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ToolboxEEGLABERPLAB_1_2.html
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<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN">
<html><head><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="X-UA-Compatible" content="IE=edge,IE=9,chrome=1"><meta name="generator" content="MATLAB 2022b"><title>Le toolbox EEGLAB/ERPLAB</title><style type="text/css">.rtcContent { padding: 30px; } .S0 { margin: 3px 10px 5px 4px; padding: 0px; line-height: 28.8px; min-height: 0px; white-space: pre-wrap; color: rgb(192, 76, 11); font-family: Helvetica, Arial, sans-serif; font-style: normal; font-size: 24px; font-weight: 400; text-align: left; }
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.S2 { margin: 20px 10px 5px 4px; padding: 0px; line-height: 20px; min-height: 0px; white-space: pre-wrap; color: rgb(33, 33, 33); font-family: Helvetica, Arial, sans-serif; font-style: normal; font-size: 20px; font-weight: 700; text-align: left; }
.S3 { margin: 2px 10px 9px 4px; padding: 0px; line-height: 21px; min-height: 0px; white-space: pre-wrap; color: rgb(33, 33, 33); font-family: Helvetica, Arial, sans-serif; font-style: normal; font-size: 14px; font-weight: 400; text-align: center; }
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.S4 { border-left: 1px solid rgb(191, 191, 191); border-right: 1px solid rgb(191, 191, 191); border-top: 1px solid rgb(191, 191, 191); border-bottom: 1px solid rgb(191, 191, 191); border-radius: 4px; padding: 6px 45px 4px 13px; line-height: 18.004px; min-height: 0px; white-space: nowrap; color: rgb(33, 33, 33); font-family: Menlo, Monaco, Consolas, "Courier New", monospace; font-size: 14px; }
.S5 { margin: 10px 10px 9px 4px; padding: 0px; line-height: 21px; min-height: 0px; white-space: pre-wrap; color: rgb(33, 33, 33); font-family: Helvetica, Arial, sans-serif; font-style: normal; font-size: 14px; font-weight: 400; text-align: left; }</style></head><body><div class = rtcContent><h1 class = 'S0'><span>Le toolbox EEGLAB/ERPLAB</span></h1><div class = 'S1'><span>Una toolbox è un pacchetto di funzioni, esistono toolbox di MATLAB che possono essere utilizzate oltre alle (molte) funzioni già interne a MATLAB, ma esistono anche toolbox fatte da altri.</span></div><div class = 'S1'><span>Un esempio sono appunto EEGLAB (Delorme & Makeig, 2004) e ERPLAB (Lopez-Calderon & Luck, 2014). ERPLAB è di fatto un'integrazione di EEGLAB.</span></div><div class = 'S1'><span>Queste toolbox non necessitano di installazione, è necessario però dire a MATLAB dove sono nel nostro computer. Ci sono due maniere per farlo, la prima è attraverso l'utilizzo dell'interfaccia grafica di MATLAB, ed è necessario farlo una sola volta (poi MATLAB se lo ricorderà, è utile se sappiamo che la toolbox che stiamo utilizzando non va in conflitto con eventuali altre toolbox), la seconda è da codice.</span></div><h2 class = 'S2'><span>Dall'interfaccia grafica</span></h2><div class = 'S1'><span>Dalla tab HOME di MATLAB fare click su "Set Path", si aprirà questa finestra.</span></div><div class = 'S3'><img class = "imageNode" src = 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vTf7MseP9HT8q8f+0pfyfj/wDt9gu5lf8LA0sDJgnAxu5A6Up8faWCQYJ+oHbqa8+8dRpB4gMcQ2J5Y4Fc1vb+8fzr6nBZd9aw8K6lbmV7WPBxOaKhWlScb28z2b/hPtLyB5E+SSB06jrSf8LA0rGfJnxt3dunrXkVtY6heLvtbW4mUH70akgVDKk0EjRyq8brwVbgj2roWTXdudfd/wTL+2dL+z/H/gHsZ8f6WM5gn4xnp36Uv/AAn2l5x5E+d23t19K8clSeFtsyyIxAOGyCRSiO4aEzBJDEDy4BwD9aP7Fdvj/D/gi/tlX+D8f+Aewjx/pZxiCbkE9u3Wj/hYGlYJ8mfAAPbpXjqR3EkbSRpI0afeZQcCo9zf3j6daf8AYuvx/h/wRf21p8H4/wDAPZv+E/0vOPIn4OO3Wj/hP9LOP3E/JIHTtXjW9v7x9etG9v7x/Oj+xH/P+H/BD+21/J+P/APZf+FgaVjPkzYxu7dKD4/0sZzBPxj079K8Z3N/ePp1qRknESyssgjfhXIODj3o/sX+/wDh/wAEP7aT+x+P/APYv+E+0vOPInznb260Dx/pZxiCbkE9u3WvGt7f3j69aTe394/nR/Yj/n/D/gh/ba/k/H/gHs3/AAsDSsE+TPgDPbpR/wAJ9peceRPwcduteORrNM4jiV3duAq8k0jGRGKvuVgeQeuaP7Ff8/4f8Ef9tLfk/H/gHrdx4u8P3s9vPc2DyywMTC7AZQ98VZ/4WBpeM+TPjG7t0rxre394/nTo1lmkEcSu7ngKvJNH9itfb/D/AIIv7aT+x+P/AAD2M+P9LGcwT8Y9O/Sl/wCE+0vOPInznb26143IssUhSUOjjqrcGiMTSyBIw7uTwq8kmj+xXa/P+H/BH/bSvbk/H/gHsY8f6WcYgn5BPbtR/wAJ/peCfInwBnt0rxpi6MVYsGHBB7U+KOedisKSSEDkICeKP7F68/4f8EP7a6cn4/8AAPY/+E+0vOPIn4OO3WkHj/SzjEE/JI7dq8aLOCQWbOeee9G9v7x/Oj+xH/P+H/BF/ba/k/H/AIB7L/wsDS8Z8ifGN3bpQfH+ljOYJ+MenfpXjO5v7x9OtKC7MFBYknAA70/7Ef8AP+H/AAQ/ttfyfj/wD2b/AIT7S848ifOdvbrSDx/pZxiCbkE9u1eTnSdWVDI1heBRyWMZwPeqW5hxuPHHWpWTX2qL7v8AglPOLb039/8AwD2X/hP9LxnyJ8Yz26Uv/CfaXnHkT8HHbrXjO9v7x9OtJvY/xH86f9iP+f8AD/gk/wBtr+T8f+AezDx/pZxiCfkkdu1H/CwNLxnyZsY3duleNBnJABYkngA96dIs0LlJQ6MBgq3BFH9iv+f8P+CH9tL+T8f+Aex/8J/pYzmCfjHp36Uv/CfaXnHkT5zt7da8cMVwIRMUkETcByDg/jTN7f3j69aP7Fb+3+H/AAR/20v5Px/4B7KPH+lnGIJ+QSOnaj/hYGl4J8ifgZ7dK8Z3N/eP50b2/vH060/7Ef8AP+H/AARf22v5Px/4B7N/wn2l5I8ifggdutA8f6WcYgn5JHbqK8a3t/eP506JZpnCRLI79Qq5Jpf2K7fH+H/BD+2lf4Px/wCAex/8LA0rGfJmxjd26UHx/pYzmCfjHp36V49LFcQBfOjkjDD5dwIyKlgsNQu0L21rcTL3MaEil/YyWvtNPT/gj/th3t7PX1/4B67/AMJ9peceRPnO3t1pB4/0s4xBPyCe3avJJtO1K3jMs9ndRIOSzoQBVTc394/nQsmvtNfd/wAEcs55d6f4/wDAPZv+FgaXjPkT8DPbpS/8J9peceRPnIHbqa8Y3t/ePp1pd7f3j+dP+xH/AD/h/wAEn+21/J+P/APZR4/0s4xBPySO3brR/wALA0vbnyZsY3duleNb2/vN+dKgllcRxh3duAq8k+1H9iv+f8P+CH9tL+T8f+AeyHx/pYzmCfjGenfpS/8ACfaZnHkT5zt7da8afzEYq+5WHBB4Iq1FpmqTxiSGyu5EPIZYyQaTyayu6i+7/glLOLuypv7/APgHrX/Cf6WcfuJ+QSOnbrR/wn+lgZ8ifGN3bpXjkglicxyB0deCrcEU4Q3DRCVY5TGTtDgHBPpT/sXrz/h/wRf2z05Px/4B7F/wn2mZI8ifIIHbrSDx/pZxiCfkkdu3WvHp47i2fZOkkT9cOCDUe9v7x/OhZK2tJ/h/wQedJPWH4/8AAPZf+FgaXt3eRPjG7PHSj/hP9LGf3E/GM9O/SvGd7f3j0x1pd7f3j+dP+xH/AD/h/wAEX9tr+T8f+Aey/wDCfaXnHkT/AHtvbr6Uf8LA0sgHyZ8EEjp0HWvGt7f3j1z1pNzf3j+dL+xH/P8Ah/wQ/ttfyfj/AMA9mPxA0oDJhnxgHt0NKfH2lg4ME+che3WvGd7f3j+dG9v7x9etH9iP+f8AD/gh/ba/k/H/AIB7KPH+lkgCCfJJA6dutH/CwNKxnyZsbd3bpXjW9v7x/Ok3N/ePTHWn/Yj/AJ/w/wCCH9tr+T8f+Aezf8J/pYz+4n4xnp36Uv8Awn2l5x5E+d23t19K8Z3t/eP50b2/vHrnrS/sR/z/AIf8EP7bX8n4/wDAPZR4/wBLIBEE+CCe3QdaP+E/0sDPkT4AB7dDXjW9v7x/Ok3N/eP50/7Ef8/4f8EP7bX8n4/8A9nPj7TAcGCfOdvbrSDx/pZIAgnycgdO3WvGt7f3m9etG9v7zfnS/sR/z/h/wQ/tuP8AJ+P/AAD2X/hYGlYz5M+Nu7t09aD4/wBLGcwT8Yz079K8Z3N/ePTHWl3t/eP50f2I/wCf8P8Agh/ba/k/H/gHs3/CfaYTgQT5zt7daQeP9LIBEE+CCR06DrXjW9v7x6560m5v7x/Oj+xH/P8Ah/wQ/ttfyfj/AMA9mPj/AEsDJgnxgHt0NKfH2lg4ME+c7e3WvGd7f3j+dG9v7zevWj+xH/P+H/BD+21/J+P/AAD2X/hP9LOP3E/OcdO3Wj/hYGlYz5M2Nu7t0rxre394/nSbm/vHpjrT/sR/z/h/wQ/ttfyfj/wD2Y+P9LBIME/GM9O/Sl/4T7SyceRPnO3t1rxje394/nS72zncfXrS/sR/z/h/wQ/ttfyfj/wD2UfEDSyMiCfoT26Cj/hYGlYJ8mbAAJ6dDXjO9v7x/Oje394/nT/sR/z/AIB/ba/k/H/gHs//AAn2l5x5E+c7e3Wk/wCE/wBLOP3E/OcdO3WvGt7f3j69aN7f3j+dL+xH/P8Ah/wQ/ttfyfj/AMA9l/4WBpWM+TNjbu7dKD4/0sZzBPxj079K8Z3t/ePTHWl3t/eP50f2I/5/w/4If22v5Px/4B7N/wAJ9pmceRPnO3t1pB4/0s4/cT8gnt0FeNb2/vH160m5v7x/Oj+xH/P+H/BD+21/J+P/AAD2b/hP9LwT5E/ABPToaX/hPtLzjyJ8529uteMb2/vH86Xe395vXrR/Yj/n/D/gh/ba/k/H/gHso8f6WcYgn5z6dutH/CwNLxnyZ8Y3duleNb2/vH86Tc394+nWn/Yj/n/D/gh/ba/k/H/gHsx8f6WM5gn4x6d+lL/wn2mZA8ifJO3t1rxne394/nRvb+8fXrS/sR/z/h/wQ/tuP8n4/wDAPZf+E/0vj9xPyCe3QUf8J/pYz+4m4APboa8a3t/eP50m5v7x/On/AGI/5/w/4If22v5Px/4B7N/wn2l5x5E+c7e3WgeP9LOMQT859O3WvGt7f3j69aN7f3j+dL+xH/P+H/BD+21/J+P/AAD2u18Z2l/J5dpZXMz7d21Bk49at/2/J/0B77/vmuF+FLE6/ecn/UV6pub1NeZi8P8AV6ns73PUwmI+sU/aWsYv9vyf9Ae+/wC+aP7fk/6A99/3zW3lsZycUm5vU1zHSZunaumoXU1sbWa3liUMVlGMitGsm3OfF1/n/n3WtakAUUUUAFYWtf8AI3eEP+vm5/8ASeSt2sLWv+Ru8If9fNz/AOk8lAHQzf65qjqSb/XNUdABRRRQAVmX3/IZtf8Arma06zL7/kM2v/XM0ASUUuDRg0AJRS4NGDQAlFLg0YNACUDrS4NGDQBweu+F77xV4xja6uLuw061jxHLbvgu3rVebwTd6B4h07WdNv8AUtVkjYrKl1LnCnjNeic4xQMjpRH3bW6fj/WwS969+p5/EfEPhjV9UtrXRn1C21Bt8c8bACIkdG9etZun+F9cbwJNDLbiLUkvDcLCcEOMg4r1MFgMAnH1pPmznJzQrpeemvpsO+v4nmepyeJ/FGpaDLL4fksobS4DTB3BPHf6V3Wv28t14bv7aBC80kBVEHc1plmPUn86TBolrHlFF2afYxvCVtcWHhewtbuIRTRxKroQMg4rllTXPBviHVZ7LRZdWttRbzFMLBTGQMYP516FyaUFh0JH405NuXMC0jynm2oeGdWl8C3SmDzNSu7pJjAnGxcg4+oq/qcOtaDr1nrWn6Y+oo1sLea3RgGQ8c5/Cu55znvQCw6Eilttp/w1rA9Vr5/jr+h51o+ja1qmueJLrUrI2SajGqwknOOO9Zug6YdH8iwvvh4t3PA4QX8ZADAH72K9XJY9STS7nxjccfWmna1vL8Al7yd/60scf4d0u+tPGeu3s9uYrW4KGFieuB0px1TxcNF1GYaZF9viudlrH2eLPU/hXW8kYoy2c5NLol2Vh31v/XYwvtuu/wBuWUH2NP7PeDdcS91k44/nW5S84xRg07iEopcGjBpAJRS4NGDQAlFLg0YNACVDbf8AIdP/AFxqfBqG2/5Dp/640AalFFFABRRRQBS1n/kB3v8A1yNeQ+GiP+EyttpXH+yMDpXr2s/8gO9/65GvIfDpJ8Z2xJb/AIEMHpW0P4Ff/BL8jlxPxUv8SPYSaTPNITUcxxC577TXx8pHtpHk/j7/AJGMntsHNYWlWi3+q2tq7bUlkCsfauw+IMSLbWLhfnbOT61xdhdtY38F0gyYnDY9cV+lcP1XVyunbRpNfcfDZvT9njZ366nQ63r93p2oPp2lSGzt7U+X+54LkdzVK2s7rxKbm4knjSS3iMjs3WTH9a19Q0S08RyDVNN1G1hafmaK5k2lW749qzbfRLITXkEuqLG9vCWyjfLIw7A967YSpqnppJb6a+ZFSM5VO8HtroP1N/7Z8O22o5Bnt/kmA7DoKsWJ/wCLcXf/AF9f0qh4ZmSV7nTJceVdoeScYYdP1rS0RIp9Jv8Aw7dXKWtyJDIjSHCkjsTRVXInDomn8rhSfM4z8mvnbT8Bvh0n/hDtZAGfmH8qpyeGILXT47i81eG3mkjEiwMhyQfetC4WHw34Zm083cFxe3jgnyH3Ko9zVyCFZtED6/c2F1BFD+42SfvY/bFQ6kk5VIvRv5vToXCnFqNOa1S+Su+phad4WN3ZLd3d8llFIcRF4y2/34p9l4Puby9vLdrmOFbVQ5kccMp710mm6rcX3hm1t9I1O1s7i2O10usYYeozVK3u5ozrw1XULaa6eBQrxsMN7Ck69a8tbW6fNeX6hGhQ5YXW9tfzW/6GTB4VhljnuJNYgis4n8sXBQlWNS28aXmjXekJcJObX95buo+961N4Viu5rR4Xu7D+zWk/e21zJtLe4qj9rstN8WltPUC0J8ojOQAeDg1o3OUpQbu1qvl38yI8kYKolZbP532MrTrOG9uvJnu0tV/vspb9BWhqvhqXT1tZLe5W8huTtjdFK8+mDW7pVhaWGvX6l4I52TzLGWY/ICe9WNc1JobPSTfX9vdXUE4aXyCMAZ7YoliZupHk2/4H9dQhhoKnLn3V/wAP8yPw54XGn+ILJ31GFrtQWe1A+ZeOmazP+Ebn1u81O7S4jhignKyb+wz1rctNNsx4vTXm1e2FpKTIB5nzjI6EVmC8t/7D19BcoHlucooblxntWKqVHLmT1sum2uqN/Z01Hka0v33VnqVX8GKkcd1/a9udPfj7UF+UH0xUM3hy70vWtPgtr5W+1/NBcxjA+tPkuIT8O7e289fOE7Exbucc9q01vLXZ4Wzcx5iH7z5vufX0rXnrLd31a28tzDkouOis7X363M6Hwpe6pf6gJb1C9of3sjjqPWmXOiSeH47bWrK/ivYVk2741xtNbAvrUDxJi6jBlP7vDff47Vl2txAPh/PbmZBKZ8iMnnH0pRqVXvtorW7rUuVKjdrq+bW/bYo+J7ZEv1vISDBcrvUgd+9a3hmePQtJfU5VUtcv5Chu3OCf1qnaR/234Z+y/KLi0cbMn+Hua09V1vR9OtrPTV02DUEhQOX8w/f/AApzbcVQtfXX0RMEnP297aX+e3/BMXV9I/4qdbOEhUuWBR+3NaD+BJI7iS0fVLcXyqWW3xyw+ua0Jr+y1o6JfQJFbzQTLEbdWycetW73S4LbxbPrNxqNv9njBPlmT95nHTFZvEVIpRvZpPpfVbGnsKcm5pc17eW+5yul+FLnU7O5uTcRwR20vly7/wCH3qS48Otpd1pt3Ddx3lpLOgEsYwM5rc0hBrXhrWcTJbma6+RnbC/iapXjW+jabpelfaYZ5xcK8rxPuRRn1q1XqOo4362tbyJeHpKF0tNdb9np95Y8SeJNU07xZiO6drdGGYGPyMMDgiqHiXS7R9fhdZI7KC6QOflyEJ68CtTXtDgvtdbUpNVsfsIwzhJQZMAdh61WstT07V/FheXZHBHCUtjKcKGHQms6TUYxlBbJ3t/W5dZOUpRm9G1Yz5vCkdubO5TU4prOWYI0vlkBee4NXPG2jadZXsDWt3Am5VBhRMY/2qva9eTDw5BDqOpWlzdLchytuRgLn2qLW4LC61nTtSmureWxdUR41f5xx3FOFWo5xlJ7X+f4CqUqcYSjFatL5a+vzMl/C4jsH1Gw1OO7a2xIyLGVI/OmeIQL+wtNXUgs6BJ8dnrr7u6eDTtUjn1Sxa1dMWsMBGQMdDXIaCV1DTr3SZMZI82LJ6t6VVOrOSdSX2X+D37CqUoQtBfauvmtmXLw/wDFubD/AK6msHR9In1m88iJgiKN0krdEX1NdTb2A1XwTa2KX9nBcwytvSeTaRVbQo4tHv77Sbu7gzeQ+Wk8T5RT7mrjV5Y1FH4rtmcqXO6bl8Nkn95n6h4YFrYSXtjqMN/DE22Xy1xsNFn4YWTT0u9R1KHT1k/1ayLkuPXir7W0XhjRL2KW9t7m4uWAjSB9y49TUt7ZxeKtNsrq1v7aCSCPypIriTb07il7advi0vvbyH7Cnf4dbbX8/wDIwbLSbO7u5oZNWigSM4WQxlg/uAK3dG0WXRPGlrBJIsqSRF0kUYDAj0p/h2BLbTr2Oyu7KHV45AomnYFCvfGa07vULdvGOmyy30MmyDbJKCNu6oq1puUoLaz/AC32HSowUOd6O/62tuYmpSHWNHulYj7RYyHaMc7O9Y+h6vqNnfW0FreSxRNKuUU8HmremXkcfiaeJ2U292TE7Z4we9UmtTpviOOGTCok4IJPG3PBrenFJOm1o1dGdeTk+eL1Ta/yOh8XXerah4lfS4bmV45CAsOeOlZ174SNraSyQ6glxcRDMlusZBX156cVoX+rWlp8QYr/AM1ZLdGBLoc44FaOvXGtyRXcttrunSWUilggKiQqe3TrXPCc6cacY2St+P3HTKFOrOcp62/K3qYcfgs/Zra4utUgtorlAYiwzuY/w09PA7i6+yXOpwQXTH9zEy5Mg7Y5pviO5gmg0RYp1cRxpuAbO0571a1a7t5PHWmzrco0SGPMgbheB3q1Ou/tb36dtjHkoJbbJdd77mTpvhS81K6vrdZEjksjiQN3561PNob6LFBrFhqEN9HDLhjGuNh966LTxFfap4kEdwqxyDiUNx19axrq3i8O+GJ7N7u3ubq5k4ED7gq+ppKvUlK1+2lu61LeHpRTdtNdb7W2M3xTBGbmO/hIMN0m7I/vd66y7g8RzeHtJOiPKsQgG/Y4Xnn1rmLRP7W8KzWoANxZndEO5B61u3unyazoel/YtXtIDFDtdHn2HPPairoowf2X116aBR95ua+0ummulzndP0O71u7uZbq5ECQk+fcS8hTXQXth/Z3gSGGG6S4V7rKTIMDJqppNvDLp2p+H576CK5dgyTF/3bY561YvYbXTPB1tYfb4Z7hboO6o+QBRVm5TUb6XVlbp3CjCMYuVtbSu77PsWtJ8PK2uXUes6jFczLb/ACiRc8Y+9+Fc5F4aF9rFxb2t9E9rEC0l1twqD0xXSte2T+NJCLqHZNa+Ushb5QSvc1naTDDaS6roVxeW6yXa5jnR/wB31zgmohUqK8r62Wlvv+4qUKUrRe197+SMjU/DX2OwF7Z38V/b79jvGMbDUmp+FhpOnpc3GpQ+ZIgeOELywNW7iCLw74fkspLuC5ubmQfLA+5VX1PvUHjG4gnuLIwzJKFt0B2nODgVvCpUlKKT0u9bbmEqVKMXJx1ttfzt+RzsSLJKqM4RScFj2rpx4PtZNPlvYdftpIosB8RkYJ7VzFvGLi4jhDqm9gNzHAFdvrehmPSo7bT9T042cCb2xKN8jdelaYio4yilK1zLDU1JSbjexgx+F7qXXINLEqbpk3rJjjFRL4fuTcX0TuqfY1LOSOvtXSPq1oPDSakkyDUVVYFTPIC98VFr+p2x0EXFvMjXV86tKqnlQOMGsVWrOVvl8+/3G/sKFr+V/l29bmda+EGltbeS61GG0nuOYoHGWYetRSeEryPXn0rzVZo1DySgcIvrW5c6fba/PpepQalBGkSJHJE74cEegrSfVINO8e3iPP5RngEUcrdFbsT7VDxNW7s7uz0ttYpYek4ptaaa377nHap4cFhbi4t75LuENtkdUK+X+dTjwmk+nzXNlqsVy8UfmPEsZBx9TWvq8mqhETVtXsLrTjKN8duw3MM9eBW010bWHUFfVLAaa0JW1hiI3gY4BpSxFVQVnd/8Nptv9xSw1F1GmrL/AIfXf+ux5V060Urffb60leoeS9GFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAd78Kf+Q9ef9cK9K1HUbXSbCS9vH2Qxj8z6V5r8Kf+Q9ef9cK9D1zRodf0z7BcOViLh2x3x2r5XNv95foj6rKv92XqzzyLx5rC6qNbntWGjSt5OznAHr9fevTbK9t9Rsory0kDwSjKt/SoptJsJ9IbSnt1+xlNgQdvfNN0bS49F0qLT4XLxxE7SfT0rzT0ivbf8jdf/wDXuta1ZNt/yN1//wBe61rUAFFFFABWFrX/ACN3hD/r5uf/AEnkrdrC1r/kbvCH/Xzc/wDpPJQB0M3+uao6km/1zVHQAUUUUAFVbqwhvJEkkLqyDAKnFWqKAM/+xrf/AJ6z/wDfZo/sa3/56z/99mtCigDP/sa3/wCes/8A32aP7Gt/+es//fZrQooAz/7Gt/8AnrP/AN9mj+xrf/nrP/32a0KKAM/+xrf/AJ6z/wDfZo/sa3/56z/99mtCigDP/sa3/wCes/8A32aP7Gt/+es//fZrQooAz/7Gt/8AnrP/AN9mj+xrf/nrP/32a0KKAM/+xrf/AJ6z/wDfZo/sa3/56z/99mtCigDP/sa3/wCes/8A32aP7Gt/+es//fZrQooAz/7Gt/8AnrP/AN9mj+xrf/nrP/32a0KKAM/+xrf/AJ6z/wDfZo/sa3/56z/99mtCigDP/sa3/wCes/8A32aP7Gt/+es//fZrQooAz/7Gt/8AnrP/AN9mj+xrf/nrP/32a0KKAM/+xrf/AJ6z/wDfZo/sa3/56z/99mtCigDP/sa3/wCes/8A32aP7Gt/+es//fZrQooAz/7Gt/8AnrP/AN9mj+xrf/nrP/32a0KKAM/+xrf/AJ6z/wDfZqW206C0mM0bOzkbcuc8VbooAKKKKACiiigClrP/ACA73/rka8SsNa0/T9eW8Sd5vKwAmCST3/KvbdY/5Ad9/wBcW/lXgfgRVPj62DKCCzZBGe1RVqOnSm1s0013QvZxqOKfRpr1O7/4Wdbk48iXG7H3D09elMPxMt3jw1vKNwORsPH6d69CNjaf8+0X/fApv2K0z/x7Rf8AfAr55+y/k/8AJmd/vd/wPH/Efiqx1uCCMsYWhGQGU857VgGawBIF6p+YD7p6etaHxOijj8WhY0VF8kcKMd647A9K+my3HVaGGjCjpHe2+/meTisDRrVXOors6DzdPLDN6uCSCdp4HY0efYYH+lrnbnG09fSsyz0TVNRiMtlp808Y43IvFVZ4JbaZoZ4mjlU4ZGGCDXd/amKvbm/BHP8A2Xhf5fxZvrc2Ub7kvgGXBUhT/nile5sppS0l+GYvgsQcketYE9rNayBLiFonIyAwxxVmy0bU9SjMljYTXCA4LRrkA0f2nit+b8EP+zMKvs/izTWawwP9MUcE/dP4UnnWABP2sZ2g42nr6VjXVlc2M5gu7d4JR1Rxg1DgelH9q4r+b8EL+y8N/L+LOhMthk/6Yp+YD7p6etIJrDK/6YvU/wAJ4rn8D0owPSj+1MV/N+CD+y8L/L+LN8zWBAP2tc7c/dPX0pxnsATi8XjGPlP4/lXPYHpRgelP+1cV/N+CD+y8L/L+LOkkvLSZlEuobwp2KWBOFqNZrDA/0sDIJ+6fwrn8D0owPSks0xSXxfghvLMM/s/izfM1htJ+1rnaDjaevpTjNYZP+mr94DO09PWuewPSk4o/tTFfzfghf2Xhf5fxZ0QmsMj/AExRkkH5TSedYbc/a1ztzjaevpVKPw1rk0Qlj0m5aMjIYJwRVV9OvI4nme1kWNG2uxHCt6Uf2piv5vwQf2Xhf5fxZrmaw5xeKcYx8p/Gl86w3f8AH6v3sZ2np61hz2k9oyrcQPEzDIDDGR61FgelH9qYr+b8EH9l4X+X8WdJFe2sPMeoeWWUg7QR+H41H59iAcXi/dBxtPX0rASNpZFjjUs7HCqOpNLLC8ErRTRmORThlYcij+1MVe/N+CD+y8Na3L+LOo0/UdPsNTguzdBxDKDgKeRUusatp2q6rLercCMSsflIJxXLvYXcVot3JayLbPwspX5T+NRRQyTyrFDGZJGOFVRkmp/tHEuXNza7bItZfhlFx5dH5s7W08Qadb+G7nS2l3PO3m7wOh9KyPOsBnF4vb+E/jWJc2s9nKYrqFoZR1Rxgilns7m1RHuLd4kkGULDAYe1EcyxEW2pb+SCWXYeSUXHbzZtCXT93/H4uN2M7T09aPPsCBm8XkH+E1n2/h/WLuATW2mXEsR6Oi5BpZPDmtQ/63SrhOM8p2qnmmKW8vwRH9mYV/Z/Fl/zrAAkXa52g42nr6Uedp4J/wBMX7wGdp6etc+VwSCMEVNDZXNzFJLBbvJHH99lXIX60f2riv5vwQf2Xhf5fxZtCXT8j/TF6n+E8U6O7tYmEkd/scLnKggg+lYNtbTXk6wWsLTSt91EGSat3Wg6vYw+dd6bPDF/fZOKHmmK6y/BB/ZeG/l/Fmk89izMxvQzHBzg8k9aPO0/OPtq43YztPT1rCntprWQR3ELROQGAYYyD3qzZaLqepRmSxsJrhAcFo1yAaP7UxXSX4If9mYXrH8WaYmsOP8ATFGQf4T+FIZrDBP2sZ2g/dPX0rIudPvLK4FvdWskMx6I64Jqa50TVLKAT3WnTwwn+Nl4o/tXFb834IX9l4bbl/FmkZtPyf8ATFwGAztPT1oE1gcA3i8kj7prLtNG1K/gaezsJp4U+86LkCmWmm3t/M0NnaSTyqcMiLyKP7Uxe3N+CD+zMLvy/izXFxZAAi8Abbn7p6+lPmvLWZy8moeY2AMsCTj/AOtWJPp15bXS2s9rJHcMcLGy8mpbzRdT0+ETXthNBEejuuBR/amJ35vwQf2XhtuX8WannWG7H21cbsZ2np60gmsOP9MXoT908ViTWlxbpG88DxpIMoWGAw9qRbaZ7d7hIWaFDh5AOFPvR/amK/m/BB/ZeF/l/Fm559iAf9LX7oONp6+lL51hkj7auNwH3T09a53j0owPSj+1MV/N+CD+y8L/AC/izuNH1/TdMsr62eff9rG0MAflx3/GsgTWG3P2tc7c42nr6Vz+B6UYHpUrMsSpOSlv5It5dh3FRa0XmzpI721gLNDqGw4A+UEZz1pnm6fu/wCPxfvYztPT1rCt7We7l8q2haWTGdqDJxTvsVyLc3Bt3EAbaZMcA+lV/amKX2vwRP8AZmG/l/Fm151gQP8ATF5Bz8p49KPOsACRdrnaD909fSufwKMD0o/tTFfzfghf2Xhf5fxZ0Jl0/JH21cbgM7T09aBNYHAN4oGSPun8DXPYHpUkdtNLFJLHCzxx/fYDhfrR/amKt8X4If8AZmF/l/Fm4JrDbn7YuducbT19Ks2Op2enXQuYp4ZWTGEljypz149q5bA9KMD0oeaYl6OX4ISyzDL7P4s7658YxXdu9u6aaiuShZLcAgeo4rAE1htB+1rkgkjaeD2FYGB6UYFTDMcRDSLt8kXPL6E/iV/mzoDPY4JF2udoP3T19KUzWAYgXqkbgM7T09a53j0qZLWeS3a4SB2gU4aQDgH0qv7UxX834Ij+y8L/AC/izv8ATNc8GWBhme0mku48/OXO3I6HFY2pavb6rfzXtxeL5ko3EBeh7CuUwPSpVtLhrY3KwObcHaZAOAfSs44/ERk582pq8BQceTl0NszWA3YuxxjHynnPX8qUS6fn/j8X7+Punp61hQW011J5dvC0r4ztUZOKjx2xWn9qYr+b8EZf2Zhf5fxZ0AnsSoP2xc4JxtPB7Cgz2O0kXik7QcbT19K5/A9KTAp/2piv5vwQf2Xhf5fxZ0RmsAcC9UjcBnaenrQJrAkf6auCSCdp49Kw5LSeGGOaWB0ikGUcjhvpSQW013MIbeFpZSMhFGTS/tTFbc34IP7Lwu/L+LNzz7HH/H4udmcbe/pSmawBP+mKcYx8p5z1/KufZCjFWXDDgg9qTA9KP7UxX834IP7Lwv8AL+LOhE1gTg3qgbsZ2np60gnsNoJvFzgnG09ewrn8D0owPSj+1MV/N+CD+y8L/L+LOgM9jtJF4pO0HG09fSlM1gDxeqRuA+6enrXPYHpRgelH9qYr+b8EH9l4X+X8WdAJ7A4/0xeSc/KePSjz7Hbn7YuducbT19K5/A9KMD0p/wBq4r+b8EH9l4X+X8WdCZrAE4vFOCMfL1z1/KgTWBbBvVA3EZ2np61h29rPdyGO2haVwNxVBk49aiZdrFWGCOCD2pf2piv5vwQf2Xhf5fxZ0AnscDN4vQn7vf0oM9jtJ+1rkKDjaeT6ViPaTxwJPJA6wyfccjhvpUWB6U/7VxV/i/BB/ZeFt8P4s6EzWGf+P1cbgPunp60gnseM3ijJOflPHp+dc/gelHFL+1MV/N+CD+y8L/L+LOg8+x25+1jO3ONp6+lKZrAZxeqcEfwnn1rIXTL52iVbOUmYZiG3749qryxPDI0cqFHXgqeoo/tXFfzfgg/svC/y/izoBNYbgPtq43EZ2np600T2GB/pi/dJ+6evpXP4HpSxxtLIscaF3Y4VQOSaP7UxX834IP7Lwv8AL+LN8z2GD/pi8AH7p/Kl86wz/wAfq43Y+6enrWDNBJbytFPGY5F6qw5FOW0ne2a5SB2gU7WkA4B9KP7UxVvi/BB/ZeF/l/Fm4JrDjN4o6/wn8KTz7Hbn7YuducbT19K57ApcD0o/tTFfzfgg/svC/wAv4s6EzWAJxeKcEfwn8aPOsNwH21cbsZ2np61z2B6UYHpR/amK/m/BB/ZeF/l/FnQCexwP9MXoT909fSgz2ODi8XoD93v6Vz+B6UYHpT/tXFfzfgg/svC/y/izoTNYZx9tXG7Gdp6etAnsDjN4o6/wn8K57A9KMD0pf2piv5vwQf2Xhf5fxZ6z8Lbm3GuXhhlEpFtuYAYx7V6QNWXH+pP515D8Hv8AkPap/wBev+NeljoK5K1edaXPPc66NGFGPJDY0/7VX/nifzo/tZf+eJ/Osyg9KyNS3Ztv8V3rYxm2U1sVi2H/ACM93/17JW1QAUUUUAFYWtf8jd4Q/wCvm5/9J5K3awta/wCRu8If9fNz/wCk8lAHQzf65qjqSb/XNUdABRRRQAVm6hPdLewQW8ojDqWJIzWlWZff8hm1/wCuZoAZnUv+f1P++KM6l/z+p/3xU9FAEGdS/wCf1P8AvijOpf8AP6n/AHxU9VJ9TsbW8hs7i5SO5m4jjPVqAJM6l/z+p/3xRnUv+f1P++KnIwcVWu9Rs7B4Eu7hYmuG2RA/xt6UAOzqX/P6n/fFGdS/5/U/74qcDPSq1nqNnqHmfY7hZvKYo+3+Fh2oAdnUv+f1P++KM6l/z+p/3xU9FAEGdS/5/U/74ozqX/P6n/fFRnVLEal/ZxuB9s27/Kwc7fXNWZpY7eF5pXCxoNztnIAo6XDrYizqX/P6n/fFGdS/5/U/74os7y21C1S5tJhNA/3XXoanoAgzqX/P6n/fFGdS/wCf1P8Avisy/wDGHh3S777De6rHDdcfu9pPXpyK2VIZQynKkZBoWquD0diHOpf8/qf98UZ1L/n9T/vipZJEiieWRtqINzMewqGzvrXUbZbmzmWaBvuuvQ0ALnUv+f1P++KM6l/z+p/3xUOqaxp2iWv2nU7tLaHONzDPP0FWbeeK6t47iB98Mg3I3qKAGZ1L/n9T/vijOpf8/qf98U+eeK1t5LidxHDGu53PRR60ltdQXtslxbSiWFxlXHQigBudS/5/U/74ozqX/P6n/fFNfULOK/SxkuFW7dd6xdyPWrNAEGdS/wCf1P8AvijOpf8AP6n/AHxU9FAEGdS/5/U/74ozqX/P6n/fFT0UAQZ1L/n9T/vijOpf8/qf98VPRQBBnUv+f1P++KfZXF2dSa3uJhIvl7hgYqSobb/kOn/rjQBq0UUUAFFFFAFLWP8AkB33/XFv5V4H4D/5H+2/3mr3zWP+QHff9cW/lXgXgX/kfrb/AHmrDFf7vP0ZdP40fQJNMzzSmopjiCQ/7Jr5yUjuSPEviirf8JYr7TsMWA3brXNaLZpf61aWsv8Aq5JAG+ld/wDFZEXT9NYKAxJye56V5zY3b2F/Bdx/eicMB64r38snzUIt9DixKtJ2NzxHrl6mrS2VnO9rbWjeUiRHbnHc1VtLN9fjubi6vkiktoi439ZMdvrWxe6bo3iNxqdvrENhNLzNDOMnd3IrMi0vRN97HNqTboIyYnT7sr9gPaulJpNPf+tSHq1bbQl1OQ6z4attRLbrm2+Wf2HQVoaS19/wri4Gn/aPN+2dIAS3T2rI8Lzq8lzpk+0RXiHJPZgOP1rVsdXk0Dwhd2VvffZ9RW7Pyr1K1ctpedn+OoluvJ/8MP16CW+03QLbUW2arM2xy33gCeCRVHUfCCWmqQ6VaakLvUHbDRBcbR1zmsq01Ge68RWd9qNy0jiZC8j9gDW5JrlpZ/EJ9TVvOtS5BZfQjGaEveXm3/wBN2WnRDJfCFhIs8Wna6t3fQKWkt/L24x15qnpnhuK501tQ1TUBp9tnbGxXcXb0xWxHa6ToN3eaumsQ3fnKwigjB3AtzzVe2bTvEXhpLK71COwureRpP3n3XB7CktvuKdr+V/0IbzwZ9mvNMgTUFlS/wDuSBfuioNS8O6dpuqRWD6z5khYrLtiz5fp9a6fUns9MuvC4Nx/o8SAmVvTB5rG06+0w+OLu4uJU8mTd5MzDKq3Y0L4rev4Eva/kv1KeteFE03TI9QtLyS5gaQRt5kJjKnjsevWr0vgW1triK2utcSKe4QNbpszvJ7e1W9e1FP+EbNpc66mpXRuA6lRgKuRxVDXtRsrjxfpl1DcK8Eflb3HRcdaas2l5/oN6a+T/MdF4Htmu306XWkj1VckWuzO7HPWuQnjaGSSJxhkbafwNdgupWX/AAssagblfsm9j5vbGK5fVXSbU7qSNgyNISpHcZpQbvFvr/mPTX5HoXiTTNfvbbT5dNvBFAtsMqbgJ29DXIf2VeSaBdX8t8+IbgRvDnIY+uateMb+2vXsDaXPmBIFV9pIwcdKZZXtsngW7s3mAuXug6xnqRxzRHq/P9Qj9lPy/I1vE2mXOt+I7CztwS7WyEn0Xuaoan4M+y2hmsLya6ZG2yrJAYwv4nrWu/iSwtPFlldJPvh+yrE0idUb1/Cq+tteSQzFfGUVzbM2Vhwd2M96LW27v8yYvRX7L8jM1HQdP8PiKV9bI1KPbKluYSOevBqHxSi3Udtq0R3LOmJD/t963byWyj8OSf2pqNnqlyVAhZF/epx0zWHo5GpeHb3Sn2+ZCplgz1Ld6Xfy1/zKXTz0/wAjrofLvvAen6TNgeZAZIyf7w6Cuc8FQf2fqb6pdJj7G6qqsPvMTS3usw2uh6F9nmV7qz/1kY7H0NS+Ida06abTYNObbF5yz3Ldsk8j8KtP945Lq7f8H7iUvdUX6/8AAH+JrU6r8QliflZSGY+g61PrN9H4k0m9hj2tJph8uNV6kDrVptb0m112/wBYWaG5kWIJBEw4Y4qlovje3e+khudG0+zhuUKyzRLyCe9Zpe6or+ncq+vM/L8tTJ8GX96vijT4FvJhDvI8sN8vQ1t6He3c3jvUo5rqWRBDLhWbIHNc7oUlppvjO3drhfskUp/fdsYrU0C+so/HN7PPdJFbTJIqzN05PFX8VvRktW5l6fqclcf8fEuOu413WjXsWhaZY6dIVU6rzJnsKyZ/DlhBeRzP4gs5ojIGZUU5AzWhq/ja3j1BY7TRdPuobdQsM0i/NSjZRSfzKnrJtEPhmzew+In2ZRtIDiPtx2Napt9V0ldYuNYnN1bTKVihWTzMHPXA6Uwaxpd54t0/WWuYrcywmKZAOIz61DCdO8OTajqDazFfi6UqkEWeM9zn60pXUbPs1+ILWV11szG1Vv7Y8O22o7s3Fv8AJMPQdq2vDtpqV98PZodLm8qf7R18wJ39TWD4auY5Z7vTZ9ogvFJ57N2FWluorHwVNpz3Gy/jutwjB568Gm9Ivzs/x1EtWvJ/8MSeKb+S2ttLs7l9+rWaHznbqM9Oe9SaRd339gapc6pPI0FwmyFZj94/7IoV9J16PT77UbxIbqIhLhGH+sHan6/pkF7I8yeJbJraHmC2UHgDtQ9E79bgtbW6Eep6jc6Q+hQWUrxRxpuZVOA+fWqviOW8s9fe301njku0EhEP3ixq6q6Vrtvp11calFavYrtnikHzS/7tWrC707U57++GoQWV5jy7V5xnao703v8ANv5X0BPT7vv6lDxRfy2kOkxtKHv4Iv3jk5ZT7+9JDc30Xg3U5tVlkcXDL5CTHk+4HpTYNF0+DXrebUdetbyNn3SMAcfjT/EWlpdrNct4ls5448+TboDwvYCl016/hqNbq3Q1dY0qz1DRNDfUdUWxh8nbGxXcWbPTFZtjYtoup3Wg3Uwe1u03RuOjt2NXL630jX9K0hf7agtpbaMeasgPY9B71g+JNZim12Cay+aKzAVG/vEd6HbmafVv7u5Mb8qt0X43LXgnTbX/AIS4W2oXCxvDkCNkyJDSXnh231DxTPa6bfCWEFnnk2bRCB1+tXVltbTxZp2tu6ra3CfvGH8LnrRbXFhpPiW8R9QinttRRk86IcRbs9fzp72vuk/vH3t1t9xm3vhiyGnz3Wkawuo/Zz++QJtK/wCNLaeFrQafBd6xq4077R/qUKbi49atNDp/hjTL3yNUhv7i5+WNYgcKP9qppU0zxTpOneZqsNhPZrsdJhncM9qS8vL/AIIP/P8A4A/w3pE2ieM/Idw6Nbu0cg/iXBwasWNkl/4GuUnultrdL5mklPO0fTvUdnrunf8ACWxHzwlnbWzRCV/4mxiotPbTNR8I3Gmz6nHazvds6F84we5pS1XfT9RrR66ar8mY2qeGDaGyfTrsX9teHEUoGMn6VoN4NsPNNkuuo2qhcm08v+L03U+91Wy0SPSLC1mS8WzbdNMnRvpVuS20aPXH8SDWYnjbMv2UA+Zk9qenyu9Ra/O2xhReFpbqzWS1uPNuRKIpoMcxnPX6Va0sW2k67NpJvRPa3CFJmAwA/p+dXtH1my0pZtRe4R7i/fy3hX/llGeCfrXM6tDBYawz2d0tzHu81HH16H3o6pPZ7/5Da0dum3+Ytto0k/iJNHeTy3eTZuI6Z6V0H/CCQvdzafDrMcmpxE5tgvb1zUjSWx13RtfeRI4pGH2hv7rVDpOpWUPj68vZLlVtnEm2U9DnOKLaWe9n962+8Te8l5FeTwlaPpt1cWGsLdXFopae3CY246896h0Dw3Za3CudSmhuWO0RJblwD7kdKm8N39paSa6Z51jE8DLHn+M1vaLf2cenaY9nrUOmrCxN3EV+aXmmvPsvkD7dmyLw5oGn21trttqN8qTxjY2Y87FBHzCs61SKDwRq8VtP58AuV2yYxu4ParlrqGnXWua5E99HDFeJiOdxx171m201lp/hnUdOe7jmk+0qy7B99eeRUu8k79UvzKWj07/oGk+ELTWLNXttUlNwULeX9nO3IHTd0rR0TT/tPgG8tridbaKO8JlkPO0Y6471r2WqWNvLa3EGuw22nLbbXslHJfHU1i6bLpl/4YvtOn1KO1mluy8ZbOMeppz6pf1qTHZN91+TKJ04eGbqw1XT9QF5YzkqZwu3A6HIrJ8Q2a2eruYz+5n/AHkZ/wBk1p6/PZ2OgWmh2d0l20eTLOn3T9KJDHq3h60u5AplsnEcijqYx3o366J/g/8AJht81+P/AAxLaeDrXUNNe4stUmkmSIyGM25CnHbd0qjpnhuG606S+1TUV062DFEYru3t6Yrthq1jDJPNFr8Kaa9tsisY1wVbHeuatRp2veHm0+41GOxnt5mkVpB8rg0Pd2/rUFsr/wBaFrxLpsjaRoGnWsguGddsbjo2SaueGPD1lpniVPJ1lZ72GJhNbhcbDjpnvVTUNU0vTv7AS1uhcpaf60jqOat6db6Fp/ieTWm1yJ45w7rGAdylh0ans211v/wPvE9Y28v1OetPDyajJe6hf3osLCOVl84ruy2emKjvvDCwS2L2d8t3Y3kgjS4C4wc46VpWN1p+saLeaJcXqWbm4M8c7j5WHpTZ7yw0oaTpMF2tysE4ee4X7uM54pRSul6f8Epu7b9f+ASN4DtEv301tdT+0Mbo4Nn3x9e1cdNE0E8kLjDIxU/hXYf2nY/8LKjv/tK/ZAzfve3SuY1aVZtWuZYtzxs5KsFODUpvR9/8wtuvQt6BoE2uzygO0dvCMyyqu4qPp3rQvfB4gu7JLW7lmtrmQRGaSEx7GPsal8E6zDYfbbKe5eya7UBLnGPLI9auTz3FtqunTX/iiHUbeO4Viqg/IPWtNOZLoStmyB/A9oLi4sU1xH1KFS32YJ94AZ61j6JotnqcksV3fy2sqMQEjgMhP5Vq2Oo2UfxAnvXuFFsRJiU9DkcVd0i8tG0u5Wz1WHTL43JZp3Xl09BUx6N9V+pTWtl3H+HtCm0PxxJYGTzN9q2yQjbnIHX0rMvfCltNDfT2WrJc3luS09sFxt57HvW6da0x/HC3EmoB7f7KY2nPdsCs5F0vw9balexapDey3a7YYkByv+9+dS72Tfb9dAW/rb8tSDUoJrvwf4ftYlLSSMUVffJouPAnk2sgjvZ3v41y1ubchc9xu6Un9tWlto/h9xIJJbaTfNEOqjOa2NXvbi/aW8svGMcVtMu77K4+Zf8AZqp/aa7sI7pf1uecHgkHqDg1vad4ahutJOo6lqK6fbP8sLFdxkPpWCc5b5HPJ52nmuutV03X/C1vYXOopY3Nmxb94OHB9Pemtr+hPVGtrumyTN4c023vChaEKlwnpjrWHbeFEne+n1HU2gtrV9rT+WXLH1IraudS0mDVfDqQXyyQ2ibZZD24NVtOlE2tXs8euWtvZPLl7ecErKKXV/P8x7JfL9TnbXTNMutXa0TVWNt/BOkJYv8A8BrXk8NnQde0WeK5e4t551Ku8ZQjn0NaFjeaINa1RbOa3sZSmILnb8it3K0usarbNLoSTast9NbyqZ5h069aqDs4sGr8y/rYNd8L2uoeIrxH1hItSclo7XbncMetZ9lHJB4A1WCQEOl4FIrUuIdEi8SzeIV1qGWJNxW3wd7HHasePWLeXwrqYeVUuZrzzEi7lazivc5X2V/vK+0n5r8iS18CbrOJry9mgu5U3RwpblwfT5hXLXVtLZ3cttMu2SNtrCvRJ9YfWbK1uNO8UJpZSMJJbyjpjuK891DzDqE/mStcvu5mVTh/em78xMfhNbQfDJ12wu7v7YtulqRv3Dt3NX38G2ItU1BNcR9LJ2vc+X90+mKr6HfWtv4U1e2mm8ueVh5aEEFuKRb21Hw++xeePtPnlvK74z1pz0vbpb8dwir792Qa34ei0hrOWK+FzY3QylwFxx9Ku3Xg+BdGn1Cw1GW5MC73SS3KDHsT1q0mp6WdJ8PQ3EiyiA/vo8fd+ta+oanBFpurJJ4giuoZ0xa20YwIx6US0T9WEdWrnPQeEbMaXZahqOtLZw3S5XKZIPpWfqPh9dL19NNurvEDqGW4VM5B6cVZ8QXtrdeHNGghmDywx4kQfwnIrffVdHm8T2Uks8bxraBBIwysb+/0p/a+b+6wuny/U6T4d+F4tJutQ1C2vZbmJ4fLxJCYzn6GupEb4HyN+VZ3w+vld7y0m1tNTufvjYMBV5wK7P8AAflSGc95cn9xvypDHJj7jflXRfgPyo/AflQBi2HHie8/69krarJtv+Ruv/8Ar3WtagAooooAKwta/wCRu8If9fNz/wCk8lbtYWtf8jd4Q/6+bn/0nkoA6Gb/AFzVHUk3+uao6ACiiigArMvv+Qza/wDXM1p1mX3/ACGbX/rmaAJKKKKAFGAcnoOTXmOpWM2uXmp+I1VjJpL4t8d67/Wnuk0W6+xRGW5ZCiKDg5I61xWkfDJf7FVbzXNWhuJlJnijmIUt9M1Ot210/P8ApD0sk+v5HSXnii307wnBrDgzF1RAic7pCOlcT4h1XWtQ1bwxHrekR2LG83RGMlgRx1zViHwzrcPhC50aOFi9lcie2eQ584A9PrT9Sm8TeKNR0CSXw/LZQ2dwHnDsCe3NaRs6ia7r7rEq6jbyf37G/feK9UOuvpugaSl99kUfa5JSQEPovrWb8LZftFpq0pjMbPeuWUjoeKkZ9d8L+Kb+ay0eTUrTUcMHjYDySPX1qf4eabqmn2motq1t5E0908ij1BpU+r8vxvsOW1vNfka48QhPEFzpdzCIxHGZUkz95QM81maV45jv9M1G6ntxBJZyFRHn747H8ag8baLqd3e2l3pMReSX/R5yDjbGepqjrHhO8GqWdvYwE2lyiC6kU4ClPX61MVdJP0+e9/S2g5WWvz+Xb16mhL4oupdQW0t9Hga/msWnVn4I/wBnNc34KvNdufCeux31nH9j/fZnMhLBvT6V1dzpN23xEivYrc/YVsDF5vYNgcVj+HrTWLDStb0KfR5gJjK8V1uG189Bih6xduqf5/5DWlr94/kZPhvxhqui+DLK5t9FWXR4TsmuHJDqcnJA9K9Vtp0vLKK4jbCTRh1PpkZrhxomp/8ACpDpP2Rvt+3Hk5Getddo0E1voNlbyL5cyQqpB/hIFaVLPmv3/QnqmvP8zgtJms/DF/eaV4p03cbq5aSG+Me5cMeAWPSurl19bDxRYeH4IFeC4hMizbs49qwdf1XXtYsbnQ38JSyeY+xbtnGwD+9j9aZqOi6r4fvdF1S0tJNWks4TDJEjYY575qYy2ctvz0/T9Qa1dt7P7/8AgmzfeIXudX1vQDbqq29mzibPLZrjvCfinV9L8HQTWOii40y2JFzM+Qy/MfujvWppdlruo+J9d1W90qSziurQxwozAnPpWfph8VWng9fDLeHphLNlftYcbYgSeSO/WlG6Xm0vvuW+V+l//bSPxXqGq6t408PSW2lQXNpJGXgjlbiTIBO4e1ddq3ii/s9St9E0XSobrVfKEksDHbHEvsR71RuPDt/b+IfC7QxNLBZQMs8oPCsRTtatdW0Lxr/wkmm6a+pwzwCCS3jYBlwc5zT0SUel3/wPvJ1evXlX5iXHiSbWPCniGw1KyFnqVrbMJYl5Xkdj3qLTfEMmheB9Ehs7UXWo3SKlvAfuk45z6UsWk6vqml+IdUu7M291fQlbezJG5eMYJ71Xk0jWtN0Dw/qFrYme904DzbPI3MCMHBoWi97S9r/j/wAC/YHtprZu33f5kNvf6je/E+x/tjT0sruOzbciElcZHQ1YvfiXN9vuP7Ng057G3k8uR7ifZJkHnC5p1rHr2ueO7bVr3SJLGzFq0e12BKk461jW3h9/Duo31vfeCE19JZzNFdoQCAT0NJXtFPz/AD/yB21e+x0uoeObwa3aaZo2mJetdW4njdzgdcYNL/wluv3muzaXpOkWc8lsF+0iSUhlJ64HfvSW+l3jePbPU4tNNpYCwEezIxG2fu1neK4r671h49K8NXttd+YudUtpQvmD/a9RT7fP89BdPkvy1PRELmNTIoV8fMB2NOrnobjxBDrgs3gWTTks932jjLTelUF1Pxh/wj9rOdPj/tJrrZNHxhYs9fyo3en9aglov66XOwopqFjGpYYYjke9OpAtQqG2/wCQ6f8ArjU1Q23/ACHT/wBcaANWiiigAooooApax/yA77/ri38q+cdD1GfSvEi3ttbNcyxs22JRkmvo7WP+QHff9cW/lXgngP8A5H+2/wB5v5VliGlRk2r6MqHxI6c/EvxD/wBC9N/37NNb4k+IGUqfD82DwfkNesGGH/nkn5U3yYc/6pPyrwHKn/z7X3s7Epd/yPAfFfim71+K3truwNo0JyAwwSK5muz+KCqvi4BVCjyRwB71xle3g+X2EXBWTOWrfndxCik5IBowOOBxWtp3hnWdWt/tFjZGSLONxYL/ADqhdWs9lcvbXMflzIcMvoa6etjPciBIOQSCO4pDlm3MSWPc9asXdjdWEoiu4jG7KGAPcGrmmeHNY1mBp9PszNEp2ltwAB/GjcDLowAMVa1DTb3Srk219AYZgM7Sc/rVWgBAqg5AANa+l6jo9nCBf6GL6ZWyJDIR+lZNFFwNTXtcm167SR41igiXZDCvRF9KysDGMcUtFCVh3ECqOgAowAMYpaKBCYGMY4paKOlAAAB0FGBnOOa3YvBfiKe3WePTiYmXcrGRRkVny6Rfw28k8kGIon8t23DhvSjyBalHAxjFIEUdFFWrywutPdUu4TEzqGUE9Qar0AIFUHIAzTlZkOVYqfUGnRRPPMkMS7pHYKq+pNLcW8tpO8FwhjlQ4ZT2oAjxyT3NGAKuS6RqEGmx6jLbMtnIcJLng1Bb2813cJb28Zkmc4VR3otrYOlyHaPQUuM1YvrG6025a2vYTFMvVD2p15pt7p8UUt3btEkwzGT/ABCi4WKuBjGOKQgEYI4rasvCWvajbLcWlh5sTdCHAz+FOm8HeIbc4l04g43YDg8UPTcFrsYQRR0UU7pSkFWKngjqKtWumXt7bzXFtbtJFD/rGH8NAFPaPQUBVByABVixsrnUrpLWyiMs7/dQcZrRvvCuuaZbm4vLAxxA4LBwcflRsG+hjgkHIJB9RQcsxZjlj1J61Pd2VzYSrFdRGN2UMAe4PQ1d0zw3rGswNPp9mZolO0tuAGfxo3AyioPUCk2L/dFX77SNQ027W0vLYxTv91c5z+NWL3wzrWnWn2q7sjHB13hgf5UdLh1sZJUE5IBoKqeoBrV0/wAOaxqtq1zY2ZlhXq24D+fWobDRtR1S5ktrK2Ms0Zw6khcfnRbWwX0uUNi4xtFIEUHhRWhdaPqNlfpY3NsyXLnCpnOfxqbUfDesaTbC5vrMxQn+IMG/lR0uHWxlFFPUClxirNzp93ZRQy3MJjSYboyT94U2OyuZrOW7jiLW8RCyOP4SaAISzMmwsSo6KTxTdoAxgYpeT0BJ9AM0UAIFA6ACgqp6gGlooATAxjHFBUHqAas2djc6hP5FpEZZcFto9BTjpt4LI3hgP2ZX8syZ/i9KGBUAAGAMUbFznaM0tFACYHpSgAdBRU8Nlc3FvNcQxF4oMGRh/DQBCWYpsLEp/dzxTcDGMcUtFACYB7UFVJyQKWigBCoIxgYowPSlwewJ+gqxHYXUtlJeRwlraNtrvnoaAK21c5wKCoPUClqymn3clg18sJNqrbDJngH0oAqgAdBinB2UEK7AHqAetTWllc383k2kRlk2ltoPYVAQQSD1HBoAbsX+6KUqD1ANLRQAgAHQUmxf7oq3NYXVtbQ3M0JSGYZjfP3hTbOyudQuRbWkRlmIJCj0FAFcqCMEA0AADAHFPdGjdkcYZTgj0ptACYGMY4rc0/xdrGl2aWlo9sIU+6HhDH86xKKLgXNU1W71q5FxfGNpANvyIFGPpVIKo6AUtFC0ATAxjHFBUHqAaWigBNoxjAxQFUHIAFWYLC7ubaa5hhLww48xx/Dmq9ACYGc4oUBXDBRkHI4pcHrgkeuOKKNgOkXx74gRAqyWmAMD/R16Vzs8jXM7zShS7nccDAzTanhsrm4tp7iGIvDBgysP4c0eYeRX2jGMCgqp6gUtFACbQRjAxQFA6AUtFADdi/3RTsDOe9GD2BPrgVZjsLuWxe9SEtbRtteTPQ+lAFQordVBroLLxlren2kdrbPbCKMYUNACcfWsGrCWF3JYtfLCTaq2wyZ4B9KL6B1HalqNzq1615eFDMwwSi7R+VVMDOcc0tFFrBuJgelAVR0ApaKADABpNoxjAxS0UAej/BVVHii/wAP9HFe1V4t8Ff8AkaL/AP69xXtNABRRRQBk23/I3X//AF7rWtWTbf8AI3X/AP17rWtQAUUUUAFYWtf8jd4Q/wCvm5/9J5K3awta/wCRu8If9fNz/wCk8lAHQzf65qjqSb/XNUdABRRRQAVmX3/IZtf+uZrTqrd6fDeyJJKXDIMAqcUARYoxTf7Ftv8AnpN/31R/Ytt/z0m/76oAfyKOaZ/Ytt/z0m/76o/sW2/56Tf99UAPyfX9aUsx6sfzqP8AsW2/56Tf99Uf2Lbf89Jv++qAHgsOhI/Gg5PU5pn9i23/AD0m/wC+qP7Ftv8AnpN/31QA8ZHQ0c460z+xbb/npN/31R/Ytt/z0m/76oAfzjHajLep/Omf2Lbf89Jv++qP7Ftv+ek3/fVAD+c5zzRzTP7Ftv8AnpN/31R/Ytt/z0m/76oAk3NjG44+tICR0JH0NM/sW2/56Tf99Uf2Lbf89Jv++qAHksepJ/Gl3N/eP51H/Ytt/wA9Jv8Avqj+xbb/AJ6Tf99UAP5xjNAJHQkfQ0z+xbb/AJ6Tf99Uf2Lbf89Jv++qAH8k5zz9aMkHOTn1zTP7Ftv+ek3/AH1R/Ytt/wA9Jv8AvqgB5LHqSfxpQzAYDEfjUf8AYtt/z0m/76o/sW2/56Tf99UAPyfX9aXcwGAxx9aj/sW2/wCek3/fVH9i23/PSb/vqgB/OMZ4oyc5yfzpn9i23/PSb/vqj+xbb/npN/31QA7FGKb/AGLbf89Jv++qP7Ftv+ek3/fVADsVFbf8h0/9caf/AGLbf89Jv++qmtdNgs5jLGXLkbcsc8UAW6KKKACiiigClrH/ACA77/ri38q8D8B/8j/bf7zV75rH/IDvv+uLfyrwPwJ/yP1t/vNWGK/3efoy6fxo9/JpuccmlNRTZ8iT/dNfOSkdyR4n8UUc+KVl2nyzFgN2JzXNaFax3uu2dvKMxvKAw9RXf/FcAabphAwSTn9K82tLmSyvIbqI4eJww/Cvfyyd6EW+hxYmPvNI2PFGqXU2tz2ySvDBauYokjJXAH0qLT7SHWILqW/v/Kkt4i0QY8uR2rXvYvDniJl1B9XXS7p/9fFIhbc3c1mxWvhzfeRz3LP5UZ+zyDOJH7V0pWTT3/rUhtNprbQlvZP7Z8LQXjMWubP5ZifQ9K0NJt766+HFxHYRzyS/a87YM5/SsfwxdItxPYXDKtvdoQxbpuA4/WtG31YaN4Su9Mhvmh1AXZYCM9V9c1Utpedn+Ov+YluvJlrW7Z5tP0DS9RcjUmfZIT99ATxmquo+E7GHWodG069lnvmY794+RVxnr61g2N65120vb6d3KzK0kjnJwDW5J4gtbTx4+rQnzrUueRxkEYqt5J923/kJtpadESt4Y0K6Nza6XqlxLqFupZklACHHUA/WqWm+HrH+yTqWt3klrCzFIliGWZh6+1aSHw9otzd6pa6ut7NMjCO2VCChbnk+1VrW70fWvDiafquoLY3UEhdHYZEmewFSr289P6RTtfyv+g+88HWkF7pMMF88kWoc7/7oqrqmiaJp2sRacl9dTvu2zbFBx6ba6TVprDSbnwwfNK2sKBt5HUY61i6bq+mR+M7u7nlUW0oYRzkZCE9Dij7Vl5/hsJ/DfyX6keu+E7fT9Jj1Gye88syCNku02t25A/Grs/gzRbK8t7O71aZZ7pFNuqAH5j2b0pusanYDw61iNdbVLlrjzA7AjauRxVTW9WsLvxZp17BOHt4vK8x8dMdaas2l5/hb/MHtp2f5luLwbpB1F9Im1SZdVGdqKB5ZwM9a4y4iaCaWFxho3Kn8DXWLrGnj4ijVDcD7FvY+bj2rmtTlS41K5libcjyFlPqM0oN3i3/Wo3bX5Hf+JdCvtTt9Pnt9Wt7VFthmOW4KE8elcmuiFvD11qL3kjPBcCIorZRunNS+LtQsdUexNpKJfKhVX46GkstRtIvBN1p7ygXT3IdY8dV45oj1fn+oR+yn5fkbniHSJ9d8TafZQ9TaozH0Udce9VNU8FwwWTTaeb7fG2JPtce1cZ7VafxVYW/iizvIpTLbi2WGRl4KHufwqnrAtJUmeHxo9zGzZW2ZTwPTNG239akx217L8iDV9G0bw+Iwb2+GqKqyIpTCE+xqv4nVL21tdXiORKuyQ/7YrYl1DTLPw1NbzazDq8zqBGhjw8fHr7VjaNIt7oN9pMzqrKu+33f3u9Lv5a/5lLp56f5HYW7R3fgnTtKmxtmgLxk/3+wrnfBsB0m+l1S4XD2sixxhv4mJ5qO+1u3i0TRI7WYPeWX+sTHQipfEXiCwvp9MisfkhjlWa4b1bPNWn+8cl1dv+D9xKXuqL9f+B+RZ8RWp1T4hoj8pIQzn0HWpNSvh4l0rUbdQGk09tkIH90VO3ibSbTWb/Vre4SW4MQSBGXgn1qnpHj+5N4YtQt7OG1mQpK8cWDz3rNK8VFf07lXs+Z+X5amN4NmmHizTlE8oTeflDnHQ9q3dAlmbx7qYaaVl8qXAZyR1rA0a4sdM8YQXHn/6DFISJcdsVpaFqunQeNby7uboQ2cySKsxGep44q97ejE1bmXp+pytxn7RKB1LHFdzpl+mg2GmacxA/tLmcHsKyJdI0CC8jnHiSK5TzNzIsRBAzWhq3xAuRflNPtrOS1iAWFpIsnApRaUUn8wlrJtDfDtk1j8RjbAbAQ2w9OD0NaK6fd6GNYuri8j1FZ1ZFggkMhTnqR2qL/hItJvPFGn6zcXSRSNCYrgBeE96rwXGheHZ9Q1C01hdQmu1KrAiFdue5/OlL4beTX4/1qNayv6P+vQzNQb+2PDEF6STc2h2TfTsK2fD+nXOq/D2W2tbuO1k+08NJIUB59awPDV5H9rurK5ZUt7xTnd03dqsG8tbPwbPpLzj7clzvCD0zkHNU7WfnZ/jqJbryf8AwxN4pvZLG303SpXZ7+xQ+ZM3Oc9MHvT9He6stA1K71KV9l4ojhjlYksfUA0Q3ui6rBptzql2Iry2IWVWXPmLS67aaNfzy3SeLIpFQ5gt/KPy+wpO6vfrf+vmC1tboM1q7m0+bQY7aRolhTIVTgNn19ag8Trd/wDCQm1sDIJLqMOyxcEsep4q4lxoer2+nXF/qK2k1gNrwspJuPoe1WLLVdIv21G4n1NNOupB5dvI6bii9sUPf5t/JvQE9Pkl/mUPFF69pBpdms4e7tosSuDkqfTNEButO8G6jLqMj77wqYYpWJJ98Gm2dhoFjrltcT+IIr2LdukbyyMH3o16y0q8ae7HiuK5cE+VB5RGB2Ao9eu/3jW6t0NzV7DS7nRNDk1e+kt4mh2RiLlt2e49KzbWxXQtam0eWfzbK8jzG394npU93J4d1zTNJjn1pLSe0jHmBkJzg9KwvEWtR3mtRXFj/qbUARH1x3oduZp9W/uJV+VeS/G5oeCbKzg8ZfZtQkdZYiRGoXIY+9Jc6FYat4quYNPupfs0ZaS6kkGNgHXbVgXlpa+J9O11pVFvKmJiP4X7nFNt9Q0rS/Ed2V1Bbuy1BGSSVVx5W719etG7V90mvmPvbrb7ipdeHtHuNOubnQtQnuHtT+9ScAZHtTrfw5pNrpttda9qE9u91zCkAzx70920bw9pl4mm6qmo3N1wm1Svlj39amkn0TxJpVgt/qi6dc2a7CHQt5gz2oX+X/B/QH/n/wAAs+H9HbRPGgiWXzYZLZ3ikB6qQetS2FrbXXgW5+23JgtY71mkZfvY9veq1p4j01fFUcpk8qwt7doUcjO44xn8aZYXeiXvhWfS77UltJnumkRipOAe9J6rTXT9f8hrR691+TM7U/DMMYsJtHuWurW9O1Gk4YH3q+fCuhG7Olpqtx/a4XlCB5e8ds1Hfa3Y6Umk2WmTi8hsm3SzAY8z6Vakfw2msv4hXV1eRsyfYQh3bj2zT0+V36i1+dv6/Ay7fwst7aj7LcM15HL5dxE3RB/eHtT9Nex0rxFJp8Vy81nKhjmLdC/t7Zq5pOv2OlJLffaBLeXr7J4wMeXEeCPriub1ZLS21ZpdNuRPCW8xWAxtPpR1Se3X9fkNrR2+X9dya10XzfFCaNM5j3y7C46gGuiXwVpM2oT6TBqsjapFk7Tjyyo9/XFRtd2h1fRtelnRUzi5I6qfpUGl6vp9v44u9QlnC2jiTbJjrnOKLacr7P71sJveS8v+CDeGNIudNvJdM1Gea9slLTROBt49Ki8N+HdN1yFVlfURcs20+RHmNT7mm+HtUsrF9aNxMEFxCyxcfePpW3pur6UdP0orrh0w2rEz26qczc9zTXn2Xy7g+y6XJPD2kaVp0Gv2d/cy+bGNrlVB2oCMEe9ZdqLdPBOrrZyPJbi5XYz8E8HrVi11nSZ9Z1pZr0W9teptjnZc459Kz7e903T/AA7qGnC8W4drhXjIXHmLUu8k79UvzKVk9O/6FjRfCOm61Yq0MupC4KE7jF+6BA6Zq5oljFL4DvYL248iCG8JlZTzgDt71ft9d0ZLq1vRr/k26W3ltp6KcbsdTWRp17ol34bvdNvtQW1kmujJGxUnA9ac9bpf1qTHZN+X5FWbT7bQH0/WtIvZJ7GU4ZpOGUd81leI7RbXV2kj/wBTcjzY/wDdNX9evdPg0O00TTbpbuOLJluFXAfPtTjNFqfh22nlZDcWMgDITgmIUbvyT/B/8ENvVr8en4Fyx8H6fqelvcWsuoidYjJuljxEcdgaztN8P2DaVJqOt3kltBvMcYh5ZmH9K6s69oy3VxeLr5+zS23lpYKpARsVz9rPo2saC2najqC2MsMzSRSspIcHtihvVtf1qC2V/wCtC/4j0wT6Z4f0+yl81ZF2xuT6k9aueG9F0bT/ABMsdrqUsuoQRuJo2xt3Y5ArO1DXNIs/7DTTp/Pjsv8AWjGO9W7CXwrp/iR9a/tlZPOVmEIQ5iZh0J70+ra63/4AnrG3l+upi2mgWl2t9qurXUltYJMyBovvM1MvfDVorafcabePPp95IIw7/fXnHIq3Y6jpWpaRd6NqN4LNGuDPFcsuR9MUy41LTNP/ALK0yxuhcW9vOHnugMBhnPApRSul6f8ABuU3dt+v/ALz+CtETVW0g6tOdRILRKANhGO59a4meFre4lhcfNGxU/hXVf2xp3/CxE1Pzx9iDMTLj2rC1GGe91K4ubW2nmhdyVdIiQRUq+j7/wCYaar0LGi6JHqtjqNy8zRmzQMoH8WaS00SO58M3OrGZleGbyhGOh96veGLyDTmvrDVGeyivECmWRCNmO+Ku3E+h6X4QudMs9VW9uJZxIGVCARVvfTy/PUUdXZ9/wALDrjwfomnvaLqGrTIbxVMQjAJDH+96Cs6Hwkx1+5sZ7gJaW6mR5weSnt7103iCx0Wa80y5v8AVVs5YYkdo2QnzMdh6VkQeI9Pu/EF+t43k6fcxGFJP7g9aXXTfX/gCXwq/l/wS5bWel23hDWn0i8luYXKg+bwwxntWb4f8K6brlqm2TUhcNn5lj/dA47mp0l8P6L4d1KxtdUW8nnZSGVSAwHatSy1vR1fTboa8bOG3h2S2KKfnbHUmjRtv0/Ibul9/wChFo1ho1v4N1SC+uJlkSfEzIgJUjpisfRvCNvqFlJqE7XpsS5SE2ybnPuRVmw1LSbqx1iwutQW0W5l8yOVlyCPSn6Tq9i/h9tFk1p9Nkt5C0V2oOJRn0o3vLrZf8EbstFtd/8AAII/BC/2xLBNLcJZJEZlO396VHtVfTbjSLPWTZ6fdXM1ldKY5ROMHdjjj60saQLrCsfGWQq5+1Mh5/2cVH4t1SxuNQtn094pngwzTxJtDke1Hb+u4t7/ANdihaaL5/ihNHmcxh5SpcdR3roV8E6VNfT6XBqrtqcILFTjyyo9/WmC7tBrWj6/LOix4xckdVbHpVbStW0+38Z3t9LOFtZI3VHx1J6UdLPs/vWwN7yXl/wRX8L6TcaXeS6ZqE815ZDM8Ug+X8Ki8OeHdN1yBRK+pC4ZtpMEWY1PuaTw/qllZHXPtEwT7THiHj7xya2tO1fSmsNLK64dM+ynM9uqnMv1NNefZfLuD7Lpck8O6VpVhZeIbS/uJfNjXbKVUHavYj3rMtxAngPVltJHe3F4NjPwSPep7PWdJm1XXI5r0W9vfKFjnZcgfhWfBfadYeGNQ00XYuJGug8eFx5i+tS7yTv1S/Meienf9Cxo/hHTdZ08PBLqQn8stuMX7rI7Zq3olhDL4Fv4b648iCG8PmMp5x7e9aMWu6Mt1Ferr5htxbeWdPRSAGxWNp17ol34dv8ATr7UFtZJroyRuVJwPWnPW6X9aijsm/60MnW9Cs7KwttR0q6kubGfgNJwyn3rCrpNdvbC30a00XTLpbuOElpLgLgOT7VzdLq+w+iCiiimIKKKKAPSPgr/AMjRf/8AXuK9prxb4K/8jRf/APXuK9poAKKKKAMm2/5G6/8A+vda1qybb/kbr/8A691rWoAKKKKACsLWv+Ru8If9fNz/AOk8lbtYWtf8jd4Q/wCvm5/9J5KAOhm/1zVHUk3+uao6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooApax/yA77/ri38q+cdCvL2w8SLc6fbfabpGbZEe9fR2sf8gO+/wCuLfyrwTwEceP7b/eb+VZYhpUZNq+jKh8SOmPjbxt/0ABTT408akEHQRg9q9cOPQU3jPQV4DlD/n3H8f8AM7Epd3+B8+eK/EWq6wsFpqlklq0PzKo61zddp8Uv+RvHT/Uj+dcXXt4Pl9hFxVr9Dlq353cTAPYUuB6Vt6d4S1fU7YXEKQxRn7v2h9hP0zWXe2U+n3b21wAJFOCVOQfoa6etjNa6kH6UHk5PJ9TVu/0260yZYrpArOodccgg1e0nwtqmt2j3VmsIgRtheV9ozR5gY1FXtV0e90W6+z3yKrkZBU5U/Q1Ro3ATAHYVtaVrlrpkAjm0OzvnDbhJN1rGoouFjR1rWrnXbz7RcKqKo2xwp92MegrOwPSiihKwN3EAA6AUuBRRQAYGMUUUE4oAMYoro08C649tHOfskaSLvUSS7SR9Ky5dHu4baW4dofLify2AfJz7D0o62Ba7FDFJgegq7qGl3elSpHeIEZ1DqAex6VToATAHYUuSOhI+hqSCF7i4jgjAMkjBVB9TTry1msLqS2uV2yxnDCgCHvmitKfQdRt9Gi1eSEfYpThHB5qpZWdxqN5HaWqb5pDhV9aLa2C+lyDA9KKt6npl3o961neoEnXqoOak1HRb/SoIJ7yHZHON0ZHcUrq1wtrYoY4xRgelb2neDtX1W3Sa0Nqyv91Wlwx/CpJfA+uQyGMrbM4UsVSXJAHXim9NwWuxzm0egpaVlKsVPUHBq9Y6JqGpWlxdWsO+G3/1jelHS4eRQwPSkAA6AVb03TrrV76Oys0DTv0DHArUv/Bus6batcTrbuiHDCKTcV+ooegLV2MH9KOpyeT6mrV/p1zpkyxXSBWdA646EHpV/SfCuq61Ztd2awiBW2l5X2jNC1AxsD0pNo9BWnqOg6jpV7HaXUa+ZL9wocq30NWb7wlq+n2JvJlgeJRlvKfcV+o7UX0uHWxh4B6gUEA9QK2tN8K6rq1p9qtUiEf8IkfaX+g71Bp+g6hqd3LawJGkkRw/nNtAP1p21sF9LmZtHoKNo9BWneaBqNhqEVjPEvnSn5GU5U/jU+peFdV0myN3crC8I+8YX3Ffr6Uulw62MXA9BS1dvdKvNOgt5rlAqXC7oyD1FMh066uNPnvokDQQMFkPcE0AVeSMEkj0zSYGOlORHkYLGjOx6KoyTQQVJDAgjqD1FADQAOgoIB6gUtFABgelJgHtVzTtNutVuvs1mgeXaWwT2FPOkXq6a2oGMfZlkMRbPO4UPTcEUcAdKTA9BS0UAGBRjFFWrbTrm7tbi5gQNHbgGTnkZoAq84xk49M8UYoooAMUmB6ClooAMD0owPSnLHJIGMcbuF5YqM4+tWYdLu59Ol1CNAbaJtjtnoaPMCntHoKMA9hS1cj0q7l0ttTVB9lR/LLZ53UdLgU8AdKOexI+hq1p+n3OqXP2e0UNLtLYJ7CqzAqxVhgg4IoAbtHoKCAeopaOgoAMD0pMD0FXbnS7u0s7e7mQCG4GYyD1FN0/TrnVbxbS0UNMwJAJ7CgOlyrgHqKMD0p0kbRStG4wynB+tNoATAxjHFbFl4o1rTrVbW0vTFCn3V2g4rIoouBa1HUrzVrgT383nSgY3EY4qptHoKWihabAaWs61NrksMk8McZiQINvcCs3FFFFgEwB2FGB6ClooAMA9qTAPUUtFACYHoKXAHSiigA5Ixk49M8UYoooAMUmB6ClooATA9KXA9KKKAEwPQUYB7UtFAAAB0ooooAKKKKACiiigD0j4K/8jRf/APXuK9prxb4K/wDI0X//AF7ivaaACiiigDJtv+Ruv/8Ar3Wtasm2/wCRuv8A/r3WtagAooooAKwta/5G7wh/183P/pPJW7WFrX/I3eEP+vm5/wDSeSgDoZv9c1R1JN/rmqOgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKWsf8gO+/64t/KvA/Af8AyP8Abf7zV75rH/IDvv8Ari38q8C8Cf8AI/W3+81YYr/d5+jLp/Gj6AJppbHJ6ClNRTZ8iT/dNfNykdyR4p8UIpD4lS52HyWj2h+xOa5vw/bx3fiCyhmXdG0o3L6+1d98V8DTNM4HU/0rzO2nktbqK4iOJImDKfcV9Blk70It9DixMfeaRreKb64udfuYXkdYrdzHFGDgKo6dKZpsNhf2902qXrJJDETACfvN2FbFzc+FvEAjvL+6n0+9xiVYkyHPrWfE/htHvUkR5EWMi2kxyzdia6UrRaf9eZDd2mvIfcP/AGx4TjuGJa5sDiVj3B6VqaNp19qnw6uILCF5ZvtedqtisPwzeJBdyWly4W2uUKvnpnHH61cXVYNN8LXWjx3Ui3n2ourRNgFfqKuVrS87P8df8xLdeT/r/I0NatwLXQdC1CTffhwsxByyAnpmodQ8M6SfEMWhaZLMbrcfMkkPyhQM/nXNafdeTrFpd3UjuI5Vd3Y5bANbcviOC38btrNqpktyx+VuMgjFPeSb63b/AEE9Fp0RcGieGdRkubDTJrpL63QsXlPyMR1A/GqVhoml2ujf2lrskoWRzHFHCcHI7mrv27wzpU11qOm3U9zdzowWB1wqE85z7VVstU0XUtAXTNcnkt5onLxSxrkuT2qVe3np/SKdr+V/06lu88KaWl7oqWtxK8Gocsx6gYqnqmmaDZ67Fptqt5cFX2zbT970AroNbu7HSbjwzJh0tYYw3TnbjrisPTte0638XXd9NuFpOGUSYyyZ7ij7Wnn/AMATvy38l+pP4i8J2un6NHqFrb3NrmUI0Vy2SRxyKs3Xhjw1p+oW1jc3Ny092i+VsPCMf71U9U1bR08Ptp1lqF1eytP5pkn5wMjiq2s63Y3vijT9QgZjbweXvJHPy9aatdLpf8Lf5g9tOz/PQ04vDHh0aw+hTXFwdS52SKTs4GcVxN1C1vcSwN1jcr+Rrpl12wHj8axuf7HuY5xzyMVz2pTJdahcTRZKPIWXPpmlC94t/P7xu2vyO+8T6HDqUGnzya3BZFbYfupCcniuXj0O3bwzd6iZ3eaC5ES7SdrDjml8VarZau9k1rlvKhCPuHcUlnqtpD4OudMcsLmS4EigDjbxRHq/P9Qj9lPy/I6HW9Gk1/xTp9khwDaozH2HYVDrHgq3h095rO2urVomAdrlwQwz25qOXxdZw+JbS+tw8lutusMueCPUiqWqjw/MJZbXxDqMhdtywSElR7Udrf1r/kTHbXsvyJNe0vRNASOJYr4ahtWSOXOYycVT8RhL/TrPV48/OvlSe7DvWo2saNp/hyazt9Sm1GWUcRzpnYcdjWTok0dzo19pNxKqApugLHgNR38tf8/wKXT7jsLWSOfwfpmlz48u4gJT/f7VgeE7dtFuptSuF2ywSrFDn+JieaqX2uwDRdIt7R2+2WP389Mj0qbxB4mtdUuNMW1jMUEEiyzED7zZ5qk/fcu7t8u/6Epe6ov1/wCB+Rf120Op/EREkG5Gw8n06066u38S6bqtqUZpLJiIAV/hFObxdpltql/qlm7G7kjEcG5cge9UtK8f6ot7t1OSE2ciFJRHEATms0vd5f6vcq9nzen5GV4OY/8ACXaf8zY3njcfQ1u+Hyf+E+1PLMf3UvVj61gaTe2Om+Lor0M32GOQkNjnGK0NE1rTrXxjd391I6Wc6SKHUcjPSr3t6MTVub5HM3AJuZAOpbAruLK9OgWmk6eFYLfDdc4U1ky2vhSG7juIdXuZ8SbmRowO9WtV+IGqvfN/ZrwLaIAsQeIEgClFpRS+8JaybRNoNg1h8STbEbFZWZCeynvV6PTv7HOsXNrfx6pLMrK1vET+7GepzVYeKtMuvEWn6xdyOswiMVyVXp7ioU1Pw7oUt9faVeT3l1dgr5ci7QoP/wCuk1aNvJr8R3vK/ozOu2/tfwrHctk3Nidsp9R2FbOgacuq/D6W2a/js83PDyE4Jz0rn/Dd9HFfT210wW2ulIfPTcelTtqFpZ+E59FMha7W4LqV5UjOc5pvZ+dn+Ov+YluvJk/iu7k0+Gw0UszT2KHNwed2emKfpazaRoF9d6hIytfqEijdslvei11fRby206XVncXlm2GIXIkX3o1pfDGoTz3ia9ePIeYoSnyr6AelD0vfW/8AX4gtbeQ3X55LS40JYGMYhjygU45NR+J7e6ufEi2ViHL3MSuyocZJ6k1Yg1LQNRtrCXVJ5YbnTwVSNFyJx71PZa7o14uovqF1NZT3HyxSRLkovYA9qGtfm39+wJ6fJL/Mo+J777PDp2nQzl57SPbI69m9KVEm0TwhfG+ci4vypiiZsnHrRZp4W03Wba6XU7i7iVsuZEGR/jTdZh8NXhuLqLXrye4YkxxOnyj29qPXrv8AeNbryN7V4NF/sTQ5NZlmKPCESOE/MDnqfas2Kzg0HX200StLYX0f7sHuT0zUlxqPhfWNN0uG+vZ7eazQBiiA7iD0rC8Qa2NQ1hLq0G2K3AWH8O9Dtza9W/uJV+X0X43NXwXbWVj42NrfLK0sRZYtvTPvRLo+ma14ru1tGmitIN0l00nXAznbTzqVna6/puvGQNGybJ1X7wbucVHDrGj6b4huJra4lubG+RknLrgxhvT86O190mvmPu11sRz6RoGpabdz6DJcrNa/eSc53j2p0eiaFpemWlxrz3DTXnMawHG0e9MnvNB0bTbuLRLua7uLrjdKuPLHtU39o6Brul2UWs3U1ncWY2qY1z5g96F5eX/B/QH/AJ/8Av6Ho6aP4zRYJfMt5rZnjbvgg8GnWENjJ4GuW1GVkto71mZU+83sKo2vimxXxQl04aOwhtzDHgcnjAP40mn6roM/hqfStSuJYWkuWkV0XO0HvSeq07fr/kNaPXuvyZV1Hw5ZzJp1zokshtr07Qsv3kPvV46D4YOoHRUnuhqYBUykny94qnqGv2dkNMtNHZpraxbcZHGDKfersmo+Fl1N9ejup2vmBf7IV+Xefenp8rv1Fr87fL+rFK08L2+o27RWsji/gk23Ct0Cf3h7YqOwudP0zxK1pbPI9k6mGXd/G/r9Ks6Z4jstKha5jd5L67k/0kEcLH3UfhWBqzWK6o82lyu0LHzBuGCrelC3V9uv6/IdtHb5f13/AELVroqN4uj0e4ZhG0oVmHXBro4/Cnh251W40W3u5/7QiyRKSfLIFVG1Gz+36NrsswzGdtyo+9n1xVfTdcsLXxpdapKzC1kD7SBzznFFtOV9n9/QTe8l5f8ABJxoOg6hpt//AGZJcC+sULSeYflfHpTfCvh3T9ct1WaxvpJi21pYmwi+9U9B1iz059YNwzD7VCyRYHU1r2Ou6HJY6Wbm/ubOaxYs0MAwsvPf1prz6pf8EH2XS/8AwC9oNjpGkx+IbK7E7vECHZP7mRjHvWRam2PgnV/sQcW32ldgfr0PWpLXxBpEmsaubmWSKzvl2rIq5K85qhBqemWGg32nQyyTF7hZIiw+8o9al3ad+qX5laJ6d/0NTQfCWm61pyuLO/SQoT9oLfu8gelSaLa2g8CX0eozFLeG8Jfb1fA6D3qeHxJ4fF7bak+oXSPHb+UbNBiPOOuKzNO1fQpdAvNM1KaWIz3JkV0XO0etOWt7f1qTHZN+RDd2dhpUWn69ok0wtJGw6SH5lHcVl+JbVLfVRPEMQ3SiZB6A1b13UtO/sm00bSZHmtYM75nXBcmnpdQ3/h2B5nQ3VjICFb+KMdqN9eif4P8A4IberX49PwNbT/CGnapoz3EVnfQSLC0gnkb5CR2xWRp+jaVb6M+pa7JN5bOYoo4Dgkjua6BvEnh77bcakNRuy81v5QswMRocdhWJZ6hoeo6I+m6xPLbmOUyQyxrknPY0N6tr+tQVrK/9af5mpr+nRXmn+H7Gwl3Qyjajt2BJ61a8O2Hh6z8UC2sppzf28brIzn5HbHOKytR8R6VEdGGlh3Sx++GGM81cstV8I2GvPrKXNw8sysWiKDEbEc4p9W11v/wBPVW8v11Mu00XTmgvtZ1qSUWaztGqQ/eZqbeeH9Nl/s280uWU2F3KI2ST76c4p9hrGlXmm3ekatLJBbPMZ4p0GSD6U251nTLR9LsNNkeSxtZhJLOwwzjOelKKV0vT/g3Kerfz/wCBY1X8LeGU1xtD+0XLXrgmOQE7Rx0PvWZpXh2wFjf3uqpcTR2smzZbn5gPWj+3tP8A+E+TWAz/AGMMxJxzyKdpd9o66zPqNxrFzaHzdyxIuVcZ7ilG9lft+v8AkJ6aen5HM3ps2unNgsq2/wDCJfvfjUFaniHUINU1mW5t0CxHgEDG73xWXRHbUctwooopiCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD0j4K/8jRf/wDXuK9prxb4K/8AI0X/AP17ivaaACiiigDJtv8Akbr/AP691rWrJtv+Ruv/APr3WtagAooooAKwta/5G7wh/wBfNz/6TyVu1ha1/wAjd4Q/6+bn/wBJ5KAOhm/1zVHUk3+uao6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooApax/yA77/AK4t/KvnHQptRt/Eiy6TCJr0M2xD39a+jtY/5Ad9/wBcW/lXgngI48f2v+838qyxDtRk7X0ZUPiR0p1r4j/9Ar9BTTrPxFIwdK6+wr10n2pueeleC5x/kj9z/wAzsSfdnz14q1jXL5obLW4Fhki+ZVA5rna7T4pf8jeP+uI/nXF17WDs6MXFWv0RyVb87uFFb1l4Q1G8tUuHntLNX5Rbl9pYeorKv7GXTrtraYozA4Docq30rp62IWupW60Vd1LSrnSZkjudpLqHUocgg1f0jwpf6zp730NxawW6PsLTvt5o8wMOitHWNEvNDuFhuzG28ZSSI5Vh7Gs6i4BW1pHiWbR7cRR6fZ3GDuDzLk1i0U7hYvatq93rV611dsNx4VF+6o9BVGiilaw27hRRRQIKKKCcDNABRXT/APCCakttFPNfafAJU3qskuGxWPLpMsNtLO1zbMsb+WVVvmJ9R7UdbAtShRV7VNIutHmjiu9m6RA67Tng1RoAKCM1Jbwtc3MVuhAeVgik9MmpL+ym028ktbgASRnBx0P0oAr0VrXHhvUbbQIdbcRmzlOF2n5h9RVLTtPuNVv4rK0UNPKcKD0ppNu3UV9Llair2r6TdaJqD2N5s89OoQ5FTar4f1DRra3uLxFEdwu5Npzx71N1a5Vnexl0V0Gl+Dr7V4o3tr6wDyfdieTDflU0ngXU0uGgW7sZZlUsyRyZIA603puJa7HM0UrqUdkPVTg1p6b4e1DVrG5vbVEMNt9/ccH8KOlw62Muirmk6Xc61qMdha7RM+SPMOAPrWtfeC9SsbaWf7TZ3Ai/1iQSbmX60PTVgtXY52irmpaXc6VMkVztJkQOpQ5BBrQ0jwpf6zpzX8NxaQW6tsLTvt5o8wMOitXUvDt/pV3BbzmKQz/6uSJso341ZvPCGo2djJd/aLS4SMZkSF9zIPei+lwtrYwaK3dN8JajqlmtzFNbQq/+rSZ9rSfQVXsfD15f3k9t5kFs0BIdp22rmnbWwdLmVRWte+G7+wv4LSUxOZ/9XKjZQj1zU2o+E7/TbB71ri1uYkxvFu+4p9aXS4W1sYdFX9Q0a70y3tZ7jZsuU3x7Tk496bb6Vc3em3F/DtMNuwVxn5ufSjv5B28yljminwwy3MoigjaSRuir1NNdGjco6lWU4IPagBKKKKACirulaVc6ze/ZLTZ5u0v85wMCpG0S8XSX1M7PsyymI887hQ9NwWpnUUUUAFFFXLPS7m+tLm5g2lLYAuCeTn0oAp45zRRRQAUUUUAFFSxW086u0MTOsYy5UfdHvVmDSLq40mbU49n2eFwj5POaNtQKNFFX49Hu5dGfVl2fZUk8s5PzZo6XDyKFGOc1b0zTZ9Xu/stqUEm0t85wMCqrKyOyMMMpwRQAlFFBOBQAUVeu9IurKwtb2bZ5Nyu6PB5x703S9MuNYv1srTZ5zAsN5wMCjyDpcp0U+WNoZnifG5Dg4plAWsFFFFABRVw6ZcjSU1MbTbs5Tg8gj1qnR5B5hRRRQAUVsWXhq+vtLk1ISQQ2yDIMzYL/AO7WP3o2dg6XCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPSPgr/yNF/8A9e4r2mvFvgr/AMjRf/8AXuK9poAKKKKAMm2/5G6//wCvda1qybb/AJG6/wD+vda1qACiiigArC1r/kbvCH/Xzc/+k8lbtYWtf8jd4Q/6+bn/ANJ5KAOhm/1zVHUk3+uao6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooApax/yA77/ri38q8D8B/wDI/wBt/vNXvmsf8gO+/wCuLfyrwLwJ/wAj9bf7zVhiv93n6Mun8aPoAmmlgBk9BSnNRTf6iT/dNfNykdyR4t8UbeX/AISGO82nyHj2q3qc1zXh2GO48RWMcqhkMq5U96734r/8gzTPqf6V5lDNJbzxzxMVkjYMpHY17+WTvQi30OLEx95pGp4ruJrrxFdpOSVhkKRoeiqOmKbpf9kzW91/a00glSI/ZgD/ABdhWxNq3hjWo47jWIbm3vgMSG2HD+596oxX+gRveo1iZI2jK2zN94N2JrrS5YtEN3aY92/tfwiHYFrjTz87eoJrV0TSbrWfh3cW1oqNJ9rz87bRXP8Ahu+S0vWhuXxa3CFJPTOODVttWtrLw3daJE8jTG5MiyoSAVqpbPzt999f8xLdeTNLV4YY4tB8OXMonuI5As5Rs7Qx6A0X/h7RZ/E8Wg6ZFNFIGPmzu+RgDOK5TT7kWuqWt1MWdYpVduckgGtiXxIsfjBtbtIyYyxOx+4IxT3ab63v+gnezt0Rox6f4V1S4utOsLW4truBGKzvJlXI46VUtNK0fTdCGo65HLcPM5jiiibaVI7mrD614bsHub3SYrlr+4UqVlHyJnqR+NVdP1vSLrRRpeuxzsUcvDLCCSWPY1Kvbz0/pFO1/L/gdTSu/DWiG90IWYl+z34Bky3PSqWp2GhReIo9M0/TrqcRuVl+f7/09K2/EF/aaTc+G5vJZIIYw/lj72MVgWHiO0tfFV1qMsTG1uAynA+ZQe4oXxaef/AE78t/Jfrc0PEnhaxsdDjv7azayl80I0bTeZuHHNT3mh+FNN1S006aG4llvETaVkwImb19azNR1vRRoZ03TPtUhafzWknJJ69Oar6tr9pf+I7HUYo3ENv5e8HqdvWmrXSe1/wt/mD207P89Dai0HwwNffw/LBcPeHOy6D4UEDOMVw95Cba5mgbrG5X8jXQr4hsx44Gt+W/2bcTt/i5GKwdQmW7v550BCyOWGfTNKG8W/n949Nfl/wTvPFGk6RfQ6fLf6ylnMLZcRlc54rm4tFsH8LXeogtJPDciKOQHAK8dqZ4l1i21p7Q26MvkxBG3DuKba6xbweE7jSmRjPLOJVYdMcUR0u/P9QX2U/60Op1bRf7f8V2FmW2p9lRmOcZAHSodZ8IafFp7y21r9geJsF3uA/mDPYVQl8YQp4gtNQt4WMKQLDKjdx3xVXU5vClwJJbSfUhK53CN2bYPWjt/XX/ACJjtr2X5FvxBpujaNCkdvpN01wUV0vUk3R5x+lUfEG3UdHs9XRTux5Mh9SO9Xz4g0aw8PzWGmy3lxJMOUuRlVOOcE1l6JdQvpd9pd3KEjkTMJPRWo7+Wv8An+BS6fcdjZzo/hTSdNnwYrqAhB/t9qw/DNs/h+abUJxtnSZYbcnuc81nX2vRPo+l2lrvW5sOC56EjuKl17xRHq9xp3lweVBauskgHV27mqT99y7u3y7/AKEpe6k/X5/1qa+sWLan8RkVkZ14eQAZ4xTpje+IdP1e2mtZw1sx+zl4yBtWq7+M7OK/vtQs0lS8mjEcLkfdqjpfjrWYL0NqN9JcWjKVlj2gZBrNK8eX+r3/AOGHez5vT8ih4OVT4v08453n+Rrd8PKB4/1Mgf8ALKX+dYGmalZ6b4qj1FEf7HHIWC98Yq9o2v2Nj4sudTukkNpOrrhPvDdV729H+IPTm+Rzs4JuZFHUtgV3ls93olvo1jFa3DR3Q3XRWMkViyyeEI7mO4tnv3YPvZZBxTtU8da1cXzvYX729qABHHtHygUou0Uvv/r+tglrJv8ArU0dH05tO+JZtpFMaurOuR0U1ZgsLTTpNYm0W+XUbyVWWSEDHlrnrVJPF9jNrlhqt4krXEcZjuWA5Ye1RnXfD2lNeXWircyXl0CrCcYVQfSk17tvJr8R3vK/oynMf7X8JiRgTc2DYc+orW0Gws9S+H0lve3y2cZucCRhnJzXPeHdQS21CWO6bFtcqRIO2T0NTyapaWvhifQ1LSTCcuso+6R1pvZ+dvz1/wAxLdeTLHiueSwjsdDj3MtmnyTjnzM+n5U/T4z4f0O7mvXC3OoKEjizzj1NNs9f0mS0sP7Vhkku7NuHUZ3L707VrvwjqM892txqRuX5RWB2g+lD0v1v/X4gtbdLDfEUjQ3OhCM7fKjzHjtSeJrC41HxMlnaqSZoVaTn5QT1JqS313Q7q2s21aKf7VYAiARj5ZB/tVLY+JdInj1D+1hcRSXXCvbjlV7AUNfm394J/kl9xS8S3qBdP0qzlMrWkexmTnLe1P8AK/4R3wpeRXEii8v9rLEDkge9Frd+FNN1a2u7Y3syRnLiUZNN1aXwnei4uILjUWupCWQSZ2jPaj9d/vGt15bG/rB0OLRdDfWIZbkvEEWKJtpXn7xrPFra6D4kFpCzPYX8eEVj0J9aJde8Manp2nW+px3SS2aY3RD7xz0+lYOva22qast3ADHHCAsK+gFN25vVv7iV8Py/G5t+DobTTPHJtLu3kkkQssTKcbfrStpmla34qvWiglt7S2Dy3IZ8mTGc49KjbWLO31nTddDb2CBJ4x97Pc1Gmv6TYeIJbqxWeSyu1K3KyjkA9cfnS7X3Sa+Y+7XW3/BFaw8O6zpt5Jo1rPaXNrziV93mCn/2Z4f0TS7GbWbae7uLwblET7RGM96gutW0LT9Oubfw+twZbr77zj7g9qkj1vQdU0y0t9eS4SezG2N4BncPehf5f8H9Af8An/wDV0bSLfSvGUZtHLW09qzx56rkHiksRp48C3MmpbmgS9Y+UhwZPYGsy28WW6eJRfyQstnFCYYkXrjGAaXT9f0Q+H5tK1SOfbJcGXfGOVBpPVadv1/yGtHr5fkxt94f069i0y70VZIILxtrRytuKfjVs6Z4TbV20JbW5W9UFPtZk+TePas7UfEdtEdOt9FVxZ2Jypl+9J9avSa94ZF82sxQ3J1VgWMTD93vPenp8rv1Fr87fL+rEVh4ZsdUiktYA6X9rJ/pDFuGj7sB9KqWV9p+neJ/LskcWRBhcM2d7dN1S2Hia20y28yBJGvp5N107dCmeVHtisXVprGXUmuNMDpEx37X/hb29qFo1fbr+vyG7NO3y/ruX7bRYh4zi0i5DGB5QGwcEg810MPh/wALXet3OhQJOtzFuYXRf5cDtis5tXshdaPrMkm6a3O24Qfeb3qtp/iGztPF1zq0kbm3lDhVHXnpR05X0T/4Am/tLy/4Jei0nw7qmnaimnW08N9YxljI8mVkx6Cjwn4esdXtkF3pE0jM203HnbAPcDvWXomt22mvqpmRz9riKR47E+tatn4k0J7LTBqAuo7iwYsqQZCPz3xTXn2X/BB9l3f/AADW0O30jR18RWMtrNN5QO9lfG5MjA+tYtq1vJ4J1ZrSJooDcrsRjkjg0lr4n0w6vqkl3HMtlfLt+T7y81Ti1nTrLRb3TrVZXWWcSRF/QetS7tO/VL8ytE9O/wChuaB4U03VtPRp9JmhZoyftDT45A67abo8NjD4Fvl1JmaCG8PyKcGTjoKWLxb4f+12+pSrd/bIoBCYVyI+mM46Vn6d4g0UaJd6ZqcUxSe4MoaMcqP8actb2/rX/ImOyv5Db610yys9P8QaIk1vAzfvIZGyQB71neJrVYtTS6iUiK8UTKPr2qXXdYsLjTrXStIWQWMGfmlHzOT60+K+gu/DsS3Ei/a7OUOgb+JB/DRvr0T/AA6htbu1+PQ3tO8JabqGjyTPpU1pIsDSLM8/Uj/ZrFstM0aw0NtS1uKW5MkhiiiibaRjvWu3i3w8byfUgt415PB5RiJPlqcYyB0rJsdZ0a40iTTdbjm2LIZIZIR82T2NDvd2/rUFsr/1p/ma+uWFtqNj4es7ByttMNqluSoyas+HovDVt4rNlYwTJe26Ohmd8rIwHOBWLqPimwLaT/ZkDIlh1V/4uau2viTwpZay2rw29ybqVW8xCPlRiOcU+7Xn/wAAT2t5frqUrXSdLisb7W9ZjkngFw0SQRttJb1zTbrRNJu00y/0xJYrS6mEcsDtllGcdaj0/X9NksbrTNYjl+wyymZHi++rU271/T45dOtdMjkGnWcokZn+/JznmlHdL0/4Nym7t/P/AIFjcfQfCa+IzoK29y1w4JSfzOEIHQiszSdA05LPULm/tJb97aTasEMm1seuO9V/+Eis/wDhN01vy3+zAk7e/Ip2maroUWrTald3F9DMZN8Ygzgj3FKN7K/b9f8AIT/y/LUXSJbW9mvtHhtpbeG5XMMUp+ZCOaz/AA/oY1TUZ47hzHb2qmSb1KjqKNR1w3XiT+07YeWFb5SBglfU+9aj61aaX4ia9tts1lex7J4x1Ud/xpx6Pyt8+gS6pev+Zn3R0DULiCz0bT7i2lkkCebJJuBBPXFdZP4E06GFrVrP9+qZN4bkBc/7tcnfT+HrWeK60NrszxyB9kw+UYPStPUtX8Ma0ReXj6jb3rJ+8SFm2FqH8Om4/teX/B6mhrUuir4B0+IWM5Cu6xfvOjDqT7V5/W7f6za3Hhix0uJX8y3diWPQg9KwqH8cn5i+yl/W4UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6R8Ff8AkaL/AP69xXtNeLfBX/kaL/8A69xXtNABRRRQBk23/I3X/wD17rWtWTbf8jdf/wDXuta1ABRRRQAVha1/yN3hD/r5uf8A0nkrdrC1r/kbvCH/AF83P/pPJQB0M3+uao6km/1zVHQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFLWP8AkB33/XFv5V846GNTPiNf7H2/btzeXu6e9fR2sf8AIDvv+uLfyrwTwGf+K/tf95qyxEuWjJ2voyoK8kdIU+Jffy/1ppT4ldMJ+tevE03PNeC6iX2Y/d/wTs5X3f3nzx4ovdfeeOx11l8yP50Ve1c/XafFLnxeP+uI/nXFgEkADJPQV7eEalRi0rX7HJV0k7hRXQ23hJ2tkm1HVLbTGkGUjn+8w9ax7+zOn3ZgMqSrn5ZU6OPUV0dbELXUrdaOlX9V0mbSZYllkWRZEDK6dD7Vf0jwu2q6U+pS6nbWVsknlkzdzR5h28zBorU1vQp9DmjV5kuIZRmOeP7r/SsrIPei4C1saV4n1HRrfyLNLUrnOZYgxz9axsg9xSkgdTRcC1qOpXerXj3d5KXlb8h9B2qrSZHrRkeoo2Bu4tFICD0NGR6igBaKTI9RQTgZoWoC0V1Mngpba3hlvNfsbVpU3rHJ1xWLNp0EVtLKNSgdkk2CJfvOP7w9qOtgWupQorR1jRp9EniinkRzJGJAV7A1mgg9CKAFoIB61JbRfabqG3DqplcIGPQZqbUrCXS72S1mIZk/iHRh6igCrRW3ceFr238Nw675iPbynARfvL9aoaVplxrOpQ2Fr/rZTgE9BTSbfL1Feyv0KdFaOtaNPoWqPp87rLKhwSnQ1PrPhq90S0trm4ZXSdQwC/w/WpurXKs72Meiuh0jwrFrCxLHrtlFcS8Lbv8AeqwfBJa7e0t9bs7i4jRneNOox1pvTcS1OWopXUo7IeqnFa+leGr3WNOur6BlWO36hurfSjpcOtjHoq/o2kza1qkenxOsMjgks/RcVrXfg5obeeS01e1vpIOZYYfvKPWh6K4LV2Oa60dKv6ppM2kyxLK6yLKgdXXpz2rQ0jws2qaU+pS6nbWVur7MzdzR5gYFFbOp+G7jTLi2jE8dxDc8xXEf3CKsXPhJorGa5tNUtr5oF3SxQ/eQe9HS4dbHPUV0Gm+E5b+0inm1G3s3n/494pvvS/Sq1p4fee8uLe8vIbAQEhpJ+hotrYOlzIorZvvDVxY3ttB9oimhueY7lfuY9alv/CzWmnS3tpqdtqCQ4Eqw9U+tHS4W1sYNFaWp6LNpVraXE0qMt0m9AOw96ZaaTNe6Zc30MikW7ANF/E2e4o7+QdvMoYGc0VLa2097cLb2sRlmf7qL1NMkjeGVo5BtdDhgexoAbRSAg9DQSB1IoAWir+jaTNrd/wDY4JFR9hfc3TAqVtCuE0V9VMqeSkxhK98jvQ9NwWuxl0UgII4oyPUUALRRkVesNKl1G0up4ZFzbAExnq30o8wKOBnNFGaTI9RQAtFJkHuKMgdxQAtFT29lc3ccslvC0iQjdIR/CKtW2jzXOiz6okiCGFwjKepND01AzqKTcPUVpxaLPLoMmsCVBAknlFD1zR0uHkZtGB6Vc0nTn1i9FrFMkblSwLdDjtVWRGileNxhlOCKAG0UmR6igkKMk0ALRWje6NNY6bZ30kiNHdLuRR1H1pmj6XLrepJYwSIkjKW3N04GaOrXYOlyjRT5ozBO8TEZQlSaZkHvQncGraBRSZHqKCQOpoAWjAFXv7KmOirqiSK8RcoyDqvuaNI0m41q+FrbkKQNzu3RF9TTtrYG7K5RorVu9GtrVroDWbSUwDjZ/wAtT6Cmajos+mWVndSyoyXSB0A6ge9TfS47dDNopMg9xQSB1IpiFooyPWigAopNw9RWnrOizaJLDHcSo5lQONvYGh6AZtFGR60mQehoAWikyPUUpIHWgAopMg9DRkZxkUALRRRQAUUUUAFFFFABRRRQB6R8Ff8AkaL/AP69xXtNeLfBX/kaL/8A69xXtNABRRRQBk23/I3X/wD17rWtWTbf8jdf/wDXuta1ABRRRQAVha1/yN3hD/r5uf8A0nkrdrC1r/kbvCH/AF83P/pPJQB0M3+uao6km/1zVHQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFLWP8AkB33/XFv5V4H4E/5H+2/3mr3zWP+QHff9cW/lXgfgT/kfrb/AHmrDF/7vP0ZdP40e/k0wsFBY9ByaU/UVFN/qJOn3TXzcpaHckeM/FG0m/t2K/K4gkTYp9TXMeHI45fEdgsoDKZl4boea734sf8AIM0z6n+leYxyPDKksZw6Hcp9DXv5ZO9CLfQ4sTH3mkanimSWbxLerOSdkpVFPIVe2KZpc2kLb3S6qJHlMZFtjnD9q15fEOgarDE+u6XcyXsY2mS2baGHv71Ti1rS4WvFGmloZIykG77yehNdaVouJDd2mSKTq3g9gQWn045Ld2DGtbQtKm1n4eXFtBJAj/a85nbav51zfh7UE0+/IuGP2aVCkg+o61Yl1a1g8P3OhxI0itcmVJgeMelOWz87fffX/MS3XkzX1MWsf9h+G2mW5eGUCd1OVwx6A1Nf6Po154rj0GwszbhGJluM8kAZxXG6fOtjqFtclSywyK5Ud8VrTeJHHittctIth3EhH54IxVdU35t/oJ3s7djZiTw1rFzd6XbaWbSaFGKXIOSxHFU7Wy0nRdBGoataG9mncxpFnATHelk8SaHbG5utJ024h1C4Uq7ytlBnrgfWotK1m1l0YaXq2l3d7Er7oXt1OQxPc1Kvbz0/pFO1/L/gGtdaJokt74fa0tytvegGVSevFUtRt9LbxKmm6Xo3mLC5D5bHmD39AK1fE2pQ6TdeHpTblRbxBzAD8yjHQ+9c9Y+J4rTxJc6m1uzW9wGV4x97B9KE/e08/wDgCd+W/kv1ua/ifw/YwaDHfQ2lvaTiYIyW8u8EcdT61YvrHwvpmr2mmtpzTPeIgLE/6pm7isG+17SP7FbTNKsLiGNpvOZpmySc1DqniGLUPEFlqSQOiW+zKE8nbTVrq+1/wt/mD207P89Do4dO8Np4ifw4+nGSQ5C3eeQQM9K4K9gNtdzwE58uQqD7ZrdXxJCPGQ137O/lBifKzzyMViX04u72adVKiRywB7c0oaOLfz+8emq9P+Cd54qs/D88OnvqmpT29wLZdqRx7gePWufg0rT38IXl+iGSaK6Eccp4O3iq3iHW4tba1McLReREIzu74pLbWo4PDFxpBhYvLMJRJ2AGOKF1fn+oL7KOt1LRl13xbp9rKwWIWiOxJ64HSotc8O6WNOd0hsrFom4aGfe0gz6Vjy+MT/btrqNvblVihEMkb87l71W1C78JXPmTWul38VzIdxJk+UHvxmjt/XX/ACJjpv2X5Gr4gstP0+xVLHQ1lBQMt/E+cHHf0rM13Gp6FZ6sinco8mT8O9Wf+Ek0ix0Oaw0e0vY3mGH899ydOcCs7Rb23TT77Tb2QrDPHiNv7rUd/v8A8xrS33HZ2dyn/CMaPp8/MN3AUUf7fY1i6Bav4baa9uPlnM6w2x9Tnmsm+19Z9I06xt42SWx4Ep6N71Lrfil9ZuNPdoRHFaMrlR1Zh1NUn77l3f4f1oJbJP1+Zu6np8mqfEdFEZkCgSSAc8YqVrTVda0/Wba6sp08pi1u0i4AUVmSeNolu728tbaWK6uEEaSZ+4Kz9M8Y6vZ3qy3d9PcwbSrxMR8wNQl7vL/V7/8ADDvZ83p+CIPBwU+L9POBnef5Gt3w8APH+pkAZ8qX+dc9p+qwaf4mj1SOBvs6OWEXfGKuaT4itrDxPcarPbSSQTK6mJT82Gqt7ej/ABBr4reRhTgtdSKOrPgV6BDbanpMOi2tvY3DxSDddFF4Nc9LqHhNbiO4tNMv1lV958yTINM1PxjrF7fSTW1/cW0LABIlIwoFKLskv6/r/IJayb/rU29L01tL+Jxt5lMaujSAeimpba206CbWD4du3u791YTJMuwIuecetZsfjKB9WsdSu7WWW4gQxzMDzIvtTX8TaLZfap9D065hvLkESPcNuUA+lJr3beTX4/kNO8r+n/BK5zq3hJgyk3OnN8zdzmtbQrbTrz4fSQ6pdvbQtc4Dou7nNc34f1JLHUX+0sfs86lZB7nvU8msW9v4dn0OFGkHnGRJx0IpvZ+dvz1/zEt15Mt+LJJLQWOiQAtb2yfuZR1lzTrVE8NaNcm7kH23UAEWJTkqPVqjsfEtjHZ2MeoWUk9xZNmORT1HvS6nqnhLUJZ7oabqS3cpyGaX5QfpQ9L9bgtbdLDvEbMlzoew4CR5jx2+lL4j0yfVfE6W1tjDwK0rMcKvqTTbXxJpT21p/athNPdWIxavEcLj/a9aksvFOnPDfx6xZXEpuzy1u20gelD/AFb+8F+iX3FXxFexzmx0rT3eX7Knlll/ib2qSVE8OeGLq0llVr++wxRDkIPf3pLXVvDOnapb3lhpt6FiOWWV8k/SmalfeE7wXE0Gnail3KSwd5MqCaNl67jW68tjo9WutGs9G0NtSsjeyPCF8o8BBn71Z7wWmh+KI4bZW+w38e1Y2/hJqJvE+g32n2FtqmmXUjWa4Vomxk+/tWFresy6vqf2xR5QQARL/dA6U38Xzf3Er4beX4nQeEI4NI8dtZ3Fp5rAkROTjb7077HpmueKr6U2f2a1sw8syA583Gapvr1pBqmna1HmSeJBHPF3PqaYviTT7PXpL7TrOZba5UrdRSnJYHrt9KXbyTXz6B3fe3/BLDR6F4g0y9Onab/Z9zbfMhBz5g96e1tofhzS7B9S07+0Li8G8ktgRjNUbzXdHg0+4tdBsbi2N0f3zztuIH+zUsPiLSLzTba11+wuLh7XiF7dtvHvQvLy/wCD+g3/AJ/8A2tI0u107xlFJZE/Zri1Z1U/w5B4plhLYQeB7mbUIzNGl6xWEf8ALQ+hrHg8XCPxH/actuTAkRhiiXqoxgU7TvEulxaHNpWpWE00Ms5lLRnBAPYUnqtO36/5D2evl+TJr7RNO1WHSrzS4DZx3bbZIuy/SrZi8MNrDeHxpZWVcx/bc87x3xWLqPiSN3sItIhe3s7E5iSXlj9avv4o0L7U2qxaXcDWGXl2b91uPU4p6fK79Ra/Ow/TvD1hqyTWEcZivLJ980mfvxDkn64rPtdTsrLxSDZW/l2fMBU/xnpuNLZeKI9OtR9mgcXckvmXMrdHGfuj2rJ1a6tLvUHubCB4Ef5ijHo3fHtQtGr/AD/X5Ddmnb5en+Zp2+jQx+N4dMuULWzygEeoPNdFBpvhe91260GKydGj3Mt3nnjtisY67ZrLpOqNue6tDtljHVx61WsPEcNn4puNYa3do5Q4EY6jNHTl7J/8ATf2l5f8E1obPQdZ03U4LPTjbXdjGXWbP+sx60/wlolvf2cQvdItnV22/aJptjH3Ud6wdI12PS21MvAz/bIyi4/hz61pWvinR2tNOGp6fcTXOnkmFomwnXuKa8+y/wCCD7Lu/wDgG9oo03Rv+EisjYCdYgSW3ffXPC1iWssU/grVpLeDyImuV2xA528GoLbxXZrqupT3dnK9pfLtaOM4Yc1Uj12ztdJvNPs7aRY5phLEXOdoHY1L1WvVL8yrpPTvf8Dp9A8OWOoafGl7pFtAWjJ81psSnjg7ar6OLGz8D3328NLDFeHbGP8AlocdDVdPGOi/bINSm0y5fUooBDu3fJjGOlU9N8T6bDpF1puo2M00NxOZSYzggHt9acru9v61/wAiY6JX8v8Agj9Si06PTdP8Q6TbNZrv/ewA8cVn+J7ULqMN5Eh8u9QSgD1PajW9btb6yttO0y3kt9Pt87UlOWOfU0+DU7ebw+kFxJi7tZRJEW/iA/ho0evRP8Ov+Ydu9v8AhjqLDw1Y3mkSfatJtrSUQM4kE373I6ZWsGytNI0jQTqOq2hvpJpDFHFnAXHerreMdFN5PqQ0y6/tKeDyXZm+TpjgZrMsNf0w6VJpus2U1xb+YZITCcMpPqaHe7a/rUFayv8A1p/mbms2lpq1n4dtrMmK1mGOf4Rk5qzoM3h6LxWdPs7Aw3FujoLjP+sIHJNc/qXi2GdtLNhaNALD7ob+Lmr1v4v0Cz1VtUt9IuBeSqfOLN8u4jqozxT7tef/AABPVW8v+HIbTT9Ms9Ovdd1W2+1r9oaGO3zgZ9abc6ZpWoR6XqVhbG3huJhHNbZ4AzjrVTTvEdklpdafq1pJcafNIZQsRw6sfem3fiK2M2nw6favDp1lIJFjc5ducnJpLdfL/g3Ke7+f/AsdK2n+Fh4mbw+umFmkB23BPKEDpWZouj2EVvqLz2UepXMEm1LZnwdvt61nf8JLD/wmK679nfy1JPld+RS6frGhQ6pLqV7aXzXJk3xNA+Nv1pRvZX7a/eJ+Xl+WpY0qWK5v73SDYtZpdr8kDf8ALMjmr3w+mtrO91S3uLHzJkgclycHaP4a5zUtclv9f/tNAYyG+X1257+9a58Qafp+t3Wo28bSreWxjZF/gamvhv3TX+QS3t8/8yGysNL1TTtfvRZCE26gwqD9wmte+03+2IPDNiX2LJCAW9BXM6ZrUen6Vqtm0LO18oCsOi49aty+K2A0l7SEpNp6BSX5DU1bRdNPyCTbu15/odJq/hnS0sLmNLextnhB2TpPudyO2Kdp3hPT7XS7Rrm1s7qS5j8xpJ5tjJn0Fc1qmpeE9Saa5/sq+jvpBkssmEDeuM1IfEGianpttbeINOuZ5rZdkUls235ewPNJba7/ANf10B7q22pft/DWm6nNcaZZ7ftdq/mPMrZVou/5VlQaXZ634pXTrBTb2yZVn7ttHJ/Gn2/iPT9Jt/L0S0mhZpQ7vK2SV/u/Sqj67Hb+IV1fS4GgYnc6PyCT1x7UR3X9a/5A7tPv+hNrGo6CY5LOw0YRyI20XJbk446V1muS6HHf6VBqNm15LcRJGewizgZHrXJavf8Ahm+R5rPTbyC9c7mZn+TPfAo1fxDFqepWF2kDILUJuU/xbaF0T76/cD3uuz/Qvf2FHa+M7ixjsVvLZeVSRtqqPUmrviDw7p9vNo8sNvDALmYJNDBJvQjPrVNfGFpJrF9Pc2crWV5F5bxocOPxqvd+I9N8jTbXTrGaG2sZRIBIcs3OetEdFG4+r/rp/mb7WPhYeJ28PrpbFnztuM8ocZxWJpulabp1rqOpatCbqO2mMMdvnhvQ1W/4SSH/AITFdd+zv5QYnyu/IxU2neIbfOoW99ptxd6ddyGQpApLqfrSV+Xzt+v+QtL26af8EuX2l6Nf+GrK/wBNtjbzXE/lsM/d5xW5L4R0u1gNm9tYlhGCbt58ODj+7Wf4gnisfBemC1tntf3xeOKT74wcgmsq+13w1rWy51bS7xtQCBXkgfarH1xmnL7SXf8AQF0b/rU5iaMRXEkQbeEYgN60ynPs8xvLBEeflB6gU2kthvcKKKKYgooooAKKKKAPSPgr/wAjRf8A/XuK9prxb4K/8jRf/wDXuK9poAKKKKAMm2/5G6//AOvda1qybb/kbr//AK91rWoAKKKKACsLWv8AkbvCH/Xzc/8ApPJW7WFrX/I3eEP+vm5/9J5KAOhm/wBc1R1JN/rmqOgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKWsf8AIDvv+uLfyr5x0KDUbnxIsOkzCG9LNsc9vWvo7WP+QHff9cW/lXgfgM/8V/a/7zVliJctGT8mVBXkjpz4f+I+f+QoPzFN/wCEf+I3fUx+Yr1wmm55rwXVkukf/AUdnL5v7z528UnXbe7Sw1y6MzoN6DsKwa7T4pHPi8f9cR/OuMALMFUEknAA717eEfNRi7Wv2OSrpJiUV0sPhW1hto31rWI9OmlG5IiMnHvWJqNolhdmKOdZoifklH8Q9a6OtiPMq0VpaxpDaTJDiYTRSoGWRen0rQ0fwza6jo0mqXuqrYwJL5XK5yaOjfYO3mc7RWvr2hHRXieO5W6tJhmKdejVjgg9CKLgLWpp3iPV9Ih8mwuhFHnOPLDc/jWUGUnAYfnQSB1IFAFi8vbrUbp7m8maaZ+WY1BSbh6ijcvqPzoDcWikDA9CDRuX+8PzoAWik3LnG4fnQTgZoSuAtFdbceD9MsbeB9Q8Qx28s0YkEe3NYM1nYR20siakryrJtSLH31/vUdbAtdShRWpruitodxFC8wl8yNZMjtntWUGB6EGgBaKktkS4vIbcyqgkcIWJ+7nvVjVtPfSdQktXbft+64/iHrQBTorobnwlPB4Ug15JxIkpwYR1UetZui6VNrmrQafAQrynG49BTSbfL1E3Zc3QoUVqa/or6FrD6cZRO6nG5e5qzrvhe40Kytbl5VlWdQxC/wAHsam6tfoVbWxhUV0mi+G9L1gwwnXkhvJeBAV71a/4Q2wmv5bG015J7mJGd1C9MdRTem4lqcjRTpF2SMmc7TjNbejeFrjWdLu75JljW36Ker/SjpcHo7GFRWloWkNrWsR6cZRAWBLOf4cVr3PhGz8i5Omayl9cW3MsIXBA9aHorh1sctRWjrGkNpMkI80TRyxh1cdMntWjo/hm11HRH1W+1VbGBZNnK5yaOjfYOxztFbureGjps9oYLtLmzuxmO4HAxVi48K2h0+4uNN1dL2W2XdNEBjaKOlwOaorpNN8KwXVpby32qJZTXX/HtEw/1lVbXQYvttzBql+thHASDI3O76UW1sHS5i0Vu6h4a+w3lokd4k1ncjKXPQAetS33hm1j0ue+0zVkv/s5AmQDG2jpcOtjnaK1dX0Q6RZ2Nw9wri7TeB/d9qjsdIa/0q7vYpl327AeT3YHvR38gWtvMzsUVPZWc+o3SWtqm+Z87Vz1qKaNoJnikwHjO1hnoaAG0UgYHoQaCwHUgUALRWloWkNrupfY0mER2F9x9qlfQWTQJNWNwu1JzD5f070PTcFrsZFFICGGQc0blzjcM/WgBaKMjOM81o6bpJ1O0vJoplEluARH3f6UdLgZ1FJnijcv94fnQAtFJuUnAIoLKDyQPxoAWirNpp91fRTy2yB0t13SnP3RVq10ZrrQLnVVnAWCQIY/Wh6K7BamZRSb1/vDP1rWh0RpfDcms+eAscvleX68daHorh1sZVFXtG05dYvxa/aFhypYMe5HaqksTwzPE4w6HBFADKKTcucbhn60MwUZJAoAWitS/wBFaw0mxvzOHW7XcFH8PNR6FpZ1zVksEmWJmUtuPbAzRbVrsF7K5n0U+4QW9xJEzA7GK59ajBBGQRQnfUGrOzFopNy/3h+dBYDqQKAForQGlF9BGqRzBwHKPGOqj1rOyAMk4FHWwdLi0Um4EZyMUuQOpoAKKQsB1IoyMZyMUALRSbl9R+dBYDqQPrQAtFJkEZyMVYsbOfUrsWtookmILBc9h1oAgopZFMUjRvgMpwRnvTQwPQg0ALV/Tdb1HR9/2C4EW/72UDZ/Os/coOCwz9aUkAZJwKLgXNS1a/1e4E+oXLTSAYBPAA+lU6vaLpp1rVYrFJhGZATv9MDNVrqH7Ldy25YExsVz64o20DciopNy5xuGfrQSB1IFAC0UgIPQg0blzjcM/WgBaKQsoOCR+dLQAUUUUAekfBX/AJGi/wD+vcV7TXi3wV/5Gi//AOvcV7TQAUUUUAZNt/yN1/8A9e61rVk23/I3X/8A17rWtQAUUUUAFYWtf8jd4Q/6+bn/ANJ5K3awta/5G7wh/wBfNz/6TyUAdDN/rmqOpJv9c1R0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBS1j/AJAd9/1xb+VeB+BP+R/tv95q981j/kB33/XFv5V4H4E/5H62/wB5qwxf+7z9GXT+NHv5NMZgqlj0AzQWH94VHMwMMgBH3TXzUpo7kjxr4o2Uw1mHUSMQypsX61zHhvy/+EksPM27fOX73TOa7z4sf8gzTPqf6V5gjtG6uhIZTkEdjX0GVzvh4t9DixMfeaRq+KPN/wCEmv8Az85807c9MdsUmkXem21veJf2rTSSRFYSAfkbsa1f+Ep0y/toRrei/bLmIbRMjBcj3qpF4itoHvQmmRmGeMxxKwBMWe/1rrStFxIb5mmPt86r4QlhK7ptPO5T3YE81raFpy6n8PLiBryC0H2vPmTnC1zOg6immagHnybd1KSAe4xmrEuswR6Fc6LBD5kL3BmSY+npiqls/O39fqJbryZr381iJtD8O28yXkUEqiWZT8r5PQVdv7LTNS8YxaDb6fHa28bkvKh+ZsDOK4ewnFjf21yEDCGQPt9cVpz+Ip28THW7ZPJl3bgnX2IprdN+d/0E72dux0Nvd6Nrl5eaT/Y0NqIkby54ySxK8c1Tto9O8O+HFv7qxS/ubiRowsn3UA7j3plx4r05EuJdM0b7LfXClZJywIweuBSaFqcj6P8A2bd6HPqltvzEyD7rE+tSk7eenzKbV/K/6Gvd6dpNxfeHJbexWOK7AMqc/NwapaiYLnxSun6XokHl2zndk8MO5b2FX/FWqrpV9oLm3USWsYZoFP3eOhrnLLxObTxFcaobbdFOCskOeoPbNC+LTbX/AIAmny+dl+tzd8Tabp8nhyO9hSxS4ScIfsTZXGRwferWoNoOl61ZaYmjxS/bERZXYn92W7rXOah4ksJtIOm6dpX2SEy+actkk5qvqXiL+0dds9T+zbPs2z93n722mrXV9r/p/mD207P89DqoV0SPxS/hr+yYniYkC5YneDjNefX8H2a9uIM5CSED6ZrZXxLjxd/bv2b+Inyc+oxWPez/AGy8muNu3zHLY9OaUNHFv5/eN9fl/wAE77xOnhxoNPOrSXa3P2YbRCuR04rBt7GwfwXfXkcO6RLsLHI33gvHFUNe1z+22tj5HleRGI+vXHem2+teR4cn0jyM+bMJfMz0x2oXV+f6gtOVHZ32kQ614vsILlgsKWiyNnocDv7VBrlnoc2nyAz6XA8T/J9kfLsM9DWFN4vnbW7XUoIBGYYliZDyHUdfzpmo6t4cvBJJD4faC5kOS4cYz34o7f11Jjp9y/I2NfSJNN26Totpc2fljN9C2WQ45zWRrH/E08OWmqKn7yLML49B3NSv4n0+20eWx0nS5bR5RiRmkyp454rP0bULe3s76xvS32e5j2qRztPrR3+8pdDtLO6RPDui2cxzDdwGPB6Bj0NZGkWb+GFluZxtnluFhtievXmsO+103Wk2FhFEYzZcLKD970NS6x4ouNZubCSWIKlmVIQfxEd6pP33Lu/w/rQlbJf1c6W902XU/iQgSMyCNRI4HfipBpGt6lY61b31hLEm5ngdyMBRWJN41Z5r2eC0MNxcoEEitygrK0rxFqOm36XEl3c3MYG1onlJDCoS93l8v6/Qd7e96fgiTwcP+Ku0/I5Dn+Rrd8Pf8j/qf/XKX+dc5Zaulj4kTVo7f5EcuIfw6Va0rxGmneJZ9WktPOSZWVoc9mqr3t6P8Qa+K3kYsw33boOrPgfjXoa6VrWnx6HBaadM8IXdcsuMHPrXOTa34e8+Oe10B4pVfcS0gINUdV8RalqV/LcpeXMCPgCNJSAoFKLskglrJv8ArU6iw0xtK+KHkTKVWSNpMDsCKfBHpby6vH4blm/tBlbzvtAwNuecVjw+MtuoWF9PZmaa2Qo7FuZFp0/izT4UuH0bSDZ3VzkSSu27IPpSa923k1+OnyGneV/T/gkEYbVfCcsLLuuNPbg9z61r6BHpc3w/kTV5Jkt2ucBohk5zXMaDqaabqTSXGWglUrIB796mk1qGHQZ9Et4i8JmMiTH0+lU3o/O356iW68mXvFnmxSWOkWiGSxiT/RXXrLn+tLEYPDOkTwyzK+o3oCNGp/1S+/vUWn+KYbWys4Lqw+0yWjZikzyB6VJqGveHL955/wDhH5VupefM80HBpPS/UFrYXxJu+06Jszjy/kx+HSpPEOly6r4mWOMhIVgUzzMflT1zUNl4ps47W3TUNM+1XFpkWsobAQe/rTrDxZapBexappzXf2tsuUbbgelHXTu394lt8kvuK2vXsWozWWl6YGmS2XylI/5aH1qW6Nv4e8OXOnidZdQu8GQIeI8dj70sGv6HY6lBeWGhNF5RyVZwc0zUdY8OXsc7RaBLFcykt5pkBwTR0/Mpb+mx0Wranp+l6NoTXGnpeyyRBCkvCqueo96oXSW2i+LIPs0ey2v49piPRM1APF+mXFhZWupaKbn7GuI2Vsc+tYGs6tNrGpNeMPLIAEaj+ADpTfxfN/cSl7tvL8TpfCgXRfHrWb2iShsiNnP3R6inxR2Wu+Kr+4nsY4YbBXkaKM580jPX8qzG8RW8Woadq0Kl7uBBHLGejD1zSf8ACT21vrp1HT9PMEUoK3MLNnzAetLt5Jr/ACY31fe3/BLouNM8T6VfiPSobCe2+aN4TncPepJX0zwrpGnGTSob+e8Xe7TEjaM44rN1DxHYNp89po+lmwFwczMWyW+lPtPFFi+mwWmtaUb423+odWxtHvQvLy/4IP8Az/4B0Gm6fa2fjOGayUpDc2jSeWf4SQeKhsLq0s/A1zcXdv8AaNl6xSI/dY+hrCg8Wyx+ITqsluHURGKOEcBV7VJpviq0ttHl0y90z7VBLMZW+bB57Untp2/W/wCQ+uvl+TLt9pljrlvo99a2q2P2ttssafd/CrRutFbXn8Of2LCsS5i+1AnzMjjOK57VPEZupbIadb/Y7WyOYIs5x9a0ZPGGnGQ30ei7dXK4NzuG3d3OKenyu9P6/pC1+dizpei2OrrPpvkLHPYvveZeskY5I+tZEOrwW/itZrW1WG3UmDYP4h0yfei18Tmxso4ra32XBl82eYnmTnp9KzNXvYNQv3urW2+zb+WQH+LuaFpJfiN2aa+42LfSIrfx5BYTxb7V5RwejA810VsmgX3iO78PrpSJCm5luQTv45xXO/8ACQWqvpV/sZ72yOHQ/wAY9c1BZeJPsfiWfWPs27zQw8rPTNHTl7J/8Al3d5en/BNy2Ola7purWaaVDbTWURaKdCdzY9ad4TsYjZ26ajZackUz7Ukumw8g77RXOaTr39ltqJ+z+Z9sjKdfuZ71p2ni6xS0sU1DSTdXFiSYJN2AOfSmu76pX/Ub7Lzt+h0Okz2mjt4jtItPhmjhBcMx+8Mj5T7VhWs63ngrVpo4FhD3K4iToOD0qta+LYo9Wv7q5sPOt70YkhBxiqq+IIYNMu7C0szFFPMJUyc7Mdqlq617L8yrpPTvf8DrdA0q1uLOK01Ox02B3iLBWb9+RjggVT0h7PTvBF+9zCbhIbw+XGejHHQ+1VIvG1gs8N7Jo2/UYofJ88sMYxjpVPTPFdtaaXc6feab9pguJjK3ODz2pyu72/rX/ImOiV/L/gk+rGzm0bTvENlZLZSh8yRRn5Tg9qz/ABNalr63voU+W9QSHb03HtUeua7Fqdvb2dlaG0sLfPlwk56+tOt9Wt20BbS4Zhc28vmwtjOfajR69L/h1/zDXT0/4Y7Gw0mzuNNmtdRstNt7hbdnCI/78HHBIrnrNdO0Dw9/aFzYpfzzytEqy/dUDv8AWp28b2BnlvV0XGozQ+VJOWyCMYrO03xJaQ6dLp+qad9ttmcyRgHBQmh3bb/rcFayT/rT/M39Xt7XWbbw5FEhgtphgoP4RnnFWdD1LSj4tbTLfSo4GtleNLhc7nIHJNc1qfi43j6c1raC2+wkbAO/NaEPjjTba/OowaHtvZFImk3DDEjqPSjvbbX/AIAne1vL/hxLO3sdL0i+127s0vZTctCkMn3R70lza6dq0OkarBZpamacJNbp90jOOKzdM8TRW0NzaahY/a7CdzJ5IOCrHvmm3viRJrqwFnZ/ZrCykDx2+eTz3NNbq/l8u5T1v8/+AdY39gjxafD6aNEYpQf3xJ3I2O3tWVolnY2keoxpbWt/qKS4itZ2wWX2rI/4SX/irV137L0JPlZ9RT7DXdJgv5b680mSe4Z98bpJtKVMdlftr94n5eX5alrTJnl1i80q7sFsvtikGDshHNQ+FrSwj1a6j1MQ+bGjCGK4OFduwrL1HWZtQ1r+0eUIb5BnkLnpmtO61XQZtY+33FhJdrIg3Rqduxh6U49H8v8AIJbtfM0LO0N94uig1LQorGMxOREp+V8DgiqXh6wtLnUdaSaBZEhgZowf4Tmm3fi95datb23t2jgtxtWJ23MQeCM1a/4TDSrZLw6foZglu4ykjlwevek9tOzX46D6/d/wSaNtI0fwZYanNpkd1eO7DDk7WGe9WP7K0y78SaJcpZiK2vIy0tv2zjtSre2Fp4A0o6lp5vIHkc7AcEc+tU9I1lta8c6W0cPk28ClIYf7qgVp/wAvGvP9CG/cb8n+ZdibQ7/Vb/QodIRY40Zo7kZ359/aqNrb2Hhzw5/adzYx6hPNM0apKflUA9afqniawsr/AFD7FpJh1GTdE9zu4wfQVlaV4jt7fTG03V7E39pu3ooOCpPXmsou8dN7L5mktJa7X/T/ADNafTtNvr7Q9QgtVhiu5FE1uPu8+lbGl6pp1r43fTbPRbdEjV8TZO7gdK5G58Tebq1hcQ2vlWdiwMVvnsPWorfxEbfxSda+z5DE7os9Qeoq1urba/8AAIa93XeyN/SW0zW/EmqyXumxxW8EDHZESeQev1qFv7M8Q+Hr54NMjsp7RsJJEfvj396teF9RsbnXNUvLLTzBF9kYvExzuOaxNQ8SWh02Ww0jTjYrK+6Zi2SxqGtFHyX333LveTfn+mx0nhnTbaW1tbbVLHTYvNUlfNfEzjHUCsfT9KsNNttT1i6h+1R2sxiigbofTNLb+M7BGs7q40YzahaR+WkxbjGMdKz9N8Ti0urwXVqLmwuyWkt89z3FXLVtr+v6RC2V/L/gmh4c1OPV/GtgYNOgschl2xHIJxT/ABNbWnh1ZbJ7Nbm+vGL+c38HPRazIdd0zT9cg1DTNLe3jiUgxF8k5GOtLJ4nS8spoNQs/tEm/fbyk8xc9KTSdvx+8pXTfyOq0TSbWexW01Ox06CVoWYKW/fnjg4rC0+DTtD0a71S5s1vpPtBhjik+6B61KnjexFwl9Jo2/Ulh8kzluMY9Kq6LrLta3drc6LNqVlNJ5myMcox96JXbbX9a/5CVkkn/X9Mv6hYaZqmj6LcWdmLVrybZLtz69q17/StCtY59Nll0mJY02+aX/fZ9x61m+LrtrDRtFjjgFrPE3mLD3j5OM1l3viPQdUAn1Dw+ZL8rh51YAMfXFEuqXdjXRvt+ppRQ2cPh6IaRpdpq0+CJst+8T3xXDSZ818rtOeV9K6TTPEek6Rbs1rpEqXzKV84SYHPqK5uWRppnlfG9zk4ofxXEvhG0UUUAekfBX/kaL//AK9xXtNeLfBX/kaL/wD69xXtNABRRRQBk23/ACN1/wD9e61rVk23/I3X/wD17rWtQAUUUUAFYWtf8jd4Q/6+bn/0nkrdrC1r/kbvCH/Xzc/+k8lAHQzf65qjqSb/AFzVHQAUUUUAFUNQvZbWWNIgp3DJzV+snV/+PqD/AHTQAz+1Lv0jo/tS79I6qUUAW/7Uu/SOj+1Lv0jqpRQBb/tS79I6P7Uu/SOqlFAFv+1Lv0jo/tS79I6qUUAW/wC1Lv0jo/tS79I6pGSNXCM6hj0B6mnUAW/7Uu/SOj+1Lv0jqkskbkhHVsdcdqdQBb/tS79I6P7Uu/SOqlFAFv8AtS79I6P7Uu/SOqlFAFv+1Lv0jo/tS79I6qUUAW/7Uu/SOj+1Lv0jqjJNFCAZZFQH+8aYLy1JAFxGSegzQBo/2pd+kdH9qXfpHVSigC3/AGpd+kdH9qXfpHVSigC3/al36R0f2pd+kdVKKALf9qXfpHR/al36R1UooAt/2pd+kdH9qXfpHVSigC3/AGpd+kdWbC+mublopQuAucisurelf8f7/wC5QBs0UUUAFFFFAFLWP+QHff8AXFv5V85aFZXuo+JFtdOuRbXTs2yU9q+jdY/5Ad9/1xb+VeB+Az/xX9r/ALzVliJONGUl2ZUFeSR1B8C+Ns/8h9aT/hBfGv8A0Hlr1omm55rwnWn5f+Ar/I6+Vf02fOvim11fTL9dP1a+N0yrvX0FYVdp8UufF4/64j+dcYiNI6ogLMxwAO5r2sI3OjF237HLU0kxKK6ceHdI06CIa/qslrcyDcIoU34B9awtSt4LS72W0/nW7f6tzwSPcV0dbEdLlWitXW9ITS2geCczQTIGV8Y57itDRvD+lXXh+XV9V1GW1iSXygsabs0dG+wdvM5qitrxBocWki3uLO5NzYXC5imIwT65rEDKehzQAtaFjr2r6ZD5NjfyQR5ztUCs0OpOAwzSswXqcUATXFzPd3D3FzK0sznLO3U1FSblIJB6Um9TnnpQA6ikDK3Q5pN6/wB6gB1FN3rnGRmlJwM0JX0AWiuwvPDXhzSre3Oo61cxzzRiQIkRIGa52aLSVt5TFeytcCTEaFMBl9TR1sC1VyjRWv4h0VNDuYYVnMokiWQkjGM9qxg6scA5oTuHmOop9qIp72CCSTYkjhWb+6D3q3rOnHSdRktg/mIOY3/vD1o7AUaK6e58I+V4Ot9dhuGkkkPzQ44UetZXh/SH17WYNPR9nmnl/QU0m5OPUTdo83QzaK1/EWiDRNdfTYZTPtOAxGM1b8Q+FTodha3Mdx5/mqGkGPuE9qm6tzdCra2OdorptB0Xw7q8tvaTavcQ30xwIxFlR+NW08LaDdarNp1lrFxJcQozOGiwMrTeglrqcdRTpF8uV0znacZrodD8KnWNIu757jymh/1aY/1lHS4PR2OcorU8P6Qusa5Hp1xKYAQS7gZK4rYm8MaNcxXiaNqk1zd2g3SRyR7RgGh6K4dbHJ0Vqa1pC6W0DQzGaCaMMHxjnuK0dH8P6VdeHpNX1XUZrWNZPLCxpuzR0b7B28zmqK6DV/DtvYvYz2d4Z9PuxlJmGCB9KsSeHNIudPupdI1SW4uLVd0scibR+Bo6XDscvRXT6f4b0x7W0bVdRktbm9/4940TIP1PaqkOi2Ntf3UOtXrWsMJIDRruLe+KLa2Dpcw6K6HUvDltZ3Nk8F6ZNOuhuEzDDAfSpLvQNJk0i5vdG1KW6e1IEySJt/KjpcLa2OaorY1vRY9IsdPuBcGQ3ce8gjG32qPTtJTUdJvLpJyLiAjbDj7y9zR38gWtvMy6Ks6dYzarfR2drtM0mdoY46VDPE1tcSQSEb42Ktj1FGwDKKarq3Qg0pdVOCcUALRWr4d0hNd1T7G8xiXy2fcBnoKmfQY08Nyasbg7kuDD5eOMDvQ9N/66AtdjEopFYMMg5pN65xuGaAHUUm4ZxnmtTSdKTVLS8dZitxAu6OPH3/WjpcPIzKKTPBz2pN65xkZoAdRTQ6k4BGaC6qcE4NADqKuWOmXOowXU1vtKWyb5MntVqz0ZLvw5dar55VoJRGI8cH3oel2+gLUyaKb5i9NwzW1DokcvhaXWTOQ0c3leXjjGOtD0Vw3djHoq/odjBq2oray3HkqykhwM89hVSeFre4kgfh42Kmh6AR0U3eucbhmh3CDJOKAHUVr6joyWOi6fqCzlzdoWKY+7zUXh7TI9d1lLBpjEGVm3AZxgZotq12BuyuZtFPuUW2uZIi2QjFcnvUYYEZB4pJ3VxtWdhaKb5if3hSllXqcUxC0UAgjIo6UAFFIHVjwc0m9c43DNAFh7y5ktktXmZrePlIz0WmwXE1rOs9vIY5V+669RURYDqaTeuM7higCSSR5ZGkkYs7HJY96bSBgRkHik3rnGaAHUU3epOMjNKzBepxQBPb3dxaFzbzNEXXa+3+IelQ0m4EZzxSGRfUZoAdRWpqmkpY2VndwzGWK4QFjj7rdxWUWA6mjyDpcWim71xncMUoYEZB4oAWr1hrWqaUjJYXslurHLBQOTWf5ic/N0q/e6Vc6fb2c9xtEd2oeLB7U0mBDd3t1qFy1zeTtPO3BdupqCtfxHoyaDeRwLOZQ8avuIxjIrIjKySKoPUgUo66IH3CitXxHpMeg6itos5lBQNuIx1rKpJ32AKKKKYHpHwV/5Gi//AOvcV7TXi3wV/wCRov8A/r3Fe00AFFFFAGTbf8jdf/8AXuta1ZNt/wAjdf8A/Xuta1ABRRRQAVha1/yN3hD/AK+bn/0nkrdrC1r/AJG7wh/183P/AKTyUAdDN/rmqOpJv9c1R0AFFFFABWTq/wDx9Qf7prWrJ1f/AI+oP900AUaKKKACiiigAooooAKKKKAMHWEZtUhdPvRpuHvWjPeAaaJRyzgLj3NRTxO2tQvsJj2EFscVFb2Uy6nscf6MhLg+pNJbWB9yDRQtit35rfcOWNW11c5VpLSSOFjgSHpVcWc0q6gmwqXb5SehpWnmubSKyW1kV1wGZh8vFPcLGlBdrNPJFtKsgzz3HrUJ1OJY5ZGQhUO1Sf4jVfUIZ7d45bVCzkbGx6UX9gz6VHFGu8odzL60Aixa6l9om8qSAwsfu5Oc1BrVzNAIBFG5BcZZT19qbYCz89DHYTRS4+8wOBU+rpI1vEyIz7JAxC9cUPoCHS6iYLaNngbzn4WLuaW21Dz5jDNA0EuMhW7iq900jva3yQyFY+GjI+anxM99qAuPJeKNFx84wSafUXQvyQQzYE0SyAdmGaydKtbYy3TNBH8khwSOlbQ61l6dDIDeB0K73baT3pdx9AOsHLNHaSSQLwZR0qW41SGCOF9pdZumO1UoJprWyewa1kaQ5CsB8vNNvEe0SwBXc4bJUUAX7fUTNceRLbvA5GV3d6vVmRvJf6ik3kyRRRrj5xgk1p0dACiiigAooooAKKKKACrelf8AH+/+5VSrelf8f7/7lAGzRRRQAUUUUAUtY/5Ad9/1xb+VeB+BP+R/tv8AeavfNY/5Ad9/1xb+VeBeBePHtsf9pqwxf+7z9GXT+NH0ATTGbYpY9AM0wzw/89U/Oo5p4jC4EqZKnvXzMprud6R5B8UbCQapb6mxxHKuxVrlfDbIniSwMhAXzl5PTrXd/FZg2m6ZhgcMQcH6V5iCVYMpwwOQfSvoMrm3h4t9LnDiY+80avihZY/E195+QWlJUnoR2xSaRqFtYW14lxYNctNEVjbZnYT3rSi8YpJaQw6ro0GpSxDCzSNtOPTiq0XiiSGS9MdlEsdzGY1j7RA+ldiVouJDd2mSWW7VPCNxakBpbD5ovU5PNa+g2Vtf/D24hur+Oyj+1582Tp9K5bQ9QXS9RWaQFoSpR19QRirE2tqmkXGkW0INpJOZlkbqPaqls/O34CW68mbF5e2DXuiaDYyC6tLaZd0x6SZPNad8lpq/jePQ/sMEFlC5Y+UmHYgZ6+lcFZ3Bsr2C5RQxhcOF9cVeuNfupfEB1mICC4LbgF5A9qL6pvzv+gnezt2OotNYt9e1C+0e40q0it40by3hjw6leASaqQS2/hjwwl7HZw3dzcyNGWnTcqgenvVW68ZLLDN9j0eCyup12y3KNksD1496l8N3mrHSjZR6A2rWTN8meBG2euaSTt56fMptX8r/AHaG1dw2N1feGJ0sIoluADKmzAbg9ao3882oeLvsWnadZxRWjM3MfGO5b2FWPFusNpt/opVImubOMF4FPCH+6a5q08Sz2mvTaqIFbzsiSEngg9s0J+9dba/8ATT5fOy/W503iaGxvPDKXUctjNPHcBDJZR7VAyODVrU9RsNM1+w02DSbVkukjSdnjBPPdfSuV1HxSt7pv9n22lw2Vv5nmFY2zlqrah4hm1DWbXUngVHt9mEB4O2mrXV9r/p/mD207P8APQ7KG8sovF7+G10u1axcsN7x5kBxnrXneowC2vriFTlUkIH0zWoPEkw8T/279nTzck+VnjkYrKu5zd3Us7AKZGLEDtzmlDRxb+f3jvv8v+Cd/wCKJ/DsUGnrqtleTXH2YbWhYBelYltBaSeBr+4jt1DC8Ajdh8yrxxmsrWtbl1prcywrH5EYjG09cU2DWZYNBm0kQqY5ZRKZM8gjtQuvr+oLTl8jubnS7fVvGNhFdH90lmsh+oHf2qtr1xoN1YSRT3+mtJE/7tLSPY/B6Gubm8WXsmr22pRRrDLBGse0HIZR2P1qTUPEun36u3/CN2sM7nLTK/JNHb+upMdPuX5G3rss9xpH/Els9OuNMWMb544/3kZxzk1iaoTq3he11EKDLBmJ8dQo7mln8Vxf2Y9lp+jw2LSDDyxuSW9eKo6PqUFnb3lpdKWt7mPYcfwn1otv95S0sdpZ3iwaBodvKcw3cBhIPQE96zLGybwrFJLKMTXVysNue4APJrnb7XJbzS7PTxEI0s+I5AeSKk1TxJeavc2U1wBi027EHQkVSfvuXd/gJaK39XOtudMk1P4jgqm4QoJGB6HipYdA1m9s9bgv4USOQtJC28HAHQVzNx4yuZzeMtqkcl0oRnVuVHtWRpWq3Ok38d3G7yFBgo7nBFQlpyvsF7a+n4F7wcCPF2ngjBEhGD9DW54f/wCR+1P/AK5S/wA65q11h7TxAurxQKGVy4izx0xVjTPEkum+IJtXFqkzShg0LHAw1O97X7NfeD628jJlHmXjRqcs77QB7mvR20LWrMaHFZ26GCJd1xmQDOfauYm8T2DyxyweHLaCVG3blkJyayNU1S51W/lu5ZHRpP4Vc4FEXZJBLWTf9anaWmmHSfiiI5B8kkZlIX0I6Ci3fSr6bV7Xw/FNaX21jNJOchlzyBisGDxjcQ3djcvaJLLaKVyzf6xfQ1JdeMQ8Mw07SINPmn/1s0bZLD0pNaW8mvx0Gnrf0/4Iy2Dap4UuLVgGmsGynqfWtfQH0tfh/J/a0M0ts1zjERwRz1rldE1IaXqXnyAvEylZF9Qe9Ty62E0efRreEG0eUyLIT81U3o/O34biW68maHixJjc2OnWS79OCf6Ht6tnqDQ0tt4Z0uWyEyzajd4WYA8RD0qvp/iuWxsba2kso7j7M26J3OCvtU194q06+85m8MWqzy8mUSHIPrSemwLW1x/iQM1zoezOHjGzHfp0qbXtKOqeJRmRYbaKBftEzdE9fxqnY+Lja2kUNzpkN5LB/x7TO2DD9PWjT/FzWsN3Fe6bFfi6bdJ5jbaOv3v7wW33L7iHWb5NZu7PTNLQvDbjyoufv+9TX01poOgz6TBOs97ckGdlPEeO36Usfiq0tr+G7s/D9vbtEfuq+d1Nv/Emm30Uyr4atoZpSSZlkJIJ70bL8xrf02Oj1bWo9G0bQmSxhuZ5IgrGdNy7c9veqOoNBpHi62lt4hFFfRgSREcLnrxVOPxspsrS1vNFgu1tV2xF3xg+tYGq6ncavfveTHa7cKB/COwpv4r+b+7sSl7tvL8Tq/C5fQ/H7WaQQukmdpkXJC+oqS2ki1vxVqN1eWsG3T0eRI4lwHIz94d+lYz+I40utP1KCM/brZRG6noyimv4pZdbXU7PT4rXcCJoVbIlB65pdvJNf5Mb6vvb/AIKNSPUofFek6ilzp9rbSW43RSW8e3Hs1SXN7D4R0fS1ttPtbmS8XfK9xHu74wKx9T8UJeWMtpY6VDp0cxzMYmzvp9h4tFvp8VnqGlw6isP+paRsGOheXl8wf+f/AADpbCztoPGkFxaxeUtxaM7R9NpIPQelV7C+h03wNc3Ulus7pesY1cZQH/aHpXOQ+KruLXm1ZolkcxmNYyeFU9vwqbTfFzWGmSadNpsV3bySmVldsZz2pPay00/W/wCQ76667fkat5Z2viG20S/a2jtJLl9sqwrtVuewqydXtn8Sv4bOkWn2Jcw7xF+9475rl9V8Rz6jPavbwLZQ2pzBDGchK0ZPGwdTMujQJqJTab0N82fXFPTtpd6f1/SFr87bmlpGm2eri50uWCNfsD+YJlGC6DkqT3NYS615fitbmK3jhjRjAI1XA29Mn3qODxLPa2MVtbwLGySiaSUHmRs96o6tqC6pfNdrbJbM4+ZUOQW9aFpJP+n5jdmmv69Dbt9MjtfiBbWzxK9s8oKgjIYd66O0vNNv/FF5oDaVbrYpvZWCDzAR7+lct/wkUSLpd0sO6+sTjB6OPrVa08RzWfiCbWFgVpJQwMZPAzRsuXsn/wAAl3d5ddP+CdJZ3tv4g07WLCXTrWH7HEWglijw3Hqak8Jwm1s7SPUm0yCC5fbGtxFuklHfBrk9N12XTGvzHCr/AGyMo2T93NaVl4z+zWlpFcaTDdzWhzDM7YK/hTWmvkv+CN+Xd2/Q6fTL0aRL4jtrW0tmhhzIvmJknJHB9qwbS4a/8F6tOY0R5LlfkiGFHXpVG18Wy2+q3l7LZRzpeDEsDHANVj4hZLC6s7azjghuJRKApzsI7Cptda9kvxKvZ6d7/gdv4ftYxbw6fq39mJJJCWFv5X74jHBzWbpNxb6V4J1CVrfz/KvT5SuMrn/a9qz4vHjRNFOdHga9ji8oXJb5iMY6VU03xc+n2E9lLp0V1BPKZXV2xn2pyu726/5kx0Sv5f8ABLus3EV74f03xAlpFa3SuSywrtV8HsKz/E1sZrq0v4UBF4is23pvPaq2t682sJBDHapZ2kGfLt0OQuadbavCug/YZw3nRSebA45wfSjTV+f4df8AMOy8v+GO50+1hewn07VDpguUtmb7PHFiZTjgk1zlrNb+GvDP2+Oyhurm4maPM6blVR/WkPjxi0ky6NAt7LF5Ulzu+ZhjFUNL8UGwsprK606K+tpG3rHI2Njeood22/63BWSS/rb/ADOk1SO31uHw2rQ+TDN9+NRjjJ6VZ0XXIJfGEmkppkEUVurxxSRx4fgdWNcnqfi261F7F0t0tzZHMWw1oR+PzDdfa4dFt0u2UrLMG5kz3o7/AD/HYT2t5E9p9n0TQr7XPssN1dNdNComXcij6UlwtrrNto2rGzit55LgLKka4RxnHArG0vxPJp4uIbiyjvLOdi7W7nADHvmm3/iWS8vbOWG1S2trNw8VshyoP1oW6+XytuU9b/P532O0fULD/hMzoCaRaCzmBDMYxvDY7H0rJ0JbWw/tG1tFs5dV83EMV2oYMPQVgf8ACSzf8JMuufZ080Enys8cipbHxJa2t1LdXOiQXc7vvV2cgofalHZX7a/eJ9l5fkUNaF2uqSi+tY7a4/iijGFH0rR8I6Zb399cT3Sl47SEzCMfxEdqd/Z9x4qlk1KTUbG0yxVYp5ACo/wqHbdeEdUhnhvbW6LD5xA4ZWX+6acfd0ejCWr0JJtdfxJfWthJY2VtC8wXMEe1sE966KfVbWz8Sp4bXSbRrIfu2cx5lPHXNcvqmv2l+Ue00WGwnV9/mxvkk1of8JvlVmfR4G1FV2i9LfNn1xR0X4+egPfT5eRp6VZ6dplt4geW0W4FuymHcMlTzj8KU6vbT+F1186VaLfRymJUWP8AdkD1Fcra69cW1hf2rRiU3rBnkJ5Bpi6zIvh46P5S+WZTJ5mec+lJ3t93/BK0vfzZ1F/HbanL4b1UWkMLXUoWaKNcI3PpWmt7p03jKXw8uk2y2Mhbc3ljzAQM8H0ri18RzLa6Zb/Z0I0996HP3+c80sfiSePxOddFuhlJJ8rPHIxVaXt01/HYjW3nb9Tp9PvbXV5dV0WTTbWOG2hdoZUjw4I4GTVG2lh8LeEbbUo7O3u7u6dlZrhNyqAe1YWna/Npuo3l4kCu11G0bKTwuasaX4nNjYtY3mnxahabtyRStgIe+KWtvOy/4JTtfyv+h0AtbG+1rQtR+yRxm6/10IXCMcHoPSrdvf2Oo6/qOg/2VapaLE7RyCMeYrD3rk5PFFw+t2upCBFS14htwflUelR2fiKaz12fVVgRpJlZShPAzRo9Omv/AABa79dC7pqG+0XUdJIDNasZIvUnNXPCv2K38JapeXdmlxNDKBHuXOGx39q53TdTNhrSX5XI3EsnqDVyTXkt7PUNPs4AbW7k8zc3BU+lDvyu27X4oel/JP8AA6SbV7U+F4PEf9lWgvy5TyxGPKwPaquvWf8AaTaHqGn2UUdzdoGaFFwhb6elc42tSt4cj0XyV8pHLiTPJzVtfFd1HHpixwqpsBhTn7496btzXXfT0J1t8n/wDrtQSzuPD195smmTXdntbZaxbSjejVS8W69K3hzR4jaWgFxCpJCcryPu+lY954yW4s7u3ttHgtPtf+udGyWNVZvEoutEh02506KV4AFiuC3zKPpSvrr3T/zKVlb5nR63a3Vx4vs/ssUUhjtkZzMuUVQOSad4nhsLvw5bXkUllNOlwFMlnHtXqODWCPGd1/bCagbVCBCIXhzw60zUvFQvtNTT7fTIbK3WTzNsbZ5zmhaW9b/j/kKOm/b9P8zrda1qCz8TWdgumwTi4RFmaZNxPH8NcN4jsorDXbiCAYj3ZC/3fatuTx6J5UuJtDt5LqJQsUxflMd65S6uZby6luZm3SSNuY1NtV8xrb7iKiiiqEekfBX/AJGi/wD+vcV7TXi3wV/5Gi//AOvcV7TQAUUUUAZNt/yN1/8A9e61rVk23/I3X/8A17rWtQAUUUUAFYWtf8jd4Q/6+bn/ANJ5K3awta/5G7wh/wBfNz/6TyUAdDN/rmqOpJv9c1R0AFFFFABWTq//AB9Qf7prWqrd2KXjozOylRgYoAxaK0v7Gj/57vR/Y0f/AD3egDNorS/saP8A57vR/Y0f/Pd6AM2itL+xo/8Anu9H9jR/893oAzaK0v7Gj/57vR/Y0f8Az3egDN5xRWl/Y0f/AD3ej+xo/wDnu9AGbzS5NaP9jR/893o/saP/AJ7vQBm8iitL+xo/+e70f2NH/wA93oAzsk0nIrS/saP/AJ7vR/Y0f/Pd6AM7Jzmg5PWtH+xo/wDnu9H9jR/893oAzaOa0v7Gj/57vR/Y0f8Az3egDOyaqXVobieCQPt8o5x61uf2NH/z3ej+xo/+e70AZxJPWkrS/saP/nu9H9jR/wDPd6AM2itL+xo/+e70f2NH/wA93oAzaK0v7Gj/AOe70f2NH/z3egDNorS/saP/AJ7vR/Y0f/Pd6AM2relf8f7/AO5U/wDY0f8Az3ep7XT0tJTIsjMSMc0AW6KKKACiiigClrH/ACA77/ri38q+ctC02fV/Ei2Ntcm2mkZtsqnBFfRusf8AIDvv+uLfyrwPwGf+K/tf95qyxEnGjKS6JlQV5JHVH4YeIP8AoYZf++zSf8Kx8Qf9DBL/AN9mvWCabnmvDeIqLr+C/wAjr5EfOfinS77RNTXT72+kuiF3gs2QKxK7T4o/8jeP+uI/nXGxRvNMkUalpHO1QO5r2cJJzoxb3Zy1ElJjaK6eTRtA0dI4tdurmS8cbilpyE9jz1rC1GK1huj9ikaS3blN33gPeuggq0Vra3pMGnrbT2krS2065Vj/AHu4rQ0jRdGl8Ny6xq0t0FSbygsA/Wjo32Dt5nM0VueINFttPhtr7TZXm0+5GYy/3ge4NYfPdWH1FABVm31LULNNlrfXECf3Y3IFVuf7rD3KmjnsCfoM0AOkkkmkaWaRpJG5Z2OSabRz6N+VHP8Adb8jQAUUc91YfUYo5/ut/wB8mgAoo5/utj1waQnAzTSu7ALRXYajonhbRYLYX82oNcTxB/3QG0Z/Gudl/sn7PJ5P2rz/ADMR7h8u3396W7sgWquUaK2fEmjQ6JdQQwyPIJIlkO71NY3PdWH1GKE7gFFS2yJJdwpNvWFnAdgp4Hc1b1zThpWovBGxeEjdEx7rR2Az6K6u48Iwr4Lt9bt5na5k5eI9APWsjw3o/wDb+tQWJfy43Pzv/dFNJuTj1Qr+7zGXRW14k0SPR/ED6ZZu0wBwpbqaueIvC0Wj6db3NrcGZmUGcH+AntU3XLzdCra8pzNFdL4f0/wzq1xbWNzJfpezHGUA2D9auw+HvDd9rE+mWc98JoI3ZmkHBK/jTegk76nG0U6VQkrqOinFdJoPhaLVdIuby4uDFIv+oT+/R0uD0djmaK1/D2kR6r4gTTrx2jTBLlOoxWudA0DUFvodHnvPtdmCzicfKwB7c0PRX+YdbHI0Vq63pUOnC2mtZGkt50BDHs3cVo6RouiyeGpNY1eW6ULL5YWAUdG+wdvM5miui1jQbG0XT7yxuXbTrwEhpfvLj1qb+xNC1DT7yTSLi6+02ibn88fK305oel/IO3mcvRXUWeg6NFbWI1i4uEur8ZhEQ+VP96qg0rTNN1C5h1uaYRRE7Bb/AHnHrR1sHS5hUV0WqaDYWk1jcW9y/wDZ10u7Mn31FPuNH0S70a7vNFnuvNtCBItwOG+lAWu7HNUVt65okOl2OnXELySNdR73BGcGotL0qHUtLvZRIwvYSDHH2Ze5o7+QLW3mZNFXNJ02bWNRjsrdlWSTOGboMVBdW72l1LbycvGxUkDqR6UPQCKijnurD6gijk9FY/QZoAKK1/DWkw63q32Od3jTy2fKjnIFTvoUC+GJNUEjmVLgwhAOCBQ9N/66AtTBoo57gj6jFHP91seu04oAKKPwP5Vq6PpcOqQXimRkuo13Qpj73rR0uBlUUevByOKOf7rY9cGgAoo57qw9yDRz2Vj9ATQAUVoabo9xqlteTwsqrapvcMDkj2qzZaNDc+GbvVHkdZYJQgTHBHND0vfoC1MaijnGdrY9dprbt9Fhm8Jy6wZH85J/KCAcEYoeibBauxiUVoaHZ22o6ktteSPCjqcEDB3dqqXMD2t3LbyffjYqaNgIqKOf7rY9dppCTg4Un6DNAC0Vs6no0NhomnXySOZLpCzqw4HNR+HNKj1rWo7GdpI42Vm3KPQZoSu2uwm7K5lUVJcxCG6lhXcwRiBgZNR89wR7EUk7q5TVnYKKOf7rf98mjnsrH6DNMQhRSckA0BQvQYpfqCPrVqy/s/Mn2/z8bT5fkjPzds+1AFWig9ThWI7YFHPofpigAoqW2t5Lu7htkVg8rhFLKcAmp9U0yfSNQkspyGkTqVBwaHoBTopCSByrD6giuuTwlaNrGlWXnybLyDzXbupxninYLnJUVNeQrbXs0CklY3Kgn61qaPosOpaTql5JIyvZqrIo6Nn1qU7x5ug2rOxi0UcnorH6AmimIKKOe6sPqDRz/dbHrtNABRWi2i3K6DHrG5fIdygTB3ZFQXP9nfZofsn2jz8fvvMHy59qHpoBVoo5/utj12mjnsCfoM0AFFaGiWVtqOpC1u5HhVkOwgYJbsKqXUD2t3Lbv9+Nipo2Aioo5/ut/wB8mjn+631waACijnsrH6DNXtI0qfWtQFnbkJIUL5cHGBRYDuvgr/yNF/8A9e4r2mvGvg3C0Hi3U4n+8kO08e5r2WnbZgFFFFIDJtv+Ruv/APr3Wtasm2/5G6//AOvda1qACiiigArC1r/kbvCH/Xzc/wDpPJW7WFrX/I3eEP8Ar5uf/SeSgDoZv9c1R1JN/rmqOgAooooAKKKoaheTWssSRBfmGTuoAv0Vi/2peekX5Uf2peekX5UAbVFYv9qXnpF+VH9qXnpF+VAG1RWL/al56RflR/al56RflQBtUVi/2peekX5Uf2peekX5UAbVFYv9qXnpF+VH9qXnpF+VAG1RWL/al56RflR/al56RflQBtUVi/2peekX5Uf2peekX5UAbVFYv9qXnpF+VH9qXnpF+VAG1RWL/al56RflR/al56RflQBtUVi/2peekX5Uf2peekX5UAbVFYv9qXnpF+VH9qXnpF+VAG1RWL/al56RflR/al56RflQBtUVi/2peekX5Uf2peekX5UAbVFYv9qXnpF+VH9qXnpF+VAG1RWL/al56RflR/al56RflQBtUVi/2peekX5VZsL6e5uWilCYC5+WgDRooooAKKKKAKWsf8gO+/64t/KvA/An/I/W3+81e+ax/wAgO+/64t/KvAvAxC+PLZmYKAzZJOKwxf8Au8/Rl0/jR9AE1G7bEZvQZqI31p/z8xf99iopb21aFwLmLJU4+cV8zKasd6R5L8UtPZdQttUZuJl2BPSuT8OSRw+I7B5SAomXk9ua7r4qyxyabpoSRXIYg7TnHSvMgSCCDgjoa+gyub+rxb8zixMbzaNfxXDLbeJb1rgEebIXRj/Ep6Yo0i/bTra8Q6b9p8+IqHK/6vP8VXbbxpew2cdtc2Flf+Vwklym5gPTNVU8T3sUl48cUKrdIY2QL8qA/wB2uxKycTNu7TZY07dqnhW6sjhpbP54R3Oeta2hW+n3Pw8uI9Svms4Ptf8ArFTcc+mK5XR9Q/srUEuNu9NpVl9QeKnm1uT+zZ9Mt41Wxlm84bh8wNOWz87fgJbryZsXGp2FxqOi6NphM2n20y4lcY8zJ5yK2Lx4tZ8eR6NLbQR2MLlgkaAFiBnrXn9rO9ndw3MYBeFw6g9MirdxrV5caydW3CK6LbspwBVJ6p+v4id7O3Y66y16TXdTv9IvLC2+yxxvsEcQVkxwCTVSK5Xwx4UjvLK2hmnuZWjeWVAwwOwqheeNL27tpIksbK1kkG2SeBNrsO+TVrwvJ4i/s02+n6ZBf2TtjFxyEPqKlJ2+75jbV7+f3aG5diC7vvC05soojMA0iBBhuD1qheXN7q3jBrSzgtYIbNmcHyhhV7k+tL4v1mSw1HSRE8L3llHmRF+6jelczbeIr201uTVUWMzSZ3xkfIwPY0J3ldef/ABp287L9TrPEkmn6p4VW6guY7yWK5CGZIPKxyOPerWq6ymm+ItP0620+1EVykaXBaMHcD6elcjqXiy71Ky+x/Y7W2g3+ZsgXAJqre6/d3+qW+oypGJrfbsCjg7emaaeq7X/AEB6r5P89DuINTSLxo/h1LG2/s5yw2tGCw4znNedalCtvqFzCv3VlIH0zV4eIbweIP7b2R/ask7cfLyMVnXMzXdxJPIAHkbccdM0oaOLfTf7x33+X/BO/wDFOoaPaw6fHf6M15MbZcSiXbjj0rHtVt5PAd/MluiH7YNuRkqOOM1iarrNzrJgNyqDyUCLsHYUkOsXMGjS6Uqp9nlkEjE9c0Lr6/rcS05fI76bTrbUvGdgl3zFHZrJjGeQOuO9Ude1nw7eWcttNqKXE0b/ALuNLXyyuD0JrmJ/E2ozanb6gCsc8ChF2cAgdjVq/wDF8moRssuj6ajsctKkWGJ+tD6f11uKOn3L8jc1i5utW0Vn0NrObS0jAlHlBZEIHP1rD1Atq3hOC+4M1sTG/snam3Xi65uNOayh0+ys1YANJbptZvrVHSNTj0+O7gnjMlvcpsZR1H0otuUtLf1odra3q2uhaDFIf3N1CYWz0Ge9UIbE+E4Szf669uVjhPcKD1rmLzWbm9062sGVFgteIiv3se9O1DXr/U7i1munDG12+WvbiqT97m7v8BLRW/q52k2lvqfxG3Dbi3jEjFjgdO9TW/hzUrm11mC+mtjHPuli2ShiAOgArkLjxdqNyLrdHCrXI2yMo5x6CsrTb6bSr2O7tjmROAGJwRUJacvkF7a+n4Gl4PBXxfp6sMESEEfga3PD/wDyP2p/9cpf51y8Grz22uDV4kjE4beEx8ucYqxp/iK703XJNXijheeQMGRxlTnrT3tfs194PrbyMx8TXzRIcs8m0Ae5r0mXw9qlqdFS1ktVitlDTK8wUnPqK5WfxjLM6OujabC6NuDRxYOaxNRvZtUvZLu5P72TrtJxRF2SQS1bZ3cGmf2T8UVU4aOWIynb0Oewplpcafq9xq9lpNm2m3KqzSzbt/mDJ49q5yDxbqFvPZziOF5LQYQsM7h6Gpr7xne3lvJFFY2dk0v+sltk2s3sTSa0t5NfjoNPW/p/wRbJW1Pwxd2LYaaybMXqR3rW0G40+3+H0jalZm7gN1gqG24561ymj6kdK1EXJXepUq6+oPWpZdbk/sybSreNVsXk8xdw+YU29H52/AS6eTNXxTDPcXWn2lgN2nOn+hoOgz1BqOa6s/DdhLpkEgmv7ghblugjHoKq6f4qvtOs4bVIYJUhbdG0gyV+lWrvxpLepKJdE0sPL96QRfNn1oemwLW1yTxHG73OhFAT5sY8v36VY13Sk1LxC0s8vk2VtAouJccr6is2w8XXthaC3+y2txs/1Mky5aH/AHfSjTfF97p0VxG1ra3i3DbpPtC7smjrp5v7xL/JfcM1O+/4SK/tNO02MeRCPKhGfvD1NSajeWOjaNPotlL59zMR9pl6bSOwp3/CYzrew3cGladBJF0EceAfrRfeL3v4JYn0XTIzLy0iRYbPrmjp+ZS3Oj1fXZdD0bQTbWsLyyRhWkmXcCuegFUdWlj0rxfazxRJCLuMCaMdFB61nQeOb6G0t7aWwsbmO3XbH5yZ2+/1rC1HULjVLx7u5bMr+nQewpt+9fzf3diUvdt5f0zr/DRm0P4gtaQrH5UwJBZc/L7elSWVx/bXivUru8hhkbT43eKNEwCRnGR3rAk8Rt51heQRbb61ATcfusopJfFV5JrEepxW1tbzLw6RLhZB/tetLt5Jr/Jjet33t/wUbMGsP4q0jU01G1tk+zjdHLDGF2exqW91JvCWjaSmn2tuxu13yyTRhtxz0FYWqeKrrVLRrVbK0s4nOZBbJt3/AFp2neLrzT7JbSSztL2NDmP7Sm4p9KF/l87f1+AP/P5HV2dtBF40t7iGEQtcWbO8Y6AkHmqljqH9l+Bbq6W3WaVb1ihcZVD6kVzEPibUIdafVfke4ZSgVvuqp7Cp9N8X3um2L2S2trPbvIZWSZcgk0W0stNP1uPrrrt+RuXcMPiGz0K/u4IoZrh9snlKFEg+lWP7dkfxU/hxtPtjp6kxbBEN+BxnNchqviC81a5hmZY7YQf6mOAYVPoK0pPHF/JblPsNktwU2fa1T979c+tHy010F+dtza0WytdWN3pk8Ufk2D+ZFKFwXxzsJ965w63MnioXflJD5bGARqMBV6c+9QR+Ir2GyhtYVjjWKTzd6jDO2c5NVdU1GTVrw3UsUUUjDDCIYBPr9aFpJP8Ap+f6Ddmmu/8AVv1Ogg06O0+INnEUV7aWUMgIyGHeuhs9Vgv/ABZe6HJptsNOXeyoEG4Ec9a4/wD4SMpFp0qQg3tifkdh8pHvVe18Q3lprUurRpGbiXduBHy89aOnL0Sf/AJd373XT/gnVWGpf2/p2tafd2lssdrCzQNHGAy46ZPepPC2NKtLCLVLyC3ivHxBC1t5jSjPIz2rjrDW7rTTemBYybxCkm4dAfStGx8aX1jZwW/2O0uDbnMUsy5ZPpTWn3L/AII35ba2Os0/UZNJn8SW9pFAsMWZEDx55JHX2rAs7iTUPBeqzuF82W6XhBgZ57VmWviy/tdTub/yYJXuRiWOQZRvwqB/EN0bS5tY4YYYriQSMsYxtI9Km11r2S+5lX1073/A73QhFbiDSdVu7c3EkBcWi2wJK44O+svS7pdI8E6hMluspjvT5YfkIfUjvWRF481GGOPFlZGeOPyxcFPn2/Wq2m+Lr7TLSa1S2tp4JpPNdJVyCacrtu3X/MmOiXy/4Jpa1dnUPDWm69Jbww3oYndEu0SYPpVDxJam6mstQhUH7Wi78f8APQ9qo6zr1zrbRCWGG3hiGI4YRhF+gp1trCR6I2nyozMsnmwuP4W/wo01fnf/AD/zDsvL/hjv7EQLb3Gj6nd28t4lqzNaJbAFOODvrm7e7Hhnwt9ts7WKW4uJ2jaSZNwVR2qufHupGNsWVkszx+W84T52Huao6X4pu9Kt5rcW1tdQStu8u4XcFPqKHdtv+twVkkv62/zOq1NI9Zj8NC4g8pJvvxrxnntVjRdfln8ZS6SbCBLe3V449kYDIAOpPeuM1LxTqGptaNII4jacxeWMYrRX4gakkqzR2Nik+3a0qp8z+5NHf56euwntbyL1pIuh+Hb7W7eCKa8a7aHdKu5VX6UkzxazaaJqtxbRRXUlwquUXCyDOOlYGl+JrzS3n2wwXMM5LPBOMpk98U2+8R3l/fW1yYoYVtmDxQRDEake1NaNX8vlYp9fn877HdNrKHxwdDXT7VbGXIdfLG7OOoPasfQ7i00+bUNOs5bePVXm/cfaIwysM9Pauc/4SK8/4SAa1sj+1AkhcfLzVix8VTWM00x0ywuZZW37pkyVPtUx2V+2v3ifl5fkU9ejv4tWlXUo4kuerCIYX8K1fA8Uct/qIljSQCzcgMM4PrUcVjH4kaTUL7XLOymZiBDKeg9vamGQ+E7t20/UbTUDcQmN2j5Cg/1oXuxafYJe89Dbg1JdE8BWl7b2lu92Zn2ySIDgZ7+tSarNpkeo6Hrd/DHDHNCGmCJ8u498VyE2s3M+ixaU6oLeJiykDnJqyfEt0/2FZra2mSzTZGjrkMPeqb1v5/hYP+D+eh1dxf6vHq+nX8X2CbTZJwkMscIBwT3HrUHiK61LW/G66fAlvuhYlDsHH19a57UvFN3qP2dUtbazSB96pbLtDH3qa48ZX1xfW16LW1iuIP441wZP971pLdPt/X5g9n5r9f8AI6bW5NP1PwhelbuK8nt5QpeO38vYR1Ge9SRf8jT4c/68/wD2WuU1DxjeahYS2QsrO2hlbc4gTGT61CvirUEvrO8EcXm2cflxjHBGMc0Lf+u1geqt6/oZ+qf8ha6/66N/Oug8L/8AIseIecfu0qvBoVpqkf2648Q2FtLMSzROeVJqCW6k8PLe6ZZ3dtewXagSTR8jj0pL3YOL3sU3zS5l3N291NvCOj6VHp9rbsbuMSyyTRhtxPYVZbRNPvPFiSvbhB9m+0G3HdhzXO6d4vvLCyW0ks7S9jQ5jNym4p7Cs9tcv31gaoZiLkEdDxgfw/SqfxX9df6/rQj7NvL9S9qnia/1mQ6eYLWOMSbUjjiCsOehNdvYfZ/In0bUry3lvEtSzWqWwBTjg764jU/FU2qRgNpljbyht3nQx4cn3NWz491Eo22xslmePy3nCfOw9zU/ZaG/iujYn8QXlv8ADeIqluP3jxDMf8P+NMOm2t/a+F4JYkVZlzIVGC3eubsvE11ZaXLpptba4t5CTiZclSe4qG48QX1xbWUGVjFn/qWTgiqv71/NMHtZef47HXxa4994kudAm0+2+worIEWIB1x3zUGnTwaL4S1G4htYZporwrE8ig7ayLjxvfz27ILKzhnddrXUaYkI+tZUes3MejS6UAhgkk81mP3t1Rry26/nqVdX8r/odD4gu/tmgaPr5hiivN5L+Uu0MQTjis7xHD5s9jqigbboKZCP7/GRWdNq9zPo9tpbqn2e3JKEDk59amh1aMaEdOniLlH8yFx2Oe9XopX6J3+XUldE+1v8judR1eKy8U2WlW+nWwt7hUWfMYJbI6j0pltqMf8Awllx4dWxthpxVgAYwXBx1zXE3PiG8vNXg1SVYxcQ42gDjilj8RXkevNrISP7S2crj5ealLa/nf8AQOmnl9/U39BibRhfXs95DZ6es5jEkkHmktngAV0kNylj48X7AkRiubTezGLG446gdq4Sw8WXljFcRNaWt1FPJ5hSddwVvakl8W6jNrcWqlIVniXYqAfLt9KpPb+un+YPr5/56HffDTUptU8e6tLOIgyRbR5a7RjJr1avJPhXqjav4z1C5e2gt2NuMrAuAfevW6OiXZDk7tsKKKKQjJtv+Ruv/wDr3Wtasm2/5G6//wCvda1qACiiigArC1r/AJG7wh/183P/AKTyVu1ha1/yN3hD/r5uf/SeSgDoZv8AXNUdSTf65qjoAKKKKACsnV/+PqD/AHTWtWTq/wDx9Qf7poAo0UUUAFFFFABRRRQAUUUUAFFFFADDLGrhGkUOeik8mn9KwdVVv7WSVPvRJu+taNzdj+z1dfvSALx2JpdLh1sW0ljkz5bq+ODg9KdWHoxWwtbkzNwjnJ9atLqzZRpbR4oXOFkJzmqA0qKrwXazyyR7SrRjJz3HrUP9qRiF5TGQA21M/wAZpAXqa0iJje4XJwMnqaqWuoGebypIfKcjKjcDmodY62f/AF2oA0WdI13OwUepNO69Kzda/wCQev8AvrSy6mtvOlqIWkkKAqB3oA0aKq2d8LoujRmKVPvIatUAFFFFABRRRQAUUUUAFFFFABVvSv8Aj/f/AHKqVb0r/j/f/coA2aKKKACiiigClrH/ACA77/ri38q+ctA0n+3PEqad57QeazfvF6ivo3WP+QHff9cW/lXgfgP/AJH+1/3mrLEScaMpR3SZUFeSTOvPwgk/6Ddx/n8aT/hUUv8A0Gp/8/jXqRNNzzXhvE1l9t/h/kdapx7Hzp4q0N/Duriwa6e4GzduY1iV2nxR/wCRvH/XEfzrj4IJLm4jghXdJIwVR6mvawkpVKMZPdnLVSjJkdFdVJYeG9CC2usJc3l6Rl/s7ACP2OawNQjtftTNpwka2PIVhkoPet76kFSitnXdMtbOK0u7As1pcLwW67h1rR0XTNCHhabV9XguZik/lBYWA4o6N9g7eZytFdB4h0ixtra01LSPMNhdD5Vc5ZSO1YLRyIMvFIo7FlIo8gG09JpoxiOeVB6K5AoaGZF3PBKq/wB5kIFIkckhxHG7467VzigBCSxLMxZj1JOSaSnGOQHBicE9AV60vkzcZhlBPQbTzQAyinPFLHjzIpEz03qRSiGY5xBKcdcIeKAGUU8RTFdwhlK/3ghxUbHAppXdgFortdU0/wAJaFBaJeWl9NcTQhyyOAATXNSvpbWkvkWtyJjJ+7kJ+VV9D70lq7IFsmZ9FbvijSLbR723htN5EkKud3JyaxHiljAMkMiA9CykZpJ3AbRVi2gJuYDcwTC2LjzGCn7vfmrWv6cml6i0cGTbuu+EnqVp9gRm0V2M/hOzbwNbavatIb9xukUnjb7CsXwvo6a9rkFpKxS3Y/vHHYU0rycewr+7zGRRW74m0WDTfEr6Zp+9o921NxyTV3xJ4ZtNM02C5sJWd1Ufadx+61Tf3eYq2vKcrRXU+G4PC+p3Vrp95Z3pu5jgyo4C1fg0fwvqGuXOl2trexPBG7F3cYJWm9BJ9Th6KdKoSV1HRTgV1Hh/wzZ6jo1xdXkjJOeLZQfvULVXB6OxytFbXhvSIdQ8SJp2obvKUN5gQ4PFbB0jw3qo1C20iC7gu7NSxaZwVYA0PRX+fyDrY42itjXdMtrJLW5sSxtZ0HLf3+9aWjaZoK+FZNY1iG5mYS7AsLAcUdG+wdvM5Wiul1vRtLt4tO1GwaSPTrsElJTllxU66Z4d1bTb1tKiuoLm0TcXmYFX+lHfyDt5nJ0V1lppGg2VrYR60lw91fjKNE2Fi+tUjYaTo2p3MWsrNPEnMSQnDMvY0dbB0uYFFdLq+j6Vay6feW7yR6ddLvaNzlwPSpLjT/D+o6HeXejxXNvNaEBvPYEP9KOgbu3c5aiug13Q4LCw02azjmkkuYt8gxnBqDSdLt9R02+Db11CL5ol6Db3zR38gWtvMxqKv6LpUut6lHZQnYz5+cjIXHrVe8tJbK9ktXVi6MVHy/e+lD0AgopzxSxgGSGRAehdSKEilkBMcMjgdSik0ANora8L6Vb6vrRs7wOqCNmwODkCrB0O1/4RWTUUErXS3TQqo5BUe1D01/rsC10OdopWV0OJEZD6MMU7yZtm/wAiXZ/e2HH50AMopSrgBijBT0JHBrX0XS7fUoruGUSJehN1uOgOOuaOjYGPRQAxO0KS2cYA5p3lShdxhkC/3tpxQA2inNFMi7mhkVT/ABFSBSrDM67kgldfVUJFADKK1NK0K41a1vZ4iUFqu4gqTu9hViy0e3n8LXuoyiRbmCUIo6DHPUUPS9+gLUw6KeIZym/yJdv97YcVt2ujW0/g+bVMSNdrceUoXkEY9KHomwWrSMGitLRLO1udVS21NZYo3UgcYO7tVO8tns72a2f70TFTQ9AIaKeYZwu4wShf7xQ4/OmhJHB8uN3IH8C5oASit3VtHtrDQtMvIxIJ7lC0gb1yaZ4Z0dNW1yK0vYplt3Rm3BcZwOOaaV212E3ZXMWipp4GW9mhhjdwjEAKMnFRsjo2143Vv7rDBqU7q5TVnYbRT/JmwW8iXA6nYcCkSOSQ4jidyOuxSaYhhUHqAaAAOgxTmVlOGUqfQjBoCs33VZvoM0AJRTmilQBnikVT0LKQKPKlK7hFIV/vbTigBtFPWGZ13JDKy/3lQkU0BmbaqszegGTQAlFdBYaHBP4Xv9RuElS5gkCoCMDGPSufwwxuRhnpkdaHo7B0uJtU9QKUADoKUqwOCrBj2I5qeCyuJ7mGDyJUMrhAWQ9+9NK+iAr0Vo61o8+iag9pMS+3+MLgGs6pTvsFgooopgFFFFABRRRQAUUUUAFFFFABRRRQB6R8Ff8AkaL/AP69xXtNeLfBX/kaL/8A69xXtNABRRRQBk23/I3X/wD17rWtWTbf8jdf/wDXuta1ABRRRQAVha1/yN3hD/r5uf8A0nkrdrC1r/kbvCH/AF83P/pPJQB0M3+uao6km/1zVHQAUUUUAFZOr/8AH1B/umtasnV/+PqD/dNAFGiiigAooooAKKKKACiiigAooooAzpYnbWlfYTH5eC3aorWymXUSsg/0eIkr75rW5ooB6mItnNNb3se0qzOSue9Oaea8t4rNbWRGXG5nHy8elbPNLk0AZGoRTwSxyWyFi4CPj0o1DTydOijjXzBEdzL3YVr8ikoAydPFn9oUxWE8MmPvPnAqxqkEksCPEu54m37fWr+SaShgtDGnmm1QRW6W0sQBBdpBgcUlzN9l10OImkAiGQo5rbyTVT7Gf7S+17/4du3FHUOhBYJJNdTXbo0av91WGD+NaNHJooAKKKKACiiigAooooAKKKKACrelf8f7/wC5VSrelf8AH+/+5QBs0UUUAFFFFAFLWP8AkB33/XFv5V4H4E/5H62/3mr3zWP+QHff9cW/lXgHgiRIvHVu8jqihmyWOBWGK/3efoy6fxo+gSaY7bEZvQZqmdZ03/n8h/76FRy6xpzROovIskED5hXzMp6aHekeW/FLTtl5a6oX5mGzb6VyHh6eO28Q2Msp2oJVyfSu5+KV1BcadpwhmSQqxB2nOOleaV9Blkn9Xi35nFiY3m0bXiuzuLTxDdSTI2yeQyRvjhlPSl0e71DTrW9SHTjOk8JV2K/cU96msvGmq2VmlqY7W5SP7rXMe9h7ZqqviXUklu5EaNftalJFC8AHsB2rstZOKM27tNlvSs6n4au9OLAyW4326n8zWroaaa/w8uBqks8duLvrCuTmuU0rUG0q/S6Rd4AKsp7g9anm1udrGfT4VWOyll83y8cg/Wqlqn52/D/gCW68mbEusWl9q2i6bpkbrp1tMuwyfeck85Fbl3dNq/xEj0u7CGxhdikAUAEgZzmvPLad7W5iuIsCSJg659RVm41W8utUOpPJtui27cnHNNPVP1/ETWjt2sdnp2vanrGr6lpmpIJbGON8RGMKI8cA5xVRLyfw94OiutHQebcTMkk4XdlQeBWVe+NNVv7Rrd0tYg4w8kMe12Hua0PCSeJDp7JpaWctnI2Ct0wwvuAamKdvu+Y21e/n92hvXkr3N/4UmngWOWRQXXb1ODWbd3Oqa34zlghuEt4bItIuEHyAdcepqPxhrj2upaaltOkt3Yp+8IHyh/QVzVvr9/a6w2qRsn2l87gR8pz6ihO8rrz/AOADTt52X6nX6/eWur+EBcJPcXbRXQXzp4ghHI4GOoq3rHiC6sPE2mWFqkccEyxpONoPmg/yrjdS8V6lqtr9lmS3jh3b9kMe0Z9aq3euX19qUF/OyG4g27CBx8vSmnqu1/0B6r5P8zvItauIvHr6HEka6ZIWU2+0Y6ZznrXnWpxLBqN1En3VlOPzq0Nevhrn9sbk+2ZJzjjkY6VQuJnuZ5JpeXkbc2PWpjo4t9N/vHff5f8ABPQ/E+sWFhBp8NzokF7IbYYlkcgjisa1ZJfAGoSLEsYN6MKOdvTjNYGpavd6sYTdspMKBE2jHFJFqt1DpUmmIV+zSOJGBHO6mut+/wCtxR05fI9DaztrzxtYLdLvRLJXC98gdR71ma54l0e7tprO5nvruaN/kjlgCBCD6iuWn8Q6jcahBfNKFuIFCoyccDsau3vjPUdQhaOe1sPm6usOGP40dv663FHT7l+Vjd1S9vtf0eSXR9RQadFGBLaSoA4wOcVh3ZOr+EIrrcGntCVcdwnaorzxdqV7p5sjDaQRkAFoItrH6mqWlap/Zq3MTRCWG5TY6Urb/wBaoa6f1odrBfLZaHoHmHENxCYZM9AD3qo9j/wicIX/AJa6hcqkeOyA9a5O71e6vLG3spCot7f/AFQA5Apb3Wb7ULi3muZd7W+PKHYY6Vd/e5vP8AWit/Vzu5NM+3/ENp3dI47WMSM8nCjjuaLHQjcQ6xbz6zp9wt1uljSGTLcdBiuOn8U6pcrcrI0f+kjEhC8kVmafdS6XeJd2uFlToTUJacr7Btqt9PwNbwgjR+MbBHBDLIQQfoa2/D//ACP2p/8AXKX+dcrDqt1BrA1WPYLoNuHHy56dKmsNfv8ATdYfVbcx/anyG3LlTnrxT3tfs194PrbyKLRtPfmFFJZ5NoGPU16NdaI9rLo0ces6bbiyQGWOWXDEn1rlrjxpqVyUJtLCNkO4NHDg5rDv7mTUruS6usNLJ940J2SXYJatvuegQ6aumfE+N0ZZYZoTLuX7rE9QKZb3dtr02rWFpp66Y8aszzxEnzOehzXKweKdTt5bSVGjL2gxEWXPHoan1Dxlquo27wMlrbhz87W8exm+ppNaW8mvx0Gnrf0/4JJpwOpeHL3TSwMtqS0APoOta/h++tLD4fSS3lil7CbnBRzjHPWuR0rUX0q/W6Rd/BVlPcHrUs2tTtYTadCqx2MknmCPHIP1qm9H52/AS/Jmz4mtbjUb3TxYAnTp1xapj5Y/UVDdXlt4fspdItN0l3IwF1MRwPYVSsPE+pabaR2sBiaONtyb1yVPtVy68caneRyJNZ6d+8GGYQfN+dJqysgWu5P4hgknudBMSFhPHhMd6sa3pkWo67JdXMhSxs4VWcgZJI7CsjT/ABbqem2ZtohBIn8DSpuaP/dPajTfFup6XHMkS28yztukE6b8mh76eb+8S2+5fcF9dyeJ9UtLGxi8qCMeXCrDovqafql/Z6ZpM2iaeHd3b/SZmHVh2HtTn8Z6k13FdJbWMUsX3fLhwPxovfGeoX9vJBNZ6cBJ95kgw350bL+tSludJrOuX+jaJoH9noEkkjCtNt3bhn7tUdcuV03xhaXKhIXuI1Fwo7Ajmsu28b6va20Nv5dpNHCu2MSx7tv/ANesO+vJ9SupLm5fdK/U+n0pt+9fzf3diUvdt5f0zsvD5udF+IX2e2kCwXALDAzuXtUum3c2q+K9Uur0i4nsopGt1K42kZxx3rmpPEUxexuYowl7aAKsv95R2NE/ifUZ9Vi1LEEVxH/zyTar/wC8O9Lsuya/yY3rd97f8E3bTWb7xHourJrO2SOHBSQoF8o56VNqOqXvhnRNGTRsRLcrulcIG3nPvXO6r4q1HWLY28yW0MROWFvHs3/X1p2meLdT0q0FrGltPEDlRcR79n09KF/l87f1+AP/AD/E7G3jjHja2mWJYpprJnlQepB5qlY38+meA7y6tog0y3jbZMZ8s+uK5OHxDqMGrPqayBrp1KksMgA9hVjTvFmp6XatbQCB4GkMjJKm4FqTWllp/wAPcd9e+35WOiutuu2Xh671VU+0zvhmxtMg+lT/ANu6m/jKTQmjB0xS0Yt/LGNo75xXF6prl9q91HcXDJG0X+rWEbVT6DtWjJ431iWzNuVtQSmzz1jxLj/ep+dur09RW6eW50OhRQ6l9rsLpVaytJd9u5GMt18vPfNcvLrN4vir7ZN+7eOQxbcY2JnpVddfv0soLSNkSOF/MUqMEt6k96r6lqM+rXRublYxKRglFxn3+tC0kn2/q43Zprv/AFY6SCyW0+IdiyBWt55Q8fHBHGa6Cx1ya+8a32kzQRHTRvYW+0YBHfPWuK/4SKZYbAxxKLqyP7qU88ehqvb67fWury6pEyfapM7iRxz1o2XL0Sa/yJd3d9dDrtL1e612x13T78pJbwQs0C7QPL9Kk8MySaHb6bFfajOkd6+IbeGEMGGeQxPSuKstYvNPN2bdlBukKS5HY+laFh4y1XTrOK1iW2kWI5jeWPcy/Q01pr5L/gjf+Z2FnqV3p134mhs38qKIGRE2A7WJHNYFjPPqHgvVJp23zy3S5bGMnmsi18U6nZ6lPfoYnmnGJFkXKt+FQya/fSW9zbgRRxXDiR1jXGGHpU2urPsl9zKvrp3v+B6DoMhsJrfRtQv555pLcyC2SEGPbjjLdc1l6XdPpXgjU5rWANJHeNsOM+Wcdaw4vHWswwJEq2u5E2CUx/Pj61W07xZqml28kEHkPFJJ5jpIm4E05a3/AK6kx0SXoa+u3s9/4T0vV70L/aAYlZANpfB9KoeIbY3x0/UYCG+0qqOR/wA9KzdX1y81uVHuhGix/cjiXai/QU631gw6M+nPFvXf5kb5wUb1o01b73/z+/cOy8rf16HoenyiAXWh399PdXMdozNAIR5S5HGG61zkN5ceHvCIu9JjCzzXDJJMF3YUdBVBvHetNCY9tqGZPLaUR/Ow9zVTS/FGo6RFNFAIJYpTlo503KD6gUO7bf8AW4KySX9bHXakP7U/4Rg38AUy43xnjdzU+j67qlx42uNMlg/0OAOkabAPLUDjnFcPqPiXU9Ua2a4kUG25iKDG2tH/AIT7WwUZVtVkVdpkWPDMPc96O/z09RPa3kalrPLo3ha/1XTlAvjeNGZdu4qv0omuH1aw0HUr9F+3PcgeZtwZBu9K5rTPEmoaRNNJb+VIsxJeKZdyEnvim33iG/1C/gvJTGjwMGijjXCKR6Cmt18vlYp9fn87nfPr90fiANIVI10+UMskIQfMcdc1i6PqEGnT6hpVlcmy1Caf91OyBk69DnpXNf2/f/22NY3J9sBJBxxzVmx8WX+nvK8dvZSvK25mmi3EH2qY6JX7a/fcT8vL8itr8F/b6vImpTJNcnkyR/db6Vt/DwhdZvWMIm22jHyyOtUYIdM1wyX2sa99junc/uhEWAHt7Vt+F4dN0rWrt9O1ZbwfY2O9k2AN6e9OPuxafZhP3thtrq15r3h7XItTVTb24HlEoF8r2HrUmu6ncWnhbRbO3ZIo54VErbRll9K57VfFWo6paNZSpbwwE/MII9u/6+tUb3V7vULW2trhlMdsoSPAwQKE9vl87De/3/I7fV9Z1DQtd0/R9MQR6e4QGIICJN2M80Q21vY6zrV9Z2ytdW8QeOMc+Wx68Vzdr411e1sltQttKEGFllj3SL9DWfp+u6hpupPfwShp3OX8zkP9R3o+ffX1Etvu09Drk1a/1j4falcagu6QTACXbt3cVn+KELS6B5aZzDH90delZ194w1XULKWzkW3jt5W3MkSbRmlsvGWq2NjHZpHaypH9xpo9zL9DTT96/mn9yDpb1/Gx1s9lbzeNr2WWFXltrXzYosYy46VzFv4v1671yz8+6wVnVQnlAbQTyOlZ03iHUp9ZXVmlAuwc5XgH2PtU+p+Kb7VgnnW9nEyNvDwxbWJ+tKPu2/rqD1uv62NP4g6rfXWuSWc8263jwVXaBg/WuRrW1bxHfa3BHFeJb/u8YdEwx+prJqYqysNu9goooqhBRRRQAUUUUAFFFFABRRRQAUUUUAekfBX/AJGi/wD+vcV7TXi3wV/5Gi//AOvcV7TQAUUUUAZNt/yN1/8A9e61rVk23/I3X/8A17rWtQAUUUUAFYWtf8jd4Q/6+bn/ANJ5K3awta/5G7wh/wBfNz/6TyUAdDN/rmqOpJv9c1R0AFFFFABVW7sY7x0Z3ZSowNtWqKAM7+xov+e0lH9jRf8APaStGigDO/saL/ntJR/Y0X/PaStGigDO/saL/ntJR/Y0X/PaStGigDO/saL/AJ7SUf2NF/z2krRooAzv7Gi/57SUf2NF/wA9pK0aKAM7+xov+e0lH9jRf89pK0aKAM7+xov+e0lH9jRf89pK0aKAM7+xov8AntJR/Y0X/PaStGigDO/saL/ntJR/Y0X/AD2krRooAzv7Gi/57SUf2NF/z2krRooAzv7Gi/57SUf2NF/z2krRooAzv7Gi/wCe0lH9jRf89pK0aKAM7+xov+e0lH9jRf8APaStGigDO/saL/ntJR/Y0X/PaStGigDO/saL/ntJR/Y0X/PaStGigDO/saL/AJ7SVNa6fHaSmRXZmIxzVuigAooooAKKKKAKWsf8gO+/64t/KvnXw7pMOueKE06eR445WbLIcEV9Fax/yA77/ri38q8D8B/8j/a/7zVjiJONGUlvZlQV5JM7g/B3Tv8AoIXX/fdN/wCFPad/0ELr/vuvSiabnmvDeIrfzs6+SPY+dvF2gxeG9bFhDLJKmzdlzk1hV2nxR/5G8f8AXEfzrkLa2lvLqK2hG6SVgqj3Ne3hJSqUYt6tnLVSjJkWRRXWTr4d8OkWV5px1W8H+tfzCgjPpWDfRw3Ny82mW8gt8bmjAJ8sfWt7oixRozW3r2n2kVtZ3+nRlbWdcY64Yda0tFtNGg8IzavqWmG+lW48sL5hXAo6NvoHbzOSoro/EOl2Rs7HVdHgaO1uxgQZyVYdvesOaxvLdA89pNErHALoQCfSjyAgoyezMPoxFWpdM1G3h86ewuY4v77xkD86jt7O6vCwtbWafaMt5alsfWgCH8z9aKnayu43VHtJld/uqUILfSnNpuoIyK1jcKznCAxnLfSgCtRVi5sL2z2/a7SeDd08xCuacul6i4Yrp9ywQZYiM8D1NAFWirS6ZqDwmZLC5aIdXEZwPxqoxIHvmmld2AXI9aK7fWV8MeH4LOKXQTczTQh2kMxXk+1c1JNaS2EzQ6Q67pRtuAxKxj+7SWrsgWyZm0V0PivSrXTb+1hsYmUSQoxUcksaxrjT76zRXurKeBG6NIhANJMCvRV+DTLyKWC4u9OuRZbwZHMZCle/NTeItPj07UT9mUi2lXzIfYU3pYFqZVFdvN4XsJvAdrqFrGRqTL5jnOcqOvFYXhPSYta1yGC54tAR5zegzTSvJx7Cv7vMYtFdD4p0e3s/FTabpkZWIthFzmrvibw/p9ppUVxphPmQqBdHOfmqU/d5ire9ynI5HrRketdX4Yl8P397aaZeaEZZpThrjziPfpWhbWnhzU/EF1pcOiG3EEbnzPNJ3Fab0EtjhKKdMAk0ijhQeK63w74e0+70WebUMi6m4tOcZoWquD0dmchRkVu+GdLguvFK6fqMZkiQN5iZxnFbK2nh/WxqdrY6SbCazUsJjKWDYPSh6K/lf5B1scTRmtvXtPtYILS+09CtrMgB5z8461paNbaJbeD5NX1PTDeyibYB5hXAo6N9g7eZyVGRXUa7pulRQaXqtnCbW0uwS8BOSMe9TxW+ga3pl/8AYdMayntI9wm8wt5n4dqHpfyDt5nIZorr7az0LSrbToNVsDdXF8MmUOV8j8O9UpbfSvD+q3UepWhvox80MW7ble3NHWwdDnaM11Gs6dpFu+majDCYLO5Xe9tnP4Zp80Oh6xoF/dafpp0+azI+cyFvM/wo/Qa1a8zlKK6jWvD6x6fpkml2U0ks0O+bywW/GqmkaXBfWN/azQuupx/PFnghR1GKO/kJa28zCorT8P6LNr+qpZRiRQQS8irnZ9ahv9LurDUnsngl8zcVjBTBf6Ch6WXcClRVm506/s0D3VlcQKejSIVBpLfT768Qva2VxOo6tGhYCgCvRW94V0qDUNfNnqEDFBEzFDwQQKtDQ7abwpJdwWzyXv2tok2ZJK+mKHor/wBb2Ba6HL0VLPbXFo+y6gkgf+7Iu01KdL1IQfaDp9yIcZ8zyztx65oAq0VI1vOsSytBII3+65XhvpWzoulRXYu7K7t5I75o99tuGDgdTijo2BhUU5YpHl8pI2aTOAgHJNTtpuoLCZmsbgRA4LmM4z9aAK1FWZdOv4IRNNZXEcJ5EjxkKfxog03ULmLzbexuJo/76RkigCtRW5o3hi71i0vrhUmT7KuQojJ3t6fWpbTSID4Uv7u5gdL2CYIu7gqOe1D0vfoC1/I56irS6XqTQeeun3JhxnzBGduPrWzY6Pb3fgyW+S3eW+Fz5abeSRjpih6JvsC1a8znKK19IsYotZjttbtJY45AVCSAqd3aqF9avY389q4O6Nyv1o7AV6KtNpepJB57afciHGfMMZ24+tRW9pd3m77JazTlRk+UhbFAEVFdDrek29hoGl3CQNHdToTLu65z6UvhjQJL3WoY9SsLgWciMwZlKg4HHNCV212E3ZXOdoq29jPPqE9vZW0sxRjhY1LEDNRTWl1bzCGe2limJwI3XDH8KSd0mU1Z2IaKt/2VqRjaT+z7rYvDN5ZwPrUdtZXd6zLaWs05X7wiQtimIgwD2oxjpkfSnywywSGOaJ45B1VxgilhgnuHKQQySsBkqi5OKAI6KsfYL37SLb7HP9oPIi2HcfwptxaXVnII7q2lgc8hZF2k0AQ0VbbStSVQzafdKrDIJjPI9akJhGk7f7NkEwfBu8nH+7igChRVs6VqYiWT+zrrY3Ct5Zwa0tc8L3eiwWspjmkSaMOzGMgIT2ND0BamFRVv+ytSCFzp9yEHVvLOBUdpE0t3GpheVAwMiqMnb3oWrsHS5BRWx4i06GxvI5LRCtpcIHiB7D0rPhsL242+RZzyh/u7EJ3fShagyvRVqPS9RlkeOPT7l3T7yrGSV+tRJa3Ek/kJbytP/wA8wvzflQBFRV1dJ1D7bBazWVxFJM4VVaMgnPoK3JPCb6Z4qs9Pu45ZbSVwGkZCoOR0zTSvbzE3a/kctRWvqukyLrt1aabaSypE2AkaliBRomlmXxNZWGpW0kaSsQ0bgqSMUoe9a3UcvdvfoZFFa2r6Pc21/cm2sZ/sSOQsgQlQPrWTSTurjas7BRRRTEFFFFAHpHwV/wCRov8A/r3Fe014t8Ff+Rov/wDr3Fe00AFFFFAGTbf8jdf/APXuta1ZNt/yN1//ANe61rUAFFFFABWFrX/I3eEP+vm5/wDSeSt2sLWv+Ru8If8AXzc/+k8lAHQzf65qjqSb/XNUdABRRRQAVn391dRXkNvbeWN6liXrQrMvv+Qza/8AXM0AN8/Vf71v+Ro8/Vf71v8AkamooAh8/Vf71v8AkaPP1X+9b/kamooAh8/Vf71v+Ro8/Vf71v8AkamooAh8/Vf71v8AkaPP1X+9b/kamooAh8/Vf71v+Ro8/Vf71v8AkaLq8tbGMSXlzFbxk7Q0jYBPpUqkOqspDKwyCO4oAi8/Vf71v+Ro8/Vf71v+RpBfWZuzaC7hN0BkwhvmA9cVPQBD5+q/3rf8jR5+q/3rf8jU1FAEPn6r/et/yNHn6r/et/yNTUyWWOCJ5ZpFjiQZZ2OAo9TQAzz9V/vW/wCRo8/Vf71v+RqlB4l0C5nWC31qxlmbgIkoJNaZBBwaAIfP1X+9b/kaPP1X+9b/AJGpqKAIfP1X+9b/AJGjz9V/vW/5GpqKAIfP1X+9b/kaPP1X+9b/AJGpqKAIfP1X+9b/AJGjz9V/vW/5GpqKAIfP1X+9b/kaPP1X+9b/AJGpqKAIfP1X+9b/AJGjz9V/vW/5GpqKAIfP1X+9b/kafZ3d2+oNbXPlkbN4KU+obb/kOn/rjQBq0UUUAFFFFAFLWP8AkB33/XFv5V4H4E/5H62/3mr3zWP+QHff9cW/lXz94MuIbXxvBNcSrFErNl2OAKwxSvQn6Mqn8aPoMmmSNsjZh2GayT4r0PP/ACEoP++xUcninRGidRqMGSMffFfNyb6I70ec/FPTlS4tNTLZkmG0jsBXG6Bcx2mvWU8pxGso3H05rtfiZqVlf6fp62l1HMyMdwRs46V5zXvZZJrDx5vM48Sk5tI3fFem3Vpr1xO0TvDcuZYnUbgwP0pdIbWrC1vUs7NXSWE+cX6qnc0yw8X65plotra3aiFfuh4w2PzqsNf1MS3MoucPdKVmwvDA9vauy1k0jO92my/ox/tHw/e6YXzLGu+3U/ma2NBOmL8Pbk6vHcPbi7xiDhs1yGm38ml3yXUQyVBBU9weoqWfWLqW3mtI2EVnLJ5phHZvrTk9Hbrb8P8AgCXTyZtSa3BqWuaPZ6fC0OnW0yCJH+8eec1uz3kmo/ExLK9cPaxO2yBvuZ29a88hme3njnibbJGwZD6EVNcahdXV8b2aYm5J3FxxzVJ6r5/iJq6a8rHa6Xqus32uapZ6kXlskikzHKPkQA8EfhVY3N3pfgmCfRAVMs7LLNGPmIzwD7Vi33i7XNRs/slzdq0PQhUCk/U1peE49bW0c6brFhZwSHa8dywzj1ANSlpb0/pjb1v5/odHeSXE1/4Tkuows7KCwx3waybhtS13xtcRNevDDaFpAEOCoHXb71X8Xa6U1GwjsbsS3FimHnUZUv6iubh1nULfVDqUU+27JyXx1/ChO8r+v47A1aNvJfqdrrt3bal4MEsIvpBHdBfMvfv5yOntU+ua7f2nivSbK3cRQusSSKo/1oP971ri9R8T6vq0IhvLkPHndtVAoz+FVrjV767vYr2ebfcQ42PjpjpTT1T87/hYHqvk/wAzvotYvU+I7aWj7LByym2A+T7vpXnuqxLDqd1GgwolOB+NSjWb8ar/AGoJ/wDTck+Zj1qpNK9xM8sp3O5yx9TUx0cX2/zHffzseh+J/EB0qDT7f+y7G53Ww/eXEeWHFY9pIZvh9qEmxU3XoO1RwOnSucvtTvNSMZu5fMMS7U4xgUkepXcWnPYJLi1d97Jjq3rTXW/f9biWnL5HpAt7afxxYC5QOFslZVPc47e9ZOteJNMeG4s5LbVZ5lfgXYyiEHtXIz6xqFzdw3ctwTPCAI3AxgDpV+78Za7fQGG5uo3Q4z+6AP50dv663EtPw/KxvanPc+I9LlutO1G4t7aKMCWxnBAOB1WsWYnV/B4l3briyJ3+oTtVe+8V61qNj9iublDb4A2pGFPHuKq6Zqj6Z56iMSRTpskQ9xStv/WqHfb+tDtI78afoXh53OIZojFJn+6agu7IeFYY4kI8zUrlQuD0QHg1x1zqd3d2kVpNLm3h/wBUmPuj0pLjUry7nhmuJy8kOBGT/DjpVX96/n+ALRW/q56FJpy3Xj6W7nkWKG0iEjSOOAcVFpem2Fz/AGratr1teG8DSpFGDnPYciuLm8RarcJMst1uE/Enyj5qo2lxLYXKXFq3lyp91gOlSlpyvawbarfT8DY8JRvF4zsYnUh1kII/A1teHgT4/wBTABJ8qX+dclHqV3Fqf9pJLi83bvMx3+lS2etahYao2pW0+y7bO6TGc568U97X7NfeD628iA200+o+SsMmXk28qR1Nd/qOn2dndaTEdftLVrBRvicHJJ+grlrjxpr10F866jO05UiIDBrFu55L65e4uW8yV/vMR1oTsku39f5hKzbfc9Ei09LD4mQXFuwmt54TKrjo7d6ZBet4im1awn0+LT4oVZ/Otk2F+ejE9a42HxFqtu9s8Vzhrb/UnaPlqfUfFut6rbG3u7tWiJyQiBSfxFJrS3k1+I09b+n4FrSR/aOhX2lFwZYcvbg+g61seH9TXSvh/JcPZwXSG6wyTrkAZ5rjtM1CXS75bqEZYDaQe47ipJ9XupLaWzjYR2Uj7/JA6H61Tejt1t+H/AEvyZveIrG41i+sLiwB+w3agQJ/DEe4x2qDULuPRLR9G0+CYuWAu52Q/N7A+lZll4h1TTrZba1udkStuVSoODV648ceIbqF4prqJkcYb9yuTSasrIFruXdetJru40BoI2cTx4UgZx9fSrGr6bDf65NfXW82NjEqzLGMszDsK5+x8T6xplo9raXQWF+oZASPoT0pdN8T6xpCSLZXIVZTlwyBsn8aOunm/vEtvuX3E1zNdeKdZt7WGBoIV+SFWUgIvvT9YvobLTZdE023mWINi5mdDl2HofSmS+MddmuI7h7qPzY+VZYgMUt34016+t5Le4uYmjk+8BCoJ/GjZFLe502uanqunaF4fGnB4t6AGWMfM3PQ+1UfEN4NP8XWdxlY5XjX7Ts9CO9Y1r4y16ygSGC8URxrsQNGDgVj3VxNe3Dz3EheVzlmPem371/Nv/gEpe7Z9rHaaIs+lfERI7aZo4LlS4C9GXtUmkz3N74r1aa7Z57m3ika2Eo+6RnGK5iXX7p1s3QBLq14SYdcemKbc+ItVu9Rh1Ca5H2qH7jqoH5jvS7Lsmv8mN63fex0Gn6lqWqaJrA1t5JYI+Q0w5Q5/hqbV73UNH0PRF0RpIYpkzI0I++2e+K5vVfE2r61CIb+5V4wc7VQLn64pdM8U6zo9ubeyulWInO10DY+maF/l+AP/P8AE7eAKfG1q7Rqly9kWmVR3weT71Rsru8sfAF7NZR5lF43zgZZPce9cbDrOoQai+oR3BF04IZyM8HrViw8T6xpcJhtLoJGX8wqUBBb1oaurbf8Pcd7Pvt+VjqJ2/tKw8OTawQ1zK/LOPmcZ/iqb+1NaPjuTTWLnTgWQW5H7rZ/KuI1LV77V7oXN9N5ko6EDaB9AKvyeMdelsPsL3imDbs+4N2Pr1ov19dOmoraW8tzqPD4jvDeW10A2nwTZtSw483sg9s1ylzqd9D4oa6uWZJo5ShB42pnoPaqh1m/NpDa+fiGFt0agYwfWotQ1C61S48+8kDy7du4DHFC0kn2/q/qN2aa7/1Y6iGzW2+IWnzxYNvcSCSLA6jjNbmna5e3nj2+sJtrWWHP2bHyAjPOK4j/AISC6FtZpGAk9mcwzdwPTFV4dYv7fUX1CKfbdSZ3PjrnrRtp0Sa+/Yl3evV2Ov0XVLzV7XX7K+lM1vHCzRo3Ij+lT+G0GiRaWt3dag/22T91Dan92uD/AB1w1rql7ZG4NvNs+0qVl4+8DV+x8Wa3ptmtra3YWFfugoCR+NNaa+SG9fxOzt728tL7xPFaTSRIgLpGn8LZ6j3rB0557zwTqbzszzSXShmfqTz1rEtfEWq2eoSX8Fzi5l++xUEN+FRy63qM8U8Tzjy7hw8ihQMsO9TbSz7Jfcyr66d7/gei6AE0y7t9JubjULm4e2Mm1T/o4BHQ1labPc2HgfVJLGIb1vGwwHMfuPeucj8Za/FapbpegRou1fkGQPTNQWHibV9MjeO0ugiO/mMpUEFvWnL3r/11uTHRL5G1rd3c3Pg7Sr6/bdf7iY5GHztg96p69b/2jFp2owMD5yrFI3/TSsnVNYv9anE1/MJHHTC4A/AU+31eSDSZNOaMPEzb0JPKN60aat97h2Xlb+vQ9G00x2cl3os82oXdzHaMz7zmDBHaubW4vNK8GCfRw0cklyyzSxD5sdh9Kym8Z+IGthbtejy9uziMZI9M1V0zxHqujiUWNyEWb76soYH86Hq3/XUFol/XQ7XUBJeN4XOpRKJHxuVhw3PepNG1LW5vHV3Zzq5s4g6rGR8sagcba4O+13U9SMJu7kuYf9XgY21ePjbxCVjX7cB5a7VIjGce5o7v1/ETWljcgln0/wAI6he6Xlb03jI8qD51Wh55r3TPD91qQzfNcgLI4+dxu71y2m6/qekXMlxZXGySTO/coYH8Kbe63qOoX8d9dT77iNgyELgKR7U1o0/T5WG9b/P8Tv31y/f4kLpwk22bhleAD5W46ketY+m6jDaT6ho8ElxZXM0/7u6hXheejY7Vy39s6h/ao1Pz/wDTRkiTHrVux8V6zpplNrcRqZW3OWjDZP41MVZK/b9bg/Ly/Ih160u7LVXivboXU2MmYH7wra+HsjQ6tfyoAWSzYjIrOtv7G1LzLrW9Tuorx3JIiiyCPzpk13a6Ncl/D2oTyCWMpK0sYBwe1NXimvIJe89DqPCV4LuDW9Tv2uLi6iUbWhI81B/s02PV9J13WdNtlt76SRJOZL8feAB4zXGadql7pN4Luxm8qb1xkH6ir9xr+sa/cW8F1dxBg+UfYECn1JFNbr5Ce0vmdjoOp65c+KdTtrxXa2jhcBXHyxjtisfeI/BMsjIHVdQYlcdelbkOo6jpdncXeva3Y3SLCYoYrUgsSR3rz1dYvltjbJNiDzTKEx/F61K007W/O5XS/n+h12qXl5rmnvqWk6nc2sECjdZy5XBA6r2pvi7U9QlTRYnuZmglijMg/hY8da53UPFWs6pY/Yru5Rrfj5UjCk/iKY/iTVpNNTTnuFa1jxsUoMjHTmqWjXk0xL/M67xF4ivLHxhbwPMy2ICCSIdGGO9VLqwfwzaanf5UNef8epHYHrXORJe+KNU23F5CkxUZlmbauBV7xZqi3ctvp8MvmwWi7Q4PBPfFRZqKXV3+7r/XmNb+St96/r8BELav4RkRn3XVo+8A9RHWtJrF3pfw50prJhFKzsRMB8w5PANcrpWqSaVcSSIgkSRCjof4hTLjUrq5sksnf/RI2LRxY+7mrb7dbP7hLpfpc7XxFr2oWMWiz2kvkTXESNM6cGUnHWn6jpTXPjea5hme2EduJpTFwxHUhfeuHutTvL1LdLiXetuoWIY+6B0qyviPVk1Iait1/pQXZvKjGPTFLrfzf4h0t5I7fU9SS50DSr+ya+V1uwFmuz+8+8M/hUWs319P8QtOt5p5Xtw6sqt93ODXHaj4l1fVY1jvLkOiNuVVQKAfwp8/irWrlbdZbpW+zkNEdgyCPemt7+f6A9U15W/E6VbdrfW9Z1aS5uobaB8Otof3j59K0tQeK58S+F7mKOYb04af/WN9a4W08S6vY3c91b3IEs/+tLKCG/Ci48Satd3sF5Ndbp4P9UwUDb+FKOnKuwPW/nc7WDU9WuPGuo2M67LAROWgK/uwPX6153diMXs4i/1e87cela1x4x167tHtZrxTE/3sRgE/jWHUpWt5IpvcKKKKokKKKKAPSPgr/wAjRf8A/XuK9prxb4K/8jRf/wDXuK9poAKKKKAMm2/5G6//AOvda1qybb/kbr//AK91rWoAKKKKACsLWv8AkbvCH/Xzc/8ApPJW7WFrX/I3eEP+vm5/9J5KAOhm/wBc1R1JN/rmqOgAooooAKzL7/kM2v8A1zNadZl9/wAhm1/65mgCSiiigAooooAKKKKACiiigDhPitafbtB0603bfNvFUN6citHwprbL4Zn+2DbPp+5CrHkqvQ/jTfH1ndXlrpAtYJJjHfIzhBnauRyay/Enh3U5vENsNNGLTUAv2w/3NvP60o35XFdX/TKlb3W+i/XUwvC0Mr/E59XuHY/brUyqrfwKCOP0rp7j4g3LTXMml+Hpr/TbZist4sm0DHXj2p11pU3/AAsSIwWzrZDTzEJQPlDccZrE0zUtR8KaXqHhubQ726uJZXMM8EW6Ihjxk07+6kui0XfULa3fW1/uOttvGFpdX9hBFCxt75QYbgngt/dxU9x4lhttbn094G8m2jL3FzniPHbFc/eeHbyy8EWsiReZq1i3nxpHzh+eBU+k6Le6n4O1Ca7Uxarqsf7xZBjawpS0Ta6X/Hb7v0Jjra/X+n9/6jbT4hPc3cXmaOIdNmfal79oByOx29a2vGmD4H1j0Nsfyrzjw/p2gWH2Wy1PwXqrajA4RriMMYiR/F16V6X4tglufB2qQQRtJK9sQkajJPtTqJcmn9bDpv8AeK/9anK2Pg3RL/4dQyR2MVrefZllF1Cu2QMBnrVnSPGI03wLZXV8r3N6WMESZ+ad8nAzWdpXiPU5/DFv4esNA1G31ExCEzXUW2JRjBOas674Xu9M8O6G9mhu5dJuPPmQDLSDr8o9aqb956+62v8Ah/0FFXST31/r7zU07xtcTagtjq+hS6XcyoXt0d93m49+1WZfGVrF4audZ+zsTbv5bQZ5LDqM1kwXt3408S2FyNKurCzslPmtdx7WYnsvtVKPQtQbxhLpTW7/ANkmRroykfKxPG3NTZvTZ/5f5rQE0teitf59PlodW3ii2+y6dPFEZDfMAiA8r6n8KwG+JM00l8mneHZ7z7DK0dwVkxtA/iqHwvo17H4o8m6t5Es9MDrC7D5ZN2TkeuKs+DbC8tNO8RLcWskTzXExjDLguD0x60PZyXa6/RDSto+jS/z/AEOo0TV7fXtHt9TteIpgSFPUY4xWhXKfDu0ubHwjBBdwPBKGbKOMEfMa6uqmkpOxKvswoooqRhRRRQAUUUUAFQ23/IdP/XGpqhtv+Q6f+uNAGrRRRQAUUUUAUtY/5Ad9/wBcW/lXzt4a0q21vxXHp93u8mVmztODX0TrH/IDvv8Ari38q8D8B/8AI/2v+81Y4mTjRk1vZlQV5JM9APwg0Ef8tbj/AL6pP+FQ6Fn/AFtx/wB9V6CTTc814br1f53951qEex88eMtBtfDmvCxtGZozHuyx5rArs/ij/wAjeP8AriP51ydnayX17Daw/wCslcKPxr28G5VKMG9Wzlq2jJlckDqRS11l3caL4ckGnrpcWpXCcTyTkja3cDFYV1GNQuJLjTbN1iA3yRqMrGP8K2uuhFu5Q60hIHUgVva9Z2v2Ky1Kwh8u3mXayjsw6mtLRU02z8Fz6rdaXDezrceWPNJAA/Cn0bfQO3mcgCD0orp/EOnWlxYafq2l2vkJefL9nXnDD0rDudJ1GzRXurKaFWO1S64yfSjrZgVKQqD1rRuNB1i0t/tFzptxFB13svFQ2em3+o7/ALDaS3GwZby1zgUAVQMdKKtyaXqEMkcUtlMkknCKV5b6U99F1WJ40k0+dXlOI1K8sfagCjRVu90nUdNCm+sprcNwpdcZqVNB1iQOU0y4YINzYToPWgDPoq+mh6vLbm4j024aFerhOBWe2QD6g4ppXdgDcvqKXI9a7rXbjR/D8NlCnh+2uHlhDNI5bOTXMPN5+nTSR6QixNKP9IXP7v8A2aS1dkC2T7mZnNFdH4t0y3stRtILC32+bCh2ryWY1k3mj6np0Sy3thPbxscKzrgGkmBSorUi0XUrZob270uf7CHDOzLgFaf4lsI7HUA9smy2nTzIx2A9Kb0BamRkZxnmiu8l8O6fc+ALW5t4AupFfMZweWUdeKwPB+lwatrsS3g/0JCDMenfpTSvJx7Cv7vMYXXpRkHoa6XxVpVvF4vbT9NhEUTthFHNXfE+i6ZHpKTaWm2S1AW5IOctUp+7zFW97lOM3AdSKNy+orrPCt7pl3qNnpd1oVtN5pIacsd3T61p2Y0fVPEt3pf9h28EUEUhDoxySOhpvT8/uEjgaMgd6fMAk0gHABOK7Dw7ommy6JI+oR7rq64tTnGKFqrg9HY4wnHWkDA9CK6HwvpkEvi5bG/hE0ce7ejdyK2I10nXP7UtF0eGwNopZJ0J5wehzQ9FfyuHWxw+c0hIHUgVva/ZWy2lnqNhFst5kCsByNw6mtLRl02y8FS6rc6VFfXAn2DzCeB+FHRt9A7eZyAII4NIGB6EV1mv2mlraaTq0Nr9ljuVJltlPp6VNbnSdf0vUVi0mKye1j3RzRk5Y+9D0v5B28zjSQOpAoJA6muyhTSdEt9Mtr3TY7yS9GZpXJzF9Ko3K6f4a1a5SexW+DDfDHKcKFPSjrYOhzeR60Ag9CDXV65baXB/Zepra+RHcJvktlPyn6U520vW/Dmo3MWlxWEloRskiJ+b65o6PyGldrzOTyKM11us+HWl07S20jTpJJpIN83lgnPvVLR9NiurXUNOubZk1Ff3kZbgqB1FD0v5foJa28zn6K1/DOhS+INYSz2SiPBMjoOUqHUdFvLDVmsDbTby5WJSvLj2oejS7h38jOoq7eaNqmnRiS+sJ7dDwGdcCiz0bVNRjMllYT3CLwWRcgUAUulGRnFdF4T0uK68RtZ6lbEhYnJjfgggVaj0SG68IyTW1mZb43jRoV5O30oeiv8A1vYFq7HJ0VPd2N5p8oivbaS3kP8AC64NWToGsra/am0y4Fvjd5mzjHrR0uHkZ9FTtZXSQJO1vIIZDhHxwxrZ0XS0me602+tWjvJYt9uW4Kgc0dwOfoqSOCaW4+zxxM0xbaEA5Jq22h6slubhtOuBCDguU4Bo6XDyKFFXp9F1W1tRc3Gnzx25GRIy8UWui6rfQefaafPPD/fRcigCjRmui0LwndaxZahO0FwGth+7Cj7zdxT7XSYU8JajNd2xS9hnCAtwVHPFEtL36Alf77HNUZ5xV9NB1iS1+0pptw0GM+YF4xWxp2kQ3vgmW5itTLf/AGry0K9cY6UPRN9gWtvM5jpRW1plgdP1uG31ywkRJQVCSDHzHoaz9Rs2sNSntWB+RyBnvR2Aq0VoNoOrpbG6bTbgW4GfM28YqCz02/1IOLC0luCgy3lrnFHWwFbNGcV0uv6VDYaBpUgtjFdSofNz1Jyak8L+G7mbWrf+1NMm+xSRswLghTxwaFq35A9Fc5aitE6RfXd1P9hsZpolkKgouQPao7XR9Tv3kSzsZp2jOHCLnaaSd1cbVnYpUVbh0vULi7e0gs5pLlPvxKvK05tG1RbwWbWEwuiM+Vt+amIpUV0nh/QZl8U2tnrNhJHHIrExyDGcCqOpaJqEEs9ymnzLZBztk2/Lih6WBamTRV2z0fU9RiMtlYzXEY6si5FRxadfT3ElvDaSvPH9+NV5X60eQeZVCgHgUtTXNpc2UxhuoHhlHJRxg0W9pc3e/wCzQPLsGW2DOKFqBDRnNW7zSdS0+FZbyymgjb7rOuAa2/EWkRxnS4tNtCZZ7ZXZU5LHHJoe1/kBzBAPWl6VNFZ3U8rxQ28jyRgl1UcqB1zUlnpl/qG/7FZyz+Xy+xc7aAKvSitG3sr2xv4PtOlPKX+7BIpHmU19Pvr25ma206RQrYaNFyEPpR6AUKKtXumahppUX1nLblvu+YuM1bg0bUbSSC9vdLnFiHBdmXAK0LUGZVGa1vEthHp+pE267beZPMjHYA9q1tR8PmfQNIfS7B5bqaLdL5YyW96Olw62OToqyNOvjefYxaS/ah1i2/N+VOk0nUYbiK3ksplnlGY4yvLfSgCpRV270bVNP2fbLCeDecLvXGTUP2K7N0tr9mk+0N0jxyaAIKKlW1uHeRFhcvGCXXHK49atDQ9WNp9r/s6f7NjPm7eMUdLh5FCirtno+p6jG0ljYTXCKcMyLkA1UdHikaORSrqcMp6g0AejfBX/AJGi/wD+vcV7TXjfwVtp/wC3b+68pvI8kL5mOM88V7JTaa3AKKKKQGTbf8jdf/8AXuta1ZNt/wAjdf8A/Xuta1ABRRRQAVha1/yN3hD/AK+bn/0nkrdrC1r/AJG7wh/183P/AKTyUAdDN/rmqOpJv9c1R0AFFFFABWZff8hm1/65mtOqd5p63k0cpmeJ0GAUNADcH0owfSo/7H/6fbj86P7H/wCn24/OgCTB9KMH0qP+x/8Ap9uPzo/sf/p9uPzoAkwfSjB9Kj/sf/p9uPzo/sf/AKfbj86AJMH0owfSo/7H/wCn24/Oj+x/+n24/OgCQbh0yKOcY5qP+x/+n24/Oj+x/wDp9uPzoAk+bGOcU4O4GASBUP8AY/8A0+3H50f2P/0+3H50ASDIORnNByTk5JqP+x/+n24/Oj+x/wDp9uPzoAm8yTGNzYpoyDkZzUf9j/8AT7cfnR/Y/wD0+3H50ATF5GGCzEU0bgcjINR/2P8A9Ptx+dH9j/8AT7cfnQBKzO33iT9aTLYxzj0qP+x/+n24/Oj+x/8Ap9uPzoAkJYgA5wKCWPXPFR/2P/0+3H50f2P/ANPtx+dAEh3E5OTRg+lR/wBj/wDT7cfnR/Y//T7cfnQBJg+lGD6VH/Y//T7cfnR/Y/8A0+3H50ASYPpRg+lR/wBj/wDT7cfnR/Y//T7cfnQBJg+lGD6VH/Y//T7cfnR/Y/8A0+3H50ASYPpUNtxrp/6407+x/wDp9uPzqW001bW4M/nSSOV2/P6UAXaKKKACiiigClrH/IDvv+uLfyrwPwJ/yP1t/vNXvmsf8gO+/wCuLfyr578I3lvp/jOG6u5RFCjNuc9BWOKTdCaXZlU/jR9DE1HI22NmHUDNc8fHvhzP/IQT9ajk8d+HXjZRqCZIx3r5uUZ20i/uZ3prucP8U7CNHs9Rzmab5T9K4rQ7qOy1yzuJeI0lBY+grsPiNrenavYWCWNyszRMdwXtXn9e9lvNGhHm8zjxCTk7HR+JdCv11ia7t7aW5trpjJHJCu8YP0pml2/iCygvo7KLajQn7SrdQnf6VSsvEetadbi3s9RlihHRAeBUH9rah5s8n2uTfOCJTn74PrXXayaRm3dps1dCK6hot/pRf94V3wD0xya2NClsLb4e3LapYvdwC8x5attOa46wvZdOvEuYMb14wehHpUk+p3U6SxeYY7eV/MaFfu7vWqk7p262/D/gCW/ozabXBrHiLSIba3+zWMEyCGDOSvPrW9LePcfFIRX026GNmCRyH5QdvFeexyPDKksbFZEO5WHY1JNdXFxcm5mmZ5ycmQnnNCeq8r/iJq6a8rHcaVLro13VDqYnFl5cmfPBEeM8Yz7VXY3w8EQNoKyEGdvNMAy+M8Z9q5y78RazfWv2a61CWWD+4TWl4ajvFt2e18R2+mI5xJFITkiklpbtYbet+7/Q6u8a7a/8JG8/4+Ao3D3wax5IbrXvHV1HcXcqpb7nCKeTjsvuap+LNdSW9sotOunkaxTabkfxt6iucj1G9hvvtsdy63Wc+aDzQneV/X8QatG3kju9bmS58F5XT7q0VLsAC6csx5HIz2p3iDV9Qh8YaNaxztHEBEpVeNwPr61xN7ruq6igS8vpJkBztY8ZqCbULy4uY7ma4d548bHJ5XHSmnZp+d/wsD1VvJ/md+mpXo+KRtBMwt2LKYR90jb6VwOrRrFqt2ijAErcfjSf2jei++3C5f7XnPm55qCR2lkaSRizscknuamOjj5f5jvv52PRPFHiXUNGg0+2to7cxtbDJliDHp61kWksk/w+1GVsAvegnA4zxXL3N7dXpQ3U7S7BtXcegoW8uUtGtEmYW7NuaMdCfWmut/61uJaW8j0xFt/+E5sPtCqx+wrsVjjccdB71laxrYihurb/AIRzUEff/rJ3Z0Bz2ripdQvZ5455bmRpowAj55XHSrtx4o1y6h8mfUpZI/7po7f11uJKy+78rHTapDN4h0uXUFmvNO8qMB7SYHZJgdQTxWJ/yFvBrfMWubElmHfZ2qhd+IdYv7UWt1fyywDHyHpxUOnalNprS+UFZZl2ujdCKLb/ANaofb+tDtBf/wBm6F4dmc7YZI/LlJ/umo9RtY/DUcFvbspk1K5UkA8iPPFcVPe3NzAkE0zNBGf3cZPC/SklvLmeWOWWd3ePGxifu46Yp396/n+Hb7wWit/Vz0h9Pjl8c3F/dyeRbWkIcykZAOKr6Pa6Bcyanaw+IPtsl8GkWHyivzdua4aTWNSmWRZLyRhL98E/eqrbzS2syzW7mORfusvUVKWln2sHmt9PwNvwpDJb+NbKCVSsiSEFT9DW14dRn+IOpqqlmMUuABz1rjlvbpL37aszC6znzR1zT7fU760vTe2908d0c5lB5OetPtfs194PrbrYmbSNRk1ARtYXKCSULloyB1rttUttBtLzTYZvEQtZdOQZiEJbk+9cfN4p125CibUpXCnIz2rMmlkuZWlncySN95m6mhNpJdv6/wAwdm2+56RHYR23xJtbyyPm21xCXSQDh2pq3Woa5Jqlnrdn9msogzRyCPysnPr3rg49Y1KFoWivJFaD/VEH7n0qW98RazqUHkXuoSzRZztJpNaWXmhp639PwNHRQuoaRqGk78uuXtx7Ctnw/qtxovw/kuYYo3P2rDLKmRjPNcXYXs2m3a3MB+dRjnuPSnz6ndTpLD5hjt5H3mFfug1TemnW34f8AS8+50uuaZceIL6x1CxVvst6AuFGVhPeo9VF3pVq2j6fpl0kKMPtNwYj+89fwrAttX1GyhENteSRRA5Cg8A1bl8WeIJ4mil1SV0YYYHvSasrRBeZs6vp11qcmhTWkLyxyJhmQZEeP7x7VavtLTU9ZuNSkhkubWwjVGiiBJkYduK5S013VbC3kt7S+lihk+8gPWix13VdMV1sr6WEOcsFPU0+unm/mxdPuX3GlPb6r4m123gntJ7WMnbErxkbFqTXXubbTpNIsdKuoLKNsTStGf3jDvms6XxNrk0yTSalK0ifdbuKdceKdeu4GhuNSlkif7ynvS2WhS3uzrddk1pdA8PJpiT+WVBLQKSevfHas7xLfCy8WWUzSL5qxqLkr6Y71gW/iXW7SNY7fUpkRV2qoPQelZ08slzK8s7tJI5yzMeTTv71/NslL3beVjtdKik0/wCIsPkSskF0pkXacBge1TaP9q/4SrVzdeb9rEUn2Xzxg55xtzXJS63eSxWwDBJbb/VzL94D0pk+tandXkV5NeyPcxfckJ5Wl5dk18h7697fgdNp0uqjRNY/tzzxBgY+0gg7s/w5qfWDqa6Fof8AYYn8nb+8NsCfmz/FiuU1DXdV1WNY7++knReQrHiiw17VtLhaKxvpYY25KqeKP+B+AP8Az/E7+BvM8bWofaboWR87b64PX3qjZPqMfw/vjpyO0hvGBKLlgPauHj1G9hu2u47l1uWzukB5OetT2mu6rYJstL6WJN2/Cnjd60NXVv63uNafh+CsdfKxbT/Da603+lF+kvDAZ/iqXfry+PJNwnGnAtjcD5Pl9uelcJfahealcefe3DzS/wB5j0q2/iTWpLL7G+ozG227dme3pRfW/r6aitpbyOx8OlZHvftf/IN87Nnv6Gbtj2zXI3l1f2fiZ7i9MiTpLyW/u57e1UjqV61vFbm5fyYjmNM8Kaju7y5v5fNu5mlkA27m64oWkk10/r7xvVNPr/X3HXR2iw/EDTLuDmC6kEkeB6YrW0vV9QufiNfwyylocSfucfLwDjiuHOuXn2S2gVgrWzZilH3l9qrR6jew3jXkdy63L53SA8nPWjbTok195L116u34HY+Hr+7v4vEVtdTPNCIGYIxyFPt6Vb8OWaaRFpUjW17fNdyZXyHIjhwf4scGuCgvrq284wTvH5w2yYP3h6GrVr4h1ixthbWuoSxQjogPSmnbXyX4Dev3v8TuYZbsap4nhtnlVtu5IozyDnsKw9OSeTwTqa3G8TNdKGMnUdetc7BrGpWt413BeSJcP96QHk02XVL+ZJUkunZZm3SD+8fWptpbyS+5lX1v53/A9L0G1XSL62sPsl7dO9sZPtRciFcjpjpWXprX8XgjVv7NjYyG8YHYuWAx2965FPEutx2626alMIlG0LnoPSorTXNUsFK2l7LErNvIU9W9acvev/XW5MdEvkdDrkt0vgvSzqTP9vBYxiQYkHPeqmtW66naabqML8OFglb0fuaxL7Ur3U5vOvrl55P7zVJb6rPb6bLYBVeFzuG7+E+oo7t97/18g7Jeh6VptuumT3emCzvZ3SzJa8kc+U2R0A6Vzf8AxME8GD+xVk3/AGlvO8gZfHbOO1YB8Ta41uIG1OYxAbdue1QWOtanphk+w3kkHmff2nrQ9b3/AK1BaJf10sd5fiYt4WOqACU43b+nXvUmjN4gPjy7W4Wb7Hh8bh8m3HG2vPLrVL++KG6upJTH9zcfu/SrZ8Ua6yIh1Obag2rz0FF936/iJrSx00F3c2fgXVGtpGjLXzAsvWr2n3UFt4H0+ePTrq/bcxlNrIQ4Of4sda89+33f2Z7b7Q/kO29kzwW9am0/WtT0kMLC9kgD/eCng0d/l+A3q7+v4nWw6+ZtUnRdDvrdJ4vLJQN5ic/ePemoJ/DGusHa61cXMRXcoIkjB7+oxXNp4m1uO5a5TUZROw2l+5FRx6/q8V+98l9ILpxhpO5FC6B3Oz03S5bDxrpUxv5roTqzIk4IaPjoQaWxm1o+INZbURLHY+S+Q64j/wCA+9cTLreqT36X8t7I12gwsueQKfc+ItZvLX7NcahLJAeqE0Pb5NfeHX7vwOt0Czj02zsr37PeXy3c+ES2cqsOD1bFaMMslv4z16aFfLkFoTx25rz+y17VtOt/s9nfSww/3FPFR/2rqHnyzi7k82VdsjZ5Yeholrt2aBef9a3ILiea5uHlnlaSQnlmOTXYfD17iP8AtlrUAzfZxtB5z1rF07/hFTZqdVOpfa8/N5GNtbWialoWmtqjaXc3EKPbgIbn7xfnpijaLXkD1d/P9Qik1D/hDNTOtGUIZv3S3AIOfbPatVHEPifw2zsEH2QDJ/3a4PUNa1PVVCX15JOi/dVjwKil1C8neJ5bh2aEARkn7oHpQnqm/wCtLfeEtmvX8TtfDenX8HiHXZpbWaKP7NJ87qQDz2qu51FfBFmdFEhJmbzzAMt14zjtXPy+KdenQpLqczKV2kZ6j0rR8Nx3gt2kt/ElvpschxJE5OSKEtLdrfgDet+7/Q6u7a6bWfChu/8Aj48sbvrg1Utrq4s7DxTLA21/Nxn04rD8Wa8k2o2a6bdO7WUYT7R/fb1Fc9/aV9smT7S+2c5lGfvn3qX7yfnf8WNaWv5fhc6w3dxefD+1ubovcyw3R2l+SeelS6vDNr+lzamJbzTvLQB7OYEI+B1BNcYmoXcdstslw4gVtwjzwD61avPEOsahbC2u7+WWAfwHpVT1vb+thR0sX3/4m3gwPuLXFiS0g77T0rf1R9YXwPoa6Yk20qCWgUls/h2rjNP1ObTfOESqyTLtkRuhFT23iTWrJFjtdRlijThFB4Uegpt3+9MS6eVzvo5GHjewLMDeraEy469B1rK8O3dxd6vrkjymW+WMi3DHkHJ4WuMXU75b1r1bqQXTAgy55INRw3lzbXQuoJnjnByJAec0t9+z/Fj9PL8DsLCfVIvDOpvrXnBVfMf2kENux/DmtFCsNvbeKMj9zbqin1foa4fUNb1PVgov7yScL0DdqgN/dmyFkbh/soO4RZ4zRd7rfT/L8gsup3Or+Xpun32rwqA98y+V/tA8morlZvEmkmZWvNKa2hw0Tg+XMPYngVxkuoXk8EUEtw7xQ/6tCeFq1P4i1m6s/sc+oSvbYx5fbFJrRpfIaeqb+Z3Yu7ex8MaTJDpV3fKEw72chGG/2gK4TxBeC/1mS4Fk9nlQPJk+8Pc0yw13VtKiaKwvpYI2OSqngmtCC78P38f2jxBNqUuoMfmeEDaR2pyV5cwlpGx1nwVlk/4SC/i8xvK8kHZnjPPNey15L8KjpH/CX3o0Y3Rg+zDd9o65r1qqcuawWsFFFFSBk23/ACN1/wD9e61rVk23/I3X/wD17rWtQAUUUUAFYWtf8jd4Q/6+bn/0nkrdrC1r/kbvCH/Xzc/+k8lAHQzf65qjqSb/AFzVHQAUUUUAFFFZ9/dXMV5Db23ljepYlxQBoUVl+fqn9+D8qPP1T+/B+VAGpRWX5+qf34Pyo8/VP78H5UAalFZfn6p/fg/Kjz9U/vwflQBqUVl+fqn9+D8qPP1T+/B+VAGpRWX5+qf34Pyo8/VP78H5UAalFZfn6p/fg/Kjz9U/vwflQBqUVl+fqn9+D8qPP1T+/B+VAGpRWX5+qf34Pyo8/VP78H5UAalFZfn6p/fg/Kjz9U/vwflQBqUVl+fqn9+D8qPP1T+/B+VAGpRWX5+qf34Pyo8/VP78H5UAalFZfn6p/fg/Kjz9U/vwflQBqUVl+fqn9+D8qPP1T+/B+VAGpRWX5+qf34Pyo8/VP78H5UAalFZfn6p/fg/Kjz9U/vwflQBqUVl+fqn9+D8qfZ3d2+oNbXHlkBN4KCgDRooooAKKKKAKWsf8gO+/64t/KvnnwrptrrHi+KxvY/Mt5GbcucZr6G1j/kB33/XFv5V4H4D/AOR/tf8AeascS3GhJrsyoK80emH4V+GP+fU/99Gm/wDCq/DOf+PY/wDfRrtiabnmvBdWp/M/vZ2KK7Hz5440Sz0DxCLOxTZCY92Peucrs/iif+KvH/XEfzrlLCzfUNQgtIzhpnC59M17mDcp0YNu7ZyVbRkysWUHBIFKCCMiuvu9WsPDM50yx0u1vXi4mlu13Et3x7VhzwTa1PNd2FjsVF3zInCoO+Pat7p6rYm3czAQehpCyr1IFdDr9vb3GnWOrWUCxRSrsdEHAI71p6HcW2meB59SOnWl3cC52A3CZwKeybfQXa3U4sEEZByKWuq8Q2cGo6fpmr2NoltLe/IbeMYXd04rHvfD+raaiPeWbRCRtqcgkn6Ua3s/QPQzaQqp6gGtm78J69Y2n2q509kgAyW3A/pVbTdE1PWBIdPtTMIxljkAD86AKAAAwKK0ZtA1W3nhgms2SWfiJcj5qkm8M6zbywxTWRSSYkRqXHJFAGVRWjqWgaro6I+oWhhWQ4UhgwJ/CrEfhLX5Q5TTmOxd7ZYDj1o8wMaitiLwprs1q1zHp7NCn3juGR+FYz5GR0IODTSu7AJvX+8KXcM4zXoOvanFoMFjBaeH7GcSQBmkeEsST71y7zXlzpFxMml262xmG+dVwUP90e1Jauy/rUFsn3MYEHoaWuo8X6fFHqtlb2NsqtLAmEQfeJrK1Hw7q+kQJNfWZijc4Uhg3P4UrgtbGZQORxW2nhvWLBIdTutOH2NGDtucfMvXpTfFFklrfrcW6BLe5TzEC9F9qb00BamLkE4zzSk4616E+iWN78PrTybeNNQ8szGRR8zKOvNc74M06DUNcjkvlzZwkGYHpyeBTSvNx7Cv7vMc8CCMg0Ag9DXVeK9NhfxobGxhWGORsIqDAxVzxPpumy6OJNOhWOSxAScqPvH3qU/d5ire9ynEF1BwWFG9f7wrsfCOtRy6lZaTPo2nzRSMQ0rx5fpnrWrZXtrqvii802XRtPiggik2mOPByOhpvT8/uJT0PO6QkA4JqSfCzygDABPFdp4c0zTl0Nlv4Ve5v+LZmHK/ShaxuN6Oxw5IAyeKA6k4BFdL4V0+JfGYs7uFZki3ZRxkMR61tC5ttcXVrW70e0sYrVS0U8Ue0kg9OaHtfyuHWzOBBB6UhZV6kCuh1+2gmsLLVbOFY4pUCMqdAR3/ABrV0OaDTfA0uojS7a9ufP2gzR7sCjo2+gdvM4kEEZByKAyk4BBNdf4jWxa10jV/scdtLOpaa2iGF49qntr208RaPqSS6VaWq20eYpoEw2fc0O9n5B28ziSyg4JANBYAZJxXbR3Nj4dt9Ms5NNtrv7Yu64kmXLL/ALtULua28K6zchLGG7Mg8yJLhcqoPSjrb+tA6HMBgRkHigMrHAINdd4gFjEdJ1U2UcUkyeZJbxjCH8KfJe23iDwxqM82mWtmbUqIpLdNpP1o7+Q0rteZxwIPQ0uRnHeu21bw1cahpuk/2Rp6tKbffKVIXPvzWdpGnCSHUdGvbUJf48xHb7y47Ch6X8v0EtUn3Oaorc8K+HpPEGtCzeNvKUEzFWAK1Fqfh6/sNbOmi2YySORCu4EsO1D3S7h38jIorU1Lw3rOkQCe/sjDEeNwYN/KjTfDWs6vA01hZGWJTgsWC/zoWoGUSB1oyM4zzXUeE9MA8UvZalaglIn3RyDIBAq3b6ML/wAISfZLNJL1r1kVgMHHpmh6K6/rWwLezONoq5qOk6hpEyw6hbNDI3QZzn8qut4S19LH7a2nt9n27924Zx6460dLh1sY1GQDVt9Lvo7SK6a3byJTtRxzk+lbWjaZtuLnSNRtVS5uYvMhZsEoBzxR3A5qipobO4nvBZxRFrhm2qncmtF/Cuux2rXL6e4hU7SdwyD9KOlw62MiitW68M61ZWIvbmxZLYjO/cDx9KLDw1rGqWv2mys/Nh/vbwP0o7+QGVSZGcZ5rq/D/gy61iy1GWSCQSW42xAMBlx1BpLbTFtvCGp/bLZBeQ3AXceSoweM0S0T8tRpX++xy1JkZxnmtiLwrrk1kLyOx3QEbtwcdPpWtpOkjUPA8xgtFlvjd7FbHOMdM0PRPyEtbeZyRIHWiugsdNuNB12CLW7ABZgUCuQwye9ZWqWTafqk9qRwrkKfUUdgKlFbDeFdcSyN4bH/AEcLuLhwePXFVdN0TU9ZEn9nWrTeWMscgY/Oi2tg8ygCCcZ6UpIAya6rxHpi2GgaQptViu3Q+ZgcscmrHhfwpqEWtW02p6aDZSRMw3kEHjg4oWt/IHornG0Vrp4f1PUri4k0+zMkCylMggAH0qOw8O6vqjypZWZkMRw+WAwfxpLVDaszMorRttB1W71CWwgtC91F99NwGPxp7eHNYXURp5sz9rIz5YYHj60xGWSAMmiuq0Dw9dWPi6ztNYslCyKx8tiGDce1U9T8M6tEbi+SwK2IY4YEcAe3Whu1gSuYNFaeneHdW1eAz2Fp50Q77wP51HBoupXV7LZQWrPcwjMkefuijrYOlyhSEA9RVq+0+60y5NteReVMBkrnNLZabe6j5n2OBpvKGXx2FC12B6blWkBB6GtLUfD+raVbLPfWbRRN0bcD/KtvxFpPmyaTb6baL581srFU43HHJoe1/OwHJ0hVT1ANW7fTb27uJYIIC8sKlpFB+6B1qbTtC1TVhKbC0MwiGXOQAPzoAzuFHoKXrWzBpWraXqdsJdMWSaTmKGXlXqP+xtV1K7uGgsMMj7ZETACE9qPQPUyqK0NS0LVNHKDULQw+ZwvIOfyq4nhzV9N8jUrzTh9iRg7bnHzD0xQtQZh9aK2fE1ilpqQmgQLb3CiRAOgz2qvpmgarrKu2nWhmVDhiWCj9aFqD0M6kyM4zzWhDomp3GpHTobUvdjrGCOPx6V0EmhSab4JuW1CzWO9FzgMcEheO9Ju0eYEruxyFFJnAyatXOn3dmkL3EJjWcBoyT94HpTArUVof2FqhvDZizY3ATzDHnnb61JeeHNY0+zW8urJo7duj7gaPMDLoorR0zQNV1oOdOtDME+8dwAH50WA7f4K/8jRf/wDXuK9prx74R2F3pvjHUba9hMUy24yp5r2Gi9wCiiigDJtv+Ruv/wDr3Wtasm2/5G6//wCvda1qACiiigArC1r/AJG7wh/183P/AKTyVu1ha1/yN3hD/r5uf/SeSgDoZv8AXNUdSTf65qjoAKKKKACsy+/5DNr/ANczWnWZff8AIZtf+uZoAkooooAKKKKACiilX7w+tAFdL6zku2tI7qFrpOWhDfMv1FSySRxRtJK6pGoyzMcACvIroz6d8TNW1q3BbyZkikUf3TnJrrfH159v0VdHs5Pm1BGIdD91QDUt+4pLdlWtNxex1tvdW95CJrWeOeI9HjbINS15z4N1e28LfDW0klQySbzFDCvWV92MCtix8a3b38dnq/h6fS5Z0LW2993mkdvatJJKTS/rqQr21/rWx11FYen+Jre+0i8v5ITAbMlZoiclT6Vm3njyOz0y1nOnE312T5Fm8oQuo/i3HgVPl6fjsNa/j+G511Lg4z2rA8NeJh4gEsc1qtleRH5oBKJPl9ciuS8Ua9rln8StNgtNIuJoVjYLGkuBOMfe/Cnb3lHuC1TfY9Lorl9W8YzWV9Dpun6NLqWqNGJJrRH2mEH1NXPDviWPX1mjktXsr63O2a1c5KH696S12B6bmle6np+mKrahfQWqt90zPtzSWOqadqas2n31vdqv3jC+7FcP8SJtNt/EPhybV4xJZKzb1KF88HsKd4aOmXvje41Lw8EtdKS12yx7Sm5vXaefXmiHvK78/wAAn7v9eZ6DSgE9K4mfx/dvLcy6X4buNQ0y3YrJepJgDHXj2rE8a+Kr+a58O3GjWM81pLMrh0k2+aT/AAEULVrzHbdev4HqOCRntSV5ZrPiXxGPH2jgeHrmL903+iiYYl46/hXV6t4wnsr6HTdP0WXUdUaMSTWiPtMIPqaOife/4C6/K51FFctaeNoZ9F1G9nsJLa805C1xZMfmX2zWYPiaotYNRl0O4j0eUAG+LcKx/hxR/X37B0ud5RXGx+PJk1a0tb/QprO0vHCW14z5WQnpx2rsyMHFOztcL62EooopAFFFFABUNt/yHT/1xqaobb/kOn/rjQBq0UUUAFFFFAFLWP8AkB33/XFv5V4H4E/5H62/3mr3zWP+QHff9cW/lXzz4V1C10rxfFe3soit42bcx7VjiU3Qkl2ZVPSaPogmo5GKxOw6gZrkz8TPDH/P8v5GmSfErwy8bL9uXkY6V87KnVa0i/uZ3KUe5yfxUsYkFjf9Z5flY+1cNo12lhrVpcyDKJIC30rrfiB4j0vXbGxj0+5ErRMd2B0rhK9zLeeFCPMtVfc48RaUnY6nxF4b1CbVJL/Trd721u28xXgG7bnsag03TdetYr6OzkSELCTco3Xb3H1rIttV1Kyi8q1v54Y/7iNgVF9sut8j/aZN8n+sbPLfWuu1lZEXu02bXh8rf6XfaSxO+RN8Ptjk1s6JcW1j8Pbl73T1vIxebfKdiMH8K4y0uprG6S4t22yJ0NOnvrm4aTfKQkjb2jX7ufXFVJ3Tt1t+H/AEv1Nv+3Zda8R6UBCttawzIIbdOic+tbz3mfir/ps37tGYJvPyqdvFefqzI4dGKspyCOoNOkllmkMssjPITkuTzQnqvK/4iaumvI7rS7fW7LXdUudSE0dmY5MvNnYwzwFz7VAYr6+8DwDQw52zsZUi++BngnHauUn1XUrqAQXF/PLEOiM3FaugQ2vkmSTxR/ZTMcPEEJLCklpbtb8Bt637/wCR2F4t0t/4SS7bdcKoDfXBrG+xtrvjy8ju55GEW51jVsFsfwis7xXrkN7d2kOmzO0VkmxbjPLn+9XPJdXEdx9oSd1n6+YDzQnd39fxBq0beSO+1lnfwUQ+lPp4W7AEcjFmbkc80niLUb1PGeiwLOyxqIgFBxkH19a4a41G/uxi5vJph6O2aje5uJJVlkndpFxtcnkY6U07NPzv+Fgeqt5P8Wd+t7dn4seV5zCNmZTGD8pG30rhdXRY9Vu1UYAlbj8ai+1XH2j7R57+f/z0z81RszOxZyWY8knvUx05fL/O429/Ox6H4p8S6to8OnW1lNGkTWy5DRhj09TWTaSyT/D3UJZDlmvQWI4GeK5WW4nn2+dM8m0YXcegoE8ywmFZWEROSgPBPrTXW/X/ADuJaW8j09Xgi8cWH2gJlrFQgc4BOOBWRq2o6hax3VuvhaWAF+Z2LMvXqMmuHe5uJXWSSd3dMbWJ5GKsya1qs0fly6jcPH/dZuKO39dbiWit/W1jrtRsH1zSpdTvYb3S54kA8t8iKXA681ix41bwdLHktc2JMh91PasmfVdSu4RDc3880I6I7cUljqFxpzu1uwHmLtYHoRRbf+tR32O0e/8A7M0Dw5cNxEybJfdT1FJq8EHh5bW1s5FZ9RuVeTac4TPFcNJcTTIEklZowcqhPC/SkaaV3V3kZnX7rE8inf3r+f4dvvBaK39X7npr2UH/AAml1qV6zR2tnCG3r13YqnojeF7qfULO11C8nlv1ZwkyALu7VwTX146sr3UrB/vAnrUUcjxOHico46MvUVKWln2sHpvp+Bu+FbeS18cWdvIMSRykEfga2vDiNJ8QtSRFLMYpQAOp5rihPMs/nrKwmznzM85p0V3cwTm4huJI5z1kU80+1+zX3g+tutjQfw9q51FUl065iSSUDc6EDGa67V38L2V/YQXGpXsU2nKAFiQFc1xMmtatMAJdSuHA6Bm6VTd3lcvIxdj1J6mhNpJdgdm231PSks4o/iLZahp+5ra5gLRserPTfN1fU5NUg8TQGPTowzQs8fl5bPGD37V54l9eRmMpdSqY/uYP3fpUlzquo3sQiu76eeMc7XbIpNaWXmgT1v6fh/mbGhbNQ0/UNILEswLwewFbGg6re6J8PpLm0Kq4usMHUHIz05rirS7msblbi3bbIvQ06e+ubhpN8pCSNuaNfu5+lNt2062/APXudXq2kzeJryw1W0B8m8wsoXpEfp2qPWbXVbC3fSrDR7qGxhbMs3ln976kn0rl4r28t02QXUsaZztU8Zqw+uaxIhR9TuWQ8FS3BodrWQLzOm1LSrrWDodxZxNLEU2zOgyIiP73pVm40tdW1W61RbZ72KxQRrDEM+YwrioNRv7WJ4re8miif76IcBqLbUb+yBFpeTQA9djYzTe+nm/mxdPuX3G7JputeIfEFvFqNnPao52qrJjavoKfr8WqxWMmm2ujXNrpsJw7mM/vCP4iaw5NY1SV1eTUbhnX7rFuRSya3q88Zjm1K4kjPVWbg0uisV1uzt9dt9audA8PJpqTPEFBIhHIOepx2rL8Uagtp4rs5fMDSQoouGXv7VzUOr6pbqFg1C4jUDACt0HpVR2aVi0jF2bksepp396/m2SlpZ9rHb6db/Y/iJbSROyQ3SmVcHAOe1S6PFc2/ivV47pZIrqWKQWvndSecbc1x8uq3k1vBC0mPIOY3H3h+NRS397POk813LJNH9yRjyv0peXk18mPV6+n4HV6fDqmnaLrB1tZo4H4Cz5y5z/Dmp9Yt9SvtC0M6Is0kKLiQW+cq2f4sVx11qV/fKq3l5NcKvQSNnFFtqWoWKFLS9mgRuqo2AaP+B+Af8H8T0W3kEnja1jZle5jsiJSvrg8H3qlYx6jJ8P76PTVdpGvGDKgyxHtXBpc3EcxmSd1mbq4PJ9akg1G/tRi3vJohndhGxz60PVf13uNO23l+CsdrK32Sw8N2+sMftKvkrL95Bn+KpfsmuJ48kvG81dOyzCY/wCp2fyrgbi5uLyUy3U7zSHqznJqZtW1J7b7M1/ObfGPLLcY9Kd9ebrr+JNtLf13O68OuqteT3fGnyzYtA/TzezD2zXH3732neJJJrwus6ylix7rnt7Vnm6uWiSJp3McfKLnhfpSTTzXLB7iVpWAxljk4pLRprp/X3lN3TT6nYx2qp480q/gB8m8cSJ7YxWjpOpX03xLvxJOzLtkGw/d4BxxXDNq141nDbeZhYW3RsPvL+NV1urhJjMk7rMerg8mjbRbK6+//Il6rzdvwOy8NXNxdDxJFPK0kZgY7WOQD7elXvD+mrpsOkT2+nTai1zJl5RIwSDB9q8+juJ4t/lzOm8YfB+8PepoNT1G2h8m3vpoov7itgU07fcvwG9W/n+J38IuJdX8TwW5cysmUjjPJOewrF02CZfBOpxXIdJftShvM6jr1rl4r68gnM8N1Kkx6yKeTSPeXUocSXEjCQ5cE/ePqam2lvJL7mVfW/nf8D1DQ7AaTqNrbQabLPG9sZDfvI20EjoB0rM06PUH8Easmmqxla7YFUHzEY7Vw41bU1hEK6hOIgMBA3AFMh1C+tv+Pe8liydx2nv605e9f+utyY6JfI6fXPtNp4L0y31AuL8FiiSffTnvVbVoE1XT9N1GNiB8tvMx7N3Nc9cXdzeS+bdTyTyf3nOTU0GpXNvYy2aMDBJ1UjofUUdW33v/AF8g6JI9N06y/su6u7GDTJWiSzJ/tCRyVfI6AdK5v7PqF34LEejB2dLpjMkP38dicdq5Y6tqZhEJ1C4MQGAhbjFMtr+9syxtbuWAv97Y2M0PXf8ArUFpb+ulj0K/E0D+FhqbKZRjcW6DnvUmjWevx+Pbua48wWbhyGb7jLjjbXm813c3GPPuJJNv3dxzipjrGqMiodRuCqDCjd0FF9W/X8RW0t/Wh1sc89v4E1UwyMm6+YEqav6fOP8AhBdPez0k6m8bN5qRuQ6nPGcV539puPKMXnP5bHcUzwT61Ja397YFvsd3Lb7vveWcZo7/AC/Ab1d/X8TsotX1K41SaF/DlxHHNEI3jjB3oM/ez1pPs03hvXWisYLrVFuIiskb5MsYP8q5NdZ1VJjMuo3AlIwXDckUxNU1GO5a5S+mW4bhpQ3zGjsHc7rTdHj0zxrpMkU9yzTqzeTcn5ozjp9KWyi1mDX9Zu9T8yOzMLAu4xG/svbNcFJqF9Lci5ku5XuAMCUt8wFOl1TUbiDyJ76eSH+4zcUPb5NfeH/A/A7XQtOjs7Gw1C20+bUmup8EK5CwAHqcVoRySReMteljwji0J+XtzXnNvqWoWkRitb2aGM/wI2BTPtl1veQXMm9xhmzyw96Ja6LzBef9a3GSyPLM7yOzsTyWOTXZ/Dxrhf7YNowE/wBnG3P41iadd+GorNV1PSrm4us/NJHKVB/CtfSta0GyOpmxSWwSW3CxrIxYs/saNoteQPV38/1HxR39l4M1P+2RNGJJv3Uc3Un1Ge1aglW38TeHHkYIv2QDJPqtefXWoXt9gXd3LOF+6HOcVG9xPIULzOxQYQk/d+lNPW7/AK0sD2a9fxO+8PaPqVpr2t3FzaywxG2kw7jAbJ7VTeDUbzwRZrowdjHMxnWH7w54Jx2rlpNZ1WZdsmpXDrjGC3b0rU0CG18nzJfFP9ls5xJCFJLCklpbtb8Ab1v3/wAjsbsXK6z4UW6bdOIwGI9cGqdvcT2uneKZIXKsZdpI9MVzvivXYb6/tU02ZzFZxiNJ88uf71YH2u52uv2iTbIcuM/e+tS/eT87/ixr3bfL8LnXxzzzfDy2mkLTyRXR8vdyevSptVsH1vSptVvIbzTLiNQDC+RFJx2zXFLc3CRCJZnWMHIQHgH1qa41XUbyEQ3V9PNEOiO2RVS1v5ijpY11xq3g5hlmuLA7291J6Vq6lBf3/hLSv7CSWSGNALhLf74f3xXJWOo3GnNI1uQPMG1wehFJa6jfWJf7HeS24c5YRnGTTet/Oz+Ylpb+tDqPDcF+dH1u1t1ddUKr8jf6wjnOO9Wp7fUrf4bSJqW8SfaflWT7wHHWuLS+vI7n7THdSrcd5QfmqePUpp7lDqU89zbFsyR7uWpSXMmu9vwKTs79jPP3D9K7rXNOvdW03QZbG3kuI0iRXdBkKRjrWVLfeDTE4i0S8WQqQjGY4B7Vjw6pqFrGYba+nhhJzsVuKalt5O4rdT02ITRfEeVY2AnWwIUn1xWDp8eqWen69PrImjt5F+QSjhz/ALOayPCusR2es3F3qV2w3WzIsjcncegrIutTvbyQJdXk09urZCM3GPapcenl+o0+va34Ipnkkjpniu0MN9e/D+wi0ZZJJElbz44Pv98ZxVBb7wWEUNod6WxyROetYseo3FlcStplxNaxMeFVuce9Ppy/1oJb8x7P4Bd01WG2u2BvksRvH8S+ze9d/XjPwbmluPFuoyzyNJK0ALOxyTXs1Jbt9x9EuwUUUUxGTbf8jdf/APXuta1ZNt/yN1//ANe61rUAFFFFABWFrX/I3eEP+vm5/wDSeSt2sLWv+Ru8If8AXzc/+k8lAHQzf65qjqSb/XNUdABRRRQAVmX3/IZtf+uZrTrMvv8AkM2v/XM0ASUUuD6UYPpQAlFLg+lGD6UAJSr94fWjB9KMH0oA4fT9Enu/FXihLq3eO2u8LHKeh68ioPCuharGuqXOrRjdFA9taLnJKgcN9TXfncQAc4FB3HrnilbS3lb/AIPqOTu/nc8sj0DVP+EG0yZbRvtOn3ZuXt2+86hs4HvWyuoXnjLXdNZNJurC2s8vM90oUk+i13eW3Z5z60Mzt94k1V9bvvf5ilrf5/ieda1pGpQ+KTY2Fu/9l6mQ13IvQHj/AOvTfH3hwtqGjaj/AGa2pafYRmGa2j++R0BFejAsBgZxSqWU5GQalaJLt/X5Dvdt9zkPBi6KHnOk+H7zSm2/O1yuN49Kp+Lhd2PjPR9ajsbm7toI2jdbcZYE13bM7/eJNCsy/dJFVf3lJdBLRNdzz+7mvPDvjaTxINMuryyv7dU8uBcyxnryK0vCdreXWpX+u3ds1ot0w8mFxhwvT5h611ys6kkEjNISzHJyTSWlvLRBL3vna/yOF8efaLfXdB1JNNnv7e2ZvNSFQxGQexqPToLnxL4tk1mDTZtLsktjCUmUIzsfYcYrv1Z0+6SPpQzO33iTSSsrPz/Ebd/y/G55lpupaj4X0m+8Ny6HeXM7yP5M8KAxNvORk/jTtb0TUdL0Hw9KtrJcyWVwJriK35I9QtemB5AMAkCkBZTkZBp3d79dNfQL6/f+J59r91dt4m0HxJHpd7JapGyPCq/vEJ45FLeTXnh3xs/iUaZdXljf26p5cC5ljPXkV6AGcEkE5NCs6kkEjNC028/ufQL3Vn2S+485On6jqmieJNWeyeF7+Ii2tiMSEf7Q9afrOl3s3wos7COzZrlfJ3QhRkYxmvQyWLbjnPrRlg2ec+tCSSsttPwGpNNS87/ocP4v0+8u7Pw0tvbPIYLpGkCj7g9a7VfuL9KcCwzjPNGD6U76NedyErJLsrCUUuD6UYPpSGJRS4PpRg+lACVDbf8AIdP/AFxqfB9KhtuNdP8A1xoA1KKKKACiiigClrH/ACA77/ri38q+fPCFjbal4zhtLyJZYHZtyN0NfQesf8gO+/64t/KvA/Af/I/23+81Y4ptUJtdmVT+NHrJ+Hnhn/oHR/lSf8K98Nf9A+P8hXUE03PNfPucu7+9nakjwDx9pVno/iQWtjEIofK3bR61zFdn8UT/AMVeP+uI/nXLadZNqOpW9mrbTK4Xce2a97BXnQhfexx1bKTKhYD1/Kl612F74hHhq5bStGtINsB2yyTIHLt3Iz0rHe2u/EU1xfWtsqmJfMnxwOOpAre6eq2Jt0e5jg5pCwHr+VdHryR6hpVlrFvEqBl8uRV7Y4ya09D1FtH8A3F/bw27XH2rbulQNx6U9k2+gt7W6nEg5pa6/wARW41jTtJ1WO3SC8vTsaJRgMc4BArI1Dwvq2mGJbmJPMlbasaNls/SjW9n3sHZox6QgHqBXQXfgvWrK0a5kjhdFGWWOTcwHuKqaV4e1LWo5JbSNBHGOXlbaD9DRuBl9KK2Lnwvq1pc2tvNAokuv9SA3DU668KapZXENvcC3SWYkKDJ0x6+lAGLRWtqnhvUdHgSe5ELxO20PC+8Z9DVtPA+uvu/cxKQocBnwWB9PWgDnqK34vBeuTW7zJDENmcxs+H/ACrn3BXcp4IOCPxoWrsAm8eh/I0ufr+Vela9qmraVbWEOk6XHJA1uCzi238455xXJPJq11olzOYIRZmceadmGV/QULV2/rewLVLzMMHNFdb4wsTNrNjb2cADyW6YVB39TWVqXhjU9Kt1nuBC6McYhk3kH39KQLWxj0da6H/hGdU0lIdUuBa+VEyyGMyjcR16VF4qtUjvUvYFAguk3gL0U+lN6AtTCzzjmlJxXo7abaaj8PLK2SJFvPLM4cDlgK5vwTYw3GtrdXqbrS2Yeap9SeKaV5uPYV/dUjnAcikBzXXeLbFLzxz9ktoljSVgFVRwBVzxPb2N/ozNYwqj6biOUr1Y96lP3eYq3vcpwpYD1/Kk3D0P5Guz8HeIrz+1rHSmgtXtXYht0QLHj1rWsNYm1XxZe6fdW1qbaGGTYFiAPHSm9Nu1/uJT01POKTOKkuOJ5cdAxruPDltY2mhiC8hV59U/1LN1WhaxuN6SscITgZpAwPr+VdT4TsltvHItJY1k8ncArDIJHTit17661OLVoNcsIrWzhUmCTyfL+YHjB70N2V/K4W1sedA5pCwB7/lXR+II477TLLV7eNUVlEcir2x3NbPh25utP8By3en2SXF35+MmLecUdG30Dt5nBg5Hf8qAwJ7/AJV2PieaB7fSNSuLeOPUHUmeBOOR6jtVi01aTxHomqLf2sC28Ef7l40ClT9e9HR+QdvM4YsAe/5UE4Hf8BXcrqa+GLfSrKC3hkjuV3XRkQEt9D2rPvr0+FNbufsNvGzzr5kfmruCg9Bijr/W6DocsDkZ5/KgMD6/iK7LxJPDEdI1Sa1RbySPfJGowCfpTpNVk8QeEtTn1G2gRbdlEDxIFx7e9HR+Q1q15nGZzRnmu91bw5davpej/wBnwwIfs+Wd22Bj9e5rM0nT3iGo+H7+BUuXHmq57Y7A++KHpddr/gJapM5Wiug8I+HjrmvC0uVXyYwTKrPtP4VHqfhm9tdfOmwRo7SMfKCNuAHue1D3S7h38jDora1Twnq2kWpublIXiBwxhfft+vpRpnhTVtXtftNskSRZwDM+zd9PWha7A9DFJxSZ5xXW+E9MktPFzWl/bjesL5VhkHg8irtppL6l4MljtYIzOb5hvbgKPc9hQ9rr+tbDS1szhqK0dU0LUNGmjhu4gWk+4YzuDfQ1oN4J1tbP7SY4Suzf5Yk+fH+7R0uLrY56jNaDaHqC2UV55QaKVti7TkhumCO1bGj6e1reXWiahHEJbuLerZzsxzj60dwOXoqzBp9zcaiunxJm5Z9iqfWtd/BWux27zG3jOw4aMNlx+FHS4dbHP0VuXXhHWLPTjfyxxNAoy3lvuZfqO1R6b4Y1HV7YT2jW209FeUKx/Cjv5AY9GecV2Ph3wXLqVlqb3UcYmg+SINJt2uOufao7axFn4N1WK4jia4iuFG9eccHoaJaJ+lxpX++xyVGecVuW3hDVrqyFzB9mdSu4IJRvx9K19G0t9R8CTxQQIbk3hXe4xtGO57Ch6J+QlrbzOMJxRXS2mm3fhbXLY6nbxSRTgxhlO5DnvmsjV7E6dqs9v/Bv+Q+oo7AUaK3R4Q1ZrFrxPs0kapvKpKC4H0qHTvDOqapapc20SeQ7lN7tgAj19KdugdLmRRWreeHdTsdSg0+aJfPnIERU5VvoauN4I11YZJDBEDHndHv+fj2pdLh1sc9RV/S9Fv8AWLh4bSIZQfM0h2qPqakuvD+oWmpR6eyxyXEhwohfcPzotsBmUVuaj4Q1jS7RrmdIXjX73kybiv1Haiw8I6vqVrDcwRxLBMCUeR9oOKFqGxh0V1mgeDLm58TjTdTiRY0UtIu/G4Y4x61Qv/DF3b662nRtbhm+ZMyjAHuaOqXcO/kYVAOa2brQNU0S7tHlSF2lkAhZG3oWz0Jqe60XW9V1u4ge3i+2RpvkSMYAFHoHqc/RitnU/C2qaRZC8ukiMB4LRPuwff0pdP8ACuq6na/aYFgSM/dE0mwt9B3oDYxaK2NP8MarqgnNtCuIH2SF2wAazLm3e0uZLeUqZI22ttORn2NAWIqQgHqBS0UAHSiiigAooooAKKKKACiiigAooooAOtFFFABRRRQB6R8Ff+Rov/8Ar3Fe014t8Ff+Rov/APr3Fe00AFFFFAGTbf8AI3X/AP17rWtWTbf8jdf/APXuta1ABRRRQAVha1/yN3hD/r5uf/SeSt2sLWv+Ru8If9fNz/6TyUAdDN/rmqOpJv8AXNUdABRRRQAVUvNPS8mjlM0kToMApVuigDN/sf8A6frj86P7H/6frj860qKAM3+x/wDp+uPzo/sf/p+uPzrSooAzf7H/AOn64/Oj+x/+n64/OtKigDN/sf8A6frj86P7H/6frj860qKAM3+x/wDp+uPzo/sf/p+uPzrSooAzf7H/AOn64/Oj+x/+n64/OtKigDN/sf8A6frj86P7H/6frj860qKAM3+x/wDp+uPzo/sf/p+uPzrSooAzf7H/AOn64/Oj+x/+n64/OtKigDN/sf8A6frj86P7H/6frj860qKAM3+x/wDp+uPzo/sf/p+uPzrSooAzf7H/AOn64/Oj+x/+n64/OtKigDN/sf8A6frj86P7H/6frj860qKAM3+x/wDp+uPzo/sf/p+uPzrSooAzf7H/AOn64/Oj+x/+n64/OtKigDN/sf8A6frj86ltdNS1uDP58krldvz+lXaKACiiigAooooApax/yA77/ri38q8D8Cf8j9bf7zV75rH/ACA77/ri38q+dvDWp22jeK47+8YrBEzbiOtY4mLlQklvZlU3aaufRZNRysVidh1AJFcOfiz4eP8AFJ/3zTH+K3h50Zd0nIx92vnpUKzXwP7juU49zB+KlnFHFYXgGZ5OGb2rg9IvBp+r2t2wyscgLD2rqPHXirTfEdlZxWDOWhJ3bhiuKr28uU6dCKkrNX3OPEWlJ2Ov1vwpqGpXzano0YvbW7PmZRgNhPY5qnY6Jq0K38UF6tu0MJa4jz1Hdaworu7gTZDdTRJ/dRyBTPOm3M3nSbn+8d33vrXXaysiL3d2bvhxlvrG+0h87p03xf7JXmtvQ70aT8P7qSWxt7si8KmKfoPeuJtriW0uEngbZInQ0s91PcSO8kh/eHcyjgE/Sqbunbrb8BL9TaGt3GueJ9MlmSOCJJ0EcEXCJz2rde9jg+KhlvJv3asyhmOQvy8VwYJUgqSCOhHahnZ23OxZv7xOTQmk15X/ABE1dNHe6fpOr6NrOp6lqRaKyeN8SM+RJk5AAzVdbS817wVDFo2S8UzPLCrbSATwTXHyXd1NH5ct1NIg6KzkitfQ49G8nff63d2Mpb5o4BwwpJaWfSw29b9/8jsryKeDUPCcNzJvmRQGOe+DWLFYxax4+vI7yRnKbmjj3ffI6CsvxRrsGp3VtFp5dbW0Ty4pCfmf3NYAllWTzFlcSf3wefzoTu+b1/EGvdt5I9E103Q8GlLvS7fTWF0NsMRzuGRyar+JLq4HjXRYxOwRPJCgNwK4aS5uJv8AXXEsn++2aY0sjOHaR2cdGJ5FNO0k/O/4WB6q3k/xZ363E5+LWDM2CzAjdxjbXEawoXVrsKAB5p6fWoPNl8zzPNfzP7+efzppJYkkkk9SaUdOXy/zuO+/nb8DvfF2varpkenQWV88MTWy5VcY6VnWcjzfD3UJJH3O14CSTyelco8kkmPMkZ8cDcc4oEjhCgdghOSueDQuvn/ncS0t5Hp4ube18cWDTmP5rJVQvyCxHANUNZuPEVrDdRf8IzaW8LPzcRsDu54PWvP2kkdgzyOzDoSeRUrX1467XvJ2X0Lkih/199xJWVv62sdtqmkyarpEmqa1Zy6bdRRgIyOPLlGOMj1rDtR/a3hC4tyCbixzKD6g9qxJLu6mjEct1NIg/hZyRTrS+uLCRntn2sw2tkZBFFtx9js5786Z4e8OXR+4FxIAeq9xS64LXRjZWlhKrPf3Cyzbeyk8CuFeWSQYd2Zc5Ck8D6UhdyQxdiR0JPSnf3r+d/8AgfeC008v6Z6hJa20fi291W9J+zWkIxsIyWx2rO0C98LXN5eWlr9vMt+rNi4I2bj07VwZnnYENNIQeoLdaYrMhDIxVh0IPIqUtLPa1g9P6sdB4Ytns/HVpbSYDxykHn2NbHhuNpfiHqMaAF2jlCjPU5riPMkEnmB2EnXfnn86VZpY5PMSV0k/vq2D+dNdL9mvvB63t1NyXwjriX6faLBoopJQN5YYxmug1u98LWepWkFw2oGbTlAUwkbc9+1cO19euAHvLhgOmZCahZixJYliepNCbSS7A9W2+p6ZHawt4/0/U9P4t7qA7MkZ3+/vSeXrJfVD4pz/AGaAfI80gjdnjGPwrzcTzrt2zyDb93DdPpTpbu6nTZNdTSp/ddyRSa0svNAt7vy/A3fD5jv7TUNHJP70F4T6YrV0fUb3R/h7LPaymGZbrDDuQD0rjLa5ltJ1ngfZIvQ0TXU9xI7ySH5zllHCk/Sm3pp5fgHXXudhf6Q/iuex1eBgq3WEuQDjyz/9el13SPEFvA1hZ6SYNNtmyZFYZlx3Ncak88a7Y5pEX0VsCpG1C+ZSrX1wynggyHFD2sgXmdhd6Nda+mjXdiokhjTbcuCAIcetWhpn9s6pd6ta24vjZIIoocgLIR3Oa4GO5uIkZIriWNG+8qtgH60sVzcQZ8m4liz12NjNN76ef3sXT7vwOmbw/ruseIYE1m3e3WVuBuHyj0FSeI9M8Q/Y5LVNINrpduSPlYfPj+I1y7Xt47BnvJ2YdCXORSvf3silXvbhlPVWkJFLorFLe7O+1rSdY1bQdAXTd0kcaBmRHA289TzWN4o1FLbxRZushka1RRMw/i9RXMJeXcYxHdzoMYwrkcVCxLkliWJ6k96d/euu9yUtLPtY7iytltfiFZ3KErBdp5inOBk9qm0u1uNO8V6rb3imC4u4nW1Z2zuJzjHpXFy6jdzW8UDynZCcxkdR+NQvcTyOskk8ruv3WZskfSlpt6r5Mf8AwPvR2Fpp2peHdF1Z9aVo45vlSN33eYc9RU+qabqHiDQ9FfRQ0scC7ZUjbbsbPeuJlurm4AE9xLKB0DtnFEV1c24KwXMsSnqEbANHr5fgHp5/iej2s6SeNraDzVkmgsmWV898HiqlhaX994BvbfTmJle8YGNWwXHpXALLIrl1kcOerA8mnx3NxFxFcSx85+Vsc0NXWv8AWtxp228vwVjuLhxo1n4estVb/SYnzIrHd5Qz3qdtI1eLxrJrLsV0wlpBcb/l2dhjNeeyyyzuXmkeRj1Zzk1Ibu6aLyjdTGLGNhc4x9Kd3fm66/iKyty9DvvD0q2xu767wtldzbLVGOcP0D/ga4/U4rzSfEUj3ZPmiXzN2c7lz1rOMspRUMrlV+6ueB9KSSSSU5lkZzjGWOTiktGmumg73TT66napbL/wnGkalCMQ3jBx6KRirej3lzJ8Tb9nuGY7ZBy3HAOK4dtRu3tI7UzHyozuTHVT9agEsquXWVw56sDyaNttldff/kS9Vr5fgdj4XlklbxIkkhZWgYkM3Fa3hzTWsLXSbnTdMhvxcSZnuJm/1GD2rzdZJE3bZGXdw2D1+tPjurqJNkdzMif3VfApp2+5fgN6t/P8T0OGOW71vxNbQfPPKnyIrYyc9qx9PtZbbwXqdtdjypFulDhjkjrXJrcTxyeYk8iyHqytg0jTTOGDTOwY5bLdfrU20t5Jfcx31v53/A9X0TT30q7tY7PTIJLF7be2oSN8wYjoKyNNtb688FarBp7fvnvGBRWALjHSuCF5dhBGLucIOi7zikS5uIv9VcSpzn5WxzTl717/ANa3FH3UvkdTr8c+l+D9O02+ZhfgsfLZsmPn1qvqcMeraVpuoqSoQrbTH+tc5LNLO++aV5G/vOcmpodQure1ktY5MQSfeUiju33v/XyDskep2NjLpU91a2+lwLp4tDs1B2y8hI6Vg2tlqOofD6W200sztdNujU4LVw5vLsxiM3c5QcBS5xW2utxReD4tOhnljvVmZyVOOD70SV02/L8xx0sv62N9w9jd+GdNu2JvY5FLqTkx89M1efS9Yi8eXWrXTuunoHzOX+XGOBjNcDpN8LfXrO9vJXdIpQzsxycVNrurPf6tdy291ObWVyyoW4x9Kbbun11/EVk1bpodJY7tc8M6hY6Odt6bkymMHDOn1qn4WtLnRfEn2fVIzbTyQukZkbdhiOK5SKWWB98MrxP/AHkODSyTzzOHlmkkcdGZskUlo9PT8LA9VY7Sw0zVPD8Wr3WsBoreWMqu993mkntzVfW55U+H+irHKyIzO21Wx3rlJbq5nULNczSqOiu5IFMMjsgRnYovRSeBR2+X4Dvrf1/FWPTDIP8AhK/DcsknzNZAFt3XjvWTp/h2VvE98NQgY3CI01vbs/EpzwPpXFGaUsrGVyy/dO7p9Kcbu6MglNzMZAMBy5yPxo639fxJ6W9PwPRdZa5OiaILuwgsJRdjNvEchfmFSpI8PjHXJI32uLM4YGvNHubiUgyXErkcgs2cUnnzbi3nSbiME7uSKT1v53/FFX/r53Oq0N3l8Ia+szmRQ6thjn1rp5Lq9n0TSZ9F0Sz1RIoQjlzho29K8tEjqpVXYK3UA8GnxXVzbqVguZolPJCOQKpu/wCH4Kwv+D+J3Yur5/DevzXUS2l00yh4oz90Yrz4dOpP1qVp5n3bppG3ctluv1qOptrf0/AdwooopiCiiigAooooAKKKKACiiigAooooAKKKKACiiigD0j4K/wDI0X//AF7ivaa8W+Cv/I0X/wD17ivaaACiiigDJtv+Ruv/APr3Wtasm2/5G6//AOvda1qACiiigArC1r/kbvCH/Xzc/wDpPJW7WFrX/I3eEP8Ar5uf/SeSgDoZv9c1R1JN/rmqOgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKWsf8gO+/64t/Kvn7wZa29743gt7qFJoXZtyOMg19A6x/yA77/ri38q8D8B/wDI/wBt/vNWGKdqE7dmVT+NHsh8GeHf+gVb/wDfNN/4Qzw7/wBAq3/75reJpuea+fb8/wAWdqR4J8RNPtNM8Ti3soUhi8rO1RgZrlK7P4on/irx/wBcR/OuX0uy/tHVLaz3bRK4Un0Fe/gryoQ9DjrWUmV0hmkGY4ZZB6ohI/SmkFSQylSOoIwRXW6n4luNCvH0zQ0itobc7HYoCZGHU1lC0vvEz3N9EkSvAhknOcbsdTW976rYm1tHuY5VlOGVlPoRilSKWT/VwyOPVEJ/lXRa4V1XRbLV4kRXA8uZVGMAcCtHRtUudI+Hlxd2ZjSf7XjeyBjjHSm9E2+gt7W6nFsrI210ZW9GGDSV2XiKF9Z0zRb940i1G9PlsAMBjnANZOo+EtT0yeKCV4JLiVtqwxNlvqfaizvZ97BpZNeph0V0dz4I1W2t5JhPZztGu54oZMuo9xVTSvDV/q9tJcxPBBAn/LSdtoY+goWoGPRW7deENVs7uztpfJ8y8/1JVsg0l74UvtOu4bW5urNZZSRjzPuY9aAMOitjU/DN7pVol089tcQO+zfbvuAPvV8eAdZ3bXltI3ZA6K8mDID/AHaAOYorpYvAusSo+JLVZkzm3Z/3n5VzUilCyMMMrbSPfNC1aQEgt7hhlbacj1EZIppjkAJMbgDgkqcCvTNeuvEtraWC6JalrU243FIQe3Ncc6a3caHdXMjxi0FwBMpGG35oWrt/W9gWqT7mGVZfvKy/UYpK7HxfYy32uWFtaRL5j2ycKMAe5rJ1DwrfadbiYz2tyN20rbvuKn3pAtbGIAScAEn0FBBBwQQR2IxXRSeGb7Rlh1Ga7scwlZPI8zL+vSovFdupuY9RhCiK6TcdvQN6U2C1MMo4XcUcKejFTj86QAk4AJPoK9L+y2+pfDyxsPLQXHlGdWwMnHbNc14HtIzrQvryMNbWjLvVh1JPFNL33HsK75VJHNFWU4ZWU+jDBoKsoBZWUHpkYzXX+LbQaj49FtEioszDAUYAHWrfiX7Jq+iy/ZYkR9LxE20Y3HvUJ+7zFW96xw4gnZdy28zL6rGSKUwTqMtbzD6xkV1fgzxFqa63YaaJYzaMxBRowc8GtjTNbv8AUvGN/ZXbRPbRQy7E8sDGOlW9Nuzf3ErZ3POKUKzAlUYgdSBnFOuOLiX/AHjXdeHVtNN0WK1uYkaXVvuMwyVFJaxuN6SscGqs5AVSxPZRk05oZkGXglQerIQK6jwlaGy8fC1KBjFuChhnJ7VuzXWqyw6sviWAR2Cg/Z2aMKd2eMY/ChuyT8rjS96x5wQynDKVPoRilSKWT/VwyOPVEJ/lXRa6F1PR7LV4lUMFEcoUYwB0Jra8Ny6pB4Bml0aASXf2jkiMMcfjT6NvoLt5nBMjo210dW9GUg05oZkXc8MqL6shArrvFF4rW+k3V3HH/ayqTcRqoHPbI/Op7DWLzXdB1U6osbWqJiEhANre1Lo/IO3mcSsUrgskMjqOpVCQKFSSQ4jjdz6KpJrtX1ebwzFo9lZLGIZV3XQZAfMqjqt/N4Y1y4/sxEjkuVEisVztz2Ao0v8Aevmg6HLlHVtrRur/AN0qQfypzxSxjMkMiA93QgfrXX+Jrzyf7Hv54IzqJj3yfKBk+4pf7Wu9a8HapPq6o8cbKLdggUj2FHR+X+dhrVrzONKsoBKsAehIxmjaxBYKxUdTjgV3+r+HrnWNI0U2721uog+/MdoY+nuazNM0+azk1Dw7qEcavKvmK/qR0wfwoel12v8AgJapM5LpRXR+DtBXVfEYtbzyfLiz5kcjYLfSmaj4YuU8Rtp1o8EpdiV8tsrGv+16UdUu4d/I5+it7UvCOo6ZZvdNPa3MUZw/2d9xT60ad4Q1HUrNbsTWttE5wn2h9pf6ULXYNjCCsxwqsx9AM0bWxnY231xxXYeFNLuNL8YtaXsS7xA55GVPB5FW7PS5dU8EzwwLEr/bmzLJwFHufSh7XX9a2GlrZnB0Vq6r4dv9Hlgjm8uYT/6p4DuVvpWg3gXVhB5nn2Zl2b/s4k/eY9MetHS4utjmqXaxBIUkDqQOBWn/AMI9qBsYrtFR0kk8vapyytnGCK1tHs20/UbnQ75oG+1xZLKc7COgz2NAHK0Vbt9MubnVl0yMKLl32KGPGa228Ba0qyfNbNNGcNAr/P8AXFHS4dbHM0V0Fz4N1O202S+861ljjGZEifLJ9RUGl+GbrV7dZbe9soyxwsUsmHJ+lAGNkCl2sRuCsVHcDiu08OeD/tdnqwvWtlnhGyMSPgowPU+1Q21r9j8FatDIYpHjuVHmJyOh6GiWifomNK/32OQpdrbd21tv97HH51u2fhC+v7UTW15ZOxXcIfM+fH0rZ0TTJtR8BXNvEkayi8IaSTgIMdz6UNWT8hLW3mcSFZjhVLH0AzSV09vpt74S1e0nu/s88FxmMSRnchB4NY+tWP8AZ+rTQjHllsxkd1NHYEUKK34/CF/PZtcwXdlNtQyGJJMuAPao9O8Kalqlgt9C0MdsXMZeVsBSPWiweZiUVs3nhfUbLUrWxkMLvdECGSNso2ferreAtZTzVaS18+POYN/zkDuBR0uHWxzNLtYDJVtp6HHFauk+HL/WfOMBihjiyHlnbaoI7Z9a6DX9MmsfBekWjpG85dgGj5388c0PRfd+ILV2OJorfl8H6jDZm4a4tC6ruNuH/ej8Kbb+E7+405b17m0t42BKpM+GOPagDD2Pt3bG2/3tpx+dJWzLbaqPDiSM8TaeJiiqv3i9XIPAur3EcBElqks33YHfDge4oA5qityz8JapfXF5BD5IezIExZsAUzV/C9/otol3PLbz27ttDwPuAPpQFtbGNRW/D4O1Ga0Fw1xaQsV3CCV8SEfSm6d4T1PULN76N7eGGGTY5mfGCKPUOlzDIKnDKVPoRg0ldJ4mT7Zb2urIseXHlzeX0BHFUNK8Pz6vEXivbODnAWd9pNCu212B6WMqitqDwrqtzrE+lRon2qBC7Angj2p994R1Kw0575pbaaKP/WLC+WT6ijpcLa2MKiuit/BWq3Ftb3JltYYLhN8ckr4B9vrVGXw9qUOtDSWiBujg/Kflwe+fSi2tg6XMwKzZ2qzY64GcUleg6H4cudGsdaa6ktbgGAAGJt20/wBK5jTfC99qdv8AaVntraJmwhuH27/pR1sg6XZi0qo752IzY67RnFbNp4W1G8u7i3DwQ/Z/vyythPwNWLDSdXtNRurTT7m1eRYS0rqdylO+DQBztFbOmeGdQ1a3luY5IIIUOPMnbaHPoKkufCOq2l9Z2cnk+beDMJDcH60WewGFRXTS+A9Yihmcy2hkhBLwLJ84A74rO0rw9eavG8sUkFvChwZbhtqk+goAyqK3IfCep3GsNpcJheYIZBIG+RlHoaoanpkuk3X2aeaGV8ZJhbIHtRcdilRRRQI9I+Cv/I0X/wD17ivaa8W+Cv8AyNF//wBe4r2mgAooooAybb/kbr//AK91rWrJtv8Akbr/AP691rWoAKKKKACsLWv+Ru8If9fNz/6TyVu1ha1/yN3hD/r5uf8A0nkoA6Gb/XNUdSTf65qjoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigClrH/IDvv+uLfyrwPwJ/yP1t/vNXvmsf8gO+/wCuLfyr5z8P6rBofidNRuFZoombIUc1jiYuVGUY7tMqDSmmz6OJqKVsQuR1CmvPD8YdKP8Ay6T/APfJ/wAKY/xe0p0Zfss/Ix90/wCFeBLDYhr4GdqqQ7mf8VbaJLXT7gKPOckM3civP9Lvf7O1W2uyMiKQMR6iuk8Z+LrPxNaWkVrFIhgPO8dRXIV7OXRnSoJTVmrnJXalJ2Oy1TwtPrl02q6LNBPBcneytIFKMeorOtdAuEN9EuqRwPbxFpUDcPj+H3rnw8ijCSyKPRXIFG5uTvbJ6ncefrXXaysiL31ZveGnS7t73SJB/wAfSbkJPQrzW3ompy6F4Fuysdu9wt4VMUwz+OK4iGaS3lWWFyki9GHaiWaWeVpJJGZnOW54JpttrTr+gkbKazda14p0+6vWRcToAq8Igz2rcfUbaz+KLXdxMPKDMokByBkYFcP06HBoOTySSfUmmna3lf8AETV013O8s9Eu/D+q6hq99cwrayI+x0kDGTPIGKgjs5PE3g+G30+aNJoJWeSF3C4BPWuLLyMMNLIw9GckVr6SPDwiDard6hFMGyVtuFI96SWln0sNvW/Vna3sRs73wpDPcK7RqAzk8dD3rFtbaz1Hx/eC7dJCCzRBm+VmHQE+lZHiXXY9YuYEtI2itLVPLhyfmI9T71h5YHIZgfUHn86E7vmfn+INe7byR6N4hkvF8JGHUEsoJvtQKw2xH3cjk1R8R3O/xroxFwGjj8nBDZC+tcQXdvvSSN/vMTSZbqWYn1J5pp2afnf8LA9Vb1/FndrcBviyJTOpXcw37uMbfWuP1jH9rXe3BHmnp9aqZbOdzZ9c8/nR9efrSjpy+X+dx3387fgdt4w1e+tRp0VjqMkcf2ddyxPx071TspQ/w+vvMlBla8BwT8x6c1ypJPVmP1OaMnGNxx6Z4oXXz/zuJaW8j07+0rWy8a2Ekk0YDWaxq+QQGI4BqtrcniiC3uUNtpiWrN/rYGAZhng150ST1ZiexJ6U4ySkYM0pHoXJo/r8biStp/W1jvdV0sXuivqPiG2hhvY0AhmhlBDDHGRWDYAat4SurLaTcWeZk9Wz2Fc+XkYYaWRh6M5IqW3up7Ry9vIY2IwSO4otuPsdjc6kunaB4duA6sYxiRFPOPQ07X7ixsHsLTTpkY3dws05XoATwD9K4cszElmJyc4J4pOfUk+pNO+t/O//AAAWn3f0z0+T7BB4ovtYu3SWC2hAVEcZZsdqztA1rwxPe3Nrb6Xc2z3qtukmmyu41wW5j1dz9WPNJyOhIPqKlLo9tg9P6sdB4bgFj45tYJJExFKQXz8vQ962PDe2T4g6gokjG+OVVZmwCc+tcPk5zuOfXPNKCwOQ7A+oODTXS/Zr7wet7dTo5vBuqw30bXIt0heUZYTA8ZrZ1vWvC9tqVvBLpd1cSWChUlimwpPeuEMkp6zyn6uTTeT1JJ9TQrpJdgdm231PTE+yT+OtO1azeOKC5gKqrOMq/vTBBqOnyanceI7uObT3VhAjSh/mzxgflXm+5h0dxjphjxQzyOMPLI49GckUNaWXmvvBPW78vwOh8OPHex3+kMPluFLxknpjoK0tOvrnSfAEpguTb3SXXKq2GOD6Vx0M0lvKssLlJF6MO1Es0k0rSSSMzMctzwTQ9rLy/AOup2VzpsfiuSx1fz4kabCXilgCMVL4h0PXfKMFvFbR6XanKBJhlwO59a4YM4GFd1HoGIpfNmIwZ5iPQyGh+QLzO3m0lvEUWlXlrND5Vum27LOAY8e3erdtZrrOpXmrWYhnntUEVskrhQxHevPAzqCFkdQeoViAaAzr9yR1/wB1iKf/AAfvYun9dDrf+Ea1W98RQf248KrM2W2ygjHp7VL4m0bX5LZ1MVtFpttkRpHKOQOhI71xxklPWaUn1LmgySkYM8pHoXJpdFboUt7s9C1bRbzXtD0JbG5hZYUDPG0oGzB61ieKNTii8SWjwv5v2NVDuD94jqK5cPIv3ZpV+jkUh56kn60X96673ElpZ9rHcW0MNt49sb/IS3u13hieAx7ZqTTrZtJ8U6nbXbxRPqETrbyK4IJOcZPbrXEyXdxLbpA8zGOM5QZ6VEWckFpHJHQliSKNNumq+TD/AIH3o7K30u48J6Rqb6nJF/pHyxxRyBvMPrU+oaXN4r0XSH0uaFhartljeQLsOetcMXdvvyO/+8xNAd1+5JIg9FYij18vwD08/wAT0e0vbd/GdvALhHNtZtG8pbA3YPFVtPs5tU8C3dnZ3MaTveN+7aQLvFcBlgchmB9QeaUM6/dkdf8AdYih6rX+tbjTtt5fgrHc3E8Ph+10HTr2RXnt33TBW3CKrD6JdQ+LZPETXcI04kyiYSAttPIGK8+JZjlmZj6scmjfJt2mWQr/AHd5x+VF3fm66isrcvQ9A0C6h09rrUrqRFgv5PLhi3ZKk8eZ+FcjqltPpGvO0siyN5nmh1bO8Z61mZbGNzYHQZ4FBJb7zFvqc0LRprpp8h3ve/XU7cQofGGj6vHhIbtgzEnhSMdak0e6P/Cy76Z7kcrIPMLcHg45rimu7h7ZbZpm8lTlVz0NQ5bOQzA+oPNPbbz/ABJ3Wvl+B2HhaVVk8R75VAeBvvN941t+HLQ2ljpdzpMVjIkj5vJrgjcmD2rzQEjozD1wetKHkUYWWRR6KxAoTt+H4Derfz/E9Et1W+13xHbRSxNNcJiMlwA3PrWTZW/2HwdqdndPGki3ShlDZ456VyIZwch3B9QxBo3Mersc9cnrU20t5Jfcx31v53/Cx61o9u2mzWosI7BNLa23PcOwMm8jkVi6bay6l4O1OztLmNJ5LxsIzgbxivP98mMebLj03nFAZ1+7I6/7rEU5e9e/9a3FHRK3kdZr8R0jwpYaNcSK16uS6o24R/jUN9HHq+i6fqOCPIK282Ou0d65kszHLOzH1Y5NSxXlxDBJBHKVikGGXsaO7e97/wBfIOyR6vaQvprXEVslhFpH2Q+VPuBkckdK5+00271fwC9rZSqHa7f5GbaH/GuD3ybdvnS49N5xW1/bMI8JR6UplW5WYyFlOBg0SV0/l+Y4u1l/Wx0bAaffeG9IlkWS6hkBk2tuCc9KvS6LeWvja61y7uoxZJu/eeYN3TgYrgNIvFsdZtL2cu6QyB25ySBT9a1Aalq9zdQySiGVyyoWPT6U23o1vr+IrK1umh09pEfEvhm9sLCWOK5+1GbyXcLuX61cv9mj6F4dju7qOZrefdJtYHYM156GZTlHdD6qxFBLN952b6tmltt5fgD138/xPVtZuvEElzJeaVDpc1pKm5JyQHA9/esiw0+61jRgniC2gewhVnhmSUB0PfPrXAiSUDAmlA9A5xR5kuMedLt9N5xStpYOx2AltrfwZbhJFeOO+YqM87cjnFbDaJdXvjWy1yC9iaxkKFZA43cD7uK82B5ALNszyM11ml6j4W0ZxewT6lcXca5jhlP7sPVp6839bWE9dF/WtzUScRDxcRMqM2APmwTWVYSxr8OZld1JW+DCMnn64rmbq5ku7ua5clWlYsyqeKhycY3HHpniojdL7vwLlZy+f6WPWdQvtYvktb7QYtMubcxABpsCRCBzXMXk8r+CLtbmRBcvesZUVh14/SuODyKMLNIo9FcgUZY9WY+xNDV013/zuKLtby/ysdB4eCahpV7o7D52UzRnPcdq3vDlg9vokFxplvZzXxm23X2oj92AewNcJBcS2swlgcpIOjCkeaZ5HkM0gZzltrEZNVfW6JseoWzm48f6l5c6b2s2AkQ8A1hRabP4a0PWZ9SljzdjESJIGMnuaw/DWsQaNd3ctyJHE1u0SkHJyaxpXeQtukkYHoGYnFK1rJdrfiUnrd91+CPQ9V0O/wBc8MaHHZSx4WJWaN32ge9O/tK0HjEWguQGFp5P2jPG8jGM1y+s65DqGlaba2xmjktYgjkMRk1g5Oc7jn1zzR1fa7/yJS91d7frc9E0bQ7rQdP137ddwgyx/IgkB38nmrWn315feE7GPREsJ5rb5ZYbrGVPqM15kXkP3pZD9XJoVnT7kjp/usRR/wAD8B+fr+J39tJ4lvNXure6tbKWOVVW5iEgA2f7Jo06x0zSfEuo29i4iT7E25GfO1s9M964HzJQciaUH1DnNJubJO9snqd3JpdLeVg7nZjTpfEfg+1tdPniEtpKzSxO4XAPetm8j+yaz4UimnV2jiwzk8dPWuL0n/hHREr6pd6jFOGyVtjhWHvTvEuuR6zeQfZYzFa20flQ8/MV9T71Tdnp3v8AgG979n+JvaPPu+IepSSTrtaGQb2bg1o6Dey3Hhu6sNLFm97FcM7Q3ONrDJ6V5tlhyGYH1B5oDMpyjup9VYipSskvK343G3d387no9hc6t/wkzf2yLS3dLJxEIWG0V5zL/r5D1JYkn1pC8hOTLIT6ljmkotrf+twuFFFFMR6R8Ff+Rov/APr3Fe014t8Ff+Rov/8Ar3Fe00AFFFFAGTbf8jdf/wDXuta1ZNt/yN1//wBe61rUAFFFFABWFrX/ACN3hD/r5uf/AEnkrdrC1r/kbvCH/Xzc/wDpPJQB0M3+uao6km/1zVHQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFLWP+QHff9cW/lXgPgiKOfx1bxTRrJGzNlWGQeK9+1j/kB33/AFxb+VeB+A/+R/tv95qwxX8Cfoyqfxo9vPh/SM/8eEP/AHzTf+Ef0jP/AB4Q/wDfNaZNNzzXzrSO5Hg/xJtYLPxUIraJY08oHao965Gu0+KOf+EuB5x5Q5/GuY0iyXUdXtbR22pJIFY+1fQYFOVCHocVZ2k2QQ2d3crut7SeZf70cZYfpUbo8blJEZHHBVhgiuo1nxHe6XqEmnaLL9htrVvLIiA+cjuaz4bO78S/arxpYklt4zJIzYBkx/Wui99VsTa2j3Md45I22yRsjdcMMGpIbS7uQTb2k8wHUxoWAre1lxrGg2eqrt86MbJwB0A4Ga0dHv73T/h1cTafK8U32vG6NcnFN6KV+gt7W6nGyRSwuUmieJx1V1waZXZ+IIZtW0zQ5rsCPVbptjkjBPOASKzdR8IXVhexWKXkFzeyNt+zxfeUepos7287Bpa/lc56iunn8FSpFL9l1a0vLmFS0ltF99QOv5VT0vw1NqVk97Pdw2Fspwsk/Rz6ChagYlFdFd+Db20u7C3a5hc33+qZelR6h4YGmX8Vncava+a7EPj/AJZ/WgDBord1XwvLptgl9DfQ3tuz+WXiUjaavN4CuopUiuNUtYZZUDQo3WXPYc0AcpRXUxeBbqSR7dtStY79cn7I33zXLTI0bvGwwyNtI9waFZtILFlNO1CRN6afdMp5DCIkVE1vcKhdreVUU4ZipwD6GvS9fXxYbTTzoZmFr9nG7y9oHTnrXGta6xNoV1dzXhFulwFmhOMs/rQtXb+t7AtUn3MR45IyBJG6E8gMMZptdp4s0+fVNesLS1jy7WyE4H3R3NZeoeEprK2862vor4htrpEpBT60kC1sYAUswVQWY8ADqaGVkYq6lWHUMMEV0Vz4dGhiK8l1m0+1xFZRa4+f1qLxVCk0kOqQ4Md0mXK9A/emCMRoZljErQyLEejlflP401VZ2CopZj0AGSa9MSGHUfh/YaY6qJGhMyNjqR2rmvBFskOrnUbyMGKzZQyMOpJppe+49ha8qaOZeOSJtssbRt/dcYNDxyRgGSJ0DfdLDGfpXYeKrT+1PiAIAoCzMCcDAA61a8QTW2u6NcJbxoH0s+WAo5OODUJ+5zFW9639anFpYX0qeZFY3MiH+JIyRQ+n38Yy9hcqOvMRFdF4M13Vk8QafYrfSC0LEGHAweDW1pOsajfeNdQtrq7eaBIZdsbAYHNXJW27N/cStnf+rnnfTrTlildSyRO6r95lXIH1pbj/AI+Jf9413Wgy22kaPbWM6IZNW6luqiktY3HLSVjhEjklYJFG0jnoqDJNSy2N7bpvnsriJP7zxkCum8K2bWHxB+yquGTcEyPyrblfW4ItWbxP5jaewIt1cA/NnjGPwobtFPyuNL3rHnLo8bbZI2RsZwwwcVJDaXdyCbe0nmA6mNCwre1ojVtDtNVTb5sYEcwA5UDpmtvw0NZb4fzf2HvF39o5MeM4z70+jv0F28zg5IJoZPLmhkjk/uOpB/Kny2d5Agkms7iKM9HeMgfnXVeKb5lt9KN5tfWoFP2nI5B7bv1qbTdU1DU9A1SXV5TLaFNsAkAADf7NLo7dA7eZx0VpdTozwWs8qL1ZEJApIree4cpBBLK46rGpJFdjc6tdeHl0W00+TyoWTdcIAMTfWqWtXl1oOuzJpB8iW6USAxjLAnsKNL/evmg6fj95zTwTRyiKSCRJT0RlIY/hT5rO7t0D3FpPCh6NIhUGur8T30luukXE4RtTWLdK5A3A+/vQup6hf+DdTn1qVpoyy/ZvMABH+7R0fl/nYa1a8zkGjkQAvG6BuVLDGfpQI5ChcRsUHVgOB9TXoGsaH/aujaI0l9b2MXkYWSbo7elZmnWEumXV74dvynl3C+Yj9mYdMUPRtev4CWqTOQJA60V03gzRoLzxQLXUJYVEWd0Uv/LQ+1Nv/DRm8SyWGnXUE6FizNH92Bfejt56h38jm6K6DUPCb2ljLd2mp22opCcSiDqn1pbHwlLdWMd3ealbackx/dCfrJ9KFqD0MBI5JG2xxtI3ooyaPKl2b/KfYDjft4z6ZrsvC+lXGj+MjbXKg/6O5VxyGGDyKtWWnNqXge4iEscCC+YvNJjCD1ND2uu362GlrZ/1ocDRWzqnhq60x7URTR3sVzxDLD91jWgfA8oXyl1a0a/27vsQ/wBZ9PrR0uI5anBHZWZUZlX7zAcD61rr4avJbKO4gkSVmk8p4V+9G2e9aGkwJpmrXGiXNzDLFdR4kZeiuOi/XNH5gctRV620me41tNJBCTvJsBboPSt0+Ar3zJbdNQtpL6M/NaKfnx69aOlw62OUoro5/B00emzXlvqVtdNbrumgj+9H9ag0fw2mswqyatbQTOcLA6ksT6UdwMMkDqacI5GQusblBwXA4H413Hh3wrata6zFqNzapcQjYok6xYP3vpVW1gS18E6tCk0dwqXKgSoODwelKTsn6J/eNK7+djj6cI5CnmCNzGDgvjjP1roNP8InU7VZLXV7Z5yu4W4U7unTNa+iabJe+Abu2LJBsvD5kkmMIMdTTasn3QlrbzOISOSRtscbO3XCjJptdRFps/hTUrK+W6hvLO4ynnx8qQeDWRrtkLDV5UTHkyHfER3U96GCM6iujg8INeWLXFpq1tPKkZkMCqd2B71FpvhO51DSxqT3cNraiQxu8v8AyzI9aLAYNFbt34WubXUrO0S5injvCBDcR/cOavN4Duklltm1O1+3R5P2XPzsB3HNHS4HKU4xyBA5jcRno5HB/GtfSvDVxqkc00txFY20JKtPP93cO1dBr+myWvgzR7JGS4dnYI8fR8njFD0X3fiC1dvX8DhqK6aXwXcRWrP/AGhC12q7jZhTvHtUMXhU/wBmJe3uq21j5gJSKYctjtQBheTMIxKYnER4D7flP40ytqSx1I+HEuBeCSxMxjSEd29avw+BrmVoIX1K1ivZulox+dR6mgDlqK6Cy8IXt7c38K3ESfYSPNZumPWo9X8MS6Xp6X8V9BfWzuI/Mg6BvSgLa2MOiumh8FXD2qvPqENtcuu5LV1JdvT86h0/wlc3dhLfzXsFlFBKUfzuxFG24LVXRgujxttkRkb+6wwabXSeIwNRsbXVkZHbHlzsg4yOB+lUtH0KLV4yzatb2j5wI5FJJoV22uwPSxkUVv2/hDULnXLjSFdBPBGZNx6OPalvfCU1rpk17BqNveeR/roofvR/WjpcOtjn6K6aHwVO1la3lzqVraW1ym5JJemf7v1qlL4X1GPXBpIUPKQGEg+7t/vfSnbWwX0uZCxySAmON3C/e2jOPrTa9D0PQRpFhrbpqFter5AVjFzsNc3pvhObULQXdxfRWEMjYiMqk+Z9KXWy8vxDpdmBT44pZc+VE8m0ZOxc4Fblt4Su57q6iuLmK0htwC1xKPlIPen6fpN4uo3drpOrwuEgLyTRfddfSjoBztFbmm+GZtQs3vbi9gsbcHCST9JW9BUt14OvbTULCza5idr4ZidegFFnsBz1FdVJ4EuUFxGup2sl5ApZ7Vfv4Hes/SPDU+qwPcy3KWVqjbfOlXILelC1AxacY5AgkMbCMnAfHBP1roIfB17ca0dMiuIzmMypORhXUelXhYIdHu9D+2QXUtsPNhaL+8eoobsrglrY5KOGWbPlRPJtGTsXOBTK2PD1pqV5Ldxafd/ZmjiLS5/iUdqtWHhGe+0uPVJdQt7W1kcoZJf4SPWnYDpvgr/yNF//ANe4r2mvKfhjoc+heMLuKWVJkltQ8csf3XHqK9WpBYKKKKAMm2/5G6//AOvda1qybb/kbr//AK91rWoAKKKKACsLWv8AkbvCH/Xzc/8ApPJW7WFrX/I3eEP+vm5/9J5KAOhm/wBc1R1JN/rmqOgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKWsf8AIDvv+uLfyrwPwJ/yP1t/vNXvmsf8gO+/64t/KvnLQNVXRPEyag0DziJm/dx9TWWIi5UZRju0yoO002fR5NRTHELkddprzY/F1f8AoC3f/fP/ANamN8WldSp0W7wRj7v/ANavn5YWu/sP8P8AM7VUh3K/xWhjSy06VVHmOTubueleeabeNp+p294oz5ThiPXFdF4w8XR+Jba1gSzltzAc/vO4rk69rL4TpUUpKzOSu1OTsdnqPh2PxFcf2to99ahLg7pY7iTYUbvxWZBoUAa9ifVRFJbxlmCN8shH8I9a50opOT/Ol2jj2rqt0RF76s6DwxKlwt3pMoG27TKk9iORWxpOrXHh/wAE3ccEkKXq3ZBjkG449cVxSO8bh42KuOhHakdmllMkjFnbqx7027r+ugka8GrXWqeJ7G91GYM/nJk9FUA+natx9VtLH4lvfSyhrfeR5i84yMcVxdIAAMU07W8r/iJq6d+p3dtpA8O6hfazdahbvbyo/lCGTc7luQCKrw26eKPCcdrb3cNvc28rSPFK+1SCe3vXFhFByB+tbGlzeG44lOr2N5POrZBhfC4/OklpZ9Btu9+p2t8kVheeFYpLkMsSjdIx46HvWPY/2fdePLxrqSNwdxhZz8pftk+lYviPXV1y5i8mAwWlunlwRk8hfesXAIx2oT15n5/iDXu28l+B6J4gubseFTb6neWUlz9pDJHa4wEyPSqHiG7il8aaTIlyrxR+V8wbhfWuKCgdP50AADFCdmn53/CwPVW9fxO4W7h/4WoLk3C+Vub97u4xt9a5LVyr6rdshBUykgjoeaqYGMdqWiOnL5f53Hffzt+B13jLUXJ05bS/kCC3UMsUhABxUNjcR/8ACA3sTzL5zXYbax+YjjmuWAA6UYGc0LRPz/zuJaW8j0o61ZWPjKxna4Ty2tFjEi8hWI71W1xvFCwThtS0p7NmyPJIDsM8Zrz7AAxSBFHb9aH/AF99xLRW/rax6DqNosmgSXfiP7DNdqgEE9vIC+McAisHTB/avha704gGe1Bliz1YntXOBADkfzqWKaWB98MjI3qKO/mPt5HYXeqJYaD4eljlVpbf/Wxg8j1BqTxDqGnQyada6ZKCJp1nuSOByen4VxH8RbuTk0mAKd9b+d/+AC0+49Ne60228SX+sTyRTxwwhY4w33mxVDQvE2hS309uuiJZ/bEYPMXyAx71wO0UpGalLow9Df8ADyRaf43to3mTyopSPMz8vQ961vDssJ8fX5aeNEkjlVXZsKSTxzXE4GMdqCARjtTXS/Zr7wet/M6efwfeW97HJc3lh5DygkpNkgZrW1rxNoMGoxQjQ1u/sahYpg+Oe9cCEUdv1pw4oV0kuwPVtvqeki5sLvxrp2sW8sUEdxAYyhbGxveoooJtCm1O91nUoLm0nVlhiWXzTk9OD0rzraOfekCAHj+dD2svNfeHr5fgdH4aljujfaVIAI7tSyE9iOgq9a3UmneA5YFuTBeR3WSiPhutckjvG4eNirDoR2pHZpZTLIxZ26se9D2svL8AW92dnJaWnij+z9UnuYo5ThLxXbBPpUniHQtWn3CK805dNtjmGKObBIHt3NcMVBNJsUdv1ofkC8zuW0+HxFBpd5FeQRpZrtvBK+1h/ujvVuzjh1i9vtTs57YXcK+Va/aW2jA7154VBOT/ADoKg9f503/n+Iv6+466Pw1dP4hgfW76zkSV8uUmyPp7VJ4l0TWbiKSSS80/7DBkRRRTfw9uPWuM2KB0/WgIo7frS6LyKvrc9E1PSf8AhIdG0QWmoWymCMGWOWXbtAPb3rD8TatCPENtJat5i2SqC/8AeI61y5RT2/WnY4xRfW673ElpbysdxEsFr420/VWKpa3Sbi/YOe1Oskj0fxRqFvd3EAXUo3SGWJ8gFs4ye3WuIeaWSFYXkZo1OVU9BUYUAYo8umq+TD/gfejso9OPhLStRa7u7eaS5+WGOCTdu92qe7sF8W6Npb2N5bxPZrsmjnfbjnqK4YKF6UFQTz/Oj18vwDzXn+J6JaapZt4xgjW5UxW1o0TTOeC2DxUFhbJqvgu6sIb6GG4e8YqjybQw9/auCwCMdqCoPWh67/1rcadtvL8FY7i6vLbw9BomnSypPLavuuGjO5U+hqw+kLD4mk8StqVv/Z7EzArJ+9wecYrz8AAcUmxc5xz9aLu9+orK1uh3+h6hb6YbjU7maPbqD+WkSnJRTxvI7EVymq2zaVrbMJkmG/zUdGzuGe/vWZgZzQAAOKNmmumnyHfe/XU7jZE3ijRtbBWOG5YGVieFYYo0e8iX4jXtw90AjCTErNweDjmuLaaVoPIaRjEDkJ2zUeARjtR6ef4k7rXy/A67wxcQxSeIPNmVRJAwXcfvH+tbugf6Pp+lz6PcWEMe8m+afG/r2rzQgGkKAnJH6007fh+A3q2/X8T0S2kgvdd8Q2yXMIe6TETyNhW59ayrNItP8J6lYXU8Xmi5XKo2cjnpXIlQRjtRtFTbS3kl9zHfW/nf8D1rTJPsMtq9ld6fBo32b5wceaXI5rD02GPU/CWo2MV9FDcSXZKK77Q4x39q4DYuen60pUHrTl717/1rcS0SsdXr4j0nwzZaGZ45rtCTKYm3Knpg026WLV9Bsb9l5tWWCYDrsHeuWAAGBUqTzRo0aSMqOMMo6Gju3ve/9fIOyPV4ZTZPceReafFohtSIVTHmliO9YNppkuseAzbQXMcTtdvgSPtVvqa4DYvp+tbLaxC3hWPRjC/mJKZPMzxg9qGrp/L8xxdrL+trHSl4rHUvDujCVJp4JVMro25Qc9Aauz6P9g8Y3eu3V/B9jQtx5v7zJ7YrgdJu00zVbW8ZC6QSByoPJxS6xeR6nq9zfJGyLK5YKTyKbb0a31/EVlt00OosxH4m8O3mnQ3MVtdfaTMqSttVl+tXL+W10bRNAie7S4a1m3ShGztGa8+KhutAUDpS228vwDffz/E9T1i81+7mkvdI1PSzYypuXzMLKo9KzNKtLi80dhr72Fzpsas0Y8weZG3civPti5zj9aNi5zj9aVtGg7HY/a7ODwhAsUilUviyofvbeOcVsro66j4wsteg1KE2kjIQPM/eAgdMelebgDeCRx3+ldTpus+F9Hk+12el3p1BUwjyPlA3rjNWnZ839bWE9dF/WtzV+0xRf8JYpnVHcgIM4LVlWFzDF8PpomkQyC9DiInnHriuauZnu7qS5lx5kjFjj1qLAznvURul934Fyab+f/APVb7UtY1SG2vfD+o6atv5QUpc4DoQK5q7uCfBd1Dc3Eb3jXrGRVb73v8ASuOKKTkj9aXAzmhq6a7/AOdxRdreX+VjovDjJfafe6M4H7xTLGT/AHh0Fb/h+GS30OE6VLYw36zEXhusZ2g9q4GOSSFw8TlHHQimyZlkaSQlnY5Jz1qr63JseoWcsd5481Ix3KsGs2BlQ8A1hrYDwvomrS3l3BNLeDEKQybs/wC9WF4d1mLQ7m6llheUTQNEAp6E96x2UFnI43e9K1rJdrfiUnrd+X4I9F1TQp9c8NaGsF3DEViVmSaTauPUe9M/tmwHi4W32jEItfIFx/tkY6+lcvrOtQ6rpmnWiQOjWkQjZieGI7isXAxjtR1fa7JS91d7fqeh6VpCeHrHWxd6lbO80f7tI5NwYZ6/WrGnane6h4Ws4NEvbGG5tflliuwMH3Ga8zCKO360pUN1/nR6+X4D8/X8TvbMeI59ZuI7i802YOoFyjyAI6egqS0XR9O8TajFZGKCP7GwdQ3y7/QHvXnuxcYx+tLtGMUdLeVg7nZx2SeJfClvaW15DDcWcjNJHM+0EHPI9TWzfLFYav4VjkuQyxRYaRjx0ri9Lm8NRxIdWsb2e4Vs5hfCn9aPEetjXbyNo4fJtYE8uCM9QvvTbs9O9/wDe9+z/E3tHuoV8f6hPJcKI2hkAkZuD+NaOg6nLceH7nTtLu7W3v452kxcgbHXJrzjAIx2oKhutJKyS8rDbu7nolhc6lD4kdtdvrNnFm4jaBvlHtXHaRfDT9eS4xuVn2N7g8ZrM2jGP60tC0kmJ6po7vSbaHR/EOqq8iRwTWxaJmPDZyeKzNRuIm+HtnbrMpk89y0YPPfqK5qWaWcIJpGfYMLk9BUeBnPelbS3p+DGnrf+trHuPw8nhmvLJUlV3TTgGAOSvsa9BrxX4KgDxRqH/XuK9qp9W+4uiXYKKKKAMm2/5G6//wCvda1qybb/AJG6/wD+vda1qACiiigArC1r/kbvCH/Xzc/+k8lbtYWtf8jd4Q/6+bn/ANJ5KAOhm/1zVHUk3+uao6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooApax/yA77/ri38q8D8Cqr+PbZXVWUs2QwyOle+ax/yA77/ri38q8D8B/wDI/wBt/vNWGK/3efoyqfxo93Om2H/PnD/3wKb/AGbYZ/484f8AvgVbJpmea+daj2O5XPC/ibDHD4sCRRqi+UOFGB1rjq7T4ognxYrYO3ygM9utczo1mmoazaWspIjkkAbHpX0GAXNQgvI4qztJsbZ6RqeoRGWysZp4xxuQcVWmhlt5mhmjaOVThkbqDXR6/r99bapLY6fO1nbWreWiw/Lux3NVLWym8RJdXVxeRxyW0RfL8GTH9a6L31WxNrOz3Mia3mtnCTxNG5GQG9KntNJ1LUEL2VjLcIDgsg4BrZ1WQ614ctdSLA3MHyT+w6CtDSbi+g+HFw2nvOsv2v8A5YjJ6U3opX6C3t5nIXNrc2UxhuoHhlHVHHNRV2uvwzajpugx6g23VbhvLdm+9gngsKo6j4P+x6lDpltqCXV/I2DCo+6PWizvbzsGlr+VzmKK6uXwdask8en61Fd3sClpLcDGMdap6X4aW7059Q1G/Swts7Y2cZ3t6ULUDAorqLzwY9reabbrfRyLf/ccdFFQ6n4csdL1KKxk1hHkLFZdq58ujyA52iui1jwsun6amoWl611A0gjYtGUKn/JrQk8BxW88UF1rMUU06BrdMf6wnt7UAcbRXYReBo3uXsJNXij1NckWuOv41yE8bRSSROMMjbT+BojZtLuFjQj8Pa1NEJY9LuGjIyGA4Iqs9heRxPK9tIsaNtZiOAfSvRvENh4lu7TT5NJuzFbC2G5fOC9vSuP/ALN1CTw/d30t+2yK4EckOchmz1oW7X9b2BapPuY01tPbMFniaNiMgN3FRV3HijTbjWfEVhaW4y7WyEn0XuaztS8Hi2tTNY3r3bI22RTEV2/jij+vxsC1t6HNIjSOqIpZ2OFUdzRJG8MjRyoUdeGU9RXSX+g2WgeVO+tKNRi2yrblMc9RzUPiqNLkW+rREFbhMSH/AG+9FwRivZ3Udst1Jbutu/CykcGo445JpFjiQu7HAUdTXpsQjv8AwFp+ky9XgMsZP94dq5vwTB9i1R9Uuk4s3VQrfxMTVJe+4voLXlTW5zE9vPaSmK4iaKQdVbrSzWtxbIjzwvGrjKFh96uw8UWx1b4hLC33ZWBY+g61Prd5F4i0e8ijCl9MPlxhepArNP3OYq3vW/rU5KDQtXuoRNb6bPLEejqODSyaDrMIzLplwnGeR2rW8GarqKeJdPtkvphblyDGG+Xoa29F1K+ufHOowz3cssSwy7UY5A5q5K23Zv7iVs7/ANXPPiCDg8GpYrW4njeSGB5Ej++yjhabcf8AHxL67jXdaLdxaHpVlp8mwHVuZN3UCktY3HLSVjhreCa7mWG2iaWVvuovU1audF1Wyh8670+eGP8AvMOK6LwvZvYfET7Mg2ldwj/oa2JYtY0yLV5tema4s5QVhiD7yGzwcdqG7RT8r/8AAGl71jzuaCa2cJPG0bkbgG9PWrFppOpagheysZrhAcFkHANbGrt/bHh611Pdm4gAjmHoo6Vt+G7fVrv4fTRaPMY7j7RnIfb3p20fkLt5nD3Fld2lwLe5tpIZj0RhyaludI1OzgE91YTQwno7Diuj8VahJDBpdvdMJNYtFPnuw6emfWpdJv8AUJ9A1S41Wd5LaZNkKy92/wBkVPR26B1V+py1tpWo3sLTWllLNEn3nQcCmWthe30zQ2lrJPKvDIg5FdXqGp3WiHQ7ewmaGJU3SIvSTPrVTxBcXmma/JDpbtFJdoJD5Q+bJ9KfX719wdPx+856axu7e5FrPbSR3DHAjYcmpbvSdSsIhLeWM0EZ6M44NdJ4ov5rWPSfMkV9RiizI55ZT7+9JFe37+C9Tn1eaSVJmXyFm6/gKOj8v87DW68zlZba4gRHmhaNZBlCw+8KRYJmgedYmMKHDOOimvQdX0i31LRdDe+1KOxh8najNzub0rLsbF9H1G78P3kqtbXSb0cdHbtQ73a9fwEnomccTgZNFdT4K0u1k8WC21GZEaHIEbjPmGkvPDkN74oms9NvUliDM80gGBCvejtbqrh3v0OXorpL7wtbR6fPd6Vq0eoC3P75VGCtLZeFLdtPhu9V1WPTxcH9yrDJcULUHoc9BbzXMnl28TSvjO1euKU2twIDOYX8kNtL44z6V2fhrSJ9D8afZ5GDq1u7RyDoy4PNWLCxXUPA1xHLcrbwJfM0krfwj1oe112/Ww0tbP8ArQ8/ord1Xww9kbNrG6W+t7viKVO5rRbwXa7zaLrcTaoEybTHf0zR0EcjUiQTSRPLHGzRx/fYdF+tbUfhea4skmtp1ln80RSwAcxnPU+1XNLWDStbn0d7tZ7a4j2zMOgcdB+dHktw9TlaK0bbR5bjxCmkM4jkeTZuPbPSug/4QINcTWMWrQyalETm2Hp65o6XB6Oxx1FdRN4QgOm3NzY6tHdT2qlp4FHKY61X0Lw7Z61CmdTaG5c7REIi3Pue1G9wOeJA61KtvO8DTpEzQqcM4HANd34d8O2EFtrlvqN7Ek8Q2HcufLAP3qo2scVv4I1eK3nE8IuV2yAY3cGlJ2T9E/vGld/Oxx1SrbTtbm4WFjADtMmOAfSuj0rwla6vaK1tqpNyULeV5RxwM4zitPQ9Pa78A3ltNMtvHHeEyyN0UY603on3QlrY4iGCa5fZBE0j4ztXrio66r+zm8L3ljqllfJeWU+U85R/D0OayPEFmtlq8gj/ANTMfMjP+yaG/wCvMEZlFdTaeELfUNPeey1QyzpEZDEYiBgds1DpvhT7bo39q3N/HaWyyGOUt1THem1a6fQOlznKK6G88KmDUtPt7e9S4tb5gI7lRxzWg/gSJLuawOsw/wBpR5It8feA96XS/wDWgHHVK1tOkCTtCwhf7shHBrY0rw0b6C4ur+8Wws4WKGVx1b0rf1/Tmh8HaLY20y3O+RljdejZND0Xnp+ILe3r+BwdFddN4H8q2ZRfO2oKm423lHGfTOKqr4XtYNJivdU1ZbJ5QfLiK5yR2zQCME2lytsLkwOICcCTHBNQ1tvpl03huO8S9aS3acxJB2z61qQ+CInmt7ObWIotSlwTbEfdB6c0W1DochRXTWPg57261OFr1IlsCN7t0I9ah1fwzFYaVHqVhqKX9s0giLIMbW9KP6+8dtbHP0dTgdTXXReBj9mT7VfPDeum5LcREg+nOKr2HhITaZNqF9qCWSW8xjYMOQRRtv0EtVdHOzQTW0piniaOQDO1utR10niEjU9MttWWQSOv7qZh3x0/Sq2h6JZatGfP1JraXOAixFqEm212B6JGJRXTW3gy6ufEV1o/2hUeGMyLI3RhSXnhWGPSri8sNUjvJLb/AF8KjBSjpcLa2Oaorq4/BkKadZ39/q8VrbXSAqxGSGPaqcvhO8TxCNJR1cFRJ5w6bPWnbWwX0uYsNtPcBzDC0gjGXKj7o96ir0bRNHtdL0/XHstUjvV8kK+0Y2muf0vwj9tsUvb68azimb9ztjL7qXXTsvxDpqczU0FpcXZYW8LylBubb2HrXQW3g6Rrq8W9u/strbAMZymcqe+KZp2ji41K7ttJ1ndFHAZGmTjeB2o6Ac50OKK39N8NR3WntqGo6ilhbs22JnGfMb0qzd+DJLXUtNtBfJIL8bkkHRRRZ3sHc5eiuwfwLEHubaLWYpNQt1LtbAdh3zWfovhd9TtJLy7uGtLVW2CQIWJb0xQtQehz9SGCZYFnaJhCxwr9ia6SDwVLca9/Zy3YWJojLHcOuNwHtVlLW2fTbzQYb9bvyF8yBgMYfuKG7L+vmO2tv68jjqK2PDugP4gvprUXCwGFC7M3tVpvDEMkOoTWmpJcRWSgswH3j6UPTf1EtdDpvgr/AMjRf/8AXuK9pryb4LaUwnvtX80bdvleX37816zTatoxJ3CiiikMybb/AJG6/wD+vda1qybb/kbr/wD691rWoAKKKKACsLWv+Ru8If8AXzc/+k8lbtYWtf8AI3eEP+vm5/8ASeSgDoZv9c1R1JN/rmqOgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKWsf8gO+/wCuLfyrwPwJx4+tv95q981j/kB33/XFv5V85aFqUmkeJVvordrh42bES9TWWIi5UZRW9mVB2mmfRxNRzHEMh/2TXmJ+KOq5/wCQDP8A98//AF6a3xO1RlKnQZsEYPy//Xr594as/s/iv8ztVSPcZ8Vo0Ww011UB2Jy3c9K85sLt7DUILuP70ThseuK6Dxb4rm8Qw21vNYtatCcjd1Irl69rL4TpUUpbnJXanJ2O0vtF03xJINUsNWtrR5uZorg4IbvisyHR9K330UuplXt4iVZCdsrDsPaudKKTkqDRtHHA4rqt0Rnfub/heZJXutLm2+VdoeT2YDitbT9Wn0DwZd21veLb6gt2fkwCdtcYGZSGVipHQjtSMS7l2JZz1Y9TTburAjUtdTub7xHZXupXLSOJkLyP2ANbkmtWll8Rn1HzPNtd5G9fQjFcfRgAY7U07W8r/iJq979TuYtPsPD95e6w2rW9ykyMIooj8+W5Gar2yWfiTwslnLfxWV1byNIRKcKwPpXGhFByFANbWk3+hWsIGp6M97MrZDhwBSS0sxtu9+p2Oo/ZdNu/Cym5BhiUZlbpjB5rGsLjTJPHN3LcyRmN93kyv90N2NYniDXH128RzCsNtEuyGEfwL6VkYBGMcUJu935/iDStb0/A9A168ceGDa32tQ390bkMoiAAVMj0qhr99az+MdLniuVeGPytzg8LjrXHBVHQAUYAGAOKadmn53/CwPVW9fxO1W/tP+Fni9Nyv2be377PH3a5XVmWTVLp42DI0pII7jNVMDGMcUtKOnL5Dvv52/A6nxlfxXDaf9kuy4SBVYRuQAcdKjsbu3XwHeWzzKLhroMIyeSOOa5kADoKMDOcc0LRPz/zuJaW8j0VvEFjZ+L7G5FwGhNqsRkT+BiOv4VX1sayYZz/AMJZa3FozZWJQAxGe9cFgAYxSBFHRR+VD/r77gtFb+ux396tsnh2STW72x1K62gQSx/61OOBWHpH/Ez8N3umPgywKZYM9Se9c6EUHIUA05XeM5R2Q+qnFHfzDt5HXXurxWeg6C0Eyvc2v+sjHUexqXxFq2nNLptvpjgRtMs9yw6ZJ5B+lcXjknuepowB2p31v53BafdY9JfVNKtdev8AWDLDcskQSGI9GOKz9D8Y2Ml9JBLodlZR3SMskyHkE964XaPQUuMipS6MDe0E22m+NrfdcL9milP73tjFanh66tB48vpJbqOKCVJFWVvu5J4rjMDGMcUEAjBAxTXS/Zr7wet/M6mbwtFb3sc0utWMkLSgsEPIGa0NZ8Y6fFqKxW+g2V3HaqFhmc81woRR0UflTulCukl2B6tt9T0ZdS0y88X6drIuIbcTQmKRB0jNQxJbeHZdSv7rWIb6O5UrHBGxbBPsa8+2g54HNARQchQDQ9rLzX3h6+X4HQ+GZ455rzTJgohu1LDPZuwq5FcrYeB5rI3PlX0d1u8tWw3WuUDMpBVipHQikYl3LsSzHqx5Joe1vT8AW92dmE0zxFHp2oX15FFcoQl0j9XHapPEGjSXTPJHr9gbOA5gt0boBXDlQeoFJsQfwj8qHrsC03O5Fvp+v2+m3b6jDb/YV23Mch+Z/wDdqzYy2WrXN/qEV9bW16q+Xatcfwgd68+KqTkgGgqp6gGm/wCvnuC/r5HXQaBBHr9vLq2s2l3HI+ZGDZH40/xHo1xdJNO+v2MsERIhgjPRewArjdi/3R+VARQchR+VLt5DW9z0K/sLDxBpGjLHrFtBJbRgypKemD296wfEusQya/BLZHdFZgKrf3iK5sop6qPyp2MUdbrvcSWlvKx26NbWvjDTtZZkS1uUy79lc0tq9po/ie+imvoZYNSjZFmi6R7s9fzriGd2QIzsUHRSeBTdqgYAGKP+Cvkw/wCB+B2JtLXwppV+RqVvez3PyxJCcgD/AGqnnt7LxZo+mldSgs5rNdkiTnGec5FcOFVegAoKqx5ANHr5fgHp5/iegWetWB8XxAXAW2trVovOf+JsEVFp6WOp+DrnTm1KG2uHu2ZA5wCPU+1cJgEYxxQVU9QDQ9Vr/Wtw22/qysdpe6jaaDHo2nxTJdm0bdPJHyv4VbksNOi1+TxKdYga2bMogU/vMnnFcAAAMAYo2LnO0Z+lF3v1Cytbod3ouq2mlLNqU06PLqD+WYV/5Zxngt9a5bV4I9N1lntrlLhN/mo6ntnofes3AznFKAB0GKNmmun5DvvfqdsTAfEOja6zpHFMw89uysPWmaRf2kXxCvbuS6VYGEm2Ung5ziuNLuY/LLsU67SeKbgYxjijrp5/iTa6s/L8Dq/DV5bWz68Zp1jEsDBM/wAZre0S4gj07S5dN1a209Ecm9RwN8nNebEA9RQVUnJAzTTt+H4Derb9fxPQLW7sbzXdeg+2xRrdpiKaT7p5rMtWtNO8Lalp811FJILlSAn8a88iuSKgjBAxRtHoKm2lvRfcx3u7+dz1ewvbe1mtZ7XWbW20oW2HtFA3F8cknrWJpv2HUfCuoae+oxW08t2Wj3nAI9T7VwWxc52jP0pSqnqAab1vf+tbiWi0Op8QPa6d4estCguY7qVMmaWM/L7YpJvL1bw9ZXsigyWbiKVR18sd65cADoMU9ZHVSquyqeoB4NHdve9w7I9VS+t7aW4lh1u1j0h7UrDZxgbg2O561i2WnRat4DMDXsdqWu32vIcKfrXAbF/uj8q121gP4ZTRjB9yUyeZ9e1DV0/l+Y07W/rpY6Uz21rq3h7R7adLk28i+bKh4Jz2q/c6bY6b4tu9cuNUgaJC37jcfM3GuA0u7GmanbXgj3iBw+z1xS6reLqeq3F95QjMzltvpQ76Nb6/iKy2e2h0+ny2niPQbvTZ7yKyuDcGdGkOFI9Kt6headpOjaHBBeLdNaTbpQp7ZrgSobqAaAoHQAUbbeX4Bvv5/iem6vealqEj3um+K7aG0lTd5EgAdfaqGjxj+ynOs6nYXtiqMUtpD86N6iuA2LnO0Z+lGxc52jNK1k0g3tc686jZReEoUhkXcl6zrCeoTituLTdP1TxbY65DqsXlyMp8jP7wMO30rzcABwSM88+4rqrHxJoWlZnsNAZL8JtWdmBCn1xVJ297+trCeun9b3NFr22hPiuOSdUklIEak8tWXY3tvD4BmtzMv2j7YHER6ketc3PK9zcPPKQ0jsWY+9MwM5xzUxul934Fyab+Z6fe6ne6zb295o/iaCwj8sK9vMBuUgdq5y5uo/8AhDbi1nvEmvDeMzYP3/euRKKTkqDS4Gc4oavdd/8AO5KdreX/AAx0Xhp0u7W80eXbtlQyIT/fHQVvaIVg0OGKw1O202/imIu2lALOuegzXAqzIwZGKsOhBwaaw3sWf5mPUnkmqv1/rQVj0+wuLe/8dak8VyJIms2BmH86xGtrTwxomqMdRgu7i8GIkiOdv+9WDoGsjQ7i5l8jzRNAYcdMZ71ksqlmIAG6lbZLt+pSet35fgj0XUtFi1jw3oavqUNoywqxExwCPb3qD+3tP/4S0Q+biy+z/ZxOP7x4z9K5jV9aXVdOsLQ24T7JGI93XdjvWRgYxjijq+12Sl7q72/U9C06w03w9Zayr6xBPJcR/uhGeDz/ADqTTtWm1Lwxa22m65Fpl1a/K6zAFX9xmvOAijoo/KlKq3UA0evl+A/P+tTuLJNWfWZvP8R2UgIAmMpGyZfSp7e60Wz8S6gLVoLeI2bITH9xn9q8/wBikY2il2jGMDFHSwdzsYIbLxF4Xhsm1GKzuLORnIlOA4Pp71tai1rp2reFla4HkxRcyt0xjrXHaTf6DaQqNS0V72dW3Bw4AqLX9bfXr1ZWiEUES7IYh/AvpTbs9O9/wBa3v5/ib2kX1pH47v7qS5VYHikCyE8HNaGh6v8AaNCutMtNWj028SYyLLIAUcZ9688wMYxxQVB6gGpS0t5WG3d3O/sLq4s/EUj6zrkF4TZuqSp0B9OK5HS746frkdyuCC+056YPWs7aoGMDFLTWkkxPVNHd6clroviHU2kmSK3uLYtC2eGJzxWf4UuLZ7bVNLmuI7c3g+SWT7o+tcq7NIFEjM+37u45xTSARgjNK3R9rBd/jc94+F1raaVZXmnJqEN1c7t7CI8Ac13VeK/BVVHii/wAP9HFe1VTbbuxJWCiiikMybb/AJG6/wD+vda1qybb/kbr/wD691rWoAKKKKACsLWv+Ru8If8AXzc/+k8lbtYWtf8AI3eEP+vm5/8ASeSgDoZv9c1R1JN/rmqOgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKWsf8gO+/wCuLfyrwTwH/wAj/bf7zfyr3vWP+QHff9cW/lXgfgP/AJH+2/3mrDF/7vP0ZVP40e/GGH/nkn5U3yYc/wCqT8qeTTc9zXzrUex3K54b8UFVfFwCqAPJHA+tcZXa/FFGPipZdp8sxYDds5rmdDtI77XLO2lz5byAMB3FfQYBc1CC8jiru0myTT/DmsapB59lYvLFnG7pVG5tp7O5a3uYzHKhwyntW34l1i8bWZrSCeS2t7VjFGkLFOB64qGxs01yG6nvtQ8qS2iLpu6yEdq6E7rm6E2s7PczLqyubGUR3ULROQGAPcGreneH9W1eFprCyeeJTtLA4ANaOoSf214YgvmYm5tPlm+natHSY7+b4cXCaeLgy/a84gJB/SqeilfoLe3mcpf6deaXcm3voGhlHO1qrV22u28lzp+gafqTkanI2yRjy6gnjNU9Q8I2kGtQ6PYajJc37t86suFVcZzmlZ3t5tfcGlr+VzlaK61vCujXBubbTNZluNQt1LPFJHtXjrg/WqeneHbN9JOpazfvZQMxSIRruLMPWhAc9RXWXng2C3vdKhh1BpY9Q5D7fuiq2qaFo2m6vFp41SeV922YrH930x60dbAc5RXUa34Tg0/SY9Rsri5kiMgjZbmPYR05H51dn8E6TZ3cFpd61Ik90im3VUzknsfSiwPQ4qjpXZxeC9MOovpM2sSJqoyVhCZU4GetcdcRNBNJC4w0blT+BojZtLuFjZi8H+IJoFnTTXMbDcrE4yKoSaVfQwSTyQFYo32O2ejeld/4j0XVdRtdPns9TS3iW2GUa42E8ema5EaNK/h661CS/lLQXAiaINlXPrQt2v63sEdUn3Mq7sbqwdUuoWiZlDKG7g9DVeu78RaTPrviWwsoSctaozH0XHOKpan4Ligs2m06e7leNsSC4i2KPoaFf+vWwLW3p+hycUbzTJFGu6RyFVfU064gltZ3gnQxyocMp7V0Wq6LpHh4x51S6GqIFlSIxYUnrwah8Tol5b2urxHImXZJ/v8Aei/YEZUulX8GnR6hLbOtnIcJL2NQW9vNdzpBbxmSVzhUXqa9KgMd54H07SZvuzQF4yf746Cue8GQHTNQl1S5X5rSRURWH3mJqkvfcXsha8qa3OZvbK6064NveQtDMvVG6inXenXlhFFJdW7xJKMxlh94V1viS1Oq/ENI5PuyEM59B1qXVL5fE2lahbqA0mnNshAHVRWab5Ob+rFWXNbpp+Jzdn4W1zULdZ7SweWJujA9adN4S1+A4l02RTjdjPOKn8G3d0PFWnRrdTiPeRsEh29D2rc0G5uZPHmpLJczOoilwrOSBzVy8uzf3ErZ3/q5whBVipGCOoqzbabe3kEs9tbvJFD/AKxgOFqC4z9olx13Gu50q/j0DTtO05io/tTmbPYUlrG45aSscVZWdxqNyltZxGad/uoOpq/e+GNb023M93YPHEDgtnOK3PDdk1h8Rvsy/Lw3lnpwehrUay1DRE1e5v7v7fFOCqQJL5m056kdqG7RT8r/APAGl71vQ4C6s7iykEdzE0TsoYA9wehq5p3h7V9XgM9hZPNEDguDgA1o6k/9seGre/Jzc2vyTew7Ctrw5YX2p/D6W3sLoW8v2j7xk2Z59adtJeRPbzONvdKv9Oultby2eKd/uoe9WLzw5rGn2v2q6sXjg6785rZ8VX0lnBp2mzOX1KxQ+bM3PXpz3p+kT3kHh/UrvU55Giu1CQpMxO4+wNT0bRXVX6mDY+H9W1O2a5srJ5YV6sOKisdI1DUrh7eztmlljOGXpiui1e+uNLl0KK0leFIkyVRsB8+vrVfxKbuLxAbXTmkSS7jDkQnaSx+lPr96+4XT7n95iXOk6hZ3qWdxavHcOcKh71NqHh7VtLtxcXtk8UJ/jzkVt+KL6S0h0u284Pe28WJZM5ZT9aIZbyz8GajNqcsjm7ZTBHMxJPuM9KFs/L/Ma3Xmc1c2F3ZxRSXEDRpMN0ZP8QpI7O5ltJbuOJmgiIV3HRSa77WNN0270PQ5NW1F7SEw7I/LXcS2e49KzLWxGh6vPok8/m2V5Hujb+83Y4od7tetvkJNWT+840ZPQEn0Aorq/BVjZxeMfs2oTMskOQibNwc+9FzoFjqvim4t9OvHa3QtJcyMm3ygOuB3o7W6q4d79DlKK6a68OaTLp1zdaHqst41sf3qSpt49qW38NaXb6bbXeu6pLZtdf6lIk3ZHqaFr/XcHoc/aWVzfz+RaQtLLgnavXApx068FmbswN9nD7DJ23eldj4e0aTQ/Ggh83zYpLZ3jkH8SkGprC0gvPAtyLy6NvbR3rNI45IHsO9D2uu362GlrZ/1oef0V0OpeGI4RYS6TdteWt6cRu42kH3FXz4R0b7UdMTWpTq4XmEx/Ju9M0f19wjj6nis7i4gmnhiZ4of9Yw/hrbt/Cv2y0DWtyz3aS+XPCRgR89fpU2mtZ6Tr8umJdtPaTKY5mIx8/p+dG+i36Btq/mcvRWpa6KZvEyaNLIYy8uwuB0zXQr4H06XUJ9Lg1l31SLJ8rb8hUd80dE+4PR2OKorqm8K6XPpt5Npuqy3F3ZqWnhZMAY64NQ+HfDuna5Eoku71Llm27YodyKfc0LXYDm+ewJ+g6VYjsbqWze7jhZreM7XkHQGu68PaLpVjBr9pqF24miG1z5e7aoIww96zbRYI/BGrJaTNLbi5Xa7DBPB7UpOybXZP7xpXfzscfVhbC6exa9WFjbK2wydgfSul0Xwjp2tWatBe3ouChbHk/u8gdN1X9EsI5vAV7BeXH2eCK8JlcckADsO5py0T7oS1scVaWdxfTeTaxGWTBbaPQVARgkHqOtdVJp8Hh6Sw1nSb97qxmJVpHG1gOhyKyvEVmtpq7PH/qLj97H/ALpoe/8AW4IyqK6+x8H2Gp6a9xZ3t6Z0iMmHhxGcds1W07wtaXGgHWNQ1FraFJTHKqrkjHcetNq179AWqTRzNFdLdeFrdNQ01LK+eewv2CrOVwy/hV9/BekpqU2lf21IdTQErHs+RgPel/X3AcXViSwuorOO8eBltpc7JOzVsaZ4bt5rO5vtYvWsrOFzFvRdzF/TFbuuaeg8IaJY2M/2hJJGWJzxnJ70PbTfT8QW+vn+BwVFdtP4CiigeJbi9bUUTcYzD+7z3G6qD+G9LsNFhvtX1G4t5Zw3lpHHuUkds0XBamC1hdLYremIi2Y7Q+e9Vq2zo7P4bj1CK8ldZJzEkBPy/WtaLwbpX2230y51mSPVJcF4QmVUHpzTs7hfQ46iuqsPB8F1c6tHNftFHp+Mvt+8O9Qar4dsINETVdI1CS9tzKIW8xNpVqX/AAPx2HbWxzlAGSAOpOBXbReAYlt41u7i8S+kTcqRRbo/bJqlZ+FLP+ybjUNU1GS0+zTmJlRN3Io0V79BLVXRzl3Z3FjOYLqJopQAdp9DUNdJrbJqui22qJIZHhPlSsRyfT9Kh0rw9bXGmtqerXj2Vhnajou5mP0o7+QdjBorestAtNW1h7bTL2SSyjQyS3Ei7SqjqcVYuvDmlS6bdXmh6rLeG15lSVNvHtR0uC1djmaK69fCGl2+mWGoalrElvDdqMBEyVY9selSSeC9Ks9RjsNR1mWK4nx9nCJkNnpn0p21sK+lzjKK6jTfBpvtY1TT5bvyTYjIcjhxUd74b07+xpdQ0fU5LvyG2TJIm3B74qW7K5VtbHN0V1mi+E9N1q0Vob29FwykgeT+7BHbdUOleFrS70y9vtR1B7WO0mMTbF3Z96b0vfoJaq6MKTT7uKyjvHhIt5DhHz1NVq6M+HxPpFjdW2oTSxXU5iSN+Aoz1x603XdE0fR2NrHqV1JqKkAwvFhfwND0dgRz1FdcPCmkWjW9rqusS2+pzgFYUjyoz0yai03wYbzVdRsbm78j7Gu8OBkMKP6+4Ol/61OWpVUu6ooyzHAHqa6S/wDDWnrojano+pSXixyCKVZE27Wp2p+H9J0O1hkutUuU1B0EsUYi+QnqOaNFuG+xz11aT2U5guYjHKOqmoa6LXmGp6TZ6srbpEXypz6t2qaw8LWE3hyDW9Q1N7a3dyjqq5K49PWiz1v0Dt5nQfBX/kaL/wD69xXtNebfDbw1Fouu3F3Be/aILm3DQkjBK+pr0kAnpQAUUUEEHBoAybb/AJG6/wD+vda1qybb/kbr/wD691rWoAKKKKACsLWv+Ru8If8AXzc/+k8lbtYWtf8AI3eEP+vm5/8ASeSgDoZv9c1R1JN/rmqOgAooooAKKKzNRe4OoW8ENw0KshJwOtAGpg+lGD6VjeTef9BGT8qXybz/AKCMn5UAbGD6UYPpWP5N5/0EZPyo8m8/6CMn5UAbGD6UYPpWP5N5/wBBGT8qPJvP+gjJ+VAGxg+lGD6Vj+Tef9BGT8qPJvP+gjJ+VAGxg+lGD6Vj+Tef9BGT8qPJvP8AoIyflQBsYPpRg+lY/k3n/QRk/Kjybz/oIyflQBsYPpRg+lY/k3n/AEEZPyo8m8/6CMn5UAbGD6UYPpWP5N5/0EZPyo8m8/6CMn5UAbGD6UYPpWP5N5/0EZPyo8m8/wCgjJ+VAGxg+lGD6Vj+Tef9BGT8qPJvP+gjJ+VAGxg+lGD6Vj+Tef8AQRk/Kjybz/oIyflQBsYPpRg+lY/k3n/QRk/Kjybz/oIyflQBsYPpRg+lY/k3n/QRk/Kjybz/AKCMn5UAbGD6UYPpWP5N5/0EZPyo8m8/6CMn5UAbGD6UYPpWP5N5/wBBGT8qPJvP+gjJ+VAGxg+lJisjybz/AKCMn5U6xe5XVGgluWmTy9wyOhoA1aKKKACiiigClrH/ACA77/ri38q8C8C/8j9bf7zV77rH/IDvv+uLfyr5x0O+utN8Rrd2Vsbm4Rm2xDvWWIi5UZRXVMqDtNM+kDUUx/cSf7pryw/EDxb/ANAB6afH3itgVOgvg9a+feGqvt96/wAztVSP9Jj/AIrqo07TCFAJY5P5V5vZ3Uljew3UX34nDD8K3fFXiXUNcSC11Cy+ytCdyjPJrm69rAU50aKjLc5K7U5M7G8tfD/iNl1JdXj025k5nim5y3cisyKx8Pb72Oe7djDGfIkVuJH7fhWAVUnJA/KjA9BXVbsZ37m74YuU8+fTrgqsF2hDE/3gOP1rTtNXbQ/CV3p9vfGDURdk4jPJWuQBIOQSD6ig/M24nJ9T1pvVWBGhZ38s3iC0vr+4aRlmRpJX64Brck1+1tPHz6rEfOtS55XuCMVydGKadreV/wARNXv5naqmhaHc3eqwavHeSTKwjt0+8pbnn6VWtbjSte8OJYalqCWF1BI0is/R89hXJbQOgH5Vs6VrGnafCEutAt7+QNkSyNg0ktLMbbvfqdhqstjpVz4XPmlbaFAS7dxg81i6dqmmJ41urqeRRBJuEU7dEJ6GsPXNbuNdvBNMixxINsUK/djX0FZmBjGOKFvd+f4g0rW9PwO61zU7b/hHDZPrv9p3JuPMD9lXI4qjrmqWN14t028gnDwReV5jjtjrXJhQOgApcDHShOzT+f4WB6q39anXpqtgPiONS88fY9zHze3SuZ1SRJ9TuZYm3I8hKn1GarYGMY4ooWlvId9/O34HR+ML+y1KSwNrMJfLgVWwehptlqFpF4Iu7F5QLl7kOsfqvHNc9gDpRgZzQtE13/zuJaW8jvX8UWFr4qsryOUyW/2ZYZHTqh9fwqvrTCWKZo/GguYWbK256gVxWB6Um1R/CPyo/r8bgtNDu7m80+38OSxXmrW2rTsoEQC/vI+PX2rF0Zlv9AvdJlZQ6KZLfcerd654KB0A/KnAlTlWIPqDijv5htbyOqvdagg0PRFtZg93Zf6xPQipfEOv6fdzaZDp/wAkKyrNcN6tnmuP7570Yp31v53BafdY9DfxDpNrrV/q8M8U0/lBIEYZBOOtUtG8dyG+aK9sdPt7a4QrLJFHhue9cRgegpetJaAbmiTWemeMoJjOPsUUpIl7YxWloOpafD43vLq4ulitZkkVZT056VyOBjHajAIwRxQunkrfeD1v5nTzaHo0F5HP/wAJFbXEZk3MiDkDNXtX8dyLf7LDT9PmtoAFheWPLVxO1f7o/KloWiS7A9W2z0Aa9pd54p0/WZrmOF3hMVwoGAnvUMMuj+HJtR1CDWI9Qe7UqsEXbPc/nXCYHoKAoHQAUPy8/wAQXn5fgdB4au42urqwuCq294pJz2btVj7Xb2XgyfS3nAvo7ncEB7ZyDXMZIOQSD6ig8tuPJ9T1oeqt/WmwLe52Edzo2sw6dd6ndrFd25Czq3/LQU/XrHTr+WS4TxTavHHzBbgdAOgFcWQD1Ao2r/dH5UPUFodokmja1b6fc3mopay2A2yRP1n/AN2rNhqOl6jLf3cmoxafeMPLtpJRkoo6VwRUHqBQVB6gGh/189wR1ltpmjWeu2893r0F7EW3SMB396XxBp9jeeddf8JRbXBUnyYFHRewFcltX0H5UbVH8I/Kjt5DW9zvbwaDr2l6SkusxWk1rGPND98HoKwfEetR3Otwz2P+ptABEf7xHesDap6gflS0db+dxLRW+R2ourS08UadrrSILeZMSkfwv3pLe90zSvEl2Pt6XVnqKMjSx/8ALLd3P51xZJK7SxK+hPFJgAYwMUf8H7mH/A/A66QaV4b0y8FjqkeoXN18qeX0Qe9TSPo/ibSdPF3qken3Fmuxlk/jGc8VxYUDoAKCoPUA0ev9WD/g/id1aeIdOHiuOQy+XY29u0SSN/EcYz+NR6fcaPf+FZ9Mu9RS1me6aRGboAe5risDGMcUhUHqBQ9d/wCtbhtt/WljsL3WLLSF0mx0+ZbyOzbdLMvR/pVuRfD8esv4iXV43LZk+xD7+49q4QADoMUbVznA/Ki736hZbdDtdJ12y0pJb8zrJd3z7Jox/wAs4jwfxxXN6tHa2erNJp9yLiHd5qMO3saz8D0oAA6Cjqmun5Dvv5naNcWp1nRtfklREZgLkj+Fqg0rVbC38dXd/LOFtXEm2T1znFcmSSu0klfTPFNwMYxxR1+/8SbaWfl+B0/h3UrOyfWzcTBBPAyxZ/iPpW7pGq6cunaY0Gtrpn2dibmAfem5rzzA9KQqCeQPyp3/AE/Ab1d/61O7tNV0u41rW0lvVggvU2xzv061nW91p+n+G9Q043aTubhWTb/y0XnkVyuARjAxRgegqbaW/rQd9fxPULTW9LhmtrpNeWCzS32NYL/fx1NY2nXWj3vhu+0281BLaWW6MkbN0A9TXEbV9B+VBAPUCm9d/wCtbiWi0Om1+6sbXQ7TQ9PuUu1iyZZ16N9Kc0keqeHbW5l2meycK6dzEK5cADoMU4MwBAYgHqAetHd9dw7I9P8A7c0uOae5TX1FlJbbI7BONjYrLsrOx1HwII7u9S0Vrpykz/dH1rgtq/3R+Vabaw7eH00cwr5ayGTzO/Pah7P5fmNO1v66WOlW9s01nQNJ0+dbmG2lXfMvRzntV69g0PSvFN5rEmqxvIjMBZ/x7jXBaddnTdQt7yNAzQOHCngHFLqV6dT1Ka9eNUeVixUdqH0tvr+IvJ7aHS6fe6brejXWm6neLYytOZ45W+79Ks6hquk6dpGi2+n3IuXspd8gHfnNcOQD1ANAAHQCj08vwD18/wAT0XVtQi1VmvLTxibWOVctaORlT6VU0Seys9Nka/121uoSjYspVyQfb3NcLtX+6Pyo2rnOBn6UrWTSDe1zqm1eyTwvFDC4WZLwyiE9QvFbdrBoWseKrHWIdTUzOy5sx99WH9K87GAwYjOD09a6e18W2enozWHhy1t7zZtW5DZZT61Sdtf62sJ3en9b3NCXUrO3k8UQTTBJZ2AiX+8R1rMstStYPA81mZQLs3YkWP1X1rnZZHnlaWVt8jnczHuabgZz3qY3S+78C5NN387no15rEOt20F1a+KjpLiMJJbOR2HasCe/tR4RnsGvBPd/a2fd/fH96uX2qeoH5UYHpTavdd/8AhyU7W8joPDM0c0V3pNwyrFOhdS39/tV+yl0/UdCPh/U71LGazkLRzt91iTXIgkHIJB9QaD8xy3J9TzTeoLQ6rRbqw8P6zcWr3qXVpdQmE3EfAXPenSjSfDmk30dlqceo3F2NqeX0jHvXJYGMYGKAAOgApbgtH+J0viHULO80fRoYJg8sESiVR/Ce9T69qljd+KtNu4Jw8EXlb3HbHWuUwBRgelNOzv53Dpbysek6VcWWp694jlWbNpJCP3g9KxZ5dL8P6BcWllqEeoXF1JuJj6IvofesPSNak0eG9ijhWQXUYRsnG2ssAAkgAZ9KlrotrIF3ff8AQ9Otda0yKW0uodeW2so4Cr2C92x1Nc5/alkfDGq2vnDz5rvzI09V9a5TavoPypcDOcU5a3/rzHF2t/Wx04v7SXwfpenreCG6jnZnP/PME8GtHVr6wg0ERzanbate7h5cqL86Djqa4bA9KAoHQAU27tvvqJaWO6uzoWvXlrrc2rx2kkSr5lq/3m2+n1qKy8Q2Ut7rs00nkxzxBLcHq2K4rapOcDP0pcA9qTWjXTX8QWn4fgdHpV/aQeEdSspZglxNOGRT3HrWvFdWFp4emS/1m11RjHiKEr+8jPsa4XA9KTauc4H5US1v5gtHc6Lw5JHdWl9pMzKscwMkW7+/2pb67tv+EHtNM85TeQTPvjHbrXPAkHIJB9QaTqcnqe9D1/D8AWh7V8NtQtLu/tobeUPJBYBJAP4TXV+LxqI8OySaUGN1E4kG30HWvMvgqAPFF/x/y7ivaQcUdW+4dEux57N8TFl8OK0EB/tiT915WOjdM4rrPDCXyeHLX+0t32xvmfd15qCLwhpEPiFtYS2TzSOI8fKrf3q3SSTk0AZNt/yN1/8A9e61rVk23/I3X/8A17rWtQAUUUUAFYWtf8jd4Q/6+bn/ANJ5K3awta/5G7wh/wBfNz/6TyUAdDN/rmqOpJv9c1R0AFFFFABWZff8hm1/65mtOsy+/wCQza/9czQBJRRRQAUUUUAFFFFABRRRQAUUUUABOASegGTXKP8AEvwmly1ub2Yur7GYREqGzjrXUyf6iX/rm38q8Y0TxLBaeHdT0WfSLhhd3UkSXrIPKDE4GTSV3Jpf1qVZct33/wAz2aKWO4hSaFw8bjKspyCKfXC32rH4c+ENL06WWKS8f91HK5/dKeTk+1RaP4/uruDUUuZbC6uoITLE1mSU47NxVStd22RKvZX6/wDDHf0V5x/wnfiZfD8PiOTS4F0n5RLGf9aSe68dKuz+LPEmnXenXOoWVoNI1CVY4/LP71M/3uKLO9vl8w/r/M7qiuS1PxJrN14kk0Lwzb2z3ECCSeW6OEwemKpr411WPTbl7mxiS9sJQt4P4SvqlSnf+vkNqx3NFc/qXiC5jfSoNMijlnv1Eg3nhUxk1ymp/E24Gp3cGnXOmW8No5jkS8JDuw67cDpT62/rQEr6/wBanpdFUtI1GPV9Jt7+IEJKM8+vertNpp2ZKaaugooopDCiiigAooooAKKKKACobb/kOn/rjU1Q23/IdP8A1xoA1aKKKACiiigClrJxod7/ANcjXBeF/hdLpWtW2tNq0brjf5QX1Fd5rf8AyAr3/rkansf+Qda/9clqZwU4uMtmCdndEptYj/Gv5Un2SL++v5VU1jV7TQ9Pe9vXwi9FB+Zz6Cq+geIIfEVq9zb2lxBCPutMMb/pXN9Qw/8AKae1n3OT8XfDJvEOr/2iurR26BNpUrXPf8KeX/oYov8Avn/61euXv/HnJ9Kw+1dFOEacVCOyIbbd2ef/APCnl/6GGL/vn/61H/Cnl/6GGL/vn/61egUVYjz/AP4U8v8A0MMX/fP/ANaj/hTy/wDQwxf98/8A1q9AooA8/wD+FPL/ANDDF/3z/wDWo/4U8v8A0MMX/fP/ANavQKKAPP8A/hTy/wDQwxf98/8A1qP+FPL/ANDDF/3z/wDWr0CigDz/AP4U8v8A0MMX/fP/ANaj/hTy/wDQwxf98/8A1q9AooA8/wD+FPL/ANDDF/3z/wDWo/4U8v8A0MMX/fP/ANavQKKAPP8A/hTy/wDQwxf98/8A1qP+FPL/ANDDF/3z/wDWr0CigDz/AP4U8v8A0MMX/fP/ANaj/hTy/wDQwxf98/8A1q9AooA8/wD+FPL/ANDDF/3z/wDWo/4U8v8A0MMX/fP/ANavQKKAPP8A/hTy/wDQwxf98/8A1qP+FPL/ANDDF/3z/wDWr0CigDz/AP4U8v8A0MMX/fP/ANaj/hTy/wDQwxf98/8A1q9AooA8/wD+FPL/ANDDF/3z/wDWo/4U8v8A0MMX/fP/ANavQKKAPP8A/hTy/wDQwxf98/8A1qP+FPL/ANDDF/3z/wDWr0CigDz/AP4U8v8A0MMX/fP/ANaj/hTy/wDQwxf98/8A1q9AooA8/wD+FPL/ANDDF/3z/wDWo/4U8v8A0MMX/fP/ANavQKKAPP8A/hTy/wDQwxf98/8A1qP+FPL/ANDDF/3z/wDWr0CigDz/AP4U8v8A0MMX/fP/ANaj/hTy/wDQwxf98/8A1q9AooA8/wD+FPL/ANDDF/3z/wDWo/4U8v8A0MMX/fP/ANavQKKAPP8A/hTy/wDQwxf98/8A1qP+FPL/ANDDF/3z/wDWr0CigDz/AP4U8v8A0MMX/fP/ANaj/hTy/wDQwxf98/8A1q9AooA8/wD+FPL/ANDDF/3z/wDWo/4U8v8A0MMX/fP/ANavQKKAPP8A/hTy/wDQwxf98/8A1qP+FPL/ANDDF/3z/wDWr0CigDz/AP4U8v8A0MMX/fP/ANaj/hTy/wDQwxf98/8A1q9AooA8/wD+FPL/ANDDF/3z/wDWo/4U8v8A0MMX/fP/ANavQKKAPP8A/hTy/wDQwxf98/8A1qP+FPL/ANDDF/3z/wDWr0CigDz/AP4U8v8A0MMX/fP/ANaj/hTy/wDQwxf98/8A1q9AooA8/wD+FPL/ANDDF/3z/wDWo/4U8v8A0MMX/fP/ANavQKKAPP8A/hTy/wDQwxf98/8A1qP+FPL/ANDDF/3z/wDWr0CigDz/AP4U8v8A0MMX/fP/ANaj/hTy/wDQwxf98/8A1q9AooA8/HwdUkAeIYcn/Z/+tU//AApGf/oOxf8AfP8A9au7j/1qfWuhoA8j/wCFIz/9B2L/AL5/+tR/wpGf/oOxf98//Wr1yigDyP8A4UjP/wBB2L/vn/61H/CkZ/8AoOxf98//AFq9cooA8j/4UjP/ANB2L/vn/wCtR/wpGf8A6DsX/fP/ANavXKKAPI/+FIz/APQdi/75/wDrUf8ACkZ/+g7F/wB8/wD1q9cooA8j/wCFIz/9B2L/AL5/+tR/wpGf/oOxf98//Wr1yigDyP8A4UjP/wBB2L/vn/61H/CkZ/8AoOxf98//AFq9cooA8j/4UjP/ANB2L/vn/wCtR/wpGf8A6DsX/fP/ANavXKKAPI/+FIz/APQdi/75/wDrUf8ACkZ/+g7F/wB8/wD1q9cooA8j/wCFIz/9B2L/AL5/+tR/wpGf/oOxf98//Wr1yigDyP8A4UjP/wBB2L/vn/61H/CkZ/8AoOxf98//AFq9cooA8j/4UjP/ANB2L/vn/wCtR/wpGf8A6DsX/fP/ANavXKKAPI/+FIz/APQdi/75/wDrUf8ACkZ/+g7F/wB8/wD1q9cooA8j/wCFIz/9B2L/AL5/+tR/wpGf/oOxf98//Wr1yigDyP8A4UjP/wBB2L/vn/61H/CkZ/8AoOxf98//AFq9cooA8j/4UjP/ANB2L/vn/wCtR/wpGf8A6DsX/fP/ANavXKB1oA8j/wCFIz/9B2L/AL5/+tR/wpGf/oOxf98//WruNS8a2Gkawmm31rcQlzhZ2HyEeufSujVldFeNg6MMqwPBFAHE+CPh7J4O1W4vX1FLoTR7NijGPeu3oooAKKKKAMm2/wCRuv8A/r3Wtasm2/5G6/8A+vda1qACiiigArC1r/kbvCH/AF83P/pPJW7WFrX/ACN3hD/r5uf/AEnkoA6Gb/XNUdSTf65qjoAKKKKACsy+/wCQza/9czWnWXfEDWLXJA/dnrQBLRSbl/vL+dG5f7y/mKAFopNy/wB5fzFG5f7y/mKAFopNy/3l/MUbl/vL+YoAWik3L/eX8xRuX+8v5igBaKTcv95fzFG5f7y/mKABxuikUdWQgflXGaB4UuovCmoaXqkarJNO8sWDnaSeDXZ7l/vL+Yo3D+8v50rb+Y02jzzUvC/iDVdA09rqCGXU9Lm3RRSEMt0vbPpV62ttbvtK1CzuPB9hpLzQFElt2XLN+FdruH95fzpdw/vL+dN63T6i2s+xxl54d1Sb4Zx6Gkam/VUBTdxx15qx4k0LUNS0bRra2jVpbW4SSYE4wBjNdVuH95fzo3L/AHl/Om3d387gna3lf8Tir3Stf0LxRLrmg2EepC7iEc1u8mzZjvmruheHrtrbUbnW1UXWoZLW45EQ/u5711O4f3l/Ok3L/eX86m2ln6Dv+n4HHeDvDmp6dqFxc60A3ksVssNnCHt7cVkL4c1vw9q9+bLw1p+vWl3KZxJcbVaMntz2r0jcv95fzpdw/vL+dO+t/kLo13KummY6dCbizjspcfNbxnKp9KtUm5f7y/nRuX+8v5im3d3ElZWFopNy/wB5fzFG5f7y/mKQxaKTcv8AeX8xRuX+8v5igBaKTcv95fzFG5f7y/mKAFopNy/3l/MUbl/vL+YoAWobb/kOn/rjUu5f7y/mKitiDrrYIP7nsaANWiiigAooooAo63/yAr3/AK5Gp7D/AJB9r/1yWoNb/wCQFe/9cjU9iD/Z1rx/yyWn0A84+IGnahBq0GqX26+0lWA8pTtCex/xrvdC1PTtV0mGbS2QW4XAjXjZ9RV6aCO5geCeMSROMMjDg1XsdKsdMDixtEtw/wB7ZnmkBJe/8ecn0rD7VuXoP2OTg9KwwDj7p/KgAopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAEopdp/un8qNp/un8qAFj/wBan1roa5+NW81PlPX0rocH0oASilwfSjB9KAEopcH0owfSgBKKXB9KMH0oASilwfSjB9KAEopcH0owfSgBKKXB9KMH0oASilwfSjB9KAEopcH0owfSgBKKXB9KMH0oASilwfSjB9KAEopcH0owfSgBKKXB9KMH0oASilwfSjB9KAEopcH0owfSgBKKXB9KMH0NAHB/EfVdI+wx6bNAt3qD/wCqVfvJ/n0rV8DabqumaBHHqdwW3fNHC3JjH1rYbQ9Me++2tYxtdbt3mkc5q+ck5PWgBKKXB9KMH0oASilwfSjB9KAMi2/5G6//AOvda1qybf8A5G6//wCvda1qGAUUUUAFYWtf8jd4Q/6+bn/0nkrdrC1r/kbvCH/Xzc/+k8lAHQzf65qjqSb/AFzVHQAUUUUAFV7mxt7t1adCzKMAg4xViigCj/Y9j/zzf/vs0f2PY/8APN/++zV6igCj/Y9j/wA83/77NH9j2P8Azzf/AL7NXqKAKP8AY9j/AM83/wC+zR/Y9j/zzf8A77NXqKAKP9j2P/PN/wDvs0f2PY/883/77NXqKAKP9j2P/PN/++zR/Y9j/wA83/77NXqKAKP9j2P/ADzf/vs0f2PY/wDPN/8Avs1eooAo/wBj2P8Azzf/AL7NH9j2P/PN/wDvs1eooAo/2PY/883/AO+zR/Y9j/zzf/vs1eooAo/2PY/883/77NH9j2P/ADzf/vs1eooAo/2PY/8APN/++zR/Y9j/AM83/wC+zV6igCj/AGPY/wDPN/8Avs0f2PY/883/AO+zV6igCj/Y9j/zzf8A77NH9j2P/PN/++zV6igCj/Y9j/zzf/vs0f2PY/8APN/++zV6igCj/Y9j/wA83/77NH9j2P8Azzf/AL7NXqKAKP8AY9j/AM83/wC+zR/Y9j/zzf8A77NXqKAKP9j2P/PN/wDvs1Lb2FtayGSFCHIwSTnirNFABRRRQAUUUUAQ3luLyymti20SqV3elZcej6pFEkaa64VBgDyx0raooAx/7K1b/oOv/wB+xR/ZWrf9B1/+/YrYop3Ax/7K1U8HXHI/65Ck/sjU/wDoNH/v0K2aKLgY39kan/0Gj/36FH9kan/0Gj/36FbNFFwMb+yNT/6DR/79Cj+yNT/6DR/79Ctmii4GN/ZGp/8AQaP/AH6FH9kan/0Gj/36FbNFFwMb+yNT/wCg0f8Av0KP7I1P/oNH/v0K2aKLgY39kan/ANBo/wDfoUf2Rqf/AEGj/wB+hWzRRcDG/sjU/wDoNH/v0KP7I1P/AKDR/wC/QrZoouBjf2Rqf/QaP/foUf2Rqf8A0Gj/AN+hWzRRcDG/sjU/+g0f+/Qo/sjU/wDoNH/v0K2aKLgY39kan/0Gj/36FH9kan/0Gj/36FbNFFwMb+yNT/6DR/79Cj+yNT/6DR/79Ctmii4GN/ZGp/8AQaP/AH6FH9kan/0Gj/36FbNFFwMb+yNT/wCg0f8Av0KP7I1P/oNH/v0K2aKLgY39kan/ANBo/wDfoUf2Rqf/AEGj/wB+hWzRRcDG/sjU/wDoNH/v0KP7I1P/AKDR/wC/QrZoouBjf2Rqf/QaP/foUf2Rqf8A0Gj/AN+hWzRRcDG/sjU/+g0f+/Qo/sjU/wDoNH/v0K2aKLgY39kan/0Gj/36FH9kan/0Gj/36FbNFFwMb+yNT/6DR/79Cj+yNT/6DR/79Ctmii4GN/ZGp/8AQaP/AH6FH9kan/0Gj/36FbNFFwMb+yNT/wCg0f8Av0KP7I1P/oNH/v0K2aKLgY39kan/ANBo/wDfoUf2Rqf/AEGj/wB+hWzRRcDG/sjU/wDoNH/v0KP7I1P/AKDR/wC/QrZoouBjf2Rqf/QaP/foUf2Rqf8A0Gj/AN+hWzRRcDG/sjU/+g0f+/Qo/sjU/wDoNH/v0K2aKLgY39kan/0Gj/36FH9kan/0Gj/36FbNFFwMb+yNT/6DR/79Cj+yNT/6DR/79Ctmii4GN/ZGp/8AQaP/AH6FH9kan/0Gj/36FbNFFwMb+yNT/wCg0f8Av0KP7I1P/oNH/v0K2aKLgY39kan/ANBo/wDfoUf2Rqf/AEGj/wB+hWzRRcDG/sjU/wDoNH/v0KX+ytW/6Dr/APfsVsUUXAx/7K1b/oOv/wB+xR/ZWrf9B1/+/YrYoouBj/2Vq3/Qdf8A79ij+ytW/wCg6/8A37FbFFFwMf8AsrVv+g6//fsUf2Vq3/Qdf/v2K2KKLgY/9lat/wBB1/8Av2KP7K1b/oOv/wB+xWxRRcDH/srVv+g6/wD37FH9lat/0HX/AO/YrYoouBj/ANlat/0HX/79ij+ytW/6Dr/9+xWxRRcDH/srVv8AoOv/AN+xR/ZWrf8AQdf/AL9itiii4GP/AGVq3/Qdf/v2KP7K1b/oOv8A9+xWxRRcDH/srVv+g6//AH7FH9lat/0HX/79itiii4GP/ZWrf9B1/wDv2KP7K1b/AKDr/wDfsVsUUXAx/wCytW/6Dr/9+xR/ZWrf9B1/+/YrYoouBj/2Vq3/AEHX/wC/Yo/srVv+g6//AH7FbFFFwMf+ytW/6Dr/APfsUf2Vq3/Qdf8A79itiii4GP8A2Vq3/Qdf/v2KP7K1b/oOv/37FbFFFwMf+ytW/wCg6/8A37FH9lat/wBB1/8Av2K2KKLgY/8AZWrf9B1/+/Yo/srVv+g6/wD37FbFFFwMf+ytW/6Dr/8AfsUf2Vq3/Qdf/v2K2KKLgY/9lat/0HX/AO/Yo/srVv8AoOv/AN+xWxRRcDN0/SprO+nvLi9a6llQISVxgCtKiikAUUUUAFYWtf8AI3eEP+vm5/8ASeSt2sLWv+Ru8If9fNz/AOk8lAHQzf65qjqSb/XNUdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRj6fnVTVGZNMnZSVYAYI+tZ0dgjRIxnnyVBPz0AbmPp+dGPp+dYv9nx/895/++6P7Pj/AOe8/wD33QBtY+n50Y+n51i/2fH/AM95/wDvuj+z4/8AnvP/AN90AbWPp+dGPp+dYv8AZ8f/AD3n/wC+6P7Pj/57z/8AfdAG1j6fnRj6fnWL/Z8f/Pef/vuj+z4/+e8//fdAG1j6fnRj6fnWL/Z8f/Pef/vuj+z4/wDnvP8A990AbWPp+dGPp+dYv9nx/wDPef8A77o/s+P/AJ7z/wDfdAG1j6fnRj6fnWL/AGfH/wA95/8Avuj+z4/+e8//AH3QBtY+n50Y+n51i/2fH/z3n/77o/s+P/nvP/33QBtY+n50Vi/2fH/z3n/77p9jH5GsCNZZGQxZIds80Aa9FFZms7itsgdkDyYO04NAGnj6fnRj6fnWKdPjz/r5/wDvuj+z4/8AnvP/AN90AbWPp+dGPp+dYv8AZ8f/AD3n/wC+6P7Pj/57z/8AfdAG1j6fnRj6fnWL/Z8f/Pef/vuj+z4/+e8//fdAG1j6fnRj6fnWL/Z8f/Pef/vuj+z4/wDnvP8A990AbWPp+dGPp+dYv9nx/wDPef8A77o/s+P/AJ7z/wDfdAG1j6fnRj6fnWL/AGfH/wA95/8Avuj+z4/+e8//AH3QBtY+n50Y+n51i/2fH/z3n/77o/s+P/nvP/33QBtY+n50Y+n51i/2fH/z3n/77o/s+P8A57z/APfdAG1j6fnRj6fnWL/Z8f8Az3n/AO+6Bp8ef9fP/wB90AbVFZmjblF0hdnCvgbjk1p0AFGPp+dZF9GZ9X8tpJFQRZwjY5pn9nx/895/++6ANrH0/OjH0/OsX+z4/wDnvP8A990f2fH/AM95/wDvugDax9Pzox9PzrF/s+P/AJ7z/wDfdH9nx/8APef/AL7oA2sfT86MfT86xf7Pj/57z/8AfdH9nx/895/++6ANrH0/OjH0/OsX+z4/+e8//fdH9nx/895/++6ANrH0/OjH0/OsX+z4/wDnvP8A990f2fH/AM95/wDvugDax9Pzox9PzrF/s+P/AJ7z/wDfdH9nx/8APef/AL7oA2sfT86MfT86xf7Pj/57z/8AfdH9nx/895/++6ANrH0/OjH0/OsX+z4/+e8//fdH9nx/895/++6ANrH0/OisN7BBE5E8+QCfv1o6WzNpkDMxZiDkn60AW6MUq/eFc/Fb/aZ7ppJpgVlIAVsACgDfx9Pzox9PzrF/s+P/AJ7z/wDfdH9nx/8APef/AL7oA2sfT86MfT86xf7Pj/57z/8AfdH9nx/895/++6ANrH0/OjH0/OsX+z4/+e8//fdH9nx/895/++6ANrH0/OjH0/OsX+z4/wDnvP8A990f2fH/AM95/wDvugDax9Pzox9PzrF/s+P/AJ7z/wDfdH9nx/8APef/AL7oA2sfT86MfT86xf7Pj/57z/8AfdH9nx/895/++6ANrH0/OjH0/OsX+z4/+e8//fdH9nx/895/++6ANrH0/OjH0/OsX+z4/wDnvP8A990f2fH/AM95/wDvugDax9Pzox9PzrF/s+P/AJ7z/wDfdQ3NqLeESxzz7g69X96AOgooHQfQVHckraTkHBCHBoAkx9Pzox9PzrAtrJZbWORp59zDJ+epf7Pj/wCe8/8A33QBtY+n50Y+n51i/wBnx/8APef/AL7o/s+P/nvP/wB90AbWPp+dGPp+dYv9nx/895/++6P7Pj/57z/990AbWPp+dGPp+dYv9nx/895/++6P7Pj/AOe8/wD33QBtY+n50Y+n51i/2fH/AM95/wDvuj+z4/8AnvP/AN90AbWPp+dGPp+dYv8AZ8f/AD3n/wC+6P7Pj/57z/8AfdAG1j6fnRj6fnWL/Z8f/Pef/vuj+z4/+e8//fdAG1j6fnRj6fnWL/Z8f/Pef/vuj+z4/wDnvP8A990AbWPp+dGPp+dYv9nx/wDPef8A77o/s+P/AJ7z/wDfdAG1iisSKH7NqtqqSysrg5DNkVt0AFYWtf8AI3eEP+vm5/8ASeSt2sLWv+Ru8If9fNz/AOk8lAHQzf65qjqSb/XNUdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFPVv+QVcfQfzqGL/Ux/7oqbVv+QVcfQfzqGL/AFMf+6KAH0UUUAFFFFABVe/vrbTLKS8u5BHDGMsxqxWX4i0RfEWhXOmNL5RlA2yYztIOelKV7aDja+pl6V42TVL+O2fQ9Ss4pM7LmdMRt6c+9dTg+lcVpHiO/wBLvbXw94mshG20La3IO5ZQOB9KwPGPi7UdE1Wc2XiOWTymXFklpuTnsX7VTa0S69RJPW+56nRXJ2Gu3y+J7W1vph9jvbYTx5GBGfTNZt34t1Ky0fWNdd99nEwhtoQOVbOC2e9J6b/1rYF723l+J32D6UV5b4X8Zanca7awz6rd6lFcDDQvZ+UsRPfd3xXqbDDEelNqyuJNN2EooopDCiiigAqKD/kOr/1xqWooP+Q6v/XGgDUrM1j71n/10rTrM1j71n/10oAlPU0lKeppKACiiigAoopRkcjr2obtqBg654qstElW3WGa+vm5FpbDdJj1xUVh4viu7C8urjSr2wNqhcxXK4ZwPSsrwFHHcanrl9NiS9S62CRh8yLzwD6V0ficBvDGpyMAWFu3zHrSleMbvexSSc+XzsTaPqsOt6XDqFsjrFMMqr9RV7GK8ys9av7Dwb4c0vSnEV7qLeWs5GfKx3x3rYtL3xH4e8QwabrWoLq0N1GXSYII/LI/hwOtXNJSa6Ea2/ra9jtcH0owT2rz/wAO6nrWtazNJc+JFs44pyn9nSwAFlHoe9Y2v+PdQk8QahZ2mq3GmR2T+WBFa+cJT6k9qm+xVr38j1misvw3qUmr6Db3k0bJIw2neMFsd8ds1qU5JxdmTF8yugooopDClHUUlKOooAj0j795/wBdK0qzdI+/ef8AXStKgDLn/wCQ43/XGpain/5Djf8AXGpaACiiigAooooA53xL4wt/DNzZ20mn3d7cXYJjjtlyeKd4f8XWuv3c1mbK5sL2JdzW90MOV9celc549uL+18Z+G5tMsxeXapJthL7d341Z8Mu+t6/qPinUIvsl/bRG2kshzt2jOc9xRBrl5pef4bDmrWt5fmzusH0orxs/EPU7y9ku4tVureMTFVsEs96kA4+/712+heIL19Xu7TVZML9m+1Q7hjaD0WhLS4no7f12OtxRg+lec6h4w1XTPC0mrTylhez+Va7UyYBnBOO9QeGfF+pT3txbTapdakpt2dZJbTyRCwGfxo7+X+Vwen9edj0m5uIbO3e4uZBFDGMu7dFFLDNFcwJPA4kicZVx0IryO5k8W+Ivhze6rd68sVv5bBrcQg+YMkde1dv4Bs9RtPC1ob/UheK8KmJQm3yxjp71XLvfpYctLW7tfcdRRRRUiCiiigBsv+pk/wB01LpX/IKt/of51FL/AKmT/dNS6V/yCrf6H+dAF1fvCsWy/wBZd/8AXY1tL94Vi2X+su/+uxoAtUUUUAFFFFAGJ4m8T23haygubi1nuTPIIo4oBli1Z2n+P7O71GGyv9MvdJkn4hN4u0SH0FVfiOcJoBHX+0Uq18RbeK48NwTyqrTw3EflSN1U5HQ0ouy5n3sU43sl1R1uDWdres2ugaY99eZ2KcKi/eduyj3rg/Ffja+sdSs9HhvptPk+zrNLdRQecSf7u3+tYHiDUtY8R+FbJm1OTbb3qJ5stvtMzE8Njtiize39a2FG11fr/lc9a0PVjrmnLefYLmyDHAiuFw2PWtHBrjtaudQ0Xwlbm58SmC7AH+kJb72cccBaxfD/AIx1S88N+IZJLx7mewQtBdSReWTwDytVJq8rdCY3ajfqel1lS+ILWHxLHoLRyG5eDzw4+6FrB1LX9Tt/hzb6xFMBfOYt0m3+82DxWZqAu734hWn2e5+z3cukZWfbnae5xSaab8r/AJXKVnG/l+qO+tL+01CNpbO4SeNSVLIcgEdqsV5r8J7DVYbO5nm1US2fnODbeWBls8nNelVUlYT+JrswoooqQCq2of8AHp/wNf51ZqtqH/Hp/wADX+dAGwPur9BUV1/x5T/9czUo+6v0FRXX/HlP/wBczQBnWP8Ax4Qf7tT1BY/8eEH+7U9ABRRRQAUUUUAQ3lyllY3F3ICY4IzIwHUgDNV9G1WDXdKg1G2R0imGVV+opuvf8i3qmf8An1k/lXA+DdZ8ZW/heyisPCkN1bKvyTNchSwz1xRHXm8rDa91Pz/Q7iw8Q2uo61faVFHIs9kcSM33T9K1wpJA9a8r8OazfWWueLNV1PT1truEb2tlfcM+map6N4/1W51GzuW1S7uEnkG6w+xkKoJ/v00r2S3svxFP3bvov8kz0rTNftdV1S/0+CORZbGTy5C3Qn2rVwfSvM7O+n0+58b39q3l3Ebh0JGdppF1Txqvhyz8TTajGsLMoksNg+Zf7273paWTflf5lSjZu3y+5P8AU9NoqG0uBd2UFyowJUDY9KmptWdmQndXQUUUUhhRRRQBXb/kL2f0Na9ZDf8AIXs/oa16ACsLWv8AkbvCH/Xzc/8ApPJW7WFrX/I3eEP+vm5/9J5KAOhm/wBc1R1JN/rmqOgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCnq3/ACCrj6D+dQxf6mP/AHRU2rf8gq4+g/nVSK6tvJj/AH8f3R3oAsUVD9rtv+e8f50fa7b/AJ7x/nQBNRUP2u2/57x/nR9rtv8AnvH+dAE1U9VgvLjTpE0+ZYrzrEz/AHc+9Tfa7b/nvH+dH2u2/wCe8f50mrgnY5CLwx4k1fVbW48U3lk9ta8xpZ5BJ7E5rPufBHib7PqWmWd/YJpd7P5xZgfNHOetd/8Aa7b/AJ7x/nR9rtv+e8f50wTtqc34j8J3OseG7XT7S5SC8t9oExOOAKt33haC+8IHQ3by2Kg+Yn/PQcg/nWz9rtv+e8f50fa7b/nvH+dD1v56hHS1uhzWi2fjmykt7fULzSZrCIbSUU+aVHTn1rqzjPHSoftdt/z3j/Oj7Xbf894/zpt33ElbYmoqH7Xbf894/wA6Ptdt/wA94/zpDJqKh+123/PeP86Ptdt/z3j/ADoAmqKD/kOr/wBcaT7Xbf8APeP86baSxy62pjdXAh5INAGvWZrH3rP/AK6Vp1l6yyobNmICiTkmgCY9TSVEbu2yf38f50n2u2/57x/nQBNRUP2u2/57x/nR9rtv+e8f50ATUA4Oah+123/PeP8AOj7Xbf8APeP86AOW1XwrqkOtf2z4YvYba7k4mhuD+6f3wO9WItK8S32l38GuXlm088RjiFtkIM+tdD9rtv8AnvH+dH2u2/57x/nSSXLy9B315upx83gi8PhzSbe3u4k1bS23wSn/AFZb39qt6XoGuz6wureJbq0muYI/Lt47XOzHqwPeul+123/PeP8AOj7Xbf8APeP86q7u2Lpb+u5x1z4Y8Saz4htb3WpNKNtbSbke3UiXHYZp03hfxHpOvXeoeFr2xWK9O+eK9Gfm9RXX/a7b/nvH+dH2u2/57x/nSWmwbt3/AKsR6cNQFig1RoGvP4zAMJ+FWqh+123/AD3j/Oj7Xbf894/zpt3BKxNRUP2u2/57x/nR9rtv+e8f50gJqUdRUH2u2/57x/nSi7tsj9/H+dADtI+/ef8AXStKsvRmVzeMpBUycEVqUAZc/wDyHG/641LVe7lji1smR1QGHgk077Xbf894/wA6AJqKh+123/PeP86Ptdt/z3j/ADoAmoqH7Xbf894/zo+123/PeP8AOgDE1nw9c6l4n0jVYpo0isVYOjdWz6Ul74fu28Urq1hPHHBLF5N1C38S9yPetz7Xbf8APeP86Ptdt/z3j/Ojol6/juNu5xll4b8YeHpp7bQL7TG0t5S8aXi5dMnJFXPFfhS/8RQ6fJBdRW93CwNw44DjuB7V0/2u2/57x/nR9rtv+e8f50dr9BX1b7mL4i8Lx6zoMNjauLee1YSWzjgCQevtmq+n2fjV4pLXWrrSZLVoTHm3UhycYBNdF9rtv+e8f50fa7b/AJ7x/nRbe/UOiXY5vT/CU9t4Dm8OTzo0siMvmL0ySSKveFdP1rStLWx1ia0lWFQkBt8/dHr71rfa7b/nvH+dH2u2/wCe8f507u7fcHr97f3k1FQ/a7b/AJ7x/nR9rtv+e8f50gJqKh+123/PeP8AOj7Xbf8APeP86AJJf9TJ/umpdK/5BVv9D/Oqkl1beS/7+P7p71b0n/kFW/0P86ALq/eFYtl/rLv/AK7GtpfvCsG2nhjmu1klRT5x4JoAvUVD9rtv+e8f50fa7b/nvH+dAE1FQ/a7b/nvH+dH2u2/57x/nQBz/jTw9qPiGysl0ueCG5tLgTqZ/unHaqsHhvX9XvbebxZeWkkNqQ0UFnkK59WBrqvtdt/z3j/Oj7Xbf894/wA6I+7+Y221Y5nX/DOqy6/Dr3h26t4NQWPyZEuRmNk+nrUWp+H/ABN4g0aG11e505bmK6SdWtxhdo6j611f2u2/57x/nR9rtv8AnvH+dC0Vgu73Ob8S+G9T1C50q/0i4tkvtPztFzzGc8dKi0nwnqKprDa3dQTS6mCH8j7q8Y4rqftdt/z3j/Oj7Xbf894/zo6Nd7/iJaW8rfhsefXHgzxje6KmiXGo6aunxSK0ZTO/apzg10S+GbkeLbTVzPH5ENl9lZP4ifWt/wC123/PeP8AOj7Xbf8APeP86d/6+VgOZ8KeHda8OXlxbyXNpJpEjs6KufNBJzzXWVD9rtv+e8f50fa7b/nvH+dK+iQPVt9yaioftdt/z3j/ADo+123/AD3j/OgCaq2of8en/A1/nT/tdt/z3j/Oq99cQPbBUmRmLrgA+9AG6Pur9BUV1/x5T/8AXM1KPuj6Corr/jyn/wCuZoAzrH/jwg/3anqnZ3VutlCDMgIXkE1N9rtv+e8f50ATUVD9rtv+e8f50fa7b/nvH+dAE1FQ/a7b/nvH+dH2u2/57x/nQAzUrVr7SryzRgrzwtGrHoCRiqfhjSptB8P2unTyrJJCuCydDzV/7Xbf894/zo+123/PeP8AOhaX8weqsc1D4Pd9X16e8mRrTVBgKh+ZRVXRNG8caEsNjBfaTLpcLYTzVJl2Z6Zrr/tdt/z3j/Oj7Xbf894/zoWgSfNv/XQ4jVvD1xpOi+LtQnmjdL5RIqr1X61naL4c8Ta14Y02yuL+zGh/LIQufOOO30r0K8Gn6hZS2d1JHJbzDa67sZFFmNPsLSO1tZI0gjGEXd0FEdL/AC/Acm366/kkWYYkggjhjGERQoH0p9Q/a7b/AJ7x/nR9rtv+e8f50CStoTUVD9rtv+e8f50fa7b/AJ7x/nQBNRUP2u2/57x/nR9rtv8AnvH+dADW/wCQvZ/Q1r1iiaKXWLTy5FfAOcGtqgArC1r/AJG7wh/183P/AKTyVu1ha1/yN3hD/r5uf/SeSgDoZv8AXNUdSTf65qjoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooARlV1KuoZT1B71D9hs/+fWL/AL5qeigCD7DZ/wDPrF/3zR9hs/8An1i/75qeigCD7DZ/8+sX/fNH2Gz/AOfWL/vmp6KAIPsNn/z6xf8AfNH2Gz/59Yv++anooAg+w2f/AD6xf980fYbP/n1i/wC+anooAg+w2f8Az6xf980fYbP/AJ9Yv++anooAg+w2f/PrF/3zR9hs/wDn1i/75qeigCD7DZ/8+sX/AHzR9hs/+fWL/vmp6KAIPsNn/wA+sX/fNH2Gz/59Yv8Avmp6KAIPsNn/AM+sX/fNPjt4IW3RQojeqipKKACmSRRTLtljVwOzCn0UAQfYbP8A59Yv++aPsNn/AM+sX/fNT0UAQfYbP/n1i/75o+w2f/PrF/3zU9FAEH2Gz/59Yv8Avmj7DZ/8+sX/AHzU9FAEH2Gz/wCfWL/vmj7DZ/8APrF/3zU9FAEH2Gz/AOfWL/vmj7DZ/wDPrF/3zU9FAEH2Gz/59Yv++aPsNn/z6xf981PRQBB9hs/+fWL/AL5o+w2f/PrF/wB81PRQBB9hs/8An1i/75o+w2f/AD6xf981PRQBB9hs/wDn1i/75o+w2f8Az6xf981PRQAyOGKFSsUaoD2UU+iigCOS2gmbdLCjn1YUz7DZ/wDPrF/3zU9FAEH2Gz/59Yv++aPsNn/z6xf981PRQBB9hs/+fWL/AL5o+w2f/PrF/wB81PRQBB9hs/8An1i/75o+w2f/AD6xf981PRQBB9hs/wDn1i/75o+w2f8Az6xf981PRQBB9hs/+fWL/vmj7DZ/8+sX/fNT0UAQfYbP/n1i/wC+aPsNn/z6xf8AfNT0UAQfYbP/AJ9Yv++aPsNn/wA+sX/fNT0UAQfYbP8A59Yv++aPsNn/AM+sX/fNT0UAQfYbP/n1i/75qZVVFCooVR0A7UtFABULWdq7Fmt4yx6kr1qaigCD7DZ/8+sX/fNH2Gz/AOfWL/vmp6KAIPsNn/z6xf8AfNH2Gz/59Yv++anooAg+w2f/AD6xf980fYbP/n1i/wC+anooAg+w2f8Az6xf980fYbP/AJ9Yv++anooAg+w2f/PrF/3zR9hs/wDn1i/75qeigCD7DZ/8+sX/AHzR9hs/+fWL/vmp6KAIPsNn/wA+sX/fNH2Gz/59Yv8Avmp6KAIPsNn/AM+sX/fNH2Gz/wCfWL/vmp6KAIPsNn/z6xf980CytAQRbRgjodtT0UAFBAIIIyD1FFFAEH2Gz/59Yv8Avmj7DZ/8+sX/AHzU9FAEH2Gz/wCfWL/vmj7DZ/8APrF/3zU9FAEH2Gz/AOfWL/vmj7DZ/wDPrF/3zU9FAEH2Gz/59Yv++aPsNn/z6xf981PRQBB9hs/+fWL/AL5o+w2f/PrF/wB81PRQBB9hs/8An1i/75o+w2f/AD6xf981PRQBB9hs/wDn1i/75o+w2f8Az6xf981PRQBB9hs/+fWL/vmj7DZ/8+sX/fNT0UAQfYbP/n1i/wC+aPsNn/z6xf8AfNT0UARJa28T744I0YdwKloooAKwta/5G7wh/wBfNz/6TyVu1i6vE0nirwpIPux3FwW/GCQUAdG8G9y27Gfak+zf7f6UUUAH2b/b/Sj7N/t/pRRQAfZv9v8ASj7N/t/pRRQAfZv9v9KPs3+3+lFFAB9m/wBv9KPs3+3+lFFAB9m/2/0o+zf7f6UUUAH2b/b/AEo+zf7f6UUUAH2b/b/Sj7N/t/pRRQAfZv8Ab/Sj7N/t/pRRQAfZv9v9KPs3+3+lFFAB9m/2/wBKPs3+3+lFFAB9m/2/0o+zf7f6UUUAH2b/AG/0o+zf7f6UUUAH2b/b/Sj7N/t/pRRQAfZv9v8ASj7N/t/pRRQAfZv9v9KPs3+3+lFFAB9m/wBv9KPs3+3+lFFAB9m/2/0o+zf7f6UUUAH2b/b/AEo+zf7f6UUUAH2b/b/Sj7N/t/pRRQAfZv8Ab/Sj7N/t/pRRQAfZv9v9KPs3+3+lFFAB9m/2/wBKPs3+3+lFFAB9m/2/0o+zf7f6UUUAH2b/AG/0o+zf7f6UUUAH2b/b/Sj7N/t/pRRQAfZv9v8ASj7N/t/pRRQAfZv9v9KPs3+3+lFFAB9m/wBv9KPs3+3+lFFAB9m/2/0o+zf7f6UUUAH2b/b/AEo+zf7f6UUUAH2b/b/Sj7N/t/pRRQAfZv8Ab/Sj7N/t/pRRQAfZv9v9KPs3+3+lFFAB9m/2/wBKPs3+3+lFFAB9m/2/0o+zf7f6UUUAH2b/AG/0o+zf7f6UUUAH2b/b/Sj7N/t/pRRQAfZv9v8ASj7N/t/pRRQAfZv9v9KPs3+3+lFFAB9m/wBv9KPs3+3+lFFAB9m/2/0o+zf7f6UUUAH2b/b/AEo+zf7f6UUUAH2b/b/Sj7N/t/pRRQAfZv8Ab/Sj7N/t/pRRQAfZv9v9KPs3+3+lFFAB9m/2/wBKPs3+3+lFFAB9m/2/0o+zf7f6UUUAH2b/AG/0o+zf7f6UUUAH2b/b/Sj7N/t/pRRQAfZv9v8ASj7N/t/pRRQAfZv9v9KPs3+3+lFFAB9m/wBv9KPs3+3+lFFAB9m/2/0o+zf7f6UUUAH2b/b/AEo+zf7f6UUUAH2b/b/Sj7N/t/pRRQAfZv8Ab/Sj7N/t/pRRQAfZv9v9KPs3+3+lFFAB9m/2/wBKPs3+3+lFFAB9m/2/0o+zf7f6UUUAH2b/AG/0o+zf7f6UUUAH2b/b/Sj7N/t/pRRQAfZv9v8ASj7N/t/pRRQAfZv9v9KPs3+3+lFFAB9m/wBv9KPs3+3+lFFAB9m/2/0o+zf7f6UUUAH2b/b/AEo+zf7f6UUUAH2b/b/Sj7N/t/pRRQAfZv8Ab/Sj7N/t/pRRQAfZv9v9KPs3+3+lFFAB9m/2/wBKPs3+3+lFFAB9m/2/0o+zf7f6UUUAH2b/AG/0o+zf7f6UUUAH2b/b/Sj7N/t/pRRQAfZv9v8ASqtxpfn6hp935237G7vt2537kK9c8dc0UUAf/9k=" width = "1200" height = "837" alt = "SetPath.jpg" style = "vertical-align: baseline; width: 1200px; height: 837px;"></img></div><div class = 'S1'><span>Ora fare click a sinistra su 'Add with Subfolders', si aprirà un'ulteriore finestra di navigazione nel nostro computer. Qui dovremo cercare la cartella di eeglab che abbiamo precedentemente scaricato e decompresso (una possibilità è posizionare la cartella di EEGLAB nella cartella MATLAB nella cartella Documenti). Una volta selezionata con un click la cartella e dopo aver clickato in basso a destra su 'Selezione cartella' ci ritroveremo nella finestra di aggiunta di nuovi percorsi (Set path), dove saranno state aggiunte diverse righe che indicano la cartella di EEGLAB e tutte le sue sottocartelle (per questo abbiamo inizialmente fatto click su 'Add with Subfolders'. Ora è necessario fare click su Save e poi Close.</span></div><h2 class = 'S2'><span>Da codice</span></h2><div class = 'S1'><span>In questo caso è sufficiente inserire a inizio script la riga</span></div><div class = 'S1'><span>addpath('C:\cartella\cartella\eeglab\')</span></div><h2 class = 'S2'><span>Come avviare EEGLAB</span></h2><div class = 'S1'><span>Per lanciare l'interfaccia grafica di EEGLAB sarà sufficiente digitare (senza %):</span></div><div class="CodeBlock"><div class="inlineWrapper"><div class = 'S4'><span style="white-space: pre"><span style="color: rgb(0, 128, 19);">% eeglab</span></span></div></div></div><div class = 'S5'><span>Può capitare che eeglab ci mostri dei segnali di allarme (Warnings) che possiamo leggere per capire se siano oggettivamente un problema.</span></div><div class = 'S3'><img class = "imageNode" src = 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D2HmcFRXe0UfXv7v4h7DzOCorvaMUfXv7v4h7DzOCorvaMUfXv7v4h7DzOCorvaKPr3938Q9h5nBUV3uKKPr3938Q9h5nBUV3uKKPr3938Q9h5nBUV3tGKPr3938Q9h5nBUtl/yNOj/70v8A6Leu8pazq4vni42KjS5Xe5//2Q==" width = "1200" height = "892" alt = "eeglab.jpg" style = "vertical-align: baseline; width: 1200px; height: 892px;"></img></div><div class = 'S1'><span>In alto si trovano diversi pulsanti che aprono dei menu a tendina (molti di questi non utilizzabili all'avvio) tra i quali 'ERPLAB'. Come anticipato, ERPLAB è di fatto integrato in EEGLAB.</span></div>
<br>
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##### SOURCE BEGIN #####
%% Le toolbox EEGLAB/ERPLAB
% Una toolbox è un pacchetto di funzioni, esistono toolbox di MATLAB che possono
% essere utilizzate oltre alle (molte) funzioni già interne a MATLAB, ma esistono
% anche toolbox fatte da altri.
%
% Un esempio sono appunto EEGLAB (Delorme & Makeig, 2004) e ERPLAB (Lopez-Calderon
% & Luck, 2014). ERPLAB è di fatto un'integrazione di EEGLAB.
%
% Queste toolbox non necessitano di installazione, è necessario però dire a
% MATLAB dove sono nel nostro computer. Ci sono due maniere per farlo, la prima
% è attraverso l'utilizzo dell'interfaccia grafica di MATLAB, ed è necessario
% farlo una sola volta (poi MATLAB se lo ricorderà, è utile se sappiamo che la
% toolbox che stiamo utilizzando non va in conflitto con eventuali altre toolbox),
% la seconda è da codice.
%% Dall'interfaccia grafica
% Dalla tab HOME di MATLAB fare click su "Set Path", si aprirà questa finestra.
%
%
%
% Ora fare click a sinistra su 'Add with Subfolders', si aprirà un'ulteriore
% finestra di navigazione nel nostro computer. Qui dovremo cercare la cartella
% di eeglab che abbiamo precedentemente scaricato e decompresso (una possibilità
% è posizionare la cartella di EEGLAB nella cartella MATLAB nella cartella Documenti).
% Una volta selezionata con un click la cartella e dopo aver clickato in basso
% a destra su 'Selezione cartella' ci ritroveremo nella finestra di aggiunta di
% nuovi percorsi (Set path), dove saranno state aggiunte diverse righe che indicano
% la cartella di EEGLAB e tutte le sue sottocartelle (per questo abbiamo inizialmente
% fatto click su 'Add with Subfolders'. Ora è necessario fare click su Save e
% poi Close.
%% Da codice
% In questo caso è sufficiente inserire a inizio script la riga
%
% addpath('C:\cartella\cartella\eeglab\')
%% Come avviare EEGLAB
% Per lanciare l'interfaccia grafica di EEGLAB sarà sufficiente digitare (senza
% %):
% eeglab
%%
% Può capitare che eeglab ci mostri dei segnali di allarme (Warnings) che possiamo
% leggere per capire se siano oggettivamente un problema.
%
%
%
% In alto si trovano diversi pulsanti che aprono dei menu a tendina (molti di
% questi non utilizzabili all'avvio) tra i quali 'ERPLAB'. Come anticipato, ERPLAB
% è di fatto integrato in EEGLAB.
##### SOURCE END #####
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