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bMdM4Yp1Y+evFdXV304kUikVQqna1VbWpqampq6ubNmxKJ5JVXXqmsrLRYLHv27Fm2bFlgYOCyZctoFTnGM/rq3t7OU5o1NDQMDAyEhIRERETM+Frp6ek6na6mpsbPz6+lpYV24HTU39+vVCoJIXV1dampqbR9b44mQQBA5IPvlo1iGc/jr8vcsVhuhJBFrqywLYrA9T8SBj4h3bFff7G19/Kn35ELXrvBeVi53XZvanLSw9Nvwo6/PQAAC1t6ejohJDk5WavV8vn8wsLCiIgIvV7PYrFSU1NpyvL29j579uy5c+dqampyc3OdemA+koX4srOzY2JiHFsC6UsrlUqa/QwGA01BzDyivb29VVVVNCBVV1c77qJocN27d++5c+fOnTuXm5tbU1Mz9zSkPj4+GzZsIIS0tLRUVFScOnUqPj7+7t27RqMxKipq/lWalJREG/Gm7y0vL6dNggqFIiEhgQm3Go2mtLSUhrpTp07R1lelUnnq1CnatDgwMHDmzBmnkgDw0DBjJ3yNuEs9pqYm6WOvlY8Fboi6pPvgtvGaTlP/5I+fv9Lz8YfnTrh/l1ZBmL7E39TU5OXPP7w7fNN9mXf41oRFi1xxWwEAFqjCwkKNRtPU1BQWFubn52e32wcHBwkhR44cEYlEAQEBYrG4ra0tODg4ODhYq9WaTKbW1lbaqhYQENDb2xsYGMhisb76KgKVlZVhYWHMUD25XB4TE9PU1BQYGCgUCg0Gg91ul8lkUqmUOeSFF17Iy8sbHBykg+6kUqnj/C6FhYU7d+5MTEyMiIiw2+1tbW07duxg+oU6SU1NpfGVjsqj4wMJIT09PfScjotY3NexY8f0en11dbVQKCwuLma2q9VqOlFNREQEHQTIYrGSkpIIIbGxsfQV9+7dS/twnjt3jnmzBQUFRUVFZWVlCQkJTMl5rn8IADNCKx98jXSahpG7twghYVsUk1OTbeffttvuEUJs49bW828PGLpu3bzyaFdleDhui5eGPCEjhIyODPmv3hQgenyJ+9+M01i3+Wm3xVzcUACABY3H4507d+7IkSNisXhwcNBisUil0nPnztE4wWazz58/v2/fPrvd3tjYKBQKy8rKmJX3ysrKAgICBgcHuVwuE9UemlAoPHbsb+ayrq2tPXDggLe3t16vpxPGnD17ltkbHx+/b98+k8nEYrF2795dX1/vdEKFQnHu3LmIiIi2traenp6kpCTHVdednDp16tSpU2fOnKFrEsrl8qSkpAMHDphMpmeffTYvL2+eC/0xtVpTUxMQEFBSUnL48GFmu0QiOXv2bExMjFarbWpqEovFZ8+epYs0SKVSPp8fERFBZ2qh3VCZA+mIwaamJp1Ox5TEpxfgq3BhFhUFeLTGRofrqv59amrSd9U6Fnux/5pN2tb/nnFylO/Ejx+uLGHg49e+0CzmLCWE2G33pi8X8SPpSwGiMNxZAAAAAFhA0MoHX5cJu4326ly23Md/zSbNB6fnyHt0mB93qQd3qce3crWTE3bbPevyFf7rwqRLeZ7T8x7Pwwd5DwAAAAAWHLTywdcS9oZv9/G9A+4M3ejpbLra87GLyyJmUN+M/FdvNA5c3vB47Kh5yDI63Het81u8fvdlXhMTNjc3rs02PjYytNI/6ClJ8rUv2teHSXFzAQAAAACRD37oee//q3ndPGxc4s4XrA650XuRDuebwyJXFl24j8Vy4yxZFrx52yctf5w7Ij7ifwZ/m0i9Vj42cveW3XYvIPCJK92thBDfVeu2yv4Jc7cAAAAAACIf/NBdv3qh5X+PE0LE0QmffVxrG7fe9xDaqubqyvYRrPX2W2vsv3TtUvscq7c/Qsv4vlwuz2WR643rF+cuyXbjst24/BWCyKdTWOzFuNEAAAAAsCBgLB88YlOTE/SBplk5n7xHCBm5e8t2z8J2417p/rjv6oW7poFvJu8RQlxd2ZNTk2w37iLX+yxYsmSph91+r+9a5+cdjbjLAAAAALBQYF0+eGTuDt/sudDk47f2viP3prPbx023egkh169ov8lrFq2LvGcdvdrz8X1D5j3rKJfLG7eO3jZew70GAAAAAEQ++MEx3eq7/PmHlz//cAFd84X292z3LHRhhrlZLWY64+gKn9W41wAAAACwUKBjJzwyS3meTltWPRbKW+7zXb7mcevo1NTkbKtHrA2JZh6z3TjLV/g/FZO86cnnbt28itsNAADfS1qttqKiAvUAgMgHMIO+qxfoAw++r++qdXRSFg6X9z14R4SQ6L//OduNw1nC+1NDuU7TgNsNALDglJSUsNlsFxcXFxcXNpsdHBxcWFhos9keycktFouLi4vFYpln+bi4uJKSktn2pqamunwpMDAwIyOju7v7m6mlzMxMb2/vuasxIyPDaaPNZgsMDFQqlV/fhVkslry8PIFAwOPxFApFf3//jMXq6+vj4uJ4PB6Px4uOjlapVPetYUZISAghJCMjY45b80D31OkCbDabUChsbW39tv4J6PV6Lpc7/Yampqbe99/O9JsOiHzwQ7TpyWdjnvul/5pNLotcBatDJiZstnuWO6YbC/cdLV/hTx/wvQLaPzh968aVj9VVA4Yul0WLzHcGcccBABYWi8WSlJQ0NTU1NTVls9lqampUKtUrr7zyrVyM3W6fOx/m5+ePjY2NjY299957fn5+W7Zsqa2t/bqvSqfTicViuVw+dzVO38hms/ft2ycWi7++a0tOTjYaja2trZcvX/bx8UlMTJxeJjs7++WXX05JSdHpdDqdbu/evQUFBTOmvuPHj9Pqzc/PT0lJoY87OjrmeI/3lZCQUFVVxTzt7+9va2tzjMFNTU2EkMjIyG/xX4HVap3PDX2IMvBdhrF88Oh+P1jkajYZR81Dw7f79Bdbl7p73rp5ZY7yGx6PvfjZeQ++n2V0eLauld+uAUMXfbBkqUe/oYvpAnpn6Maf6o8993wBbjoAwMIVEhJSVla2c+fO4uJiQojNZqurq9NqtbQRSSQS0WKVlZWpqakqlUqj0fj5+aWmpvJ4f+nAYjKZqqqqBgYGIiIipFKp48nNZrNKperq6tqwYYNCoWAOeYCvaCwWbZChrZESiWTnzp2dnZ0CgYBmM7VabbVaJRIJE7T0en19fT2z0WQylZaWOp5ToVCo1WqZTBYcHEy3GI3GEydO5Obm0rfZ09PD4/HKysqYt2mxWOrq6rq7u0NDQ6VSqVMbkc1mq66uDgoKioyMDAkJYZoHbTZbQ0ODVqsNDg6Oj49njqLbu7q6/Pz85HK50Wi02+20bW22+mcUFhaGhobSx0eOHFmyZInRaPTx+ev4EZVKdebMmfb2dj6fz6TEhIQENps9Y0al21ksFiFketuXVqtVqVQ8Hi8lJcXxVRobG+knQS6XMy/EVG9GRoZOp6PvqKGhQSqVNjQ02Gw2+lpVVVUJCQm0cGtra0tLC4fDiYuLo2/WbDZXVlamp6dXV1ebTKasrCynGzrjgVqtVqPRpKWlMZWwYcMGen9NJlN5efmBAwdmrIEZlZSU7N27l/m41tbWent7MxnVZDIplUq9Xr958+bZKha+o9/SUQXwyAJS7+effPjH4dt9hJDh231z5z0Wy810u8+D77f678KZxrTvJg6Xx1263NWV5e0XSLdYRodH7t66jRF9AADfFyaTaevWrTQgGQyGyMjIsrIyumvXrl2JiYkqlYrFYp04cWLbtm20LyhNQU1NTTwe79SpU8nJyczZ9Hp9WFhYXV0dn8+vq6sLCQn56t0yJRJJVFTUqVOn6Nf6zMzMgYEBk8kkl8vpZWs0mujo6MHBQRaLlZ2d7dR7sKenp6ioyGKxGAwGx86HR48e1Wg0c7zN2NhYlUrl4+OjUqkKCgqcKu3ZZ59taWmhSSw2NnZwcJBWYHh4uEql4vP59fX1YWFhBoOBENLf3x8eHn748GGLxUKvdv/+/bQRbI76ZzB5jxAyODjo7u7ulLgOHz6cn5/vtPHhYkljY2NWVhaLxVKr1Vu2bDGZTPQiIyMjy8vL3d3dNRpNeHi4Vvs304zz+fz4+HimWU+pVO7bty8oKIg27tlstjNnztAulKWlpUVFRWazube3NzIykrZDms3moqKi7du3NzQ08Pn8GW/o9AP5fH5GRga9QkJIVlZWeXk5E/8aGxun14Dlb9ntf520PC8vz2z+66/wdXV1DQ0NzKc6Ojpap9NxOJzy8vLw8HCj0Yj/dSwUaOWDR2bUPDT/wnb7+OSE3S9gnasr6+6wMWhjTE9nE921JugpY/8lq+XuHAsnrF4rvtnXM5+2QfdlXmOjw19loT+rxXypq3ld6DPeviKrxbzMY6XNfs/Y13PbeG3FyjW47wAAC1R3d3dOTs7evXsJIdnZ2WKxmIkZWVlZ4eHhTPPL5s2badrJzc3duHFjQ0ODXC7PyMjIysrKzs5m8saZM2fo47S0tL179zruysjIUKvVX/GCxWKxTqcjhCgUCoVCQTempKSEh4fv3bu3ubk5IiKisLCQXj/dS5+aTKbw8PAjR45ERkby+Xyau/h8vs1mq6ioYPoiTn+bEomkra2ttraWz+enp6c7XoxOp0tMTMzKynLaTghJTU3Nzs5mhodVVFTs2bPn3LlzmZmZcXFxtE2VEGI0GsPCwiIiIu5b/05sNltmZmZBQYFTmNFoNMeOHXsknw273d7c3MyE7crKSnqvFQpFbm4u3a5QKBITE53CfHJycmFhYWFhodls1mg0UqlUo9HU1tZKpdLGxkY/Pz8aXLOysph7FBMTk5OTQ2/owMBAbm4u3VVaWjr9hk4/UKfTRUREVFVVZWZmtra2crlcpVJ5+PBhQkhlZSXT+udoyZIlTltSUlLuWycajaajo0MoFNKnGRkZeXl5mOlnoUArHzwyN3ovPlD5m309XZ+e0zQrx60jN/q6fVet+/I8ny9Z6iEQhsxx7LLlK1f6B03f7r96U2jE9sD1P2K2CIQhjwU9teqx0EWuLLreOt8r4EHfWmjEdsHqkMEbev4K/8d/pBi3jvoJN4jWReKmAwAsLEqlkpm+Zdu2bQkJCfQrdV1d3b59+5hiIpFIJpMxY+eYFjwulxsTE6PVas1mc0tLC42L1N69e2kXwRl3tbS0ODaePByz2Ux73BmNxoyMjPDw8MjIyLq6OqvVOjg4mJqaOjAwEBkZWVJS4ji1ic1mS05OlslkmZmZhJDg4ODIyEga8xoaGnx8fKKjo2d7mzweLz8/PyQkJDMz0zGytra2xsbGVlVVTc97JpOpqampqKgo5EslJSU0PjU0NDhWi4+PD9PLce76d8p7L7zwAo/HY6IXg8/n02bGr86xm250dHRPTw/98FRUVDDvKzMzs6enhzZgMmQymcFg0Gq1jY2NUqmUzWYnJCTQRjylUsm8X71en5ycHBoaGhsb29XV1dXVxZyBCWkz3tAZD0xLS6uurqYvkZubKxAIWltbDQaDRqNhfhpwNPW3Dh48OJ86SUpKYvIeIeTAgQPMbxyAyAc/IOPjY4QQYeDjK/2DXFwe4KNlt4+bh42LOUtDnpB5rXzMZdGi28ZrLPZinofPEnfPGQ+ZmmlNCEJI37ULplu9ExN2FsuNEOK7at3d4Zsr/YPWhz3zDz/51yVLlxNCZsyKc+u7euH2zavLlq8c6L34/tnS0IjtP5als9iLcdMBABaWhIQE+jX37NmzVqt1xi/EX/5tstMIRwjhcDjMdjabzXSEc+wR5/h4+i4Wi8Wc7eFYLBalUimTyQghiYmJ3t7eH3zwwQcffODn50dfi8/nt7a2lpWVWSyWsLAwppGKdtU7cuQIc6p9+/bRvn/l5eWOGWzGt1lYWNje3i4Wix2bNGnmOXr06PT5TjkcDofDaW9v132pu7ubTv4hEAicApLT09nq3ynvEUJOnjw5/RCZTEaTz1fn+NIsFotWBY/HO336tM7B1NSUYwqiZeRyuVKpZAJecHAwn89vbm5WKpVJSUm0WGxsrEQiaW9vP3v2rNMnhxlHN+MNnfFAhUKh0WgMBsOZM2cUCkVCQoJSqayurn6IQUzLyMMAACAASURBVKQcDsfxeub4nWLGGwSIfPD9J3lu75anU1c9Frr1H/7p8S2Kef2fhcsLjdju4rJoampyoPeiYPWGVaLQKOnuvwvZerXnY6778vVhz8y49LlO03BnaIa5QNluXJ7HyvVhz6wN2UoI8fQO2PLMrgBRmKe38M7QACEkVnGAjjakxNEJ2+JfZgLq8hX+Mw4svHXzirbtbKemnu3G3RT+nO+qYNxuAIAFLS4uLjc3V6FQ0DSiUCiKior++ldGp2tsbJwjEPJ4vKioKNp9jiopKWGCgUQicdolkUimTxDiGOfmvlqz2ZycnMzMpanRaFJSUrhcLm1EoqPXaPoSi8WFhYV79+6lI8oqKyuVSuXp06cd+0DK5fKRkZGqqqq2tjYmhMzGZrMJBIK0tLTTp0+fOHGCefvvvfeezWZ79tlnmVFkFJfLlUgkjsMFW1tb6cXk5+fv2bOHthaazebCwsLGxkYmtNy3/mne43A477zzzowj9AoLC1UqldOMNRUVFfX19Y/q9wLHk+v1+ukDDgkhKSkplZWVarWaaSqUy+X79+8PDg5mZlXR6/UpKSlsNpvL5e7evXu2mne6obMdyOfzFQpFZmZmUFAQn8+nka+qquq+Sy9MFxISwoxFNBqNzEA+Qkh1dbVjL9aioqL7fnjguwPpHB7d7weLXIVrn5iw2y60vzdhn2GZo8D1P7r8+YeEkNVrxYbLn3KW8ALXR13+/MONYlmfQTdkvDY2eid4k4QQsmLlmjumgdVrw8dGh+8MDWx+Kv6zj+scTzU1Ndl37YLT+d2XeUme20tb/5YtX0kI0V9s3fD439O9V3o+fiLqJ0t5nveso4QQvlfA+rBnbOMWT+8AT++A28ZrhJB71pGV/sGOmdDR2IgpNGL7IlfWle6PPTx9Pb2FuOkAAAtXbm6uRqPJyMiorKwsLi6Wy+V0UsrBwcGGhobjx4/TuTFnU1FRERsb29LSIhaLNRrNhg0bmIlDjh8/7rjLaDTOkToqKytzcnL6+vqcYkxjYyOdT7+/v7+hoSEpKYkZBZeVlbVz507aqZL5Uv7qq69qNBqZTGY2m+kIPZ1Ol5GRIZfLmfk8FAoFHUuWnp7+8ssvp6enzxFECSHd3d07d+5UKBR+fn5KpdJxxBebza6oqCgoKIiOjq6vr3ds7Dp+/HhcXFxbW1tMTExPT09LS0tNTQ0hJC0tjcfj0eFnQqEwPT1dLpfTST7nU/+7du1Sq9V79+5lwmF+fr5jpQmFwvPnzycnJx89ejQqKooQ0tLSwuPx3nnnHZ1Ot3Xr1qGhoa/ygTl06JBcLo+OjpZIJCaTqaGh4c0335xeTCqVjoyMREVFMS1sCQkJRUVFb7zxBpPQUlJStm3bRiNTXV2dY/sqY/oNnePApKSk7du3Hz9+nNaDQCDo7++PiYl50Pd48ODBxMREjUbj7e3d0tJCq5GKiYnZvn17RESEt7d3Y2Mjn89/VCMn4RvgSruwAzwSV79o//OfqvuuXhganKGrhruHl6e3cPh23zK+L8/Dxy9g/ZXu1sVcXuS2FwPXbfHxW6tt/e+b/V9Yxu4O3+4b6P38Zv8X4uifuri42Gz3WCy3RYtcJyds4Vt/1m/QETI1/fzhWxO9fB+jj/sNOsvYHclzezlLeIQQ3Sf/q//8Q0LIJy01o+bbNHYGb5LwvQIWubI8+H6DN/Qr/YPuDPXPeOV/ybSuLOvY3UtdzSN3B8lDdRAFAIBvEYfDWbVq1fr165ktMpns0qVLa9eu9fHxSUtLW79+/fDwMF284fHHH6dluFxudHT04sV/7cwfGhq6atUqOqMJh8MZHx/fvXv3P/3TP3E4nIiICFdXVw8Pj1/84hcrVqwYGRmJj4//j//4j+XLlztdDIvFevLJJ1etWuXt7b1u3bqwsDCnAkuXLqXdQSMiIg4dOvT8888z8ebpp58ODQ29cuUKj8f713/916CgoNDQ0Li4uLVr1167do3H4xUVFYWGhg4ODvL5fMd11devX+/r60tTweuvv/773/+eiakzvs2wsDCFQnH79u3h4eEXX3zxl7/8JVONtMHq6aefFggEXV1djz/+OD0Dl8vl8Xg///nPV6xYcffu3aeeeurIkSOrVq2i5wwJCUlPTy8oKPjnf/7nJ598MicnJy8vz9fXl8vlzlb/jOvXr2/atMlxy49//GNXV1fHLT4+Pr/85S83bdpktVp9fX3T09N//etfe3l5aTSazs7On//85/P5VDC32LFAcHDw4sWLX3rpJZFINDg4uHHjxtdff93pev7y3drVVSQSxcfHM2egb3DXrl1Lly5lsre/v//Vq1e9vLz+7d/+TSgU0jUYPDw8mKGVTz/9tNMNneNAkUjk5uaWmppKM/zatWslEgldK8IJn89nXmJ6DQQHByckJIyMjKxZs+bXv/71hg0b1q5du2rVKg6Hs23btl/96leTk5MTExMvvPBCUVGR46cFvuNcpqamUAvwSAwNGi78+b0b12edxIXFclu+wv/WzStP/vhnn3e8v3ptuF/Auj81/L8bxTI6OYr+YuvgwKW/SYnLvNaFPdPxoco3YH3QppiuT/53YsK2+Sn5R++fHBsxOZ1/+4v/zl2yjBBit937n3cPbXlml5fvYzd6L176vIVZYY+xJuipzU/Fc5csu/pF+43ez0PEssUc99bzp6aXpJa4e46NDHG4PGHgE1/oPiCEbHry2fVhUtx3AABYQIxGI5vNzs7OZrPZ33ArTWFhoUAg2LFjh4+Pj8FgyMvLs1gsM66T/shVVFRoNJoZ+2ECIPIBzNc968iZygdbmpzvFbD5qfiP/q9y3DpKM5XjjCxTkxN3h43j90bpUzfOUr9V63qvaP/xxdfcFnOb3ntrerb8ye4SFnvx5OTEh+d+33ftgvsyr3vWUdv4XwZILHJlcbjLCCHj1hG7fZwQ4uKyiLOEZxm9w/cK8PD0u2cdmZ733Jd5PRH1k8873l/pH9TZ/h7bjbt8hf/gwCVvv7WW0WHpjv2LOe64+wAAsFDExcWp1eqkpKSysrK5e3U+cjqd7vDhw01NTXq9PigoKCkpKTc395u5BrqAnuPKfgCIfAAPzDJ29+zb/0YIYbHcJibsLPbiqckJu32cw+UtX+E/Njp81/SX2Va8/daaBg12+7j7Mq8VPqu9fEUrfNZ4ePouWuQ6/bR3hgauX73Qe/mTOw6He/s+dvGz89OX2lsX+oynd8DnHe+bbvUyMc9v1Xq/1Ru8fNZ4ePrRjZOTEyN3b1nHzE4LCXKXeriy2J93NN6zjvqtWh+0Kab7s//r+vRc5NOpltHhfkOXmxtHtG4L13255oPTHC7viaifLnFfjlsPAAAAAIh88IPQ2d5wxzTw+I8UnzT/4WZfjxvH3Wq5y+Eus1ruTk1OTk1N0gy2c9f/MzU1uciVNWPGm82tm1cvdrw/fcqW2XC4vODN20TrtrgtfvifDyfstrvDxiXuHk5Nef3XdILVIbjjAAAAAIDIBz844/csn3c03jENTE1OPhb01N07xvWhz1zp+dgyOsxduvyedTTkib9/6JObbvVpmk/T2TVn/Uy7LAraFLMp/FlXFhu3AwAAAAAQ+RD5YCGZnJz49CPVJV3zjHtZLLfof9iz0h/r5gEAAAAAEIKl2GHhfWQXuYqjfrrqsZlHYEc8/SLyHgAAAAAAIh8sbIHrfzR9o6fP6lVrNqNyAAAAAAAQ+WBhY6bfdOTtK0LNAADAHGw2W21tbUlJSW1trc1mc9zV3NxcUlJSUVFhNBrnc4aKigqTyTS9gMFgKCkpYZ729/eXl5eXlJRoNBqnkt3d3aWlpY5bjEZjZWWlU5ny8nLcOABA5IMfHLrkupPFnKWoGQAAmCOtxcbGlpSUmEymkpKSrVu3Wix/Wbs1NTV1z549RqOxsbFx3bp1ra2tM57BYrFs3br16NGjhJCGhobg4GCdTudUYOfOnXl5efSpWq2OjIzUarX9/f0KhaKwsNCxsI+PT05OTnd3N7Oluro6MzOTuSpCyG9/+1vHAgAAD4GFKoCFyG67N33j5OQkagYAAGZz4sQJNputVqvp09jY2FOnTqWnp6vV6ra2to6ODroseEVFxf79+2dMfadOneLxePX19fRpRkZGUVFRVVUVUyAvLy8mJoZp0AsNDVWr1SKRiBCSnZ0dHBzsuPg4n8+XSqXV1dVMFKyrq2Oz2Y2NjXK5nGbU6urq9957775vzWw283g83GIAmBFa+WBBujM0MH2jZXQYNQMAALPRarUxMTHM05iYGK1WSwhpa2uTSCRMEpNKpXT7dBwOx2mLY9CqqqoaGBjIzs5mtvD5fJr3CCEsFot5CUZSUpJKpaKPTSaTVqvNzc1ltjQ2NvL5/MjIyO7u7sTERB8fH09PT7lcbjAYaAFPT0+NRhMSEhIWFkYIUSqVISEhQqEwPDy8srJSr9e7fInNZru4uNBeo9PPVl9fHxgYyFxVXFxcRUUFfdza2ioUCm02W2tra1xcHI/HEwgEaWlpM3ZqBQBEPoBHpvfKDH+M+w26yckJVA4AAMzIbrfb7fbpTx07UtJsZrVaCSFlZWWFX6qtraUJzd3dPS4u7tChQ4mJiVqt9rXXXqNHdXd3l5SUHDt2bPrrlpWV5eXlxcXFHT9+3Cn1KRSKnp4e2ju0trY2Pj4+ISGhoaGBjjNUKpVJSUn0Uvfu3dvX19fX1xcSEpKcnMykxMzMzOPHj1++fNlisaSlpdXU1BgMhpqamqCgIJFINPWl7OxssVickJAw49mkUqnJZGpubqbnbGxsVCqV9CWqq6sTEhLYbDYh5NChQ2azubu72263Z2Vl4RMFgMgH8HUZNQ99oftg+nbL6J0rPR+jfgAA4OsLjSaTibbdRURE2O12vV5PQ+OePXuqqqr4fP70o3x8fPz8/Ph8PtOnlMHj8eRyeXV1NSGkrq5OLpeLRCJvb2+NRmOz2c6cOUMjX0hIiEgkqqurU6vV+fn5LS0tTCNbbm5uZGQkTap8Pl+pVBqNRqFQSDdSSqWysrLy7NmzNHBOP9vIyEhKSgq9DJVKlZ6ertFoTCYT7VmamppKCImMjHR3d1epVBqNJj8/n2mKBIDvPozlgwXGMna3qf6tyQn7jHs7PlR5egv5K/xRUQAA8BVlZmY6bTl69KhAIGAG78XHx9O2voKCAj6f39LSwoSx8vJyqVRKe3XStrWsrKzIyMja2lo6To+RlJSUl5eXn5/f3Nx88uRJWl6pVA4ODgYEBISEhNCzlZSU0Pj3m9/8hsViWSwWGi/FYjE9D5vNppOOhoeHi0SisrIyeqxWq83MzKyvrxcIBLTkjGdLSkp69tlnjxw5olQqDx48aLFYVCqVn5+fn59faGgoIaSgoEClUikUCkJIc3PzyMgIPiEAiHwAj16vvuOTlj9aLebZCtjt4//336VPxjwvDHwC1QUAAI68vb1pj03KarXS1CQQCLq6upjtNGvNeAaDwSAUCpmnQqGQtvKJxWIej9ff309PSwjp7+936i9KCAkKCurp6XHaKJPJ9uzZc/jw4ejoaNoKp1Aodu7cOTAwQLMiISQvL+/8+fM0elksFh8fn79+k2OxHK+nrKysrKysvLx8586d3d3dRqNRLpcfOnSISYaznS0yMtLPz6+6urqnpycyMtJkMv32t7/l8/m0ic9sNpeUlBiNRlpjBoNh9erV+EQBIPIBPDJjo8PX9dorPR8P3+67b2G7ffyj9ysvdX34dyHRAmGIK4uNCgQAABql4uLipFJpVFRUS0tLRUXF+fPnCSHx8fF5eXkVFRUJCQn9/f1ZWVk050yXkJCwc+dOmUwWFRVlMpleeeWVtLQ0QggzuI6GvZKSEjoJZ2ZmJofDKSgocHd3P3PmTF1dndM6DYQQLpe7Y8eOV1555Z133qFbaOucSqUqLi6mWwICAtRqNQ1pLS0tjsGVYTKZVCpVUlISl8v19vYmhNhstsTERIVCkZ6e7lhytrMlJSXt379/9+7dhBCpVLpr1y673f7GG28QQjgcDu2YSlv5Ghsb8XECWEBcpqamUAvwHTE5OWEZvTMxYbOOmcdGh0fNQ8O3+4Zv943cvfWQP2mw3Fb6B3v5PrZs+Urecp+lPM9Fi1xRzwAAP1gqlaqoqEin04WEhLz22mtxcXF0e2tra15eXltbm7e3d1paWn5+Pp2wZLr6+vpXX31Vq9UKhcKkpKTpJfv7+wMDA2kTn8lkKiwsVCqVVqs1IiLi4MGDjkPsGHRVhv7+fmYoYEFBgVqtpvOpEEK6u7tffvllnU5H13VoaWk5e/asQCDgcrmXL1+mPTaNRmNRUVFdXZ3NZhOJRKWlpXq9fufOnSwWi5m05uTJk6mpqbOdzWAwBAYGfvDBB/QiMzIy6GSeTBXt379fr9f7+fklJCScOHHi8uXL+EQBIPIBzMB8Z/Bqz8em23122/ioeYgQMjU1YRm98828OtuNy3bjsthuiznujtuXLPVwWeTKYrut9A8WCDcgGQIAAAAAIh/AA7t26ZML7e9NTU6OjQx9By+PxXJz47i7L/Pa8vSLnCXLcL8AAAAAAJEP4OFN2G3MXCy0xY982b3TsdjY6PDU1OTDvQTbjevm9tdFkBa5srhfZjmmrc/FZdES9+W4HQAAAACAyAcAAAAAAAALBpZiBwAAAAAAQOQDAAAAAAAARD4AAAAAAABA5AMAAAAAAABEPgAAAAAAAEDkAwAAAJhNSUlJXFzcfYvV1tYGBgZ6enpmZGTMUSw1NbWkpIQQUl5eHhoaOvc5IyMjKyoq5n+pNputtLQ0PDycy+V6enrGxcU1Njbe9yiz2UwviTlJYGCgUqmcf/2w2WwXFxcXFxc2mx0cHPxA1+yov7+fy+V+A/fUYrGEh4c73imDwZCYmOjj4yMUCtPS0kwm02zHyuXyQ4cOTd9eVVUVHh5usVim7zKZTIGBgY6VzNBoNLGxsVwuNzAw8PDhw467tFptSEgIc5TNZissLBQKhVwuVy6Xd3d3O53K09PT5W9pNBpCiF6vl8vlPB5PKBQWFBTQKywtLXUqLJfL8Y8dEPkAAADgh8hisdjt9vtmrV27dh05cmRoaOiNN9647wkJIVFRUZmZmXOXTEtLi4iImP91xsbGqlSq1157rbu7u729XaFQZGRkTM8G0yNfXl4e85TNZu/bt08sFs//dZOSkqampqampmw22/Hjx3NyctRq9cPVttVqfYRZfcaURQjJy8szGo1OQW7Dhg3Xrl3T6XRcLjc5OXnGAw8fPmy32wsKCpy26/X6nJyc06dPzxhZU1NTmfvuyGAwyOXy9PR0o9FYU1OjVCppmLTZbCUlJXK5nMvlMkfl5ORotVq1Wt3f3y+VSrdt2+aUS4eGhqa+dP78+aCgoM2bN5tMJolEIpPJDAaDWq3W6XT0U5eVlTXlICYmJiEhAf/YwQkLVfD9cP369c7Ozhs3bty4ccNqtfr6+np5ea1du3bjxo0sFu4yAADA32hubhYIBGazWaVS8Xi8lJQUHx8fQsjg4KDZbKbtJDwej35rr6ur02q1PB5PoVCIRCKnU3G5XCbOVVZWpqamqlQqjUbj5+eXmppKTxIREcFECIvF0tDQoNPpRCIRbbRxOmFBQQGPx6upqWGz2XRLenr67t27maeEkP7+/oaGhsHBwZiYmMjISEJIY2MjbQksLCwkhAQFBSUnJ4eEhHh7exNCtFotIYTP5yuVSpPJFB8fT4+aQ3R0tFQq1Wg0EomEEGIymerr6/V6fWhoqEwmoxczz9O2trbq9fqEhATHt/BAWX3G7VVVVXq9Pi0tbWBggG4xmUw9PT20Bggh2dnZMzbAtra2Hj16tL29fXrgT0xMLC0tnX6XafIUiUQCgWD6rqNHjyYlJdGsFRoaWlZWFhcXV1BQUFJS0tPTo9VqmShusViOHj1qNBr5fD4NbI2NjVVVVbP9alBYWJifn89ms1UqVWhoKC3G5/MrKioEAkFZWZljNFWr1QMDA0lJSfgHDk7Qyrewtbe3v/zyy2vWrAkICIiLi9u/f/9bb731u9/97pe//GVCQsLjjz/u7u4uk8l+97vfjYyMfO9rY3h4WP2l9vb2eb5lx6OcdHR04DMGAPC9dOrUqczMzKysLBaLpVart2zZYjKZDh06FB4ebrfbBQKBQCDIzMw0mUxbt24tLS0lhBgMhsjIyLKyMqdTVVZWMh35du3alZiYqFKpWCzWiRMntm3bZrPZCCGHDx+urKykZZhemkqlMiwszKmFx2KxlJeXv/HGG07pyPFpRUXFtm3bDAYDi8XKycmh3Rrd3d1piqAXTx/HxsYODg4SQlQqVU5Ozs6dO00mk8lk2rZtm0qlum8qbm1tjY+PJ4SYzea4uDjavfC3v/3t1q1b6fuaz2lLS0v37NkjFosfLu/Npru7u6SkhKlVis/ni8XiwsJCi8ViNpsPHz6clpbmdKDJZHrhhRcsFotQKIyMjGxubmZ25eXldXd3Z2ZmCoVCpz6fzc3NtbW1czT8Or47DofDpPfKykp6Lyi73c5isRx/jp+jB6xjhLNYLI4lWSyW3W53arVm8iH+gYOzKViYLly48MwzzxBCXF1df/azn9XW1ppMJmavzWb785//nJub6+HhQW+0h4fHlStXvt918tFHH61cuZL5bC9evPi1116bz1ErVqyY8V/HT37yE3zSAAC+Nw4ePCiVSunj9PT0zZs3j4+PM93hjhw5MjU11dfX5/jtaPfu3Xv37mWeXr58mc/nX758eWpqKiUl5eDBg/S0KSkptAAhhPnTMzY2JhKJzp4961jYSVJSUnFxseOWy5cvs1gs5unNmzePOfjoo48uX74cEBDg2PcvJibmnXfemX7x9Hro1R48eNDb25s56tixY2KxeHr9uLu7+/n5+fn5BQQEEEIOHDgwY01GREScPn16jtPSKxkbG9u9e3dCQsLdu3cf4n4dO3aMXoy7uztzYbR6x8bGIiIiOjo66DWkp6c7/lnncDgBAQEBAQFisXhsbMzptAcOHIiIiKDVUlNTw9zQjo4ODodTU1ND70JERARzK2/evLl58+Zr167RT870W9nZ2ent7X3u3Lmpqalr167FxMTs27fPsYDjUUlJSSkpKUNDQ+Pj4ydPnnR3d+/r65uxBmJiYo4fP04f9/X1eXt7nzx5cnx8fGhoKCUlRSaTORY+f/68SCRiPtIAjtDKtyAdOXIkLCzs/fffF4vFnZ2d7777bnx8/PLlyx1/+wkPDy8uLr506VJUVBQh5M6dO46/Y30vRUZG3rhxY3Bw8PXXX3d1db13794rr7xSXFx836Nu3bo1MDBAj6IbMzIyent7//CHP+DDBgDwfSWXy5n2kOjo6J6enull6urq9u3bxzwViUQymay2tnaO0zKDx7hcbkxMDO366EipVEokktDQUFpSr9c77nV3d7fb7cz4NLvd3v+l0tLSxsZGlUo1MjISHR0d8qWurq75TO4ik8mY5iaZTDb9wgghCoWCvpbBYBgaGtLr9UyPxLKysujoaDpXire3t06nu+9pt27dKhAITp8+Pb3z6nykp6fTi8nOzs7OzqaP6ei7/fv379u3b3qnTTp3y/nz5w0Gg8FgyM/Pnz6WT6lUHjlyhHbdVCgUSUlJtKmwuro6LS1NoVDQG33kyJHy8nJ6yJ49e8rKyoRC4WyXGhISUlVVVVBQ4OnpGRkZ6di5dLpjx47x+fyQkJDAwMA9e/YUFBTM2FlUrVb39vampKTQpwKBoL6+/tSpU56enuHh4SqV6tixY2jig3lC5Ft49u/f/y//8i8TExPPPfdcc3PzunXr5ijs5eXV0NAQHBxM/2z8EOrHy8srJydn//799OmvfvWrd999975H+fr65uTk/PSnPyWEBAYGvvXWW6tWrcKHDQDge8yxcx3tJjefo2jHvDkKMJ36CCFsNtvptGq1Ojs7u6ysTKvVFhcX9/f3Ox3u4+MTExNz6tQp5ot+YWFhYWFhdnb2wMBAXFwcj8eLiYnROTAajfOZWnN6t8C5y/P5/MLCQhp7KisrT5w4UVVV1d7efuDAAcd4PMdpd+/erVQq7zvrzIPq7+8vLy/PycmhXVgPHz5cVVVFv+oolUqpVMqMJ1QoFLTHqePhg4ODjhGLz+fTAhaLxbEHpkAgoNs1Gk1DQ0NiYiJ9uaqqqsOHD9PxjY6kUmlra2tfXx+fz6ehbrbr5/F4paWl/f39hw4dEovFBw4cmLHY9AgnFovPnTtnNpsDAgIOHTrkGEGd8iEAIt/ClpOTQ0cUBAYGvvvuu45/V2bj7u4+4xzE329hYWHM4xdffHGeE47RPxL3HdEOAAA/EAqFoqioiHmq0+kaGxtpQ9DD0Wg0tIGOECIUCmecT7+4uLioqMhxUJzZbN6zZ49MJhOLxfHx8U1NTY456vDhwzQ60iw622QnD3e1dPYXjUYjlUppxggODpZKpfM5PDMzs7i4ODY29iv2M+JyuY7BUiAQTE1NMY2f2dnZycnJtEJEIpFGo2FqwGQyDQwMuLu7O2Wz6upq+thisahUKvp2oqOjVSoVc2x1dTXdLhaLbTYb83LJycnZ2dmzfa949dVXQ0JC5rNMQn9/f05OzrFjx2Zsl1Or1Xq9fsYIV1ZWZrVas7KynPJhbm4umvhgNpjLcSH5wx/+wAwQf+utt5z+FzYHmUzGdFn8/e9/f/Xq1XkeKJFIJBLJ22+//aAthC+99NKRI0eGh4dnjKDMxCpeXl7h4eFzR6zi4uKLFy86bfTy8pp77mzHNrqJiYn4+Pj29va5W0QJIbRz7Nw/346MjLS2tl66dOnGjRv0kHXr1kVHR0+/HXQOmDmi+KpVq8LCwhyvqqOj48yZMzOWX7NmzUsvveS0cY5+I9Pt2LHDMQkDAMB9FRcXy+Xy0NBQqVQ6ODjY0NBw/PjxGbvhzVNCQkJpaWlmZmZoaKhe+c/slgAAIABJREFUr1epVNPbiyIjI0+fPp2amlpUVLR582a73d7Q0CCTyWhHPoFAcOzYsa1btyYkJPD5/ObmZj6fv3fvXkKIj49PREREXFycWCwODg5OT09/0Mvr6upi/rIMDAwolcp33nmHEJKWlhYbG2uz2YKDg3U6XUNDwzwblBQKhVAoVCgUxcXFs62XcF+5ubnzLBkfH19ZWRkeHk5juVKpLC4udgpCpaWlEomktbVVJBLV1dVJJBKa0BISElQqVVhYWHx8vF6v/+yzz86fP/9A19na2lpRUdHZ2TmfwhkZGenp6bOt6EjbdadHOIPB8Morr3zwwQdO3zd6enrQxAeIfN8Hw8PDv/jFL+hj+rdn/se6u7szueLGjRsdHR0NDQ337t2jW1auXCmVSmnOsVqtV69e7ezsHB0dpXvDwsKY/4msWLGCBhu73U5HZtPDaWOj1Wq9efMm8+fq+vXrra2tra2tExMTzOHR0dEBAQFms/nGjRuNjY10V2BgYHFxMe1UOZ2vr29nZ2dzc/O1a9folmeeeea+4c3J6OioRCLp6Ojw9fV96FvQ3Nx85MiRurq6e/fu0aoYHh6+c+cOIWTx4sXx8fEFBQWOmWp4ePjixYutra3Mla9cuXLdunV2u/3SpUtMXQUHBx86dIi+/ZGRkc7OTtozhDnP4sWLo6OjZ2zRvX79+tWrV99//31mS0hISHh4OJNOr1692tHRQet5zZo1iHwA8EMmk8mCgoKYbEDbr5hddGZLHo/nOAicZiq1Wt3W1hYSElJaWsp02FMoFH5+fvRYZpGA4uJix3FrzKswhYVCoVarValUdH2FvXv3zjimTiqVXr58ubGxsaury93dPT8/n3ZcZHJjTExMXV2dyWQqLi52/OX03LlzdL0Eum5EcXExvWDmDVJOb5OpBMenYrH44MGDNN+GhoZ2dHSoVCqTyZSQkJCWlkZbw2Y7reP5xWKxWq2uqqoymUxzdHf8KreVuQa6mEFzc3NLS4u3t/f58+en53ORSKTT6VQq1cDAwPHjx6Ojo5ldVVVV9FixWFxVVTXjXJpOnxxHvb29p0+fpqt9zH2U0WiMjo52HCbqyGw2S6XSGRN7T0/P8ePHaSuxY/nKyso5Zv4EwIydC8Zrr73G3LXXX3/9K57N8YcrlUrltNdiseTn5xNCDh48eO7cOZpVPvroI6bAlStXmMPPnz/vOI8o05mebnHsePDpp586vsqnn37qOFXmf/7nf85xwTabjc5QOuOMZ7O9QccJPGm4MpvNcxx14sQJQsiuXbuctpvN5l27dhFCXF1dMzMzv/jiC8eZwZ577jl6fldX1/z8fJvN5nTs4sWLaQHHM3/66aeOy+MyNUbfrOOKvRcuXJj7zb7++utMYcdrowYHB//xH/+REHLixAn8OwIAAADAjJ3wHfXWW285/vj3Fc8mkUiWLl1KHztO9UlxOJxDhw7RnNDZ2enq6trQ0DCfEW4bN25saGhYunQps7zpxo0bHfc6Fg4LC3Pcsn///rq6ulnbo1msHTt2EEJmawyc7Ze/7Oxs5ml3d3d8fPyDdlK9ceNGeHj4yZMnXV1d33333TfffHPt2rXM3sjIyLq6Ohq6JiYmioqKnn/+eceXcHd3n7FpMSws7MyZM0wadPy1lcViMT+1rl692qneZvzt0PFYp71eXl5/+MMfVq9ejX9EAAAAAD9AiHwLQ0dHh2NPv/tmgPnw8vKau8CLL75ICGlvb8/Ly5t/h8A1a9YUFxczHdmd5kObXp5JnhMTE88///wcPeBpn9L5j2Ck3njjjZ/97GfM06amJvq+5unWrVsSiYQOCp+j9ymzEi4h5I9//CMzX+jcVq1axUQ7ur4t44E6oN53Fh8Wi/VAURkAAAAAEPngG+U41dXq1avnnl/kUZFKpS+99NLbb7/9oBN+vvzyy3O01zkJDw/PzMykj0dHR2UyGZ0W5RF6++236eKE1H/9138xqwzd10svvUTznr+//9xBrri4mOlHWlZWNp8lkshMTazzTHEPKicnx2mQBgAAAAAg8sF3xaVLl76+MDBHGlmzZs038EJHjhxhhsP19fXt2LGDmdLzkWCxWMzihFRJScmbb7553wPVavX//M//MNlv7qS9fPlyxxk155kqmUlNHcf1fR18fX2/ytQ1AAAAAIDIB18jx9UOvn9f3Fks1rvvvsvMU9zW1vbzn//80b6Eu7u7Wq12nM1l//79sy2HwHR5dVwHwnFGr9k4dp7UaDSOQX1GVquVab+df8MjAAAAAMADfNlGFSw4911V7+LFi9NnXna0Y8cOOhXKdNevX3d3d///2bv/2CjrBPHjz2XLLt1rd8UTUpBV0jXYWGKb0IRerKHkShb22qTdqw0ioKIpBjhphMv2Yjf2Yk0gKVm4wxwSKKywwAG7ZbW7TEI3zsUa2RzNtXuUFA9r7QLWipa1rO0uY/j+8WSfzHf6w+Li7qmv1x9m5pl5Zp6ZSqfv+TzP8xlvb8PPTkZGRiwWy8/PD6cu+I//+I+77rrr5s4gn5WV1draWlhYGM4/8fHHH69YsSIWi41uufBwwZGRkeSdMyczLURBQcHXvva1aPaLeDyefKKXFIlEoqam5v333//a1762Y8eOz+JYu+7u7tmzZ9/o0Y8AAEg+/pJGRkYmvsPUqVNvu+22cP69rq6u5JsWLFgwb9688Yru6tWrlZWVWVlZ4w1/faaysrLCAAuT7LnnnrvrrrtGTz7+p5g3b15LS0tJSUk4T93vfve7ysrKeDw+Zs51d3dH8RZMenB1zpw54bF/YT+n3NrR0RFOcXv16tVYLNbd3b1u3bq6urrPYuT2woULhYWFNTU1NzRdOwB8GQwMDNTU1FRUVDzwwAM3tOLixYurq6tvdC2QfEwqh6LL77777tWrVycYupkzZ060R2JlZeVPfvKT8PLGjRuT91SM1NTUhBHY0dHx29/+NpyA7i8iPz//8OHD5eXlYZI9/vjjd91112T2qJy84uLiAwcOPPjgg9GbWV5eHo/HR0dX8s60wTinGx3zJzVB8p0/f37fvn1B0rT1O3fuPHXqVGVl5fr162/KcNyyZcumTp0aTun++9//fvbs2f75AIROnTrV09OzfPnyie82PDx89OjRd955Z8GCBcXFxePdrbm5eebMmYWFhT09Pe3t7RM3wMsvv5yXl3fHHXdMZjubm5uHh4dTtjN6uglWDHdOGXMmp8msnvxGxWKx6OrcuXMrKio+9UzfW7ZsWbt2bfIM9TdXc3NzWlpaWVlZtKSrq6u1tTU9Pb2kpCQ7O3v0Kn19fYsWLVq5cmW009PAwMDx48fDOdCjI03Ct7S9vf1b3/pW9A5s27bte9/73rlz5+rq6sb7KaSsEgTBtWvXYrHY2bNn77nnniVLlkyZMiVcfuLEiV//+tczZ86sqKgY8y266SsGQTA4ONjU1FRdXf3Z/VD4v8axfJ8PKbMyRLPe3dCK403t8Mgjj6xfv37FihX/F87oWFpaum3btvDyxx9/XF5e/olHxH2KKEqeu/zcuXOTOWHM6H77RKNzq7Kysre3t7e3t7+//ze/+c33v//9IAja29v/+Z//ed68ed3d3X/6q6upqampqXnkkUcKCgqCILh8+bJ/PgChWCy2d+/eT7xbVVVVU1NTEARvvPHGxKURdtHLL7/8icdj19TUNDc3T75hHnrooRMnToz5dBMn33jni57M6slvVHTm7bS0tL179+bn5w8ODn66t722tnZoaOhPbPVTp06Nd1NVVVXyecK3bNmydOnS9957r6enp6io6MUXXxzdQmVlZWvXrq2vrw9D6MSJE/n5+eE3AosWLXr++efD8i8rK6urqxsYGNi1a1f0DuTm5r766qt79+49evTo6C8Lxlzl2rVrixcv3rJly+Dg4JYtW+6///7h4eEgCMrKysKFzc3Nubm5fX19ozf15q4YBEE8Hi8oKNi0adOf+EPh88Uo3+dDyreMra2tE3zvOHF1jJafnx8+2uOPP37bbbf92c4IOp7169d3d3eHv3Dff//90tLSU6dO3dzDCzdt2tTb2xs+RRAEv/rVr1asWHHs2LHk+6SMufX390/m/KXJM0xM/ObPnj178+bNs2fP/sd//McgCN5+++0VK1ZMPubHU1hYGG7nE088UVpa6iydABO7du1aygBILBb74IMPUgZAUu6WbMOGDWvXrp34Ybu7u8dbfUwLFy58+OGHOzo6Zs2aNcGWB0Ew3sNOsMGTcc8990THBdTV1RUVFR08eDCaVOmG3tKb0urhB1zK8oGBgTVr1kR77oTR1dDQ0NXVFQ6olpaWVlVVrVq1Knmt/fv3Z2Zmbty4MVpy9OjRkydP5ubmBkGwevXq4uLi1atXd3Z2Zmdnv/zyy+F9ysrKnn/++XBkb8aMGS+88MKaNWvKy8uTX+l4q+zdu3fKlCnxeDxcvnjx4v3791dXV9fX10fn616zZs2uXbtSzmJw01fcuHFjS0vLj3/847/927/1b/9LxSjf58Ps2bOTZ5Y7cOBAIpGYVNPf4Ax+O3bsGHPnzz+z5Gkbzp07V1lZOcnXe0NP8Q//8A/R1Z/97Gfr169PvkNOTs5XvvKV6Op43y+mSB4MnEyWP/HEE7fffnt4ub29PfrtfBO+zklLi8ViN/dgSIAvjNra2l27dlVVVX3jG9/IzMzcunVrEAStra1btmxJJBJbt26tr68Px+XCfTK//vWvZ2Zmrl69emBgIOWhmpqannvuufDyt7/97ba2try8vK9+9aszZsyIhpiee+65cOQwCILt27fn5eWlp6fffffd0ZePKcLqqKqqCrsuRV9fX1lZ2a233nrrrbeWlZX19PQk51Ztbe2tt9769a9/vbi4ODrWINmlS5dWr159xx13zJo1q6qqavQY0ZimTZs2wfZv3759y5YtGzZsyMzM/OpXv7p06dLRo4Lh3qqrV6+ORpz+RA8//HBdXV3KrpsptTl638VDhw6lJHpTU1PYe0EQ3HvvvVevXh0ZGSksLNy+fXt0n7y8vPfeey+6WlJSkpaW9qtf/Sr5ccZbpbOzc+HChck939nZGfz/8zOlpaWN/s79s1ixo6Njkvv3Ivn4C9i0aVN0+e233z5w4MAX+MWmTNvwy1/+8oknnrjpT7Fv377kkH7hhReSJ+vLyMhIPhxiMpPLnzlzJjz3TBAECxYsmOB0ncmbkXyw4ieejhWAm2JwcLCuru7RRx8dHh6Ox+PPPfdcPB7PyMgIw2bWrFmzZs3KzMxsbm5et27d9u3br1271tfXl5mZuXjx4pQM6+vri6Krp6enrq6uubn5+vXrzz///Jo1a8Kbenp6orKaPn36yZMnh4eHjxw5smXLlvF2xXz22WeDIPjBD34wesuLioqKi4sHBgYGBgaKi4uLioqivtq1a9f06dMvXrz44YcflpWVLVq0KCW9BgcHFy1aVFxc/Oabb7799tulpaWLFy8enWdnz56tr6+vr69vaGhYvHhxdnZ2dLDimNs/ODjY0NAwd+7cDz744N13300kEsnDaOG7dP/998+dO7epqWmShwV2dnbu2rVr165d7e3t7e3t4eXoG9iGhoa8vLyUQyjT09MbGxsXL15c+0dHjhxJedj29vYJmufo0aP33Xdf1LdRSDc3NycfLhh+0Le3t4/3OMmrJBKJ5G+uk692dXXV19cvX768p6dnw4YNKQ9y01dcvnz5pz4mE8nHn0N5efl3vvOd6GpdXV3K+UXGlLyf4V/Epx6dC6dtiGbS27Nnz2QmT7/Rpzh+/HjyFO0pv7uTO/OXv/zlJx5VmHym08nPMPEX35MW4MtpyZIlS5cuDYJg/vz5Dz74YCwWKywsXLlyZRAE1dXV1dXVJSUlzz333PPPPx/utTFt2rTt27dPmTJl4oPi6uvrw3GnBx54oKSkJOWQvHD52bNnjx49OnXq1FWrVkX7AaaYMmXKkSNHmpqaUh7hxRdfLCws3LhxY3p6enp6+saNG5OPWFu6dOl4N4WampqmTZuWnp5+/Pjx48ePp6enZ2Zmjj4sLS0tLezeGTNm3HPPPZ2dnWfPnp14++fPn79u3bopU6bMmDFj8+bNyV+Vvvbaa0uXLn322Wdv6CTSw8PDly5dunTp0tDQ0NDQUHg5PPa+ra3ttddeC6t4dNFlZ2fPnTs3Ozs7PT199Bjm0NDQeJ+8bW1ttbW1e/bsSYm3hx56qLi4OOW8OOnp6eMdDjfeKqOlp6fPmjVr5syZly5dSh6t/USfekW+nBzL93myb9++aOa6ixcvrlix4vjx4xPvuvmJZyX5xCorKCj4Uw4w+xRnPYmkTNswwXdpn/p5b7vttpaWlqKiovBdHZ3Zf//3f//zn/88vLpp06YJpq8YGRmJovSxxx77xN/ykeR0n8zhgn9KfhcUFHR0dPinBBAEwdy5c6PL06dPf+edd0bfp6urK3knujBsOjs7UwZ8xnvYWbNmJe8NGATB4OBgcXHx3Xfffe+99544ceI///M/J/i8mDVr1k9/+tPvfe97yR/EZ8+eHb1J0ZlmJrgp1NPTk5mZmTyHU2lp6T333DP6VVRXV0dXDx48uGbNmlOnTk2w/clfoc6cOTP5hTc0NCxYsCAM7MkrLCwMh+PCUIxycWhoqKqqau3ateHJeNrb28NTUK5evbq5ubmzs7OtrS2858qVK++///6U81VmZ2f39fWNPkiyra2tqqrqyJEjyS8kjLcgCKJzy0X6+vqSd56czCqjZWdnh+/ziRMnHnvsscn/xfWpV+TLySjf50lWVlY8Ho8Gvn7+858vW7Zs4mn6JjgCLarBCXYmDCf3++xeUX9//8TBGU7bkHxM3SSFZ6qczEDoXXfd1dLS8td//ddj3rp79+5vf/vb4eWf/exnE4w0btq0KezGhQsX7ty5c4KtSgnF6JPp9ttvj3byjLb8E6P9+PHjyV9zTnD/lpaWm3sWHIDPtcnsh5Kbm5tyvFZbW1tKVt2QF198MTs7+8iRI3V1dU1NTY8++ujE9y8qKlq7dm1VVVX0cX/PPfdEHxyheDweHQqRclNbW1tKzuXl5aWlpdUn2bBhwyfOh5SbmxseDHaj2x9qbm4eHBysqqq6WUfxVVdXJxKJaAwwkUiEhdnT05M8E0Z6enpaWlrKJ2NJScnoL3Cj3kt+K6J4+/GPf5xyiODg4GBbW9vog/bHXGX69OnJf62NjIyk7DgaBvPoAy8/0xWRfPzflZOT09HREX2r9JOf/KSwsHC8c350dHSMd1Nvb+/7778fNcN4TfjII4+EU+SNXj26PHFWJe9ZmtKWly9fPn/+/OnTpyeeSCB52obJf4qHxzrGYrHJDPcVFBQcO3ZszLDMyspqbW2NvvCrqakZfXqbRCJRX18fHsL+0EMPtba2pgy9Rh82p06dSv7gSSQS69evD38QX/nKV3bv3h2tGG32+++/P94eRCMjI/X19ZWVld/85jeTC3DMO1+4cCH5cFAAJuOZZ55Zs2ZNc3Pz0NBQT0/PqlWrpk+ffqOjVcnuuOOON95449KlS0EQDA0NpfTkmOrr66dNmxbN8bB69eqzZ8+GMwEMDAzU1dX19PREZ62Mx+PJN509ezblfJUPPvhgeMDh4OBgOANhYWHhxOfrv3Tp0qZNm8Kn+BTbHwTB1KlTw4kB77///tHnv/lES5YsSZ5HKjMzMzlZi4uL8/LywnmPKioqYrHYiy++ODw8PDw8vHXr1unTp6fUzpNPPrlr167kHT7b2tqWL19+4sSJ0b2XkZFx5MiR0Scgra+vr6ioSBkqHG+VioqKpqam1tbW4eHh1tbWpqamlStX9vT05OXlhX+n9fX1bdiwYfSMkTd3Rf+cv8zs2Pn5E4717du3r6Gh4c033+zs7Fy0aNGCBQvKy8vz8/Nnz56dlpbW29sbj8d37NgRBVteXl44L18sFuvo6AgnBA/9/Oc/Ly0tXbFiRVZWVlZWVn9//9WrV0+fPn3gwIE333zzb/7mb5KfPRaLnTlzJvnkMZs2bTpz5kxBQUHKtH7Hjh3r6OhILpBHHnmkvLy8oKAgIyPj2LFjhw8f/vjjjz/++OP8/Pxly5bl5OQsW7ZszOnIk6dtmNiZM2daWlr27dsXfuP1+9//ft68eZWVlQUFBcXFxTk5ORN8nOzevXvMbyvnzJlz+vTpmpqaffv2ffzxx//0T/904MCBFStWFBQUJBKJjo6OAwcOdHZ23nnnnY2NjZWVlcmJG85mG9X1+++/X1hYWF5enpGRcfny5ePHj7/55ptBEHz729/evXt3cXFxf39/d3f3mTNnkscJKysrly1bVlBQEB170N/ff/r06Vgs9rvf/e7OO++srq7+4Q9/GH0I9ff3l5SURAN6ly9fbmtr27dv329/+1szswNfZuGYT/LVMS8nH+hVVlZ28ODBhoaG5cuXT58+fdWqVS+88ELKWuOtm/LI4YWKioo33njj/vvvD4Jg5syZxcXFKXt+jt6eIAh+9KMfFRQUhAszMzNfeeWV+vr68GO9tLT01Vdfjc5LuXnz5vfee6+goGBwcLCsrOyVV16JbopWf/XVV2tra3NzcxOJRHFx8UsvvZRyWsv09PRDhw7t378/vDpz5swHHnggPEZ9vO0ffVKQ6K2ILmzfvn3r1q3333//iRMnxpwhfTwTn2Ey+amzs7N/8Ytf/OAHP1i3bt2MGTNKS0sPHjyYcv+777776aefXrp06cmTJ8Nme/jhh9955538/PzoPh999NHRo0ePHj0aTksYLvz+97+/efPm8IW0tLS8/vrrKY986NChMVeZP3/+Cy+8UFtb29XVlZub+6Mf/Sg8QejmzZvDhbNmzXrwwQfDak1201ec4H9Uvtj+6vr1696Fz694PN7S0hKPx8+cOfP73/8++aavfOUrOTk5+fn5RUVFpaWl0d/6NTU1N7SvZlZW1uHDh6Or462en5+fMha3bNmyMU8es2TJkqysrOTmjBw+fHi8eeTCAbHu7u4J7hMEwb59+8Z85DA4P3HGgsbGxpaWlvHuef78+Z07d8ZiseRDIMK9McvLyysrK1MG97Zt2zbB+OQtt9ySlZWVk5NTWlpaXFwcrhuLxcKPk8lbv359UVHRsmXLJnPngoKC/wuTcADAX9bWrVu3b99+8ODBT9ypNcWqVas6Oztffvnl5D1IQfLxZ9Lf3x/tt52WlmY85zN14cKFRCIRjql6NwDgc6erqyszM/NGy621tXXhwoU3d655kHwAAAB8Sk7fAgAAIPkAAACQfAAAAEg+AAAAJB8AANw8AwMDy5cvP3r06A2t1d7evnjx4p6eHm8gny/OLw8AfCmcOnUqFoulLNy4cWPKROR8vjQ3N6elpZWVlUVLurq6Wltb09PTS0pKxpzzva+vb9GiRStXriwvLw+XnDhx4te//vXMmTMrKiqS/39obW1tb2//1re+VVFRkZ6ePn/+/PLy8sLCwpMnT+bl5U3Qk3v37n3yySdTZqgfHh7+13/910cffXTGjBnRwsHBwaampurq6jH/P7x06dKhQ4c2btz4ia86+QGbm5vfe++9BQsWFBcXT+Yd4wvPKB+fP5cvX/YmAHCjYrFYc3PzyP/P2/K5aPVTp06Nd1NVVVVLS0u0ZMuWLUuXLn3vvfd6enqKiopefPHFlFWuXbtWVla2du3a+vr6cHq9srKyLVu2hKWUm5vb19cX5llZWVldXd3AwMCuXbvy8/MHBweDIFi3bt3zzz+/dOnS8OqYHn744SAIUnovCIJNmzb19PQk9148Hi8oKNi0adPQ0NCYbRbe+omvOtLe3n733Xe3trYODAysWbOmqqpq8uvyRXYdPlf+/d///dlnn/U+AHCjnnnmmZUrV3ofPo8/uGeeeWb08nfffffee+9duXJldXV1uOSjjz7KyMh4++23w6uvvvrqzJkzU9bas2fPfffdl7zk9OnT0eXq6uqnn376+vXrr7/++pNPPhktLy0tTf7z48EHHwzvNlpjY+OSJUtGLz9y5Mj8+fM/+uijaMlTTz01d+7c119/PQiCixcvJt/5o48+Wrly5YIFC06ePJny5/roV51s4cKFe/bsiR5k7ty5v/jFLya5Ll9gRvm+LEZGRuLxeDwe7+jouHLlyphDZx0dHSkL4/F49L1af39/PB7v7u4Or/b29oaPFn5jFI/H+/v7b3SrOjo6kh8zCILu7u5wO5MXRs6fP9/b2/vII48kLwy3JOX7vytXroSPMzIyEj7m6Fd36tSpq1evTmY74/F4IpFIXhI+ZriR4ROlvKvnz5+Px+OnT5+OVoy2J+ULy5TtD7c8evnhE6W8tyMjI+N93wnAjTp37lxVVdWMGTNuvfXWsrKycJBn+/btubm50djLrl278vLyxhyK4S/l4YcfrqurS9l1Mxy4i4zeW/LQoUNr165NXjJ//vzoclpa2tSpU4MgKCws3L59e7Q8Ly/vvffei64++eSThw4dGnOQ7bnnnrvvvvuampqShwH7+vrWrVu3ZMmSpqamS5cuRc/b0dFRWFg4+nHS0tJKSkpeffXVe+65ZzKvOvKrX/1qyZIl4eX09PT77rvv17/+9STX5QtM8n2JtLS07Nu3r7+/f8mSJYcPH065dceOHeXl5Sm7uJw+fXrJkiXHjx8Pr9bX1yffWllZeeHChXDdeDx+o9vz+OOPHz58OJFILFu2LFqYSCQqKyuDIGhtbS0oKEjenhUrVhw/fnzJkiV1dXUpW7J+/fre3t6Ux9+9e3e45d3d3XV1dSnNduHChfLy8tHvw5i9t2LFipQXmEgkFi1aFD5mfX39mTNnUl7CsWPHgiBoaGiIUjMej69fvz68vHPnzvCti7Y/+eru3buLiorCV5RIJBoaGlI26fDhw5WVlefPn/d/NcCNGk5y7dq18Dft2rVrL168ePHixdzc3OXLlwdBsGHDhqKiovBya2trQ0Nr9/EYAAAgAElEQVTDyy+/7Ki/P6fOzs5du3bt2rWrvb29vb09vBx949nQ0JCXl/fAAw8kr5Kent7Y2Lh48eLaPzpy5MjoKhtdWV1dXfX19cuXL+/p6dmwYUPKrdeuXWtubk4++C0vL6+vry/lK4Dh4eGqqqrs7OxEIhGPx3Nzc7u6usKbqqqqpk2bFgTB2bNn8/PzW1tbgyBYvnz56J0/o3BdtWpVSr6O96qTpfwhN2XKlOHh4UmuyxeY07d8WUydOnXevHm9vb1Llizp7u4+ffp0Smhdvny5pKQkFotFhzIHQVBQULBt27aamprCwsKsrKw5c+bk5OSEN82ZMycjI2PevHnHjh3Lycmpq6u70U2KxWKnT5/OysoK6yg0b968jIyM4uLi4uLinTt3njlzpqCgIAiCAwcOpKWlhbuzFxcX5+TkVFZWzps3L9yS2267LeXX9y233HLXXXfNmTPnypUrBw4ciMViGRkZyXfYt2/f7t27GxsbH3/88Ym389ixY42NjYcPHy4pKUnezvC/27ZtW7Zs2RNPPBHd1NjYmJOTU1tbGwRBTk7OLbfcEgVzS0vLqVOncnJybrvttrBso+0PX2a05bW1tWFnzps3b/bs2VlZWcmb1NbWVlNTc/jw4U/xtgN8mR06dGj//v3R1T179qxevTo8fKulpWXq1KlPP/30N77xjcHBwWnTpu3YseO73/3uqlWr4vF4c3PzHXfc4Q38M8d5OCAWllV4ORyhamtre+2111566aXRa7W3t2dnZ8+dOzeRSLS3t/f19aWcZ2VoaCgcx0tpxVmzZg0NDXV1dfX09CSvcu3atYceeqi4uDj5z4Aw1YaHh5O/Bdi/f/+0adNef/31MNW2bt1aU1Nz8uTJeDze19d37ty58M4lJSUbNmyIanDyJnjVn+m6fAEY5fty6ejo2LZt2/Hjx2tqapKXh6Nny5YtS66vKEhqa2vH66JYLHbs2LEJwqOtrW3Hjh1j3vTEE0/k5+dv27Ztzpw5o289f/58IpG46667wqvxeDw56goLC0+fPh1evnDhwpUrVxobG0fvsHr58uVly5bt27cvpfcSiURvb29paemFCxeSh9dGu3z58tSpU8vLy1tbW1PGCcNu7O3tTe698D2JPhWysrKSP1caGxtramrq6+tHH4qdorKycs6cOY2NjaNvOnPmTE5OTnl5+egfFgATe/DBB5OPb1m9enUQBLt27Vq0aFF7e/trr732ve99Ly0tLRwYmTJlSmNj4/79+0tKSpL3/ePPo7CwsL6+vr6+PvwiOLxcUlIyNDRUVVV133337d27NxwD7OrqampqCoKgubm5s7PzxIkTq1evrq6ufumll/7lX/4lHMuNZGdnh/vupiysrq7eunXr5s2bH3vssZTeC4Jg27Ztyfe/dOlSWlpaOHAX6ezsLC0tjYbmHnjggba2tuCPO1tGcVhRUXH27NmBgYEbejcmeNWf6bpIPj5/5syZU15enp+fnxJpx44dC4/Hi8Viow9vC5NmzHK77bbbYrHYBHsY1tTU1NbWjnmYX11dXSwWO378eFFRUcp+CC0tLa2trfF4PBoiG51bkXDdTZs2RXeOZGRkhKN8o0v1ypUr9fX1s2fPnjic9u3bd+XKlc2bN0+dOjXcDSPl5R87dmz0GUTH29ri4uI5c+aMHrUb044dO3bu3Dn6EMTdu3dfuHDhwIED/f399u0E+NPV1tb+9Kc/bWhoaGhoeOmll6Kv6oaGhpYvX/7ss8+2trbe6ARufKaqq6sTicSlS5cuXbo0NDSUSCTCA+16enqSB2PT09PT0tJS/rApKSmJjlgZ7e677z537lxK7/34xz9O2ceypaWluLg4ZeHMmTOTY/LSpUvhxsycOfOdd96Jlvf19WVkZKTk4p/yqlO2IfkYwoGBgXAbJrMuX2TOYPPlsXfv3vCEV2+99dadd94ZLX/rrbe+//3vh5cfeuih/fv3Rze98sorr7zyyvXr1995550777zz7/7u75If8M4773zrrbd++MMf5uXlDQ8Pj/mk77zzzuuvvz7mTb/5zW+uX79+7dq122+//X/+53+SH3b0nf/t3/7tsccei67m5eX913/9V/L5qd56663r168PDg4mn+Br7969//u///vNb34z+c7hyww3+L//+79TTtuV4qGHHgov7N+/P7ocCv/5bNiw4Tvf+U7y8jVr1ox3Fq9oq0afXyvc/ug+4dVXXnklNzf34Ycfjm4aHh6Orj777LNjnsEMgBs6Y+e99967bdu28PLJkyfT0tIuXrz4hz/8YcmSJU899VR4Rsfp06cnn9eRP6fXX399vL8lwh9rdP7JN998c9q0aT/60Y8++uijjz76qLGxsbS0NOX+3d3d06ZNi87q+eabb957773hXztvv/12aWlp+Gh/+MMfHnjggUcffXT0M37wwQczZ848efJkyvK333572rRpe/bs+fDDDzs6Ou69994XXnjh+vXrH3744be+9a3GxsYPPvigu7t74cKF0d9d0V8UKWfsjFy8eHHMP9eTX3Wyp556auHChd3d3R9++OGePXumT5/+7rvvTnJdnLGTz71EIhGe7jIej9fV1UUH8o2MjDQ0NET7TObn54fjWuHV7u7u8MQkWVlZjY2NyWNKFy5cGBkZOX/+fE1NTVZW1hNPPDHmdHlZWVljnooqCILKysqOjo4DBw7ccsst0SGC58+fH/N0lI888sjp06d37tzZ3d1dW1tbUFAQHfzW399/5cqVcJQy2gF1ZGSkt7e3u7t7zpw527Ztq6ysjM6wcurUqStXrqSlpQVBMHv27I6OjvHOfnns2LFoj9CCgoLjx49H70B44fz5842Njf39/bW1tdGXiPX19YcPH968eXM8Hj9w4EDy23L16tXe3t5wn9WU5wq3J9ry8PFTjhxIJBKNjY3hYYThD+vAgQMT75gKQPKYz5jLjxw50tLSMmvWrNzc3Jdffjk8jmvTpk2ZmZlbt24NgmD+/PnPP/98RUVFdK5F/pwKCwvH+1si5ceanZ39i1/8Yv/+/TNmzJg3b15fX9/BgwdHj+M9/fTTS5cujQ4O3Lx5c21tbWZm5uLFi+fPnx/uw3no0KGjR4/u37//r/4oPEp/aGiooqKioqIi+QM6dMcdd5w8efLQoUMzZsyoqqpat25ddXV1EASZmZnhWbtnzZq1ePHikpKSzZs3J684+tjCT7x1vP+ZN2/eXFhYuHjx4hkzZhw6dOjEiRPJ0wBOvC5fYH8VfrXAF15yR82ZMyc6fO7KlSsdHR233HJLfn5+mEMjIyM5OTnhnofhaSqLi4vDO58+fToKrd7e3t7e3nDF8EGitSbp1KlT3d3ds2fPLioqin6ddXd3h3uBRk+aHDytra39/f35+fnh1iZvSXQ1XDHcpPBzYurUqW1tbRkZGeFa4TQV4fL+/v7u7u7o5Y/ewpGRkfABw2fJysoK6zTczvBq+CD5+fnRnqXhlBhXr14tKChIPlIxZaui5eXl5dFOJik/kbAAwycNf4hTp04NP/nCF5L80wQAJmPr1q3bt28/ePBgUVHR5Nc6d+7cd7/73fLy8vC7AJB8wGTV1tamfOEHAHymurq6MjMzb+hErENDQ52dnTdUiSD5AAAA+Aw5lg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACSftwAAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPm8BAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHzeAgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg/g/7VfxzQAAAAAgvq3toeDCH4CAFg+AAAALB8AAACWDwAAAMsHAACA5QMAAMDyAQAAWD4AAAAsHwAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAACwfAAAAlg8AAADLBwAAgOUDAADA8gEAAGD5AAAALB8AAACWDwAAAMsHAACA5QMAAMDyAQAAYPkAAAAsHwAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAALB8AAAAlg8AAADLBwAAgOUDAADA8gEAAGD5AAAAsHwAAACWDwAAAMsHAACA5QMAAMDyAQAAYPkAAACwfAAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAALB8AAAAlg8AAADLBwAAgOUDAADA8gEAAGD5AAAAsHwAAABYPgAAAMsHAACA5QMAAMDyAQAAYPkAAACwfAAAAFg+AAAAywcAAIDlAwAAwPIBAABg+QAAALB8AAAAWD4AAADLBwAAgOUDAADA8gEAAGD5AAAAsHwAAABYPgAAACwfAACA5QMAAMDyAQAAYPkAAACwfAAAAFg+AAAALB8AAIDlAwAAwPIBAABg+QAAALB8AAAAWD4AAAAsHwAAgOUDAADA8gEAAGD5AAAAsHwAAABYPgAAACwfAAAAlg8AAMDyAQAAYPkAAACwfAAAAFg+AAAALB8AAACWDwAAwPIBAABg+QAAALB8AAAAWD4AAAAsHwAAAJYPAADA8gEAAGD5AAAAsHwAAABYPgAAACwfAAAAlg8AAMDyAQAAYPkAAACwfAAAAFg+AAAALB8AAACWDwAAAMsHAABg+QAAALB8AAAAWD4AAAAsHwAAAJYPAAAAywcAAGD5AAAAsHwAAABYPgAAACwfAAAAlg8AAADLBwAAYPkAAACwfAAAAFg+AAAALB8AAACWDwAAAMsHAACA5QMAALB8AAAAWD4AAAAsHwAAAJYPAAAAywcAAIDlAwAAsHwAAABYPgAAACwfAAAAlg8AAADLBwAAgOUDAACwfAAAAFg+AAAALB8AAACWDwAAAMsHAACA5QMAALB8AAAAWD4AAAAsHwAAAJYPAAAAywcAAIDlAwAAwPIBAABYPgAAACwfAAAAlg8AAADLBwAAgOUDAADA8gEAAFg+AAAALB8AAACWDwAAAMsHAACA5QMAAMDyAQAAWD4AAAAsHwAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAACwfAAAAlg8AAADLBwAAgOUDAADA8gEAAGD5AAAALB8AAACWDwAAAMsHAACA5QMAAMDyAQAAYPkAAAAsHwAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAACyfBAAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAALB8AAAAlg8AAADLBwAAgOUDAADA8gEAAGD5AAAAsHwAAACWDwAAAMsHAACA5QMAAMDyAQAAYPkAAACwfAAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAALB8AAAAWD4AAADLBwAAgOUDAADA8gEAAGD5AAAAsHwAAABYPgAAAMsHAACA5QMAAMDyAQAAYPkAAACwfAAAAFg+AAAAywcAAIDlAwAAwPIBAABg+QAAALB8AAAAWD4AAAAsHwAAgOUDAADA8gEAAGD5AAAAsHwAAABYPgAAACwfAACA5QMAAMDyAQAAYPkAAACwfAAAAFg+AAAALB8AAIDlAwAAwPIBAABg+QAAALB8AAAAWD4AAAAsHwAAgOUDAADA8gEAAGD5AAAAsHwAAABYPgAAACwfAAAAlg8AAMDyAQAAYPkAAACwfAAAAFg+AAAALB8AAACWDwAAwPIBAABg+QAAALB8AAAAWD4AAAAsHwAAAJYPAADA8gEAAGD5AAAAsHwAAABYPgAAACwfAAAAlg8AAADLBwAAYPkAAACwfAAAAFg+AAAALB8AAACWDwAAAMsHAABg+QAAALB8AAAAWD4AAAAsHwAAAJYPAAAAywcAAGD5AAAAsHwAAABYPgAAACwfAAAAlg8AAADLBwAAYPkAAACwfAAAAFg+AAAALB8AAACWDwAAAMsHAACA5QMAALB8AAAAWD4AAAAsHwAAAJYPAAAAywcAAIDlAwAAsHwAAABYPgAAACwfAAAAlg8AAADLBwAAgOUDAACwfAAAAFg+AAAALB8AAACWDwAAAMsHAACA5QMAAMDyAQAAWD4AAAAsHwAAAJYPAAAAywcAAIDlAwAAwPIBAABYPgAAACwfAAAAlg8AAADLBwAAgOUDAADA8gEAAFg+AAAALB8AAACWDwAAAMsHAACA5QMAAMDyAQAAYPkAAAAsHwAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAACwfAAAAlg8AAADLBwAAgOUDAADA8gEAAGD5AAAALB8AAACWDwAAAMsHAACA5QMAAMDyAQAAYPkAAAAsHwAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAALB8AAAAlg8AAADLBwAAgOUDAADA8gEAAGD5AAAAsHwAAACWDwAAAMsHAACA5QMAAMDyAQAAYPkAAACwfAAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAALB8AAAAWD4AAADLBwAAgOUDAADA8gEAAGD5AAAAsHwAAABYPgAAAMsHAACA5QMAAMDyAQAAYPkAAACwfAAAAFg+AAAAywcAAIDlAwAAwPIBAABg+QAAALB8AAAAWD4AAADLBwAAgOUDAADA8gEAAGD5AAAAsHwAAABYPgAAACwfAACA5QMAAMDyAQAAYPkAAACwfAAAAFg+AAAALB8AAIDlAwAAwPIBAABg+QAAALB8AAAAWD4AAAAsHwAAgOUDAADA8gEAAGD5AAAAsHwAAABYPgAAACwfAAAAlg8AAMDyAQAAYPkAAACwfAAAAFg+AAAALB8AAACWDwAAwB2NoUsAAAaVSURBVPIBAABg+QAAALB8AAAAWD4AAAAsHwAAAJYPAADA8gEAAGD5AAAAsHwAAABYPgAAACwfAAAAlg8AAMDySQAAAGD5AAAAsHwAAABYPgAAACwfAAAAlg8AAADLBwAAYPkAAACwfAAAAFg+AAAALB8AAACWDwAAAMsHAABg+QAAALB8AAAAWD4AAAAsHwAAAJYPAAAAywcAAGD5AAAAsHwAAABYPgAAACwfAAAAlg8AAADLBwAAgOUDAACwfAAAAFg+AAAALB8AAACWDwAAAMsHAACA5QMAALB8AAAAWD4AAAAsHwAAAJYPAAAAywcAAIDlAwAAsHwAAABYPgAAACwfAAAAlg8AAADLBwAAgOUDAADA8gEAAFg+AAAALB8AAACWDwAAAMsHAACA5QMAAMDyAQAAWD4AAAAsHwAAAJYPAAAAywcAAIDlAwAAwPIBAABYPgAAACwfAAAAlg8AAADLBwAAgOUDAADA8gEAAFg+AAAALB8AAACWDwAAAMsHAACA5QMAAMDyAQAAYPkAAAAsHwAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAACwfAAAAlg8AAADLBwAAgOUDAADA8gEAAGD5AAAALB8AAACWDwAAAMsHAACA5QMAAMDyAQAAYPkAAACwfAAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAALB8AAAAlg8AAADLBwAAgOUDAADA8gEAAGD5AAAAsHwAAACWDwAAAMsHAACA5QMAAMDyAQAAYPkAAACwfAAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAALB8AAAAWD4AAADLBwAAgOUDAADA8gEAAGD5AAAAsHwAAABYPgAAAMsHAACA5QMAAMDyAQAAYPkAAACwfAAAAFg+AAAAywcAAIDlAwAAwPIBAABg+QAAALB8AAAAWD4AAAAsHwAAgOUDAADA8gEAAGD5AAAAsHwAAABYPgAAACwfAACA5QMAAMDyAQAAYPkAAACwfAAAAFg+AAAALB8AAIDlAwAAwPIBAABg+QAAALB8AAAAWD4AAAAsHwAAAJYPAADA8gEAAGD5AAAAsHwAAABYPgAAACwfAAAAlg8AAMDyAQAAYPkAAACwfAAAAFg+AAAALB8AAACWDwAAwPIBAABg+QAAALB8AAAAWD4AAAAsHwAAAJYPAADA8gEAAGD5AAAAsHwAAABYPgAAACwfAAAAlg8AAADLBwAAYPkAAACwfAAAAFg+AAAALB8AAACWDwAAAMsHAABg+QAAALB8AAAAWD4AAAAsHwAAAJYPAAAAywcAAGD5AAAAsHwAAABYPgAAACwfAAAAlg8AAADLBwAAgOUDAACwfAAAAFg+AAAALB8AAACWDwAAAMsHAACA5QMAALB8AAAAWD4AAAAsHwAAAJYPAAAAywcAAIDlAwAAsHwAAABYPgAAACwfAAAAlg8AAADLBwAAgOUDAACwfAAAAFg+AAAALB8AAACWDwAAAMsHAACA5QMAAMDyAQAAWD4AAAAsHwAAAJYPAAAAywcAAIDlAwAAwPIBAABYPgAAACwfAAAAlg8AAADLBwAAgOUDAADA8gEAAFg+AAAALB8AAACWDwAAAMsHAACA5QMAAMDyAQAAYPkAAAAsHwAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAACwfAAAAlg8AAADLBwAAgOUDAADA8gEAAGD5AAAALB8AAACWDwAAAMsHAACA5QMAAMDyAQAAYPkAAAAsnwQAAACWDwAAAMsHAACA5QMAAMDyAQAAYPkAAACwfAAAAJYPAAAAywcAAIDlAwAAwPIBAABg+QAAALB8AAAAlg8AAADLBwAAgOUDAADA8gEAAGD5AAAAsHwAAACWDwAAAMsHAACA5QMAAMDyAQAAYPkAAACwfAAAAFg+AAAAywcAAIDlAwAAwPIBAABg+QAAALB8AAAAWD4AAADLBwAAgOUDAADA8gEAAGD5AAAAsHwAAABYPgAAAMsHAACA5QMAAMDyAQAAYPkAAACwfAAAAFg+AAAALB8AAIDlAwAAwPIBAABg+QAAALB8AAAAWD4AAAAsHwAAgOUDAADA8gEAAGD5AAAAsHwAAABYPgAAACwfAACA5QMAAMDyAQAAYPkAAACwfAAAAFg+AAAALB8AAIDlAwAAwPIBAABg+QAAALB8AAAAWD4AAAAsHwAAAJYPAADA8gEAAGD5AAAAsHwAAABYPgAAACwfAAAAlg8AAMDyAQAAcBCdxbijZW1FQgAAAABJRU5ErkJggg==)
Getin Noble Bank Spółka Akcyjna z siedzibą przy Rondzie Ignacego Daszyńskiego 2 C, 00-843 Warszawa, wpisana do rejestru przedsiębiorców Krajowego Rejestru Sądowego pod numerem 0000304735 przez Sąd Rejonowy dla m
II Wydział Gospodarczy Krajowego Rejestru Sądowego, NIP 1080004850, REGON 141334039,
wysokość kapitału zakładowego wynosi 2.851.630.418,91 złotych (wpłacony w
całości). Koszt połączenia zgodny ze stawką operatora.
Stanowisko Zarządu Getin Noble Banku S.A. w sprawie odmowy wyrażenia przez niezależnego biegłego
rewidenta opinii do sprawozdania finansowego Getin Noble Bank SA za 2021 rok
(sporządzone zgodnie z wymogiem § 70ust. 1 pkt 13) i § 71 ust. 1 pkt 11) Rozporządzenia Ministra Finansów z dnia 29 marca 2018 r. w sprawie informacji bieżących
i okresowych przekazywanych przez emitentów papierów wartościowych oraz warunków uznawania za równoważne informacji wymaganych przepisami prawa
państwa niebędącego państwem członkowskim)
W dniu 28 kwietnia 2022 r. Grant Thornton Polska Spółka z ograniczoną odpowiedzialnością sp. kom. z siedzibą w
Poznaniu („biegły”) powołana do badania sprawozdania finansowego Getin Noble Banku SA („Bank”) oraz
skonsolidowanego sprawozdania finansowego Grupy Getin Noble Banku SA za rok obrotowy 2021, odmówiła wydania
opinii o tych sprawozdaniach. W uzasadnieniu odmowy biegły wskazał, iż pomimo uzyskania wystarczających i
odpowiednich dowodów badania odnośnie ryzyka zagrożenia kontynuacji działalności, na które składają się w
szczególności obszary i czynniki ryzyka wpływające na przyszłą sytuację finansową Banku związane z: niespełnianiem
minimalnych wymogów kapitałowych, ryzykiem prawnym związanym z kredytami indeksowanymi do CHF oraz
niepewnością co do możliwości pełnego wykorzystania w przyszłości aktywa z tytułu odroczonego podatku
dochodowego, nie jest możliwe aby sformułować opinię na temat badanych sprawozdań finansowych ze względu na
potencjalne wzajemne oddziaływanie tych niepewności i ich możliwy skumulowany wpływ na te sprawozdania
finansowe.
Zarząd Banku wskazuje, iż będąc świadomym istniejących niepewności związanych z obszarami wskazanymi przez
biegłego rewidenta sporządził sprawozdania finansowe w najlepszej wierze zakładając kontynuowanie działalności na
podstawie planów i założeń związanych z prowadzonymi oraz planowanymi na przyszłość procesami i działaniami
restrukturyzacyjnymi. Założenie kontynuacji działalności dokonane zostało również w oparciu o analizy wszelkich
aspektów działania Banku oraz jego bieżącej i prognozowanej sytuacji finansowej.
Od 2020 roku Bank realizuje Plan Naprawy, zatwierdzony przez Komisję Nadzoru Finansowego w styczniu 2020 roku,
ukierunkowany na powrót na trwałą ścieżkę rentowności oraz odbudowę wskaźników kapitałowych do poziomów
regulacyjnych. Podejmowane działania restrukturyzacyjne ukierunkowane na powrót do trwałej rentowności mają
kompleksowy charakter trwały i obejmują przebudowę Banku w kierunku banku relacyjnego, systematyczną
optymalizację kosztu finansowania i poprawę profilu ryzyka kredytowego oraz zwiększanie efektywności operacyjnej.
W 2021 roku efekty tych działań dały już pozytywne skutki objawiające się między innymi w:
• optymalizacji kosztów finansowania (osiągnięty koszt bazy depozytowej w roku 2021 roku był o 0,7 p.p. niższy
niż w roku 2020),
• ograniczaniu profilu ryzyka Banku (koszt ryzyka kredytowego na koniec grudnia 2021 roku w wysokości 1,0%
był o 0,6 p.p. poniżej poziomu z końca grudnia 2020 roku),
• zwiększeniu efektywności operacyjnej (w 2021 roku zredukowano zatrudnienie w Banku o 636 etatów, tj. o
17%, a w okresie od końca 2019 roku redukcja zatrudnienia osiągnęła poziom 1 453 etaty (32%)
• ścisłej kontroli kosztów operacyjnych (w 2021 roku koszty działania Banku uległy obniżeniu o 137 mln zł, tj.
16%, a bez uwzględniania kosztów opłat na rzecz BFG o 67 mln złotych, tj.10%),
Efektem tych działań było uzyskanie pozytywnego dodatniego wyniku finansowego za II i III kwartał 2021 roku.
Zaraportowana strata za IV kwartał 2021 roku i cały 2021 rok wynika przede wszystkim z dotworzenia rezerw na
ryzyko prawne związane z kredytami indeksowanymi do CHF (w kwocie ponad 882 mln złotych) w związku z