31Vnffffct4AE++eST/bbhw4f7fQcPHux/J4QQQgghhBCifqjZWaDzgJjFo9uvX794Szrz58/3nuJS+wkhRGdFs0ALIYQQop7pFAJYCCFENnQPFkIIIUQ902FDoIUQQgghhBBCiDxIAAshhBBCCCGEqAsUAi2EEHVEW9+DjznmGDdnzpx4TQghRFvSt29fd8kll8RrQogsSAALIUQd0db34JEjR7qxY8fGa0IIIdqSww8/3N1+++3xmhAiCwqBFkIIIYQQQghRF0gACyGEEEIIIYSoCySAhRBCCCGEEELUBRLAQgghhBBCCCHqAglgIYQQQgghhBB1gQSwEEIIIYQQQoi6QAJYCCGEEEIIIURdIAEshBBCCCGEEKIukAAWQgghhBBCCFEXSAALIYQQQgghhKgLJICFEEIIIYQQQtQFEsBCCCGEEEIIIeoCCWAhhBBCCCGEEHWBBLAQQgghhBBCiLpAAlgIIYQQQgghRF3Q0BgR/10VGhoaXJVPKYQQIqat78EjR450Y8eOjdeK87vf/c7NnTvXXXXVVfGW9ufTTz91Sy21VLxWPt9//7074IAD/LLpppvGW/PzzTffuFtuucU9//zz7quvvnIrrLCC23333d2wYcPiPfJD2u6991730EMPefsPGjTI7b///v6zHEjXtddeG6+1ZI011nDbbLNNvFY+d911l3v66adrqq4IUQscfvjh7vbbb4/XhBBZkAdYCCFEu3D//ffXVMMNEbf99tvHa+WDwBw1apQXmJ988km8NT+I8Y022siddNJJXmQuu+yy7sknn3Q77LCDO/PMM+O98vHdd9+5XXbZxR1yyCHuo48+8mJ/woQJ/jyPPfZYvFc+Xn75ZXf++eenLg8//HC8V/nMmDHD/eY3v1EjXwghREWQABZCCCEiEGsIxNaAUMXrWwmxdvzxx7sPPvjAe2vpLECgv/baa26zzTZzl112mXvppZfiPbODKH3uuefcJZdc4gXvDTfc4AXs4osv7n7729/Ge+XjjTfe8J/Yb+rUqS2WM844w39XLpTHoYce2upyEUIIIQwJYCGEEDUJ4b8IQD6LgThiP8Rne/LAAw+4dddd1z366KOtClEGvMgcZ4MNNvDeWWPRRRd1J5xwgv+bsOg8YKebbrrJC2hCng28wMcee6xbZZVVvNc5Lwjgnj17uqFDh7rll1++xbLEEkvEe5XHOeec48s2tIEQQgjRGiSAhRBC1ASE5K611lrujjvu8F4/xruyzudRRx3Vwgt40EEH+QWv6IABA5r3Q9iFIo7v+e7VV1+NtzRh57Kxq/z9yiuvNG9nfDIgasP9ioFgXXXVVf3nXnvtFW8tjx9++MGPezWxmwYiOQ+vv/667yQgBDoJtsTTXM745+nTp3sbAZ0VX3zxhf+7tdiY3yuuuMItt9xy8VYhhBCiddS8AOYB//HHH8drxfnwww/drFmz3Lx58+ItnY9vv/3W5zFvw6etwebz58+P12oXqyMsWetVLYPdyVOtQp3A1tWG64Pzcr20NbVeBh0Jyg1vH2Ne33nnHR+mO27cOO9ZZCKocAIkRC5CEw/hhRde6L2hZ511lg/DZZIou0ci+Dhmsi7YucxrjNDEY4knk79t4ibqcFbvMqKZUOXBgwfHW8oHTy9eZPKe5Oabb/afad8V48033/SfAwcO9J0MW2yxhReujCl+6qmn/Hd5wS7vvfeeF+zYrH///t6TjCeczoNy4bhM7oNYr8S4bCGEEMKoeQF83HHHuWWWWcY3dApBzz4PXB68eAB69+4df1NdaGBNmTIlXmsbGPNFHmupwY0AwPblziBaTYYPH+7tx9JaD00tcPnll/s81Sp33323t3W14frgvOWMkcxLrZdBRwQRipDdZ599vPhBrC222GILTKiEt/Hqq6/2+3H/QTCdfPLJPiQ3r/jifrD00kv78/C3iUv+ZqbkYp5YoxKzR5cCLy3jiwkJzhsWbBNyMUs3432ZVIt8MsnUbrvt1iys88BvgWttxRVX9MfGVthsv/3282VXDnj84eKLL/afQgghRKWoeQHct29f1717d98gKgQTjhAC99lnn/nXe8yePTv+prrceeedbpNNNonX6ocuXbq4fv36ea9CrTNz5kxfR8Lxb0KI2mLLLbf0HlADUcpY0mRoLYIz6R20jq1inaYdFcQvszfT4XvdddfFW/PDTNLPPPOMF7yEduM9x/s9evTo3OHLlA2vvrrxxhu9hx77I4CxP89tvPl5J7Ai9BtPOmK62LNfCCGEKIeaF8A8SL/++uuCoV54Hxl/dMQRR7g+ffr4bYgxUT3ooMAL8Pjjj8dbhBCifJiROAuMt01iXljG8nYm8IQeeOCBXvzi3W6Nt3nffff1xzE4ls20/MILL8Rbs8F7fhG+yY4IvMGELxPKbLNEZ4Fwc7zTBx98sCa+EkII0SbUrAC20ElbCoUyIoCh3F5izkP4Ij3ihNA1NDS4IUOGNI+VMujdtu+XXHJJH5ptY8oIgSSNzKIJYbr5ri1hHBuNmfXWW6/FmFZ632mYkF5CyE899dTmMXFm23fffdevG6SVPOYZNxmGFBcKA6Xs+G6RRRZptl9yQppScAzy2KNHD38MztcaD0gxsB11gPNwPiIMzLa8QmTnnXf2fydh3CHjEQ0arISGcxzsetttt8XfNIGnBJsTOUB+2I9GZDljqcPyTqu/pMXOQX3A02P1ASifZF0Nt1lIMeVG/ilLypHrIgQ70XDlHNjuxBNPjL+pPOSRtDDkoVu3bj7/yXwT8km5WHqTZUB6OQa/Z+Hv5Nhw7MSrXBAM2I8yLXZd83vqKtdlaGMhyoE6hDjl3sLszby6qFzxS4g3cD9Ksvrqq/vPSs7lYOnM80whZJrQdt6hzPhkW/7whz/47/nbxmcLIYQQ5VCzAphXP/C6hjFjxqROZoMQIdzYwt2OPvpov87C31nhYc+7Chn/dPrpp/tZQBHV4TFo5NMAwcvMxCwXXXSRDxuzfXbccUefVmbRBP62he/aChpG5P+JJ57w5yJcHHjH43bbbefTS8gvaeWdkdgMCC/8/PPP/eQyIYTD0bjo2rVrvKU0TD7DuTfeeOPUccnYd+utt/bh0XgBSM+tt96a20tP+RO2PHnyZO9t3nPPPX2ZVHqMJ2O4sd2IESP8ecaPH++3mejt1atXQfHOdr4HBCd1F5uSZ+oG4xTDsEyEEu/gRCTiQSFvlJ2VU1Y4DsceNWqUe/bZZ72tEO0GaaFun3LKKb7+nn322f58iGCDsrPOJCPcRl3jOtx8883dyiuv7K+TnXbaydcx24fzcv3xO0IYSQu2bAtIC0Kfc0+cONGfi/wnwe4MjyC9pIV1a+BbegnhZ3bcF1980V8X1NcQBDT2opw4DteTXWtJKAs75jXXXOM/RduBtzCJbaPDBohQSaNSMxW3JVx31NkJEyb4a9rGQpeLiVzuA0nmzJnjPwvZqxBcD0yilfb6JNuWp4OajixCqnmmMAmYLSbe+XudddbxfwshhBDlULMCmAYmD0BmkkwDgYwgQrjCVltt5ddZ+DsPNIgJKdtjjz38gxUxEXqSEA809JlghcY/E3sgIhAvNMBpYJNWGwPL37bwXVtg4hfBhHAKx98ieBAnjBXj/IhwxAHpBRo45BFxxnGAMHI6AkzEZ4XQ9GL5xD4s2JU0sh8CvJCAKATnID92nPPOO89vf+utt/xnpcDLQv3h+Jxn22239Q08hDY2ovwReNgNDzqNbJvlmE++B8QvggmPDXk+5phjfB6Sk8wguBBvnIfvEd6UQ14mTZrkwyNpHFJfSS9ijHRSV4lO4HvSxyfr5MvKPyt0OtDpQUcJeUJEWnrxrmIbGumkg334bAvwyDLkgXxjY+oF+QqvA+C6tfQynCJML5530nv99df737HPpZde6r+3Tg7seN9993lbcXzOQ1lxr0hi4hcbk668QkLkB7GbnL3YrjHKCcwLmYx4YTxtGrUkjM8880w/Fvawww7z9/XWdqhQfxnryyRayXcrI7IZd73++uvHW7JB2DTPITq9QghBv+eee3zkBKI2K3h36XBKLjYMir+xixBCCFEuNT8GuBA0rBGiu+66q19HVLHOwt95KdRQp1FLIxlhEsLYJMRDMuSyWhBm+uCDDy4gfoHGO8IKkWAL4s2EGtCYJ1+EfgNiAK8sYqKScEzENsIJ7yGTmpjHMC+ExB155JHeExJ6OCsJggchGmLj0F577TX385//3P+NLbEZnyb8YKWVVvLbsD82D8uAfFOfQhDboTccryGCLA90JtCwNVZbbTX/Sd0kLZw3OZaO+k7Hj6U7K+G1lYwUwHaISPOCtyU0uOnkKRWtkJZeE/1cJ2wjnNnKyEKkrWOF95AiZO0+UwjzJlOWCCuJ3+rBvQzRS53gNUREu1DfecUP0FmKcGQYCB0ZhBDTeYPgS4I4RBjyvQlkOnQYk5w3MqMYdMxwTNJcCMQ96SXtiHJ+k1yIpjG49rKMnb7gggv8DM14ben4pY7T8cmzgI5SJhsDzs/x2K8YdDpjN64fbGRiGCGLLcPhAnxfaVsKIYQQeemwArha0LCFZEO7vUMbEZU05MOQWsPSHELjCM+ggWBiMa8wDci83t+s8P7ORx55xHtCSQNeU8RsHvCAEPaM1w+BmhSplQKbJsvW1vlE4FAX3n//fZ8nyoEQXIQk35sHOA0EG43FYpC/vN7xQpDOtLoACy+8cPxX5UizXVvBuZLXZF4sFDoE8U4dXXPNNf069suSJ9JC+dIJwCKywWt4EE8GtmY9LWSWfVlC2BchSDg/Qo3OI+4VoTDkN6zbjMTcR+j8QPwlz4WYZn+GddAZBXRmFEpTMex3aZ0hiMBwlus0pk2b1pxn6hTCMrm8/fbb8d5N+cwCHQPYg/pPhzHDOxC/p512WotXPVEWWcYaYxdeT0VnE15qyoFoHYQ03utwAkv2zWtHA5thTyGEEKK1SACXANFGAybZqOW1ETR6bUxViHmYCsHY2+TkQXnBU4t4pcc+OZYXEYaIokGTXEIQvHiREdEIOBpDbQWNIxqnvKIKjzVemjyQV4QJeSCde++9d/xNZaE8k2Vt6yaKsC+NT0JlCZnF04qgN/GLiKXxSMMvaf+2tLER1k3qL2mhMR3y8ssv+3SG3uew3poXOw+IR34XQidBGnjC8Rglw1Kzgq1b+85t7EOeafQny8mua+oqHvQskR6EzTPOGEHRXpEhHQ2EUxjyj4hjnYiRJOybfA8w4K2l3vE7PhnGkBwni+gjIoOFssHrSWhu8lyDBw/2++AhxVMMTExXKE3FsN8lZ0cGQngJCy42ntd+X2wJQ4HxumYVl9iDewB55TiMCbb37hqUxRVXXJHpmOxLRyfzHdjxENXJtzdgQyaHMy9zHsgrxxZCCCFaS80KYBrINGYsRJPZXMtplFcCHtqM6UTk0GDmwY4YY3vYu7/22mv7Txr2pNWWEDxKeAEt5Kw1IKaY2IhjMbOzYV7JMNwYoUFjJwQRiTgiPXhUEUt5wBaWR84TrpuYohwRKhb6S+MTzwPiKw8IOrw22I9PwqnzEqaPNHCsZHqxBbajg4J9sBnh5oQqmyhCfDEODY8f+eA7BLqFolMn8DJRR6gznIeFY+UNOc6CpZNzYGurE6SDhfrAOGDqG/vQ4UF9xnNG+QMRAox1JX2IeyaCMptkhTBhbIntKG88cRwrDWbwxj7lhrKTdjomOAd1ivNi6zyCmvSSR8bS2++4v1C/DMbP00mAqCUvnIdGeFrkBeA5pB7YZGCiOuBNxTtYyquKUCt3BuVKggBngqg8Y2NLwT0p7/Af7IHd7D4QQvgyXvA8My4j6DleIYFLWDXjgjfddNN4ixBCCFF9alYA0yglVNZerYOgYJ3XD1UbPEKcnwm3eJ0KXh7+ZnKdEAQSjXq8m6SVhXGiIQg5CzWuRAP5rLPO8mlDuJnYYLIu0sEkTLwihle30NBKpsXEEWIlr3cDSL/lkzyH65Y3BANiitfi2Ct6EJB4TvNA4w6BxqtqEL+IzrwTLIXpQ+QioJLpxXYISDzrvMYHjxDiMJzghfQjlGwCNmyPDc0DDDQcGTeOSLZX7PBqnKQntrUQxo4Ip3ztNT6kJ7TvlVde6dOCzdiHdFPeJ598cryH83+TJ17xg+eJSbKS3ptSUB7UOY5NeWMTxjCmQecN9c/snheEKWH7RDDwShfKkOuKzoCs0OFDPUBA2yuOeFVSOAM81yvvt0YEcy/iPJRjMkrAYH/GjuINp55ax48QIT/88IMXgmnCs1wQnoQgVwrSxnVmb1qoBLwTmI5Z3hEshBBCtBcNjRHx31WBRmaVT1kx8J7RoCW8mIZuMRB+hfajAYAHi9fsmNewrSAdUMi7i2DCe0haKtkYS4LdsF8W2xXC7I8Yacu0Ap5BxBniEqFWLpZm8lypsb2FsLpZCMQhIreY/YrV26xYNEApLz9iks6FQrPxZoU8kZ/WTL7FMbBPsbxTlma/jkxb34N5hQ33uLaGThsig2weAyGEqEfouGdmdyFEdiSAqwhhloSH4s3ES5b0IFcTBAreAjx2eFbb8n3FQoQwZp33KxNKzCugQs+5aHs6iwAWQgghASxEOWgSrCqChw4vE+8IbU/xy7hLQrkZB0qIqsSvqCZEHBCS/cYbb0j8CiGEEEKIqiIPcB3CmEfCVBmz3JrwXiFEx0MeYCGE6DzIAyxEfuQBrkMYd8wERxK/QgghhBBCiHpCAlgIIYQQQgghRF0gASyEEEIIIYQQoi6oWQHM60aYNErkh/G95b5fVVQfJkajzNKgHHk1EUu510NnrA/kyezCwqzmnYVi9UEIIYQQQrSOmhXAxx13XEVfwF9L0LidMmVKmzVyL7/8cjd8+PB4rfNAp8jdd9/tX6PDK6VqHd4bSzmXYr311nP9+/f3+UtCOfK+XJZyr4fOWB/Ik9mFpVYE/nPPPecnmWsNgwYN8vVBIlgIIYQQovIoBLqKIIh49y4N9k022cS/B1Vkg/cnY7cjjjjCv7t4lVVW8SKolrnzzjt9OZeib9++rk+fPq5r167xlh+ZOXOmn7F3//33j7cIOO2007xdJk+eHG9pX/7whz+4wYMH+46G888/P95aHgMGDPBLWn0QQgghhBCtQwK4SuDNQcBddNFFbs8994y3iqwQFnrDDTe4OXPm+AVBeOyxx6Z6TTsajz/+uBe6mpW7Y8J7tXfbbTe38cYbx1tax7PPPuvfkSwBLIQQQghReTqMACascI011vCh0Qbj/kaPHu169+7t321JKOmTTz4Zf+t8yOjOO+8cr/0IXprwOFlhrCHnyRLWmqRXr15e/CJ09thjj3hrdWDsKLbZd999vZA0eFcnoZbkCY8qocXGGWec4T1aybGVBx98sNt+++3jtXxwnvAceTjqqKNa2G2//fbzaZs+fXq8pTKkhQsnt1F3WNi+5JJLukUWWcTtvvvuzbblOzo7EOjA37aEXmvqZ/hdtQjrQ1i+RCcss8wyvpy41vBgG+RpyJAh8dqPkIdyQ7NbUx8qDZ566nw5UBdnzJjhLr300nhLeWSpD9wHt956a9etWzdvP+59eJ+FEEIIIUQ2OoQAptFHA5X315533nnxVueOPPJIN3HiRDdp0iT3zjvvuHXWWcdtt912zeNDt9pqK3ffffe1GC9K2DHj9EaMGBFvqR5777131b06iB1s16VLF3fNNdc0exmvu+46H0qMVxVRjljDq/rQQw/577fddltvK1sHBN6tt95aMU9Xa/jiiy/8J6GilQRPfXI8aXIbXmfsdu2117p7773X18EHH3zQdyjAgQce6G666SZ30EEH+XX+tmXHHXf02+CEE07w24gIoHOlGiTrA59A2O6YMWN8+VIfSBML1wpQH1599dUWHUzYgbzXQn1oT8j/yiuvHK+VT5b6QOcTZfbKK6/4cqL+rbbaavG3QgghhBCiFA2NDKSrIngtspySsEIagTTSabAPGzbM3XHHHc0NdhrfeKsQuDTODTyaCA/GCDLmln0OPfTQZuGMJ2v8+PFu9uzZfj0PpAfPDOMOW9Pox4NMnlp7nELgybr55pvdiy++6M/D+FI6CcIQW+zEeFoa3cbmm2/u96FRDXj8GJ/6wAMP+HW8ddiWEGSOmRfKnnThMWsNeC1JG2kgfLiSmO0QF0ZyG3XziSee8CIE+wB2RowjYAzsRadCqfqeZT+7HsoZ81qqPmBPrpPTTz/dHX744X4b4PVG2FmemJxprbXW8tchIPjpOPnss8/KCt+uRH2wa4myaU1nCMfgWuS+0RrIE2UZ1oO8FKsPRBtg87AjMC9Z78Hlcthhh7mvvvoqXhNCCNGW9OzZ07eVhRA5iBpCVSXrKaMGYOPAgQMbI4HROGLEiMZ//vOf8TdNRALEH2vUqFGNUcO9eYkawf63RiTyGvv169f8e/4+5ZRT/N9ZiESDPyYLv+WcpMm28X1eIhHjj8NnW2B2WGeddRpXX331xq+//jr+polI/Pvz77PPPi1sF4mbxkgExHs1Nl577bWNXbp0aYwEr1+nHHbaaSf/d1bMTiycMxJfzeuXXXZZvFd2KMfddtvNlwH5qDRmu5DkNupXaCdgPax3EIk7n+dSZNkv7ZxZIf3Yi+sprT688847/vycw+oCS7I+XHTRRY1du3Zt/PLLL/36sGHDfB3KCuVlZc+SrA8TJ06M98yOXUuRAI63ZIf027nJV69evZrXI5EZ75UPs2NrKFYfuHfx3dChQxvHjBnTfG3modCxhRBCCCHqgZoOgca7Rhgz4zyTr73Bu5tG1Ph0kUiL15w75JBDfPjqo48+6sM3+ZsQ1awQdo03h4UxvEDosG3j+1qFUErCx19++eV4SxM27tO86QZ2w36GhWzjkSJ0Fm+bhfVmxezEAvze1sNw4CyQbsZJEpaLJ7Rfv37xN6IUlKOF1iZnHy90LSXrg3lqb7vtNn89Ug55riU8z8XqwwYbbOC3VYsLL7yw+dxcx+TX1vPkq5qcddZZ3pPPcI+rrrrKR6QwQ7oQQgghhMhILISrRtZT4kXB+4THD88jHqzQ2zFjxgx/rEceeSTeUhi8JXiqosZ22V40wMvEOVvruS3lASbPeNvwcpdD6LHEA969e/fGZ5991q8Dx8fjxTlKceihh3rPId5aysA86eVAnvFulUPo+aXsi3HDDTf4pRzIJ17JEM5r9gSrmyGssz2kljzAln6OQ3144403/DrgEcbTj8e/FJGI9p7Ts88+u4VNyqE19cFojQc4BNtip9ZCWpL1IC9Z641dEyuvvHK8JRtZji2EEEII0Vmp+Umw8FIyJpVZlBmnhycS8NjgBRk1apT3ROEdZJImvFvJV+MwBpixwoz9jRqn8dbq89JLL3kv6rRp0/w6n6wnJ7xhP8b5MaEXEzC1BmamjRr3fpZivMGATffZZx8/6REzyOIBxH542pMTQOEJ43fsy2+SXuNqwRhYJlyi/PBo45VmwbMfgr3wKrIwaVNeqFfUH7ycfDKe8ZFHHom/zcdKK63kP8855xxfxrYYtm711dZtNmnKJNxGOdm6efHzcv311/vrhvHeVh8Yv4v3MxKA3p6chyWtPhBRwfWG97E9ryXuA9jhk08+8eukk/XWXi/lgB25jlnAoiW4jvNgZZusD+ahpw5QPlYmti+edSGEEEIIkZFYCFeNrKfEixJ6vBg/iPcP75ONYcQjvNVWW/lj2oL37vXXX/ffG3//+9/9+D4W/i4Xxj7iJSrX24THLEyrLUnPE54dxu/yXTnnCj1+gL04HvazcbNsw8Z4gi0deAbvu+8+/32IpaWU57UUpCtZNlkpZLs0ryjefr679dZb4y3ZwfaRGGw+/nbbbdcYib0W9kzWTWCd7UlOPPHEFjZm3KZh25KLeUUt4iBtyVMv0uoDXn0Wi6pgG95dPMF2Dq6XBx980H8fwu/Yr7VjsFtTH7B3aA9bktdSVrB5uZEdlHtaWkKbZyHtGCyWLuzNNRp+R3RM3uuS3wkhhBBC1Cs1Owt0HvCM4AnBk5XmDcEjw1g5xu62dpbXaoHnEY91JFDa9NVJeBLxKHGOSCDHW3+E75n9d/XVV2+eHbrW4V27RAbwaqxyX09jXrhKedfw1mHftizLSoC3keulUH3ge64lxuYzVlZUH+om9zzqJve8vLT1LNBCCCGEELVMpxDAxaAxT/gvIu/111/3odS1DKGTd955p389DO9k3XXXXeNvqg+NbIQ44eO88ofw4FqGiZl4vzHv50UAM2GQqByEFx988MH+FVBcSwMq/A5mUR0kgIUQQghRz3RqAcy5wN5dWusCDpjRFSHHjLvtmV7GWyPGmWkZ2/Ee5lqHsal333237zToCOntSOD1xYtt7wWWfTsubX0PPuaYY3zkihBCCCFEe7HMMsu4iy++OF5rSacWwAg4wgQJ3xX5sFflYLv2mvhK1A5M6ERYtOpDx6et78EjR450Y8eOjdeEEEIIIarP4Ycf7m6//fZ4rSU1Pwt0a9h4440lfssErzmLxI6AoUOHqj4IIYQQQogOT6cWwEIIIYQQQgghhCEBLIQQQgghhBCiLpAAzgmzSbcVvGKGiYZ49ZAQQgghhBBCiMpSFwKYVyHZpE6tgRma+/fv70499dR4S2VhoiFm221LkS2EEEIIIYQQ9UpdCOC99trLXX755fFa+fTt29d1797dvwpGCCGEEEIIIUTHQiHQOdh2223d119/7d/RK4QQQgghhBCiY1GzAti8tqNHj3Y9evRw3bp1c4cddliL8bGff/65O+CAA1zv3r39uy2HDBniHnroofhb58OJWQgtnjhxYvN63jBjC022Jc2bTHrHjRu3QHrL4c9//rPbfPPNfZ4IuX7yySfjb4QQQgghhBBClEvNCmDG7Z5yyinu1VdfdZMnT3ZXXXWVu/baa90f/vCHeA/ntt9+ey9O7733XvfGG2/495TutNNO7rnnnvPf33TTTX4ZOHCgGzZsWPM6S58+ffw+WeD39jsmqpo3b178zY+Q3iOOOMKPNSa9l112mU9vKMizsttuu7kRI0a4119/3b/HeP/994+/EUIIIYQQQghRLjUdAs1Y2wceeMCts8467sADD3T9+vVz06dP99/hFTXxu/HGG3uheP3113uxet111/l92M7Sq1cvP37X1lm6du3q98kCv8/yO9Jg6T3kkEN8ehHweRkzZow74YQTvKAfNWqU91ZrYiwhhBBCCCGEaB01LYARgKHg7NKlS/xXU1gyohbBG4KntxIzPpfDVltt1SKN4d952HLLLeO/nFt00UX9p16NJIQQQgghhBCto8NOgoUgTBOYbCtXeAohhBBCCCGE6Lx0WAFMeHRaaDAhx3iOk3Q2Dypjjs8555yyQqyFEEIIIYQQoh7psAJ4xx139BNZMQv0rFmz/MRUZ5xxhheERx11VLxXE4zNfeSRR/zkWOzLOGIms8oKx+Z3LAhpW0eEthd33nmnnySM/AshhBBCCCGEKE2HFcDdu3d3kyZN8q9C4tVEvArp1ltvdffdd98CHuCTTz7Zbxs+fLjfd/Dgwf53WeG1R/YKJDzOzPDM37z6qL3YY489fAfAm2++GW8RQgghhBBCCFGMhsaI+O+qwLttK31KxCweXWZdLsb8+fO997bUfh0FhDwdAc8++2y8RQghitMW9+CQkSNHurFjx8Zrpfnqq6/8bP6ffPKJv59tvfXWbsUVV4y/rT6F5pcIefjhh/2r95itvxKcf/75bvnll696pyqv6uvZs2fVz3vHHXf4cj/00EPjLcW5+eab3UcffeROOumkeEtL7rrrLrfMMsv4STBDjjnmGL9t5513jre0DZTfGmus4bbZZpt4S3XIW34XX3yxn1j08MMPj7c498EHH/j6THlQ79ddd90WduR6oJz23Xdft9FGG8VbWwfnpA5gL+xWLcgjNttggw0WqCtpkPeDDjrI53/o0KHx1qZJWJ9//nn/PfeqHXbYoXnCUiB/RCLecMMNboklloi3Fufpp5/2r9qcO3eu22yzzRaIZCxE0pa2njWPWeBeRx2hnnGfykM1720zZsxwTz31lG/rU8833XTTqtYvUXtwr7v99tvjtZZ0WA9wCJ7QLKKWxlVnEL+8C5l3IBOGfemll8ZbhRCiY/HOO+/4Bvfxxx/vG228Ao6GJq+Taw9o5NGYLQX70bCrFByL/FcbxEB7nJdzcu4sUEeoH3SMpIFwoJGDIEnCGxV++9vfevHcllB+1Ilqk6f8GAJ20UUXtbAjAo3XNjJ8jONcddVVvv4j+hB3gCjmFZDYGAFZCRBp2Mxea1ktSD/nTasraZx77rlu5syZ3kZgghixabbnlZfcw6inBoKPjgk6YLKAwNx9993do48+6r744gv36aefxt+UJmlLW8+axyxwbI7JsfPC76pxjznzzDO96OcZwvmo63TY/O53v4v3EKIlnUIA1xuEPdOzR2+X3ZiFEKIjQWNyn332cT/88IMXMby+joYW97T/+I//cO+99168Z/WgUZtFLJHuPF5uUT6ICIQsEU9J8PxSFibWkmyxxRbeA1TvjWDsQ7TCv//7vzdHVyC66FjgeqNNwfWHiDvssMPcPffc473Fxp577uk9auG2zg73HzoEsJtFhBCJgG2wEe0vbHb//ff76JWk2KXO0SmCR7IUzzzzjC+jq6++2gtXJjjNyqqrrurvRYjweoUIIoYm0nnz7rvv+nLhk3XKsBoCXHQ8JIA7INyQWXgPshBCdEQee+wx3+DmXjZo0CC/Da8Jcy589913fk6HWgUvdbXDhusRvJYsyXBQPFF44vC+LbvssvHWdA4++GAvWhB89QodBQg27GXY9cX1xnUHCD28wUsttZS3mcF2woCvv/76XN7Jjswll1zi53oJw9pvueUWH9KMjUwU44zYdtttfT0NbUNHA6HM7FsKQnZhzTXX9J95oKy4F7XnsJH2ZsKECT4Enbpsoei2DmFdFsKQABZCCFF1LESPcVohq6yyihc1Tz75ZLwlHSY3ZHn99dd9I5UxoPwWsZRspH/zzTc+RA4vyeKLL+7fDIDHJtwPbwEiCW8Of1vjKQ2+Yx8DDwPrHA+hQMOZ9DD2lPRlhdBvGs00akkjXiTSXi54rOx42Gb//fdPDWPEA48NbT86JZLnZZ304DHEhnxi/7T0IbisTLAF40cRYMUgHBcb8mng2aJhn4x0wt4PPfSQP38p7w5e4MUWW8zbohzwzBEZQHgl+R44cGBqHYO08kt6pwlxpe7xPcejThImSqdPCL/DFmH5IfpLhaEStosdKQOD49BpE47fJDyUcua4IQi7pZdeeoH0UJeJ1mCcaimwTTKPeI+TtuB45J1JStmPNIXpNriGqEN2XVGmeP2SEOJMnQjrKNd9Mi8h1F/sSv4sjJn0I6p++ctf+nUDby9eXRO/huVr4YUX9p/GLrvs4u8pxV5XSVlZHebeYfcRQFSTb+qc1T2u4TA6huPzm1KeZq5x8ti/f3+/8Bu2JcHWhGOzD/YudI1XEvJPPSi2FKv35OW0005r7sgxWOfaL1b+on6RABZCCFF13n77bf+Z5rlgWynBRMOP+RBoZCKYR40a5RvSeGkIizVovCHGCJEjjBbPDiG1TIyx4YYbNoc8I3BoMBHqyd9JYRBCQ5nGqUHjjHXmZqBxSkOWxjMiP2zQFoOGJ6HfJs7JE+F7hSZ+KgVpYPzrT3/6Uy+KaOTTqYB4QIQZ2JkQV/LLefHG4+kLJ0rChnRUIAQRUldccYUXK+zH8cIGMoLDPI1nnXWWO+KII/ykQexXqBHLcQnHpZFPAx8QM6QXAZiEY02bNs2nNylGkuAJYgwrXqCkAMsCAoQyoE5SdyhXxBFlHeb7iSee8OVHHSRdiEjKDwFhUA+oi9Q96iB2HDJkiBeHiI4wfdgNm1j5kQ7GiCbLLwTBzdhHwr45HlAfqVucL4R0IICTULe5tiwqw8DzSd7SBGoI1xPXFXnEM0oeORZhvdgl5Oyzz/bih2uY65fOJ+oO0SEGwo60kwfqNHWKMj/wwAO9MDKoL9iGOkndpPMEAcx1b3UqCeWHnRC2hIfbNc86ZZHsnOP+kLwv0OmBKCavyQmvSA+kiXWDe411TFAXWKfOclzuHZQfIdcXXHCBr8eci+0m6sg39x5sVwi8/Yhf6t+xxx7r6yR1iLyH5YmNOTYhxNQ/yoSOpixe7NbQWgGMB5y6kYS6QxlrIiyRCrNAV5N2OKUQQoiYtr4HR42Rxrlz55Zchg0b1hiJvNTvIpHh05n2nS38nn0iUdJieySY/PZXX33Vr0eNfL8eNSBb7Bc1cv32qOHavI1jRo3RFvulLSNHjmyRPjtH1JBvsV/UWPfbk2lMLuzDQppsW9RY9WlZbLHFWuybZYkEhD8edgy3jx8/3m+PGsF+neOzznbbh/MOHjy4MRIZjbNnz/bbLH+RqGjej8WOFzWo/frLL7/s1yMB4o9j+0VC1m8/4IAD/Hpo50jc+e+ihneL30SNdr/9uuuua96WtkSNdb8faUz7nsXKgXSkfV9osTREQqDF9kjU+e1WrvzNklZ+kWhq3haJWL9fJIiat7FwnPB4kcjx69SzcD9LT1h+2JK/zY6RWGren8WOPXHixBbb0xbK28qeNCS/59gca/r06Qt8ZwtlzD7JPFK+bOe6tGuP9FsdY3n66af9dqu3ZsOlllqq8c0332zej4XjkU7Kn3XKiN8m6+jBBx/st3NNhHWF8w4dOtQfY9y4cS1+wz0hEqEt6mNy4RjcvzgexwnzES6R+PdL2ne22PVleWGJRJvPd/K4VgZWPmZLy7et2/Xwzjvv+HsIxwuPRd4oa+qnbee6Jd9cx7bfzJkzfRlwzLB+Z134ndXRQgtlS96LLXPmzEn9baGFY5Ju8s7v0/bR0vkX2iOFkAdYCCFE1aFnHk9OGoW2J2G/0NsLFi5rnl08HISQ4gENiRpl3lOEVy305LUGXgEVYhPTFPPOGHgpSJNB3lgnbXh58oCXCMIxn4BHKmrse4+vgW3MUwWcFy8UHjDzNOKhiRqTC4x75ndstzF25rlLembxvOOFSnpp2IZ3FQ8gYbrhbywclTDM1mLHYLKnPEQNfv8ZesMBzxlpDz2E5DFZfnjLw7LDTtRP6l0IdZhQTSIawGZBT459xmubLD/Ag44d8RQmJ1CySIqVV17ZfxbCvKF4AfHik/Yk5v0sZkdsRl1O5hHvdCTCvWfcoNzJt8Hv8KLatUvkAJ6/SFT7ehrC9UwdNVtxHafVUWw4fvz4Fp5bQq8tr4TG480PITqFY4X1MQnpxCtPhALpJD1pobYcp1Q0SxqEmnPvCu0Dlo+s0Qxck5QtHt3wWOQNu1I/8ZTySUg0nuzQVni9GUffllC22KnYglc8K5G492VKPWJiMX4vRBIJYCGEEFWHxlgh4WmTwpSCMOFijVQghDAZzmnQ4KYhWSy8Lg9JkZFstBeDhmYh8gpga3AjypLQMAzDzplFNkmy0Y19SAPhkcmF7XY++0xrcCLewoY1nQKEaANh58lypBELeWxYCMKIIW85sz/nT4a20hgnP2E+GTOZJMwTx6K+85m0IUKQesgrd8CGB4T2MpLlh4izMHnLZ4hdY1wrhcDWhMgi5Ai3TgsnBRMhhTp06DBh4bpKQprpMAjrVlr+wu9nz57tP+k4SNoMkQ5h3UvrLCHfdNSE19c111zj84pgTbMZ9giFehoI3hNOOMGLVMKKEeCEvCexupO37mEv0oBAp/MAsU3niV0zWbGOJNKWtCHh4kB9MzumlQnDMtoSBDidbMUWux+UgvxybXIt3XjjjQt0bghhSAALIYSoOjRIC41lpLFTTBDmhXfAp2GN7azelI5CoY6FcjCvFg1588aECx6jpOc7KaDT4Lh4lmiIM140HPcJWTtB2hLsiDjPQqE6loT90uy46667eltAmiexEKQRAYY4YiwxgjiNQh1FCB+E6dSpU/242ULiNwuVrHdgHT9p9qLjhnoXeqqzlhUgjrjH4BlNpjtvPsxTH84L0FoQfcwKjeBFXANea8bl5sFsSOdA0oZ0VGBDOgiL3QOTk3tVGsZpE2VRbLFOoWLgwaYu00GD11/iVxRDAlgIIUTVMa+seR5C6MUv5LXNC43cQt4XO3cpb09HwzxhaV4TQneTYrMYeP0QtNgRL1KhBZjECtLOy0RAFpoNeOYI18XjyLFp6IeebvNYhtvK5R//+If/THpyS4H3lzDKNHFAyHYewWMdOtTrNPuxmFcTcQJpeccjGM74iwDEA4x4RaggYEMBbeLFwopDbHIyzoOXNRk+XIhCYp90I7TTOrY4PzYzj2QWlltuOf/JJFhp9mKxIRCUbVq9I2+cN7zPECqOx5vJoLg3mN0N6l7S9ohi9sfOScwzTmh1km+//dZ/5ql72I/rgfzTMfHyyy/7yf3wOOeNiLC6RLhzmv1YwmiGuXPn+s+QL7/8Mv6rbeA+QOh8sSUtqiCEUHg6CLjOuL8hhIUohgSwEEKIqmPjTpMzpNKLTwMwOWttuTBGj1ltk54xzsG5CPkLG5WV9mK1B8wmCzQcQxAINKzxuOYBkYX9kp0V2NBeqQLMUgvJ82LT3/zmN36sqmEeScQGIhiBFM6YbGG+FgbbGuy1MWHocBYY04v4TXYYIOKYoXnSpEnxltLQMCckndmik2KU9FEHzftqXk0b32pQfpx3woQJ8ZYf7Ug9xhNM2sJxwBbingxbJg2E1dK5gaAOxy8XwsTrgAED/GcaeKKnTJni60YI1zlpz1Oea6+9ts8f+U12QtARgM3o0AHGHHOdW1kbdLpwXoSkYZ0ChDGTb0KBw84MOpCSnWbYiTHaeCuT9wirB2kijVBc6niWqAiD64xODK4rE6aGvR4uTWynwXh+wKOcBOHPa6XIO+ehDpHHZP5sbHpbgd0oh2KLdSClwb2JWcEpN+pypTpPRedGAlgIIUTVscmAaFDSmKXBhyBl4iYatoVeXZIXJmSi8YkHxCZ74b2ceLv4+5RTTon3bPL40XBHqOEdqzUQQDSKQ6GYBp4QxB6vL2GMIvlEHJhNCfvMA54nhAg2MxvS6ERA0VjGtsDrbxB5hOJSpuyHaEJosF+h8E2OSyM3DIVG/EAoXMqFvJN+Oybr2LHYu54Be1En6DRASFndYTt1ikZ3HhjLST3H+4josOOZ59W8mZQfgmT06NFeOCbLD3umQSguYoL6y3HB8vzaa6/5T4O0UNfZH+9v2qtnkpAGhEgxbxx1hTySJ+oIaUfIjxkzxv+OOpIVhCN1i7zQOYAw5HjU6VNPPdVHHFiYK2GywHnZn/pGXeIawJaMs06DuooHNwyFpgOJ8yTFNB0M2Az7U6/Zn/L59a9/7euJpcFAtP/pT39KnVCsGHRaUF8pF+t0oMOC8uUeaetZ4D5LZyKdCJQ5ebJ7HN5fzmXpO/HEE/09hnqGrdmPepDs0AJswDWU5nWvNtQ5bE39YvKwZD1OE/9CSAALIYRoF6677jr/blEEBp4IhAENP8RTsR7/POANoMHMcXfbbTfvJcD7jIeH84fjxHjHK/sRUpoMi6wFCKdEOCFEikGDngYveadDgTzT2UCjFtvSKM4D+zOmjkam2RDPOse75JJLfLkBtqOxideJMmU/ZsKmM4H9ioUl0hgn3fwO8YGAp0GbJ8y4EIgG8m91iuNzXBMXhWB/xBsh8ohTqzsIA2ZjzutRJg2MPeX8iAc7HiKCukgnAGAHxA/ixDxbWcoP+yPoADGGEGVfxJkJJ4P3uwIexaRgsCWEY1GOjPkuBukkL9iWOkLa99tvvxbXYR7wZiNOEWHUK45Hncb2lI2Vqc00jm2xKZEJzJZN2XFeC1NOgtcT4ReGQts94YUXXvCfBsKQzic83NRrzkH5WFosbN+wibZK2SwJ5cV7f/Hacx6EPhNR4U3mOgTqQlYIAacDgGuM+kCeucchfMMy4TrmOuXawNbsh1BGYCahk4H9LMS7vaAjwDp7CnXkSACLNBp4F1L8d1VoaGjgJZTxmhBCiGrS1vdgJlVJGydXDDxF7777rhfBeF8KNVZDEA0IsmSjkwYwCw3f8Djsi3D88MMP/XkQV2nnQdzQuOS4hQQO++D9sfBEOye/CRv4nJMGGo30YoKexjcT+NDwDbHz2HE5Hg3t3//+9wuEjheCvGDb3r17L2Bb0sZxk+ctlh9sOGvWrGYbFgrtRACx8D2N7nC/QmXHdhrUjJdkfxruhK9Onz59gX2NUjambiHEEEeMdQRECWMq8S4jCrLAccg3oidZdyg/0psc55msJwbnx46EA6cdL8TKb8kll/QiL0v5sR272DWAsGPmY45j5ZAM8U0jTDcecDoB8KoWEuAh5BGbzZkzxw0cOLBFWCrfIe6snEOK1UnK669//asPwcZmaZhtOW+/fv1azIReqK7YdrA8U2eYITrtOiMtjMulbJn5vVBaiD6ho2HatGkFyxcKXW/UH37LNYEN7X4U3i+StrT1tOuB64trieMhblnSIF/PP/+8TwsCnE+OGd5TsRcimVdiFctboXtbpQjLrhBteX5R29ARWGjIjwSwEELUEbUogEV2aFTTUOazs0Njnplwf/WrXzW/6icvhI3iibMGPdBoJqQWj6uFFXdmED7Y8ayzzioYPl0KQosRRmnhsJ0RE/x4F/N6+gFb4bXFe90Zr1WGQhBenowsEKKWKCaAFQIthBBCdADwEkFrXlXTkcCzxBhtJimyvOcBz9CECRPceeed18KzxnYLa64H8H4xfpVwVsR/XvCoEiqN4KkXiBYgRJiQ4HKwYRx5x9t3FOhUIkJDiI6KPMBCCFFHyAMsOhqMTSSUlUl88kBHAYJPDfUmrzdhvYxzT07WVArsT5hvLY6Lb0sI4Wc8Md7gMIS7FIQuEybOeG+9jkeI9kMh0EIIITwSwKKjQTipjZHMA+MPk2PB6xnsyJJnPKSNsUyOT60XCB+n/iTH0xaj3PoqhKgsCoEWQgghRIeEyX3KERNMaCTx+yPYMe9kQIhe7FiP4hewVx7xC+XWVyFE9ZAAFkIIIYQQQghRF0gACyGEEEIIIYSoCySAhRBCCCGEEELUBRLAQgghhBBCCCHqAglgIYQQQgghhBB1gQSwEEIIIYQQQoi6oGYF8Oeff+4+/vjjeK1z8OGHH7p58+bFa50D8jRr1iy/8HdrqcQxCvHtt9/6dPJew7aGcja7sHDuWqbSdZPrty3znLRvNcpUCCGEEEJ0fGpWAB933HFur732itc6B8OHD3eXX355vNY5IE8rrLCCX/i7NVx33XWuf//+7uKLL463VJaXXnrJp7MtRbZBOZtdWDh3e4JAJA3z58+Pt7SkknUT+5Ln9dZbL95SeZL2rUaZCiGEEEKIjo9CoEWrmDlzpmtsbHSnn356vKV8+vTp47p37+769u0bb+m4nHbaad4u2KcWeO6557wgxTPb1vTq1csv/fr1i7dUHrPv5MmT4y1CCCGEEEKURgJY1Ay77rqr+/rrr93ee+8dbxEdEToxZs+e7R544IF4ixBCCCGEELVBQyNulCrS0NDgPTelOOCAA/zYPvPwvPnmm2733Xd3W221lbvwwgv9NsI6Tz31VHfttdf6MYFDhw51Z599tttss83894RQMw7x3nvv9esG4Z7sa8epFoRq7r///t57BXfffbc79thj3UUXXeTFHzDu+eijj3b33XefX994443dlVde6VZeeWWflyFDhrjddtut+RiAV4/t5D2veBw3bpxPU2urwRlnnOFuvvnmsjyehOaG4e6hPQzK7IgjjnCvvvqqL2/K/tBDD3WXXnppvEdppkyZ4jbZZBP3yCOPuDFjxvj1AQMGuFtuucUNGzYs3quyUIcpd+oxZRlCODJ2u+GGG3z9JQ3USeommF0mTZrk9t13X5/3tPTedtttvuy5RvCed+3a1W8fNWqU98JSx6g71C3Wu3Tp4r+nHtk1QBr32Wcfvx/2Bex93nnn+b+zQjlZODL5uOOOO/zfIdh99OjRPj+UI2lGLK+zzjrxHtmxMqXeYRtRmqz34HI57LDD3FdffRWvCSGEEEJUn549e7prrrkmXkuAAK4mWU8ZibLGSDD4v2fMmNEYNZIbowZ74z//+U+/DSIB1BgJw8YXX3yx8Z133mmMGuyNUePf/w2RIPPns3V4/fXX/bZIBMVbqkfUQG88/fTT/d8TJ05sjIRI42WXXebXgbyttdZajSNGjPB5ZokEv//d3//+d78PecYWoR0iweLz/dlnn8VbsmM2ai3ki3SWw5dfftkYCUS/kBbSlIRjk+/tttuu8ZVXXvF2Y98nnngi3qM0dvxevXo1RiLb1wXq2MCBA+M9Kk8kzPw5OXeSSHD6c5MO6uhBBx3U2L1798Y5c+b47y29kWhtvOqqq1LTyzbqEd9TJx588EG/Holff26OxXHMXuPHj/frLNQvA/tybrPvmDFj/P5cW3lgf45NvbXrN4Sy5jykj/OTb65Fy3NezEbkVWQDewkhhBBC1Cs1L4ALiV/EHg19GvwhiAUTmYhGxM6JJ57o1+HYY4/1++QBgYnQXmeddRqfffbZeGtj4w033NBivRQmgNPELyAEsE8oBmbPnu23mWBHnLAe5nvYsGHePuVQCwI4hLQUEsDUh7AOUC/OPvvseK00JpbC4993331+G8KsLSgkgBF+bA/rD3kzcQ6W3ltvvdWvA3WHbQb5xw4h1Aeun5BSQhH70vES2pe0JOtoVsIOrBCu52SeWoMEcH7C+iOEEEIIUW/U9BhgQjYJb1x99dV9KGUkGuNvnJs2bZoPn3ziiSd8GKkt7EPYKRAKSlhn1Nj2+8L48eN9yG9WOBahoPyGdJCeO++804evElr6ySefxHtmg/Tuueee7pRTTnFHHXVUvLUJQl6ZPIjZkC0/N954o//OXglFmCgLYbNAuCkTHOXJE6HXNnsueQBbZ6nVGXUjQdWiDlC+Vq552GijjeK/msIjoJKvAMrCa6+95j8feuih5rI+55xz/LZ3333XfxobbLBB/JdzSyyxRPxXE4Q0EwJvZUa9pM6yPS+EVYf2pS5W2i4DBw70oddcl5tvvrmv39W2vRBCCCGEqF9qWgD37dvXj/mdPn36AqKg0DtGEYI77bRTvObcIYcc4sXBo48+6p588kn/94EHHhh/W5o//vGPXviefPLJ7qabbnInnniib7z36NHDp2/bbbeN98wG4yLXWmstP8a30Ctpkpx++uluzTXXjNecO+igg9yDDz7oRTFjeBE7W265ZfxtaRBU5IWFY4GtszAbs2hbrP6GghMYt7vHHnvEa6Wh/nEMxoAzTnjw4MFeuCY7V2qJu+66y9df6i0dMHS6tPdrooQQQgghRH1Q87NAX3/99c2eV/OCwkorreQ/EchMCBUuO+64o/8O+C2iE88vC17EATkmy0FgvP766/Gac2eddZZ74403/KRGbLcJh7LCDLlM+IPXa+utt24h5EkXohjxkswTotlgoivOiyeaPCHIk0KqGAh37MCCRw5snSVvnjoj1DU8ssmOl0rx85//3H9Sv5JlTRlkhXcm47lFVI4YMcJdddVVvl4W6sQo1HFUbcg3nS0zZ870Qti8320Bk4SxCCGEEEIIUfMCGGHHLM54tUIRjHAjFBiPGSHAhMIiHqdOnbrAu06ZLRiPa97w50Jw7tYIRQQoM/uSVrx2FsaLcEcgM/MvM/oCQpn8hbAPopfZkvGO77fffvE31YV0E27LQjrD9TyhyfzWfgeUH3+HHR7VBs86Yerh7NR5IO3kwUKTCZVn3cJ9qbvUI2Y7N+8n9ZeZkbNGBgCCljrAkADgvBwvaX86ULiWzj//fC/qSUulxX1Y/uSBtNm6pYf0UZ+tbG1frok8mH1tCAJ2Zt3sa2BPrhUW/hZCCCGEEHVOPBa4amQ9ZSRUW0yiw2RQUSPZT/Dz9ddf+21MFsVssxzTlj59+viZcUNsMiwWm025PWCiIZugC5jAJxIlfvZfg1l0mWwrzBO/S2KTYYU2KgdsFaYpDzbBU9qSZ1Iizp92jDBvSdtB2rZipE2YVGgSJeqb1ZlyIO1hXmwJ08tEWEw8FX5P/U3OAp2WXoNJtKhD1JmhQ4d6m7DOZ3JWcCZt4/h2LmYUNyph3yz1gfrdtWvX5u2klQnc8s5gnsW+EJZjsozrFewkhBBCCFGv1Ox7gPOABwmvIZ7RtNBPvEWMM2T8LiGmHQHyQ77ID/lKwnhmQl7xbIch36JyMJ7WvPVtidXfSKT5JQ+kkXdEEwJtED0waNAg/17mtOgAvKXUqbznqiRck3iICX/GM92WYF9Iu47qkbZ+D/Axxxzj5syZE68JIYQQQlSfZZZZxg8VTKNTCOBi0NDefffdfaOfsZHt2eivFIRybr/99j6MlvHEorIQ/jxx4kQfSjx58mQ/jrxWYTK27bbbzt1yyy3NQpL0E+r/7LPP+vHBQoS09T145MiRbuzYsfGaEEIIIUT1Ofzww93tt98er7Wk5scAtwYaeqh/PEB48Tq6+J0yZYrPEzP+In55NZSoPIypRTgy2Vkti1+47LLL3COPPOKWXHJJH+VAfWdcPNslfoUQQgghhGhJp/YAIxgJIa51EZMVJvhh4ixCXst5z6vonNhEWHT0EOZLfddM3qIQ8gALIYQQorNTzAPc6UOghRBC/IgEsBBCCCE6O3UbAi2EEEIIIYQQQhgSwEIIIYQQQggh6gIJYCGEEEIIIYQQdYEEsBBCCCGEEEKIukACWAghhBBCCCFEXSABLIQQQgghhBCiLpAAFkIIIYQQQghRF0gACyGEEEIIIYSoCySAhRBCCCGEEELUBRLAQgghhBBCCCHqAglgIYQQQgghhBB1gQSwEEIIIYQQQoi6QAJYCCFEu/Hdd9+5p59+2t1xxx3uueeec99//338Te3yzjvv+LRWCo71xhtvxGvV49VXX22X83JOzp0V7EP9KMQ333zj9/nqq6/iLU3cfPPN7vXXX4/X2g7OTZ2oNnnL7+GHH/aLwbX3wQcfpC6hLceOHVvR/HFsbPbpp5/GW6oD+eW85C8r1157baqNsT11EntS/0LI18UXX+zP15ZwnrR639bkLT/u6dgDu/N3WM/SFjsudY66l+eZMGPGDH+u888/3z322GPx1tIkbdkWdZS8ccxy6gW/q9Y95osvvvD1mvqNPTsrEsBCCCHahZdeesmtvfbabuedd3aHH36422GHHdzQoUNziaNKQgPjqKOOitcKc/nll/u0VgqOdfLJJ8dr1eOggw5ql/NyTs6dBRqg++67r+vZs2e8ZUGOOeYYb8OkUOnSpYs74IADFhAolYZzUyeqTZ7yo24feOCBbqmlloq3OC8Q1lprrdQF4WfMnz/fn6tSnVOUEzZ78skn4y3V4ZNPPvHnLdaZEkIHylVXXeVWXXXVeEuTHTfYYAO3xRZb+HvWPvvs41ZfffUWHQvYmLydc8458Za2gXOk1fu2Jm/5IUjvuecet+yyy7qPPvootb6Fi90bVlhhBXfTTTe56667zq+XArG20UYbebsjgOlYzUrSlm1RR6l3HJN6mBd+V417zA033ODrM/Wa+k1d5/lcyY6AWkECWAghRNXhgbrXXnt5kUJDfO7cuf6Txjbbq+3VAIRUlkYTIn3kyJHxmmhLfve737k11ljDbbPNNvGWltx7771uwoQJ8VpL9txzT1+/aAzXO8cff7wbMWKEW2eddeItrtk7PmrUKHfCCSe0WGj4GnxPoz2rEOkM4AU744wzfAfDoosu6rdxT0IM8N3EiROb71lLLLGEO+SQQ1qIhJNOOqmg97ieeO+999xll13m7ci1SEdWsq7Zssoqq/jf7LLLLv6T/U877TR39tlne+Fcivvvv9930lBPKRvKLyuIbe7pSy+9dLyl/njqqaf8fWLYsGFu+vTpbs6cOd4D//zzz/v63dmQABZCCFF16A2nQXnWWWc1N8r5pMFDA5OHca1C7zieIdG2IB4Qt0cccUS8pSU0in/729+6FVdcMd7SEhrQ/Pb666/vlB6MrBA+SccOtgrBY4Z4o5MhKUZoBBsIQDzpF110Ubt0TLUHl1xyic/37rvvHm9p8ghT5xBYm266qd/GPevMM8/0UQZ33XWX3wbYD2/mBRdcEG+pT7Aj16d1YBUSwHQqzpw509ez/fff3+8L22+/vRel5557brylMLNnz/af6667rv/k+s8K5+eebiK8Hrnmmmt8nafjBm89f9MZ/ctf/tLfPzrbPVQCWAghRNWhYRM2JA0Ldf3222/9ZyEIB2OhQYp3gRAxGqs8vNPGWOEpJJSW/XioE+oVhnQilN5++20vvvn71ltvjb9ZEL4LRRnhj6xzXtKEl4jzkK4sngsDQcJxLI1ZQzULQYi5HY80kba0cGDGplkYMTakoZ8W7koDP7Rh2OAPQbja8TgvjddSwsnSGob5UT8QaMk6AqTv0EMPdcsvv7z3UBbCBEwY0psXGn+EZZp9OFaafZLlR51Lwu+oe3zPftgzDJ8NQbhmKb8Qq4th/eV3eNEHDx4cb2mCoQahR7gYpJMyLFTmIck8ImgKjcdku+1HeaYNf+CapA7ZdcUwhbSxiZw3rKN8ppVBEuyDzaiDgI1///vfu1133bWFiMLDOGjQIB9mG0I49NSpU33IaMivfvUr99BDD5U9dpP7CR446hz5oQ5aGpNwrzA7Yp+0c3Kd09nBPiwITzy0SThv1vIzsD0dAdjRzs29jw4syqEY1Ctsh+jiGEn4/d133+3rQSHC8iOPrBvkkW1Wf7AnZR4+J+z+U6qsqHd2b2OhXqYJQ2wdPpey1MPWwrXDPaPYkvZsNIhauPrqq/09NyTrM7mjIQEshBCi6uAVoGGw2GKLxVuaGp5462h0hiGYaTA26/bbb/fi6IknnvDj7mi88BAPG6I0zGjAMf6RhhCCiYYUoV40TkxQ0GChccD+/F2ssUVjiXMbCD7WyQ9eBBoMHJcedRrHxRodBmljXxpY5IXwVPJRbvguIg2vC40e8ty1a1cfEsi2MD2cF1vTeKIBig3xFNJ4M8yGhMERCsvxaLSyzna+NxDPm222mW/4c7zu3bv7EEjyVkgEY09sR95pdANppNG75ZZbpnpyEMevvPKKz+fCCy8cb10Q6hfeOBri5WANZwQO+Sav1DHCNMN8kwfqYlh+1LlQ0JMn6hx1D1twPOxJREFobyBf7JssP9JSqD498MADvjwoU/YDRAjXCmUSQv1m4dikEbuzcN40kU1ZIv5KdcrwW8sjDWaOj00IRw9tAdSL/fbbz//NNcM4UepnKIKpj9TPK6+80u/D8R599FEvQsmvQVlQJmEd5TqmDNJElYHdsWv//v29FxAQuuRj66239uvA8bnO2Ye/6Wjg2iRPnIfzJaHOQ5ZOgySUzYYbbuhOPfVUv87xsQv2SXbOIWS5ZrlO8NpRRtRF6oFB/cSO3F+pn5TnH/7wB29HvjPIN3UnrfyoG2lgD8Q55cn4UfOikg6+S9a9JIwRpp4SDRQ+DwzyQp0vJiIpA4bPAMdiHYgkosy4/vEkW72gzLnuDLzP3MOLjc+lvmEvu7dhR+7xlFMonLEX+/3Xf/2X34c8/frXv3a33HJLvEfbYJ10xZZi+aODzO4bBrbCdpRpWh3v0DRWmXY4pRBCiJi2vgdHjejGuXPn5lqixmRj1HhtXGKJJfwSNfBS9wuXSNT4vBxxxBHN2z799NPG6CHut0cNEr/tggsu8OsHH3xw834s55577gLbOWb0kG+xX9oycuRI/1tbjxqgfj1qaDXOnj27eTtpY3sk1pq3pS3swzJ27NjmbW+++WZj1Hjy9gj3zbJEDeXGqDHs8xOm55JLLvHniRqafp28sh6JgOZ92H/FFVdsjBrS3p5sMxuST9uP5bTTTvPb+Z510szv1lhjjcaoQdm837hx4/x+xx57rF8P7UzZRw3EBWwXNXb9b0izbbPl6aef9vmzfGA39o2EywL7slj5PP/886nfF1pIG7/bdtttm23BYse78cYb/Tp/s4TljC0ou6ih3LyN/LOfpdsW6iDbrd6TTvIXNaIb58yZ07yflYPZGxtiS/7GxvwmEhst7EiawmPbMn78eL+d31DPOA5pZVvU2PXpD/dnsXTatZW2mG0sjSzYjvLlXByXcmKfSNC2KJOJEyf67fvuu2/zNq5n6ke4H/mz7ZZOu57DOsp5KTu2c01MnTq1xT6HHXaYX+e39huWX/7yl357aHv7Lb+xe4wt5CvMb7hQRuyf9l2xBRtwbMrVtpHvQYMGebuRNqv3nGP69OnN+11xxRV+u11v2IF9qI8vv/xy837Yjmud8re8jho1yv+WY9h+/H6dddbx1zZlb+XH+fkuElbeBuFvWKi/pe5fpIHjUj/SvreFsqYs076zxe7LlJVtoy6Tv7A+k2bSxr62PXkPCfPIOvuRBuwf1n/sSR7DMuZaIk/cp2wb9xK2JdOXdeF35C/tO1see+wxn+5iS1iniy2U5ZZbbunTTJ7DetORFtojhZAHWAghRLsSPZT9Z9RI854PZv6MGil+Wymixmz8V9OYL/O60AsPeCGihssCXiDCLQkLpdcfL0UlIBSXcxk27i30xBQCj7h5PwHPwcYbb+ztUcjjVwg8TuQJT2WYHjweUaPYrbnmmvGWJs9bOPM1++N15ZwWvo0NSQ+hfyF4qKPGX7N3NWpg+d9xDo5rEO6Opy0ZbmueX8qBNIdpZRIWWHnllf2nwfHxdODVSYacFsJm8Y0asf4zK+a5w1tE3TIIlaTe4TU08I6SFwN74QUyGwL1mv2S6cbLHDU0m72reLooP87BdgPvLnUML1sInik8ndQ3q++GTcI0cOBA/2lYuiJR621N2eHl5px4s/AAJmGiILCySYPzU5cpIwPbcf0xvj+81ph0CHsYePqoN3jjgLTjSWdcaLgf+aMu4q3EEwuUFb8N6yjn5RrgvEmoj3jvCGHlXhDCebkXhbY38KCyHVtFDWw/QRB24Txpr9zCc/anP/0pXssGNsIbTh3n2jHIN15nysi8nUAZ4pE0Qu8/4AXFk0fdMe8sUEfZxr3WZjs2b1/oHbXyO+WUU9wPP/wQb3X+b8qZMrjxxhtb/AaoJ+H50rBQZNJRDOpUmn1LQZojMefzapAfbAt/+ctf/GcpuD6obyeeeGKLEGHyR4g2aeOZg52J2mDcLPc1g/OxrS3h/hqJ76JLWp1Og+FAXE94zXl+FRoW05GRABZCCNGu0GBjzBmNMEJb+UxrgCehkRo29tOgMTt48ODUBz8NAho1Fi7XWpJiLWyUliJtXxNdxcLW0jDxT75DTBCQbwNhYecxfvrTn8Z/NWENTxqpiD9bWCf82ESWnTcU2AbCxDonAGGPYMT+CMVkOVqeKeMQxCIN9jyTkC255JL+M0tHRAhCkMYuje8Q0ooICQV9Mp1A2LKBGLHOjNCGLByLMjA72meyw4B9yL813gGbI35pnFKuybJEpAEN2RDENN/xyhj7DZ+khTqBqEmGrFunRijqQ+xaYvKnJOQF4R/W81DUGmHHiQltQn+TNrNOF7MVIhPBkcw/56CDJyxDOiJswp+08FzqV1p5AvUdkW/fc3xCg7E/IjAJdg87k7LAvtgyWf5AGSPYQxFmHRNG8loyG02ZMmUBOxIGDexD/eTcyfsGWIdTKCSZnRlhyPl4nV0SjlfsHohd6IDEluG9IQ3qRR4bGnQgcH+hDhE6jpBHsNr9AztnwWzIsIykDS2EnPpqnWxpNhwyZEj8V9uAfbj+ii1ZRSx2ol5jNzqquF4QwZ2JTiGAGafw+eefx2utZ968ee7DDz+M1yrHrFmzWvTaiXSwP7bKWwbUAX5nixCi44EoovFgPe6thQd+2KgOMaFnIqG1JBvf7YXlJ0tvf6k0h2WQ1qDCu2oNOxq0EAq/QnBcBAuNfMYAWgPTSCsT9sEDh+hAhOANYzEv4Pjx4/16obHGeT0YNOBLdbAYoSBJw85NeyXNjtR5Ezxm8yz1iTTi+UXg4anmWGlkzQeQFtJb6FiFIC2Qpfyh2NhtMDvwGdqKhfqBGDQhSt0rdJ0nQeAedthh3oOJqEvWC8tHiJUFtkmex7YVs1eeumfRL1nLLNlhlcTOjc2SdsRuZsc89Q44HgKQ6y0ZHWIUqwt0dPJbBGlbwb2BDjkE9m9+8xs/fpf7YtiJlAXzfKfZEHthQ+4BVnfS7r2l6ntr4T4Qvk85bcnbiUDe6HTjc0Lc6dRZqFkB/PHHH/vequTC9iSbb765D0WqlOghJGP48OHxWnZ4sJHGQtBLR++RSAf70fjt3bu3txVlOm7cuPjb0hx33HH+d7YIIWoXwvIKTapi128hIZMHGpGFPKizZze9NiOPp7YjYPlJsx/e3DyeUOxH4wehS6dEocX2hSznpbFI2KpNjERDOhQJFl5sohrsuHhcTPyy0KgFvElpAtgar1kFkoG3K00MAWnI05g0IUDDO81+LERBwOKLL+4/TZCE4JEJ7UhnAL9jAiL2x45pJPPBzNYWcp2EZzEUEvWFBJJ5mdPKn7Rhs7TvCmHlhcczzV4sFr5f6DpPOy8h1Xi+sRX2JOokBDFoNjC4pjhHWB+TpAkcq9N56p5dv2mdQJQjaU6rG4WwukfYd5oNWRh+YeWd5qjBfkk7cjw8hXgImZgsrT4Vun7Awq5tqEgpsnTohXB9Eh3BRHzkkaE2L7/8sr9e6LTIg52bzrqk7WwhhN/uW2n1vFjdqQRMIjZ27NiiS7GOOsovbaIx6i73pLT62JGpWQHMxbTJJpsssLA9Sd++fV2fPn0y9zq2FXfeeadPoygPGkKPPPKIe/HFF5mlx3355Zduxx13jL8tDWFN/K6zhWkI0RmhN5lw3KTnjwYjDS0e1JUQpnjVGK+XFCs0Rpg9mnOE50k2fDsi5kl85pln/KdBnpkJlDDXPHA8Zlw2z5TB8fCsmAix8zIuMoQyxcvDWEUDMcGCgMN7RD2gcWmYmLLxoICXhUZYcqFhBzRCWTevoGEdHcntpcCzbQIqBDvQaGf8aFYQ03hpEZ5J8UJjmRl68bSAedST78JmPxtPbXCdmAcKYcf4QxPSYA3yZP3neYn3kzDvENJmM08nrz87RjLU30AkICywV7KxjycOm+V5v7eF1ZqHP4TX8hC+bDNBU/eoQ0nhgeDhvDaeGyyMl+uAMZyE8oZ24Hs8e0kYk885krakc4fzpoW4chwERF4BzGICMYQwXq45G5aQBXsvrnUUhSB6sCP10q5Hrt9k+SGMsGN4TzE70plAPeR+HtqGOpS0VYjd5zlnKThOcihCKSh78sF1wfURCmjuZ3kwwZz2OijuA5QJwxHYj/NwL0rCddWWcG+gI6PYQhkXgnIcPXp0i45IIF/c85JzD3R0aj4EGkETLjZlfgg3Nh5wCGHRceHmsNVWWzWHpvTq1csvQojOB2MQAfFjwopGJJOq0NgpNSlKVo488kj/QLfjAufhdSmcl1BIg0Yq22iYWZpqCbwpeK3Ma1oIImloWPIKFWso0xDE1gicUIhmgbLg95SZ2ZB1BBTeKJtkCnFNw52GFNsB2zMJEb8rFOpIuhAiYSi0iR8bV9wa7Bgm0BE72BExUQxe/UJjFoFvXlfqjoV7Jif9KQXnpAzxaIZ1nnXSaJPmUH7URcrPhBn2Rvhagz4NBDT2D0OhTZQlJ67iHbVAGSbTwnoosg3KBnv84he/iLcsCL8nj9jMhD55oE6QtqzePkDwUKcQbtQNa5hjK177w0Q9Nt6c6xjbcH7yAdQ5GvTYMvl6FyAvNglTGAqNzbBB8h5gHT3cS+w7zkG5cizqSxLSavUOqHPsn+x4SEIZU+cQ6aQPuJYZu8q1kieEl31JA6/hCScz4hqlzlBXCI8F7g2UH3Mw2HlJ60UXXeTLL22sLva95JJLWlwbwDkpIztOCNuwjZ23GNQjbJHXa7vMMsv4Tzo6Lc98UpcQ/HngmkTQjxkzpkWHDIKY6AvyTrkgMLEhz5CwzlLuTGyWBPtTH2oB6hz1Oqxz2J37Pp1stZLOStGhxwCXCnmlArKdQemESTc0NPje0GQv2LvvvusrNxNlEH6bZ3IN4AbKeZj5EsI0JRsqhJbQC9OtWzd/vmToDSHe9j0L76EjfVlh3Czh24QO83suRCY54G9sYGCb9dZbz/Xo0cPbhbRaLzogRtkWpo8xtjygeaDkAa89DxTOw/nIX1ooO7YhVKUtwZb0klm+Ke8w30KI6kCjjEYTjWp6lmkIMVMtjQsEFw3SSkBYGueh8VjqPEyWAjTSK3X+SkJDkDDfNM9QCA1SGrvsj3eHfOO147fkOa0RWwz2v+CCC3yD2Ww4YMAA36BD1NKZAIgAPEV88hv25TnCBCo0nqzTIwmNK7sPsx+NRp41NLiLDSvKCsegMW4eK0JlsQXPwWIgwJjYiEYhv7e6wzMNe+QRIUD+aSfw+7Ausk650A4B0olnjvLDe2flR9QEjdNC5Ue5ky5+Z41VPMs0ypNeea4LPFdERyTTwjksLSHYa8SIEb58C8HvyAtpJc0clzyQJjzTxX6bBvWC6xIBTV0ireSJ49E+Ma8+NiE/XBvkg/OyL2WHLekQSoMypJ1E3bb2jtk3aTPqAOkJ7yUsCMj//M//XMBDyX4Io2233Tbe0mRD6l6pie0Q21xbjHnHjpyPa5myREwVCkMvBL8hrXQcINQ4nuWTewV1B6ijlB/buMat/ADxXKj8aFeRT+qPhULbbPJp3tZCk9ylYeWQp/MEKFs6UBC75Jnf80n6rIMn69BJ8o2zjcgUOr44DgudHuQhLBOOjS2os7YfeoW0JMFTTH2oBazOER1i1y51nmuI+yB/dyYaGnGrVhFER5ZTIuC4EIvti7BFSHHB0SuT3JeHHiHJhEfz0OFipEeVG529doPf06vETd169+g9pbc0DL0qhk26ZOmYPHly/I3zNxAWIO94NHfbbTffuOJmywOB8/Tr188/9BGKpJeXvsPRRx/t80lPWZYQb9JBw4GbG9O1c3Hy94UXXuhtYY1NbDNt2jT/IEF03nbbbT4M6Nlnn/WhIsC5SR83cS4GHmw8LFnPKlQR0pwX++O9//Of/+z/xg6EOnM8zgP8TR55eBncqPJ69ovVHUQ/ab/00kv9J/YiLVzoQtQDWe/B5cJ4sDydSnhQEKN4HWiE0SjLEurGvYzGVfKhTGOUhfugNeqAhzi99bz2gu00htIaX9yziCiiwVxIaOARoQFn90o7J/fvsIFojT/OU6yhxzlJk3kADTuPHZfj0TjBXmkhdkkQCeQZLwz3O0RPGG7Is5DjJs9bKD+UFSGsZkOESVr4IunkvMzMm3beQmXHs4U0W9nhQcHzxPO4kIABypY8Jssc8GBwHjpBTIAjSuzZm6XDm/2xOTZJqzuUHw1jGrohyXpicBzsU6rOc172Iw/shwAKz1Go/BBZtCdo2yCY8MpRX7BjWJ5AWsgb50rLm8Ex+Y6JxgpdFyGkmbRzXI7Hb61s2EYdIHLAOiWMYnl67bXXfEc5tiINdryQ0LbJ8xa6Hqlz1D3aH1Yn+aStlDakivqGzShbyp1zJPMBCHLacrThLA3UCdp/eP6S9SIN2n5cc+Qbe3EuK8Ni9b5QnUQM0tZiqAfHw45pYbGcl30pK+zNeW2/QuWHzfkd+1H3sDftOV7/w9j8EDtGsizSoG1O+5r6W0z4J++XBvmgXgG24n7EvADUBbNR0paF8sh1RXnwnV1j3AeT1xVQBoRhU69wZnEv5Bxh+kgXtuX8xShUnm0B18ILL7zg61zyGupocK0V6mCoeQHMmIuQNEFUSPCYAGaiFeuh5iIizJYHH8IUQUzPDReOXVgIYG56WQWwUUq0k3dCZ+jRAzyqeIERzOTT0oY4tzzi0cVrzdhYBHwpEHT0kt53330+NIi/yQvik/PbudLAG4popvcXuLgRjNiFHkHyhmjNIxa56GHSpEn+E+ihpcOBY1EG5BvoPED8YyNj11139TeNPBQrB/JI7511MAhRb9SaABb5IKoIIZpsUHZGaBTyHCOEmtDWcmCSHhpAdPiGjVSec3iYreO7M4MYxRtGp3taKHAWsD+N/qRXtLNCu5G2IPUmTdyWgvYTbSXmMcETaCC28agi0ql/nR3uU9iSToA0kVgKhCgdEXhVy70H1DKIc+oH9UFUnmICuOZDoBEy4ZJXDEEoHJMXIL2K9MLlDScpl7DHD7EXQlrwRvKQ4sbLYu+VSwsZLkb4HkYL60tCKDjeV+L+WbhhhxPAYBNCPuh1QzQyziGvp5TerWQvp6Xnrbfe8kIfcc7C33iabZ2lnPIuBl5uevzp5eOmQ4eBEEJ0BGgM0oEYjrPrzCA86HylAc3zKS/YC485Hbvhsx9ByBJ2tnZm8OAx9IhneDnQ4UK4Ox0R9QJ1Y7nllmsxoVgeaDshdpMdLNRl6nQ9iF9AtNKW5DosB+yP97HQuPeODvUhz2R6onLUvAAOxVBbCCIeqtUSv+Vy+umntxC0lQDhS3g0ghuPMEtaiDW2YTt2yhuKDAjqWrIvvUGEd+CB5sZDOIm8VUKIjgANQUJZy/FIdVQQC4hXG5+ZB+7thF7TeR6CIESgpIV+dlbwhBOimvaak1LQQCcMMkvoc2eBdgsdBkSL0QGQB0J/8XzyWprktUrnVb10vAD3LIYf2ERReWB/HBb8vhzvcUeAqNbkUBBRHTr0JFiVAAEYegEReswY1xrK6akGwoGJuafHkJ7WcKn0GFXE3ymnnOKPTcfC3nvvvYBQJR+ESzGGg33xAhPGkgd+y3iTEDzdYLN8VhtsyRhgQtzJE94BIYQQtQcNX0Tb+uuvH2/JDoKNyXzEj50nPJPzQmd5PXYUE73GWN+80PFPG4v2hWiaICucfTordCQQeVBPHS+ienRoAcz4WMQrY2mBv1kQkVlhQioGlxMOzPGY6KncsFgTdIQuW1ryHIuxIni4CVUyoUneSF+lwatrEyHwyVhds6NhE3DRgEAoMw4DQZzHvvR0Tpw40ffe8zvCqZlxkbHOHK+SmL0L1Qc+KWcrE8LK2ZcJyIQQQtQmhIvmfQUK4FkpNnlWvYHnO8s7V5MgBOvJWx5CvcsbrkxnQ94Zwjs72CPvtYj3vJzrXogsdGgBzOt+mOQp+fqhu+++269nYY899vC9dNttt53/LeNyCTkuBwQdvyXUw9Jy5513xt+WBm80k0UhynhIMVkNk2QVendiayCNDz74oH89EnYkBDocq8us0ISesOCZxjtMqAadBHnGYjD5GDahjHj1EDcz7NQWvfJm80L1Yd68eb6s2YZtmVwMEVxOSJgQQgghhBCi41Gzs0BXG0QnIg8RWgnwMjJmNm1cbRZIDx5LBHmlxz0beH8RgHhA23qcLqEviOe2zE9WEMIstZAWIaqNZoEWQgghRGenQ88CXS0QQ5USv4DXtFzxC6SHY7SlQCN95t1tazhHW+cnK5RzraRFCCGEEEIIUT0kgIUQQgghhBBC1AUSwEIIIYQQQggh6gIJYCGEEEIIIYQQdYEEsBBCCCGEEEKIukACWAghhBBCCCFEXSABLIQQQgghhBCiLpAAFkIIIYQQQghRF0gACyGEEEIIIYSoCxoaI+K/q0JDQ4Or8imFEELEtPU9+Ne//rWbN29evCaEEEIIUX169erlrr766nitJRLAQghRR+geLIQQQoh6RiHQQgghhBBCCCHqAglgIYQQQgghhBB1gQSwEEIIIYQQQoi6QAJYCCGEEEIIIURdIAEshBBCCCGEEKIukAAWQgghhBBCCFEXSAALIYQQQgghhKgLJICFEEIIIYQQQtQFEsBCCCGEEEIIIeoCCWAhhBBCCCGEEHWBBLAQQgghhBBCiLpAAlgIIYQQQgghRF0gASyEEEIIIYQQoi6QABZCCCGEEEIIURd0CgH87bffus8//zxeE9hj1qxZzcv8+fPjb9qOefPmVeU81ebjjz9248aNi9fywe/4vRBCCCGEEKI2aGiMiP+uCg0NDa7UKRENb775Zry2IEOHDnVdu3aN15wbPny4e/XVV92MGTPcgAED4q31y5QpU9wmm2wSrzl38803u/322y9eqzyI3/79+7tevXq52bNnx1tbQnlSZrVQPtSvp59+2v+9wQYbuH79+vm/kyDot956a5+vBx54IN6aHeoltnnxxRdd9+7d461CtC9Z7sFCCCGEEJ2VmvQAP/roo17AFVqSXrW+ffu6Pn36tBDF9czGG2/sG7jVauR26dLFi8iBAwfGWxZk0KBBzaKzPRk7dqxbYYUV3KhRo9wRRxzh/7788svjb1ty9NFH+8iCO+64I96Sj0mTJnlv/MEHHxxvEUIIIYQQQrQnNSmA8VaagMN7CTNnzmzelvQi3nXXXd7ziBAW1QfvJt73xx9/PN5Smzz33HNe9J599tluzpw57rPPPnMnnniiF8NTp06N92qCfW+44QZ30003le295Xf8fvz48d4rL4QQQgghhGhfOvQY4OOOO8578GxJstdee7kbb7zRrbHGGm7JJZf0ImfIkCGud+/eXuAYhOduvvnmbpFFFnE9evRwBxxwgA9dzQvjbXfffXd/fI7FeadPnx5/67w3kWNzDsIQSctDDz0Uf9uU3jvvvNP/bpn/3979h9xVFnAAP4GSQkH9ETlYZDRJyWCCgcKiogULHS4yWrhooeDCJCMFJcUJihM3MlqkZDRo4oKJkxYYTRZIqFgYWBSsMFBY4R/7wz/8w+B2v8/u83Z2d++7+7573+2dz+cDp/fec8495znPuQ2/9/lxVq0qn73iiivK8dLFO5566qnSCp5AlW05Tvafr8v4NGkNTdflHOOSSy45Yaxr6id1+thjj43WHC9/znXXXXeN1hzv5lvrP6/73njjjRPuze23337SvrnGvH/mmWfK+yrXl/X9+ou0pl544YXdc889N1ozu127dpXu89///vdHa7ru3nvvLa3X/euMhx56qLv22mvL/uPyvcuSluN8r3Kvc98njYFet25dt2HDhnI8AADg7DqnA/CNN95YWtg2b95cwue4dJW+++67SytfWo0TUrZu3VpCzRNPPFH2SahLoFyzZs1cK+aLL75YwuhC5FxXX311KcfevXvLuM8EvnQPjv/+979lPGlCeMaTvvrqq93ll1/ebdq0aS6M5xhpjUyZ05qdUL5t27buyiuvnAunCVkJwylfttXxpbm2hUjgy3nSypnW9ZQ1dVMDeYJbypb1//jHP8q6b3/726VL7w9+8IPyPh5++OFyD9LtOoG3L93Ssy1L3HTTTXPv87lIHaT8KUdffrjI+mzvy7WnDOPBeBYJ1SlnX+5Pvg/1B4ZIHT/77LPlezVJvjMp76OPPto9/fTT3f79+7uDBw+WHxQmyXEOHTq0qB9VAACAJTQ4wxZ6yj179pTPDEPaaM3J6j7jhmGnLDEMd4O1a9fOvc4S999//2D16tWDd955p7yPAwcOlOMdPXp0tObUhiF78IEPfGBw7Nix0ZoTDQNSOeaRI0dGa44bBrzBli1byuuUdRg6y+uUbxhC517X8tZrff7558v7GIa1sm4Y4Edr/i/r85lxueYdO3aM3h23fv36ufNH6mQYvgfDgDjYt2/f4IILLhi88soro60n2r59++Diiy8evTvZtHLE7t27B8MgOnj99dfL+7fffnswDL+DnTt3lvd9+R6kLP37NatpZUjd9sueup1Wn5H9U3/970fuXb1H43KcHG8Ygkdr4OzJdxEAoFXviscgzaff4jcMwKNX/5fW3rQCPvDAA919991XljpecyHditOKm66umTF4krQwpqttWpr70rrbP0+/jMNAOnp1srTQVp/4xCfK3/HJwaZJS22WtKLWa86Sls1+K2XqJeOrs98wpHePPPLIxDo8XTfccEM5V22VT3fotPJm/bi05H/ta1+ba1lfqBz3VP75z3+Wv+NjzftyH2cdc16PM95CDgAAnFnv+gB8KpMCUULs9u3b5w1A43KcU81CvdjQttTSHTvGy5Muz1u3bh29Oy775LrymeWaZCz1nW7Ce0YTnmXSqIy/XerzpUt27c7dl2Dan8E6Xa9jqZ5rXL9j9bgAAMDZ0XwAzhjThLxMhjS+LCQAp0UwrcA1XI7LsTI+eLyVNmOCT7dV9aWXXirXMD5edpq0RCfUZv/xa+4/LzjX8uUvf7mEw4wXTivwYibbqqbVTdx8883l2Gn9zfjb8SBepYU6rfaLkd4AGavbL0fuR229rz7+8Y+Xv5PC8mLU8en1uAAAwNlxTgfgtNwlXKTrbuR1loW03CXw5TOZ4Kl2UU0oGn8szqnccsstJTBlluJ0Gc4xM1Nx/sZ1111XWiCzPesS5O65556y73e/+92yz0KkS3WCXMJbJvnKBFM5fuTYOUc9d+onr2v4TlhOmN2xY8dcd+McK2Xpd9PNc3ATSn/5y1+WcJzAnEBc6zefqefJOfvv+yEz0tU7k0bVusnfvkxElePnMUVpEb7mmmtGW060cePGMtlYJslaqNRz7lHuda4rdZjJw9LSnAnVqpQjdZnnUS+FTCyW4y1H93EAAGB253QAro/gyUzFUR+xk0cFzSqhJF1u0zJYHwmURxDlkTkLkTG5mf05gTSPCko5EjLrmNqEusz+nICZbXm0UT3vrC23fQmBefxOZpa+/vrrux//+MejLV15PE+ti6iPH+rPbP3DH/6wdDNO1+M8VijHyjH/9Kc/le0Zj7t79+6ypPU6ofnJJ58s5c+jnKJeS5aMD+6/7wfpyPkSnGvdTJq1OrNa53Opt5xvkjrGuv5diNyjdLNOC/Nll11WHkOVlvDM/N3vnlx/IEhgn2XM8HzyQ0DOmR8oAACAs+s9mQlr9PqMSMA8w6ecWVpIE3jSRXhaAJtFbQ2tLbLj0iKb7YsZ45rHIaV7cOowx5l2jlmlHAmdCYLLNca3r7bWTyp3JuJKq3QeyzRfWZbiunPNCb3TgnS+CwnJeSxVWr8XKz+k5JqOHDmyqNAOS20l/xsMALDcBOBzTD8Av5ukK3ZaozPWuP+c4bPpV7/6VWkJTgtxfzbxWaU3QJ7lnJb+dIGHlcC/wQBAy5qfBIuzK4E+/0GebtxpbV0p4TfyuKUE8ozbHh/TPItbb721fF74BQCAlUEL8Dkm42jTBXghM1SvZOlqnImpMg56pXYRThkX0z18Kbpqw1LzbzAA0DIBGKAh/g0GAFqmCzQAAABNEIABAABoggDcqDyq6V//+tfccrrPu51FxtIuZjKple7vf/97mfF5MTIJ2LuxTgAAYCVa0QE4weD3v/99CQl5JM2f//xnYWGJ/OhHP+o+9rGPzS0vvvjiaMvyyPE/8pGPdN/4xjdGa06WfTLJ10qQibnyvXvqqafKjwXT5MeDz3/+891vfvOb0ZrZ5bh5RvB8dQIAACydFRuA//jHP3aXXHJJt3Hjxm779u3dnXfe2V1xxRXdG2+8MdqD03HvvfeWiXBee+210Zrl9b73va8sq1evHq05UX7ouPrqq8vMyWdTfmDJY4/y3cv3Ls9czg8Ev/3tb0d7/F/2/epXv9pdddVV3YMPPjhaO7vMev300093Bw8e7Hbt2jVaCwAALJcVG4DTKnbppZd2b775ZglpWd56662pAYqVLY85OnbsWPfwww+P1qxMP/nJT7q9e/d2hw8fLt+5fP/WrVvXbd68+aSW4Mcee6y0FP/sZz8brVm4fMcTtPO84HQRBwAAls+KDcAZV7l+/fruggsuGK053op43nnnjd51pWXuueee6771rW9173//+8vy0EMPjbYe98ADD3SXXXZZefTH+eef333mM5/p/vKXv4y2HpeWvHzuU5/6VNlv1apV3V133TXaelxaANMC3d++mO7Y6eb7xS9+ca68n/70p09o9cx1f+lLX+ouvPDCUt7sm67fVa75mWee6T70oQ+V8qSlPOXJ+hqg7rjjjrKkC2/Wp8w55kJbV3N9Oc4HP/jBcoy00PbHuiYA5vj97tN5nXU5d6TFPu/rkuP1pYtx1n/9618v73N/6r51Xbq/5326G/elG3fu7fj45ZQz3a0X01tg586d3U033dR97nOfK+/z/fvpT39awm/KWqVu0n35O9/5zsRn/eY6Uu5bb7213Ofcz+9973ujrSe65ZZbSmtwrgcAAFhGeQ7wmTTrKa+66qrBRRddNNi/f/9ozclyrNWrVw82b948eOGFFwbbt28v6w4fPjzaYzB45JFHBvv27Rv87W9/K/vkuGvWrBltPW4YeAbDcF32ffnllwfPPvvs4PHHHx9tHZTPDYP34NFHHx289tprg4MHDw6GgWVw5513jvaYTT3O9ddfP3j++efL+5zzzTffLNuPHj1arnnTpk2DV155pWwfBrHBMGDN7ZPrS/nz+ZT50ksvHRw6dKjss3fv3rLP1q1bS71cfPHFgwMHDsxtz/pxuZ7xOqtSLzl+ynHkyJHBtm3byjnzOt55553BunXrSnneeuutwdtvv13237BhQ9keWZdjZ1m7du1JZcg1Z1vqIeXIvar7pw7i2LFjg2EQLfe37/LLLz/peClH9p12TfOpdZH7Oy71meuvcuzsm+/VJKn73Mtrr722XEe9vtyLSYZButQdLLd8DwEAWrViA3CC0fr168v+CRM7duwo4aYv27Zs2TJ6d1zCWMLENAmE+VyOHwlzeZ9wO00Ca4JMX8JYAs5CJMwmgE9z9913l6Ca0FjV8Ld79+7yPmWtQTD1ctttt8293rNnT3mdUJjj1GuM+++/v4TXcdMC8Ouvv17W58eAKoE3x829qLJf1qXOb7/99hIUa1gfl+ufFMKjBsqUZ5J8LtdYJVROKndk27SgOZ9ahknHHC/7zp07y48g06Ss+f6mzqrxuutL8M+5c79hOeV7BgDQqhXbBXoYLrvf/e533TDMdBs2bCjjJNNFebwbbLpJ92VMZcZlVum6mnGdmdgoXaWHQbesr91mX3rppfL3hhtuKH8nSTfjzE583333zS3plrzQMZvpPpyxpNPkPBlv2u/2na6xGT/b7wb92c9+dvSq69auXTt6daJ8JnVYpV5yDbOWudbLMADPXXO6k6cberppVxmTnTGzw4BelieffHJil+DTdfPNN5d7ny7v8cQTT3TDkDnXVbkvdfKFL3xh9G5pjHezTl3m3swn97LfZT91N+1xUx/+8IfL3/lmnAYAAE7Pin4MUiTMZAzmq6++WkLHPffcM9oyXQ2QCRMZJ7tnz55ynISl8cBYx/H2g8oscpyE8oXIufrhdlzC0aTtKdtCyzfNfOfvmxbUtm7d2m3atGn07rj3vve9c2U8VShcrMy0nFD/+OOPl/f79u0rY3WX0po1a8rf//znP+VvX0J//wcFAADg3LPiA3CVcJJWzPlaMBMw01JaQ24mrkqr4a9//esy0dA3v/nN0irX99GPfrT8/cMf/lD+TpLgkyWPDhpfFiLXkMf9TJOAl0mkaiiPhPhM2nXllVeO1ixOWpfTYjprQP3kJz9Z/n7lK1856Zqvu+66si1yPzJZ1bZt28oPDHks0GKe5ZvW0ZjvsznHgQMHyjN3M8FV7uck2dZvpZ5VWrOz5Bx9aXXOfehfd/bLd2vaDwUL9de//rX8OJF7BAAALI8VG4Azi3DCbEJGujRnhtyEw/HWxwSdhJMEscy4mwCV7rJRWzvTnTdBJd1mE6L6EogTPNOaWANzAmdm8K2ybf/+/aUMtYtqyjQ+m/SpZMbgtFymO3E+n3PlPHV25htvvLGEt8wWnPPkdbptJ7QmiC5Ejplz5Loze3G6J+dZylXqK+evMyWn1TPva1nyI0JCd7qO11Ceus09qSE16xJ4U7483ugXv/hF+XweYVVl3xw3S8rSf9+XHzdyvzIbd62b8RBbu6nnfqRbfELouJwjXeWzJPQvVOqo3qOUIeF3y5Yt5Xxpha5qN/RJzwdejEOHDp304wwAALDERmOBz5hZT5kJg7JvXYZh56QJhLL+vPPOm9tnGCAGmcW5ygREmVG5bh+GrLnJhvqTLWWyqOxXj5W//Rl/I5NIDYPe3LGyTyatWqhcQ//aMllSf7KqzHqda63bM2lWf6bhrKuTNOWzdeKr/utM1tSvlxwvkzb1ZVKnur2/9Cd6ygRXdSKyuqTstbyZgCvnyaRTVWZQzn6pr0iZ+p/vL+Myi3W/bsYnHouUL9tyHyfJPU9dZMKvaTM0n0qdMCznyfXlnOMTsEXqsD/jdV/KMD5r9aR1kfochv8yQRsst0n/3wMAaMV78j/D/yA6Y/I82VlPmdbCtCimZXDS+MscK+N70zU1+9QW33E5RlorTzWGM/ukRXQYVEZrTlZbLufbZxZpgU2339r1d1zKketZzIRSaTVOOTOJWFqSF3OMvnof0tI7axfq05G6ybVPOtfGjRtLy/Aw3E4dF51W4CynU9b6XUjdTbtHmdQsz/sdhv7ummuuGa1duLSi51wvvPDCaA0sn4X8GwwA8G6zogPwqdQAPG0saKtqAD58+PBozbkvgXTXrl2li/LpBs6ldMcdd5RZsF9++eWJXbJP5ec//3l32223lfCbrviw3ARgAKBl58wkWLQrgf7888/vduzYUWaBXinhNx588MEydneW2cnHpXU+gT4BWvgFAIDld063AKeVc74uqq2atcv3uaJOdJaJuaZ1cz+bUtfpcr2Y72Gu60x0K4dKCzAA0LJzOgADsDD+DQYAWqYLNAAAAE0QgAEAAGiCAAwAAEATBGAAAACaIAADAADQBAEYAACAJgjAAAAANEEABgAAoAkCMAAAAE0QgAEAAGiCAAwAAEATBGAAAACaIAADAADQBAEYAACAJgjAAAAANEEABgAAoAkCMAAAAE0QgAEAAGiCAAwAAEATBGAAAACaIAADAADQBAEYAACAJgjAAAAANEEABgAAoAkCMAAAAE0QgAEAAGiCAAwAAEATBGAAAACaIAADAADQBAEYAACAJgjAAAAANEEABgAAoAkCMAAAAE0QgAEAAGiCAAwAAEATBGAAAACaIAADAADQBAEYAACAJgjAAAAANEEABgAAoAkCMAAAAE0QgAEAAGiCAAwAAEATBGAAAACaIAADAADQBAEYAACAJgjAAAAANEEABgAAoAkCMAAAAE0QgAEAAGiCAAwAAEATBGAAAACaIAADAADQBAEYAACAJgjAAAAANEEABgAAoAkCMAAAAE0QgAEAAGiCAAwAAEATBGAAAACaIAADAADQBAEYAACAJgjAAAAANEEABgAAoAkCMAAAAE0QgAEAAGiCAAwAAEATBGAAAACaIAADAADQBAEYAACAJgjAAAAANEEABgAAoAkCMAAAAE0QgAEAAGiCAAwAAEATBGAAAACaIAADAADQBAEYAACAJgjAAAAANEEABgAAoAkCMAAAAE0QgAEAAGiCAAwAAEATBGAAAACaIAADAADQBAEYAACAJrxnMDR6fUasWrWq+/e//z16B8CZdNFFF3VHjx4dvQMAaMsZD8AAAABwNugCDQAAQBMEYAAAAJogAAMAANAEARgAAIAmCMAAAAA0QQAGAACgCQIwAAAATRCAAQAAaIIADAAAQBMEYAAAAJogAAMAANAEARgAAIAmCMAAAAA0QQAGAACgCQIwAAAATRCAAQAAaIIADAAAQBMEYAAAAJogAAMAANAEARgAAIAmCMAAAAA0QQAGAACgCQIwAAAATRCAAQAAaIIADAAAQBMEYAAAAJogAAMAANCArvsfQOtLeMkBTPMAAAAASUVORK5CYII=" alt="" />

    public int longestConsecutive(int[] nums) {
if (nums == null || nums.length == 0) return 0;
int res = 0;
Set<Integer> set = new HashSet<>();
for (int i : nums) set.add(i);
for (int i : nums) {
if (set.contains(i - 1)) continue;
int len = 1;
while (set.contains(i + 1)) {
len++;
i++;
}
res = Math.max(res, len);
}
return res;
}

方法二、这个解法就难思考到一点,当然了依然是使用hash,只是这次保存的以当前为末尾的最长的序列的长度,之后如果重复读取则直接过滤掉,如果不是重复元素,那么就需要对其进行判断,如果左右有元素那么就会生成新的长度的序列,最后只需要遍历一遍hash即可。

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8AAAAIcCAYAAAA5Xcd7AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsQAAA7EAZUrDhsAAPjFSURBVHhe7J0NvA3V+sfXyXuISulNUSlKL25vFFEpvVCEkri4uF4rRZFe0LuiuKFc/HGJulFE6YXKpfR65VIq3UillIobRch/vuvMOo2xzzl7n7P3Pvvs/fsyn31m9uyZtdasmVm/9TzrWVm7PYwQQgghhBBCCJHm7ON/CiGEEEIIIYQQaY0EsBBCCCGEEEKIjEACWAghhBBCCCFERiABLIQQQgghhBAiI5AAFkIIIYQQQgiREUgACyGEEEIIIYTICCSAhRBCCCGEEEJkBBLAQgghhBBCCCEyAglgIYQQQgghhBAZQdZuD/9vUcxZt26dmT9/vtm8ebNp2LChqVu3rilbtqz/rRBCCCGEEEJkNhLAacLatWvN3/72N/P000+bTZs2mfPOO8+MHj3aVKtWzWRlZfl7CSGEEEIIIUTmIhfoNADxO2rUKDNlyhTz9ddfmy1btpjXX3/dCmH1bwghhBBCCCFENhLAxRxn+UX8/vTTTzmCt169eqZSpUqy/gohhBBCCCGEjwRwMcaJ38mTJ+dYexG85557runbt6+pWrWqBLAQQgghhBBC+EgAF1MiiV8g+NXNN99sxwArAJYQQgghhBBC/IEEcDHEid9Jkyb9Yfn1tjdsUM+K3yZNmphy5cpl7yyEEEIIIYQQwqIo0MWMoPhluiMnfs85rpQZ2LWpOf+KTqZstYYmq+yB3tUtkf2jQvDrr7+aDRs2mAoVKpj999/flChR+GMmk61bt5offvjBlCtb1hxw4IExpZ+y3b5tu+1k2LJ1i9m5c6fZZ599TJkyZUzlypVNxYoV7XpRsmvXLlsPSOOhhx6qjg8hhBBCCCHyQAK4GIH4Jdqzc3sGxO/ZnvgdcFl5c0GdcqZcleNM1uHnGVP9CmP2P9GYfUrZ/QrKO++8Y95++21z8MFVzQUXnG+qVKnif5P6/P777+aDDz4wb775pjmkalXToGFDc8ghh/jf5g6ikoBia9asMV9++aX5/vvvzf/+9z/z22+/WcG77777esc51NSte6o57rjj/F8VDYjfl19+2Ub/Puuss0z9+vX9b4QQQgghhBBhSgzx8P8WKUzY8gvEt6qP5dcTv01OKGXKldxtzLaNxvyw3H5mlT/cmLIHeSK4pN2/ILz44ovm3XfftSLw5JNPNgcccID/TeqzY8cOs3TpUvPqq69Z8XrEEUdYK2le/PLLL+bTTz81ixcvNv/617/M+++/b4Xwt99+a8vgu+++s2Lzm2++NZUq7Wdq1arl/7Jo+PHHH82TTz5pvvjiC2vdPuOMM/xvhBBCCCGEEGE0BrgYkC1+R5mJEyf+IX695ewTDzAD251kmpx9oilbEZdn/3Lu+s2YdS+Y3SvHGLPx39769uztBQC3X8AqikW1OIFzA+nevft3++nykhs///yz+fe//22ee+4589prr5n169db1+9atWtb62rDc88155xzjjnttNPMSSfVsYK6qCGPLl8IfiGEEEIIIUTuSACnOM7yO3Hi/1k3XGBqo3POrmcG9utjLry6vyl3Wl+TdWLPbNfnUvvafTxlZMxXL5vdHz5WKBHMudxSHCHd++yTfx4YK7x8+XJr8f7kk09MuX3LWYv3pZdealpdeaW5+uqrTdu2be3Spk0bc8UVV3gi+CT/10VLTt6K5yUSQgghhEgqePTRxhaZiQRwCuPE74QJE/YUv+ecYwYNutVc2HagKVvrGmNqtDbmxD7GnHKzMUdeakzpCnbfoAje/eOKbMtwjGSLq33+EFnFDKsL/fTnBhbU1atXm9dff92O+T3wwAPN2fXPNi1btjRNmzY1J5xwgp1TuXKlStYFvFq1aubwww+3wbBSAfLG2OTieH2EEELkDu0AhuLkBfsw3IeYFwz3yQ28nDgW+3700Uf+1sSC9xXeVC5uSabBtcnrmhQEAntyHVn++9//+lsFUDYs+UF9bN26tTVuJOteiBWG5HFPL1myxF5rBLuIHxLAKUpQ/PLSAgROtvgdZC648GJTpmwg4i/uz1Xqmqw615ksTwRnla6Yvd0XwVlrZhmzI9t9OlawoBYm2jHW1W+++cY+qD/77DPz1Vdf2TzF4lKNq++WLVvs+FuOw8LfbMv7ONnCnRcQaWB8L7/lAel+x9heHi6M9SW6M+NoL7zwQnPMMccUKOo1ad2+fbt9WHFM8sz15JyxuimzP7/j9xzn888/t8fl+A7yZ0Wwc4GPAGniOqxf/7U9TvA68J0QQojUgc7YO++80zbSu3fv7m/dE/bp2rWr3ee6666zfzdv3twK3DB///vfbYcux2LfP//5z7aTN9GNf2aRuPzyy20Az0zj//7v/+y12bhxo7+lcNAWGDBgQM51ZEHA4akmjFmxYoUtm0j1PwxtQtpRdNDEu4OisJCm0aNH2ylNuaf79u1rrzXXed68ef5eorAoCnQKsm7dOvuy4IWFwAMEztlnn21uu+02c8EFF5jSpUvb7RHZ9InZ/eGj3oFe9O7ybPFsDjvXmPoPm6wK1bLXowQB/t5779nIxz179jQ1a9b0v8kfrNYEZ2JBfG7Zgtgy9lgHH3ywtaQeffTRVnTmJTTpqUMAfuEtGzzx97N3HE/ymfLly5uqB1c1Rx51pKlevbqdpolycvBwYzzv/PnzrbWWCNYV96vonaukOc7LR7169exv3nrrLfPs7NnmZy+9p5xyin1Zk7aCsG3bNivM16z53Ptcb6NJY2Hmeh1wwIHmiCMONzVq1LAW5JIlcw9OhvCl4fD55//1Gjlf2WBX5KeU95tKXnnxe45Dx8Sjf3vUbP3lFy/tJ5vevXv7R8jGCV8E77p1X9hgXj//nF2nypev4JXfQeYor+w4FmUhhBCi6KBTkvf/3Llz7buSdyPvQN7DYYYOHWotRAhaAjJ+/PHH5r777rMNaN59TNUHNJqJd9qhQwfTvn17u50ZHu644w7r8TRz5ky7XyLA+ss7FWE+ePBgf2tmQBuOhWtx2GGH+VsLBnUAMUSnB6KXTnrqBx36CxcuNMOGDfP3zFwwZCAUqevNmjXzt+YO7UrEb1HP5hHG1ZsWLVqYK6+80raRmZKUtjSxZ1ItvcUVCeAUY9Omn8z9991vxj722B7iF8sv4vf888/PW/w6Nn/qieCxxnz/rreyjzHHtjVZNa81pnTl7O+jhMBbVgB7YrNnjx7m2GOP9b/JHaoU4o2AUu++865Z74nfnTv3tHySJ0QwghOLK4KzVKk9p2ziOLw8OT/HQryFA1mV2KeEdU8+te6p5vTTT99DWCIYaUQggPfAO/cJtWvbcby8/F94Yb559dVXvfQcZHvYGjRosIeQjhYaLitXrrSC+r///cx7YG3zv/HxjlnBK0caKohvPiPN24uIZhwyx6F33tWDIAh6Og8Q/ov/tdhs/227HbPcq1cvf4/sXkR6jJnGikjelGX4dkdAUwYE9jrzzDPNUUcd5X8jhBAi2fAewTKLYPzLX/5i+vfvbxv2kQQwLpKAEHJgdRw7dqx58MEHbXsBEMq8C3kXBDubsTC/8MILEY8dL2IVwAg6xDnlQLuA97ET8sA7DQsfeeMd98orr1gLKzE5Ik0DyHEWLVpk04GQCJYV+/P+c/C+5V3JcWt7bQTeiZE65zkWbqmIUtobzC7h0sk1oT0BDKtiwYLHuR3h80bD/fffb2bNmmXuvvtuc8kll/hbcwehTBrJP+Kb9AXT4MqRtNCmJM20244//njTqFEjf68/oEyoh6tWrbJtK/JKGZ166qn+Hn/ANeTYlAVDyDhHbkYORCjtO9JJOXJMZ4BwZUk7MWiUCKadcmQf9uVYTBOKcAymC9Ho1t1vg1CXgvWC60rZBX8XhDYl+wfLCSHNtSYNlA1po31WEGiHcoynnnrK35I3pJcy4D6gPUy6gtc6CNfQzRpC/mhfUu5OVHMc2qWkPwidaJHKI1jP0AfUs6BG4Xvi61DGiHim7WRf2pwskSA/1AnKkutLWzdSzB0s/uxH3axTp469X2NBAjiF4FJMmTLF3HjjjbYCgLP83n777dGLX8fPa83uDd6Nvk8pk3VYY081HeAdMDZXZl6mvByxttKzFo0AxqWYm4iXGFGruZERu0RU5qbjQYUbL9+xzsMNVw8eFsGH5Pqv15tXX3vVnh8rJsc56KCD7Cfl4o6DpZly4cbkOEceeaT93glgAlvxsEIcY+VE9B19zDHmT3Xr2gcGvbO8+Pg9vW0F6anlIcKDhZ5YXo5ly5a1FmfOh7AnLVhxOR/XmbTgqlPXS0NQ+LMfLxgesLxE+I4HAAt5pAOAcuNFhZWYbXySJwQwVnrgHDzoaRzwcGIfHmo86LgO7O/Kj3RxHH5PI4W0CSGEKBp4NrsGOe/d3ARwJJy1N2gFe/jhh8306dOtMHaNRBqNWIRpayCCE0UsAhjR/s9//tPmnfcU7yfe94888khOw5uyoEywepMnhAd5oczatWtnbrrpJrsf8F6//vrr7fc08GmMc0zHuHHjchrh7twILdohNL4RbwxFC4qJZ555xlpb6YRmO+9kjumO5fKbF8HzRgN5bNy4sW1//eMf//C35g7us1OnTrVpDJYj4hmBAq4cGVKHpx9tGPKNOAlfK7bhXUZ50pZD9FNvEKvkJQjnRoTSjqLNQTuG4WTUvaDo53rdc889VhBxXr4jnZSLO6Yry7BF16XdlSP7sG9uBPPjfhskbKGnvJ0IffbZZ/2t2VAGDB/g3rnhhhvsNuoKHVWkgQ4E1skf56ETK1ZoxwLpCgrzSNDOxi0eqLt4+3F98ARx1xpI28CBA3OuIXl0OiNYvpQl7cTwdcXAFK4XM2bMMCNHjrT3AdePa40A555x4t89j6h73GPg7lcMNuHy4f4aPny4TR/pJI38HbxG/J5OPZ5bnId17m2ebfw2vzJzFHxgp4g7P3qChYeHC3gFTL9TIPELFaubrGOvMVlHtzambJWYxa/FE5KIpWgtovTwvP3W2+b99963D1RuyIYNG1prK247LIhM3Hdwp+bBR+8QPdMINgcP3LffedssW7bMikJELb1aHOeqq66yx6GXHHdwHq6M5+U4WE0RdA7STfoJXnXuuefaF+S1115rzvXSxE1LGilvHhiI1eADOloQlzx06GXGSs25sGrzQCFiNGllHNDFF19sxT4vBdykmWqJMb0O8oCr+KuvLrRjh+l0QJTyO35PBGryznGpF6R/u/dgQOySz+A14jrQYEL8clweaOedd57tGeU42dehpX3Q0jDgAUJv2oKFC6wFWgghRNEQbQMuEjS+AauJg2c+7zYskXSy0wim8UmDFQGUCiA+Wbp06WLfjTRuEXu0exAXNJiDIKh4/7/00ktmwYIFViBjMaPt4HjggQdsGwMXbxr0s2fPtvshbJjn34lQd24a6gge9uf4eGIFxy5zbMQvbRrOSaOcdHIsZ6Gikc67l+Wvf/2r3cZ+bhtLLOIXSAciIBoLF53nCNBWrVrZNJI+8kOeudbBdhYE88PCOTAcBPebNm2arTOUCccjP+Q57Hbtzk3nBPtwPSh3xAkW7CBcG8Rv8HpzTFdmseDK14k2rmOwvIOijbJ323M7F3XuoosusulmiEEQNwaXtqgDTwquD/Vr0qRJtk4ioCmv8O+jgXYawg+XdwRubnCNuDeo088//7y9XyhHRCHDG9y9QPuO/TCcuH241ojSgoIVfcSIEbYjgPzSGcXCOcPXGrgm7Mt5MUrRbqeuBOGYCHc6nrgPSefixYttBw3114FnKudkX+o2+/I3ZTV+/Hh/r/yRAE4h3lz6ph3D44IzIVpuvfXWiOKXXkduEG4ArIqxLohEbtj8HACcsIpWBONasWLlCvO/n/9n088LykVSpjeHlzDjTelNojcTMcjNiXjlty7vvJh54CJQGTeLYOaB5I6DdZUXPMfhRuI4CGV+g3h0uPQjcLHK0hvKvqwD4nXHjt/sOo2OmDsZPCjL//znP1bUVqpUyb5AEKmkjZcheaYjAJcSetfq/inb6kuPHDfsdl9wYuXGhXr16s9sGnmhsj+9ePye41Cmf/rTn+zDF7d48hO+PpQhDzoeHPxNWXENSBNu16xnX4ejrVCnTMk/dWr5B8v3KD8hhBDFA94puMnSIOa57uA9RMOchvGjjz5qLVh0eGK9CVqJihIaw7zL8WJCtAJ5QKjT1sGrLAgC45ZbbrHvbCdYaEu4DgCgPYAHHe87YD9+RyOdgJgOzs371lnBgPc4v8Wry0HHMudw53QUtO0QLQSsBGdVywssv1zvfv365aSJ39H5QSdCMD9AG412JvtS7rQVIFiOzlLoytERtIwD5+ZcHTt29LdkC06OSXvEdWIgLBE3WLW53q7Dh89YOwcSBR0I4AQvcO0R7aTRXQvacNQz8kHbFCjLPn362L/ZP1Y4Fh0DXAPqPwYQrK202YPQaUOZYol2Zcg16dSpk63juPMDVm/qOx0TweeCS29B4FpTH5zXIXD/YiXmfEFPC0D8Yu2ljpFWrj1pD1ruGfeM0MWKS5sX2N91WgHXgLKg04Z73sHf3MMI42iRAE4heEAgyBxY56gkkR6sWBrpFeTGw2U21gWhzUMoeL5I7OMLyGhATHNcRDlpRlxhwcSSCYgxxCJpxjLJDYlo5fikg7/Zh78RwLhS89vTTjvdVmxEISDUOMeHH36YcxweDByHT44TJP88ZIvHaPMZhDwjNrkWiFpEOQ2K8IsCEKmHHHKIadigobVob9/+m70GjJEGXjIIYNKBGwkW29zckffbbz8rgGt7gtal3aWf/DOtE2WE6EcwM+bYiX53HTgXdY5yJB+kj4XAXUIIIYoPPO9x9+Xde9ddd/lbs6HR+PTTT9t3JY1J2hW8K7EA8T4uakg7DWYEZxjeX0CbIEhYKDkBEBQJbAs2sAFvLXCNf3du2heIneCCiAg20vkNwhhRgzcZDXHe4YmG6wdhARSG77nGlI3rRHDQHgO+DxIu8/DvgA53yhIRg9sy7a5wWignjo0Ai1SO5MEJaQwegFhKVRBztDu51i6v5Js8BNNNOwrw3gvm2Y0zDnYkRAvXAGGJJR7RyvmxtmIZDh6Ptjz3O2kIntvd066uI0jB3UvxgHMiSrH6B88d7OQIEh5THK5n/I5OOe6vcMdKEJ4D1CcInpeFY4aFd15IAKcQWECDFlkqQiTxy4ME11kEIjdjQRYe+lj6onF3dcIoP7hJEYP0kh7gCUAsvNwgCFoqJQ89enHx8X/55VfsjexEIzcHAZgQaVRu0sfx6MnEYowQZh3hz3Fwo3jmmWdtbya9o2U8ocf5EHquZy5HGJL+gEAMQvmWLVvGljvCMb8OgTDOEs+4XKyxnBuRmxuUI+OYebAyvRRlRfoRpVi7KT/G7RBsgHznBnnB2oyVmTJzeQXKibLlXKSJFx9/k1aOj0sO5TbLuw70ln2x7gv78j/66GOsa7UiDAohRPGB9yXjDXnP4pbKezMILqxYbHD5xJ0QCwvWX945uEbyzihKXKe16+QO4hrKrmEdC1jxaPzjkskQpccee8xayLF6ujJy50ZMuOi7bqE82c91HgMWdKyrvLsRJQzFogy5BokCzy/IT2zj3QeROuCDFrRYwWqIBwFGGQQh1mSsunPmzPH3+MNKjAgOlyPbguXoOhRon6QyCE7qHcGtAEFKOQYtj7SrAFfccL7JM8aMgsJ1xJqOiy/eDtQxYgQ5qLtcz/B5uUac211zJwpdnY8HlAvXMXxuLOKcJ5J2yQtXf1xHVm448ct9HT63u1+jRQI4hWB6niB5ibHgA7mgROrpC+OEVVBg5QYvBPciPahKFXt8bhCitHFDInx5CVFJK1asYIUW1lJ6F3E9ci4PuAKTd87HuFzyikikwiPYeBhgufzhh43WEkrQgYbecS6/4nL7UA5aTXPSnUvaeQAjJBHAiNhYrZ/kl/Tye0Q64jY/eMkf7D0UnSilEYIAduWH1ZaHZn6dDpQL5+NBQ1m768MxGdfM7zkXvWmu/Bh7wYOaB/rG77+3ea91fC07Php3ax74uEgLIYRIfYLil+AzWHjD0HDHehkc88i7l+c9v3MWoqLCNXojiUjej+DaB9GCMKCdQHkgwBCrvPdwLWW8oMOdG1HDWNJIS9BVlHftNddckzNWmLgcHDfSuMd4QVuJ87755pv+lsg4sRVJKDvLYUHdXrGI4lmA8YFgRrQr8CBwY1xdu4F6FakMWdy53bUsaKdBQUR8QXBTTWFdRKBR/kTgDoo7DBZAh1KkPOcX+C0auPbUMzpurNeg34FA2vgu0nlZqKfgLKrudw7avNEQqbwR13SMRDovC0aeWHD1xwnh3HB5oXMr0nlZokUCOIXAghkUPW+88YZ9+AetwkCFx4WWh50bzxnLwm8QTlgrEVt54QSkE1f54fZFzOHOgHvEs8/OtkGuEGUEiCJyIIKLnlPG45AeLJPcjMG8chzyv/w/y+0DiN5GxjSwjd+ceOKJ1pWL4yB8D9j/AHucYBAxmx6vTPmMBAKbcqRMN2z4zr4kEKOxwvG5dvmJVrD7kq5Amsg3C793x4oGty+fwWjSwHZ6CGncMN6Gl/W772ZH1HblR2Axyo8OiCoHHWgfrq6HTQghROrixC/PbCy7kcQv0LFKh2luwiGStYYoq2ErX6KgUUt7BCEZtvQSWAjCLpT5gRso73NclbFe0jAmKBOdALzvHZwbQRbp3PlBmrHMIQ7DrsXgDBX5NerzA7HBmEfcPzEk5Ab5og5ghQufk7YYFHbMN3WFuDRYwcGNT2Y7ogfX3/zaEExZA//85z+jErNB93euEWIzEs7iGRZ6BQWBieCl/cp9wH1Ep1EQlxdXvomE+51r7EQg5U2awuPjw1A/wbmeAx1f4SBmgNEk3DERDATnoJ5xj3GceODqD2XtOmsiQV7IP/drYTtCSgwhNJdICbiY9Co6t2RuYkQx0ZIRN0HBxI2OeEPI0KsW64KbLmI4LJrCIGJxO6ZyMmUP58wLbgjccHgArl2zxnzjCVJAcB/rVVzGpiB+qegci4fZ0qVvepX+LVPSSwuWY2DsAjfW5v9tNl+s/cJ85x0HIXvQwQeZmsfWtG69PMh5+HAzIHqJAM3NQ1pdT+hn3oOTdOxXqZL3u2P3ck8m/wjqdevWeWnOjgaNC0Usrjmkk7HP/Jbj81IMXqswXF8e6PyG8xCYCvdvOgAIpgWuoyCv41BfePkQzZB8UFf4zW+/ZY+hJl0IYF7MXEOORbmwH+71iF+uA1Zg9mPKKcqQfNDBIoQQIvkwthQhQeelmyMVWGesoRumQjArGot4QfEOw8MquNBBDHRs8mznvUqjnuFTeAM9+eST9lnPFDfBTlfaHghgOrIZKkUU6YJC2skP5+UcvI/cwvvLDfXhPU5HN+9w3knEqSB9LIgOJzzcWEvyFhyuw/FoFDM+k3c470cEFuWIezPWO8qEsYvki/e0g/MRRTd4bs7DvgxNc2mkrBGgtDcQCexDOTKkCGshIjUI71yEN+912lscl+vJe9+JtWihrYMnHQvpoL3Ae55xqUwTRUc20Nai04DrTRuLc5Lmf/zjH1a4MgsGRFuOwPUjrgjtNX7H33QqUAbUHSfI8MijHEkTeaScIpUjZUz7hPO49otrw2G1d+O7KSNc1mkr0baivmBRpc1GvQqmEUgHbWjKGI882lqkld+5Ng35o07wyf1EWdIu4v4J1keHOyaWbu4zIjMH4fwch3pApwN5ob3FsYhqze/Jb7RQLljaMeaQJtJJ+eHiS/kws4i7r0kr5Y1VnvPiOUl5M0SSyNquQwwXeuoABiTKgfuBqZOok1zDYB3gGeHGLwNRlalzWLq5Z9y5uR7UbcQ314nrwbm5VsSVcceLVJ+AMmPBSu3uBb53+eHeIT8cj2cAZe/iCfEcobyZJYZt7n7lunMNop3KU/MApxDc1Jdf3ty7aRbn9GwgVu65+27TzKs8vEDyEkR7waXd9at3lUsYU4Ie3hh+6/PEE0+Y5cs/MGXLljOdO3fe6+EQhKpELxkvER6UCKkq3sP4yGrV7M3AwgPS5QFL6zLvobLglVds5T3XE2Tnn3eezSc3AS8sere4sRH6iERuAnqAgsfB5ZeHKDci4hthd+FFF5qSJUrmvJwYU4uLE9MQheFlzz484Dg34pAAU7w88itv8szDaebTM82WrVts0C9ciXPrKCDPnA+LLA8J0sW0UOSJByZh5CkLHlI0OtzYnzCclxcgDyY8BXjIcl5eHJQ9LyDOwX5cBx7wPBQQ21yH4MuXuuZeaJQlHR3t27f3vxVCCJFMeJbnZsXiGe+meyEGRF7wXgSe8UyxiJjg/QB0FNOYxZJHQzgI710CHiGwcL3EyllQyAf5iQQN3qDLIoKMqWMQAcD7mPMTEMhZbWk0Y/XGdhOM2sxv2UbZOAHFeEnaEU4IIHydlxPtgaArNBY8xve6cwNlRERd5zqOQQDB58oQSCPumN26dbN/h0E8Mm2Ls8iSD6z1dD7HCmWJNQ6RyDUC0kj+KDcH7QKspMFyJI1EJi5IOTJ9EscMQjuCAE1hyzztMNIStOKRRupTMGIwdZIpubDKO4sj+9HREaxviDGm9HHlx3XDjZ2pHINpdHCNcEdHeDmCddiNF41EuD46OBf3AuVAey0M9eGhhx6yQ/TcdQGMTVwHJwajgbJAZIfd2EkbYpG8uGsI7Ed+sfoHQazi9efge9JPObpy5v4nynSwDnB+7hsXSIu2Ka7ujHOnrIMu3Vwb7plgWZM2PDvdfpHqE7jrQHkHhTHpZKw+19FBXrhnXEcLcF8R1yB4v1LPGZ8e6RpFQgI4xXjGe0Exkfs6r1K7S4MIvvvuu7wK2tz2dkQlgnf/bsxPK43ZuNyYfUoZU/UsYyocmS2GY+Cf//yn7VWhx4UHGAI02FMchpsG4cWDGuGKkMRSGxaTCC2E3iue+KU3Clfsyy67zN4g/I6eHb7jOOSZ4/CgDQtLeojoJaO3i+PQ09b04qbmjNPPsOfggYS45QbjwelehEF4ECNGecAzlRE3GdHySAvCm4dFXtDbR1opJyy3RFXEQo1ID4L4ZYwxHQT0RAOCmZsVtxN6QOkxJC/0tnF+IkFzzCDUCx64CHZe2rzU6ZhAtJJ28kNvKz2+POwoW9LE+BHXg+ZgX/JMRwHl516U8YwWKIQQoujheY9lCfJ7t7EvjWEa8cmGRi3vbzc8qSBg8ULgsvDud5AvGv0IQNoq4fyRZzyi6DjOLe9uHwg23vPC5Sna/fMieB3zKqN4lKMDYeeCbNGBHuxEj0QsZUQ7hTZNbvu5/NI+CYqgvKCTgyWaNly8CF6XaMooL4LHiibflJ/rJMgtz+6YHItj5tYJAk5YRnP/u+sH8ajf4PKT3/VzdZw2c7gjLz/kAp1i1DzuOGtJ/OTjT7zPrXYb5v3/LF9uLXgIHQRiniIY8bvx32b38oeM+WSKMV+9bLJKlTPmgDrGlNw7ymJecLMgkBg3ys2MgEKA4VriFh6MiGIesIg+hBwuVnzHSwQBRnq5+dgXyyUCDSsllkfAvQfLo3MV4TxYxKnc7jguQiSVnQcrN8fnaz63Pbwch/MjKDmOc2HmPPREkj6EJMfn98Axge/IGzcZD3hEKqLWBcRCZLOQdsQm+eOT37Nw43EMxDoPfa4XYpfrRJ75rXMPQSTTw8WxuJ50DrgHBvuTBvZzxyGfbON4HIeHAmWCYEdEc1zyRQcBrvJAWvgN+3Pt+C3XzD2Mbfltyy4/ygcLMh0X5IUODtykXNkIIYRID9y7jiU/QcS+4Q7TZMF5SSNpKCj//Oc/rWUKq2NQPHBMOo55x2NJdEGMHAgDzp1X3t0+LNHi8hQPgtcxrzKKRzk6qC/unOEyi0QsZUQbMa/9XH7zi1kThDTym8IK/1gIXpdoyigvgseKJt+0H93+ueXZHZN9gbZmJDd4oO7kdQ8EcdePJV64/OR3/Vwdp77FigRwikEFxXr5iyeweHgjPMGJYFxmq+clgnPE74PGfPumMbu2e9t2eQcuYbIOv8CY0tGPRQCEEK652WM5vrWiCVGM1dUtX3kii7RU9EQnNz0vGwRicF9EG6KYvxFviEBcN8ivmzuXQBQuTxyHio34RYhynC+//CrnOAi3FStX2DENiDzKAwHINEguwiDHzk73N/YYCGonbhGgiHX3IOATIYnIdj2H7IfbC8LWdQQwtmLVKuZQXmfKlitrqhyYHe2atFJWCGiuFXmj3Fj/6uuvzOpPV1t3tA8//MgTxTttrxpTDuGSTTqBvHMTI97JJ+XHOckrgph8kJ733/+3FdKUMWWNpRgBHBSt5IfeMDobSA8LnQR8frfhO3sdVn640o4p4W/2x9WFoCex9qIJIYQQqQQdv3hm4abJe5h3Ku0OImVj+frLX/5i35tCZCp5CeBMQAI4BSlVurQVR4jf/372Wc40O4gXorghgo+qXt1a+fYQwZ743e2JX/PBMGM2vJ0tfqFUeWOqXWyyDjnbU7Sx9ZLQs8K5//fz/zxRuMV8awXtFzmWVQJUrfl8jfndE9mky/Ua4bbA77BgOkvuF1+ss3PObtjwrdm5Y6d1Z+amI3AElu1wTw8ClX2cxZnjIEo5NwvH/H3X76by/pVt8CdENMcJlglCmjT88MOPVlAiSgnqgXhkfG2wZ5jyRJgihLHc8gLlvIhPhChCEWFL+hGWpA/RCJwH4UhPGMd2v0P8rvPS+rUnord66UfgMr4Xoc74LSfAHYhY0oSlGmsvx9m0GSG83ivvL7z0f2lFPWkl/bgqE1Qs3ENIGbCNa0L+OQ7HoxNj3Rdrzdp1a82GbzfYfJJfrgNz/LlAEUIIIURxhbYAncN0mDNciKFHdGDTQc6453A0XyEyDdrUtOMZIucMR5mExgCnMAiWB+6/3/zfpP+zwgVBBkQzfuDeweayi841ZSpUyR7Xu+N/ZvemT4xZMWov8Zt1xIXGnHKzpyiP9vaN3RUGkYTVduXKD60I37lzh9nt/eM/YME88YQTzBlnnrlHtDvSjxX7k08+MT/9+JO1unoS3ZT2RB/7YflFuAZFaCSwxmK95FhYcHd4x6Hali5dxlSqXMmKUII7Bc8dBKHMC5CXH0IQccjLkU4GxsaE4diITKytiOUfPSG7zRORlEPWPlmmlCdSD/QEft1T6+7Va0YeEdmUF71r27dvs9dtn31KWPGLuzPu3gjTPTovQnAurM4EAuB4v/zyq922j3d+hC1CnbJjfHheLiKu8wAXZ8rvR+86cP0A8U0HB5ZzAnLQcSGEEEIIIUQ6IwGc4vzqiUgivIVF8BknHm6ee+Rac0iNU4wpUcbs/t/nxnwxz5hNn3mqJ3uMq7X8Ht7EZNW9xZiKBRO/QbAkIoARVC4dgABDkOE+HEnUMeYUQYmQpbohtBCrCLC8RGAYxCXHoNcKOA5WWKyh+eHSwAJYlvltfudHdCLk+R3nR+xzXoRjXmM8KB8s91idOTf7cj5+G0ueKS/nTk75YyGm7Dh/LMcB8uJcwfktgpzOh7AVWgghhBBCiHRFArgY8IcInmStioirYw4uYV4ftL85fH/f+he+jIjfIy4w5pRbTJa1/OY9kFwIIYQQQggh0h0J4GICIviBYcPMC889bX7btNa0rLuPubHpvma/shGsgOUOMubQhiYLt+eK1Qtt+RVCCCGEEEKIdEACuBiBC+5br84yuz6bac6o8qUpv/snY3b+mv1lidLGlNrPmH0PMebw8405roPJKldV4lcIIYQQQgghfCSAiyO/fmt2f/MvY374jzG/fGPM77uMKbu/MZWON1mHnut91jRmH43rFEIIIYQQQoggEsDFHnf5YguIJIQQQgghhBCZhvxjiz0IX4lfIYQQQgghhMgPCWAhhBBCCCGEEBmBBLAQQgghhBBCiIxAAlgIIYQQQgghREYgASyEEEIIIYQQIiOQABZCCCGEEEIIkRFIAAshhBBCCCGEyAgkgIUQQgghhBBCZAQSwEIIIYQQQgghMgIJYCGEEEIIIYQQGYEEsBBCCCGEEEKIjEACWAghhBBCCCFERiABLIQQQgghhBAiI5AAFkIIIYQQQgiREUgACyGEEEIIIYTICCSAhRBCCCGEEEJkBBLAQgghhBBCCCEyAglgIYQQQgghhBAZgQSwEEIIIYQQQoiMQAJYCCGEEEIIIURGIAEshBBCCCGEECIjkAAWQgghhBBCCJERSAALIYQQQgghhMgIJICFEEIIIYQQQmQEEsBCCCGEEEIIITICCWAhhBBCCCGEEBmBBLAQQgghhBBCiIxAAlgIIYQQQgghREYgASyEEEIIIYQQIiOQABZCCCGEEEIIkRFk7fbw/046/fv3N+vXr/fXhBBCJJrDDjvMDB8+3F+LD/1vusms//Zbfy29OeyQQ8zwhx/214QQQghR3ChSAdyuXTszZswYf00IIUSi6d27t5k+fbq/Fh94lo/v189fS2+6jRgR9/ITQgghRPKQC7QQQgghhBBCiIxAAlgIIYQQQgghREYgASyEEEIIIYQQIiOQABZCCCGEEEIIkRFIAAshhBBCCCGEyAgkgIUQQgghhBBCZAQSwEIIIYQQQgghMgIJYCGEEEIIIYQQGYEEsBBCCCGEEEKIjEACWAghhBBCCCFERiABLIQQQgghhBAiI5AAFkIIIYQQQgiREUgACyGEEEIIIYTICCSAhRBCCCGEEEJkBBLAQgghhBBCCCEygmIjgDdv3mzWrVtntm/f7m9JL8jb6tWr/bXC8fnnn5slS5aYVatW+VsKB2W+bNky895775mtW7f6WwsP6SOd3333nb8ldSHfXKOdO3f6W4QQ8WTbb7+Zxe+/76/lz4KlS+0SK1+sX28+XbvWXxNCCCFEplFsBPDjjz9uTj31VPPuu+/6W4oWhBBpQhgWFsTVlVdeaUaNGuVvKRgI1EaNGpnTTz/dXH755eacc84xderUMS+//LK/R+xMmzbN1KpVy1xwwQXmoosuMscee6y56667CiUE33rrLZtG0kc6OX6nTp0KLK4R0gcccEDEhePHg2uuucbWv/Ve41kIEX/u//vfzSXdu/tr+TNi8mS7xMIPmzaZS3v0MA9PmeJvEUIIIUSmIRfoAvL000+bQYMGFdoi+sMPP5g2bdpYq21h4PctW7Y0GzZsMBMnTjQffPCBefLJJ0358uVN+/btraU1Vl544QVz/fXXm9q1a9u/33jjDdOuXTszcuRIc9999/l7xcaKFStsfkuUKGFmzpxp3n77bdO3b1/z3HPPmd69e/t7xcZnn31mPxHppC+4sK2wjBkzpkDlJ4SIDgRprGI2VjbwrL3xRmsBFkIIIUTmIgFchLz66qvWYosoLCyIXsQ4FluE8JFHHmkttgh1QMTFyujRo62AnjFjhqlXr54VwiNGjLDW2/Hjx/t7xcadd95pSpYsaZ599llz/vnnm5o1a9ptWMARwQVxh3ZeAVjkSXNwueGGG+x3BYVrM3ToUFOpUiV/ixAiXnzt3e/tBwwwdz76qClburS/Nf7M8Z6153boYD7873/9LUIIIYTIVIq1AEbwYJlkfDACr0+fPqZfv35WWAbBejds2DDrtouYYz+EESIsCMdhv0jWPs7FApyTBbCyuu3u9249Lzh369atrcBE+MUDRCriNAhC+LDDDivQeOAOXoPx7rvv3kv8cUzENtbrWEDcLlq0yFpmSVMQ3Kpx1S6I0CRvHO/AAw/0t8QHxj736NHDWpEvu+wyf6sQIl6c0qKFeXHxYnNf376mddOm/tb4Mst7rlx7yy2m/L77mlcmTPC3CiGEECJTKfYCeNKkSdaKOnz4cCuEpk+fboUllkoHrrsI065du1q35S1btpiVK1eaLl262LGnbjyrE7DsHyYogBnDygILFizIEbCxCGDGpz788MP2XHXr1vW3Fpx77703R5QHQXQybhVLa6ww7pXyCcKxFi5caE466aSYBSdjlIGxv5Q5HRV0SCCKDz74YCvey5QpY/eJBdy9KUOOgzV5wIAB1hJe2IBpHIvyC9YlIUT86OgJ4PdnzjTXt2/vb4k/B1aubMYNGWLeeeopc/Jxx/lbhRBCCJGpFHsXaMQYFjoiKPP3+++/b8UUgjgsgBBKCM7Jkyfbfd3YU9ZjAWslC0yYMCFHeGK9RHxhNcwPRDviEnfgRILgR2x27tzZ31IwcKXGuo54JZ/kO1ZcACmsxxyHjgrG/eKyzTUsiPszx8QS/frrr9vjcD3pBGHsMi7WBTkmIM5x86aTImytFkLEhxG33GKOSvD91fjMM821zZqZkiVK+FuEEEIIkckUewGMCzEBmZyQRKxcccUVVvwSECrIbbfdtoeYQRxixcQKGQ9iEcDJgPw+88wz5qqrrjKXXnqpv7VgcBw6ELZt22bLmr9jxblMU+5YbOmMwCo8ePBga73H4hwrWPIBizRpYiEoFnnnmFj9Y4V09urVy5Zb8+bN/a1CCCGEEEKI4k6xF8AI2rDbLO7FkcDqGgQhh9ttPKYySiWw+GKtfeyxx+w0QASDKix0EmA1X758uS3f7t2757iBx0qNGjWsmzhBtY4++mg7HhsLNdcBN+ZYINAXIhgLNWOTgfpA/rEqM5471vHPeAZQN3BnF0IIIYQQQqQPxV4AV61a1f8rf3CNDuPGsabL/K64F2NJZWw0waZwVY6nmzVl6MbExuoG7co6UkCppn4AHGfRjQU6QfAECOMCgn388cf2MxoQ0s8//7wVz7i2I/xZ3DRVc+fOtYsQQgghhBCi+FHsBXAsRIpajJs0AjEdxnky3pVxr1hqcQHG8ltQ8YsLOdbYSNZx3I0h1vG1zkIbidIFnAKFjgusvHkFvIokjnPDCd2pU6fa8clucdbuO+64wy5CCCGEEEKI4kdGCeA333zT/ysbRBPCJjx10I8//uj/lQ1W1VS3EJNGgkCtWbPGzgmMC3BhwI26TZs2dkxzGBfNOdbI0gS+wj2ZgFVhCF4GderUsZ/RMmrUKOvmHSlyN9voADjttNP8LfnD+G03lji4cA4IToElhBBCCCGEKF5klAAeOnRojpBF4N1yyy1WOLoIyc6Vds6cOTn7IZIRgewfiS+//DLnu1imQYqWFStW2GNGmps4CPsw1pXATQcddJDdP7g40QoIOPZft26dv2VvKAdEH7/DLdhBuSCuEZbBKZLIc35jZjkm6cOyHIy8TbqxVjMeGJEMrizzC1DW3p8+hWmgghZ+5oUm38xl7FyvoylLAplhqQ4vFSpUsN9TR9LBW0AIIYQQQohMJKMEMONXsQYSEfnUU0+1bq59+vSxlk5A1PXv39+69rIf40CPPfZY6wYcHrdaq1Ytuz/usRwXEZwIAcyYWI4ZycLpQKQzZQ8wBRDCNbwEoyFHI4CBfXB3JuAVwpRyo1w+/fRTa2V2rtAQjQAGInY3aNDA3HTTTTnHxG0byINz2Y5WAJMGjom45ZqSVyz6uCkT9MxNVwXRlKUQQgghhBAifSkxxMP/O+nMmjUrYkCkSGCZO+OMM+zixnQefvjh5txzz7VRhYO4fZlqh7GlCB6W2bNnWxfbLVu2mFNOOcWKIyyEQerVq2eFWbly5exxsDAyp3C1atXMWWedZY4//ni736GHHmoaNmxojjjiCCvoEIb77ruvFcwXX3xxzn7RgpURwcbxgpDXjRs3Wism54kEArh69eq2LHNbgmkiivN//vMfK/A5b26QH8qHPCHwK1eubI/1yCOPmDPPPNPfKxuuBeUbyWU6CNeDDgc6EH7//Xez33772Wmr/va3v1kLsAMhvHv3bmtxzm96JAQv+SO9/I58Eln6zjvv3GNsMWX59ddf2w6L3MoyNyizs88+O6dOCVFcoQOsVatW/lp84Fl+uXd/FIYDvedLgz/9yZx83HH+lrx5Yt48+9k+xqnKmHf4PO/5Ve2QQ/wtsTF36dK4l58QQgghkkeWJzJ2+38nHaIU46qaaLD6sTCWMy/Bl6owLhXB5tx9CwtiFtHI3L5B0VkYCB515ZVX2jKOF7hJ44Idj2mcHFjCEf4FmXNYiHQArxU8ReIJz/LxhYw7ECuXdO9uP+ePG2c/k0W3ESPiXn5CCCGESB4Z5QJdHGG8Kq7Kzk07HjCNEWI1XuIXsPziihwvcIHGJRpX6XjB2GPc28m7EEIIIYQQIvOQAE5xsPw+99xzNnpyvCCIFe7B8YSxuoznjRe4nyNY4ynScW2Pd1kKIYQQQgghig8ZIYBxd0X4VK1a1d9SvHCBoeJFvI8HxeGYiUijEKJo6Nepk12EEEIIIWIhIwQw436xpMryJ4QQ6UGT+vXtIoQQQggRC3KBFkIIIYQQQgiREUgACyGEEEIIIYTICCSAhRBCCCGEEEJkBBLAQgghhBBCCCEyAglgIYQQQgghhBAZgQSwEEIIIYQQQoiMQAJYCCGEEEIIIURGIAEshBBCCCGEECIjkAAWQgghhBBCCJERSAALIYQQQgghhMgIJICFEEIIIYQQQmQEWbs9/L+TTq9evcymTZv8NSGEEImmcuXKZuzYsf5afOjVs6fZtHmzv5beVK5UyYx97DF/TQghhBDFjSIVwEIIIYQQQgghRLKQC7QQQgghhBBCiIxAAlgIIYQQQgghREYgASyEEEIIIYQQIiOQABZCCCGEEEIIkRFIAAshhBBCCCGEyAgkgIUQQgghhBBCZASaBkkIIUShuOmmm8y3337rr6U3FcqVM1t+/dVfS28OPeggM2LUKH+t+JJJ9bNSpUpmc4bMyX3ooYeaESNG+GtCCBE9EsBCCCEKRbt27cyYMWP8tfSmd+/eZny/fv5aetPNExfTp0/314ovmVY/Mymv6VA/hRDJRy7QQgghhBBCCCEyAglgIYQQQgghhBAZgQSwEEIIIYQQQoiMQAJYCCGEEEIIIURGIAEshBBCCCGEECIjkAAWQgghhBBCCJERJF0A165d22RlZWnRokWLliJYeAYLIYQQQmQqSRfAH3/8sWHqYS1atGjRkvyFZ7AQQgghRKYiF2ghhBBCCCGEEBmBBLAQQgghhBBCiIxAAlgIIYQQQgghREYgASyEEEIIIYQQIiOQABZCCCGEEEIIkRFIAAshhBBCCCGEyAgkgIUQQgghhBBCZAQSwEIIIYqcZcuWmcsvv9xfy5+uXbvaJVaGDRtmRo0a5a8lj527dplZL79s+txzj7mke3fT9/77zbxFi/xv82bsjBnmxBjKxsHxOw0a5K+JwjB58mRz2223+Wv5c+qpp5q5c+f6a3mwc6cp/eyzZt8bbjAVvWvMZ+mnn7bbk8nmzZvNmDFjTKdOnUybNm3MnXfeaVasWOF/mzeXXnqp3T8aSr71ltl3wABTwTtHee/+LfP44ybLO7cQQiQTCWAhhBBFynfffWd69OhhlixZ4m/JH37DEgsIEgTw6tWr/S3JYdtvv5nmvXqZjp4YfccTFYdXrWpefecd07ZfP9PeEwOI47zY9PPP5ov16/216Ph07VrTfcgQ8+7Klf4WUVDe8kTbLbfcErUghHXr1pktW7b4a5HJ2rrVVLzySlO+SxdTZupUU9Kr/3yW797dbs/avt3fM7FwP5x11llm6NChVgiXLVvWTPXSccEFF5hp06b5e+XOeq9u/vjjj/5a7ux7222moieWy4wfb0otXGhKP/OM2de7J/Y75xyzj1deQgiRLCSAhRBCFBmIiubNmydclGLd6uIJjaLgb56IWPz+++a+vn3NO089ZSbcdZf598yZpmurVma2JwSwDMeTBUuXmvM6dzabPeEsCseMGTOsRXRnAiyyZUaPtqIXdnhi89cBA8yORo3suhXD3vfJoHfv3marJ8YXenXx2WefteL3vffeMzVq1DA333yzFbiFpdSrr5oyjz1m/95Vu7bN62/t2tn1fbzjY/kWQohkIQEshBCiSMClFCsTVqeTTjrJ3xpfENa4aN5xxx0xuVjHk9kLFpiqBx5orm/f3t/iCZwSJcwdPXvavxHB8WDrL7+YrnfeaVpcd505/OCDzYGVK/vfiFjBuwDhizisW7euvzW+lH7uOfu5q2ZNs8UT2ts8Ubjl6afN74cdZreXfuEF+5lIELeI3SuvvHKPe/BAr7727dvXbN++3bzxxhv+1oJTas6c7D9KljRbPJFNXrd6Av83/54stWhR0izeQgiR9gKYsV649bAkY9wXL5Jbb701X9cnIYTIdMaPH2+uuuoq28BOlADmmfz555+bcePGmQkTJvhbk8uIW24x44YM8df+oGzp0vYzPxfoaNm4aZMV2wO6dDH/mjrVVNh3X/8bESuffvqprTv33XefeeaZZ/yt8WVbnz7m18GDzbbbb7fC0OJ9OgFstm3L/kwg5cuXN08++WTE8fQl/TTFw/q944orzK93323z+/vBB/tbjfn9yCP9vzySPO5ZCJG5pLQAnjNnju2BPe+88+zSs2dPs8l7wcfCV199ZdauXWtmz55tRo4c6W+NHc7buXNn88EHH/hbInPvvfeaBx54wMyaNcvfUnSQ1pYtW9oxb0IIkWogMEaPHm2tTYnioosuMsuXL7fvkqKi/qmnmib16/trfzDRF1bnnXmm/SwsVatUMZ+88IK1LDtxnUl07NjRvu9efPFF88UXX/hbCwYdMitXrrRj050QjDe/XXON2XbDDea35s39LV6j7PPPTUm/nbErQZbnIJUqVbL3SKQOKFyhgfHBhWXH+eebbb172yUHAoD5Vu7fjz7a7PbEuBBCJIOs3R7+30khKyvLRHNKLLb33HOPffkQTREB+vHHH5u7777bHHLIIf5e0cPxiOK4Zs0af0tsIKIZD/Paa6+Zxo0b+1v3hgbdSy+9ZG7wXmoVKlTwtyaXzz77zI7bQfTz4m7fvr2ZNGmS/60QIpOJ9hkcC+3atbNjbAtDnz59zPTp06MKpgPOnfk53400Wg444ACbXoR3QcAldny/fv5awfn3Rx+ZS7z3W5XKlc07Tz5pyudhrb3v73+3yxbv/RILLnL0hzGWkaPbiBH+X8WHffbZx+y33362zVDZK1vqFW2JwtZP6k2DBg2irm/szzmv8URutNigWN41K7FsmbUE/2/hQrMrRs8I6mdh8wrOe65Dhw75es/RRqNsYr2nGPdL0C/45eGHzfZOnezf0UJeeWYIIUSspKwArlixounfv78ZPHiwvyUy3377rVm0aJHZtm2bOeaYY+xDOBK5CWB+j7AOilrELtvr1auX8/2GDRtM27ZtrRX5lFNOsfvxcuXBD/yGxcF2vg+TV3p5YWO1JS18YrWoUqWKadq0aUw90FjKSfMjjzxiLcAcLzcBTJpxP7z66qsT1ssthEgdJICLXgAv9Z7vbb33G9GhX/OezSd474K8KEoBXJwEBtcVeJfVqlXL/PnPfzZHHHFEXOpnogUw4pepgZgmCAgSxTjZWImHAH788cfNoEGDbBvo6aeftm7SeRGzAN6500aEJho0EPiLsc+I/liQABZCFJSUdYFmzAmWzLzAzbhmzZq2d5cHNm7SF154YUzjVbDW8rsgU6ZMyXlpIQ5xfUaMA+7NrLMEXYtx12YbvaUcL5KrdKT0XnLJJTnp5Tdso7eVT8artWjRwlx33XX2+2hB+GKpduI8LxDIWIjj0WMshBAib5ibt8X119sgWNGIXxE9WH8beWLqb3/7mxVwiN/iwD7ffWcqnn9+jvjd3rNngcRvYaEtMsA7byziN2a8c9j5f33xu9M7z1amWlIHvBAiiaSsAEZwMv8cQvD555/fS9RiSWXCdqIUMo3G0qVLzbvvvmvnkYynmGvVqpW1Gi9evNiuMyUC6yz87cDlObhfmEjpRaQuWLDABmcJgjhetWqVPRZiGSGMxThamMMvWpo0aWKtzHXq1PG3CCGESARMh8Tcv0RofsV7rkv8xhcskN27d4/ofZWqIH4rNG9uSvjTgCF+f7n3Xvt3MmEaJDr+XWA6LN2JEr8u+vXOBg2s5Vdjf4UQySZlBTBjfefNm2eFX7NmzUzt2rXNU0895X+bbXHlO6bRcGDxRNARACPVIL2I+GB6cRm6+OKLbT6DIKzdOGeCT/A7BHQieOihh8z3339vpyIRQgiRGG4bNcoMGjnSNDztNGv5PbpaNf8bES+Kk/C1IAg7dcoRv7g9F5X4JUgc8wBjAaYTPhFDosrddVeO+N1x2WXm52eekfgVQhQJKR0F+jLvAYmlFIsp4pYxuE4EIwhxbwpbO7FkMv411SC9iNpwerG+Eqk6SLF7iQshhMiVp+bPN6OmTjWXNGxo5o4daypVrOh/IzKZsqNG5bg97/YjoZcdNixnKeMJ0WSAB9tbXjqY8gkBnAhKLlliygbGCO+qUcOUHTFij/xmbd7sfyuEEIklpQWwA1HLWBREsJvHESEZaUokgjpVr17dX0sd6E2NNDcwVuziMk5JCCFEbBDoCssvMO63D7MbDB26x/LwlCn2e5E5ZG3fbsoGBG7WDz+Ycp4IDC7B7xMFwpd5jnF3ZtongtGFF/YpLIj9IIjhcH4lgIUQyaJYCGDADRix6KyjBLpAAONa7GCdMbW4FUeLs8g6MY2llknhwzh3oM0FfECfc845ZuPGjXY8s4N13LXzmlYp0VB+jPtJlIu1EEJkMv/55BOzwRM3MPf11820uXP3Wl558037vcgcSqxYYUVvUcOsFIAbNBGVIy3h2TMKAhZgIYRIFVJ2GqQzzjjDWn6x5jphi3WXwFAuujHCjfGzXbt2tXPuzpw50wpV3KZZR2AyHy4QYZmo0q1bt7bruPkwTQLux0RmZjwuUQ8JvIVFlu3hhz5pIg2cD+HMudyYXiJC43qNlZd0IMJxeea4Xbp0sfsQcZl8uPRyLgQ9eWL9da9xRNAvzuus2JG25QdRrJnyCei55RzklfQEA3cBY6tJ95AhQ/KdckoIUfxJ1WmQYqWg0yAVlnhMgxQrBZ0GqbAUt2mQcqMo6mdB5gGOB/GYBilWaJPFNA1SnNA0SEKIgpKyFmCm/wGiOmOdZPzv6tWrc8QvTJ061T5w+R7XHaIsO/ELCFREIwvHI7K0W3eWX8Tu/PnzrThECHI8oiASrTkM++EOxPkQwozfdfB7jotoR0wiplkP7oMb9/Dhw3PSyzmC6WV/fhscAxxpW34cddRR1qrMMnDgQNOjRw/7N2kKw7ROlG3Hjh39LUIIIYQQQgiRnqSsBVgIIUT8kQW4cMgCXPyQBTixyAIshChuFJsxwEIIIYQQQgghRGGQABZCCFHswPKbbOtvUTHor39NuvVXFI4ff/wx6dbfooIYK8m2/gohRGGQABZCCCGEEEIIkRFIAAshhBBCCCGEyAgkgIUQQgghhBBCZAQSwEIIIYQQQgghMgIJYCGEEEIIIYQQGYEEsBBCCCGEEEKIjEACWAghhBBCCCFERiABLIQQQgghhBAiI5AAFkIIIYQQQgiREUgACyGEEEIIIYTICCSAhRBCCCGEEEJkBFm7Pfy/k0JWVpZJ8imFEEL4JOIZ3LNnT7N582Z/Lb0pW7q02fbbb/5aelOpYkXz2Lhx/lrxJZPq57777mt++eUXfy29qVSpknnsscf8NSGEiB4JYCGEyCD0DBZCCCFEJiMXaCGEEEIIIYQQGYEEsBBCCCGEEEKIjEACWAghhBBCCCFERiABLIQQQgghhBAiI5AAFkIIIYQQQgiREUgACyGEEEIIIYTICDQNkhBCZBDxfAb369fPfPPNN/5aelO2bFmzbds2fy29KVO6tNmeIXMdH3bIIWb4ww/7a6lP//79zfr16/219KZUqVJmx44d/lr6U65cOfPrr7/6a+nNYYcdZoYPH+6vCZF8JICFECKDiOczuF27dmbMmDH+WnrTu3fvjMrr+H79/LX0ptuIEWb69On+Wuqjey59ybRnTHG670T6IRdoIYQQQgghhBAZgQSwEEIIIYQQQoiMIOMF8AcffGCGDh3qryUWzsP58mLUqFF2Pxb+ThW2bNlizjjjDLNkyRJ/Szakc+3atf5a6hMs3ylTpvhbE8OFF15oZs2a5a8JIYQQQgghipqUFcCdO3c2H3/8sb+WzZw5c8zNN9/sr8WH5cuXmyFDhvhrubNp0yabpvwEbF5wHs6XF1999ZUVlLNnzzYjR470txYtO3fuNC1btrRBYOrVq+dvzYY8FScB7Mp32rRpZvLkyf7WxNC+fXvTtm3bvToNhBBCCCGEEEVDygpgxMm3337rr2WD+Jw5c6a/llwQwKSJz0Ty0EMPmUmTJpkWLVr4W4oerKaU/dNPP21Klizpby2euPJt0KCBvyVxdOzY0XTq1Ml06NDBWtCFEEIIIYQQRUuxdoHGMvnWW29ZV1aW119/3f9mT7D6PfHEE3YfPnOzWGKpYx+O6UCEc9y3337brmPBZZ0lbA1m3Z3n+eefz3XKDI7Jfk899VSBhdHKlSvteTjGxo0b/a17glhnn9y+jwaOcc8995jbb7/dHHLIIf7W3OFclA1lHiS39Lr9wx0LlAvbC5P2wpBX+eKZwML1xcWZ/T777DP/2z1BcJO3VHJnF0IIIYQQIlMp1gL43nvvteMsJ0yYYB5//HH7N666QRAnNWrUMKNHj7YWXOYdQ3wGqVy5srXStWnTxrod169f3/4O3njjDev6zNx78MADD9h1lmHDhtltwDH5Hb/nPLi+MmY2LOwQ2TVr1rTp6dGjh90n1rkl77jjDvu7efPm2fyQPwR3GPbDAtmtWzd/S+xQDnQ0dO/e3d+SOwj7hg0b2vNSpo5bb711r/QuXLjQ/9aYSy65ZK/Q/5yX7UUBbvZcS5derlfQjZnrfuONN9o84QLOctJJJ1nRHIZy4BpQP4UQQgghhBBFS0oL4JdeeskKIbeELa6Isp9++sksXrzYLF261Dz55JN27Ox7773n75EtWPv06WO/f+2118yyZcvMbbfd5n+bDSIV8bZ69Wr7PWM33QTdrVq1MmvWrLHngBkzZth1Fv52XHDBBeb777837777rj0PnwiicBAk0jh37lybHvbBchgW5HmBVZQ88XtckjlG69atTdeuXf09/oDxugiwiy++2N8SOwsWLDBNmjSx43/zgvI777zzTJUqVcz8+fNNhQoV7HaELmUZTi+iENgfd+/weFzKqVmzZvb7ZEJHAp0YwfSSPjo8grz44os2DytWrLD1Buv4uHHj/G/3hHxgEQ+PaRdCCCGEEEIkl5QWwIgiZ2FjQfwFQXQEx6Sedtpp9jPoVoyAQqwELY6RePbZZ3NE27HHHhuzazJpcb+HWrVqmerVq+/lCox4bdy4sf2b85x++ukxBUlCLPObU0891d+SPdYUARq2QF577bW2gyAa621ucMw6der4a5HZsGFDRPELBJtivG0wvXQwUC7ObZj08be7vvxNmTiRnEwQ3gj+YJ5JL2kKXkuuQb9+/ezf1EGudW515sQTT7Sfn3zyif0UQgghhBBCFA0pLYCD1laWvn37+t9kw1hdXFWzsrLsgmttGAIeHXHEEVbUHHrooda9NdK40qBoKwgIJFx2y5Url5OeSGONw+fBsop4jRbOQ77dOVgQn5Co8bL5Bb7CBR3r5iOPPLJX/igDhG0wvVwLcO7hdAjQYYCVHxh3S4dC06ZN7XoyQeTSYRIpvbiCO2KpL27sdNgdXgghhBBCCJFciu0YYKxtCE6E088//2x2795tRXIYrKyvvPKK/Y5xvFiVEzG29JprrrECB3dY0sKCVTA/GP8bzX4OXJqxqAY7BtySiMjGiN/8rOEDBw60bsLNmze3Aj0IQhEBGSm9QaswLtxYXzkXVmOsv0URcZoOCVzGI6WXjpSC4CzHTggLIYQQQgghioZiK4CxLCI4cU911rj333/ffkYCkYnLKq7UwTHC0eLE2ObNm+1nGI6JCHQiCdfh/CyyWE35nbMwRgPjehkLjVAjT8ElLBjZj8BesbhYh8EVOL/yKlGihJk6dapNAyI4aNEmvfw+v/Tixg0E0KJc3HoYxuJWq1YtYeNpcW3Gwh5N+UaLm/v5lFNOsZ9CCCGEEEKIoqHYCmAsu4w5xfo4dOhQG/3ZRWoOgrWXKMTswydT+hRkbCnCFnGEpdIdjyjUDoQewZPYTtRl3JKDkZAdRH92aSFqNaKZQFuAYHYRpgnmFVx3YprxsqSlbt26OelANPIZhql3mDc5mM5YIX0I6PzctOmEYBw1Fm3K3FmNe/fubS2fREzOK70uGBblQ1li2Y+EG4sbDi4WDcHyJE+I6HD53nDDDfa64Vrv0ssnaS4oXAOs87IACyGEEEIIUbSkrADGUovVLUijRo1yxgFjoSPaMqIUCyPutERwDv+O7xFvCB6EExGJx48f73+bbZXjN0GC5wlCgCciSnM8LNDBCMWIP6zRWA8RUEQPRmxzLAcRlRnvym8RXKSFSMMOLIzO2ogYRNC7dWd95NhEKCZ9iEHyzrEiBapCfBJxORz1Ohauvvpqm8/cRHSwvBF4lBFpZ/oocOllyqf80ktaGWdLGecG8+pCQayxwfLlWpGmcPmSV64dHR0uvXgaBN21yV+4E4V1tofhWuPaHalzRgghhBBCCJFcsnYzWDWJEFQoyacUhQRrK/MaI2TpUEgECF8s4nQuMLVQbgIXIY7oXrVqlfUCSGXIkxtvzjh0IVKBeD6D27Vrt9cc3ukKHYqZlNfxfpT7dKfbiBFm+vTp/lrqo3sufcm0Z0xxuu9E+lFsXaBF8sBFG4toeHxvPMANeeLEiVYoYm1lLHEk8Ytl/aCDDrIu0riHp7r4BSKOMxacPAkhIrN161bz3Xff+Wv5w+wAn3/+ub+WPz/88INZt25dTOdIBKSBhfxGC3PG8+yLFo7tzlOUfO2V9Rfr15ttv/3mb8mfpR98YOa8+qq/Fj1bf/nFbPCusYiN9d712b59u7+WN3RKc99FS5Z33H28OshSlBCzhXuBvEYLzwnyGst9yvE5T24xYpKBu/djfc7F+jzdxzs+1zWrCPMqRDyQABZR8eijj1oX33hP5fPFF1/YqM+4T+dlYWZMMFbUL7/80lx22WX+1tQG92/c9DX2V4jI4CVB/AY62KIFy8Hbb7/tr+UOHWoXXHCBqVmzph3CwDOEISlsTyZYdFwaWJiuj2Ee0TSwiT3A8zE/aPR26NDBHtudh2EmsYiWePDikiXmZO96Hn/ppebEyy83RzVpYgaPHm127trl75E7U+bMMYNGjvTXooPjth840HQaNMjfIqJh0aJFtn4w3CcaXnjhBXvf5Yt3P5e7805TqXp1U8mrg3bxzlM6MNQrGSAEea64+4G8sjBULT8+/fRTm1c6zvKDIWzu2O7e5j5MZmcbzxFil7i88pzjuRftcy7a52lJ797e76yzTCXv+FzXyt4zrbz33JYQFsUVCWARFVhlH3vssVyDUxUU5vpFJGIl5SWSG4hJHu65uUanIoMHD457eQmRLmB9QvgmQpAyHR0N4A0bNphx48aZ5557zgpR1tnO98mAQISIWDr2CIZHOog9gOsfU+fFA8oR7xzmWyfeA+dANFetWtU2boNxJhLJOytWmLb9+pmSJUqYJ0eMMPO9cm/pNcRHTJ5sbvPKId4gfhG+r7z5pr9FRAMeBcTASAT7ete/7OjR1gLs2Gf9elO+e3dTeu5cf0tiwQp76aWX2ufKfffdZ++HKVOmmAMPPNB06dLFivl4wH1FUNLDDjvMxvngPLzzX3rpJXs/RmtdLyyIX9pPPFdcXikDnnOxWHbzosSqVabilVeaEsHn5s6dpvQzz5gKcXqOCZFsJICFEEIkFQIWXnTRRbbBlggYKoFlhEYqU8ERhR3B6VwbEaaJhgYwgQ5POukk20A9//zzbTruuusuO1MAgRmxxBUW8oigv/vuu21jmHMgAJ7xGqc0+klDMnjEa3jD3LFjTbNGjUzD004zj3uCoP6pp5qJnvjHVTlefLp2rbmoa1cze+FCK7hF/uBtQb2//PLLEyLOELplfI+D39q1M5u++cZs9kTo7kqV7LayMVr3Cwr3OC7Jf/vb36wo5H5AkHI/lC9f3owYMcLfs3AMGzbMHHzwwdaqzLOM83D/IYK5H5PR8cR5yNdVV11lnysur+75N3nyZH/PwlGW56VXf7iW/3vjDfPTd9+Z7R062O9KvvWWtQ4LUdyQABZCCJE0nGsyjVQsJ4kACwhW19q1a/tbsmH6OEjGGNmvv/7aWodonIY9V8g/xDI2MTdw1TzyyCNtIzxIJa+xSv6TZe2+uGFDc2evXuZwTxQEOaZaNTsWeGOchs/8+6OPzJlXX20+8UTwlPvuM4dXrep/k17s2LHD/ys+MN0f0/rROYJISwTb+vY1Oy67zPx6yy1md5ky5vejjza7TjrJfpeVpHHa3PuR7gc6g7j/P/LqT2FBXJbx8kd8FER1EDq6gPs/0ZQoUcLOMBEeQkKnG/z444/2s7DsaNTIbPfqD9d3F89U73n2W5s2/reekPjmG/8vIYoPEsBCCCGSBg3HAQMGWCEcbqTGCywfL7/8sr/2B84lEMtNojnaa/wzti7S2EmCCgGN8sKC1emDDz6wYjsIFj/ym4y8QscrrjA3dezor2WD1Xfx++9bUXxUKH2FoXe7duaj554zrRJUf1IBxonjKh+PThKgMwSPC+6NAw44wN8aP373ru+vgwaZLVOnmt89AQq4zJbw6zoiKhnwbOF+CAtTrN7cd9yXhYVjM9VjpOkhCXwJ8bi384O8DPLKPBw7xVmfGTYWD3675hrzy4gRZpv3rLF4z5YyrvPSE8M7zzor+28hihESwEIIIZIG1gkaqVgokw1ugoBVtqhA0OCiiDANzhMfbyZMmGDP9ec//9nfkjyI6Hz3Y4/ZgFhbPBE8+b77/G8Kz59OOMHc6zXEK1Ws6G9JT37++Wc7XvfOO++09ZYgkYWxCiOUcJFNFhW8a1/x3HNtkKRddeuabbfd5n9TNOD6jHU4kfc+lmFEMZ18uJonE87NPY81+KabbjJXXnml6dSpk/9t/CCgGUGwSk+fbq38W8eMyenwEKI4IQEshBAi7XEBomgAJ8rynB9EhyU4DY3VsWPH2oZyImD6JIQTVj8sxMnmb9OmmSfnzzc/bNpkDqxc2XwXJ1fMRMHcuqm2wMaNG80vv/xiIxMTxK0ormVBQPSWWrQoJxjWrmrVjNm2zf5dFHA/MBYeS2lU0awLAPc08QYYXvHQQw8lzfPCgbfHyJEjbVwBhlywxMsFOghjfhnvDburVt0j4JkQxQkJYCGEEGkLrsD9+vWzUeyxymB9LQpoGBOgZs2aNXbuczdWMN4QAZpot0yLQoCesCtoMpjhiY0Pn3vOfOgJDwTwtbfcYhYsXep/m3rgapxqC+y3335m//33t7MgXH311TaqcbHAE1//W7jQ/PzCC2ZXzZqmtFcXKl56aZFMmfP444+bjh072s4g7o1EzCTBOHzELxZ7rlGiomznBZ41uF8z5p9gZwTHIk3xZnunTja42a8DBtj5gPe9/npTJk7BtoRIJhLAQggh0hKsMkR/njRpkrWq4SJYFFOp0TDG6oxLMuIXIRxvEPq4yl7vNUgZ+4fVK9lWqDCM/R1z++3273H//Kf9FNFBgCNEG1Pt0GlDnUEIFwd2ly9v3Z531qtnfr37brsNq2HpKObhjReu4wvX73peOogJkIj7AcHJdI7ENHjwwQdt5Omihmceni6MeebZE08IakZws22eALYBsTyY+kqI4oYEsBBCiLQDd2OsrAsXLrTuz4iIohC/CFHcngGLbKLEL2P/cIHEys15ki1+//Ppp3YJc1z16vaTscAieh599FHr8nzyySf7W1IbrLtMh1OaqZC8+uj4vUYN/y9vnw0b/L8SCx1fHTp0sB1fCEGGPiTCE8J1bDG/ONblcDTmRMOYZqZTI79hXGAsPE4KS4lly+w8znwG2e0H+tonTvMNC5FMJICFEEKkFTQIg+7GWIKKAsbj4Y7MtCxYoMLRWuMFVica+T179rRRfovC7fn8Tp1MjyFD/LU/+PzLL+0nrtAieoqLtdeBdbfi5Zeb8r17m1L/+pe/1ZhSgWjsyQiW5DqDXnrpJTtFEC7Qiej4WrVqlXUxZhz/Cy+8UCRxBRDddHhx/jDMtQ61atWyn4Wh4lVXmfIdO5p9A4HMsrxnbAmvDMBZgoUoTkgACyGESCtwe8Q1EeF72mmn2fG3wQXrcKLBOoP7Kg1kxuRBOB3sU1iY8oTxfrhhcr7wOViSQWvv/FiAn5g3z99i7DRIN9x/v/27U4sW9lOkJ7+1bGl2+5Hdy3fpYsrddZfZd8AAU27oULuNaZJ2JCEyMh1AiF+iIDMWNxH3gxPZTK308MMP24j24XPE497ODzr5eL4Q4ItxyA463mbMmGHnPXZznxeG7ddcYz8JgFXB+7vssGGmoif43dzO27t1s59CFCckgIUQQqQNNDxp/MEwr6HGeNjwkgxXRVyfEdpYoy+99NKI6cA6VVjcMWj0RzoHSzJgaqKTjzvOdB8yxJzfubNp74mfEzzB89o775gH+/UzTerX9/cU6QjilylxGP+LO3TZkSNNmfHjrTv07wcfbLZ6wpTvEo0LckenUKR7gaWw/Otf/7IWYIQwIjvSOeJxb+cHniV///vfracL3iVMe8SzhiEXfDee8o8DjPfd6U+hVcp7zpTznqvO+ru9Z08bGEuI4kbWbg//76SQlZVlknxKIYQQPvF8BhNYiulZCgMilcYagVui4YADDrDnzG1/RCdj//IilvM5mD4llrwyNu+NN97w1yJzzjnn5Dk3Kw1pvs8rcjXllx/MuxwL5HV8AdzGt/32m7UAL37vPbN5yxY7/vfaZs2sMM6PHkOHmsXvv2+jR8fC2Bkz7JzAnKcgdBsxIifqcnEgHvccwZFwm+Ue4F7ID+oYSzTT6hAZuMy0aaaEdw6iQe/06jACyY0XjYVY7zko7P3AfYtb8QcffJBr2bjyy4v87u1IFCS/gBin049PrNGcl2sbzTRr+T1Pc/DEPuOASy1caK8xbs+/NW+eI4xjhbwWp/tOpB8SwEIIkUGkmgCOlagbbHGmoI3TwhCNAE4EBRXAhaGgAriwZKIAjpVYBHA8KYp7LhoBnCiKIr9F+TyVABZFiVyghRBCCCGEEEJkBBLAQgghhBBCCCEyAglgIYQQxQbG79WpU8dfS2+Y3oigNplAs8aNTe8ku2GK6GA8a6zjyIsruD2TV8bSZgKZ9DwVIogEsBBCiGIDDbaTTjrJX0tvMkoAN2pkekkApySMQ5cATk8y6XkqRBAJYCGEEEIIIYQQGYEEsBBCCCGEEEKIjEACWAghhBBCCCFERiABLIQQQgghhBAiI5AAFkIIIYQQQgiREUgAi6SwZcsWc8cdd5i33nrL3xIbo0aNMq+//rq/FpmhQ4eaDz74wF8TQgghhBBCiD1JaQGMaBo2bJi55JJLzHnnnWfatGlj5syZ43+bmpA+0jtlyhR/i4CFCxeae+65x9x6663+ltgYOXKkWbRokb8WmSFDhpjly5f7a0IIIYQQQgixJykrgDdu3GjOOOMM88ADD5hjjz3WNG7c2FSuXNlMmzbN3yO1wDrZsGFD07ZtW/Piiy+atWvX+t8IuOCCC+y1vP/++/0tQgghhBBCCJFcUlYA33zzzVYEv/vuu+bRRx81gwcPNuPHjzdPP/20v4cxO3futC61WFtZcnOR/eqrr8wTTzxh9+EzkjhduXKl/f6pp54y3377rb81erBsItRXrVrlb8kd0lxQSzZpe++99+zfWFVJcyS3YsrmpZdest/PmjXLWtNjhfLctGmTLS9XNtu2bfO//YNg+YbLlv05Dmk+66yzbCdGJNiPMuEYzz//vP2NO38Q1kkH56N+hClbtqwtI77PLb0ff/yxPQ/LZ5995m/NxqWXT46f13GEEEIIIYQQxYuUFMCIHCy9ffv2taIyN+69915z4YUXmgkTJpjHH3/c/t2yZUv/22wQOTVq1DCjR482kydPNsOHD7eiJghjR7E2z5s3z35fs2ZNK8Ji4bXXXjOTJk0y1atX97fkDu7cLVq0sAI1VvgNebzmmmtMp06drGtw/fr1bT4dCEDy0759e5vnHj162DJwwjlaSCfjduvWrWvLmPNRxkEQ17Vr17bXi4WyY7yuAxHZuXNnu+Aajkt7GPbhHLfffrsVn127drXn7tChgxWrDv7mXFyj/v37m5NOOmkvgUxnAGngenMcyiYoXumo4HfUF3etuf4Oyo5zu3xxHMqP49CpIIQQQgghhCi+pKQAxhqL2GjUqJG/JTLdu3c3P/30k1m8eLFZunSpefLJJ83s2bP3EHq43fbp08d+j0hdtmyZue222/xvjVmyZIkdOzp//nxrXcbijBsz4ikWwYPlMVpw50YoH3/88f6W2MDiStpWr15t84PQRQg7rrvuupzvyfOXX35p6tSpY7p16+bvET0zZ8605ctCBwHl5coXsci5EYmU3yuvvGL/RpySRjjiiCPMmjVr7FKvXj27LcyIESOsSOUa0YnANShZsqQVqMHfkBbyyfcsCGeEahAEP2nhWCzUJdfhQacG9QEXdb5bsWKFFcJc/3DwLOoM9YH95s6da7+PtQNBCCGEEEIIkVpk7fbw/04KWVlZJr9TImpat25tRVM0FlUH7rdYOhF9iExgXC5CCWHGONQwiEWEDULHwToWVMTlqaee6m+NHvKIqMJtO95g6cUS+/PPP5sKFSrYbVgwEX6UF67O+++/vxV2Xbp0sd+DK9NvvvnGHHLIIf7WvCEflFvv3r3terh8x4wZY622dEI4ELLlypWznRFXX321vzUbLKtcT0RuEKzDuCIjsh0HHXSQFdIDBgyw65wXq/kjjzxi14FtlIUr53B6AcsyIvqxxx6zVnOEefA8dBRwroEDB9pzuTxizb722mtz9sHyTV4j1SEhihPRPIOjpWfPnmbz5s3+WnpTqlQps2PHDn8tvaEDMpYO4OJM5UqVzFjv/VBc6NWr116eT+lKiRIlzK5du/y19KdMmTJm+/bt/lp6w3C4sWPH+mtCFAEI4GQSzSk9gWX34zMvPNG62xM3dt/gEvzd6tWrdzdp0sRu94Tfbk9U7f7+++/9b3fv9oTcXr93S37nzw1+6wlgfy2+eELXHj8I5/KEpf3bE8ER075q1aqY88T+nM8RPjbnZT3SEvydg7L2BKu/9geeWN7tNbh2z5s3b7cnpnffc889dn3ZsmX+Hrtt/sJlGt4W6bzBc+Z2fuqQ255b+QmRLlC/hRBCCCEylZR0ga5Vq5b9fOONN+xnJLB0MqaUfbGGenmxFtAwjCHGNZfvsChiKeV3jipVqlgLId+Hl6D7bXHBuWKHrTJffPGF/YzFop4fWAkov0hl16pVK3+v/KE3G1dp3I6xXuPGzlIQ63sY6omzlFM2kXrOsfrGs1yEEEIIIYQQqUlKCmBcdJs0aWLHewaDIIFzy0K0IGYYg+oEzvvvv28/I4HA6devn3VNDo7lROQyvhMxxz7BJZZxvbFAkCjG4xYkMnN+UHZ0CiD0gzB+lu3kK15QdriXMxY4XHbumkQDbsvO5Z2ODMb3XnbZZf63BYfxv1zriy++2K7jtr1gwYKc8cnAmGbS37RpU3+LEEIIIYQQIl1JyTHAwJhQxowisJo1a2YFFYKXMaYEOeKzWrVqVmzxPSKWBWH8WmAMMNZeLImIWX6DMEQQuXGoHJMIv3wynpT9ENkI4ljG8BLdmOBKQCRjJwQ5d3DcKlAGgJXziiuusH9HixsDHCzD4BhgINgT42XJ5+mnn26FIAGsOF8sQo90ctyOHTva9fAYYGBsLJGXSRPWYOB8broqBObEiRPt35QP17FBgwZ23V2DG2+80YpgygtLMPA3Qc6cFT483hcijQEmv9QHrjWRq+lImTFjhv3eXWu+o+PE7UNZubREyqMQ6UQ8xwALIYQQQhQ3SgzBJJpEEGvRnPKAAw4wf/nLX2yAoh9//NFuw7qJKDryyCOtQL300kvN119/ba3Ef/rTn6yIIQATwsXNN/vJJ5+Y9evXW1H2+++/2wASTIWzzz7Zxm8EL2KIACfss27dOntshNcJJ5xg94mGH374wR4L4cb5Eb78jdU17MqLmy95IVhT6dKl/a3Rc+ihh+4lzhBtTiwed9xxtmxwe/7Pf/5jy2vcuHHm7LPPtt9HCw1lInGTVke4fNu1a2ev0aeffmo++ugjW8ZcC3curt2GDRvs/ojTk08+2f7N4vLAPLu//PKLGTRoUE650YlAdGjqAKKZtDCPMN85wtsQt5yf600nxk033bRHxG93rQmqQWcJ52SqLaZ6ChLOoxDpRLTPYCGEEEKIdCRlLcAiM8D9GEEftDTDwoULrfWW6NxO2AshCo+ewUIIIYTIZCSARZHCOGhc2bGUMxVRpUqVrMWY+Xqx4jIVFRZ5IUR80DNYCCGEEJmMBLAocnA9x92ZT8Z849KM9RcXcbkhCxFf9AwWQgghRCYjASyEEBmEnsFCCCGEyGRSchokIYQQQgghhBAi3sgCLIQQGUQ8n8FEWieQXSZAfILNmzf7a+lN+fLlzdatW/219IZZDh5++GF/TWQC/b3n1voMeW4detBBZsSoUf6aEMIhASyEEBlEPJ/BTIM2ZswYfy29ISaB8pp+kNfp06f7ayIT4Lk1vl8/fy296TZihOq3EBFIaxfotWvX2jkvN23a5G/JnfPOOy9nueaaa/yt2TBn7Kgk9aBxrmBahg0b5n8jhBBCCCGEEKIwpL0AHjJkSFQC+PXXXzfHHnus6dSpk2ndurW/NZvly5ebkSNH+muJBXcs0sDCNEAff/yx/03RQBqwBCDGEedCCCGEEEIIUVxREKwADRo0MB07djStWrXytyQfBDBpYEGQFyVTpkwxtWvXNv3797cdBNF0JAghhBBCCCFEqpIxApg5ZhF0zz//vL+lcHA8RCEWUgd/c3zOs3Dhwj2+Y/+33nrLX/uDzz77zCxZssRfSx22bNliBg4caNq3b2+efPJJf6sQQgghhBBCFF8yQgAzfrdhw4ZmwoQJpkWLFqZbt27+NwVj1qxZpm7dutY1umTJknYbkVDPOOMM06dPH/Piiy9a4Vi/fn0rJGHRokV2/auvvrLrDsYbJ2t8cSxUqFDBrFmzxgwePNhGPxVCCCGEEEKI4k5GCGAE6YoVK8zixYvNAw88YCZPnpwjTGMF8du2bVszfPhwc8MNN/hbjbn55ptN2bJlzerVq82MGTPMsmXLrNh1QayuvfZa+z3WYQfW3/fee8+O940npKVz5857LWyPBdIrhBBCCCGEEOlCRgjgqVOnmiOOOML+fdppp1nX5I0bN9r1WMhN/G7bts3MnDnT9OjRI8cizFjeJk2aWDdpqFy5sv0tVmgHYpj9mjZt6m+JD+S1evXqey2uDIQQQgghhBAiE8kIAVylShX/r4KDaL799ttNnTp17LyBQXB/RgRjyWWOTbdMmzZtj8BR3bt3t5GpnShmbC2u0k40xwvEOa7L4SUo2oUQQgghhBAi08iYIFiFBZH67LPPWrfm8DzBjJeFxx9/3I6bDS6vvPKK/Q7q1atnBfTEiRNtQCxcoLt06eJ/Gz8Y71yjRo29FrYLIYQQQgghRKYiARwDtWrVsiJ43rx55sYbb/S3ZluYmbIIy27Y7RgX5yC4Sc+ePduKYAQxx4w3Dz30kJk0adJeC9uFEEIIIYQQIlORAI4R5gomiNbIkSPNvffe6281dp1xwBdeeKEZOnSoXRDJTIcUhGBYuFNzjHgHv3IgrBs3brzXwvZYwNJ93nnn5Yh9PlkPBvISQgghhBBCiOJCWgtgLLBDhgyxAagckbblxymnnGL69u3rrxlz9dVX2/G7CFnG/8Jll11mli5dai26uDd//PHH1m36qKOOst87OC/BsXCbRgynMk5IM3UUZcYn6+E8CSGEEEIIIURxIGu3h/93UiA4VJJPGRWkC6tsx44d/S2JYeXKlXa+YAJq3Xbbbf7WyDB1EeC+LIQQ8SCez+B27dqZMWPG+GvpDcEPldf0g7xOnz7dXxOZAM+t8f36+WvpTbcRI1S/hYiAXKADLFmyxLr3Mt1RvHn++efNCO9BhIv06aefbgYMGOB/sydYlEkDC0GyhBBCCCGEEELEBwlgH1x7EZxYgRnLG28WLFhgg2f16dPHzJ8/P9epjxDApIGFfRIRJEsIIYQQQgghMhG5QAshRAaRai7QRNZft25d1POUn3rqqebuu+82zZs397fkzgsvvGADEW7fvt0cdthhpm3btuboo4/2v42NgroFb9682Tz99NPmgw8+sOsHH3ywnf89mnRceuml1mPorrvu8rfkzooVK2xZfvfdd6ZEiRJ2qE2bNm1MmTJl/D2ip6B5JS4GacCbateuXXb6vQ4dOtg858edd95p3nvvPXvN8oP6MmPGDPPll1/a/F1wwQW2rAqCXKAzj8K4QG/44QczZc4c87lX90p691nD004zrS66yP6dF3NefdUMGjnSfPjcc/6W6HjHu6//75lnzOODB/tbYkMu0EJERhZgIYQQRQIBA3v16rVXtPy8QPxs2bLFX8udrl27WqGJGOM348ePN+ecc05UAiterF692p5z0KBB5tNPP81JBwEG586d6++VO+vXrzc//vijv5Y7zEHfqFEjM3XqVHsOxPb1119vzj//fCuIkwGdDFdeeaXp3r27PT/pGD58uDnrrLOssM0P8kl+84M6Q5ky8wLnYJ3rjNhHgAuRKJZ69fpPrVubBydMMF94dfVNb73LHXeYltddZ3bu2uXvFZktv/xifxMLiO3Ot91mpkXxrBBCxIYEsBBCiKSDpRDRgnCKN1hcn3nmGdOtWzfz9ttvm+eee85+Vq1a1VqaE3HOSPTr18/84DViOf/LL79sP99//31z5JFHmr/+9a9xEadYfhHYWEERnpxj0aJFZty4cWbVqlX2u2QwevRo29mAdZ7zk45//etf9rtorfv5gcClY6Ns2bK2HDnHG2+8YQYPHmw7URg6JEQi2Pzzz6b9gAHmwMqVzfLZs8187/7698yZ5oYOHcxr77xjnpg3z98zPvzn00/N+Z07xyyahRDRIQEshBAiaSD6mGO8S5cupnbt2v7W+PLSSy9Z11jcah244V511VVWkC5btszfmjiwZiIIOWdwDnbSgTBGhCMUCwsdCYDQLV++vP0b6FyoW7euLYtkwHlwM8el2FGzZk3TtGlTK8Sjse7mB2Kf+tOjRw97LgfrEIsngRCx8NT8+dYi+7dbbzWHB1z6B3XrZk4+7jjz9YYN/pbCse2338yAhx8253rCmg6fo6tV878RQsQTCWAhhBBJA1dg3FaZBi5R7sgTJkywc7EHBSFs3brVfoa3JwLOMXHiRGuxDIMFE+LhsovQZbzucV4jPAxjgZNl7cbCjTU2TDzLHEGPkHaC10GnBiTjuorM5JWlS03VAw80jc8809+STfl99zVvTp9uBv31r/6WwrFh40Yz7qmnTPvmze1xg2JbCBE/JICFEEIkDay+uOpiBc0tGn48qFSpkv9XttDELfof//iHadCggTnppJP8bxIH52/ZsmXEc7mgNAS4KiyUJxb1sPj7/PPPbTkHrc+JJljmCG/GJmMZJuhQ8LvCQJ0J5pVx1ghitkfqbBAiHnz03/+a46pXNz9s2mRuGzXKnHn11eZsr17f/dhjZusvv/h7FZ4quFg/+6wZffvt1t1aCJEYJICFEEIkjQMPPDBuYigamH+9WrVqNjgTY4AnTZrkf1M0YK3FVRfXaFyEEwFWV8Y/Q7LGAAehc4My59xE7eYaxBusvkwTSJAtXM3vu+++pIp9kVkwFrdsmTJW+M727t+Tjz/edroMmzjRNPzzn+MmgrEoHxVw7xdCJAYJYCGEEGkLbrMPP/yw6du3r/n6669tsCiiBxcFWETvuOMOK9QSIQoB8YtbNOOcmT6pKEQh8+qPGjXKdO7c2VqhL7roIjsdVLwZOHCgefDBB62V/ZZbbrHlK0SieOXNN82ZXl3DQjvBu7f+9Y9/mDt79TKfrl1rHvy///P3EkIUBySAhRBCpC1MBYSLMAGxnnjiCSt+g8GxkgViFIsoghR37ESMVyVviE3GWGMRDY+VTRbM0UyZI/IRqASvirfgx5OgU6dO1u0ZizoimOtaVJ0bIjMYeeute8z5e1PHjnZs8NzXX/e3CCGKAxLAQgghMgLEMFGYsUomCyyyHTp0sPPWXn755QkTv4hexC8CcMqUKUUmfsMghCGRZY4rKmXMWG+muxIi3hCMigWxGwQxzNhgrMBCiOKDBLAQQoi0ok+fPnaJRCIDb4Vx7sjPP/+8dcFmntpEiV/OA0yLhAU22SBAsXKHIRJ1vCDSNIHFyK8QyYQxv19/913Esb7MEaxxu0IULySAhRBCpBUbNmywkZaJEByEeXeZRidZ42JxeUas3X333QlzuyY/Lgr03Llz4xJZuiAwvdX48eNzpiRyPPnkk/YzHmXO3M5cw2nTpvlbssHy+8wzz9jOjXPOOcffKkT8aNa4sf2cMmeO/XT8+6OPzH+8un9h/fr+FiFEcUACWAghRFoxYMAAK4YQhohChDCiiTGjuEAnIzLye++9Z6ZOnWqF6apVq3Ks0sElHvMgDxs2zAaYIsI1gacinScZ3H777dbiTXTrV1991eaZiNc333yzjXbdu3dvf8+C06hRI7vQuYG1mXMQAZrrTEcDVvbDZIkTCeDaZs3MyccdZwaNHGkenjLFujzP8ep5mxtvtJGbb+zY0d9TCFEckAAWQgiRVmAFdZbHjl7DlKlyrr/+ehsoCUF85JFH2u8SCZZKQBQi2CItBIcqLM8995z95FiRzsGSDHC7HjdunI203bp1a2uJJeJ1kyZNbJnHa+orOjJwtx49erQ9B+OqGV+Mlb0opnwSmQFjfeeOHWstwXd5n3/y6vi1t9xi5+qdO2aMXKCFKGZIAAshhCgyfvzxxxwRF08IeIUVloXjYwXmM1Fz74ZhLlzylteCpbqwrFmzJuKxg0uyYBzyxx9/bN544w1r3SZtWMGxuscLLOpYurmejAnmXFiC42FhFiIvELvThg0zXyxYYF6ZMMH859lnzTtPPWWnRkoU88eNM1u8Z5gQIr5IAAshhEhbjj76aNOgQQM7bY5IDrVr17ZjfuNl9Y0Ex8bSz7mSGdhMiEoVK5r6p55qjq5Wzd8ihChuSAALIYQQQgghhMgIJICFEEIIIYQQQmQEEsBCCCGKDYxpJepvJkBwJ4I9ZQLkk/wKkY4QRVpjeYVIHSSAhRBCCCGEEEJkBBLAQgghhBBCCCEyAglgIYQQQgghhBAZgQSwEEIIIYQQQoiMQAK4mEGQkKFDh/prmcdbb71lbr31VrNlyxZ/S3zZtGmTLV+3zJkzx/8mtaE8KBfKpyCMGjXKvP766/7a3rhyWbt2rb9FJBrKmjKn7IUQQgghRHxIaQFMo37YsGHmkksuMeedd55p06ZNygqSnTt3WhHh0nrjjTeajRs3+t/Gj+XLl5shQ4b4a5kHguCBBx4wzz//vL8lvnAdER4sjz/+uJk9e7b/TWpDeVAulE9BGDlypFm0aJG/tjeIMOpdpgrgnj17Jj1CLWVNmUsACyGEEELEj5QVwIjHM844wzbqjz32WNO4cWNTuXJlM23aNH+P1KJbt25WRJDOiy++2Dz55JPmwgsv9L8V8WLw4MHmnnvuMZdddpm/Jb5UqVLFTJo0yS61atXyt6Y+lAflQvmI+ENniISoEEIIIUTxJ2u3h/93UsjKyjLRnLJz585m3rx5ZunSpVYARwJr3XvvvWc++eQTu37UUUdZARrmq6++stYt9i9ZsqQ555xzTPXq1f1vs1m5cqV5//33TdmyZU2jRo3MIYcc4n8THVhrEOgs8NRTT5m2bduad99915x++ul2mwM31Q0bNpgrrrjC3xI9U6ZMMZ06dbJluHDhQpu3448/3tSrV8/fIxvS8/bbb5tt27aZChUqmAsuuCAnbQ6+4xjOUp1b+eUFVnrOQzrgrLPOKrBwxAX3iy++sH+T1qZNm9rrAeQnaH089dRT98oPv6esyQ/Xm3wjDN0xHFjysKSzvWrVqnYb1zucbiz51BPEcCRc+YfTGi2kl+v27bff5ple8u2ss9TNYN3lGgbdniPlA9gPKzHXi33KlCljt7tyrFGjhq1XN9xwg3nppZfsvUJaXBmTBvZ57bXX7P1I3kkndTic3o8//tjWCeBeC96/Lr3kG0HJcbgnIx0nHnAO8sN5TzvtNFOnTh3/m+x7nroSrPMufUcccYTtDHFWX+oCHVynnHKKXSet4XvO1Qd+x/0WzA/HdNeN/SBYvg6uD9+TburFwIEDzZo1a/Z6XhWGaJ/B0dCuXTszZswYfy296d27t/KahpDX6dOn+2siE+C5Nb5fP38tvek2YoTqtxARSEkBTOPvoIMOsu5/t912m791b3D3HD58uG3EOzHcrFkz8+yzz/p7ZAvGrl27WmFEg5Rjt27deo/jOrdafktDnwY8FlwaqAUFcUOjGcEQFpXlypWzDe0XX3zRCqdYID+33367adCggT0HYoZG+uTJk03Hjh3tPk6sOHFDQx+RQVqcOKKh3rBhQ/s3jWvKj8b3smXL7LZoIY+UF8elbEkL16RfDC8XygLXcdLpBMpnn31mFi9enNPwx70cAUI6SXukcqVu9enTx3oJcBzqAyKFfR0333yzteZxrTnOkiVLbBlRRx566CF/r2xyE8Ckt2XLljavpMEJUM4Ti1Ahvf379zcTJkzINb1c7x49epgmTZrY83LNKQcabRC8jggmOl3C6XX7kE/qBPWOfRF5Tz/9tD0n9cWlgTxQh7hfqA/8ztUpype6xr5cL45HeqlfQPmSPu436hN1g/qAsAZ3HPKMuEMcs487Tjzh2jZv3twem84F8t23b9+c64wwxluD9Lr0ufpBvhHH11xzjd1OurnXnKil7KifQD45D3WW+5L6wPleeeUV+xsgz1xDXOpdnhHKK1asyDkm6aVeUd4cn/rFPSUBnBpIAKcnEsCZhwSwECIlXaBpWCN0sHblRffu3c1PP/1kG6JYihGtNDBpxDsQtjTa+Z4GNg3boPil0YnQnj9/vhUDWGwREQgi0lBQsIDRsA1bfwHRRIMWy21BQNAghlavXm3zg6CnEe+g0f3999/b78gzDWgINmieeOIJ23DnGOxDGbJ/rEydOtV88803OWWLoIt1jDJCBGFH2XMcli+//HKPRj8ChXw40ZEbM2fOtPuw4EHAcZ0VD4GCGEPAzZgxw+6DEEYghcVvXozwXigck/xynFWrVlnBg3iKFcS6Sy9pD6YX0UU9RJDNnTvXCirSTxk7qz1CiXJhCVskHXQeAOWLOOZcMHr06D1+g0BkG/cK+3J+rk0Q0sj1YR+Ow/0za9Ys+x3j86mHpJPvEXe4ZSM6uaeDkAc6qtjP5Tt43xYW7g9iBnDvk17Kj/pA+ZFmoPMJEc6CIEW4kn7EOSKVsnFlC1xrt+7KEOhA456kHrAP+YY77rjDfjp4PvGMceVLfXRj2RG6iF86O9w9GezIE0IIIYQQ8SElBTDuwUDjPi8Qes7yBLg4AsLOgZWFhr1zOwyDqzIN3aA1EWGNhSzcaI8WfkfDH0stwigMYptGdGGsOghPd2yscTSgHQhv8u1gPyy04XLhN4ij4PZYCV8j0hLr8ZwbMgIdIVEYKHPSAMccc4z9dGXjju3cWIF9Yz0nQgZ3YWfdo7xZX7BggV2PBQSnS++JJ55oP116EZZYA51lH/gbcZdXwKowCFmuv7tXEHfUCbYHQai2atXK/s11ZUGkBXHWXaDjgLQ7QUnHAvdR8F7CE4BzhYU0oh5rKZBvfhO8lwsL5cM97CzlgODlmgXL7u6777b5YcgFCx0OV199tf9tdFAf+J27H/ls0aKFFfVBELeubJxbuLtXeD7RqTFgwAC7LoQQQgghEkNKukDTcMzNfTgIFhuiLTsXVEfwdzTgieCKOKHx2759e9vIdAKR84Qbqo78zh8JLEkck8Y91p54ExwD7MAChfhwlioa1dddd521rAXFKL9z7rFYt7FQIcD4G/dMysWJkmghPZGiA8darSZOnGjFK6KFNGAhjDRGmvPgThrp2lC3IrmCu30pi5o1a1q310ceecTWDaxuWPwjWYBzc4HmPLkRS745TjAf4fQSWA1rZCSC+XTkll7KFkso9YExuXQ0cM2wVDqXeM5L/QgG0Qpuy63cg+fM7fzRHCfeuPskEuQ9mE/qAfUCwY/11bkkBwlfqyC51QfKwt2Tkco3WF/D9zC452BhO8vCcN54PfZ5tm7evNlfS2/23Xdf88svv/hr6Q0xArZv3+6vpTeVKlUyjz32mL8mMoFePXqYTf/7n7+W3lSqUME89ve/+2tCiBy8hlBSieaU33zzjd3vnnvu8bfszc8//7y7cuXKu71Gpf0bvIai/Z3XULXrQfhu+PDhuz3hu/v000/3t+7e3bp169316tWz34eXX3/91d8rOlatWrXbE9n2mDt27PC3xhevkbxXGXoN+t1eA9lf2727a9euu73GvE2Pw2u427IKQ9nNnj17tyc6d5csWXL3smXL/G/yZ/HixTYtnojOyW+k9EULx1iwYMFuT5DaY3iCzf/mD7guuV1jtnN+R3hf6hV1hutNXqkLntDO9VrlVmb8rm/fvnvUFbfEQjgf/D64beDAgbY+hc/B4up8kNzSS72nPlBHOD71f968ef632fAd9ShIcBvnDKcX6tSpY8sCmjRpYut+GMrrgQcesH/ndpx4M23aNHse7oFgubH89NNP/l7ZUGaUD3UiWH+C5JVmTzDbcgqf58svv/T3iFy+HNOdj/KhbgbhXmAfjhVPOKYQQgghRKaSki7QWGqxSOJuiUU1iBuXiyUJV1Esus71kCjOueE1QK07ptcI3WOsIe7PjLnE/ZJ9gkskS1BuBC2/jAPMy50Tt2Ose7G6CkcL+cFS5ax7WFVzc/Ol7LC04pZN2RIdOVr++9//2k9cxl1+CzOOk2MQPZfywxpXEJfivGCMKteU8Zue6LXjpLH85nWtIkGdwTpHGsN1Jp5wHq4drrHh87g6Hw1YkXHR9YQUyseOPy1MgDcH1xp3f2epJ71cMzc+GXB9Zr0g57v33nvNoYcemuvwhbwgGjng7hwuO9zKHVjHGYeNtwbDFnBTjlSHqSO53Ru4UJPvcH1gPVpwJ+d55p53PBsYmyyEEEIIIeJLSrpAA26JCEoazwQqosFPA5Hxj4g1PqtVq2YbmnyP6GNBGL8WcFUkujCNS4QPv5k8ebJ1gXVumhyzfv369rNTp052P4QgDd6gu2J+nHTSSVYMIICDggoxj6AL4lwmCdgVyc03L6Jxgcb9mXXcXskzDXzyRaeCyzfiAnHlXMERdDS+CexEmqMBocBczQThYiwoY60R2iyxVCtECONIuZZAOlywJeeSPWzYMLsdYcB3XEPSyVhLV4ZBl1IIu9uSXqIhU5c4F58s1J8uXbrY60Y6SA+QH753aXBlx3Gom4zj5PxAuhBCsYwfJb3BuhpOL/WQuaSp13T0uGtFPXPu9bmll32dWzf1gTG3QVHG34yPJc0QyUU3uM2ljXSxUK8Q1pSdKxfuVe4D0oBbOWXCPohKl5ZwHvOCMblcT8q4IAGh6GTi9+TB5ZvnCmmh7rj6gLs9Y4FdeZNGOglceQMBtShfOhIQ0OTN5YlrwO94zlAvgecJZXvttdfa9UjlG6yvnJuy45NrTR2nA4tP7mt3b8SDaJ/BQgghhBDpSIkhmESTCGItmlMecMAB5i9/+YudDunHH3+022i0Ym088sgjrVi59NJLzddff22F0Z/+9CfbEGeKIRrWzsrDHMHr16+3ouH33383vXr1MrfeeqvZZ59s4zfCkAZnqVKl7D7r1q2zx8aadcIJJ9h9ogGLIr85+uijbWPVLS6abJD999/f5gUBUrp0aX9r9GAVC4sHGtjuPOeee67Nz7///W87bo2oxTT0aVA7q/DPP/9s8/v5559bIUxjHSEVrfiFww47zHYe/Oc//7HHuPLKK61QZUxVfuImCOPqGHtJWih/ri/jVM8880x/jz+szQcffLA9NoKGa0wkbScOaNiH53AO1odPP/3UBpa65ZZbzPnnn29FO0KG+kiazz77bFvXCMLG/pTJySefbP9mcXki31dddZWNQE7e+Q2ij3PzXbSQXpc2RzC91FGEJPWFOo54A4QWaYXc0ks5ufpAwLTffvvNDBo0yP6W8sJiSb3461//ausIacFq6soSgtvIH39zHO4nhNpNN920R9AmjoPI27p1qxXtpJ+ydlMMOcL3aG6wD/WJNNPJEiuXX365DYSGoOVegOOOO87eH9x3RKvm2ESFJ60snJN8lyhRIidQFfCsqVixoq2fiFuuM8cB6isiPVgf9ttvP9tJ4upDbuXr6ivn5hhcS+opzz7G6HMfkyaeU/Ei2mewEEIIIUQ6krIWYCHiDd4ACN7gFDaAJwGWu/Hjx/tb0ges8eSPKYCCbshuDlwsnc4KnGowRRAW5nDaReHQM1gIIYQQmYwEsMgYcIllyhrmhmbqHaKcIq5wDw66W6cTWCsRwIhcpjnC0o3XBONdsSoWZO7nRINox7OAzgquFV4fIn7oGSyEEEKITEYCWGQMjFslABnuv7gT44KLC2xwLGw6gqs77s58uoBaWH/JN67NqQbXibTioh5P11+RjZ7BQgghhMhkJICFECKD0DNYCCGEEJlMSk6DJIQQQgghhBBCxBsJYCGEEEIIIYQQGYFcoIUQIoOI5zO4X79+5ptvvvHX0hvGozM+PRMoU6aMDRKYCTBV2fDhw/21zKW/dy+vz5B7uUzp0mb7b7/5a+kN02YSA0QIsSdpL4AJekQkXCDoUXhO0mTC/JtXXHGFDbyUFzfeeKOdR9UxY8aMnLltmdN0ypQpNh/5zaOablxzzTV2vmEHkZuFELERz2dwu3bt7JzdmQBB45TX9IO8Tp8+3V/LXLiXx3siOBPo5gnCsWPH+mvpTa9evVS/hYhA2rtAM6UKonH27Nlm5MiR/taiYciQIWb58uX+Wu4gfhG3nTp1skswUi954ThO1KcT7733nmnZsqUZNmyYv2VPWrdubcujXr165vXXX/e3CiGEEEIIIUR0pL0Afuihh8ykSZNMixYt/C3FA6zEHTt2tEsqTlUT5rzzzjOdO3f212Lj448/tsL3jDPOsPPysh6JVq1a2fJo2rSpv0UIIYQQQgghokdBsIoA3HhxY37qqafiMqaMOW2xiDLHa5AlS5bY88yaNWuP82BFZv+dO3f6W7IhXWxP9jg3xqds2bLFLFu2zBxxxBH+ViGEEEIIIYSILxLASQYLZ+3atc2ECRNMjx49zIUXXuh/UzCwltavX9+O13JjghG2jJdt06aNWbBggenfv7+pWbOmFcqAAMZi+9JLL9l1xx133GGtuAR7SSaPPvqoeeWVV/IdGy2EEEIIIYQQhUECOAoYk4owDC8333yzv0f0vPjii2bu3Llm8eLFZubMmdZKy9jXgoD4Rcg2a9bMBsoqWbKk3U7gLyy5WFSnTp1qVq9ebapXr26uu+46+33jxo1NrVq1zOTJk+06YPUlPV27dvW35A9lQEAdFs7H8dw6Ab+iJdmCWwghhBBCCJGZSABHARGYEZDhpSDuug888IBp0KCB/fucc86xn7j/xsonn3xixW/btm3tGGcnfmHatGmmffv2OZGj+Y79ENsOhC6BwZzbNNZgAmsxxjZaBgwYYCMxs2C9vfjii3PWYzmOEEIIIYQQQiQDCeAoQMwNHjx4r6UgUyoFA1oVxvJJJGistojQMLg4M6+hs8ay9OnTZw+hTZ4Qxk888YRdx3qLgI1F1GNFxprMgvs1gtut00EghBBCCCGEEKmEBHAUMJ62Ro0aey0NGzb090g+48ePt4KTcb5hCzJiFMG7Zs2avRZHlSpVrFWYscj8HtdsphgSQgghhBBCiHRFAjgKsLLiZhxemGKpqMCSTOAoAls1b958j4jObp5crLlht+0g3bt3NytXrjS33nqrtUZfccUV/jex88gjj0S0RgshhBBCCCFEqpD2AtgFrHLjXd16bnPNRoLxrc61N7ggNIsSBO78+fNtEC2s1E4EI0Rxg65bt66N7ExAKgJ2ERwrCOmvU6eOGT16tB0zHKtLNmOKXXly7GCwsFjKl6maGM/MwlRMWKP5mzwJIYQQQgghRLxIewHsLJ8tWrSw0wG59aKIPMy43VNOOcVfy4ZtYctsXrAvv3FTHiHOiSqNkHWik20rVqyw0aE/+OADa+VFHLNPGMoFsAbHClZoV57hJZbyPeqoo3I6FQYOHGinh0qFDgYhhBBCCCFEepG128P/OykQkCnJpyx2YP1EABJoK5Ew9vekk04yp59+unn66af9rakP7t2UkeqRELETz2dwu3bt7BzkmUDv3r2V1zSEvE6fPt1fy1y4l8f36+evpTfdRowwY8eO9dfSm169eql+CxEBjQFOUbDc4hrMUpBpkvICAUnjpn79+jaS9KOPPup/k9rMmjXLlgdTNgkhhBBCCCFErEgApyC4MDMnL1MTscRbAL/99ttm5syZ1sq8bNmynPmCUx3STHm89dZbNu1CCCGEEEIIEQsSwCkIEZVfe+21nCXeApUgWRwXy29xEb8wY8aMPcpFCCGEEEIIIWJBAlgIIUSRsXXrVvPdd9/5a/lDR9jnn3/ur+UPx163bp3Zvn27v6VoIA0s5DdaCHCIx0u0cGzOsX79en9L0cD5SUdwer78IJ/kN1q4npwjlrojUoulH3xgFixd6q9Fz+affzYbfvjBX0s+ru7Fcp/xzOLZFSvuXEKI+CIBLIQQokhAILVp08Z07drV35I/BC1iGEd+MLyjUaNGplatWnZYCdHpb7jhhpgEaDwg3kLNmjVtGliOPfZY06dPn6jSwTR206ZN89dyBxHYoUMHU6NGDXsOIv6zJDu44auvvmqDKnJu0kF67rrrrqiEMPkkv/nBsW677TZ7PTkH15frHEtHgYgf/R580Jx4+eURl3dWrPD3isyUOXPMiMmT/bXo2Llrl2nuPQM6DRrkb0ke1D2mlTzmmGPsjB4nnniiOe2008yiRYv8PXKHZxYBqWKF84VnDxFCFB4JYCGEEEkHywbCNxHCBYvJ5V4DfMOGDWbcuHHmueeeMz179jRTp06106wlC+ZHR9Qh1IhhQDr+8pe/2Kis8ZrnnHJs3ry5DW6IMOQcBAusWrWqnd4uWSKY+ejbtm1rSpQoYc9POq644gozcuTIuM5o0K9fP/PYY4/ZqMUurwRzbNmypVm1apW/l0gWi99/32zz6mBDTwiGl8oVK/p7xYetv/xihe+/P/rI35JcqHvUZ+oe3goTJ060ovjqq682q1ev9veKH5yLui6EiD9pLYDXrl1re88IKJUfTKvjlnDDhIjMNGTSCRpLlI1bKKtI5FUuyYTyJ835MWzYsD3SzLVzUA/yymu8obyCaSkq3H3glmCZCFEUME/5pZdeagVMIkD0YmHFqoiFuUGDBubOO+80V111lXn++edjcqEuKAhTGrBMNYfr4/nnn2/Tce+995pu3bqZJUuWRGU5yg8ELo3vu+++21q4OQeC+JlnnjEHHnigGT58uL9nYnHvyGeffdaen3SMHj3azuf+f//3f3GxvONySidG06ZNzYgRI3LyynWmvCdMmODvKZIBgvSj//7XtLjgAvP44MF7LcdVr+7vWXgQvRd27WrmRdEOSAR08PzjH/8w1113nXnwwQdt3bvyyiutCKbuTZo0yd+z8ODR0alTJ/u+LlmypL9VCBFP0l4ADxkyJCoBjLjCNY2HTuvWrf2t2Sxfvtw2ZNKJzZs32/JZuXKlLaPcRCHlwVK5cuUidTGj/KNpLH788cfm22+/zUl3MMgX9SCvvMYb6hFpoAEYjXhPFFhHyLO7H6jPRc1nn31mOnfubG688UZ/i8gUaEjisoqVNhr33oLAPde3b1/rjhsEl1xIxhjZr7/+2hx88MFWdIcbsRd4ggHikQ6s3EceeaQV2EEqVapkateunRDLVCQQpVigDzvsMH9LNkcffbQVCD/Eacxm//79rRt8EFzMIRkdG+IPPvHfpScff7z9TBTzvHf/uX/+sx33++SIEf7W5ILXBvcxnUxBeMY88cQTcTMQIH5PPvlk8+KLL1rPCZ5lQoj4IxfoAPTodezY0bRq1crfktrQmMP9qyDgmkaP5UMPPeRviQzlwYILX3EB0evSXZRRrqlHpIGGYVHCGDmudTx7qAsKnRNYv2iYI35kjc48cJElEj1CGCtwIsAqiMU3CK6KdKKVKVPGWmUTDcKPcX9hsQZYwAGRWlhwy+Q+QgQHIb8IQkR4Mmjfvv1e4gCrLx2npCGcvoKAuB40aJB9Vwdxbt7h7SKxvLdypf087qijzBPz5pn7/v53M3bGDPNFnDuYSnrPjEF//av598yZ5uIiusY8r3hu4FVBZ84LL7xgXn75ZVvHeY7F65niXKrffPNN24knhEgMGSOAsXQiFnF/iwccD6seDysHf3N8zrNw4cI9vmP/SBZULGG4wonowIr71FNP2R7XjRs3+lsLDsfgOn711Vf+lmxcfeFcwfO4/cNeBaxH2p6OzJkzp8AdL1w3GhKvvPKKGqsZSt26da0Ajof4iwbEJu6yWJ0JjPV3r5GerHNHAqsvrsGIQmcJTgS4A3OuP//5z/6W5MG77r777jPnnHOOFQvM3x5veL9yXMZ008nA9U3m+G7xhwW49Y03mu5DhlgBfIt3r53WurWZ+Mwz9rt4gOhFAFeK85jiWMBjhQ4YvNEIfnXttddaoXr88cdbt/x4wTkYTkAHmhAicWSEAOZh0rBhQ9sgaNGihbVAFYZZs2bZRhyupM61DcvWGWecYaN74rpCb3j9+vXNli1b7PdYHlgPCy3cZtJtfHGiwL0ZyyFj2nCDo8e1MIKTa0a9IEgNLt6Om2++2V6refPm2XPhXuc6KWh0XXjhhXaMYRAE4SWXXLJHp0e6Mnv27AI3aGmoIkIaN27sbxEiseBpQAMVa6iz3hQVuDcSrAmr0dixY601OhEQoAcLOM/LsFU2GRD5+p///KcV4Aj977//3v8mfiBIHnjggZzOZjo14jHOWETPuytXWutsv06dzMY33zRb3nvPzPfejQjVfsOG2WmO0gWGjb377ru2TYDn3Pvvv287yAk2d/3118uQIUQxIyMEMIIUK8DixYvtC5PGuxOmsYL4JdIlD8FgwwLRVLZsWTveioAnNPIRuwRlAnoL+T5oOcP6izWMcaLRgttzVlaWXRjTyW/dekGtcomEABGM9Yy0xGrBJYoqva+8hFj4PdejICB+CUxVpUoVM3/+fFOhQgW7HQs+51i6dKl1q+M8dJqQXsClmvWwAKSRzXaOFy+wtIbLzC10BhRHuAeESCY8g3ER5p6h0+ymm25KiEUyPxCDuGavWbPGPhfDY3bjBe+fLl262HcFAanKly/vf5M86HCgzFkQpgwFYYqkeIKFjGvKO5fyxCWVzoVM6IRMFWZ47aBXJ00yN3nXt2zp0nYb0Z8n3n23na4onlbgVIAOLDqumHKM+nfRRRfZdgKGELxMhBDFh4wQwLyMjzjiCPs3c7bxgoxVfEFu4pcgQ4gz3K+cRRih1KRJk5zgR1gY+W0wSiWClf1iGSNK4+a1116zC78dOHBgznpRjzWNBIKQ+RojLeHAMPmBdR2XI+B6soQt6tFA0JhI4heefPJJe92Yx9KBNZ/OCncupm6h4eV6fAvSkRENNBwjlRtLsoUk+aUus9B54Fy+WYoyOJoQ0cL99Pjjj1ur6/jx4/2tyYHnA4IXEYxYQwgnAubcxcuCmA1YgZM1/jc3cOfEGgyJLHOELx2DTIP0r3/9y98qEs3hXv360wkn+Gt/0PjMM+3nfz75xH6mA3QksTC9WhCEMB1rGD2EEMWHjBDA8bDKIZpvv/12K4zCQU0QBIjgoDWWBatg0EWXORmx2jpRjNhCXMUiBIkIiPsoCyKIAEduvSgDPuUGwbaIZBhpCbodR0Os++cGjWAE3SOPPLKH+AVELh4DweuIIAZnWaCjARHqLO6Ma0WMx3s8H9c0UrmxcP5kErTkI/wpP7eO94MQqQRCKFKDFBGMy2IyXWURogg0cFMExRueTbx/8F657LLL7HmSLX7xsoo0D6+L0ByPMscNlQ63SG7sLlAjHZwi8Wz77Tcb7OrzL7/0t+wN7tHpAkI3t7YawlieB0IULzImCFZh4cFHowKBFA5370QUwgr3tuBCsB8H4hUBjZjgJY7lEFe1dAZxhCtepKUg1tt4QEdGs2bNbEM0nAY6FS6++OK9riOL8yIArP10YOBKT0cHjc9YLdr5wdjwSOXGkmyrK2OeXDkwvRN12a0ztECIVAIXRaYfCjdKEVCIJ8YCJwNiP/CMxxKKi254WqZ4wfOIOZV79uxpo70Xhdsz7qCRglC5qYkOOOAA+1kYeAcTcZdOhTBOfNPBIRIPcwCfePnl5ob77/e3/AFz9kIk63BxhaCNPD9cBHcHzxi2xSsKtBAiOUgAxwDWVl7ABEcKzl+KhZk5hLHsBt1UWcJWWRoIBBFCBCMiOGZBwR06Fd2eg9D4c1PwhJd4jpeNBaZhoewQtAS0woLvoIGKuEQIh69lUOAypg2r/6233mo7MliPN26qqkhLYeqNEOlOmzZtrNANjsujoco8tVgiEciJhsYy3kK4XNOZxfODwE3BhX0KC2MQn3nmGeuBgpcRbtbh8yQDpn1DCPBsdVDWRPyGeESjRvwi7rF0Mx7TwTOb5yLW5nPPPdffKhLJgZUr2/G+r73zjpkTGN/9w6ZNpu8DD1jrb684zY2bCvDM4B4mhkDQm4FpubiPiyLauhCi4EgAxwi9gARQ4QV87733+luNXWccMIJq6NChdkEkE6EyCMGwaIhxjIKMGQ26ohKJGAHm1mMZ10xgmKD7qlvn+PEk6KIdXooyIBJWe6wIiFjcE11QNMZ242pNFGjKluvIJ5Gig9CxQdArrP7khQ6QeIPoDpeZW2JxBw/WGWAcOn+7AG3J5KWXXrLjr1lckBy3HuyIEKIwMH8mz2rqOMKQjkc6t6ZPn26tpPEerx8Jni+IURrLCDdcdMMLz4/C4o7BuybSOViSAc9Kok4j+skvsRKIuUG6mBLp/DgE/cKtmyBElOtZZ51lryNjMllwb8cbJ96eOCJ3xtx+ux0HfO0tt5hLunc37QcMMCd771PG/k65/35zwjHH+HsWf6jbDz74oH1n/elPf7Kd+2effbYd205nddgzUAiR2qS1AEZADBkyZA+xEGlbfpxyyil7TEhOICbcXxGyrtHOuCsiByP46I1mjCQv4qOOOsp+7+C8jClFgCGGYyVeQaUQcPwGl2zKA2s060Vllc0Pyp95HoNE2pYXlD15JZ9AGRAEC5fnN954w24j/0R+pvHmglsxjjtSIxJXYOpAJLe/VCJYZ8g/9Y+/CzpmHHfooJUnFnBPdCKe68fi1ouyQ0QUHVgI4914xOqKVZROQqyCCCa8ZXATDnZcJhLuMfKW18I8uYUF1+NIxw4uyQC3ciI9P/zww1aoYoHHKowbeDyfkQxd4R2LRY7OBYQvwb94hrvxxiI5HF2tmnnnqafMfd5zvHLFimbrr7+aTi1amDenTzdXJCjKOTAncPsEBZLLCzqOqePU6x9//NG6PdPBnMio8u3atbPBToUQ8SVrt4f/d1IgqFCSTxkVpIuHWCJcWYOsXLnSzhfMOFTc8YoL9O5TPoz5TGV4QRFojKjYiQTh69yncfvLq/MB13gsnKlY70XmEc9nMI0zF+U3WTCWlHMm2+KCZTPZeaXjDUv26NGj/S3JoSjySpR/AuxhYUsm5BXPgEyHe3l8v37+WnLo4bUrCKTF3MHJpNuIEdaTIJnQadyrVy/z008/+VuSA+dU/RZib+QCHYCXL5F9Czq3bF4wvyzj0RBNuOIlq1e+sFAeLMlulBQGRKlLd7zdarEK0+N7ySWXWOswU2zlJn6pR6QBt18hhBBCCCFE0SMB7IMLJuIGKydjeePNggULbPAserlxuy0u45QoDxbcgHGTTnVwQce116U73gL4v//9rx1nxjlwlc4rqiv1iDTgrkf9EkIIIYQQQhQtcoEWQogMori7QBPYiiBLyZ52pCjcgglwdeSRR9r8JpOiyCvTRBGxOtkxFeQCnU1RuEDPW7TIbP75Z3Nts2b+luRQFC7QDJWijifb+08u0EJERhZgIYQQxQYakJky5yZiMNnit6ggn6keUFDEl2aNGiVd/BYVPLOKy9A3ITIBCWAhhBBCCCGEEBmBBLAQQgghhBBCiIxAAlgIIYQQQgghREYgASyEEEIIIYQQIiOQABZCCCGEEEIIkRFIAAshhBBCCCGEyAgkgIUQQgghhBBCZAQSwEIIIYQQQgghMgIJYCGEEEIIIYQQGYEEsBBCCCGEEEKIjEACWAghhBBCCCFERpC128P/OylkZWWZJJ9SCCGETzyfwT179jSbN2/219KbUqVKmR07dvhr6U3JkiXNzp07/bX0pnLlymbs2LH+WubSy7uXN2XKvezV7x2q30JkNBLAQgiRQegZLIRIFX7++Wfz2WefmS+++MJ8/vnn5pNPPrHbjz32WFO9enVz9NFHm2OOOcYKOSGEiBcSwEIIkUHoGSyESGV+/PFHs2bNGiuI165dawUyHhiIYZajjjrKCuSKFSv6vxBCiNiQABZCiAxCz2AhRHFjw4YN1kqMGEYUI47Lly9vBTFiGFHM3/vuu6//CyGEyB0JYCGEyCD0DBZCpAOIYgQxYpgFgVypUiUrhGvWrGlq1KhhhXHZsmX9XwghRDYSwEIIkUHoGSyESFe+/PJLs27dOrN69Worjlk/5JBDctymWapVq2ZdqoUQmYsEsBBCZBB6BgshMoVdu3aZr776yo4pxnWaIFvr1683hx12WM544uOPP94cccQRpkSJEv6vhBDpjgSwEEJkEHoGCyEyGaYzwzIcjD6NOzWi2EWfxn06WlHM8WRRFqJ4IQEshBAZhJ7BQgixJ9u2bbNi2EWf5u/vv/8+J7gWy5FHHmndp8N0797dXHzxxaZZs2YSwkIUEySAhRAig9AzWAgh8gdRjBhGFLvo05s3b84RxC769I033mgtxWXKlDFXXnmlufDCCyWEhUhxJICLGR988IGZM2eOGTx4sL9FJIItW7aYe++911xxxRWmXr16/tboGTVqlDnllFNM48aN/S17M3ToUNOxY0frbiX+gPoNlH08eOKJJ8zGjRvNDTfc4G/JnUy4v/QMFkKIgvHLL7/kiGICbfE38xYHYX5i3jcnnHCCv0UIkWqktABGhIwZM8a8/vrrtieuSpUqpn379nFrGMeTJUuW2LR+++23dr1Bgwb2AUia48mUKVNMp06dUqoBS765Pv369fO3FH+eeuop07ZtWytgX3vtNX9r9DB+iOuUl5DiXuDYeYnkTKRz5872c9KkSfazsJQrV87Wz2+++cZGA82LVLy/4o0EcHTcdNNNOc/zdIf5VLdu3eqvpTdY6bZv3+6vpT+Max0+fLi/lpnQNuH5nwnsv//+5qeffvLX0h/Vb1FQUlYAY7Fp2LChbYAgehGSRPLbtGmTefrpp/29UgesTFiP6tSpY9M8cuRIG0Dh3Xff9feID6nYQD/vvPOsFTNegiUVoPMFK+4FF1xQIAuwBHDBibcApjOD5wbjtPJDAlg42rVrZzv3MoHevXsrr2kK+Z0+fbq/lplwL48dO9Zfiz+//vqr7WhNBXr16pXQvKYa5DfT67coGCkrgGkEz5s3zyxdutSOs4jEzp07zXvvvWfD2gNjMSKJCYTzokWL7P4lS5Y055xzzl5upytXrjTvv/++nTC9UaNG+VqK8gNBjHAn0iBCOMhbb71lIw4WxJIdbKAvXLjQ5o0Q/mGRxliVt99+21q+KlSoYIVc5cqV/W+z4TuOQWcD5FZ+uYFlHhj/QnkNGDDArgPpQXR8/PHHEY9J+jjv6aefbte5NqSFzgPS27RpU/sZC6SH43Fcrje/v+yyy/aaBD9YH7jWwbpAmXB9HOSrVq1a/tofsN9LL71k88g+WBXg1FNPteXsBDBeAOzHuUhL8Bo4AUz9Jj3UTepEOL2UIdcSqLvB+8Gl15U3ZRjpOJyfc5B3oEOJ9MQbOg44j6tTZ511VsTyywsngB977LGc+hnON/WHc9HhRP55BoTvAzqkKBNHbnXb1ReOR1k/8MADezyjgmXH9atUqZLdTr6Czwl3P1K23G/h65gqSABHhwRweiIBnHkkWgCnEhLAQkRHSgpgGq0HHXSQGTJkiLntttv8rXvDGEpcHxAdNFIRw0The/bZZ/09sgVj165drTCiQcqxW7duvcdxOQ6NXn5Lw5pG8JNPPlkogcB5e/ToYaMIhoWcc8l88cUXrdCLBY57++23WxdrBB8NcBr6kydPtuNJgTwgwJwYQ9wjihBbTozQUMfCDghAyg8BsGzZMrstGjgHIFo5ftDde/HixebDDz+0kRF//vnnvcqgZ8+eNp3z58+3v7/kkktsmhA0Lr1z587NEcjRQN3q06ePmTZtmj0O9QFBFHRhnjVrlhWmiCGuAWWItZ5GAgTLhXThBh22RLK9fv36Nk+kj+vINjo68E7gnJQNnxyf7RwXVq1alSOCXXq5di7fXB/KzomnW2+91dZxzsP1YZ977rknp/66a02e+/bta0Ui9ZfjcRwgnwTlcNuBvxPhElazZk17PtKBsCS9jz/+eFTWVwcCmPKkzDgW8Pcrr7xi6z1wzy5YsMCeh44yyjh8H1xzzTVWHFNupCXSc2fcuHG23Ch3ypxjcE63rys7yrlJkyZ2qAPBULjvRo8ebVq1amWP37x5c7ud9HFO6gbpDQrkVEECODokgNMTCeDMQwI4fZEAFgVlH/8zpaDRjCDDOpcXNKoZ60BDH0sxonX27NlW+DgQtogMvkcIIfCC4pcGLUIbIYZ4wWUZ0YNoJg2xQCMZwUOjGpGKsAoLP0B8ITqxWBUEJwwIwEB+EPScy0GjG+HNd+SZYA0QfOljoabhzjHYhzKMRfwCx2VB6JEGt86CIDnxxBPtfpQLEFwIYQPkwVn0rrvuOlvWLi3u94jkWJk5c6bNCwvCiOuBqAHOiVUe4YK4RqDwNwKI74DzujwErYlBRowYYT+pK4hj5+bONQj+hrRwfL5nIe/PP/+8/2021FnyTP1koe4i0oF9qb8IbL5bsWKFXaducY8EoY5Tf9mPDiDqtbsPKHfW+T3nYknUeCjuI7weOAfnoxOI9MYKeaZOUSfoNKAzB9EbhDwhbLlW1F3uW8S2Y8aMGfa73MYHUS9cBwS/p+yCvwfuE8qR77jW7Mf9Rb4Qv0C6qD+kk3OSb7jjjjvspxBCCCGESB1SUgDjHgyIkbygIYql0HHaaafZT4SdA6skjWncEyPB+EBES9A9EmGNWAmLjPxAaGC9GjhwoBV0uQloRAIN87AbdixMnTo1R1xj1Qu6emLJClpj2Q8LV7hc+A3jXIPb4wnXj7Qwnx5CBUEzceJE+x2iGAHMuem06N+/f45llPRShggPJ5ijBbHlrJzHHHOM/XRlg7Dk2M5CCNdee629Ts7FOBrIC9fOWWnJJ+XphL4DYe1EEvvwG6yEQRDIzspNuhF6CDvAqku9xJ3WQTAPyikspBFurg5zrfnb3RuHH364/US4k/ZE4jo1HNxbBTknngNu/DT5QNy6cnFQ5ghOdx/wm1juKe590nv11Vf7W/YGYct53LOIc3EO12ECdGLQYebSwWeLFi1s54sQQgghhEgtUlIAH3jggfYzLCjC4GqIKyoufSzOJTcIVhsar7gvHnrooebmm2/eo0GOyOU47hgsZ5xxhv0uKCqjgfGeCFus0ggSBBAuy4nANbYjgahEiBOK3+Up3BhHBCI6sX7jbo4LZ1hgxAMEBmKBzgGEBKIO2MZ3XAsEKOOPg7g6EBQa0ZBXuVCfOF/wWlNGEEsnAOKSOoMIpY4wXRKfYXf2vNLiqFq1qv9XNohb5/aL+A8LOsQg+4TLJXgcOoawwCKmAbdc6iOWTq41Lt5hAR0v6FDhPnTli7t5QQi7DgfLxUH5BsuYOo0gjhbKN3yeMFxT9sOrgzqCaKZjBoHr4FrQYROsV7ip59YBJoQQQgghio6UFMBunOobb7xhPyNBY5Rxo+zLGFPGtCE+wyCycHXlOwQfIoDfORBlWKn4Przk5gIbDQQhQoAUhRWIoFSMj8TtlnJhCVq4ASF1//33W1dYLFgIOKI5O3fheEH5IzxxR0Zs8zdCm/NhoXVWyvAUHG6aCmd5iweIKARPpGvtLLXRQNqpN7jPMuUAFmwWZ3kuDBybdAJlE0mYIwRjLRe8GrjW1AvKgPHudErEE7ws6PTBCr9jxw5b77jf4kGwXBJJuLw3b95sRTaWejpLyNuECRP2iA+AJwB1O1yn3BhsIYQQQgiROqSkAKaBjsWWMZUE6wnirCoIKRrFjOl0ViCiOOcGljTcR2mourGRgMhF9CE22Ce4OBfXgoDViLRHCuKElaxbt24xWR1jgfwgeF1HAmnJzZJK2SHWccumbJcvX+5/Ez2UHdciEghgrOx0BOBujBs0+ec3pM+5BoeFEpZivs/PQhcLXGvKgiV8rYOWxPxAAOGSi8hB5NHREI+IypQT1466D1huXYAtByKT9fzGx0eCMsedmrHClGukzg4CR2HBzc/7IhJYxaFLly72XNSneHgVcBw6aVy5xAvqF88CZ1nmHsFyG4R6yXkZ18u1Zkxy0IUeuMfpWHB12S3x7LwRQgghhBDxISUFMDAFCgK0bt26pk2bNtalt2XLltZVFxBWWOFwPSQIDd9h4Q2DtZdIuuzDJw3coFsmjXUaq7g9u/0IXhMOuJMfjK/kNywEbyLdNIw5fhisZIio3MYlFxaEHhZJ8oM1+KSTTtrLfRS3XYJPuTRTroiiWKNSA+6gnK9Dhw72WBzXiTauE9ZfBDkiEwFMcCi2OwhSxO9Jg0uLCyAVTxB/pIOovsG8U78cCDbqGgsdGMF1h+ucIeIxVnMWvg92rESLq2tcK45Dh44T07jUU8dx82c/riVlzXjTWLwTGHdNh4vLLyIXV/BI1xrhy4Krb6w4UU55ch7uqYIKYIQ/wxU4DuWCOH3ooYf8b6PDXTfuteC661RzQpb6Rvlzz4ZFNp0Q1MVq1apZ13HSQvkxtZUDTwquPd+7MuZaEUBLCCGEEEKkFikrgBFILuqts84hVF0EZ8Qx4xwRmTQ+cTcmQisWXvZz8D1ijIY4jWjE1vjx4/1vs91iifCKKCVAEcdCHMTqzoqVyo0nBsQbrteRrMiIJ0R4MLhRtJxyyik2j0EQHqTfQYOcjgHSg/DFukt6guMWKS++wwrIQkPfRbiNFaZZwGJLXp3l0OWbPJJeN0cwoot10ufA/ZhryXWj/LDMkZZYy4fjUj4Orm2wPmCV5JpQB7jGnIs6ERST1DX2ZyHSL4LUrTv4LfUTd1iuI+VKWSOO+A64HmErbXgbIo9zO28GhBrBzRykH+sy5+D4HBuLZLj+BvMYCaKNcz04BvUbyyTlG0lEu4jNlFWsUIfoyADORYcU0bZJXyxwj/Nb8kvZUL48C4J5DNf5SLjrhqh1ZcTi6iZ1nXrHJ+ehDt999917pJd7hO/ZRscDHThcKwJuuQ4P8s114pNt5B0KGuVdCCGEEEIkjpScB1iIVAXBjDUQq2Bw3DDWfIQWQiiS23txAeslnU4IzqCVPlNhzm7EOMLYQUcZ1n8EM279xQ09g6ND8wCnJ5oHOPPQPMDpi+YBFgUlZS3AQqQiWFxZsCITRIqxzbgLY43Equ4iLxc3sIYTIRordNhFPZPBWk55cI251lxzhjhgFY7HuG8hhBBCCJFcJICFiAFcpInui5s248kZU8oUQ7hKs70grsOpAPlx0dIl7P4AF2ncnRm2wLXGOo6FH0s/HSFCCCGEEKJ4IQEsRIwwPpz5pRFBCEZEEmOcY4kknWog5rBeF1cBnyiwAD/yyCM2TgDXmk/G2CvCsxBCCCFE8UQCWAghhBBCCCFERiABLIQQQgghhBAiI5AAFkIIIRIA04316dPHX8sfptq68847/bW8IVI7U4ZxfD45V7Jh+r9nn33W9OvXLycdbirA/CCfl156qb+WN999950ZNWqUPQcLf7Mt2TCdIsNdSMNdd91lVq9e7X+TN0wHxxCT9evX+1tyZ+vWrXa6O5dX/t6+fbv/rUgmn3/+uZkxY0bEhfsvL5577rk9pmXMi6zNm02ZCRPMvr1726XssGFmH+/cyYZ6xlSMRA5nYfrMzV7a8oN6TV7d1IB54j0zSj3zjCl30002r+UGDTIlo3xmCBFP0l4A86JkahcW/i5KSANz7ubHjTfeaOeUdQvzGDuYr5TjMBdppnHNNdfsUS5CCJGqINC6desW0xQd/ObHH3/013KHaO3Mk/7Pf/7TrFu3zkYnZ32Y13BOFgi1K6+80nTp0sWKXtIxa9YsK2rdfP15QT6jEYQc+7TTTrMB6BAkn376qbn33nvNWWedFV2DO04geC+//HLz/PPP27wiFM455xw7HVp+bNmyxf6GDoO84Pqff/755iZPHJBPlltuucWce+65RSL4Mx2ELtPsRFpeeOEFf6/IcH9wzfOjpFeH9/Pqd7mbbzalvWcFS1mvru/n1e/S3vmTBfWLdtX111+fU/fuuOMOWx/zq3vUa/LKvPl5kfXDD6aid7zy3jOjzKRJNq9lHnvMVLjkEiuIhUgmaS+AmbcV0Th79mwbybUoGTJkiFm+fLm/ljuIZIISderUyS7B4ErkheOkowCmMdOyZctcG3GtW7e25VGvXj07JY0QQqQiWIcQggi2eMMxBw0aZC2KvCuwNPHZtGlT++zMzzIVL0aMGGEtosyR/cYbb9h08H4jivxjXqP25Zdf9vcsOFikeOZXqlTJvP3221Z0cNxFixbZ73v06JGvqIwH5JP2A3kLlvlJJ51kbvaES7zEKdcVqzJWdfLJ8vTTT9sAfHwnksuqVats3aNehxfqXjzYt3t3KwxNyZJme+fOZvt115ndBx5oLaX7emJ0nyhEdDzo7qWDZwveCswIwTJlyhS7jQ6neFDurrtMCf/5tMN7Xm3r39/sql3briOIsQwLkSzSXgA/9NBDNmJvixYt/C3FAxo3HTt2tEtxji4cDR9//LEVvmeccYaZN2+eXY9Eq1atbHnQ0BNCiFQE6yfWWKx+Rx55pL81fvzrX/+yoo/zlC9f3m4jertrkL/66qv2M9E84zVWjz76aOsq6ShTpoz1UIKXXnrJfhYGhDXikrm3g2VZ22s0t2vXzjbOkyH4XZmSNxcpn7JnajREOuksLFzThQsXmkaNGtnFwd+0B+JRniI2GFZQt25dW/fCC8K4sJTwju9cnRGDvz78sPnVE4lbx42z2xDBpeLQkZQf3EMYFa7zxHeDBg38rcZ6PFxxxRXmBwR6HCg1a5b93Nm4sdn65JNmm/cM2zJ/vhX/UOr55+2nEMlAY4CLAFya6Vl76qmn8nUZiYbPPvvMPrw2btzob8mGXmvOg1ta8DxYkdk/3HNOutgejzTFApYEGou8bDS9jBCiODN+/Hhz1VVXWVFEQzneYBHFIoj7bZD//e9/9tOJ4kSD5fe+++7z1/6gbNmy9jMe41aZcm7MmDHmkksu8bf8AWIbdu3aZT8TCeOVscwi+IO48ZHxKHOENdcV9/YwuIvHQ3CJ6OHa4qKPlT9R7Pau6a/efYTVd8eVV/pbve3B50YS2mPOo4LnVhjGoEfj5p8fWVu3mm1Dhlihv71bN39rdhn8fsAB9m/2ESJZSAAnGSyc9F7zkqPH/sILL/S/KRhYS+vXr28bCbhNA8KW8bJt2rQxCxYsMP29B07NmjWtUAYEMGM9wj3KjPegR9s1YJLFo48+at1t6OUWQojiDGNWCR5zIG6MCQIxFJyzm+EjWCcPPvhg602TDJo3b24uuugif+0PcNkFhqoUFvLDuywsPBHXuCFTDokUKEHC1xOrMG7RvM+DFtvCEjwPIoygW1i6sYKL5IGLO2zYsMG20/bff39zyCGHmLZt29rrEQ9+9+r19j59rNV3l9dGc5QMWEJ3JaF+YwGmQ6lGjRrm8ccftx1OZ599th2LHs045mjYXb682d61q7X67ggEvyMA1j7+EIJddevaTyGSgQRwFDCuCmEYXhj7EysvvviiHWOxePFiM3PmTGulLWggD8QvQrZZs2Y2WINrEBHsC0suFlUCddBzXb16deveAo0bNza1atWyPXsOrL6khyikySbZglsIIRJFWKwlEiw3NFoRojTUeaYnUnjnB+KfYFV0uNIBmygYD4sI6du3b44lOFnwrq1WrZqNSVGiRAlb5olIA+6nXFs8Cvg76GouEo9zrSfAHJ0sAwcOtGPAcVMnKFm8RHAYBGHZ4cPt34jfnXHsXMkNLN08N7hnuX+rVq1qF9qP5JWx0IkA4UskaNjt3UO/ee1qIZKFBHAU0OuHgAwvBXHX5eHixlg4Fzbcf2Plk08+seKX3kjGOAetAbirtG/f3qYb+I79ENsOhC6BwZzbNNZgAmsxxjYWsCrjZh1cglGrhRBCJIYDDjjAuiIPHjzYWkNpwDp3xmSD+OX8pIN3UKKEKWOfeecVlShE/D744IPWMoslGkt4IsYhE2H7b3/7m415gbWbd3YyAn6JbBCEjOXHO+3hhx+213vixIlm3LhxNsIz0bnjDeK3fOvW1hUYi+kvY8b43yQeRDDW3nfeecd26hCIDaNIovKK+C3frFnOGOhfH3rI/H7wwfZvIZKBBHAUIAppYISXG264wd8jeoIBrQpj+SQSNFZbHsphcHEePny4ycrKylmYTzAotMkTwviJJ56w6zzwLr744phFPdEQSUtw4fxCCCESC5YpOjt5FxExmGd6UYhCGsuIX8bC4uGEBTje0BBn/DMRphG/DCMKdvwmCzqwccvm3YswZXxupPdwYSGvXFsszgT8IugY5SySA9cYARh2sadjArf3eHc0lfSO58SvV7HNL2PHJsX9OQjtWoYdOHDtpwMG40m8AmEBohfxW8KfR3t7z57mtw4d7N9CJAsJ4CjgQYgrUnhp2LChv0fywS0KCy+NjrAFmbHACF4CaoQXR5UqVaxVmEYEv8c1mxdurBCZOXyOeIz9EkIIET2HHXaYtVg5S06yIIghcwFzfkR4IsQvkaARvQhO3J7psC0K8RsGcUTsCqzficR1agS9uETRgXUYa3w081hHQ0nvulYIWH63PPus2eHV92ThRG+kOCyuAyBezxQsv8z768QvQcB+jRBMT4hEIwEcBfTu4nIVXphiqajAkoxrDi7IuGAFXaPcPLlYc8Nu20GY923lypXm1ltvtdZowt0LIYRIXQh4yBzD8YiyXFhwR2aOUCxFBIVKRNRrxK9zM8YlmIjMyYZz0hGeSBhTyjmw+OZGKoj+TIFx5rl5UxCcDG8HOn0KC/Pilm/b1k55hPjdOnOm2RmYiigZOJEbNJI4nOX38MMPt5+FAYFv3Z69exp+vf9+GwRMiKIg7QWwC1jlxru69dzmmo0EvWIEjgovRW3pRODOnz/fBtHixelEMIIdN2TmryOyM9FBCdhFcKwgpJ9pJohYiqtVUQWjYtww45lZGD+MNZq/E93gEEKI4gbPeSyOuMQGoaFKgB4a5YkQomEQargjExiIyM+JmH6JvPIeoGHO+EveU0UB7tfEyQhbYAkwSbTgeLQFCDpExzWRpYMd2uAiawfnaBWJ5dNPPzXTp0+3wUSD0N6iM4Z6X2i867xv9+450//saNrU7OPV9dLeveUWBHKicXnBsBOEek8QMLw6gq7RBaXcoEE5ll/cu5kCKZjXkt7zS4hkkfYC2Fk+W7RoYacDcutFIfYYH3vKKaf4a9mwLWyZzQv25TduyiPEOWOuELJO1LONBzTRoXk5Y+Xlhco+YSgXwBpcVBx11FE5nQpEWmR6qFToYBBCiFSDoSqIXALTEGwKyyGux7gI02AlYE+i4TxYyIBIyLglM+wmuMRj7lCEHwKExjcCNHwOFkRoomGMNQKfQFSMw8UdlE+mnCLYF1bwwsLxaaOQnw4dOuQILazsiGLEL5ZwkRxoi2Bx536js4n7jKjIDB2jPnJdCksp774tEYiwXNo7z769eu2xlHrhBf/bxIHAxTCE2MXqTb2jk432IR4Yt99+u79nwcn64QdTevp0fy3b8h3Oa1mvnguRLLJ2e/h/JwUCMiX5lMUOrJ8IQAISJBLG/uL6cvrpp+f0MBcH6CWnjFSPhIgdPYOjg8BDuBsXBkQpVkMCJUUD+2O9xSsnL9wUQEGLJNMv3XfffRHn5s0PGr2x5JXzkta8oPzyygfileO4+VYjgRB8PjAnaiQYFxyLZTTWvDoQ4pQ54sDB+5Mx0LxD8wJrOeclr/lZ5/HUIoglnQyAwL7qqqvstS2IlZ3zYsnMZKiLY8eO9deiB48KOpqCUx5xrTlWfmPduea9PFH3008/+Vv2ppx37DLjx/trkdnmCfFtMQRZ45wFyStGEjpy8OpwwysY60w7lPswL+gQwriDMSa3e7GUJ+7Ld+nir0UG1+8t3jFigfxmev0WBUMCOAVB3GHhddZZAk0Fo0cXFgTkhx9+aCc8xy2cF7ubMimVmTVrlhXtWLqZTkr1SIjY0TM4OuIhgGMlWgHswDqDqybus4UJPlVQUVgYohHAiaCweaWxz8J1itbVPBYBDAiQjz76yOzatctGHC6Me7kEcMEFsAOrPPNs08kU7bjfaARwIiioAHbQ8cIzBes3dS+acefRCOBEIQEsCoqCYKUguDAzJy+RLlnCUZ4Ly9tvv23D+2NlLi7iF0gz5YFrDmkXQohMBldMGpyJiLwsIoOApcyjFb8FAasvMTywNiZibLWIDe4vrnk8gl6lOtQ36h7eDQq6JtIZCeAU5JFHHjGvvfZazhJvgUqQLI776KOPFhvxC/SoBstFCCGEEEIIIWJBAlgIIYQQQgghREYgASyEEEKkAAR0inb8b3GHfCZ7/G9RwVROBEJLpNu0SC245ske/1tUUK/Ja7LH/wpRGCSAhRBCCCGEEEJkBBLASWTo0KFR9XjfeOONNhK0W7799lv/G2PWrl1rj0OQrEyDHtVguQghhBBCCCFELEgAJ5EhQ4aY5cuX+2u5g0hmGiQmYGcJToGEAOY46SiAmfi/ZcuWZtiwYf6WPWndurUtj3r16tmpnIQQQgghhBAiFiSAUxSmQurYsaNd4jkHcCrCvL4I3zPOOMPMmzfPrkeC+ZApj6ZNm/pbhBBCCCGEECJ60l4AM2csLsTbtm0zc+bMMVOmTNnDpbgo4Pyk46mnnrLpKiyfffaZtYhu3LjR35LNkiVL7HlmzZq1x3mwIrP/zp07/S3ZkC62FyRNnIfyLQgjRoywcx0zJ/ERRxzhbxVCCCGEEEKI+JL2Aphxo4gzrIu33367dR9mUnNEYFGAhbN27dpmwoQJpkePHubCCy/0vykYWEvr169vxowZY92mAWFLvtu0aWMWLFhg+vfvb/OMUAbyzhjal156ya477rjjDtO5c2dTtmxZf0v0TJ482cyePdtfiw3mI37llVes1VsIIYQQQgghEkVGuEAjfBk7umLFCruULFnSWl+jhTGpCMPwcvPNN/t7RM+LL75o5s6daxYvXmxmzpxprbSMfS0IiF+EbLNmzcyMGTNsvmDUqFHWkotFderUqWb16tWmevXq5rrrrrPfN27c2NSqVcuKVgdWX9LTtWtXf0vyKIjgFkIIIYQQQohYyQgBjPjt16+f/ZvxtO3bt88Ri9FwyCGHWAEZXgrirvvAAw/kzJV2zjnn2E/cf2Plk08+seK3bdu2ZtKkSXvkZ9q0aTaPpBv4jv0Q2w6ELhZb5zaNNZjAWoyxjRbcyxHaLPzWuVCz5DaOVwghhBBCCCGKiowQwGGhisutE8TRgCgcPHjwXssNN9zg7xE9wYBWhbF84sqN1XbAgAH+lj/AxXn48OEmKysrZ+nTp88eQps8IYyfeOIJu441+OKLL45J1GMBd9ZwBC8C261PnDjR30sIIYQQQgghUoOMEMCFhfG0NWrU2Gtp2LChv0fyGT9+vLXwMs43bEFmLDCCd82aNXstjipVqlirMGOR+T2u2VjKYwE3bndcpiZimiK3/tBDD/l7CSGEEEIIIURqIAEcBVhZcTMOL0Up8rAkEziKwFbNmzffI6KzmycXa27YbTtI9+7dzcqVK82tt95qrdFXXHGF/40QQgghhBBCpB9Zuz38v5MC7rjJPCWWWiybuCwXNeQdV+PgOFu2vfbaazYwlYOxvaxHSjPClu+xsiJoP/jgA2uJxn3ZBcJy2/i+RYsWdhtWXgRx2G37pJNOsiIYizGu4QWFNHE+OgZihSjdLiAX44qxYBOkCws3eQrjyiDJVVeItCDZz+DiSs+ePc3mzZv9tfSmTJkyZvv27f5aelOqVCmzY8cOfy394X06duxYfy0z6dWrl41TkglgHClIXJniiuq3KChpL4CJiHzKKafsITCLiqFDh1ora3C6H7YhiIPW2bwEMON7EYwIWTftEYJw0aJFplWrVqZOnTp2G/uNGzfOilusu4hfokVfcMEF9nsHUx/dc889Njq2+21BIAAWQhvX6lhx6Q9D/iKNs5YAFqLgSAALIYQQIpNJewFcHMlLAMcTegmxAJ9++unm6aef9remPhLAQhQcPYOFEEIIkclIAKcgiDusn7gvA5bdYPTowoKA/PDDD83jjz9up0FivmA3ZVIqM2vWLCvaiTjNdFKqR0LEjp7BQgghhMhkJIBTkBtvvNGO43UwDjaeAnXYsGE26jMuz7fddluxEL9ANG5crR2MnRZCxIaewUIIIYTIZCSAhRAig9AzWAghhBCZjKZBEkIIIYQQQgiREUgACyGEEEIIIYTICCSAhRBCCCGEEEJkBBoDnETmzJmzR3CrRE9zJIQQYTQGWAghhBCZTEZYgMeNG2dGjBjhrxUdTDm0du1as2DBAjNkyBB/q3C89957pmXLljZKtRBCCCGEEELEm4ywADOvbvXq1c2kSZP8LUXLlClTTKdOnWSF8WFe31tvvdXMnj3blCxZ0rRv3z5lrpUQ6UYinsH9+/c369ev99fSmzJlypjt27f7a+lNqVKlzI4dO/y19CTTPCJ4x+7cudNfS28yof46DjvsMDN8+HB/TQiRH2ktgF9//XX7yby6zHU7YMAAuw716tUzZcuW9deSS7wE8KhRo0yjRo3Mqaee6m+JHizRmzZtsr/F8vrhhx+aY445xjRo0MDfIzbIU+XKlc0VV1zhb4mebt262fQ89NBD1gLcuHFjCWAhEkQinsHt2rUzY8aM8dfSm969eyuvaQR5HN+vn7+W/nQbMcKMHTvWX0tvevXqlVF5nT59ur8mhMiPtHaB7ty5s12wMC5ZsiRnnQV35OLOyJEjzfLly/212ECw0jFw8803m0suucQ8/vjjpmHDhgV2FZ88ebK14BaERx991LzyyisFEvJCCCGEEEIIES1pLYDXrFljF6y9rVu3zllnOeKII/y98ocxqUHx7BbEY3GGToG33nrLrF692ixdutR07drVTJgwwf82eRSVJV4IIYQQQgiRWWgapCjAfZoxxOElFhEdL3Drdsu2bdusddut40YcCxUqVDDz58+3rsvQokWLmPKEeHbnxp3622+/zVknXUIIIYQQQgiRSkgAR0HHjh3tlEXh5YYbbvD3SB5BCzRu3Fhs3TrTLMUCwhcR7LjsssusK3K0YAF35w67mU+cONHfSwghhBBCCCFSAwngKLjmmmtMjRo19loYM5tswm7cRP1z68kW5IsXL845d9jNnIBWQgghhBBCCJFKZIQAZowp7rkFhejRRCUOLxJ5QgghhBBCCFF8yAgBjGXyxRdftJbcoUOHmuuuuy4mQUx0YqbmCS9YPWPBuQy7QFPOXRjX4UyGiNTM1czCdeFa8TfXSwghhBBCCCHiRUYI4C5dupiZM2fa8a4uUFRRRB7GZZngWU2aNDFDhgzJCaYVHIcbC7ggt2rVyl+LDeYP7tu3r79WeGbMmFFgi/hRRx2V06kwcOBA06NHjwJ1MIj/b+88oKWo0rW9ScIAXkxLxauYXYJwkWUW4ygGjCgYUESXMiCiqGBEFCQIKkY8isoCR0HMATBjuAZ01KuMOgb8dQzDiBGGLCB/PZvax33KPqdTVXef7vdZq1Z3VVfXDpX2u79vf1sIIYQQQghRFw3WBITfC0KDBg1MgZMUQggRksQzuGfPnua2224L18qbc845R2UtIyjjXYMGhWvlT59x40xVVVW4Vt7079+/oso6derUcE0IkQ4FwRJCCCGEEEIIURFIAAshhBBCCCGEqAgkgIUQQgghhBBCVAQSwEIIIYQQQgghKgIJYCGEEEIIIYQQFYEEsBBCCCGEEEKIiqCsBTBz/g4fPtwsWLAg3FI7Bx54YPVy8sknh1vX8v7775ubb745XCsPXn75ZVs3bnHzI0epq14KCfVPntMxduzYGnnm3Dm4DuoqazlTV70IUQqsWrXKfP311+Fael588UW7ZMqSJUvs8X/66adwS3Eg/Wzz8cEHH9i51rOBNFio12KxcOFCmwc+M+X777+3ZeV8ZYorazFZ/uuv5qt588yq1avDLbXzxTffmCkzZpglS5eGWzKDY5NGfYLzyPn84osvwi3pyeUeSQKXj2yuxSeffNK8+eab4Vp63HNpXj07r0LUd8peAA8bNiwjAYy42m677czpp59uunfvHm5dy5w5c8xNN90UrpUHNEionw8//NDWUW2ikPpgWW+99bJ6qMcN9f/KK6+Ea7XzySefmO+++64635tuumn4y1oBXFdZy5nOnTvb+jjyyCPttZ7JPZEkZ599tnn22WfDNSHWdnLtvPPO4Vp6eCZk8lzmWXfWWWeZrbfe2h5/++23N926dcuqQR4HPD8POuggm77LR9euXa24TcdTTz1l56tNB2KXzi5XVha+X3nllQUVwjTme/ToUaPOef4gbtPx2Wef2bJmIn4eeugh0759++qykk6x5i0efO21Zqejjzb/mj8/3FI7s4M2Rd/gXfRjls/hG+65x6ZRaDgXHTt2TLmceeaZ4V6p4b/MUfvWW2+FW2qHe+TPf/6zbYtxbD5Zz+QeiZO5c+eao446qjofW221lS1nJkJ46NCh5t577w3Xaod75NRTT7XHJo2ddtrJLghoIUTyyAXaY5999jG9e/c2xx9/fLilfDnmmGPMpEmTzHXXXRduSQ31wULjor6A6HX59gVwJVNq1/Ydd9xhOyqEgPvuu88KtyTo1auXbVQOGjTIft5yyy3m448/tuIzG8tkPtCAPzoQLqQ3YcIEm48bbrjBNrTZHpf1csiQIbYeEdoPP/yweeyxx8wRRxxhxo8fb84///xwr2RZsWKF7WBAzIwePdqW9eqrrzazZs2y2+MS4s8995zp27ev2Wyzzcy0adNsWXfddVcrQAotgp948UUz+fHHw7VkmPjoo+bqqqpwrbDQUc41us0229h3ib906NAh3Cs/uCePPfZYK5jvvPNOM336dHuPkO7hhx8e2z2SDtKho5iOGJePPn36mEeD+k8n9jMFIU2Z6IzmniWNe+65x2y44Yb2PU2HlxAiWSpGAPMA5wEzc+bMcEt+cDweXv7LnO8cn3R42fu/sX8qC+rnn39uXnvttXBNpAPL5QMPPGCmTJlifvzxx3Br7nAMzuO3334bblmLu15Iy0/H7R+1oLKeq2X1iSeesGnlwvLly226fCIoqRfyzHqp4eqIBbDWu/VieheI4oEgHDhwoDnvvPPCLfGC1wjP1wEDBphLLrnENtixutDxhzUSC2IhcENoHnzwQWsZJR9YRBHD1MHdd99tf88HykOn5qGHHmqPh+Vs//33t51NbJs6dWpBrN7UKcJ+xIgRpl+/frasfF566aVW5GTjtl4Xo0aNMq1atbLpHXLIIbasWN4Qabfffnu4V/L8K6j38wKh32rddcMt8bJw0SIzYORIMzBIo3GjRuHWwuIssHRo0LngL3F1rFx//fVm9erVtiPD3SNnnHGGvUcQjHHcI5nAdcU9+fjjj1fng3KfcMIJ1mspjnuI5wBCm+cQ9UcadIRR9hYtWti6EEIkS0UIYBof++67r32A0sNIb14+PPLII6ZTp07WNbpx48Z2G+Jjt912sw2tZ555xjay9tprL7N48WL7Ow0x1qNCi3G15Ta+OCkQTG3btrUvh8GDB9ue51wEp4NzxnWBxQAXb8dFF11kz9WMGTNsWrjVuU4KOjW6dOliX8o+CFh6dHOxbvCinTx5criWHZSBMb1ck9QHlh4am+Sx1OD80aBhAe5Ht06di8oDzxLGB/LcPO6448Kt8bHBBhvYY0fjF+y44472s1Dj7rBqMQwBceaDSIU4XDxpUGMNpSEdBSswFKK8uHQyxAEXUh+e3RBXHhAkdGoggh28j6mDQp1X6DdsmPnvjTc2ZyXkXdMuOJ/3TZ9uBvbqZbofemi4tbC89957Vpi5c5gEiE46MaL3CN4MQB6SBqFNhzSeUtGycq3xrsZKmy90VrVp08Z6ofhwbNqWhSirEJVORQhgBCkNjFdffdWMGTPGig0nTLMFoXHSSSdZYYTlwkEDvlmzZrbnmwYdDzDErnPrO+WUU+zvvqUP6+8777xjLQHlysSJE6tFTnTJ1oKLSx9j/t5++2278H/ORy444bjRRhuZp59+2rRs2dJux4JPGrNnz7aWBdKh04T8Ai7VrEcFKy6cbOd4xYBGPvkl3/QiI9i5tuLCF6/RhQZDJuy5557myy+/tAtwD7l17k1RedDgpXMQF1nXmRgndApxbDqxfHBnhLjcN9PBPckSxQlfGsP5gvsvwe1SBSt0DWpETNJgzcKKFhUKrs4ZsxsHjBOms88HYUGdIiIKQVXwrn/13XfNHYEIbrrOOuHWeDlw993NG1OnmlFBe6NYFmAs99wrfNLJSrsGF/RcOnxrg/c7SxTShDjukXSQFi78XMNunfcq9w/CnOeV3+GSK4hpDCjRY1GfpBntBBBCxE9FCGDcojbffHP7fZdddrEPmWzFF9QmfnE35cHNy9g14hBKBx98cLW7JxZG/uu78SCG2Q/3tGxA3PBff8lV0CcNghCLQKol2wYvIu/EE0+03zmfLFGLeibMnz8/pfgFxpJx3vxGGtZ8OitcWgTUQRA6q3AuHRm++y9i3HcPzsUdGDfHAw44wH7HusX3OAUFnTepziFLHA0CUZnQkZSkVckHccTzF4FIA75nz552TGoxQZwDrpZJQYMa92cETKGEoQN3UZ5NWLrIAw1/hHrc4FZNXe63335W5JNm0vz9s8/Mlbfeaq4+91zzPzvsEG6Nn/uCa7XdttuGa4UHqyjXEMvee+9tPaYwJPAuxoOB+ypJSA8KMQsFBgxo2rSp9aKivH/5y19sOVlPuqx0LuAtgneDECJZKkIAx2GVQzRfccUVVhhFo3EiYBDBCKAGDRpUL1gFfRddAnYQgdiJYsQW4ipboYLFjWjG/pKPK3CSEGzrqquuSrn4bseZkO3+tUHjCAF644031hC/gMjFY8A/jwhicL3ddFgg/Oh4AMbdIsadq1Ym+JZxhLRvYc3FHXiTTTYJv63tfHnppZdiDVxGeVOdQxYnvIUoZbCO4t1BBxMNXDpuMonqmhQEvyFWBPe8szjFDQ12hAPvmEwiZscNwpTnLVZZ11EWp9XQgcWZcZWUl2chnZxJwpRHuD53atfO9C+AMCsmBIOCjTfe2Dz//PPml19+se9JhiFxXvFuS4rLL7888XvEx8XOuPDCC22nL8Gp3njjDTtOl05uZghJ4voFgsVxHdNRVaiAdUJUMhUTBCtfaEDgwsaDP9oT6UQUL3rn0ukWXhgOXEAR0IgfGmFYDnOJKkjghGg6zsJdaiDmmAoj1ZKL9TYO6MggyiNj1KJ54KV32GGH/aF+o3WMtZ8ODCzvdHTQ+ZFNR4Z/Dnmp+u7BpegOzPWa6hyyaAy7qA8QKIngdlh5CMhEoCS8OQoNDWi8WUif8bpJRb+mnFhEEYNVVVUFt/4C9UvHA+86rFqUFeEfN4gkzi1T7fBMZjw5FsukuGr8ePP/gnfH3bjuF8ktuVDssMMOVgTiLeWs91jZOY90BiMM4xxuA9wjeNlxj9CJfu2114a/JAvuz4D7Pl59iG48VOjoJXYMgj+T6RizheB1tAV5n5IuHXRCiGSRAM4CXEsRwQRHuuCCC8Ktay3MzBeHZdd3DWWJTsODcCKQAiIY0eOCsZQrPNR5uKdaijVetlHQYGGcNoIWtyYs+A5e8Ii9VC6/vsBlqgJ6iy+77DLbuGO9nOE6TXUOWWigZAt1WapeC6K84dqjcY3HBlFdCzW9CuDeiDjDHZgGNS7Z2XScZQqWV9w2sXDzzooGpCo0NOgRv4zF/utf/1otNOKG4yOWEFC5BhZMx98CEXRbcP56HHKI+frf/7ZjgFn4Du8EQpz1csEFv0oV/MkN33Kuw3FAMCyGBHCdYPlN6h5JhfNSoGMqKkJdcDk6dOKC6xQrNxZn2h50MmBpF0IkjwRwltAjyIsVdzLcVRys03OHoBo+fLhdEMn0TPvgLuRezsUMfkVjxHe3desI8zhx41FTLYjMYoHVHvcmRCzjAN0YahrGuFoTBRpxy3nk041DcrhgWFj9KQsdIOUMdRI9f26hcyBbqDss8dwj1LGiQIskQHC6sfpRnDWrUAIY91zGwtLBxhRBPHOTaNjjkUK8CVyBEcJ0tBYSIjDXZhFkpgTEb74uyhwDa1yqKWmwokFSUz7N/eor+8m8v4f37Vu9EKkZegeChvVygXsIgVtXp0Vc1zH3CG0ojAlYXZkHuFDiF7bYYgv7mSrNuF34OQ4eEli56RSLK8K0ECIzyloA0zBnfKw/djTVtnR07NixxpgMgj/g/soDzFkPmWaCCLwIPho4jOnkIbrlllva3x2ky5hSBFiSY2fSgYCjLnDJpj5oJLFeLKtsOqh/IjD6pNpWF9Q9ZXWCjTqgxxWX59dff91uo/xEfubF5IJbYalMNZ7WjQeKRiLNFtyhsUjnQrRM9QUsx+SbumVcfDb3oxCZQgMayw3P5ChOpBUi4ioiAissQxzoZIzGkYgLrL3Mqczz6qmnnvpD9OtCQKAr3M1TTUXEsxXLGlMV5YObMgeRFMWlm9R5PXivvczTEyb8YTk1tLLfM3q0XS8XCMy0++67W2+JKO6+iiPeBOeUoUncI8TXKMY4WIYJcH2m6jRzlt+47inaGMRzYcownglyexaisJS9AOYF6TeuU21LBw93P+ozIII5ju/ijEXh1ltvtaIKQYOwiVoGGaf0wgsv2AAS0QBMhQSXXfIfXXJxZy0E1D/WRp9U2+qCc04ZfbFIhwXb/EjciGDGNzH9AVZiemiZF9AH4Yv1l/9Hf8sW0ou6ymdKqjLVB7j2Bw0aVO1GncS4QCGwhMLoQJT4Aa8QinjncN/nK8YyAVGIFY1POlSxOvtLHNFlOQbiFyvSuHHjrHdLNJ1CBP1yMTKuvPLKGtYyYgVQB6eddlreVj3cRPHGQpT5YzLpaOBZwvEJMJkEmwT1u+8uu/xhadO6tf191/bt7Xq54ObnZvYLRKqDoE1MbcVQgjhE4cUXX2yvD8bn0+aKXrtx3CPpwN2b6PAIe97/DtKm/Fx3bk7tfOCdh/jl+UMHerSsLEKIZJELtIebXijXuWXrgvllaZTg3oNQpiFUH3DTLMU57iVpsMq7fPvje+MAqzC9tYcffri1IDHFViFdtHIlyWtbiFKFiKqIX65/psCjsYl1ktgEjGssRAA3LJJuDlyGzdC4jy5xBONirCQCFxGIdTRVOoiWpMHNG6sWZeZdR8Cvzp0726EOiFaEcRxgmUSQMF6UhSFFpIdrNJb/Qs3xXO5Qj9dcc42tVyzB3Dt4M9CJjvAlwFq+IDAffPBB+33kyJG2kyi65BIwNBcYnoBHHNMf0V4jXcrNfUVZ47DUcu0CHTipysoihEiWBmsCwu8FgWllCpxkRjAvrANrXK4uqbXBWEdEJO7PWC6Laf3NhqTrJW4YV8c0Rg6mOqLhFxe8sJgDkQBaWBqwANcHkq4XUX9I4hmM1eS2224L13IDl10a2Zl2DrqgNJmIOjqrsOgQGXiDDTawz2FEUy6NWdyXsykr1px0z802bdrUOc8p9y/Lzz//HG75I67+6gJxmo0wzLasPow/xsqFSytWdqxdCKd0HYZ0VnBueV9SL3WBRZJ4Gpxf4jhQNuoxm7mlKeNdgwaFa7njgmGdE6Tfat11w62pmTJjhuk7bJj5KLh2t8zCA2HGK6+Yv3/6qbk8EGe50mfcuJxEK3WMSOUewsuAzoxevXqlvYe4/hF0pFnbNR7HPZKK/v3751RWPBd4XvC+5xrjuqKDJRO3espK3dR133AvpyNbIwllJbieECIzJICFEKKCKFUBnC3ZCOA4yUcU5komAjgJilHWbARwHMQlgLMhVwEcB7kK4FzJRAAnRa4COB8yEcBJIAEsRHbIBVoIIYQQQgghREUgASyEEEIIIYQQoiKQABZCCFHvwJ2y0C6VxYIgUvUlcGK+4PZMWd28q+VIhx12sON410szVrgc4DwS2ZkpFysBAsDFESlaCJEsEsBCCCHqHZUkgBlTKAFcPvxPKIDTBcsqBziPnM9KicpNpHmCzQkhShsJYCGEEEIIIYQQFYEEsBBCCCGEEEKIikACWAghhBBCCCFERSABLIQQQgghhBCiIpAAFkIIIYQQQghREUgACyGEEEIIIYSoCCSAhRBCCCGEEEJUBBLAQgghhBBCCCEqAglgIYQQQgghhBAVgQSwEEIIIYQQQoiKQAJYCCGEEEIIIURF0GBNQPi9IDRo0MAUOEkhhBAhSTyD+/fvbxYsWBCulTeNGzc2q1atCtfKm0aNGpnVq1eHa+VJw+B++K2C2iQNGzY0v/32W7hW3lTC9etYb731TFVVVbgmhEiHBLAQQlQQegYLUXwWLVpkPv/8c/Ptt9+aL774wvzzn/80CxcuNFtuuaXZZptt7NKmTRuzxRZbhP8QQggRFxLAQghRQegZLERpsnTpUiuGv/rqKyuO582bZ3744Qez2Wabme22285stdVWZuuttzabb765tW4KIYTIDQlgIYSoIPQMFqL+sHz5ciuIv/zyy2px/N1331nLMFZixDDimPUmTZqE/xJCCFEXEsBCCFFB6BksRP1m5cqV5ptvvrFWYgQxwhhrMZZiRDFu1G5p1qxZ+C8hhBAOCWAhhKgg9AwWovxwovjrr7+244kRx6xvuumm1eOKcZ/GUty8efPwX0IIUZlIAAshRAWhZ7AQlQERkAmyhfs0Yti5ULdq1cqOJ8Z12oljiWIhRCVRFgL42WefNe+884655JJL7BQVlQ69v/fcc0+4Zswxxxxjdt5553AtGW6++Waz0UYbmVNOOSXcUh488sgj5o477jDPP/98uCVzunTpYvr162eOP/74cIsQxUcCWIjKxlmKnSCmzdCiRYtqMcwn4njdddcN/1E3WJ81/lgIUZ8oSQH82muvmYkTJ4Zrf+S6666zYsuBWw8P8Lffftvsuuuu4dbK5ZNPPjFjx4613ydPnmyX3r172/UkICBH69at7VijZcuWhVtrcsEFF5jDDjvMHHrooeGW4rB48WIr1l9++WU7l+cBBxxgBg0aZFq2bBnu8Tt0qhx44IFWAOci7OmEOOuss8xLL71k9tlnn3CrEMVFAlgIEWX+/PlWDOM6TXsKccw7HUHsAm7R1tpggw3Cf/wOHb1du3Y1hx9+uISwEKJeUJIC+P333zdPPPFE9ffHH3/cnH/++Xaibxg4cGD1d8ACjOg755xzZAGOQH0nLYBhwoQJ9pyceOKJ4ZaaFCofdUE0TayyuITxwmZ9/PjxNorm7NmzawQL4bdOnTqZgw8+2Nx6663h1uzp06ePeeGFF8wHH3yQUmQLUWgkgIUQmfDzzz9XR59244rBTcmEpZiFDm6mZeId2q1bN/uelRAWQpQyJe8CjRXt9NNPtw9hHrg+iF6sjw6seT6IZ8TNhx9+aCeYxxX4zTfftL2cuKX6Ypl93n33XfsA33///W3giFwgP6+88ooVUKTduXPnGsLK/33bbbetYRkkv5SRfGCpTJVf/s+LaM8997S/ffrpp384jk9dwhMLKJ0HP/74o80r5XZ1gkjkZde+ffsa1nbSZB9naWedsgDlJF8OtvM7YEm99NJLqy3Abl/Spu5x0fY7NSg/Ftho+pT99ddft0I7284OrOLDhg0zH3/8cfW1RBq77babufvuu82ZZ55ptwFWYvbluvPzBVx3wDFmzpxp88p5plEQZcGCBbbXfPDgwWbIkCHhViGKhwSwECJXEMW0SVgQxixs88F1GkNFu3btwi1CCFFa1GsBfNFFF5mHH37YChCEVPS4iC7+g0s1whEr8n333WdFyciRI63FGIYPH27GjBljjjzySCuwEDjTpk0zRxxxhP09U2677TabBmkioBF2jz32WLUwZzwpZeF3rIGILyyM06dPt2Iuml9EE+KVsl1//fWmb9++tj4QZohHLIvsz3HIP2Ogo9QmgDk+vbSIVMQsLsE77rijzQt543csoPzGNkDsUUfUjbP07rvvvlYsU6cIRc6Tg+38DtQrQtZZQRHcr776qi0b7lVXXHFFDYFIXVJ+xir5Apg80VFw00032RdsNvBfBPW9994bblkLApj8cK4c22+/vS3rjTfeGG75nTPOOMPWD+UDrj/WccHn+FHoHec6pSxCFBsJ4Ny48MIL7X1eCTAedMmSJeFaedO0aVOzYsWKcK08adqkiVmxcmW4Vt6sH4jvXxYtCtfKHyztjMGuBBhqN27cuHBNiPyo1wLY4fZJJYARS1j8zj33XPPMM8+Y9957z4waNcr+PmnSJCs22Y8gR06o4rY6Y8YMK1gytTJiSWWMK0KVMaWAhRWB6QQlogqBPGLECPu7Sxsxhxh3+Z07d64VWYhSXGcR6EB+XVkRzg899JAVnZdddpk9xg8//PAHN9vaBHCPHj1snhifShn5jkAcMGBAtRCdNWuWLRPWUazRHTp0sKLw9ttvt7/7kEfS8QWwT235gJNPPtmKeMrtQDjTiUAZfej0ID9+x0Km8KKgo8CdHwd1zblw6WP55lxRN6nSYH/K4s4159kJ5lTu0tQj54vrkE4GIYqJBHBu9OzZ03bMVQK8j1TW8oEy3hV578XJshUrzJ+aNg3XikufQCBVVVWFa+VP//79K6a8lHXq1KnhmhD50TD8LFsQiwgphCECJeqm+sADD1grpy90sLQiCLHgZgqiDDdeX1whLJ0gZUwzQsm3cuK2jMBEbDvILxZPllNPPbVW0Y8AdK65WGMR2pnml30ZV43YdQKfOkKkIbodBx10kHVbZr9evXrZPKWyiOYL9Y3odGnzHUFKXUQhANovv/yStfgF6t+3JvvwmwO3cqhLrHLNuHNNHXKesASnYqeddrKf7rhCCCFEuVAq4lcIITKl7AWwP37TH4vrQDQyThWriFtwiQXcejMF0VbXVEMIakRmNA8IMudKC35+2b82fEuv+w/CNhPIC4LvpJNOqlFu3MN9IQhXXXWVzSMiHQt0qjrMF8QsYhPrNtApQdmTiBhN2aNQZr8+ccuGTOs/He442VxPQgghhBBCiPgpewGcDsQd42lx3Y0ufkCndCBCa7MAAlbCVL8jWhl/mg/uuJmKMidisVpHy3z//ffb3xyIUQQ6eUxy7AXTBTG2mLIgxLH+Out0XDA+FxfzKHSAuKBe4AQrnRpx4Do46hLUQgghhBBCiOSpeAGMyEUUOTdWf8nG2slxsJLWJpqIEoxlkUBSDtYZl5yLO68PllPEVV0WaB/2RdC6IFr+4os0rONMF0TAMMbiIlBzHSuFOPct3VHc2OChQ4faIGSpxgoDruSMGU5lyU0H7ua4frsozsD54Jz56XXs2NF+zpkzx37mizuOO64QQgghhBCiONRrAUxAJAISYckEvruARpnC1DcIP9yeCSZFMCdEmAs8lSmMB3XHIeAW/z/qqKOq84LIPfbYY63bMVGBSYN9+Y+LRp0NBOoiDcbmEgCLOnAWU0SiqwvgN74zDZCDAE5EJmbieo7DQr4J5gVYYpnPD6spZUPgE6mZIF5urC4C3qWDsPTXnRuxo3v37jYAlasbzp0Plnjqh3l5Sau28beMSUaIO3fpbGD8NfVNgC3Spw7JF2XyOyHoBMAiTP3EAcdhvLcswEIIIYQQQhSXkhfAWM2Y9scfG+vAiomgIXgT+/CdxbkC40bL3LaAuGKJfue4s2fPtiIISyDRiBFvqaazqQsEHMchH4hHpv1BRPlCDisqwtMF2CJN/lNbflPl3YF1mjSoAyJb+1M2tWrVqrouyA/1w3dfgBE4i2mICAqGCzBWUY7JnMKAVZwgXLhEO2GNgMQa7II5+VZz8se0RW496r5M5Gj+6+om1flEjDIel6BbtUF56ERw0zBlQ/RckxZiOlVgL/KAcPWtxQ7KGg3QxXr0HAFlJQ3qRgghhBBCCFFcSn4aJFGT2qZ8qu8gRpmXmM4Bpn6KCuhiwLRU5MtNFZUt/BcLOzDNlhClgJ7BuaFpkMoTTYNUXmgapPJF0yCJOKn4McCiuGBhnThxohWKWN/vvffekhC/QF6wFOOyngu4WWPp5zhCCCGEEEKI4iMBXM/AjTnfoFmlxFdffWWjPlMu3JP9aMzFBvdyrL+4t+cCLtf8X2N/hRBCCCGEKA0kgOsZzI2LqCoXXHmwkmY77roQMIabuZBzgf/VFsxLCCGEEEIIUXgkgIUQQgghhBBCVAQSwEIIIYQQQgghKgIJYCGKCJGihRBCCCGEEIVBArhCefnll83w4cOrF+arTRLm/x06dKidc7jcGDVqlDn77LPDtcxhyqe2bduWZZ0IIYQQQghRipS0AH7iiSdMjx497HysLIiMBQsWhL+KfFi4cKEVvUzTM2zYsMQF8KxZs8zIkSPNZZddFm6pCemfccYZVhQWm2+//dZOfcQ1x/RMzBFZm6WWeZnHjBljzjzzzHBL5hAd+uCDDzbdunWzaQohhBBCCCGSpWQFMFbJ7t27W5Fw6qmnmiOPPNKKkOXLl4d7iHw45phjzKRJk8x1110XbkmWgw46yArFa665JtxSEwTw5MmTi35+ycduu+1mXnvtNXv9bbfddub88883ffr0Cff4HfYdMGCAuemmm3KevunWW281W221VcrjCyHKi/fee88+MzKla9eu5sorrwzX0hC8H9d57DHTfNAg0yJIo9m4cabBTz+FPxYG3tGPBXkYFOSBcg4ZMiRjDxfKSXkz4fvvvzc333yzTYOF72wrNJTtkksusXm4+uqrzRdffBH+UjfTp083O++8s5k3b164pXZWrFhh342urEwbyLZi8MLs2aZf0Db7KQNDxBMvvmh2OvrocC1z/u8f/7BpFJolS5aY+++/P+VCB35dcB47duxo3nnnnXBL7XCPPProo+biiy8255xzjrn88suL5gX23HPPVecDT7ZMr18MA3fccUe4VjcNgmt1nXvvNc0HDjTNg3SaBv9rsHBh+KsQxaNkBfD1119vrrjiCisQsK7xQr3rrrtqzKmKGy8WYayGU6ZMMQ888IB1tfVhnYcXljqW999/P/ylJjyU3H6PPPJISoscosj9no9Q+/zzz21+OVaqBya/u/x+8skn4da1UGbSxjpOfoDv/gOa/7BQppkzZ6Y8TqZQv9RrqrxiPSY/pOPgO9tceuSVdf67xx572LlxfTh3/D5nzhy7/tZbb9l1FneuEJqs++mA+2/0XPAyoU5y4aKLLqqev5eXAtff+PHjbQMkWn46aRDIqay/5IH8UX+ca5Yff/wx/PV3GjdubNN45plnbFmEEOUJAo2OrqlTp4Zb0kPD+ueffw7XaocG5bqB2GgRPIuaTppk1gnS+FPQoP2vzp1No7lzw72SBQFx3HHH2efhK6+8Yr7++mvz4IMPZiziKWcmgpBn6y677GI7VGmwf/bZZ7bxzvslEwESFwheysY7lrIyld+ee+5pBVM6aJfwn+g7LQrXzH777WcuvPBCW04WvrOt0IL/X0F6vQOxdl8g3hcvXRpurR32+SqD8+kz/6efzOlDhtg0Cs0HH3xg+vfvn3Khk7suOI+cz3TtQu4RPL64R2izuXsEQZlxR1cMkF/ycOKJJ9p2B/mgHcJ15dqVdcF9ihdhOhoG10zLAw80zc87z6zz17+ufS5ddplp2aWL/U2IYlKyApgbFCFYF7io4p66/fbb2wdUv379rPXOF8FHHXWUOemkk6yAYZ9OnTpZ4eKDWGMs5rHHHmvuvvtuc+mll5pevXqFv67Ny8knn2zdsREqgwcPtmlmKyo5Dg0g/ovAR1jtu+++VuA5yBu/07tGfsmX7zZMmXHPxW2Z77z46Sg47LDDqnsRx44da8fb8jt1QkOhQ4cO5tlnn7W/ZwrHI33y8fjjj9u84qbsoJ67BA8y8uDgOw9z9yJA9PEfFraTN5/XX3/d/kYegbp1+7t9qR/KEu2FpV5wi2/WrFm4Za1gZ1/OZbaCkvJQzrPOOsu0bNky3GpM7969bRp+/VEueuLJbyq4XqgL6o/zzH6cg1Qu/FiP99lnH2vFEEKUHzSuEUuZWliypUXwnG8cPv9/7dnTrCAmQePGtpH5p4svttuTZty4cbbxzPznCNEnn3zSdpIy1zvPwBdffDHcM3ewfJ5++ummVatWtrP0qaeeslYs3g28X3nf8Zk0lJP34hFHHGE7aikrnzzjEahxiVOsg3PnzrVWdcrJ8tBDD9lthRRM0C9ocyxctChci5+/B+K+S/Du/eKbb8IthcV1uD/88MO2Q95fJk6caH/LF9p97h559913rSfARx99ZK8jBCjntxDQvsQKTVv3b3/7m83Hq6++ats5AwcODPfKnxZB27vRxx/bZ9GKoO3762mn2e10yjXz2o1CFIOSFcAIBgQGYoYe1tpeaggnbt63337bupchlrBWOuiV/eGHH6xFj985Lv9xx+MTkbzRRhuZb4IHLw8BXi5+Ly4iGzHF/9nO77itIkSzAUFHmVxeyPO///3vaqs2aSBsEWGzZ8+2+yDIya8Tt0Djgv+S52nTptnvm2++ufn000/DPdY+xBFWX375pfk4eAAx1hShnA10AuB6Tl54AT///PO2I4HzAfR2M66XhZcHC99pGODeBeSLPLCwf5Tjjz/e/ubqm/p3+7ttBxxwgNlxxx1t2g4ENmWkMeSD9RYxyfnhP9lAhwvXA9YFH14KHMvvkMHCwb68uGqDlwwNP+qPc4RF2NVdFOr5hRdeCNeEEOUClsJDDjnEdrC1adMm3BofNDCbhJ1zywcMMEuCZ87SoHFJg/O3jTc2Df/zH+uGmDQ0qLfZZpsaDeimTZtWC7Xann3ZQIcp4pKOT78uEZ6nBY1rOhh43yXN008/bT/psMaLB1q0aGHfmYh08pkvHIdO1/33398uDr7TkZ9th3Y+3BK0W2YH7/fdg3qOm+W//mouueEGs19Qd0uWLjVbbrZZ+EthoZOK65X65dryl42D+ygO3D3CsCoHaSKIAQNL0tBuQWzTHsN934HhhfuKsmIRzpfGQRupUdCGhWVB+ZZde61ZevPNZuUxx5jfgnPcMIY0hMiHkhXAI0aMMDNmzLBCB3GAJQ1X3CgILgQSIHoQXr5YRID5IFg4pnNxRsggbG688cYa7rm+qzWiFSuy28YLj3HJ2VoYEbP8z+UXSNNZMHGTRbQyPteBmwrp+o0HRDx54H9YK93/fagHyuRezlhEEc5O+KeDfakXXM8dCMv27dvXEGo8QBHXWDyx2jJutm/fvuGv8UE56RhwbsS4OHMeTznlFLvug1BHQPvnMBNSWWcdUddtLBtcW9HtPrzkEPjAvlyftXk1UK80kBUMS4jygk4wngOIIl+0xUUTz7L6a48e4TdjRfDCTz4x/5k1y6wJGtlJwzt79OjR4drv0MCHOMat0hFJhzTeRFHiTCcdePfQEY6Y8cHFFRDD+UJ56JSn3RAF91Os4IUAy+zVVVXm6nPPNTsE77C4mR+80ycEbbuTunY1fws+27RuHf5SWBDA7dq1q24zJQH3SKo4KO56KcS1SznpRDrhhBPCLb9De4/OnTieU65TDlZ6aS2ZPNn856OPzOLHHgu3CFEcSlYAA2IV6xk3LIIOERoVwVEBgsjwRQSiEvHcoEEDu2BR9nH7prJOOhBdWDXdMVhwtXJuvpmCdbqudBBHCKEovPT9Mm2yySbhtz+W35GqXiBTgYVbDvh1x4LwiwpFgmlRNhbGaScBbsjgzj+Wb9y+ox0c+eDcnlevXm0/fbgGoi/GdC9K3406He4FmGkHhRCifkCHLCJ4ww03DLfES8NAoDgaBAKsZa9e5r/22MO6RTcK3p2FAk8qLN1R8B6Cut59mbLZZpvZztao8EQ44IaMKMQaXAii5xMXbzdsybfY5oufDsKXTmcs3YUInIh19qyhQ81uQZ32D+o9CTYK2ir/9/DD5o6rrjIb1tGhnCRcP3gOcP1gpKDzfP3117dDvDCSxMXRRx+d8h5hHDDEcY+kww3d4zrF5Zp29e6772696XzjUb6459Ka4PptGNRti+7dzbp7722a9+0r668oCUpaADsQhYx7QQSn6g31QYQ5sYcVk4cZYnXZsmVmzZo11v3Yx4kY3FNrg304hnPN9ZdswFJbVzqI1lQClW24O+cD9UI5MhWMLj3fJdkt0cjRuHaTd8TbhAkTwq3xQn7cGG3EKK5CUffnfHEu024skAPBz0vDuXUDdemPNc8XF1AiG9EshCh9omItbhp6gYZa9uhhmsycacfYrRM0qtcNGtu4IhYLGtSMe8S9khgaScFYWUQhXjfOElwo8BDbeuutrfdTo0aN7FCdJPKAeCIdOpmx3hGkMWmuGj/eBr+6e8SIcEv8tGje3GyzxRbhWnEguBjtF7z6+GR4Gx0MWPlpd+C6nBTcIwxz4zmRyiobN869GdGNBx3l3WGHHaxnH51YtLXjoKEL3he0k1oG90aTWbPscA37XAqEcCE754RIRb0QwMBNisW1NosnIPIQvVgGwVkxXRAjiAZS6ty5s/2sS7jRK0fgAnoFEdf+kg24PmO5rE048Tvp+CLYuSL7btG5wHhZXJXTWS0djINlXwKNRMvsi3EiYtPrzUufhzhBFbJ1DQcnzN05SwWu1YhTgq0gFGsbf8vvjGXJ1kLPMakjxu765wiBT104d2agUwYhzjUXB5QrWrdCCJEOf3wvY+v+EwjeRc89Z34LGtT81gKhFLw/Cw0Ne0QvVjVEYlLClKmW8EJCIBZCFEbhuY3rN+IbF2hEBMIpbijfLbfcYoOKIV4YFpQkTHl029Sp5oaLLzb/HdMY2FIFCzDtiaqqKttGw8p+7bXX2uFUXL8ENkvCPZl7hI4T0iDdQnbeEI2e+Dm0Dbk/CYbF+F9mwsgkwnM63BRsPINW7bqrWRQcf/HTT9u4BHiqMCWSEMWkZAUw0ZwZU0qQCXrjCPqAMORl54NrGfsQEZgoxfTWOaHiRByBKdiH37nZfXh5IdoIPsW4IvZDPPlRoEkToUOeiK7MPjwkso3ay/gPjkNZ+D95xiXbiSjG+5If8kk6/I4LDi4qjL/NBgQVaZBXjoHrMmOCHYg66pd9/HUX7RCxz1hjFxGb47DQK+qs2FhFscIyNyEvZRofdD7gouZEPIKe47Kwv7/uw3RCiEpe6pSbtPzo0uCCYSG0seynGvuMtZZ8I2JzcV3Cuk359tprL5sPykJ6iHx/TDHzGiOY6QCIA65Lrl0hhMiGNUHj2bH8iivM6g4dbIOTwDOAhbjxO4WbHghoWCN+GdrBdyzAcYPY5P1z++23W3GId1CmHbxxwruZ9wTBvnDDZjonP3ZGXPBu5L1HcMiePXtaq6RzL48b5vk9J2ivHBu8505MMd663CD2CiKQ8+jDdYtVFkFIIMs4IYI54pd7hHg3SdwjdcE15LtcM7yAtjZljRqKcgGh61g2erRZHZRvVZDeinPPtduwADdMKCq+EJlQsgLYiQEEE4IEEUivqu+GCljMEJBY43C14uXgXoIIKlxlsRojCDkGLr2IXd+STFAC9kOEcSz+z4vGgehiHDLBuBCSHAvrYqrxunXBQ5bjcGzyS7kopxNWCCrGPONuTTrkBYHvoiEDeUckAz3OTL4e/Q6UDzHIMRCORJR2Lr7grNmUgWPyIGTdt0BSLwgzhCZWXY7FPs5Nl+kBEMi+SzQ98eSf34B9+Q8L2ym7W4+CezoveeqFtFJZQ911UVugLcpNYDTSymUcFtcX5wghz3kmD1wz0fQoF3nlmktl0ed8RNNPtQ0I6EXnQDGsF0KI+o3f0Pxt/fXDbzW/N8xyuE4+4IGD1xUNasYYJtGwJ4gPohfByXMVD6RiiN8odG7zDqHdkiTufZRUOhMDcY3rM1MSHR6k5Zbn33jD/n7GkCHm9Msvt9/LHTcGmxk74oIOddyPuUewMhdS/LqI1lyrUVwbMdvhfalY48WqYRywY3XbtuG3tZ1zQhSLBmsYGFtACKQUV5IcixefC5Ak1oJ1FQEZHe9c30HQE+CEHne/U6BYuPzQi+tb17OBY/Ai4hjRsdVCJEGcz+BKAosJEYjzAdGGaMFKmAmIKZ53dITWRtPgHdj8wgvt9yUTJlRHgiY6NGPvYPG0aWZliuA7tUFnXC5lxVsKiywdfVjUsomGjCcRdUPHY10gfnEzppF+ww031OiszoVcysrUVnTIM81iFIIcMXSprnPM+4t0KWttEXc5PlZlrpmoZZKATQzf4l1Ph0M6SOuuLKzSU2bMMPdNnx6u/c5nQbti/k8/2emQiNY8OUXUbwfH6DtsmFmcpfcBQvvVd9/N+n+OPkF94MqcDXTcc+3hpYco9eEcMG0QQhUjRioYV4sBAm+HdN56jFfnHmE/3J6zuUdS0b9//6zKy7WJVyAdR276JQdWaYT5nXfeWeeYfcrK89CfRilKs7FjTbMxY+x3XJ+x/sI6wT3T/Lzz7PdF//u/1mMlUygrrttCxEG9GQMsKheszzRQcA3H8pqr2IwbrM00ZGic+nNPZwrj2nnJMP451dQIQgiRjpVdu1ZPc9Ts+uutVYVxd03DiPz8tmqPPez3JEHw0rBnLCWBdPJt2KeCZyZiEPHLcJ18xW+uIMKZmjBqgUW0ImrjinjNu4/hPJTbh7qGdGIrV0458kjz9IQJf1i67L23/X3SqFF1it/6Bu70uJRHg13hDszME1hNo96HuUB7wd0juK8ncY+kg3JwbTGO3E3b5UBc4knhYuPkw8qjjw6/Bc+loUNNg6AuWZpOmmS34bniW4OFKDT1WgDj2uuPyxRrwY0ljod1qUAgLhfEC3fkUjrnrhcXS2624EaPKzgvwlJw3xNC1D9oSC4//3z7nejPrdq3N+u1bl09D+fywYNrjBNOAhrSxK0AIiFjXcKi6y9OtOUDwprhPAiSZ4PyRdNgSSIAVZSBAwda8cIwGJ7fWAD57Natmw1kFI1fkQscn3pkSA5xOCg3ll8sks6CiCVc5A/1iygk3gcd2kQUZxws55PODizA+b6jCaJFXBHgWFxDWOb9JZVHQdyQNpbuefPm2SFldOJwXWGZplMHr4KoFTwXELe/nnaa/U4MglZBW4elUXAdw/Jhw8iM/S5EMajXAhgXX4IviZrgllIqVtI4oDyca8pUilGSCbrGyyxbsGYzpUUplkkIUX9YHjwjCXq1xrMo8X3ZkCFmeQIBmaLQSekixzIuF0tSdIljjlGODTTeU6XBMn/+fLtPkjBmE8HLnPwEr6TDmU/Gi7I91fjKXODdh1s5IoXAi1jmsAgj2LAmquM0HojCjPsy542OHAKoMiyJa2nKlCkp5+7NFoJouXuEuB+prt047pFMOO6446ybMx03dKLsvffeti1CkFMimsfF0nHjbOec81ABxgMvveUW82vErV+IQlPwMcCtW7eujiIshBCisOBBEWdAl0ohjjHA2ZLJGGAfXJ8b/uMf9vtv7drVaHhmA9aoQpcV620mY4DjJt+yYi1EkGM1y3TO50zGAPtgPfxHcF5Xr15t2rZtm7XrLGllMwY4DnIdA5wvuYwB9sHiy7zAdGZQ15mQzRjguMl2DLAPrvVYf/HgoKx0BGRCJmOAfZj2iDmA1zRqtHbMb44dNxoDLOKk4BZgGl5obi1atGjRUvhF4rd8QfCu7tTJLrmKX5EdiF5ET6biNxdwq8Y6SRCmYowbrSRwr+d8Zip+6zN4EBDIkzHrmYrfXMAbhanZeC7J7VmUCgqCJYQQQgghhBCiIpAAFkIIIYQQQghREUgACyGEECUIY0QzHf9b36GchR7/WyyYyol5gjMZ/1tfYSqlQo//LRacx19++aXg43+LxZw5czIe/ytEqSIBLIQQQgghhBCiIpAAFkIIIYQQQghREUgACyGEEEIIIYSoCCSAhRBCCCGEEEJUBBLAQgghhBBCCCEqAglgIYQQQgghhBAVgQSwEEIIIYQQQoiKQAJYCCGEEEIIIURFIAEshBBCCCGEEKIikAAWQgghhBBCCFERSAALIYQQQgghhKgIGqwJCL8LIYQQIgVnn322WbhwYbhW3jRt2tSsWLEiXCtvmjRpYlauXBmulSdNGjc2K1etCtfKm5Z/+pNZvGxZuFb+NGrUyKxevTpcK2/WW289U1VVFa4JkR8SwEIIIYQQQgghKgK5QAshhBBCCCGEqAgkgIUQQgghhBBCVAQSwEIIIYQQQgghKgIJYCGEEEIIIYQQFYEEsBBCCCGEEEKIikACWAghhBBCCCFERSABLIQQQgghhBCiIpAAFkIIIYQQQghREUgACyGEEEIIIYSoCCSAhRBCCCGEEEJUBBLAQgghhBBCCCEqAGP+P1kZQGYE2YEYAAAAAElFTkSuQmCC" alt="" />

    public int longestConsecutive(int[] nums) {
if (nums.length == 0 || nums.length == 1) return nums.length;
int res = 0;
HashMap<Integer, Integer> map = new HashMap<>();
for (int num : nums) {
if (map.containsKey(num)) continue;
int l = map.getOrDefault(num - 1, 0);
int r = map.getOrDefault(num + 1, 0);
int len = l + r + 1;
if (l != 0 && r != 0) {
map.put(num - l, len);
map.put(num + r, len);
}
else if (l != 0) {
map.put(num - l, len);
}
else if (r != 0) {
map.put(num + r, len);
}
map.put(num, len);
}
for (int key : map.keySet()) res = Math.max(res, map.get(key));
return res;
}

最长连续子序列 Longest Consecutive Sequence的更多相关文章

  1. [Swift]LeetCode128. 最长连续序列 | Longest Consecutive Sequence

    Given an unsorted array of integers, find the length of the longest consecutive elements sequence. Y ...

  2. 最长连续序列(Longest Consecutive Sequence)

    Given an unsorted array of integers, find the length of the longest consecutive elements sequence. F ...

  3. leetcode 最长连续序列 longest consecutive sequence

    转载请注明来自souldak,微博:@evagle 题目(来自leetcode): 给你一个n个数的乱序序列,O(N)找出其中最长的连续序列的长度. 例如给你[100, 4, 200, 1, 3, 2 ...

  4. [LeetCode] 298. Binary Tree Longest Consecutive Sequence 二叉树最长连续序列

    Given a binary tree, find the length of the longest consecutive sequence path. The path refers to an ...

  5. [LeetCode] 549. Binary Tree Longest Consecutive Sequence II 二叉树最长连续序列之 II

    Given a binary tree, you need to find the length of Longest Consecutive Path in Binary Tree. Especia ...

  6. [LeetCode] Binary Tree Longest Consecutive Sequence 二叉树最长连续序列

    Given a binary tree, find the length of the longest consecutive sequence path. The path refers to an ...

  7. [LeetCode] Longest Consecutive Sequence 求最长连续序列

    Given an unsorted array of integers, find the length of the longest consecutive elements sequence. F ...

  8. [LeetCode] Binary Tree Longest Consecutive Sequence II 二叉树最长连续序列之二

    Given a binary tree, you need to find the length of Longest Consecutive Path in Binary Tree. Especia ...

  9. [Swift]LeetCode298. 二叉树最长连续序列 $ Binary Tree Longest Consecutive Sequence

    Given a binary tree, find the length of the longest consecutive sequence path. The path refers to an ...

随机推荐

  1. java热加载之springloaded

    https://github.com/spring-projects/spring-loaded/wiki

  2. mysql 5.7/percona server/mariadb 10.2安装与服务器参数优化

    建议使用percona server linux generic版,从https://www.percona.com/downloads/Percona-Server-LATEST/下载,现在不在推荐 ...

  3. 使用maven profile实现多环境配置相关打包

    项目开发需要有多个环境,一般为开发,测试,预发,正式4个环境,通过maven可以实现按不同环境进行打包部署,命令为: mvn package -P dev 在eclipse中可以右击选项run con ...

  4. Linux普通用户不能使用TAB键、上下键

    出发点 今天安装使用kail linux的时候发现tab键命令不能补全, 结合ubuntu, 因默认ubuntu创建的普通帐号,默认shell为/bin/sh,而这不支持tab等键的,所以将「指定用户 ...

  5. python简说(十)json模块

    常用模块: 一个python文件就是一个模块 1.标准模块,python自带的 2.第三方模块,需要安装 3.自己写的python文件 json,就是一个字符串 1.json转为字典 json_str ...

  6. oracle常用SQL——创建用户、表空间、授权(12C)

    一.查询 查询用户所属 表空间 select username,default_tablespace from dba_users where username='xxx' 查询表空间情况 SELEC ...

  7. SQL server无法连接上服务器的相关问题

    安装MySql以后,SQL server突然就连接不上服务器了,问了老师,说是啥进程关闭了,都打开了也没搞好,都准备重装了,结果看到度妈上面的一篇文献,原来是SQL  server MSSQLSERV ...

  8. Codeforces 917F Substrings in a String - 后缀自动机 - 分块 - bitset - KMP

    题目传送门 传送点I 传送点II 传送点III 题目大意 给定一个字母串,要求支持以下操作: 修改一个位置的字母 查询一段区间中,字符串$s$作为子串出现的次数 Solution 1 Bitset 每 ...

  9. bzoj 4318 OSU! - 动态规划 - 概率与期望

    Description osu 是一款群众喜闻乐见的休闲软件.  我们可以把osu的规则简化与改编成以下的样子:  一共有n次操作,每次操作只有成功与失败之分,成功对应1,失败对应0,n次操作对应为1 ...

  10. C++进程间通信之剪贴板

    转载:http://blog.csdn.net/hk627989388/article/details/53693636 转载:http://blog.csdn.net/heihei36/articl ...