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Dn6muk+OUSwfCO4hXO2OW3UZ9AwFYX7Nn/Iraz/ANfq/wDoAoA534JfEDWrvxy+j67q15eR3sDLCLqVn2Sp83GemVDfpX0dXyP8QLOb4f8AxllvrRNqLdJqVsBwCrNuK/TcHX6Cvo3xj4sg0f4b33iO1lBD2Ye0f1aQARn82BoA8J8QeNfFHir4uzaRoGvahaWc18tnAltOyoqqQrPgH2Zq6j49+Itb8O6joUGkaxf2aPbyb/JuGUuQVALYPJ96w/2dfDn27xNfeIJkzHYReVCx/wCesnUj6KCP+BCrP7S3/IZ0D/r3l/8AQloAxtL0n416zplvqWn32rzWlygkik/tZF3Ke+DICPxFW/8AhFvjv/z8av8A+DiL/wCO1o+E/j1pnhzwnpmjy6JdzSWcCxNIkqgMR3FbP/DSmkf9C9ff9/koA6rxrd63ofwKeeW7uLbW7ewtFnnWb94su6NX+cHk53ZIPOa8M8M3nxW8YrdHQdY1e7FrtE3/ABMhHt3Z2/fcZ+6enpXvvxmOfhHrp/2If/RyV4j8HPiLovgKPWV1eO8c3hhMX2eMNjZvznLD+8KALN7Y/G/QbOW/urjWRBAN8jC9SfaB1JUMxx+Fd98Gfipf+LrifQteZJNQii86G5VQvmoCAwYDjcMg8YyM+nMOs/tE+GzpVzHpunalNdvGyxieNEjyRgbjuJx+Fcf+zx4cvbnxZPr7QuthawPEspGA8jYG0euBkn049aAPpmiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBKKK5rxX4xtPDcHlgCa+cZjhB6D1b0H86mc4wXNLY2oYepiKip0lds2tR1Oy0m1a5vrhIYh3Y8n2A7n6V5lr/xPurktBo0f2aLp58gBc/QdB+tcbq2sX2t3hub+dpX/hX+FB6AdhVCvKrY2U9IaI+4y7h2jQSniPel+C/z+f3EtxcT3czTXEzzSt1eRixP4moqKmtrS5vZhDawSzyHosaFj+lcWrZ9D7sI9kiGiuw074ba/egNMkVmh/57PlvyGf1xXQ23wliAButWdvURRBf1JP8AKt44WrLaJ5tbOsDSdpVE35a/keXUV7Nb/DDQIseYbuf/AH5cf+ggVow+BPDUP3dLjb/fdm/ma2WAqvexwT4nwcfhUn8l/meEUV9CR+F9Bi+7o9l+MCn+Yqymj6ZH9zTrRfpAo/pVrL5dZHPLiql0pv70fOVSQQS3NxHBAjSSyMFRFGSSa+j1srVfu20I+kYp6wRIcrEin1CgU1l/eX4GUuK1bSl+P/AOe8H+FovDem/OFe+mAM0g7f7I9h+ta9/o+naoUN9Zw3BQEKZFzj6Vdor0I04xjypaHy1XFVqlV1pS959TnZfAnhqbrpiKfVJHX+Rqsfh/pUfNrdahaHt5NyRj8811dFJ0af8AKjRZhilp7R/ff8zk/wDhF9btebDxXeDHRblBL+pP9KD/AMJxY/8AQM1FB25jc/yFdZRS9ils2vmP6/N/xIxl6xX5qz/E4y58USKnl+IPCt0kfdljE6fn0qlFZ+BdZkElldiwuT0MUpgYH2DcflXoFZ1/4f0nU8/bNPt5WP8AGUw3/fQ5qJUpPez9Ub0sdSj8KlD/AAy0+5/5mENI8U6Yu7TNcjv4RyIr5Mkj/fHJ/SgeMrnTXWPxDo9xYgnH2iL95F+Y6frSt4KksCX0HWLywPURM3mRfkf/AK9RP4g1jRkMXiTSRPakYa8tBvTH+0p6fp9Kj3od1+K/zOhezxGyjP8A8kn/AJP8TqrK/tNRgE9ncRTxn+KNgfz9KsVxUWg6Nq+dS8LakbC67m2Py59HjPT6cVLH4n1LQZVt/E9niInat/bAtG3+8O3+eK1VW3x/f0OSeB5m1Qd2vsvSX3dflr5HYUVHb3MN3bpPbypLE4yrocg1JWx57TTsxaKKKBBRRRQBHP8A8e8v+4f5V8n/AAH/AOSq2P8A1wm/9ANfWMyloZFAySpAr5O034TfFLR71bzTdKntLlQQssGoQIwB4PIkoA+tKK+Zv+EX+O//AD8av/4OIv8A45Xo/wAJdK+IGm3eqN41kvHieOMW32i9SfkFt2NrNjtQB4z8MP8Akuen/wDX3c/+i5K+uK+UT8J/iZZeIJtT0vSZbeYTSPDPDfwIwDE8g+ZkZB/WtKTwX8cL0eTcXWqiNuG36ym0j3Ak5oAzfjjqSeIfikLPT/8ASHtYIrECPndLuZio98vt+or0b45WP9mfB7R7AkH7LdW0OR32wuP6U74Z/BE+GtUi1zxFcQXN/D81vbw5ZIm/vsxA3MO3GAeeeMdF8Z/DGseLPBUGn6JZ/arpb5JTH5qJhAjgnLEDqRQB5h4e0X+2v2ZdZVV3S2l7JeR+3lhC3/jm6vLrnxDeX/hPTPDZDGGzuppowOd3mBcDHsQ//fdfT/wm8JajoPw7n0TxDZfZ5p55t8PmI+Y3UDqpI55rybwn8FfFdn4802XVNLVdJtrwSyXH2iJgyIdw+UMW+bAGMd6ALnxx0ddA8G+BdJUAG0gmiYjuwWLcfxOTXrnwh/5JToH/AFxb/wBGNXM/HLwV4g8Y2+hroOn/AGtrVpjMPOjj2hgmPvsM/dPSuz+HGkX2g/D7SNL1ODyLy3iZZY96ttJdj1UkHgjoaAMv40/8kj13/dh/9Hx1xP7NX/IE17/r5i/9BNei/E/RdQ8RfDrVtK0q3+0XtwIvKi3qm7EqMeWIA4B6muX+B/g7XvB+l6vDr1h9kkuJo3iHnRybgFIP3GOPxoA5b9pe0f8A4py8A+QefEx9D8hH8j+VekfCO6jufhVoMisMJA0bc9Crsp/lV/4geDLfx14Vm0mWQQzhhNbTEZ8uQZwT7EEg+xrwKDwb8X/DVld+HtNhuxp9ySHFtNG0b54JVicpkf7p9aAKHwuQ6v8AHG0uYuYvtVxclvRdrkH8yB+NL8bYXsPjBeXTKdsyW86+4CKv80Neu/B74W3HgmO41XWDGdWuo/KWONtwgjyCRnoWJAzjgYGD1qx8XvhhJ46tLe/0x449Xs1KKshws8ec7CexByQenJz6gA6D4k30MXwt1+5EgMUtg6owPB3jav57hXkn7NNm7apr97j5I4Ios+pZmP8A7LWDN4O+MGsaXb+GLy2vDpkBVVjmmiEahemXBywHYZPQYFe8/DjwRF4D8LJpvmLNdyuZrqZRw0hAGBn+EAAD8+M0AcdoXxvsfEPi+HwzqGg/Yo7iR7dpbi5DgOM4UrsHUjb16kV0ut/B/wAEa5vaTRY7SZv+WtkTCQfXaPl/MGuC+KHwRvtX1qfX/Cxiaa5bzLiydwhMndkY8cnkgkc5OecDj/7A+Nb239mn+3TDjZtN6MY6Y3b+n40AYfhxX8I/GyystLvDcJBq62YlX/lrG0mxgccdCfbNfYdeHfCv4K3ugazD4g8StELm3y1tZxsH2v03Ow4yOwGecHPFe40AYXjHxH/wiXhW91z7E94tqFLQo+0kFguc4PTOfwrkfA/jzRPi1BqFjqOh2sb2u1ha3LrceYh43jKjGDwfTI55r0O/sbbVNPubC8iEttcxtFKh/iVhgivmnXPgp408La0b3wpNLdwIxaCe2nEU8Y9GBIye3y5z6DpQB3XxD+Dng6DwtqmsWETaVc2lu86mOUmJyoyFKsTjPQbcckdelcp+zbqN0viDWNMDMbSS1FwV7LIrhQR6Ehj9cD0rEuvBXxf8VqlnqkepzW4Odt5dqsYI7kFufyJr2z4W/DaL4f6TP58yXOqXe03EqD5FAzhFzzjk89/wFAHgfxWRZPjdqaOoZGubcMD0IMcdfSX/AArfwV/0K+lf+Ay14t8Svhf42134j6prGkaQZrSZ4mhmF1ChO2NBnDOCOQe1V/8AhF/jv/z8av8A+DiL/wCOUAe82Hgbwrpd9Fe2Hh/T7a6iOY5YoFVlOMcH6GvK/wBpb/kDaB/18S/+grXP2vhj45rdwtNcat5QkUvnV4iMZ5/5aV3vxw8Ha/4w0zSIdBsPtclvNI0o86OPaCAB99hnp2oA5z4afCjwl4t+GtjqOpWUwv5zMrXMVw6txIyj5cleAB2rzfUdN1L4QfEJRcWVrfwxnfCbmBXS4hJ6jIO1uMZHIPqOv0d8KdC1Lw18PNP0rV7b7NewvKXi3q+N0jMOVJHQjvUfxT8Cp458KPbwIv8AalrmWyckDLd0J9GHH1APagDpvD+uWPiTQrTV9Ok321zGGX1U9Cp9CDkH6V8st/ycZ/3Mo/8ASivT/gx4d8d+Db650zWtGaPRrrMgk+1Qv5EoHXCuThgMHA6ge9c8fhj4wPxp/wCEg/sf/iV/259r8/7TD/qvO3btu/d05xjPtQBrftLf8gbQP+viX/0Fa0vg/wCCvDGsfDPTb7UtCsLq6keYPNNCGZsSsBkn2Aq38cPB2v8AjDTNIh0Gw+1yW80jSjzo49oIAH32GenavM9O8CfGnSLJLLTk1G0tYySkMOqwqq5OTgCT1JNAHvf/AArfwV/0K+lf+Ay1P4p1yLwR4NuNUg043FvYJGq20TBMJuVBjg4AB/IV4P8A8Iv8d/8An41f/wAHEX/xyvZvBOjaxN8Ok0nxqks97Os0d0txOJWZGZsAsCR90jvxQBj+B/HmifFqDULHUdDtY3tdrC1uXW48xDxvGVGMHg+mRzzWN8Q/g54Og8LaprFhE2lXNpbvOpjlJicqMhSrE4z0G3HJHXpXC658FPGnhbWje+FJpbuBGLQT204injHowJGT2+XOfQdKp3Xgr4v+K1Sz1SPU5rcHO28u1WMEdyC3P5E0Abf7Nuo3S+INY0wMxtJLUXBXssiuFBHoSGP1wPSvo+uB+Fvw2i+H+kz+fMlzql3tNxKg+RQM4Rc845PPf8BXfUAeefGnxN/wjnw6vEifbd6ifscWDyAwO8/98gjPqRXzh4H8QeIvCV9Nqug6YLiWaIwebJavKAuQSBgjnIFevfGjwd438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hj4ul8aeB7TVLkKLxGaC52jAMi9wO2QVOPegDsKK8m/aFmlg+Hdq0Ujxt/aUYyjEHHlyVzfxjuJ4vhH4OeOaRHYQbmViCf3HegD32iqtkSdLtyTz5K/+g14j8A9QvI/Bfim6Tfc3EDB4o3YtuYRsQv4kUAe8UV8s+DdK0n4kS3d74t8c3NtrLTkQ27zKnGAQV3cEZJG1cYx71618NfD3jPQP7W0bxBdG70fBWwumnDvjJHAySAVwcHpigD0yivmn4m/C+HwL4VTV7TX9TuZWuUh2TOAMEMc8fSu4+H/AMJ7ax/sDxT/AG7qUsxt47o27sDGS8eSPXHzUAevUV8Y3uqanpnjjUdahuJ2i0/WdxXzDjPmuwGPT5CK9a+PuszXyeGtD0udt14zXZKMRlcBUPHb5nP4UAe6UV83eCLq4f8AZ58ZStPK0i3DbXLkkfLF0NR+B/hxoniXwfY6vqPjK6sru48zfALlBs2yMo4Y55Cg/jQB9K0V5x4N8D6Z4SstauNM8Qz6r59tsffKriPAYjG3oea8W+D/AI/uPC3ilINTuJW0jUmEErysSsUg+64J9N2D7NnsKAPrCivEPHNxMn7R3hKJZZFja3hygYgH95L2qT4ifCe2jsfEXitNe1NZwk14LcMBGDy231xQB7XRXzn8NvhVB4x8JWuu3XiDVIJnmdTHG4K/K2B1+ldd8V/H2s2z6l4W8N6bO11HZNcXt8PuwQbCzFfQ7QeTj2BOKAPXqK8v+Acsk3w0V5ZHkb7ZKMsxJ/hrg/i58Qtc1611TS9J0+4tNE028+zXt6TgzSq5AUEdBkZwMngE46UAfRlFc74CZn+HnhxmYsx0y3JJOST5a10VABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBk+KIdKuPC+pRa4QNLa3YXLEE7Uxy3AJyOue2K+edS8EadafDjUtX074g3d94ZjL/ZrAI0ayT7sKrKWxkNgn5Rkc8da+l7i3hu7WW2uIllgmQxyRuMhlIwQR6EV5dD+z54Ni1UXbSalJbh94s3nHl/TIXdj8c+9AGn8IhHovwi0V9RmjtlkEkm6Zwgw8jMvJ9QQfxr0GOSOaJJYnV43UMrqchgehB7iuf8V+DNM8XeG10G8ae2skdGUWhVCuzoBlSAPwrW0nTYdG0ax0u3aRoLK3jt42kILFUUKCcADOB6CgDxP9oiF7jWPBsEcrQvJLOiyL1QloQCPpWjJ8B7/U2jTXvH2q6lbKwYxOjfoXkYA++K7zxf8P8ASvGl9pV3qNxexSaY7PCLZ1UMSVJ3blOfuDpjvXV0AeIfHbwxHp3w00aLSrcpYaVcLGUXnYjKQGJ/3sZPq1epeFvEumeIvDNpqlldwtEYVMoDAeS2BuVh/CQa17u0t7+zmtLuCOe3mQpJFIuVdT1BFeVXv7PHhC5u2mgutUtImOTBFMrKB6AspP5k0Ac9pt3D4w/aaGpaS4uLDToTvuI+VYLEUyD3G98A9wK6z4/f8kvn/wCvuH+ZrsPCfgvQ/BentZ6LaeUJCDLM7bpJSOhZv6DAGTxzTvF/hKw8a6C2j6lNcxW7SLIWtmVXyvTlgR+lAEXw/wD+SdeGv+wZb/8Aota8QsvCOkeM/j34r07WTKLaNZZ18qTYd4eNRz9GNfQuj6ZBomi2OlWzSPBZwJBG0hBYqqgAkgAZ49K8+174FeGPEWvXusXd/q6XF3KZZFhmiCAn0BjJx+NAE2i/BvwZoWtWmq2TXf2q1kEkW+5DDcPUY5rkfFcEVz+03ocE8ayQy2gR0YZDKUlBBHpitu2/Z48JWt1DcJqOtl4nV1DTxYJBzz+7rsL74f6Vf+PbPxhLcXo1G0QJHGrr5RADDkbc/wAR70AfOnjjT9R+G114h8JoGk0TWVjmtSx4AWVXB/3htKH14PpX0L8Kf+SW+Hv+vX/2Y1a8a+A9H8eadBZ6t56fZ5PMimt2VZFyMEAkEYPGRjsPStTw/odt4b0Cz0ezeWS3tI/LjaYguRnPJAA7+lAHj/h3/k6PX/8Ar2b/ANAirZ/aI/5JvB/2EYv/AECSuvsvh/pVj49vPGMVxenUbpCjxM6+UAQo4G3P8I71Z8Z+DdO8c6ImlanNdQwLOs4a2ZVbcAQOWUjHzHtQB418XbO4X4e/D/WY4y8FjBGknGQC8cRXPt+7I/Gvc9K8RaTrOiR6xZX0D2LpvMpcAIMchv7pHcHpS/8ACP6dJ4bj0C6gF3p6W6Wxjnwd6KABnGOeAcjHPIxXmtx+zr4RluzLFe6tBCxyYUmQgewJQn8yaAMLwXcJ4t/aM1vxBpp8zTraEjzlHytiNYl/PBI9hXCaTo/9r+EfiWVXdLZ3FvdJ7bZJtx/74LV9N+GPCmjeENLGn6NaCCInc7E7nkb1ZjyT/LtWN4f+GWh+HIdfitp76ePXF2XS3DoQB8+QuFGP9Y3XPagDwnwhdXHjXxHqOq3akro/hiSFS3PzLB5WfqSztW14L/5No8Wf9fUv/oMNereFvhVoPhHTtXsrC4v5V1WHyZ3uJEZlXDD5SEAH3z1B7VJpfwv0TSfA2o+EoLrUGsL+RpJZJJEMoJCg7SEA/gHUHvQB5n8N/hH4S8T+AdM1jVGuheXHm+Z5dwFX5ZXUcY9FFeteDPBOh+Cbe6t9EMxS5dXk82XecgYGPzrhv+GcfB//AEEtc/7/AMP/AMarqfBHwu0TwDf3V5pV1qE0lzEInF1IjAAHPG1F5oA4P9oL/kN+B/8Ar5n/APQoK9p1P/kFXn/XB/8A0E1z3jH4f6V43utKuNSuL2J9Md3hFs6qGLFCd25Tn7g6Y71088K3FvJC5IWRChI64IxQB80fB/4b+G/Gnh+/vdaNwJobryk8qfYNuxT0x6k17N4P+GvhnwXqk19ozXH2iaEwt5s4cbchumPVRXKf8M4+D/8AoJa5/wB/4f8A41W14U+C/hzwf4it9b0+91WW5gDhVuJY2Q7lKnICA9D60AeVab4FsPH3xl8ZafqFzc26QTzzI9uVzu80LzkHjmo/DvhvS/h18XINI8XWMd3BK6tp2oOSqKSfkcrnB54IP3Tz05r3TQvh/pXh/wAXar4ltLi9e91Pf5ySupjXc4c7QFBHI7k07xt4A0Xx7ZW1tq32iNrZy8U9syrIuRgrllIweM8dhQB1NfP3xl0mDXvjH4V0m5eRILyCKGRoyAwDTOCRkEZ/Cvd9Osv7O022svtM9z5Eaxia4YGRwBjLEAAn3xXPa58P9K1/xhpXia6uL1L3TNnkxxOojba5YbgVJPJ7EUAcxofwH8NaBrtlq9rqOrPPZzLNGsskZUkHIzhAcfjXLeL7qPwj+0fpOv6mfL066hA85h8q5jaI89sEgn2Ne91ieKPCWjeMNM+wa1aCeIHdG4O1429VYdP5HvQBNq3iPSdE0OTWL2+gSySPeJA4Ik44C/3iewHWvDfhHY3I+GXj3V5YykN9bypHxgEpFIWI9vnx+FdVbfs7eEIbsSy3mrXEKnIgeZAp9iVQH8iK9KbQNPHhuXQLaAWunvbPbCOABdiMpBxnPPJOTnnrmgD5t8A/CC08deAbrVotQnt9US4khhQ7TC21VIDDGRnOM549K6n4CnRtO1rU9Ev9KWz8VW25GmkclpEB+ZQDwpBxnHUc9q9b8G+DtP8AA+iNpOmTXUsDTNMWuWVm3EAHlVAx8o7Vm6t8NNG1Xxpa+LFub+x1W3KHdaSIqyFeMuGU5yPlPTI4oA7OvAfhZf2/hH4seLNA1iZLae8nPkPMdokKuxUAn+8rgj1+te/Vx/jP4Z+G/HLJNqlvJHeIu1bu2YJJt9DkEEfUHHagDJ+NPiLT9J+HWpWU1zF9sv4xDbwZBZ8sMnHoBk5+nrXAa3o1zp/7LWnx3CMsiypdMpH3VkmYr+jr+ddpofwF8IaPqEd5Ob3UnjIZI7yRTGCOmVVRn6HI9q9Iv9PtNU0+ewvrdJ7SdDHJE44ZT2oA5v4darY3Xwz0K4juoTFb6fFFM+8YjZECsG9MEHrXnPwGZb3xZ431GI7oJbhCjjowaSVhj8MfnWrcfs6+Epblniv9XgiY5MKTIQPYEoT+ea9D8LeE9I8HaQNN0e3MUO7e7M255G/vMe5/SgDyr9pT/kXtD/6+3/8AQK9th/1Mf+6P5VzHjjwDpXj6ztLXVbi8hS2kMiG1dVJJGOdytXUqoVQo6AYoA+Wfhd4J1bxc2uNpviy90NLedFkS2DkTbt2Cdrr0weuetexeB/hHp/hDWpNbudSudW1ZgyrcTjaEzwSBkncRkZJPBra8FfD/AErwINQGl3F7N9udXl+1OrYK5xjaq/3j1zXV0AeEeFrm30n9prxJDdzJC13C8cXmHG9mMUgA9yAan/aRvIG0PRdOWVGunumlEIOW2hSM49MnFd140+FnhvxzcJd6gk9veouz7TauFdlHQMCCD+Wfesnw58DPCnh7VodTZ73ULiFg8Qu5FKKw6HaqjJHvkUAej2sXkWkMR/gjVfyGK8R+Af8AyM/jn/r5j/8AQ5q9zrlPCPw/0rwXf6readcXssmpurzC4dWCkFiNu1Rj75657UAdXXBfGPw3/wAJH8ONQWNN1zYj7ZDgc5QHcPxQt+OK72kZVdSrAMpGCCOCKAPlqHW7j4q6l4D8KvvaOyjxfk/xbSQxz/1yjHPq5Fd3+0Zpk8nhjRtQgjzBZXLJIAOFDqNpI9Mrj8RXZeDvhT4e8Ea3carpcl7JcTRmILcSKyxqWBIXCg9gOSeK7G+sbXU7GayvreO4tZ1KSRSDKsD60AUNC8S6V4g0GHWLK8ha1eMO7bwPKOOVb+6R3zXjfhu6i8XftLXutaUwm06xhbM6fdYCHys575YnHqBmt+6/Z28IT3bSw3mq20THJgjmQqPYFlJ/Mmu/8LeENF8G6abHRbQQo53SyMd0krerMev06DsKAPKPhI6p8YPH25gv+kzdTj/l4avcRLGxwsik+gNeXar8AfCur6ve6ncahrKzXk8lxIsc0QUM7FiBmMnGT61b8MfBLw34U8RWmt2N9q0lzaliiTyxlDuUqcgRg9GPegCh+0N/yTaL/sIRf+gvXe+Df+RH8P8A/YNt/wD0UtQ+MvB2n+ONDXSdTmuordZlmDWzKrbgCByykY5PatK20mKz8Pw6PbzzxxQ2q2scwYeYqhNobOMbu/TGe1AHzjqXiDWfEPxrvPEeh6FNrkOjyeRBEgJRQoZVYkerb3FGmeINZ8PfGuz8R65oU2hw6zJ5E8TghGDBVZgT6Nsc17r4I8BaR4BsLq00p7mUXMokkluWVnOBgDKqowOe3c0eN/AWkePbC2tNVe5iFtKZY5bZlVxkYIyysMHjt2FAHmXxh3eH/ip4P8WXKMdOiMcMrhc7dkhZvx2uSPXafSu38caNJ4y0nT9S0fxy+h2Fuskkl1ayHy5lbbgsyyKABtPXPXtXUaj4c03WdAGi6vD/AGha+WqMbg/OxAxvyMYbvkY615vJ+zp4Sa5Lrf6wkJOfJE0ZH0BKZx+vvQBhfBjV9T1CfxlbX2uXmqw20AWGW4neQEZkG5QxOMgA1z/wf+G/hvxp4fv73WjcCaG68pPKn2DbsU9MepNe9eHvBGgeFtKn0/R7EW6XC7Zpc7pJOCMljknqcDoM9K4D/hnHwf8A9BLXP+/8P/xqgDqvCPw38MeCNSn1DSHnE0sBhczThxsyGPGP9kVy/wAJbR/EOm+M/ETEq+u30scTN2jAO38B5hH/AAGtDRPgX4a0DUGvbLUdZ88wSwAvNEdokRkJGIxyAxI98da7bwv4bsfCPh610TTmla2t9215iC7FmLEkgAdT6UAeQ/s+aza6XFrPhbUJEtdUS8MqwykKznaEZR6lSnT3+taX7Qev2KeEoNAjnSXUrq6R/s6Hc6oufmI7ZOAPXn0NdR4w+EPhfxlfG/u4p7S+bG+4s3CmTHTcCCCffGfeq3hX4LeFPC2pR6ki3N/eRNuikvHDCNv7wUADPuc47UAeffGXSLjSvhL4LtrhSJbMR28o9H8nkfmpr2q+13TZPBlxrS3kBsWs2lE28bSCvr69sevFWte0HTfEukTaXq1stxaS9VJwQR0II5BHrXmI/Zz8J+fu/tLWDDnPlebH+WdlAEf7OEDJ4H1KYggSaiwGe+I0/wAaofF//kr3gH/r5h/9HrXseiaJp3h3SINL0q2W3tIBhEHPuSSeSSe5rE8SfD/SvFHiPSNcvbi9jutKdXgSF1CMVcONwKknkdiKANHxh/yJOv8A/YOuP/RbV8//AAu+HeteK/CT3tl411DR7UXTxNaW6uVJAUluJFGTkdu1fSGpWEWqaXd6fOzrDdQPA7IQGCspU4znnBrI8G+DtP8AA+iNpOmTXUsDTNMWuWVm3EAHlVAx8o7UAZHw/wDhjpfgI3NzDczX2o3Q2y3UwAO3OcKB0BOCck5wK4D4HXNvp/jrxtpM8yR3UlyPLjc4Z/LklDYHfG4V7vXnvi74NeF/F2qPqc/2qyvpOZZbR1USH1YMCM+4xQBxfxfnhv8A4teB9OglWSeK5j81EOSm6ZMZ9OFJr2bXv+Re1P8A69Jf/QDXH+D/AIPeGPB2prqdt9qvL9AfLmu3DeXnglQoAzjucmu6u7ZLyyntZCwSaNo2K9QCMHH50AeRfs4f8iHqX/YTf/0VHXsdc14J8Eab4D0ifTdLnu5oZpzOzXTqzBiqrgbVUYwo7V0tAHgt3dQ+Dv2mJb/V5Ft7DU4P3VxJwg3RquSew3oR7Z9K9N8a/EHR/Behf2jPLFdSuyrBaxTDfNkjJHXgDJz04x3FaHinwdofjLT1s9asxOqEtFIpKyRE91Ycj6dDjmuN0v4B+CdNvkupI76+2NuEV3MDHn3CqufocigDH+MepL4m+CdjrUNrcW8U1zDcCOcAOqkMoJwSMHcCPYivQfBOr2Fz8O9Gvku4Ps8WnxLLIXAWMqgDBj2wQc5ra1HSrHVtKm0y+tY57KZPLkhYfKV/DpjtjpivLJf2dPCb3BePUNYihY5MSyxkD2BKZ/PNAGV+z7ie58Z3yZMU9xFsbHB5lP8A7MK4b4XfC2w+IOharcT6hc2l3bSrHCYwrJyucsCMnn0Ir6U8N+FtJ8J6KulaRbeTbglmJO5nY9WY9z0/Ks7wP4A0rwDZ3drpVxeTJdSCRzdOrEEDHG1VoA8e+Dlnpfhj4h3nh3xDpUcPiSEsLS7dyQeOVUHgEryGHJBI+r/iToFt4o/aA0rRbyWWK3u7RFd4SA4wJDxkEdvSvVvFfw10XxbrdjrNxcX1lqNljy7ixkRGODuXO5Wzg5x9amvPh/pV947svGE1ze/2jZxiNI1dBEwAYZI25z8x6EUAeBeK/h5Y/DLxdpt3qtrJrPhe4faSzGN1PdSVIyQOR0DDI4r0343SWUvwcgk00xGxaa3Nv5Iwnl4O3aPTGK9F8TeG9O8W6DcaPqiM1tOB8yEB0YHIZSQcEfSuck+FWjzeBE8Hzalq0mmxziaN3ljMqc52g7MbcknpnnrQBxvhf4KeCtW8J6NqN2159pu7GGeXbdADeyBjgY45Jrptf8MaX4R+DXiPStIMhtRazSfvJN53MOefwrF/4Zx8H/8AQS1z/v8Aw/8Axqum0P4UaFoHhjWNAtbvUXtNWXbO8siF1GCPlIQAde4NAHkFp4IfxF8BtL1vTVYaxpMs8qNHw0kQkYsoxzkfeH0IHWk+FXiC48U/HFdYvFAuZ7IrLjozJCqFvbJXOPevf/Cfhex8HeHodF0+W4ltoWdla4ZWclmJOSAB39KwdB+FHh3w34wl8SabJex3Ehkxbl08hA/UKNuQPTmgCh8df+SUal/11g/9GLW78M/+SZ+Hf+vGP+VaHizwvZeMfD0+i6hLcRW0zIzNbsquCrBhgkEdR6Vb0LR7fw/oVlpFo8r29nEIo2lILkD1IAGfwoA0K+Xz4i1zXvjHqPi3QtAm12LTpDDbxoGKIu0ojceuGYe5r6Yv7QX+nXNmZpYRPE0RlhIDpuGMqSCARnjg1g+CvA2k+A9LnsNKe5kSebzpJLllZycAAZVQMDHp3NAHhnhzXtX8O/G6HV9b0WbRIdfcxTQSAhSXwNwJ/wCmgVj6ZNdN8WiB8ZvABJwBcwf+lC16T43+H+kePbezi1SW7hazkZ4pbV1VxkDIyytxwD+Aqh4y+FWi+Obiyn1a+1NZbSHyVaCSNd4znLZQ8/TH0oA0fHniHTNE8F6vPd3kCM1pLHFGZBukdlIVQO5JNeXfDbxNB8Nfg3DrOr2d5NBqOqP5K26qSAUABO4jAPlN+ldHY/s9+C7O6SaWTVLxVOfKuLhQjfXYin9a77WfC+ka74cfQL2zT+zmRUWKP5PLC/d246YwMf4UAeXfHzVrPUfhdpFxbzIyXt7FNCAwJZPKck/hkA/Ws/402kkfwc8KF1IaB7eNxjoTA3X8RXS6T8AfCGl6pFeyS6hfLEwZLe6lQx5HI3BVBP0zj1zXomtaJp3iHSZ9L1S2W4s5xh4249wQRyCDyCKAKdhrumt4Mg1kXkH2FbNZWm3jaAF5yex7Y9a8h+A15/Ynw78T629vLPHbzGQxx43OI4wxAz3wa2j+zn4TM+4alrAhznyvNj/LOyvTNC8PaX4b0WLSNLtVhs4wRs+8WJ6liepPvQB5Jpngv4e/F6wuNb06C40i+MrC4it5VDK3ZmQ5GD1yMZ575qh8Jbm/8OfFTVfBcGrnVdHiicq6nKIy7TuAydp5KkDjP0FdRqv7P3g/Ub6S6tpdR0/zGJMNtKvljPXAZSR9M4rrPBnw80DwLDKukQyNPMAJbm4ffI4HQZAAA9gBQByP7Q3/ACTaL/sIRf8AoL13vg3/AJEfw/8A9g23/wDRS1D4y8Haf440NdJ1Oa6it1mWYNbMqtuAIHLKRjk9q19MsItK0qz06BnaG0gSBGcgsVVQoJwBzgUAfLlho/8AbNn8U41XMlu/2pD6eXO7H/x0MPxqTwNdXHjbxhBc3Skx6F4eeJd3OQkRRT9d0mfwr3jQPhtovh291y6tpr2Y61uF0lw6FQGLEhcKMfePXNV/CPwq0HwXHqaadcX8x1GEQyvcyIxRefu7UGM5756CgDyHwN/ybr40/wCvlv8A0CKtb4b/AAj8JeJ/AOmaxqjXQvLjzfM8u4Cr8srqOMeiivSdK+Feh6P4L1Pwtb3WotY6i5eaSSRDKpIUfKQgA+6OoPeuX/4Zx8H/APQS1z/v/D/8aoA6/wAP+CdD8E6Fq1vohmKXMZeTzZd5yFIGPzrxL4f+CE8cfCDXLWJF/tK21AzWTn++IlymfRhx9cHtXsng/wCFGheCZ76XTbvUZWvYPIk+0yIwC5zkbUHP51p+CPAumeAtNuLDS57yaKebzmN06swbAHG1V44oA+cfCfiC/wBf+Kngwamrfa9OEdgzP95gjyEFvcBgD9M19G/Ej/kmviP/ALB83/oJrOl+FHh1/HieL45L2G/WYTmGJ0ELOBySpUnnqcHrXVa3pMGvaHe6TdPIlveQtDI0RAYKwwcEgjP4UAcH8B/+SVWX/Xeb/wBDNdR47RF+H3idlVQzaXcliByf3Tdan8JeFbHwb4fi0bTpbiW2idnDXDKz5Y5PKgD9K0NX02HWdGvtLuGkWC8t5LeRoyAwV1KkjIIzg+hoA84/Z+/5Jiv/AF+zf+y0fHxEj+F0yoqqPtkRwoxySST+ddp4P8I2HgnQhpGmzXMtuJWl3XLKz5bGeVUDHHpS+MPCVh410FtH1Ka5it2kWQtbMqvlenLAjH4UARfD/wD5J14a/wCwZb/+i1ro6paPpkGiaLY6VbNI8FnAkEbSEFiqqACSABnj0q7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFRXNzBZ2st1cypDBChkkkdsKigZJJ7ACvD9Z+Ns+pfEXRNH8LzL/ZT3sVvczvCD9o3yKDt3DIAHQ8E5+lAHutFcl8RvGi+BPCUuqiFZrp5FgtonOFaQ5POOcAAn8McZrzMfEr4h+FJtI1bxhYWjaFqbLxEgV4VIz2OQ2OcNnOCOD0APeaKRWV0DKQysMgjoRS0AFFeW2XjXXJ/j5f+FHuIzpEMO9IvKXcD5KN97GerGuVvvjLq+gfF680rVJ438Pw3ZgZRCoaJDwG3AZODyfUZoA98orzL4zeM9X8IeGtNv8AQbqKOS4uvLZzGsgZNhPGcjsOaf8AEz4i33g3w9pA063im1bVfliaUfImAu5scZOXXA6c+2KAPSqK8K1bXfjL4MsY9b1dtN1GyDqJbeONSY93AB2Kp68ZBPOK7bX9Q8aeIfDmh6p4Ha3s2uYzLcx3qruUELheQeQdwNAHf0V87Wni/wCLl741uvCcOpad/adsheQGGMJgBTw23/aFezeCo/FUehuvi+a2l1Lz2KtbgBfLwuOgHOd1AHR0V89eIfjdrNh8SriG0ljPhuzvUtplEIYso4c78ZySHI+lfQaOsiK6MGRgCrA5BHrQA6ivLfg3411zxiuvHWriOb7HNGkOyJUwDvz0HPQV6lQAUV5b8G/GuueMV1461cRzfY5o0h2RKmAd+eg56CvUqACivJfjN8RtV8ISaXpnh+RF1G53TS5iEhEY4AwQepz/AN811vw18Vt4y8DWOqTspvBmG62jH71eCcdsjDY/2qAOtoryTxnP8WdLudZ1TTL7TU0O0SS4jV0QyCJF3HqvJwD3rnPCuv8Axj8Y6MNV0rUdLNsZGj/exRq2RjPG33oA9+oryy58a67D8e7DwmLmP+yZYN8kXlLkt5Dv97GfvKKZ8QPiXrFl4pg8G+DbKO71yQAyySDIiyNwAGQM7fmJPAH6AHq1FeGan4g+MPga1Gs64unarpiEfaI4lQGME45KqpH1+YDvXZ+IfHpuPg7deMPD0vlymFHj8xQxjbzFRlYHjI5H60AegUV5X8G/ibP41s7rTtYljOsWx8wMqhBNET1AHGVPB+o96d4V8a65qvxp8ReGru4jfTLKGV4IxEoKlXjA+YDJ4Y0AepUUjnCMR1AryP4W+PfEHijwd4k1HVbqOW5sQTAywqgX92W5AHPIoA9dorw/4Q/F/UfEmvS6H4luInuLhd1nKsax5YD5kOOMkcj6EdxW9rfjXXLL456P4XguI10q5hV5YjEpJJVz97GR90UAepUV5D428feKrj4hL4H8GRWsV8kYea5uADglN+Bu4ACkdiSfpzTtPGnxE8HeL9M0nxnBbajY6gwRbq0iGU5ClgVAHBIJBXp0oA9qorzXxlH8U1126n8M3mmxaOsatGsyoXBCjd1UnrmuD8H+K/i944sbi80fUtNMUEvlP50MaHdgHj5fegD6Gorxf4h+MvG2ga14U0PTLy2j1HUraKO43RIyNcMwQnJHA3HtVfVdR+NvhzS7jVryTSbq1tUMsyIiEhByTgBTgD0OaAPcKK8wuviPeal8D7rxhpqpaajGgVlKh1SQSqjYB6gg5GfWun+HOtX3iLwBpOralIsl5cxu0jqoUEh2A4HA4AoA6iivLfCvjXXNV+NPiLw1d3Eb6ZZQyvBGIlBUq8YHzAZPDGqHiP4jeKNd8Z3PhL4f2sDTWeRdX04BVCpw2M8AA8cgknoPUA9horw0+PfiD4A8Q2Fp46htr/TL19gurZFBXpkrtAyRnJUrk9jXW+MIPihLr7v4TvNNj0oxrsWcIW3Y+bqpoA9For528HeL/i545trqfR9S04pbOqSedDGhyRkY+U+ldT4o8aeLPD3i7wJok13AJNQFumphYlYPI0io+044HJ6YoA9gorzf4nfEq48JXFloeh2a3uv6hjyY2BZY1J2qcDkknIA9iT6Hl7y++N+gae+t3jabe20K+bNZrHGWRRyc7QCcD0Y0Ae4UVwuifEGLxV8M9S8R6cv2e8tbWcyQthvJmSMsPqOhHsfrXH/B74t3/ijV7jQ/Ec8T3kg8yzlWMJvwPmTA4zj5h9D7UAe1UV5beeNdch+Pth4US4jGkTQl3i8pdxPku/3sZ6qK9SoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqG7u7aws5ru7njgtoULySyNhUUdSTXiN38arnWfifouj+G5QuiyXcVvPLJCM3G5wGK5GVGOB0Pf0oA90orj/AIleN/8AhA/CbapHAlxdSyrBbxucKXIJy2OcAKTx7DjNeZ3PxI+JXg+PS9a8U2FjNo2oMv7qJVV0BG7AwchtuSAc9MGgD3yimQypPDHNGcpIoZT6gjIp9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBV1PT7fVtKu9Nu1Zra7heCUKcEqwIOD24NeD/ABG0XTfD/wATfh7p2lWcVpaR3EO2OMd/tC5JPUn3PNfQVeb+O/h9q3ijx54Z12yuLKO10uWN50mdw7BZQ52gKQeB3IoA5v8AaTVz4V0Zgf3YvSG+pQ4/kasftCNEfhnpW3GDqERTHp5Uld74+8GW/jrwtNpE03kShxNbzbc+XIM4JHcEEg/WvM4PhJ421660qx8ZeIbS50LTGHlwwEl3UYGPuL1AxuYkgUAew+HRIPDOlCXPmCzh3Z9dgzWlXF+N9C8W6tf6LJ4Y1iHTra2kY3sbysnmrlMABVOcAN1x1rtKAPDNM/5Ou1X/AK9h/wCk8dcw/hCHxt8Y/HekOQs/2aaa1kPRJlki2n6HJB9mNepWfw/1W3+Nt740e4sjps8WxYg7ecD5SJyNu3qp/i6Uvhn4f6rovxb17xZc3Fk1hqEMiRRxuxlUs8bDcCoHRD0J7UAeBeIfFl3e/D2z8JaukianouoGMCQc+UFZdp90Py/THoa958f6J4W8VaFo2ha1rEWnapIqNp7kguWYBcbT94E4GMjkDmsT4o/Ba78X+IU1nQbixtp5k23iXLModhwrjarckcHp0HvXSfEL4ZjxtommpDeCz1bTVAgnwSp4GVOOeqgg9R6c0Aed3+ifFf4YadLqFlryanpFquXjdzIEjHqkgyo/3DXsngXxQPGXg6w1vyRDJOrLLEDkK6sVbHtkZHsa8xvvh/8AFzX7D+xda8XacdLbCytHy7qPXEas30LDPevWPC3hy08J+GrLRLIs0NshG9ursSSzH6kk0AeSeHf+To9f/wCvZv8A0CKvT/H3iMeFPBGqauGAmihKQe8rfKn6kH6A1zek/D/VbH4zan4xluLI6ddRFEiV280Eqg5G3H8J70/4r+CNe8eWemabpl3ZW1jFMZro3DuGY4wu0KpBwC/UjkigDwbS9W8JR/CTVtIvZ5v+EgvLkXSN5JIVk4Rd3uC/P+2a98+C/iX/AISL4c2SyvuutOP2OXJ5woGw/wDfBX8Qa6e28H+HLW1it00LTikSBFLWqEkAY5OOTXH+APh5q/gfxlrtxFc2TeHtQJaGBHfzYyGymQV28BmHB9KAOY/Zz+54q/6+Yf8A2pXuVeB6F8K/ij4Wkvf7A8R6LZpdyB5BuZ92M4+9CcdT0ruvBmi/Eyw17zvFfiPTr/TPKYeTbqA2/jB/1S8de9AHH/s5/c8Vf9fMP/tSvcq8D0L4V/FHwtJe/wBgeI9Fs0u5A8g3M+7GcfehOOp6V0ll4b+L32fUYdT8T6RdJPZyQwqCU2SNgB8rCDwNx+uKAPOYfHfh68+N+o+JvEErtptqrwWKJEZAwA8tTj0ILt9TWv8AAjxHZWPjbW/DdnOz6Zes89gZAQSUJ4we5Tk/7leifDr4X2PhTwuLLWbPTb/UZJnlml8oSqM8Kql1BxgA9ByTVDxb8L7248b6F4m8JDTLCWxI+0QvmFZArZGAiHqCynpxigDsvHf/ACTzxL/2Crr/ANFNXGfs/f8AJMV/6/Zv/Za7/wAS6bNrPhXV9Lt2jWe9spreNpCQoZ0KgnAJxk+hrn/hd4Rv/BPg4aRqU1tLcC4eXdbMzJhsY5ZQc8elAHAah/ydhpf/AF7H/wBJpKj8DMsX7SfitL3i4eKfyN3f54yMf8A/TNdfdfD/AFWf43WfjVbiyGmwRFGiLt5xPkunA27erD+LpTPiD8K5PEusweI/D+p/2Vr8AA83kLJjgEleVIHGcHI4xQB1njmS3i8BeIGuseT/AGdOGz3zGQB9c4x714b4dWZf2XPEZlzsa8Jiz/d3wjj/AIEGrobz4bfE/wAWpHp/izxbZjSlYGRLYZZ8f7Kogb/gR464ru/EPgRJ/hZceDdA8m3HkpHCbhiFyJFcliATk4J6dTQB4RHo194O8K+EfiToSnKgx3yDoT5jKCf9ll+Q++O5rqvhTq9tr3x38RatZ7vs93YySoGGCAZIeD7jpXqfhfwZ9g+Gdt4S1wQXIEEkNx5LEowZmPykgHIyOccEVx3wv+Emr+A/Gl9qd1e2NxYyWslvD5TP5pzIjKWUqAOF5wTz60AevSf6tvoa+fvgZ/yTrxl/ut/6KavoJhuQgdxivLvhv8NtY8H+FNf0rULmwln1EERNbyOyrlCvzEqCOT2BoA8V0DwhcX3wrn8X6QXTVtG1V3Zo/vGERxNke6HLfQtXRaL4tj8a/HDwjq4TZObZYrlAOFlVZN2PY8Eexr134UeB9Q8D+E7zSdXls7iSe8ef/R2Z02MiLg7lHPyntXJaL8FL7w98VYPEGn3ViNDhuGljgZ385FZSNoG3BwTgfN0FAFnxz4H0Lx34xkm0DxNFYeK7SP8AfxIxJITABOCCjDIGRnjHFc1c+J/iX8Jr2x/4Se5j1fRppNm8v5hbHUByA4bHI3cfrXX+M/hZrF54xHi7wdrMemaswHnLNkIxA25BAbqAAVIIPWspvhV438YatZTeP/EdrcafavuFtaDBf1GAiqM9N3JoA9iu5Fl0qeRDlXgZgfUFa8e/Zt/5FPWP+v4f+gLXstxD5lnLBHhd0ZRfQcYFcF8JPAeqeAtEv7LVJ7OaS4uRKhtXZgBtA53KvPFAHCfHCO+m+J3g6LS5kh1BzGtrK4+VJTMNjHg8BsHofoa57xrf/EfTb630Dxv4ja20nURse7trdHiZP4vuKrHHGRwcHvXrHjj4f6r4l+IPhfX7K4so7TSponnSZ2DsFlDnaApB4Hcjmuj8deEbXxt4VutIuNqSsN9tMR/qpR91vp2PsTQBx3i/w1Y+Gf2ftR0jS5TPbxW6SCYkEykyqxfjjnt7Yrb+DjBvhNoJB/5ZyD8pXqLwh4L1m3+Hlz4R8XXFpdW5jaCCW0ldmERHAO5Rgqeh54wO3PGad8OPin4Rhl03wv4qsP7LZy0YmX5lz32tG23/AICaADwCN/7R/jF1+6sEwP182L/A0z4AHyvEfjS3uuL8Txlwx+Y4eUN+pGfqK7H4Z/DabwZNqGq6tqA1DW9QP76ZclVGdxAJ5Yk8kkDoOPWh4t+FF9deKH8U+Dta/sbV5c+erZEcpPU5GcZ7gggnnr1AO91vxHonh77K2s6hb2QuHMcLznALYyeeg47nArVVldA6MGVhkEHIIrxqy+D3iDXvENrqvxA8Rx6olqQUtYASjc5xkhQoyBnC8+or2agDwz9mr/kCa9/18xf+gmj4tf8AJZvAH/XzB/6ULXV/CL4f6r4A07U7fVbiyme6lR0Nq7MAACDncq+tHjj4f6r4m+IHhjX7K4so7XSpYnnSZ2DsFlDnaApB4HcjmgDkNVZYf2q9Ma+4ieFRAW6ZMDhf/H8/jXukrxxwu8rKsaqS5boB3z7VwvxI+Glv46itru3uzYazZ/8AHvdKCQRnIVsc8HkEcgk9a4268AfF3W7I6Nq/jGxGlsNkrRkl3T0JEas30Lc96AMD4Phj4A+IskYYWjWrCIHsfKlz+hWuT0jwndN8L4fG+il49U0jUXMrJ1MQCEP/AMBJ59ic9K+i9M8B2nh74d3vhfSGG+4tZkaebjzJXQrvbAOB06ZwAOtVPhh4JvfBvgybRNYezuXluZJGEBZ42RlUYO5R6HtQB5L4Y8UxeMv2gfDutRp5by2hWaP+5ItvIGA9s9PYivpSvFvC/wAFtQ8LfFWDX7S7sm0OCWVoomd/PVXjZQuNuDgtjO7kDPXivaaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAp6tpdrrWk3WmXqs9rdRmOVVYqSp6jI6V4V450jT9D+NXgHT9MtIrW0i+zhIoxgD/SG59z7nk19A15v4x+H2reIfib4b8S2lxZJZaYYjMkruJG2ylztAUg8HuRQB6Fdz21tZzT3kkcdtEheV5SAqqOSTntXhN9LffHTxfBaWUT2/gzSpsyXDAqZ2749yOAP4QcnkgV6F8VPCviHxl4bi0fQ7yzto3mD3RuZHTeoHyqNqtkZ5P0Fed6Z8LPizo1hHY6b4u061tY87IorqVVGTk/8svU0Ae+qqogVQAqjAA7ClqGzjmisbeO4cPOkarI4OdzAcn86moAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiobuSeKznktoRPcJGzRRF9gkYDhd3bJ4zXn3hCTxGPibrEXiK+ilnfTIJltrYt5FuDI42LnqeOW7k+mKAPR6K8zs9GuPHup+I9Qutc1ayFlqEunafHY3TQpB5QAMmB95ixPXPAxXUeANYute8D6XqF8wa8ZGinYfxPG7Rs34lSfxoA6SivOPi3P4pTwzqZ0qeCw0uCz864uw5NxK2ceUgH3RjGWz3wO9eg2pJs4CTkmNefwoAmorzT4oeFbGHwxr3iOG51KLUUg81Wjv5VRWGBwgbb+lZfijwzZeHPhZfa5YXeqJetZQbpJL+ZwN0kZYgFsA0Aev0Vxun+O559e0/TtR8N6hpkGqb/ALBczuhEpVS2HVTmMlRkA81Wk+I1w8U+pWHhbUr3w/AzB9SikjG5VOGeOInc6jB5HXFAHd0VQlvIb3QHvbSUSQTWplikQ8MpXII/DFeW/A/Ur6OCbStRu57k3dpFqlq08hdtpJikGT2DIOP9qgD2GivEfDOt3d58WZtfuL25bTL23vZreEOzJ5EDLGrBB3Oxjx6110nxIv7S0h1XUPB2p2egyug+3STRF0VyArPEDuUZIoA9Aork5/H+m6bca7b6xG9hNpKCYo5DfaIW4R4/XLfLjs2BWTd+M4NP1GXVL/R7231CLw82oPbtc5CxCXGwr0D9DnHHSgD0KivPpPig9rJYzXvhbVINN1L5NPuQUdriQrlU8sHcu7ou7HvgZxN/wseS0j1qPWPD13pt/plj/aAtnnjk8+DJGVdSQDkYIoA7uisLVvE8WlWei3D2zyDVLyC0QBgPLMoJBPqBiuan+J8/latcWPhXUL200e6ngv7hJo0WMRHBZQxy5wN2B0GMmgD0KiuFi+JHmXmlyt4fv4tD1SdLaz1SRkAkd/uEx53qrHoTj6UfGKa4t/hfqslrcSW82+3CyRMVZczoOCPrQB3VFeYWfiXULn4ceK9G1eRovEmh6fcRXDKxBlAiYxzqeuGGDn19MitvwV4kE1r4c0GWOWS5k8OW+oNcs+d3CoQe5OTnNAHaUVxeq/Eaz0m11u4msZ2j0m/hspNjAlzIFO4DHbf06nFVm+I97batHpd/4Q1S2vryNpNNgEsTm6wRkEhsRkA7juPAB9gQDvaK8k8V+PJLrQN9zYX2k6hpGuWS31oJBI+xm3jayHDhlzx3rq9O8dO2rR6dr+h3WhSXEMk9q9zLG6Sog3OCVJ2sF5KntmgDsKK4IfEidbVNXm8LanF4bfBGqM8eQhPEhhzvCdDn05xVy48czt4su/D+l+H7rUZrQwtcTRzIkcccigh8seevQcnBPagDsaKw/E/ie38M2du721xeXd3MLe0s7cAyTSEE4GeAAASSeBWC3j3UFS+0+78M3ljrsdq1zbWb3ETrcICASkgO0lc5IPOKAO6orzf4PWss3hA395ZX8d1qEaPLd3V6Zjd8E71G47B8xGMA9PSsbxZ4K03SvEXhSztLvV0h1G/aC5B1Oc7kCE4BLcc+lAHsNFeU69bxeAvFXhGPSo9VvUuJrwm0F08zzuYVVRl2wADg8nA5NdLp/wAQIDb63/bum3GjXWjRpNdQSusuY3BKlGU4bOCMDvgUAdjRXF23ju9S8sxrXhbUNIsL6VYba8mljcB2+4JFU5jz057kCo/i9cz2nwz1Oa2mkhlWS3w8bFWGZ4weR7UAdxRRXkPgLwdY+J/Dk2p6hqGsC8a+uU8yHUpkwFkYDADYHHtQB69RXhnibVNXtPDXibwpe6rdzz6XqFiLe/37Znt52BAZhjLLggnvXWaJ4quNI+EN/eX0pk1LQlnsJixyWniOyPOeu7Mf/fVAHo9FeSfC5de0vRPFNkHk1PVrO7SNEvLg7TJ5a7gWOcKCSfwrU8EXes2OveOP+Eh1Bb25s2t5X8rKxRgweYUjU9FGcepxk8mgD0eivGxp2rn4bn4gf2/qg1/7P/aewXLfZvLzv8nyvu7NnH15rZt7Z/iH4r1g3OqanaaZpsdvFaQ2N00GZJIhI0jFepG5QO3HSgD0uivG9Q1rX3+H0VvNe6jJHpuuvpusX9kCblrWN2BcY5BI2ZI5/M1oaFp/h681TTr/AOH/AIr/AHsc6tfWc9/LKLmD+PMchLB/Q4GOaAPVKKy9e0Cz8RWKWl89ysSSCUG2uHhbIBHJUgkcnivMvDPgrTdT8Y+LtOurvV2ttNuII7ZRqc4Kho9xyQ3PPrQB7DRXk2heKNU0bVPFtlYaFqWtrZ6o7OyzqqwQiNAAC5yzfKx2jn866mbx59osNIm0HQ7/AFefVLf7TFFGViWJBjPmOx2qcnGOehoA7CivJvGHxC1WTwTr8Vto99pet6fJBHdJ58ZNvHKcrIrg4YHBXjkFs9q9AfW57Xwlc63qOnSWUttay3Eto8iuyBATjcuQcgdvWgDZorzTw74LXxd4etPEHifUtTuNS1GIXKCC8kgjtFcZRY0UgDCkdc5Na1vf634L8NQ2urC48RX73jW1j9lGZZozkoZWbAUgA7m6dOTQB2tFcZZeO7n+0LrTdb8O3Wk30VlJfRRvPHMk0afeAdDgNyOKz7b4pPNZaZq03hjUbfQr544v7QeSPEbuQBlM7tm443YGe2cjIB6HRXI/FCea2+GevTQSvFKltlXjYqyncOhFVdO+IEj3emJqXh7UNO07U3WGxv53QrK5GUDoDuj3ds9aAO4orhpviFdObm80vwtqOpaLayOkuoQyRru2EhzFGTukAIPI64OK6g61Zt4dOuwSedZfZTdq6/xJt3fyoA0aK8x8M+Eh428P23iPxRf6jPe6iv2iGGC8khitEb7ixqhA+7jk5zWrDqWofD/w0Ydfuptbne9NtpQhy9zcq3+rR8gDeMHLdMD8wDuaK5DTfHE0mqNpWuaDdaNqLW73NvHLMkqXCJ94K6HG4cEr6Vj2/wAV2m0iy12TwvqMWgTsiSag0keImZgudmdxUMcbsAemaAPR6K4m98e3a+IdX0PSPDF7qt5pZjMxjmjjTa6BwdzEc84CjJODTh8RrS70LSL3StMvL++1bf8AZtPTakgMZxJvZjtUKRgk98UAdpRXH23xAtoLbVP+Eg0650W80y3F1PbTMsm+InAaNlOHG4bfrgVUi+IGqLLAt/4M1OzS9VhYO80bedJtLLG4B/dM2MDd3696AO7oryrwX8QNSj8DWEuqaVf3upXk8kVkFlR5L5t8hYjn5FQDBLYAAGOK6ex8dokt7beItKuNCu7S1a9aOaRJUkgX7zI6EhiOMjryKAOuoryHxZ451PUND0wv4e1TSLW/1G0NnePKh81fNU7XVTmMlcnB6gGut+KWralovw81S80tJvtITb50ThWgU9X59OnHPNAHY0VwzePdRD2mmWvhW+utda3+0XFiLmIC2j3FVLyk7ctjIA5wa3fDPia38S2lw6209neWkxgu7O4AEkMgGcHHBBByCOCKANyiuS1PxfqkWsXWnaJ4Uv8AVjZ7RPP50dvGCRnahc/OQDzitbwz4htvFGhQ6pbQzQK7OjwzDDxurFWU/Qg0Aa9FeZaLpn/CybvVtX1u8vjpcN9LZ2Gn29y8EYSM4MjbCCzE56nj+VufSbzwb4c8T/b7+51Lw2lsZbWFrl/tcPB3oJOu3ptOcigD0KiuFHj5xrMui6b4fvLw2UUEtzN56IkMMiBg7Mx5Iz06naT2qGP4myyQxaqPC2pjw3LIEXVNyZ2ltok8nO/Znv6dqAPQKKxtF8QxazPrEUcDxnTL1rNyzA7yqq24eg+b9K49vG8OqppGr2OlXr6heaTdXNrCt0FVQrKCGB+UnoQT0wfWgD0miuO+GGr6prXgXT7nVbaeObylxcTSq5uQRnzODkZJ6HnivO7O48IXHiDxZ/wlfiS7s7yLWrhLdF1KWLbCMYwqnHXd2oA91orybwx42ufD/gttQvf7Q1nTp9aay0iWQ5uJ4Gz5ZOeWyykDOCc9hXRyeOdUV4NPj8JXsuvSI00mnrdRYhiDbQ7y52jcQcDqcGgDtqK41fiDCdHup30XUl1W1uUtJdJVFaYSuMpyDt2Ec784wDVK58bX7/adH1nw7eaJeXdhcy2UjXEcyyeWhLDch+VgCDigDv6K898J+MVGg+FNEtYZtU1efTreW6CycW0ZjH7yVznGew6mrlx4+vJJ7uTR/Cuo6rpdnK0U99DLGgZkOH8pGO6TBBHHUg4oA7aiuHvPiPG2oWFloWj3OtT39guoW4gkSMGMsQdxbAXGO/cgV0es62uiaC+pz2V1M6hALW3TzJWdiAEAHHU9enegDVoriIvHeqQanbWGr+Eb3Tpr5ZPsJN1FKs0iIX8slT8hIHGai+FOu6xrvhqWXV7O4RluJtl1NMr+dmaTKgA5XZgLzx6cUAd5RXA6r4QlvJdZ1nxH4m1C0jR3ezNjevBFZwKOGIGAX6kk5FM0/wAaX+n/AAt0XU9Rha71/UIlitLXG17qVshCR2BXDMegGfagD0GivHdI1/xDoXww8ZXl9qDXmtWmry2qTsSypI3lINgPRQz5Axj2rS1Pw9L4MudBuYdc1e8i1C9j03Uoru8eRZxMCvmAH7jBsEYxQB6hRXE/DW+uk0e/8P6nO8uoaFdvaSSytlpIj80Uhz6qf/Hai+Hc9xr15r3iyaaVrXULsw6fGWOxbeL5AyjoCxBJ+lAHd0VwN54y0/Qdb8QiLT7651D7daWawrPkXE0kIZAgY7YxtBz9M1ueHvEd/qt7cWGq+Hb3R7yGNZQJWWWKRScfLInyk5HI60AdFRXnHxPvJbXUNBXUbnUbTwszy/2nPYFwwYKPLDsnzBCc5x/hS+FNM0tdftNQ8E+JluNGMbrqGnSXz3HUfI6BiWRs9c4yKAPRqK8c8HfEK+0j4fWt5daBql9ptm8q3up+any5mblVY7pAoIBI4GCO1drqvjaeLXJdG0HQbrXL22iSW68mZIY4FcZUF3OCxHIA7UAddRXHaR8Q7DV9S0yySzubeS+a4gZZ8K1vcQgF4XXs205BzyKfpXxB0zVL3xPB5ckKeH2bz5XIxIq7wzL7AxsKAOuorz20+Jt3qc4s9N8J391qDWcN6IBPGirHICRudsBTjbx1OfY11PhfxHb+KdETUYIJrZhI8M1vMMPDIjbWU49CKANmiuQ1Dxjqq6reWWieEdQ1VLJgk9x50dum7AJCbzl8AjpVJPiYmpW+lr4f0K81O/v7eS5+yGWOAwpG/lvvZzjIcEYGc4oA7yisnw9rT67pz3E2mXmmzxStDLbXSYZWXrgjhl54YcGvLdYn8Ny/FXxRB4r124sYIorQ2aLfyQLkxfPgKRn+H86APaKK8q8FeJLfSofFeoLq17qPg+weL7DdXLtLIZCv7yNC3zMNxUDPcjHc10dn45vV1Gyg1zwvf6NbX8ohtLqaaORTI33UcKcxk9AD34oA7KivLfDfjJ9I0IWotbzV9XvtXv47S0icbmVJWySzHCooxyfatU/E2O0kNrq+iXem6hFcQR3NvLIjCOKVtizq65DoGwpx0JoA72iuZbxrZL8Qk8H+TIblrT7R5+RtDcny8eu0Fqu+HfEEfiOC+uILd47e2vZbSORmBE3lnBdf9nOQPpQBs0UUUAFFFZevya1HpbDQLe1lv3YIpu3Kxxg9XbHJx6DrQBqUV5/8Om1l/C/iKCbUftmrQatewJc3GdjSKQFJHO1c84HQdKxdf0C98HaHp+sReJNWufFD3VvFsku2eK9ldwHiER42YLEYAIAoA9aooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuQsrO6T4taretbTC1fSbeNJzGdjOJJCVDdCQCOPeuvooA80ttXvfAmqeIrGfw9q1/HfahJqFhNYWxlSUygExsR9whgevY5+u54OtLnwj4K0HTL+1uZbyaQrMLaIyCGSVnlYuR0UEkFumcetdfRQBy3xJtLm++HOu2tnby3FxLalY4oULu5yOABya6S1BW0hVgQRGoIPbipaKAOW+JNpc33w5121s7eW4uJbUrHFChd3ORwAOTWZ46068vPg7cWFvZzz3bWtsot44izkh48jaBnjB/Ku8ooA47xpYXV7r3hFoLeeSKHUnaaSJCREphcbmI+6MkDJrzLTvDlhoejnRtY8K+K7vWrfdCn2Ga4+y3fJ2srq2xFIIznpzxXv1FAGNp+n/2f4Ng0+K0NsYbERLbLKZvLITGwOeWx0z3ryOXSPEmifDnwjq2k6RfPrNtaXOnT2qQMJVSZW2sy4yAjqrc+te60UAeTXfhzWfD+v6NDoFlJLLp3hi4toZ/LJiNwMbQWI25ZucHrXIeINOuda8JSLb6R451XXVWN5n1ISrFAwZS+yPIVj1AVQeue1fRFFAHk3ivQ9c8Z+IX12x04QJ4bYHTor22KtqMwZWcHcARHhcKe7HOah8Vw6l4iutT1O10XU0W78HyQrFJaOHWYzZ8ojH3+vHccjivX6KAOF8SaddzWngVILOeT7Lq1tJMEiJ8lFhkBZsD5QCQMn1rM8baBqeseK9bSzs5nW48Jy20UuwiNpjNkR7um4jtmvTaKAPI7/WNS8S23g60tvDOuW/2DV7KS+kurNo1i2Ag47kdSW6AAZIyK1tI0u+i8CeOrd7G4Se6v9UeGMxMGmD7thUYywbjBHXtXo1FAHnGq6ZfyfD3wPax2Ny09td6W08SxMWiCbd5YYyoXHOenetL4s2N3qXw31K1sbWe6uHktysMEZd2xOhOAOeACfwrtaKAPNPix4W1G60+XxB4dheTVks5bG5gjUsbu1kUqy4HJZSdw+nfis/T21DwnqXhPWbvRNVubU+F4dNmWztWllgnBR8Og5HQj6163RQB4tPp2tanpfiWebQtQge88RWVxFA8BLmEGL5sDIOAPmxkAg88V3WuWV1N8TfCV3HbTPbQW98JZljJSMsse0M3QZwcZ64NdfRQB414w0nWn8R+I7qx0a7uy2q6PNbqsLbZhGp3YbGMA4BPQZ5rS1xL34l6lZ2lppGqaXaWdvdGe61G3MGJJYGiREB5bBckkcYHvXqdFAHgdroWmrokGkXngrxZca8sa28tt9qnS1kYfKW87cUEZ6+3TFej+FdLuLDx54ske0lhtpItPjgkZWKyBIWBCuR82Dwf1rtaKAON8c2t/b6l4e8R2NhPqC6PcyNcWluN0rRSRlCyL/Ey5Bx1NY0lxe+NfFtnqlro+pWWm6RY3a+bfW5he4lmQKERDyQAuc+vHpXpdFAHM/Dy1uLL4eaDbXcEsFxFZoskUqFXQ46EHkGs/xtY3l34q8FTW1rPNFb6kzzvHGWWJfLIyxHQZ7mu2ooA5DxFZXM/xE8F3UVrNJb2zXpmlWMlYt0OF3HouTwM9a5nxj4W1TxBrnjC3tLWUfatIsxbyMCkcskcrOYw/TJwB14zXqtFAHilnpGh6le6fa2vgzxYb0zxtOmoXVxFBbBSCXLsxVsEZAA+bHau1+Ldld6h8NdTtrG0uLu4Z7crDbxmR2xMhOFHJ4BP4V21FAHJ6d48i1HUYLMeGvE9uZnC+bc6U8cae7MeAPeuP8DeJbnwr4fm0u98J+KZbhb24kBt9KdkYNISMMcDoa9cooA8X1zw5r2oeHdf1+70qePUta1OxdNPiUyyQ28LKq7tuecbmOOB+dXdc8O6tL8Tv7JgsZ38P6veWuq3dwsZMMbQK2+NjjGXZIjXrdFAHE+BrG7tPEPjOW5tZ4Y7jVvMheSMqJV2KNyk9R7inaJpdw/jXx2bm2mjtb5rVYpXjIWUfZgrbSeGweDjvXaUUAeN/bdcX4df8K+PhzVf7b8j+zRcfZz9k8v7vneb027OfXPGK2op5/h74p1cy6Nql/pWoxW8ltNp9sZyskcQiZHA5BO1SD05NelUUAeW6fb+L/Dvhq31u00+SSa81efUtU0lFVpjDMxwq5/jUBTgEdcdqpa19n8aa3oz+HvCmp2GrW+oRXE+q3NgbXyYlOXDOcFyRxt5r1+igArifCFjeW3jzxxcT2s8UFzdWzQSyRlVlAiwSpPDYPHFdtRQBx3gyxurW/wDGL3FrNCLjWZJIWkjK+anlRgMueoyDyPevPNPh1zTvDnhXT9Wg8UWeipprCVNHhdZ/tXmt8su0b1XZjHTJNe6UUAeAHw7qTaT49Sw8OazbQXtpZS2Ud4HlmnEchL5JLfOeTszkZHFezq9t4t8KzKYrqC21G3khZLiExSKrAocqeR3rYooA8z0DxXqPhDQbbw/rvhrXJ73TohbRTafZtPDdIgwhVh0JUDIOMVS1a68cvoNjd6wNUtrS81GWS7g0ZFa7s7Ur+6jBUZPzcsw5AxXrNFAHh1ho8zeMDfaboPiNbGbR7yD7ZqvmySzylQRkMSUHQDIXcc4ziui1TSdQf4EaRp0en3TX0cGnh7ZYWMilZIi2VxkEYJPpg16fRQBynxMtLm/+G+u2tnby3FxLb7Y4oULu53DgAcmubv8AUNS8YLoegJ4d1Swntb63udQnuYNkMCwkMQknRyxAC7exzxXp9FAHgdh4b0/w9p8uj614Z8V3mqW8kiQyafNcG3vFLEoysrbUyCMg4x19q9f0bRYYfBVtoslibKFrPyXtROZvJDLgpvP3sZIzW7RQB5l4d8Sah4I0OHw3rvh7WrmfT18i3utOs2niuowfkKlfutjAIPp+UF3D4xu7TTfFepadLNLY6s13Fo0SqZobNoymOMb5Bndjr24PFeqUUAeZ3F3eeNvFml39no2p2en6Pb3byTX9sYWmlliMaxop5OMkk9OPzq3mkak37OtvpaaddnUBZ26m0EDeaGEqEjZjORgnpXq1FAHIeGbK5t/HnjW5mtpo4bm4tDDK8ZCyhbdQdpPDYORx0Neax+E7uHSPD2qapomsXNnbS38F3a2RkiuYlkuGeORUUqzL6gdiDzXvNFAHiZ8I2+v6Vrx8O+HNXtHNkiW93rFzKGuHWZJfKWKQnCnyx85I5OPU12tp431PWdQ06x03wxqltK0oOoSalatFFbRAfMFbOGcnAXGQetdvRQB4FBol3ceHPD0V5oOtzf8ACN3N1FqNrbpJDLJHO7FZIWBHmY2qSFPRvQ5rTj8Jaf4kg1eDQfD2uWhbTZYYtQ1i5mTMrYxGschJIOOW4Ax3r2qigDx/xFr2q+JvD2kaTb+EtbhvLe+tHvjLZkRwhHXdsb+PnnI/hyTiu3+JGn3WqfDrXbOygee5ktT5cUYyzkEHAHc8dK6migDy6x12bR/E154mbQdan0nW7SBMxWTtNbSwb0KvF94KQchun51u+Bra/udW8R+JL2wn09NXuIjb2twNsqxxRhAzr/CW5OOoxXaUUAeQa215c+KtXg8R23jG4jE+NOs9HDraTQbRt3MhHzZzu3EYrpfhJp97pfgprK/0+ewnivrjMEwOVBckYY/fGDwwJB9a7qigDzTS728+HOoatpl7oup3uj3N7Je2N5p9sZwgkOWidV5Ug5we+ah1e58U+KvC3i+6k0y8tNLm09oNM02W3H2mV8HdIygFgT0C5/D19RooA860DQryfWvGkE9tPbR3+n2NvFPJEyqx+zsrYJ67SecdDVXR/FWuaR4W07w1b+E9TPiKzhisl822P2M7AF80zA42YGeOc8V6fRQB5lYajqXhbxD4o06Tw/qt5Pqd8buxntbfdBJvjRcM+cJgrznoP1yvB+hatEng2OfTbuAw6FewTGWBlETs67VbI+UnsDXsVFAHGfC65kPgXT9OuLG9s7vToltp47u3aI7gOq5+8PcVy2g6mPDmseK4NU8I69em71u4uIZbfSXmjeNtoBDEYxwfavXKKAPFbXw7qzCDUI9DurGxvPF1pewad5WWtoVBDSui5EeTyfTFafjbw/DD49fW9V0rWb/Sbuzjh8zSZJfMt5ULffSNgShB684P1r1eigDxX7De6fod3f8Ah3QPEelWN3fwR3k4meXUJrVFfLpG+THhmAGCSRzgVROkSXHizTL/AEjQ/FMloLS+inv9W82SSV3t2CAKxJUZ43YAJbHaveKKAPIfCXh298A6d4e1nTtPvngv7WGDXbARu8schGVnCfeBQsVZQOF7cVjWvhzT/Dy3mma54c8V3d9HcStbT6ZLcNBdozlkIKMFRsHBBxjr3r3eigDzbwloNxpXjfS2XRZtPtIvDRiKGRp0hka53mLzSMM3Ocf0rf8AiFLrUPhZm0QXfmfaIhctYoGuFt937wxA9Xx0rqqKAPD7XTPtHjXwvqWlaP4suIIL4i71HWTKzfMjAAIx4Xrl9oA4Gea7b4XyTWmiXWh3dje2t3YXc5cz27JHIsk0jKUY8MMEdPUV3VFAHkOv65da74suLXXPDniaTw7p82ILO00qV0vnU/6yVuMxgj5VHB4J9K3Lnwze+LtWsPFmm6xqegyw27W0Frd6am+EbiGbZJnaWwOcZIxzivQqKAPGdP8ABPia68JeObG4v7mee41GV7WK5tVhFxKjRyLMDgcOVC8fLxW1d6tfePNS8O6fD4e1fT1stQi1DUJb62MUcXlAkRqT98lsdO3P09MooA8u+Ium67p+sS6h4asZ7mXXrE6VdeShIhfcPLnbHQBWkG48DivQtF0m30LQ7HSrUYgtIVhTjrgYyfc9fxq/RQB5LrulzNq/jOS/8KXWs6Xc39izxorLIYltwGlgxguytxhSOp5qz8Pre9tvFMyaT/wki+GPsh3x64rKEn3DaId43Yxuz2/SvUaKAOR8Var4g0HW9P1G0sbjUtBMbxX1paQiSeNuqyKOrDsQDXK2ttB4i+I2h6v4d8NXukRWRlbUb+4s/sgnRlwIwpwZDnuRxXrFFAHldjpGox/s83emHTrpb9rS6UWpgYSktLIQNmM5IIPTnNTWF5eeBvEOqXF9omq3lhq0VtPDPY2zTtHIkKxtHIo5U5UEducV6dRQB5BLoett4Y1LxUuk3EWrf26utWenbczeUoWMowGcM0e7IHt3rGufB2vw6b4ZtLeyui+v2Bs9akWNs2we4W4dn44OHlXn1Ir3iigDjtC06e1+Jfia4+xyRWb2djHBKYyEbaJAVU9DjjIHTinfD2yurKx11bq2mgMmuXssYljK7kaTKsM9QR0PQ119FAHjuqm9u/EmsQeJLPxldv8AamXT7LSt8dnLb8eWS6EDcf4izcVi6ZoiW3hDRLLxT4N1gR2xugt7p6yG5s5TOzBcLyYypBD/ADAn8698ooA4j4aprMemaguoPqr2AusaadYGLsxbRnf3xuzjPOPwrClvW8P/ABS8VXl94Z1rULW9isxbzWemPcISkZDc4x1IH4V6pRQB4lqHhPVfFUfizUdK0G50izu4LUW9hcgWz3c0MgdmKA/ISBtBOOoPrU2m6RoWo6vpcNj4P8V/akuY5ZzqdzcQw2m07t5ZmIcggYUdfUV7PRQB4zothq/hnULPxJLomoXNtFd6lbXNvDATPHHLPvSVIzyynbzjsc81pXGkXXxG1nW9RbTLzT9NfRG0y1N9EYpJpmkEgkCHkKpVcZ616pRQB4R9h8Vnws3jc6Nff8JQmqpKLXyG80xC3+zkbMZxklunTmvXfCOiDw54S0vSer20CrKf70h5c/ixY/jW1RQAUUUUAFFFFAHD+EBd6Ho3iy7udOvCy61f3UUCwt5k6FsqY1xlt3YjrXKaF4hmk1f/AISPxP4Y8V3OsYK20EWjSmCwQ/wx56sR95zyegwOvsdFACA5AOCM+tLRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFQ3d1FY2c93OxWGCNpZCFLEKoyeByeB2ri/CnjTUvEfjPUrGfS5dP06KyiuLRLlNs8gZmG9hn5QccL1wM96AO6orgJtd8Ya9qus/wDCLjSYrHSZzaAXsbu13OqguuVI2KCQM8811HhbXU8TeGNP1mOIxfaotzRE52OCQy/gwI/CgDXorjL+78b6nrmoW+hx6fp1hZFUjm1GCRzduVBJXBGEGcZ5OQa1fBviCXxN4Zt9SuLdbe53yQzxI25RJG5Rtp7jK5FAG9RXB+INX8TT/EW38NaFf2VlE2lG+eS5tTNkiXZgYYeo/KltvEPiXw94k03SfFX9n3VpqjtDa6hZI0eyYDISRGJ+8AcEHrQB3dFc9b+IbO0XVJ9S1qza3g1AWwYIYxbkhQsbknlst14HIpYvHPhibQ5dbTWrX+zYpTC9wzFV39dozyTgg4FAHQUVk6F4m0XxNbSXGjalBeRxnbJ5Z5Q/7SnkfiKo2fj/AMJ6hrP9kWmvWU18WKLGr8M3ordGPsDQB0lFcb4X+IGneJPE+taPFc25ks5ttsqElpYwq73OeOGJH4UePdb1nS5fD9nolxb29xqeoC1aWeHzFUFSc4yO4oA7KivO9U1vxl4JgTVdem0vVtESREu3tbd4Z7dWIXzACxDAEjI610+s+M/Dnh+URatq9tayFEkCuTkqxYKRjqDtb8qAN2iudi8R2dvq+oRXus2jRfabe2ghEZVoXkQFUduhLHkdOuK17nU7KzvrOyuLhI7m9Zlt4j96QqNzY+g5oAt0VzWn+KtNtfDthfatr1jKty8iJeIpiikKliQAScYCkHJ/hNXdB8V6F4nWY6LqcF55BAlEZOVz0yDg4ODz0oA2KK5VviT4MW5uLc+IrHzbfiQbzjOQMA4w3J7ZrqqACiuW8B6/e+ItJ1C5vvL8yDUri1Ty12jYjYXPvWnJfMniqGx/tG3VGs3mNkYz5rYdR5gbOAozjGOpoA1qK5eP4j+Dpbq1tk8Q2RmugPJXf1zwMnoCewOKkOuXY+JY0EmP7D/Y5vT8vzeZ5wTr6Y7UAdJRVHStZ07W7eS40y7S6gjkaIyx5KFh1APQ/UZrj9b1bxRd/Ej/AIRvQ9RsbKBNJW+Z7i1MxLGVkI4YY7flQB31FcNY+IvEWieKdP0PxUthcQ6mHWy1CxRox5ijJjkRicEjoQfb6bdlr1rBZaxe6jrVk9rZXskTyhfKW2A24jck8sM9e+RxQBvUVz2ieOfDHiO8az0jWba6uVUt5SkqxA6kAgZH0pt9498KaZq7aVe67Zw3qffiZ/unGcE9AfYnNAHR0VhX3jPw5plha317q9vBa3cBuLeRycSxjbyvHP314681BqPj/wAKaTa2lzfa5axR3cQmg5JaSM9GCgE498UAdJRWPH4r0GbRY9Yi1W2fTpJFiW4Vs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LDM100S SERIES AC-DC LED DRIVER
Application Note V10
2
Content
1. INTRODUCTION 3
2. LDM100S SERIES LED DRIVER FEATURES 3
3. GENERAL DESCRIPTION 3
4. TECHNICAL SPECIFICATIONS 4
5. MAIN FEATURES AND FUNCTIONS 6
5.1 Operating Temperature Range 6
5.2 Over current Protection & over voltage protection 6
5.3 Over Temperature Protection 6
5.4 CC and CV Mode 6
6. SAFETY 6
7. APPLICATIONS 6
7.1 Power De-Rating Curves 6
7.2 Power Factor & THD vs. Output Current 7
7.3 Efficiency vs. Output Current Curves 8
7.4 Test Set Up 9
7.5 Output Ripple and Noise Measurement 9
7.6 EMI 9
8. MECHANICAL OUTLINE DIAGRAMS 10
8.1 LDM100S Mechanical Outline Diagrams 10
9. POTENTIOMETER FOR OUTPUT VOLTAGE/OUTPUT CURRENT ADJUSTMENT11
10. INSTALLATION INSTRUCTION 12
10.1 The Maximum Number of The LDM100S That Can be Connected to a Circuit Breaker at 240V is Shown as Below 12
10.2 Direct Driving Link Diagrams 12
10.3 Digital Dimming Function Link Diagrams 13
11. ORDERING INFORMATION 13