AutoCAD 2015 Mechanical 2D and 3D

<div dir="ltr" style="text-align: left;" trbidi="on"> <h2 style="text-align: left;"> AutoCAD 2015 Mechanical 2D and 3D</h2> <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody> <tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuITghwBfOuuu1F2xVqSbqCIlhktvKyXKHXkhfIZoaTquVTljyERjaHMioNOoP-xvLiQ1l149nW8e7lPZE4E4DN1eHr3B_3rSlNsq9oQblPCitbh34hPWtDerLVXspcXAKhnl3x_nDKlrV/s1600/download+(1).jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="Auto CAD Turorial in urdu" border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuITghwBfOuuu1F2xVqSbqCIlhktvKyXKHXkhfIZoaTquVTljyERjaHMioNOoP-xvLiQ1l149nW8e7lPZE4E4DN1eHr3B_3rSlNsq9oQblPCitbh34hPWtDerLVXspcXAKhnl3x_nDKlrV/s1600/download+(1).jpg" title="Auto CAD Turorial in urdu" width="581" /></a></td></tr> <tr><td class="tr-caption" style="text-align: center;">Auto CAD Turorial in urdu<br /> <br /> <br /> <br /> <br /> <br /> <a href="http://www.urdudvds.com/autocad-in-urdu/#demo" target="_blank">Click To Watch</a><br /> <br /> <br /> <br /> <a href="http://www.onlinediploma.pk/S-O-F-T/Cad-2015-Working-Files.zip" target="_blank"><span style="color: red;"></span></a><a href="https://draft.blogger.com/blogger.g?blogID=7231672814007961402" style="color: red;" target="ld893__1451367552_5nh617kmjO"><b>CLICK HERE AND DOWNLOAD AUTOCAD 2015 WORKING PROJECTS</b></a> </td></tr> </tbody></table> <div> <br /> <b>AutoCAD</b><br /> AutoCAD is the combination of two words<br /> Auto and & CAD<br /> Auto Mean Automatic<br /> CAD mean Computer Aided Drafting<br /> <br /> <b>Drafting</b><br /> Drafting is the term used to refer to the systematic representation and dimensional specification of mechanical and architectural structures. Drafting is one of the key components involved for those that study architecture.<br /> <div align="center"> <b>OR</b></div> When ever we draw any object by the help of approximate length then we are creating drafting<br /> <br /> <b>There are main two types of Drafting</b><br /> <ol> <li><b>Map </b></li> <li><b>Drawing </b></li> </ol> <b>Map</b><br /> When ever we draw any object by the help of Approximate length then we are working and creating Map<br /> For example,  Map of world<br /> <br /> <br /> <br /> <br /> <br /> <br /> <br /> <br /> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnQAAAEsCAIAAADFPrmfAAAgAElEQVR4nOy8d1AcV97vfRjJoby2SyC5HPeu7bXLUfbKWS6vbeVHEsrBa8uSkAQDIlkg27IVyDCAMogMkmxFYAePEEpkJuccgSEOk2e6p2em08x0v39IXu/e5z5v1Vuvn7u3bulTn+o61Uw4NdX9+3af0wdA3+c+97nPfe5zn98V8O/uwH3uc5/73Oc+/7dxP1z/D4eiKCpG0TGajlIxior99geajtAUEYsFcdIXwjxB3IPgbgR3I7griLsRzI1gHgTzILgngHsChAvBfTDuhXFbCHcEcT+MexHcE8S9QdwTvNe4qy+Ie4PEr/66EyF8CO5DcG8Q8yCoF8G9QcITCnsRzI/g3iDuCaPeMOYPEv4g6QuS3hDhDRG+MH5Xbxh3I6gHwfwhHPpVOETAIQIO/roNElCI8KE4FMaRMIGEcChMQGESQiMBlPwniQBKICiJYASCEghKhDAihJEoSqIoGcIiYSwSRiMYSmIoiaFEGCWCGBnGCBQjUSwaxmMoTmI4Fg4T4TCJohEMi2BYBMejOB7BMRLD70pgOInjJIpHwkQkTJAYQeJEhPhVnIgRRJQgojgRQ4kYTsRIMoKTOErgKEmEyXuvx/EIjhMEThA4SRBRkohG8GiUiJGRGBGNEdEYHokSkRgeiRFELIpHCSIWJmNhMkoQERKLRNAIgRM4QWI4gWEEipFhlEBRgkBJDCUwlMQwEsNJFCdRnMSxCI5GMDRy96fA0AiGESgWDmE4gkewEE4EQ2gYC4Xv/mJEEMVD4X8yRISCRCiIh0JEKISHgjgSwgKhcCCEIiEMCWKBIBYIYnAIg0MYEsSCCAojISgUhIIhOBiGQmEoGIKQMISgvxqCEARCglAgBMEoBKMwjEJwyA+j/2TYD4e9cNgLh/xQyA2H3TDqgkNuOAD5A15/yOsP+fzBu3p9Aa8v4HJDTg/khmCXH/b4EY8v5PEFXRDi9Acc/9AXsLn90y6/04O4PYjDA834fHYvbPcgM17Y5oFsHsjmge/phm0eyOaGZlyQ3QXZXNCUG5rywNNuyOaC7C7I7oRmnNCM029z+icc0IQTnnIGppzQpBOacHrHXd5xl3/c6Rt3escd3jGn3+r0jzn8E3b/hB2asEPjdv/Yr47b/eMz/vEZ37jda7X7RuzeEbt33Oaz2nwjMz7LjHt82j0y7bPY/CM236TD74VDYTJC/UtFiFEUFaPpKE3H7tWG+/yfyP1w/fdD0TT1v95D0XSUpqL0P84fio7RFBaLwhjugYMzbmhkJqAeh3iGmX7N5KB6alA9OaieGlDb+lUzAxrbgMbWr57uV9v61bYBzdSQZpKrnhzSTHDVk4PayV7D5IBhalA/NaifGjRM33VIPz2ktw3+6oDeNnCvPT2kv/fiAf3UgME2YJgZ0NuG9BM83ThXPzWktw0Zpvm6SZ5himeY4hkm+cYpvnGKb5zkGycFpkm+cVxgmhCap4SmSZFpUmSaEpmnReZpsXlaYrFJh2ekwzapxSYzz8jNMwrLjHTEJhmxyy0OlcUhH3bIRhzyEYdixKEYdSisdqXVoRx1KUfdylG3yupRWb3qUa9m1Kse86jHPBqrR2P1aK0ezZhHM+bVjHl0VrfB6jFa/YZxyDDuM4x79BNu3YTHMOkxTnqNE17ThMc06TZMuQ1THuOUxzjlNU17TNMe07TXPPWrNp/F5jfP+C0zvpFpaNjmNzlcZrt32AaNzHhHZ3xWOzQy4x+xQ1YHNOaAxx2BcUdgwgGP26ExBzzmDIw5AmOOwLgjMOmEJ53whDMw4YDvOm6HrY67b7xXgq12aGQGstihYTs0bPebbX6TzWea9pqmvSabx2RzG6c9xmmPecptmvSYJj3GSadx0mGcsBvG7Poxu2Hcbhhz6q0erdWhH5tWj9tUVrtuxKkddWqtDo3VobHa1aMzqpF7qodnVJYZlWVaaZ5SmqeU5kmFeVJmmpCZJuSmCblpUma867jMOCo1jkgNoxK9Vaobk2utMr1Voh+VaK1ijVWksYrUVpFmVKQZEWhGeZoxnmaMpxnnasa5mjGu2spVjf7qyKByeFA5PKQY5sqGB+XDXLl5UG4ckJsGpKN9Umu/xNIvsfRJzH1Sc4/E1C0xdosNvUJ9n0jfK9T1CrW9Qn2vwNAj0HcLdd0C3R2B7rZAe4uvucVT3+KpbnLlN3mKGzxVF097g6u7wVV3Dam6BnVdA9qufk1Xv/Z6v6azX9PZr7nWp+H0aTr61Zw+FadX3dmr4vTK2L2S9l5pW6+0tU/W2idv7VO09ipae6StPZLWXsnlHsmlbsmlO+LLd0RXbguv3BK03uK33hJcvif/4k3+xZv8C7f4F27yf77Jv3CT/9NN7vlbA+dvDv50Y+inG4M/dXHPd3HPdw2e7+r/+drgpY6h85yh5k5ucyfvLIfbzOn/qYvb0avoE5oUuomRaZcbRgg8+i8FI0b/19n6n+vKff63cj9c/81Q//NJ8D/tiN1tUxSNkpQvREz7kREnpJnyCM32GyLL2S5RydnOjMqze4rr9xQ3Jhc3JRc3JRc1pxQ1MYubUoubUoua0oqb04qbU4ubmMVnmUXnU4vOphU3pxQ17yk6l1zcklLclFLclFLcnFLczCxuTi1uTrn7IcVNySVNe4ob9xQ3Jhc3Jhc3/MM9JU3JJc17iu/amFzUwCxsTC1sZBY1pBQ1pBQ1MYuaU4uaUosbmUVNzKKm1KImZnEjs7iRWdLILPmtkVLSmFLSyCxpYpbetYFZ0pBW3Li3uDG1pIFZVs8sa0gracwsakwvakovbk4vbs4obskoackobk4vbk4vadpb2pxe2rL3X2y+a3pJy96ylrSylrSSlvSi5ozixvSSxrTSptTSlvSSlqyS5szSpoyye6aXNaWXNWewmjLLmrNKm7NKmrKKm7NLm/aV3bUlu7Q5q6Qpu7Q5u7Qlu/RsVllLNqthH6t5X9nZ7LKzWWXN+1hNOWXNuayWXFZLbnlLbnlTDqs5l9Wcy2r6ltW0v6whl9WYW96cw2rOYbXklJ/NLT+bW96Sw2q5t4fVksNq3lfesK+8KbesJafs3D7W+Zzy5uzyxhxWUw6rOae8KYfVtK+sMausMZvVlFXekH1XVsO+soZ9rMacssZsVmNWWUNmWUNmWWNmaVNmSWNmSWNmSVNWSeO+kvqssoaM0sbMkoaM0vrs0obs0oaskobMkoaMkob0ksaMksbM4vrMkn9Yd8/ihszixqzixqyixsyixszixvSShrTSuvSSxr0lTXtL6veW1qSW1qWXNGQWN2QUN2QUNaYXNaQX1qcX1qYX1uwtrE0rrN1bWPcP0wrr0grr04sa9hY17C2sTyusTy2oYxbWJhfWMgvq0vPr0vJr0gprUwtqUwrrmAX1zIL6lMIGZmEDs6CeWdCQUtCQUljPLKhPy69Py69Pza9n5tel5Ncy8+uYBXUpBXXJ+XXJ+XUp+bXJ+fW7C+r25Ncl59Ul59Un59Wn5NUm59Uk59Xtyavbk1e7J69mT17NnrwzyYdrmYcakg/V7z5Sn5RXtzO/Nin/zK686t1HanYdqU3Kq9mZV5t0pDbpSO2uw9VJR05vzz+zI6921+HaXYfqdhyu236kdufh2p2HapMO37Vm5+EzOw+f2Xm4dsehmh2Ha3Yertl5qGbn4dqkQ7VJh2t2HarZdagm6WBN0sEzSYeqtx8+s+1IzY7DNbsO1u74sebrgzXbD9XsOHhm+8HqlLyGA0evlNV31rT1Xrgp5AyohqQmvWXC7vQiYZSk/nN2Uv9k7P89e+/z3839cP03Q9F3x3h+PR/u3afeO21IikbwqDuATbph45RfanH1KMYvdqvKL/ZkHr301cHaNVmly1LzlqTlL2LmL9qTt3hP/pI9+UtSjixiHvqceWhxat5iZv4SZuGSlILPUwo/3VP4cXLBx6n5n6XlLUkrWLy36PPU/EXMvEWp+XddzLxrwWJm4WJm4WJm0ZLUoiX3tvmLmflLmAWLmQVLUgqXMguXMguXpBYsSclbuidvRXLeqtS8VWn5y9MKlqXlL0vNX8bMX56StyIlbwUzbwUzfyUzb2Vq/orUvOWpeSvS8pan5q1IzVueWrAstWA5s3Als3AFs2AFM28FM29ZasFyZv6K5LwVzPxVewtXphWuTC1clVqwMjV/ZWrBqrTCu65OK0zcm7dm75HEvXmJe/MS0/PWpOet2ZufuLcgcW/B6rSCxLTC1XsLV91t7y1MTDuSmHZ4VXreqoyi1elFiemFiel5qzPyEtPzEzMKEjMKEzOLV2cUJWYUJWYWrc0sScwsWZNVsiarJDG7aE128drs4rX7itfuK123r2z9vrL12az1+0o3ZJeszyjbsK98Qw5rw76jG3IqNuSwNuSWb8hlbdjP2phTtjGnbGNu6Yac0g25petzSzbmlm7MLduUW74pt3xTLmtTbtmmnNJNuaWbc8s25ZZu3l+6OZe1KZe1ZV/5htyjG/Yf35xzdHNuxZbcyi25FVtyy7fsL9+Sy9qcW7Ypt2zTftbm/azN+8s3fcva9G35xm9Zm79lbc1lbbnrftaW/RVbciu25LI27y/ZvJ+1Madic075lv1lm/aXbM4t2byftWk/a1Mua9P+8k37yzfur9i4v3JTbsWm3PLN+ys251ZsvtvJnHv93JxTtjnn16/OZW3KKd+cc3RtdsWGbNbGXNbaXNb6nPJN+yo2ZVds3Fe5MadyQzZrQ3bphuySjdnFG7KLN2QXb8wu3pRVsimzZGNW6fps1vqssvXZrPXZrHWZpesyS9dllazbV7Ymu2JVOmtNZvm6rNL1WcXrMovXZBUlZhUnZhUnZhavzSxal1G8JrNkVVbpqoyyxMyyNZmsxMzSVVklq7KKV2WWrMosWfmrqzJKVmWUrMoqXbG3ZFlq0bK0ghUZeSsyClZkFK1ML16ZUbwio3hFetHy9ILle/OXp+cvSz+yPPXIipQjy1OOLEnNW5x6ZAkzf2lK3tKUw0uZh5YyDy9nHl6ReiQxrTCRWbQ8pXBpcv7K1IKVqYUr0gqWp+Uv35u/LDVveVr+8rT8ZWl5y9KOLE87vDz1yIrU/BWp+SvS8lcw85Yz81akFixPLVqRWrwitWhFauHK1LzVaXmJe4tWphYvTy1cnJq/iFm4NLVoOTN/JbNgVWphYlrB6r2F67LLdx6qzi5uPFx9peLSjSbOQOst4U2umqcyGyenXTCEk5HYP1eU32L1frj+O7kfrv92YjQVpakoTcVomrp7ZuBRCsFIBxQedQbUExDXaOfwjXUcfl5dR3J+w8bsYytSWX/dU/TB7oL5WZWv/1CzgHXxvVPst052vHGK8+pJzgun2M+eZD99gv3kMfYTv/pMReuC462fnGl77dTVPx3nvHLm1p+q2U8ev/L0ifanT7Q/dbz16eNtzxxvf+4E+/nj7BePs188wX7xBPvFkx0vneS8dJLz0in2XV8+yX7lJPv105w3qzr+cqptaQ17UwNnxRn2Z/WdS1tuLa/hrKrhJNZ2rq29vr62a0Nt14a6rvV1N7bUdG2tvbG5tmtj7fX11Z3rqjgbqjo3nenccqZza03XlzVd2+q6ttV1ba/r3FnPYTZwcs/eyGq8ntFyM7m5a1dj567G60mNnUkN15Pqr9/d7qi7vqOh8+v6zq9qOF/XcrbXcXbUcpJqOUl113fWdSXVdSXVX99Vd3137fU99dd3NHTuqefsa+TkNl1n1nZ+dYaz+QxncxVnc3XnhmrO6irO0irOZ6c7Fp5kv3Oybf7x1jeOtb52gv3yCfZLJ9qfP9b6P060PXOC/eTx1nnHWuedYD95omPeMfbjxzjPHr/w19qLb9e2Jhxve6KSPfdY+9xjbfc82jr3aGtC5ZX4yivxR1sTjrXOO9Y672jrvMrWuZVtcyvZ8yrY88rZ81jt88rb5pXf3bbNZbGfYF18u7r9heMXnyi/+ASrPaGCnVDRllDRmlBxJaHiytzK1nlH2+YdbX/iKPuJirZ55W3zKlrnVrQmlF+Or7gcX3klvvJKwtHW+Iorc8pbEyra4ivaHq+88uzxSwvrOK8cvzK3/Mq88taEiitzKy7Pq7jya2fa5la2JVS2J1Sw51ay51aw7zUq2XOPshMq2+dWtidUtt/rRmVrfGV7fGXbn09d/qSu9eXjl+ay2uaWdcSz2hJYbQmstvi7lrclVLTGV7TFl7c+zroyp6I1obI9voI9p5wdX86OL2+fU9Yaz2qbU9Y6p6x1DqstntX6ROXlN8+0fni69U+Vlx8ra40vbZ1Tdimh9FJ86aX48stzyi/NKb/4ePnFeNaluaWtc0vbEkrb40vb57LYCazWeFZrAqstntWaUN6eUN4eX96WUNaWUN72/En2uyeufHT60usnL82tuBBf0Ta3gn2vnxXtcyvb51a0PlHZ/vwJ9tvVbZ9VdyRWdW6s6txa0/l1befOms6dNZykM5ydZzjbqjlfVnVuPXP9q+bb25u69tR2pDR2bKy7srjm6udVHUuqOhdVd/61ivPJac4nVZyFVZwPT7M/OMl+/1THB6c5H5zmfFDF+aCq873Tne9WcRZUsf9yuuOt053zq66/Wd25oO7mwqaej2o7Pz/TtqGRs7Kh8/UzHS9VcV4+df3lU53P5Te/kFs5f2/+p3sOrkgr2ry/ck9BdVpJfXbl+SO1nOM/3WlhD7BvC/rEKpVpbNLpC+OR3+oKRdHU/WT9d3I/XP/t/DYIHKFoGI3MwOFhJ6yZ8A3pbOwhw+n2wf0nLu88XLM6p/xT5qGP9xx4j3nkzZzjfyq6+MTpOwmX1M/cnn5R4H9FEnhTEXpHjb2jCi9Qht7TYB9qiU+15HJdZI2O3GqObbVg+8fxChf1zRi5VR/9wkR/YSL/Zo5ss8S2WaJfW6LbzdGd5miSObbTHN1hjm63RL4ejmwzR3eYozstsV0jsV2jsSRLdKcpsstEJptJ5nCEOYIfmSarvXTBBJFhITNHot8OYweGoz9YqEPD9OER+kczdcAY+95EHTDHDphj35mjOUYyS4t/o8e/M5KHh8mi0VixlS4epYqGI0UWvMgSOmqBaqzIBSdZPx4+boHLLXCZGS41hcpMaKkxVGIIl+jDhdpQvjZ4SBc6rA8eMYQKDKFCPVKiD7AMSKUpWGkKHjOHTlqC1SPhBivWMkGenyTZMxEuRA956WszdLuTvuSiW+x0/RRdNU5VjtPF4/TBMepbayxrNJo6HEkyRv9mojYYqdWG6BI19omafFdFvqJAn5Ehc2TwY/LAgxIYiKF5MtfWidAbChfgueK4fsD3A54PDPnAoBf0ecCAD/R7wYAXDEEMHhTH9cfxfHE8KI4PAz4cxw3EDcFx3EAcF44b9IN+LxiA4njhWXzfmxYiQQox+BCDHwLCEBAFgAgGYihOGoiTIHGSUJwkxJCEGOIQgw8zuD4G1zOb52UI/HHSIJCF4qQhhhRlSHGGlGRIyNkS9Gmpf8MUtcAUni2CH5IQs+TEgwrsQVn4AWn4ASn6gBR7QIrPlmCzJNhsGf6gMjJbTjIkKEOCzpKhs6QoQxxiiBCGEGGIEYYEiZOhcTL0jwrvhhn8A1NwnjT4lCL6tCLytIJ4Wkk+pSSfVJDzFMRcOR4vxx+XYY/KsUfk+AMynCHG4iQ4Q0Yw5ARDhjNkeJwEjZOgceJwnASNk/he0bk2TaIvKdwPiCCGAAJif5w4yBCHGJJgnAiOE0AMvo8x5J01ADEGA2AoCIZCgBuK4yJxQ1AcH4kTBuOEoThBEPCROF4gjh+czYXfUsKrRsMLdIFHRdAsXpAxCMfxoDgexBDCDHGAIYQZAvhhPvScwPe2AFoiCWxWIKm64GEzWmWN/jRFX7XTV230+fHomRG03BQ4qHN9q57J1/sKJomNaue7Uvt8mf8lvvdPXPczQ54nhjxzuZ4EnjeB75nD887hQfECaI4QniOE48XIHAkyRwzFi6E5YuhxceAxIfyYCHpcDMWL4LkCzwKF6+ux8Go9Es93xosDCdzAowO+R+/YH/nF9GDzYEJF6/84UP1OetmitILPdv+4jHl4Y+7RbQfPMItaDla1HT1/vaGjr/W2oFekM1hn3HAYj/7nIhO7PwX7v5n74frfxH/9NMF/mmKNUFQYi7ihsNUBqcbcQ/rJ9iHDyav9OccvfHng5JqMsiXJhZ/tzv98b1lifuNXTXd23TRuF7u/0GFbLfRmM73JTG8yUV+Zqd0WKs0S22uKpppjqaZYpok8MBwpHIuVjccqx6Olo1TxcIw1GqsYi5aPRirHYkfH6VPjdPUEXTVBV4/T1WN09Rh9xkpXWemTo/QJK33SSp0ci1WNU2fG6TMTdPUYdWaMqhunGsZi9dZI43i0bjJyxorWj4Trh/EzI7FTI/TJUfqUlaq2UjV3P2qEOjVKHbdSJ630CSt91EodHY2eHKerJujTY/TxUeroCM2yxEpNkTIjUWYIVZrCFaZwqTZQqILyNP5DOuSQBjmsDuapg/lqJE+D5GuDhdpQsQ4r1eMVRvzYMHHaStZOkA3jRPMEdm4c+8ka+mkifGky3DYZ7pjGOmfwW06y30kOONAeO9LtCHbZQpyp8NXRQJ3We1RmKxJPH5Y7ciT2PSLbTrFtG9/2pcC5Vehby/evEPiWCv2Lhb5FIv8isf9TKfSRHHpP6ntX4lsg9b0lcX+i9C1VQB/K/G/IA69IkZekgVekyKuy4Ouy4Hx56C1Z6A0p8qo09LIk+IIk+JQQjhf4HxH4ZwthBh8BPAQMwYALAR4EBDAQQEAAA1FoliT4tJKcLcSAiIgThIEgAIQwEENA4gcyCEhhIAsCRZihCj2gQh9WhB6TIXMVwed04RfM2FMG/HFlKF4ReloXeVJFPq2Kvqij3zHRn5jJT/TBP6uh2QL3LB7E4MKzRBCD72NwvQyub7YgMFsYZHAhMOiLE8AMERLHg8CABwz5ANcHeBDgesGgGwx6ANcH+H7A9wOulzHgfpDrfEoK/UkRiBc64wXueL4vXgDF86EEQWCeODhPGnxSFnpGhjwtR+bKkT9I4VkiKE4ciJOFGQqSoSAYCjJOigJJCEhCcdLwgyp8njr8ohx+Xu57yYA+rQgxRH4gDQJFOE6JPawi5unIp5XYU3J0rhJ7SIoCcRBIQkAajBMjDCESJ0GABAGiABBCQAgBEQxEQSAMAp6fwXXPGvI8wIf+IIZm871gyAeGfIALAZ4f8CAw6Af9PtDnA72euF43o88+u3s8/vbYa91Tf+2bXsu17xG7v1f5CrS+Yp27QOP8QeVKUXg2KqDPZdBCOfSxGlqggf+oQOaK/I/wPLO5HgbfzxBCDAHE4MMMPgx4MBAgQIgA0d0Oo0CGzVISj2vwp9ThF1XB15Sh11XBd9XQpyp4kRz5qzK0zkhuNWEbjMhqPbpSi6/Tkl9o0B0KfzJ/eneHeOupq6u+q/xs14HPkw6sSMtfm8368vtTKcWNP5y6fOxcVxO7r/2OaFCqs4xP+wOhyG/zsvfqzr+Un/tp+9/J/XD93aD+5WGkGE1H//kopugYRVMUfXeshqJpOkrRKEG5A+iYA9JaHTzNRMeg7sTVvqxjF7/4oXplWsnSlLzFaQVL9lVuZF3IuCwo4jmqzLGqcfrYBF0+SVdM0Scm6JMT9NExqtIaKx+OlBqxUgPKMmBlZvLoaOTkKHpqOHjMgpSbwyUmtMSMFRmJIgNRYAjk6fxHtPCP6sD3KihHbk+X2pgixy6R42uRbTt/ZodwJklo3yN27ZW7slXOb9TOLIUjW+X6TuUq1HpOGP1nTP5Tet9RreeYBqoyhOpNeJOJaDQRtSai2hKpHcGbhvEWM9pkDjabAvXGQJUFqxrGay2R2pFY3SjWPBJpNpO1JrzaiFeboqfNZJWFqLXGGsbI2uHgUWPomBE7YSSOmsKVxsgpc6x2mKofoetGYnWjdIM1em4icnGCujIeYY9HONPRGzbyli18247ecoRuTMLXx6CuqeCtqVDPJHZnHL05BvXMwD3TgZvjENvquzrsuWryXrT4fjJ7fzL6Goz+KgN0zIRUGJECA5xnhI4YoGJzqGIkcnQkenw8cnqaqrbRZ6bp+hm6wUWf9dOX/fRlH33BT7d66DYX/dN09LKDvuymLzroi3b656lY3QR+agI7OoIdMsAZOu/XCmiNxPOJwPPqgOvpHtvjPdOze5xxvX7QD4EBH2PQM4vvnS2BZ0uRBxVovBJ/Rhmab8KeUuNzlXi8DJmrQB8UwoDvZfD9cXw/EPiAGIpTIgwZFMd3g0Fn3JBrFs/zgMD5sMjxKM/50IBjdp/zoSHvozx/As8Xz3U/wfM/y3XFD4w/IXQ/MOgE/Q7Qawd9DtDvAoNe0O8BQ34wCIEhCHBhMASDIQgM+MCgH/AgIAwAUQCIAkAYBIIQECBx/EAcD4njIYCHACHE4LnnSaCHBV7A9dy7UBiCwCAMBgKACwE+BLgeMOgEgw4w6Pz1NQjgImAQBkMQGPIDrhdwvYDnixNBDJFvltAzW+h5kO+aK/LPk0AMoRuIvUASmC0Ozhb5HxZ6HxP5/yD0MnguIPQBGcRQ+R+Sw3+QIg9JIIYMfkQRmisPPSoPMWRBIAkCEfqAHI9X4k8q0adlyDMy34sK6CVFcA7fzRi0g0EP4MJgMAj6ETCAAF4YCFDAC4BBDxhwgAEXGPCBXkdcr+3R/sk/D058IrRvlruztNAPxvAhczR/hC6yUEfM5IFh8oA1mjtKZIyGky34Tkt02zD1hSW2xRzbaIyu0kUWqok3VfiLKvxpOfakkohXEPFy4jF5eI4c/qMMek0OvaWEFqqDi5WhtQpkuzrE1CBZ+sD35uCh4VDRCFpqCRUZAwUmON8cLBslTlgjJwzBg7d126uurjpQuSj5x892/7iEeSQxvfTL76tSipoPnL5Sea6zpb27446IJzdZpl3+MBb9NWUpmgnnL0UAACAASURBVI5R1N06RcX+V/F6/ynj34n74frfBEXR1D+tqIn9Y1gmSlNYNAoh2IQ7oJ30C42uToHldMfgd6eu7jhQsz6z/HPm4Q+SD/8ls3TBkbrPG29suanLVnjzzNgRfThXBe1VuFOkM2kSx16ZN1Xqz5Z4cqXuvRLnHtFUisSWqXAeUPsOqaDvZZ4ssTNd5mYqPHtknhS5J0Ntz1TZdkqmtoimNgunFw+MvdYz+laP9d3e4VfvmF/sHXvhjvXF29aE25MP3bE91Dv16MDknIHJhJ7xhO6xeb3WV4Xjn8hm1ii8X6vhXQpfqtz1jcrzgwb5QRP6VgXlKjy5Msd3CscBhfMHheugzF2g8JZqPOVa1wmNr0oXrDbC9cZQvQGvNQQbDMEmY7DOhNZY0HoTet6MXbWG2ibCl8bIi5NE21SM7Yp2+GmOn77hobv9dC9M9/hj3T662033+2l+iOaHaEE4KkGjihClDMbkEKGGo0o4Jg5FxRitRCgVREl8pMRLqvwxJRxVwJQapmWemNQVlbmjUk9U4aeUMC2DaQlECwK0IEQPYHQPRt/G6Tthugeh70DUdX+E7ccu+5GfIKgF8jf53E0eV4vPe87nveTztnv9rW6ozYvchMIiNKZGaVWI5nmothH/KeXkt/yJbbyxFUOjb3YOP9U18YebMw/0emYPumdznXECL5AFZ8uCf9JgHxnwj9TIfKX/Ey3yocr3lty1QOz6SOV+Q+R8ReB7Vuj4o2TmSbFtjtgza8ALup2g1wWGPGDQC/qcoM/OGHLFcV1xXBcQeoHQDwQQ4EGAHwACGHD9YMgNhtyA6wU8JxDMPCTxPyy6e1cXAMIQEIWBOAzEQSAKAkkYSDAgxoAIBcIQEAaBIABEMBAhQBgEwlCcIDKLH2ZwdIwLvNnt6lnt8vhrhkf/roq/Ipl7njd/cOp1OfS8LPgnNfK8JvSyCn1dTbyhwd/U4PPV5AIN8Z4Wf1eDvavBFqiI+WriNRX6iiL8kjz4rDQQL4IeE8GPCKDZfIjB9wC+Cwg8QOgFAvdsqT9eBc2WuIHACXguMOgEfBcQuADXCbgOIAoAIQIEQSCEgMATx/fGiaGH5IGHpXCcwAcEzjiRC4h9DKl/ngx6QQotkCLvS+F3JdAn6vB/mNGPtfCTIggMImAwBLhBwEOBIAz4QTAEgUEvGHIAngMI/UAMAzEChDDgQ0AAPS5BPlTju42RAhN5ephotEZbxujzVqrFEj5lgY6NwMdHQsdH0DIL/IPRm2OAcvXIN/rQXn04xYCmmom04ch2A75Jh6/Rkp+q8bfVgbeU0DsK/3sq34cK16dy1wqle63Cu07u/0IOJ8n8u2XeFLk7Q+n50RA8rA8e1kJ5GqhQhxTpwiwzecIaq9AgP3Sbv67tWPr9sQ+ZBxfu/G5lSv6mfZXbfjydXtyYX3X1xLmuc3/v7+qRitSWCacXxclf6xNNUbEIHY3+p+Hi+9n6e3E/XH9H7l4NUv9IVOpfpzqiMRrBCBuEGG1e6aj9jnz0bBf/cF3rroKadfuOfs4sfIdZ8FJ2+Z/Lzr1Qe+Ppq9J5d8YfHXDGDzrni32fidwfDoy/esfy1K3huXfGnhtwvtzv+oDvX6sMbFZCG+XeLWr/37TQNjW0Qwt9ofIlSj0fC11vC12v8OwvDFjf5E8k6jwbTO6FKtvrYvv7cv9bMu+jgpkXVN53jPB8DfSmPvCWHnpbBz2hQYAYAWIUiMJAGARD7tlCxx9U7sdV7j9InPFS72uq4GJFaLsqlK3D0uTBJDG0Ter/Su7fo0GyNEiuEv5RHWBZ8JPjeJ0N/9mB/+Ikr9siN6bJW/bILS99w0/1eGJcPzUUoAdDNA+lRRgtw2kxGuUGQ/0BiBsK9YcJtnfmsk15aaz/nOnWlak7F8du1Mg4LbqOi6Nt5wxXWgyXarV1xyRHj/KPHhXVH5dfrVVc/UnX9pOFc25k4PrMKNfh08CEAYmoYErspwV+ctCP97tQrovkOQiBJ3Z9JnjJ6eV4gx2TULVhKles3jokSOzrX9Z3c9XAjTX9XeuHepb3317Ev7lQ3PGO+OfXeM1vcH96tqt+3o2mP95s+XCw9d3eS/NvnX3n5rm3f2le28M5aJCfHDZcmJgWQJjIG+5x4gMwfQeiLzhilZORb0bQ1GkqdZr+apj4RA0/J/XED9neUXuX6LxLNfBHanjLcHjTcOB9lWutPrxU6vxM7f5ICX2ih/5D715jhD6Vu1/j2d4QOt8VuD5Rwsv12GoDlmhA15qJRQbsVUVgjgQGPAjwISAKxIkCDDEEeC7AdzNEPoYEYkhghsj/sMg3V47MEgUYMuwBSfARafAxWSheHk6QheYqQk8pgi8pQ2+qwx9oseVGcoOJ3GzC1xvQ5XpkuR7ZoovsMOApKtt+qfV75di3EkO+eLiQazmltlfr7OdmQpcQqtkTafFEf/ZRjbZo1Sh5YpQ+NkofG4mdtFKnx6mq8Vj1ROz0BHVyLHpsLFZujRZZYz+ORnOHo1mWWIY5lmKO/s1ErjOgiTpstQZboUWXquE1OmirGV1rQFYagmv06GoDsUgX+lgZnC8LPq8IxMuwh8REnBCNEyEMCcQQBWdLAgyZD0h8cRKIIYcYcgjIISD1A4E3btA1m+9+iOt6bMD+DNf+isj1utzznNT7AN8JuH7AR4EoAEQ+IPDeG/oWeIDQBcReIIQAHwaCABCFgDTIkCPPK4Nrtej3FrJiJNIwGuuYotkTZJXWXapyFUjdhyTuAyr3fr0zU+PYo3DvUPn/JvfslDsPjgZLJ8Lfm6B0nTdnOJw5gicZAukjWMZweO9IMN2KZI6HM8bw7drgF2r8a200SRdJ0pNJWixZi2brie/10cNGstAcLjHjpWaiyEwUmshiU7TUQpeYowcV3uTr8lUnrryXw3ot6dsPdh9Yubd44/7jOw5W7StrKqprq7p0+2Ln4G2uTG2ZcMNB8p/uY3+79P+tcN3nd+B+uP5e3F1IE7sXrtRvI8QRmg4RMTeMjbj8CuvMgHLsco+q7Pzt1JKWLfsqlu3N/yj54HvppX/Jb36tpff5O6OP8pxxPDcQBYCYAMIoEEcYEpTB98b1TYFeG+DBQIIx5NhTivB72vBCCfShxPe21Ps83/Y8f+Z1sfcNvvt5rvMJrnNWvw0M2sGQHQzaGVzHwwLXH4SehyXQA6LAI6LgI+IgQwrNVngfUvgeUkCPKaEX1N4XFO7Hxb5ZQh/gQ0AQfFAMP6eAXlVDrymhVxXwuyp0qY7crI/u0ZHZOuI7LXZIFyizoMesZPV4tGEqct4WueyM/uKL9sDUQIDiIrQcojU+WgVT2iCtxmkRFhVjuBKh70xBZ0eGW8blDcPXT2jOVuvbykQt3/ccOtCXW8A7mNdfktaxd9vFTdsurEj7JTGzc2FK21vJFz/M7Hgv+eqLuy68sufK69vOv7D+3F/W//TxmnPL1lzYuvr81u1tSekdWTk3T2b3X/xO3HNs3PqdWpkk7d+huLNJyl7BvbxusH2HtHuHpDfHqFw70LlS3LpS2rpa0vFhz+V3eq7++c7lN4WchWrOR6q295VXP5BdXCBoeEtY86rw9EuS0y8MHnuu58QT3dXxt8+8zD335mDzMzePzb1e8Vhr6VOcUx8NXVlw59xH188eUioarJOXJqeu2Bw/u70Vk6bDVuUPVmWJ1dg8Nt3rxrg++hcbUTcWytX5Nsun3+g1zu0be0zse0bq/7MG+kgH7zSGtqndW02evdZA0RRePUOec8WuuqKXvZHLbvLnSbzBipwyQ0Vazw8yxw9aKFXm+ZvEvUkVWK8JrtUEvrCgKVZs/yT5zQSeNY5ljeK79eEUU2SvhcwaDX0/hWePYLnW2A/jkbypaKmdKpuOHbNTpz3UGVfsrDt6yR/rgOnuAM0P0aIwzQ/T/WG6P0jzEFqI0BKClhM01x5gK8ytIs0loWrIFxTgNMcZuDYNyeCYEo4qYbx3wntnFOqfitwZi9yZJofcMZ6H5rlpnpPiOmmug+Y5KL6H7nfHur1UD0z3+OkeN93tjHXDdE+I7ofpbhd920nf8lB3YKo7QPUH6cEg3RegbgdiNyDqOkRftEdPTyBHRoNpRmSzAd9ijn5lJrcZqNV899vX5PNv6J5pVz1yWfLQ35WMdmVc13Cc0AekASALACkMhBDg+8GQe9bQzGN825MK/zx1YLbcB+QBIAsBIQQGPaDfCwYhwIOBMAhEQSBEgASJkweBMgTUKFCGH5fjH2qiXxliB0zEcQteM4Ke1EGVKi9LEzioDHyjCHyjDXxnRA6Y0VxTKEXt26nw7FL7U1Rwihr5WgN9rQ1s1yNb1f6daihJBe3QBHaoAzvUyNfq4BdKZIs69JWe+Fob2amLJmkiu5QYU02kq8lvtOSPejLPQJSaiYphomIYqxgOl5qC+cbgQQPyozaYoYQ38KffZ4tfPn75z9ms+bsO/XX3odUZJRu/O7Y7r/7bYxdKmtjVV29dusntk+qGJx3BIP4vE7C/zcnej9ffgfvh+nsRo+kYTd07PGmapmmKjFJQmJjwINoJH09n6+AbTrOHco5f+eJAzZJU1ofJhQuYBe8crP+s9taWm+bdGnSrmV6oJ5+SeB+SQg+psDgxAob8gAsDAQwEfsD3AYEfiCAggmZLA/HywJMSKEEAPcLzgT4H6HcArg9wfWDACwZ9gOsHPD8Q3J02CwMxCsQwECJAGALiIJCEgTj8kCwwV4Y8p8QS1OFnNeENozGmJbpDR67X48tVgURN8CsTzrTgORby0BhVPkVX2+gWG3XZHmt1Rtnu2DUf3e2lBjwxrocWuikZRMsDMUU4qohQWoxWeCNyH6WHaakPv+12XxhTNY3eYMlPFQ0WtZr7L45Ykm+yV14pXnrl20UXU5dcTFr2U1LipZ3rr6zZ2fbpzsufbj2/YtPFr75o38rsXP7tzfd+uPXO912v7vv7synnn0m99NquS299ee6zrVdT1rce/PL68S+765d3N6+Rtn2hZqeP8XYPd//NemPNWNfbwnOv9J5aIDz9prT2dVnDO7KzC9UX/6q98qny4mfKn5dozn6iafpY2/K57udNw+ytY51f23u2ufrX2roXWzjvSxrn3yl+4/qhN2/kv9pb+ObtwlduFLzLP/O5/NxGU/siUf3bveUv3Cx5tpP1TNfRl29VvXS7+q2+pmUS9odDbfNvNL/xS90f204/0Vb+Wlf1sp6L2fw7jUrN4JhP747pHbTRScsc9G0bcdIILeFaH+0dBb3jcUL3fBPOnIzuHyXyJ4gLPrrPR4lhWuyLCqeDfZPQjRGo0wj/rHGd0k4fM3pPjyB1E2jjZPjCDN4F030Y3RelbxP0IEppYrSUoIUYLQvSkgAtDtNilJaGKU0opvZEFW5aDtNymFbAtBqmdUFaG6bl/pjcTSk8MQ1Eq/1RlY9UBaIymODb4SGb+9rU9B274/bk2FWtcWgioPbgPAfSohwtHNLsucFPvNS16+99TeqRi0blWUXPFa2o02K4ZpBe1ykkNlTlpJT2mHyakk3S8ilaPk3LZmIKB63yUlqE1oUpY4jSwdHBCYjngtVoTA1H1T5a6Y7J3VGln1L5o3pvRAeT/Q7fnSmnPEj2+tw8L0/iPM8dP3fD1HHOpOtwEbdgmmOjfzYGTgjMhf2qtC7Fpl+UizrkL7VLXrg98mcZ/Kwi9AdpkCELxcmDQBoE0jCQYkAcZAj8CWr4CT30sNIf94+h9UEPGIQADwMiEkhJoCDj1JEHNBGGAgPS0N33MqThJxWhd1WhNerQHm0434gdNyCnzKEKc6jYGC4y4AUGolgfrrCEK0bRkhE0zxQ+pMf364ksA56lxbL0BFOHJ+vwZB2+S4PtVpPJmsgeNZmkDidpgzv1we0GbKcW26VG96iw3Wo8SYUma9AcffRHQyzfQBYb8QozftpKNoxHm8aJM6NopTmUb8K+NZBMY3SXifhK5Fx5RbSw7NL7GeUf7Dj0+a781ZkVX/1YnVbc9OPpy6xznLq/3+7slcq11hkPhJH/WLRDUfeWBd7n/y/3w/X34rfh3xhNhyMxJxy22PyKYXevcvL8TXlBQ2dyfvP67BOfJh95N+mH9/Yd/eQEe9Uvmh3SQLaF/n6E3m8gdyuQJQL/qzxoLh96YNDF6LfHcd1A4Ad8CAz6wRAMhMhsaWCOOvSkGntcHp4tuntZHQCiu8UCBRIUiENAhAIJDiQYkGJAigNpBMiiQIoAKQxkCJAFgAx51RBJHI59baZShuktejJRhaaYiAIzdnI0cnoiWjtOnh0nL89QbA99E6aHYFrgo4V+SuynZD5K4YkpvFE5FFMitBqm1R5aOUPLHVGJl5CFIp12x1XDqNgdliKRxmF9Du9K8s3yjFupBwc3ZXd+kHT+xW871+XxyjIHfv6uv+2ri2Wbr3z39bWcXZ1FO/7O2tmRmdu9PfvmhjTO1tRrXzG7Vu7uWJh08bOk83/dUvfq+ur3tzd+faSrqGqo+bJ66LRSyhT2fsq9+lzPyacHq54XNbwqq31PWrtxhL1t+vq68bbE4UsrdD+t0F34D13rimHOsonOJSOcRca2z01XPzNf/aulfbGV/R+jHWvHr22evrlpuitxjPOJpX2B4cqbmktvSFsWCGrf5Ve/xT25YOjY/O7iBd2F7/WULBGd+oxb+X5f4YK+gte68565dTDh1pE/8o+/Kjr58lDZY5yix9uqHz13/Nlzx9fdbi9VSX+ZcgzZgxIvqfBH1e6Yxh5T26I6R0w7FVFPRWXT0SatY5dwZLHM+0cx9LIi9LE+NF/mW6KAUvTIj1rfSbPn8gh8ZxQfskX5blLkJwX+yHWI5EDR616iH4nxUPqGB2U74Ear66B0NKlbsfuG9PtBY2q3MpNr+LZP932vsrRf2T3i1zhIrYM0uCJKD9k9Bt0e9opsmNoR1TljmhlCNU2opqOKKUJjj6rtEcU0oXBG+LbwHbOdrTFV9A0cHxio4/ce67lzVTnaO+65oBqpE5pODhmKBmTf3bxe2H/7GFdQzb39s6TnptEwaLXfMY30D1tl06h0ihCPE7LJqHySkk9Q8klKNkEpJim5Lap0R9UwpYIiMhcmnAqKbQG1n1DDMYU3qvZQWg+tslPK6ajGFtW6onIXIXfjAleofODOif7iK5JdF/q2X+nbdn5o3y3zFa6Dr/Bqpa5poTPQ3Cc5c1tUeVNSOaQ7JBgpsaLFY9EfzORuE75VT6zSRd5TE88r8XhV+AElHCf1AalvlgJKUPue0PhmKfxAGgDSEJAEgSQIZGEgCwMlDuRhIAkAEQT4HsB1AxEEZDCQwEAYeFiEvCwLbVBjPxrJU2b87AjWPklyZmK/2Olr09GumcgtT6QbjnXDRJcHZ7siV11kuzPaNhM7OxU5YcGPmbGTw+QxM8kykgUG4oAGzdFgmdpwqi6YogmmaNBkDb5bje1R4yk6PF2H5+qj3+sih3SRIgN5zETWDkfOjZCXJiI/T5HN42S9JVJtih01x4qGY4dG6AOGWCbf9+VF4dKChveSD7/71XfLUgo35R7blncm4+i5wjr26Qs3L1wf6hFqTWN2OIT/e2vo/2XcD9ffkwhFw2Fy2g1rJjxDhmk213Di6kDW0Yubvzu5JCX/06SDHzMLVpe17L0mzFM5WWPk0Un62CTNGsXzdIFciStd5Nkl8n8pgTbI/IvF7vclvtcUgTlCCAz6gDDwoByZo0bnaNCH5EGGBAESFEgIICKBkAAiAohwIEKBGL1XFCQhIMGALAJkESAlgYwAMjJOijEk4ThpeK4CXabHdxuxb7RYlhbJ1gZ+1BElRqx5imh3R294yUFvTOiJSeGYMkKro7QKoWV+XOYmZc6Ywk3L3LQyQEsQ8vKE/qyVe3lE3D0zKfGGld6o3Evcdto441aFNyx0IfsGOEt+yfvil7Qtf1+X1P7R97988sP1TzY3v7D20sKl53d/cal0Q33umjOJGxs+W1e1lHnpK2br8t1XF248v2hJ3dbljTvXNX2RfJl58OaJE3x2jfJ6nUZ4eXqKA/u64OAthPjJ7c2ZUnxs4rwz3L5snL3R2rZljP2FqXWzsfXriRubR66tG+UsG2Z/bmxbZGpfPNzxsZXz4XDHQnPHx8Ocz4Y5n41e+3z02iILZ9FI56eWax9bOB8ZO97Tt79jYr9v6fjYyPlEd22hnv2e7up76ta3lRc+VJ7/THZ2lf7nv4qrPpWcXCQ/tVhRvUTTsFxV/4n0xHOcnEcvpTxWk7q89exxrbleZRhwIjpv1OikDTZK44hp3DGNK6Z2RFXOmMJBKiZw6QQhnCLZBlepfCxD51iqca4xBtdbsBek/j9KoAS+a27vxAbpTIkROmuOdk7QUoTWRugeP5l0S/nehe4Pfupedrl3UXPnpmuS9xvvvHn6+uLz/UvZok8vDK5tFa66Ovj+GfZHxy+vqL5ceFM8ZIEkkxh/GtV4o0oXKpgM8ceDyhlS7YjJZ0iFPaJyR5XOmMoV07gptZNS2KJqF6310Xo/rfFEZHZUMBnkTgX6JiDBWEAyjgptIZkdVTtIlYcUOWGBAxqcgoRTkNaNqt242ktrPbR6hlbYovKpqHyKUk7RyklKMUXJJmOKSUo1FZNPkTJHROan+W78htkttmE6H62HKDVMSb1RlZfS+GmlL6pxRtSumNpLaVxRnZ3QugnO8HSjjFcnvvGTrLNLW9xt2MkZXM/hbu1Rf9XK/7ZD2Ts0Yeux8AYsNxROpdw/KoP9Epjgu6N3pqOcieg5a+zUMJVvJL4xYdsM4SXq8NuK8Ns6/EMdtlAdfF+DvKgJ/EEVmq3AH9WQj2nIRxTYHxTYHDUer0YfViCz5cFHZIF4ZfAZVegVNfaqCn1eHnhZ6l+qgL4xodVW8rozJg7RSoJWEZQKpTVhWhWmlGFahdK6IGUIxTRoTBuKGQJRLUQJpomBSYzvp/gw1eePdXnIK9N4ixWtMmMlBvSIDv1Bh3+rI77VEj/oo4eNkQI9VqgnC/TRfEMkX48WaAMl2kCZPlBhgKtMoToz1jiCN46iNZZQ1TB+2kwcNeMVI7Fjo3SFgTw0NLa9ibM4p/KjbQcW7TiYmF6y9fuTyUWNP5y+UtHMabh6p+O2QKEfcUFI9L/6v4r3+f/C/XD9r/jtaPrPsxC/Lhm7u64mRtM0FqHcCG5xwNJh1x259fxNWX5T5868upUZpZ/vPrQ8NW93UV3Jle6fNVO3AlR/mO5H6Fv+2A1XpH083GSCTqi9lSr/UU2gTAMXaaASHXRYE2AqodVS3wvdk4/2ORJU4QR1eLYU+fWyGgMSHEhQIAoDMQZEBOCTQIADcRhIAkASANIAkIWBnARylKEIPaJAn9eQ7+kji3X4ZguRMUaWTUYa7ZGLM9GrTpzjJfr9tNBPywOUKkhp0JgSwZUoIQoHf3FM/mw1nVGKTgr7OhSm68rRO4ZpjshyQ2et7BlY03Ry5ZU9yxuWbjy/JfPq0QtSZRNv6Mfrp/K6m86KBGyhsYov2XGtKvl61s62HanXmHvYe7a17V1zMXXN37NWtmZt/iV14+Xk5adXfdmymnlh0b7Lf0lufGFN1SufVq/86CRz09mjldyB9vGpppnJk47RMpupaMr8/aT6b7quDYqrW5ScrWr2cuOFpcMXV1nb1pnZu0dvpLsGk5zd2+13tjl6V493fT7CWTR6bclY56fWawstHR9ZOj4a4Xw0wlk4eu2vI9c+tXAWmjkfWjgfGDnva9nv6tgL9Oy3tK1v69lv69hvqlvfULW9rmp7WdX6Z1Xb8/KrL0gvLjR0LJS0vHun9N0bhz7oOvjxzfyFPWVvXj/waPNXs099teiXM/kqfpPW2D8FD4751DOoYSqinKGUDkrrojSuqMxFaAKUJkApPTHVTEQ2jgom0bNGTxLX/A7X8iR/Yr4SWmsOJZrxNcPEG1rffF0gfZQsHSVLDWim0H3SEhAEYwM+/Ls+7dv17EdZ5+Pzm/5yvPXJ0p/jT3AePNzyaG7lmnO3vmDzdnYrT5o8reOBAW9E4o0pvJRwCh0YD940eyQzqMqOaZ1RrT2mscfUTkrpimkhWgfTKheldMZUbkrlpuT2qNJBqZ20aiaqmo5qpmnVNK2wxTQuWuemVdOUeiamsUfV9qjWSemdtNZBq7200U9rZyJ6N6FwkPLpiHqSVk3FVFOUapJST8VU0zHlNCWdjMlsMZWdkk/H5A5K5o7K3FGZLaKyRXUeWuuj1X5a6aMUHkrpiynhiBqOamBK7acULlLtjuh8MXOQ0qO0FKbV7ojOaRPNyLjjvIHR7jsjl/4f9t4zSopy3ftuBhx4QV2I+hqPIOhSUXSTwyKIij4qKgJbtggoiBF1KyBiIEvOOcwQhskz9NCTU/f0pM5duarjdM9M51DVVZ2mU1Xd7wfc5+xznvOc5/u7/a/7W3d/u9f16yv973pzRTWskg9SMnxfK7ahUf+NTLetQnW2kVDDoYTem9P5MkZGNDJibyDX0J+6bmHP2dIX3OCkM3XCmTnSl/uNjH5nTqy1JZdRqffJ7Acm4QOK/4DKrTILqyzicovwFpV935T71Cb82iecc4OSCCjjxHJWqI7wdZFcZ0yAhgAxJGLJLDrEY0mAJwEcF6AYQOIAjwKKFalozhITrKxgo4GFFqhIjowBIgGwBEATAI0DOCqqIoI8LDT4crfdvNQn3g6KMlqoY4SGIC/zClKXUDEolg4Ixc7cTSd/1ZE7Z0mdNqXOUKkLllSBbeimM1vizJY7suV96bK+bImDv+kAhXbxfF/2GMn+2IR8cOjmy1/snb1u26KNvy7bfPjjHRe+O1yy57zsTHFTSX1Xt4Ea9IdT2X9YUYgiEHkgCP+YePr3VZ4/ifs/6U+4/vf6367NH4QV/xNqRRGAZFbwcUlykFab/XUa+4Xbqh9PVK7Zfvb1jbsWr9++fMvvthgrXAAAIABJREFU28+XlihQ/UCS5AAaA1o60zzI3TQFC8zhK6ZAARYusyQrrclKR6ZkIHPFmT5lie+Aw5/3ut5Ruqa0uR7p9N6rZ/MMyT+aPYYhiT4l0aUk2iGJJiFRxyXauESblGiHJPqkxJiU6JMSXeKPKjGUGodmZxO5VZbMNkfuqCt3I8TXRUHHENBlAZQBcFrA0nE4SUNDXA/HKIIBOJaBuGSb13HN3LVbXfRF05mvm67t7Gy8hkGVOuR4pfTHixd2XSoqqJMfrKr+vqhwa/WFzy//+sH5zz8+8/Pp9oYtNy7O375q1k9Lvzh36HRV3cnbjae07ceMNaXO3nK3Zq/22pbe85t6rn1Qd/ztqi/ekS5dXLB4Q83ST68vWLZ30pJ9kz69uu5H6d5fmq4d6Wyrtjs1ydx1l2+1Rj6ztWzS7VPPNZ6ZLr88Qbb7mdbdC/Sn52qOze46uKD7wCLdqRXUjY122Uq77C1n3Sv22rlm6SyqehYpnUHVTDPXTDVVTzdXzzRLZ9lqZtplM201My3SmZR0mkn6kkk6lZROJ6UvkdWT8coX8MopRNULeOVzSNnzWOULePWzaMVzWOXzaNUMUjbPUjcDujG168T0tj1zmn55qeLbhy6uHXb2fUnBusduH1/W1HQAtVU46TrKrx2MY94s4RJwn4gxAAnyxmAaifFkGuBMFvcMQQND+v5kkyWyS98/p9s0srdfogndBXMPovR4Q3SijrmnZ/BZmP2gL/OhJriqHnn+SsO0S7KdbfrLPdCZ1p49lY2fX5PNPXL1hYNFo3ZeHX7o5thfT39S1tLmSjZ4E+9WtU85U728rP14L6UajCEBXufJGAO8McBjft4cEihaRHw84hUwv0jRgKIBHhRhL4/6BTQg4EGA+gTUI6JuAXblUI+AekTEA2CfgAYB5ONhl4i4RNQrIgERDopoSMTDAs7weJDHPTzl5QlvDnalYR+AQwClRSiUMwZ5OASgIND7RMgvoP4c5BGMPmAICJBfgH0C4hdwBiARgHAA5kSYFVFONHIZKJLBGAFnRDiYg0M8zApILEfEeJTjSVqgGIByAIsDIgbMnIBHs0hSNNI+haVGbiuV9zXILbIW840We7nS21trQxv6/PpwFgnzRAggPqDzC3AcICmgi/Aqf6bbl2sL5Gp92Rp3rtovXPdnr3ozha7MeXvygiNzti9zxsmfcOZOOdMFrvTtYE6TFKmsaMqJeEZAUwI6xKOJHBrN4RyPcjzE5YxMzBCK6um4kRmCQgnEn0T9MSyYRP1JIjSEB5N4JIvSGSQwBAWSeETAGIAxAGdEnMmQbIbkeJTlUU7A4iKWFLGEQHI8zgkwIxjDooEGurCoDohdPtDmEuv7RZlDqHUIDU6+ZSAnH8x2DOa63HyHi2/qT9fYEyWWxEUqdsocP+EcOtU/tF8z+M0N+dJtJ2ev2Tp37balm/av+/nspt8LfzlbfehaQ+HtjsZe2OT0JJPpf0RAHgD+n5n6J1j/Z/0J1/9e/wTX/zytDkQg8n9gNSd4I3FsMNJtCkh7zMfL5ZsO3Xh/89GXN+yYv277+z8d/bmk7ibmaHbHFd5cqzNV64hWmIOXDQOHNP2HDYFL5niZe6gpLDR4+SJr8neM/Vjjf6XD9WJT36TGvonKwcfUgXs07AhtQqKNSXRJiS4j0aQlqpREnZRoEhJtUqIZkqhjEm1Uok9IjAkJnJQYhySaxAht7H44+Rwx9Io5+amDP+QB5azQFhfUKQALABUBlMuph9jWiO2Gvf2w7upvPce3dp/Y3lN6BjXc7nP1DIa63cFyu/GipfGMSVZk06q5BJEAMJds6Lfub2ssMxBqH9cbiLf5fG1et9IXUQUi7R5fUV/vGbx6Z0fBQW11icnY7hms87qO6rr2ahou2ttOETe3ybd+Xr/sk5o1q6s/X37rnRXSxesbVnxc/faS8y9vuPHNqe7qln6PzpPRewTYL5g5oArEj2uJ5U0t0+urJ9ZeekB6eIL0+LS2c4vQgiXk5VmqQzMbd06t3TanbfebPQdnt+yd2rx/auvvLygOTuk5MU1zYbr++hS4bBJUOgWvmGmWzqKqZ5ulMy3SWebq2SbpTEo6wyydYa6ZRkqnkdLplHQKUfUiWf0SJX2RrL5zXiKrXyKrppGV80jp6/bmeebaWVbpXGvly6aSaYrD911YJznytuTUqvtqD05uuTG36torFUXft7c32bywNw35eNTDo0EeD4vGQNZI58xDAGeyxoGY2hJpMIUuY57N6r7Xu+2T5c6RHa5hmvAImM1DaIkxKjFwEoi9HxmaQyRfVvs+1ntn1qMzSnu/67DsUFKXNA4Z7G+BvGe78RWlLRNPVI7ddfHja40NiEftjLUTvmKkf28n9H1dRynmMgTTcCiHhAWMAUhQwH1Zc1BEAgLkFWGPiHpFMiBiPgFx52Afj9EADQloQEC8POETMbeIukTMC4gAwAIA8YtIABjcPDQowm7R4Mr0OLjOPqZnMNLTT+vcMSzME0GB8AhUAOBhEeNySBIgSYDGAR7jcY6GQ7DW3dHdB0NeGvYOQf4UEs7ijIgxojHMd7njnZ5YTyDRG0j2+BL6cBrmskgkR3IiQYt4WMTCIsrwRFRQexMdgxGczlE0IMOApAWSAXgY1Nu4Bk8CjopUKGeJAHMSqFx6hW1r98DKRtPyYvVntfiVNkttC9UL02EoEkSifizhQqIBIxfHYzweBRgH8BhPxAQ8zmNJHk+JaFzUMtneMN8V4rsYXslkuyLZXi6jTmSQtEDGeCycQcM8zohYRMQYEY+IRAQQEYAE0hVd2mJ5b3Uv3IzYC+sVN5q6rzepyhVwpcLQrKOKW7ur1VCRQlXU2lXWoYM8MZIWKFqkwoAKiaagaAqJVEgkwwIZFghGIMI84c9g/hwa4NGAgAZFJCSiQQEN5GAvb/CKOq+o9QGNX1T5eJUv1+vJdg6k2vqTzf3JWke8zMYV27ibJuY87t+Pe/dSzBFz8qCB3VKLvL//6syPt8z8YNObX+75YNuZDfuubT1VeaCg7lJ5k0zeSzoGY0PZf3jj/GPB8E9Dxf+b/oTrf6//Da7/qUqcSPMeOg47w3LMVdZBHihq/Wzv5aVf71348Y9vbtq16eT1qz14uzsmDwkNwdxNe/QCFjqPhU/B3hN611k0WGhLlA2K1/qzO03Mx4bgK12eiW39Y1oHRsg9I7uDY7Xs/fDQaGNymC4m0cYkhpjEEJPoYpLepKQ3JVElJeqkRJOUqFMSbUZiSEkMKQmUlkCpe9DUc3jqNXP2swFxb0AsCPO1tNAREbVxERoSoZSgjmUr+mxnkLYD+vJfVRe+aTv6edOJT9uOrGr8+cOmLd927zhIFBw2yNoHfHgStHCDxyw3v2zafZlSdAR9cCil57I74a61TVXnLehRqO6zirPLCjevu7X9y9LjVRBcARGrLu5dW/D1z81Hfuj+/aueg6vrzv2mbj4DaQ9qW35sObe97dCPLXs33dq6R35kX8eRfcoTvzXt/+LWd2tufPFT47krBl3vYAz2ZCG3YPQAyANgj6B2JLs86WOo8/WmuknlpyZXHJ1dcXxW6YFFt468U3v+rdunZxXte6pg66Sqn59t/mm++vBc5cEFPUdfhy+8Bl1YDF1ZTJbON1fPoqpnW2rmWWQLrbIFFtk8q2yeVbbAKltgr51vq51jls2kpNNJ6QxTzQxTzXSzbJq5ZppZOs0snW6pmWWtmW2TzbTXLLTWvmqpn4lVTzVJZ5ql0403xpZ9k39uzZjLH99d9MOzTVcXNVTtw6GDCFwIE7A/RoR41CfiHh6nBSwCsJAIefmu/mS1OVxg8e+H+zaprO+rTC+rzM90mSd3u8f2eh8nuAV98Rct7DAoLEE4CRodDkVfJJLv9CX+5kw/3dH/V3Pq79bUt0TiNzJ9ypKVDqS0HDAmwe1+9myvpbjHculW2/lbzSduVF+61VBQ11baZcTCWZjJaQNpOCxgYYD4BMSTxXw85MohHhF2C7BbQLw84uVRv4CERCwMsJBo8GQNrgzqETEPwAZF1C1iXhH1C7CXv/MT2C0gfqD3JCs70fIOY2mH/qZcI9VRhlAaiwAkxBuCMU14QEfrSbbd4G9SueqU9us1mt+k3Z+VtW8saDzeZRqA3QIa5lFGwDiAcqI+kpO7Wbmb7fRFOz3Rtr6wzp+0RAHBCfpQRhtIY7RIhYEpLJpongjzGC1YI1lbRKCYnImLGelog31AauotRhuuG7rbnH29PqSGKpMiP9WjCzqpyWrL+B7qScS1QNu3WAGvQvt3IgPboP6voP71GuuXDcj2RsvVVmeXPhSkIhkTLVKRHMnlKI43xQQyKhrCWXk/22ANNdiC8oFIp5+rGwy0BziI49FglgzkzIxI0SIZEqkwoMKAonkslNb6o8pBa2d/r96D9w5Y2q1o1wCpcnt1bhoNhBEfrXMz7SavzsfiTNLCZSyxHBnJoMEcGQZ/HFokGIFgRIIRqYhoYgQ8LBAMIBiARwDGiBgtYKEc4s8iQR4JCXBENLC8nhUNDDAwQBcSe7y5jsFUl1/QMIKB43VBvtkxdNOaOGniDpu4w5ahk07xnJM/bvR+d7X+zW/2Llz9w5J121d+f3TDrgubj5fsuVRzprSpulWF2VxsIvOPIMgDwN/xyflT/yf9Cdf/Xv9cFhbFP+gqAJBI8+5QDHWEFMhgsRzfXdi0Ydelt77YtWjN1hU/HNhzVVaH9BlDiW5fTGoOFGDe47D/IBQ6SjAX+iKl7mSZK33JkdhD0OtVgzOanWMa3cMUtKQnIukJDtfSY43R+6H4KEN0mJ6V6JISXVpiiEn0CYk2K9GnJbrUHwPAhrTEkJboUxJDSmLMSaBcHpx+HBlaikY3631nTKGblK/DF4UYAQ4Cow8YfQLkFXVe0OFIlsOWqwb9JUyzo6viy6YbnzYVr207827Dz8vrNn5Y+/oK6dzXb7z9u+b6RbNyu+7s+03vvFq5cH3jj983XCiEtAoPu6Nbu7ZO+mnb9bmXP5u859Wnt7/42omV753Z+mXxb5tubFt76teznXUl/Q1btGvXKJYsv712S+fxG46acmdTpVNeNigrsF8/j5+/RJzeLd/2S9ORo51NN2C8grTBwRQaBJr+IZUjqepL9fQNdfdl2/syLfZkx+BQkz9V5KSPoaZCq7PaE6gNBOoGPVUWl9Thu+0LlrkcW5C2meqLr5ivLtGeeJsofN9c+pqh8B2b9H8NNMwzS+eQ0rk22SJH/SuO+oX22vl9dfMddfPssrl9sjnWmhlU1UtE5YtE1VSqehr5B2WnmaQvUdVTTdXTTFVTyYoXkZI5SMVLPVef6ro8QX1lkrZgiu7aC8qTL7UdfLj0h3uLfhpbtP/xSwfXySpuOF3NzjDsy2JhQASAiQY6lm90JQsp5mftwLut5KxWcorCPqmjb7zK/aQu8IyengSzE/B4voG5G2KmmNiXzNFxcFSiDksMkZFw7N/g6OP60AJrekKPZyrCvUYk/kZl1uPpLebMpQG+LQSMUYBxIsmKBndSqsZvKHsK61tKW3qaIAccTpNBnggJaFBE/SLi4tGBLDqYQd1ZxJWF3TziFbCAiAUBHgJ4EJB+EfcKuE9EPTzs4jG3iHsA4hIRtwh7RNgjQK4s6uEJnwh7c3CQN/iSlQpjWYu6tEVVptDIDLgumOgJ+bu9CthzWm/e0mn4tK7jw7LGz8pa91QoT0rVVxuhWiWh0TlcsDeJ0yLOAIQWEFZEOBGNimgcIDERSwA8CjBWJBjRwogkK8qdkTrKC4VyVFgwh0UzI5pZgETSEO0yhAzqcL02XNg9cKSZ+EHX/4kcXSxVvV5HrGqgXq1FX2gmnu3te0FtfwZxTcQ8T5LuZxD744j1KYh4kjA9AcHjbJYJNmoCBk/o0L5Qolx8rXN3R38fEQEkI+B/UI0nOd7EiUg4awik4HAOoXNIRIBYHmJ5PCIStEByPMHlSI4nWR5nsgSTo5ic2h1rdfgbbZpqaF8jsbHZ+m2Z/jMpsbEa/b0KLpBRlxtN9WpvUOOLd7ndvX6rLmyFIoP6UFAfYDGGv5OLE7SIMyJBi2RYJBiRjIh3QEtEAM4AIiISDCBogN/5GitinABxOZgTEBYgERGlRTQkwgEeo0U8KmDJHB7NoAxvDIgdA+kWT6bFz7cGxbYwUHJAkwKdoWRRp/a7/adfW/P9/DVb3/n+yCe7L28+cnPPxeqzxc3SZj1iHmQTyX/EyD8z1/9Jf8L1f9Yf+148APEsP0gnEEdIiQ2UtsP7Chs+3XXpzc93z1v93Yrv9x0ra+sw0URQwHwZXX+0xRasNIcu4uGDWOQ3nN2Gc1sI7mONb3GLdUqL48HGvrymAUlXRKIZkqjYPDV9tyE6zpi4R5vI6+Uk6sQfizR35oG1gkQrSozCHY5KEEECZSXGIYkhOgyK3Y0MPYunl1n47f3CRTt3Q2euMuJVaqPc5IIZUcfyajbV7We7BxjVAIvQwDQETEkRiQClJ1pOWM9oOrYpClfWb39LunFJyYq3Sz5YU//dD+37f1UU7u0p29lzcXfP6QtIY5mJvGrQ9Xg5NAbgNJB6XIe1TXvk14911tQOOHZ2ln/e8u0HlavOG2W1fscP7fu/la/f1LLuk1urNjWu+ab2r1+WLfv61toPi5euKXn/q9tLl1/4y7z9z795dtOOptb2gWi3N9PlTMlt0RZruM3GtloTNVamkAweQPzbEd8PiO9jg+dHJHjNwugYgHMACgnagWSHJabxZrAkoNJAHc9uRLqf0lxcgF54l7jyPnVjmaVyqaP+ZWvdXEvtfHvD667W/zXY8kZ/85L+5lcGmxf1Nyzoq5tnr51nlc01SWdbZLNttbOtstmmmlmkdAZR/TxS9gxU/Cxc8pShaKL66jTV9bm6m1O7Lk3pvjCp88RkzbnJvWeebjrwePmW/Isb8y//NOLy/udvnPuxo/2EnryJDcDBFEpnugLpq1b2c/3ggnbb+BZqRKtJ0t4nUfolyrBExUrUzLAuWqJkJKqYRB2XqDiJlh2JcsN0TJ4h9ofRgZKWdNLDNPF/o3LPk+wjxvBThuhyc26lObOaSPxMJS+Zs1JrVhnO6TgeCQsqb1zuCGucEY0zoh7g4FCW9ORwjwC5eGhQgBw51JmF+zOwJ4v6c7Cfx0IiHhIRn4B4ecwrEF4R9Yj6wYzRKxg9ot4jGNyC3sPr3LzeKxp8APIKqF/EfQLsy8FhweBPd1uC3YRPSfg6bWFNIFk74CnWnUEd64zQX6pkf7lWs66k/VwHodE6fUZfAmd4lBbRIMBpgHECFhVxDhARnmB4ggUkB/CoiEdFIiqQrEgxgAoDPJAz+tPGQFbtTmAMIFlAsqDLnb5GBPYo2qqogz3Od3sc81WOqWrreMjxKGx/RE/eq0FGI/ZHEMejJtckon+8zvygirxfTT6oMz2gRu9XakZ1QaM1pnu1lvt05Fgdeq9an9ejlbSqRpUrpxR1fV9H9SBMkoqIpgggaJFieIrhzYxg44AlIpB0mqCzFCNYGGAJA1MIUCFgogEZAiQNqAjAQ1kynCXpDBrK6N1xOBDpcvQo7Jcayc2Vus/Kjd9WESdL0JtXjaeKDdJOt0fj59rt1iaLutZUV0NU1BINHU4TygwRjEDS4p38lQoDKiwSjIBHhD+KzzTA71CWBmQYEDQgGJGICAQrEqyIcyIWFXFWxCMizog4I5CsQLACxgook8PCOSokmGgRjwCUAxArQJyIcCLKCWgUUCmAcaBGY9l24vqra7fM+fD7Zd8f3rDj4tajpbsv1Jwqaapq0yA2dzSZ/Z9D55/6E67/B/2TxVIqx/uYONbnl8OOEjmyt7Dh4x0XX/9i1/yPflj5w4FTUoV6gLVGgZkBmDeHurOoR+hxJqXmyEGjd1WX44UWy7gmW36jQ9LgkrR4JXKPpCMo6eYkvdE8FXu3nr0XjuUb7rx8wkn0MYl+SKJLSQwJiS4h0aaHGZMSAycxxiVwSmLMSIy8BBXykNSj6NACc26NU/zFKVz2ZJo5oXmQqdaTMtQsw01dgVAbZzuCn/vZuHmL9ouv5R/9pvzuHF51sa/2sOH8RV2TLpTGA4CgQZc/XIiqzyOdhaRW5nZ0RVlNPKYfYnq5YLef1ftyJAtMLEATQvfQUBfnlkcHi53mQghucwa0XLI10l9grz6GHzuInilxdpdZsFq7pclpLreqrttaT8FlR43lBZDsGtJ4BW24YdFco1rPq6uuQh2VfbZ2V1w+kGjrSyn6htocMYUj3d43JLVzp0jPFnhgNRJ4wxhcog8vUtNrYKbMn9VHBIM/qx/IGlxpnS+FsTwSS2nCQ3qW32G0zOyu+CDQ9EW4+fOI4m/hzqWu9pft9fOsskV9da9b6mYorsxVFCzsLZrffX1ez42Z3dfm9FyfKb/8Usv5Wd3XZvden9Nz48X2S8/IL07DKiZDJc+j5S+SVS8QlS9hFS+T0rlQ0VTVhQm1ux+/9fOYC5+PPrtx3MXP7r20YfTlHx4oPDT58tnPWtvPGS1qd8YY4Dtd0asWz0at9alWMk8xIOnxSDReiT4sMUQlWk6iYyXG6B0zEImOk6ApCZqWwKk849D9pqE8Q0SipyU6RqJhhhliw5D0CDj1KDr0qjU51RCebuTW2HJ/I1OfmrK7rakrjkyVMy2ns7ohkWB4NJzrcrCwLwf50saBKORK6vqHdM6srl/Q9vPGAR4eFIwewRjgkXAGCqaREA/5spAri7hzqE+AvILRLzaTdD0WbqLYOpKpJ8JyK9tEhJtNrMqVgwIA8Yuoj0d9PBoGUFAgwoAIijgDsAToibNXkNJa/coe/Yunq2acajyksJFGN4eHc3gEoAyPscKdfiTCATghwnERZUWS4c2MSEUEigMmDphYnmQEggFEGFBhgAR52JMyM4CKCFgk1un2KFyuBof9Ooae6K66rlrbjj+htz0EWZ8w2Mb3kPf0UmM11L2I5WHc+hRlmwjhj3RpR/fCI7vhkR3Gkb3k3Z3YCK1tnNp6n9p6n9b+oBwbriBHtZsfqEOfLtN+XIXdlJrrb6LF1ZSsNzCIR3MwHYPpMM6yBBslIkkzJ1pYQEUAxQBzGFBB3uCnUYYj6DQZEShWoFhgigALDQiaJyK8mQYkA1T+RIvTpw35jV4f7A9BTKSxz9wySGhCNmPIgbERIpoyx7IkF0VDIdgXJiMJczRLcSLBijgD7iAWp0UiIlIcIGlA3oF6GJjCAkWLJA2IiIgzAhERyQggGUAygIgAigamMDCFAXWnvEyLBC3+8SktkJxAxnJkQsBiPMplMVbAGBFlRCTMY7RoiQJrDCgo9/ZTN15du2Xh6q3vfHd43e5L3x8r3XVRdrK4WdqqJeyeROq/IPbPAeL/0J9w/Q+JQBTF/2SvmeZFHxtHncEO1FXejh+43rBh18U3Nu5buGbbhz8dOFsnN/iT9iFAcQBneZwBBC3goRzszdabw1dhzz6950O150l5f57CJellJFpWomIl6oikl5H0RscYEg8iiXuQoWG6hEQTlxhSEuOQBEpLjJl7kKHnHfFnyMizZGJqX/JFW/RZa3wCGZ1tTs6zZuZb+CWm3Dozv92eO+3MVPqyXfGsMZ3t9rBym6+pb7CY1F4gy341blnRPnWl4rFVbU/8reWZdS0vLqtduLh85sLSKUuK/3rY2NpNs1A0TcSAKQmwZI5KATSVrfWT5S7tQahqU/uB3zsqutyMNpZEEqnbg/3faM/9rW31W7KPXq/Y8sWtyzVO9Iq9ZGPTB5/UTV9TPuWTire/l/12Tt/Y4CIqbI2HNQe3te36tvXsJvmls1j1TVPxse5ff2rc+bum5LD67KGOw7taD2+Xna3EzD39mW5HtqM/2+7gpVbmjMm1BXIvQ/wLcWa6jp6uZhep2C/ReFFAVDCCLiLogjm9Pw1F0rpIUhWI9bpjxlh2p9r0enfDKmftu4ZLS9GixWj1fKJ2Kl4+21K12NbwCl7zTOnvLxTunHBq8zNntz17bvukCz9PLtz11JltE05tfuLkd8+c+XH8se8eObV54q3DM4iyl8iymZaa6Xj1i1DZLLT8aeW55zpPP3J736jCnx8q3v30xX3zSgvm3Lr2fNnRF4uPrqgv2d/eqfdlYRrgXlHrzp2ABt/oph7qtOX1eocZWAkUHQazwxH2XmToHgM7CuHysKQETUvQ9DCCl6BDEigmgaIjoNiDGJun8o/QR+7GYw8RiQfx5CNE+jEs+RjC/Zva95I+9JZ5aGMf/6NFOOoE111iQyDXGxc1MVEb4hF3xjCYNrgyOmdK15/SD6YNXkHvFyGfCLtEnUeA3Tzq42GfYAzmUDqF+zOonzcEsohPIPwA9QuIj4d9gm4go3akNAOZXmeq25FUOZOqgSG1K6X38ZBfgL0C4s2hAQH2CZBPREMCHhGIKDBwsQpKWtK7tlYz93z92ydrj3Q5PXBAQANZkuMxToQiOTiSxVmA0TzK5aCoAHMCFhEJJtc5aJdalB1uFxHJWSNZoz+t6I+0OoK97ijFADsLYH+2zT7QbC9vd+xSOH7tcGxT2Dc14itroekt+MM95nt7ift0tkld2EMdcL7GdG8PfrfSeLcaH9eqzlMY79JY7+k2je4xj1aZx/SY8nuto3vMo5TkiA5sdCee10jcX254XYr91NZ3owY/VWr4rIb8ay31oRT99jZ1vMm6v92+VdG3VW77tdV2qM1aiob7IF8QDTN4hFN5B4qNhTW2Ay3W43JbQYvtgmKgRBtADKEIzok4l8PDOTIkYqGs2s3BwRzFABMNSFrUeCMyCinDKqvwAiklbbTDCCNQHLBEgZUGFhpY2Jw1CsxRQEREis6awgLGCCgDcAaQYZEKi1RIJGlA0DzOCFAgC4WyxlDGEMxpPCljIGsMZKFQDg3yqJ/HgwIVBhQtkgwgaEDSAkXzJCOiGueNAAAgAElEQVTiEYBxPB7NUdEcEc3inIhERJzj4eBQHWRrJpyNeH8j4dC62Hbc+dvpa699snXOhz+8992h9bsubTlWuueC9GRxo7RdaxnwJzP8PyKoIAJeBMJ/jaz/ksT9E67/PFgu/LvvV1YUQ7EhcpDuIryVXeZDJW2f/17w5pe75n34/Uc/Hipo6ILcnCMBLFGAR3g0IqL0nQF6gNMAp3kknOv1JqVm5hzB/ERwi9TB+zs996oDw1WMRMMO1yXGIUPj0NgIfVKi5yVGQQLlJFBOAvMSJJeHpB/CEzMdyTfssXV9Q5/3p9baEqtsifW2oX0D2SOu9EFn+lh/7pyHLwsKikjWOMTjaUCkRGxoqJOzFTjLtkLfrO2YsaJ54tsNT6xrn7OxedknTauWNSx8p3H+0rr57zbOeaP+9aV1n/5dvePnjhNlNu2NPuWvihvSgPmErWBV06uLi+Z8KttxTCutd5pbA5Zv24/u0J/5BTmwuOnFhXUPzC2bt6Lq9wITukd95q0br60pX/NN08ZvGr+9hFbVe3ov2wu+7Hpv2e1nl11f9Ivy9zV1P75VteJrxfvrpS+8c/HR106/8nXr6Z86D351a80nxW++cfy1ve1VOnpI40wp7ekaW3of6loP25ZC3ql6/wsYO4fKzjcJr1HZVWR6A5n4xRwrGkjKPQm9P4nRGWMwDYWG4HC2l8t9IdfNbSx+jypdbrq5oq9iua/l9YH2ly21Sz2tC+y1i6yyhcbSWS3nZ0iPzJQdm15zbFrVkRm3js28feyl8t9n3ti7oObEtJYzU5pOzei++pLm6vP6wuf11x9pO/Vo84mZ3Zfvk+6c1HpgXPlPo4p2jL28f2bR9dVNHXOKC+bduHhIY+z1pjEvT3mA3pdtcySKKXabauBvRv/rODsDpV+iuClUeqo185w59QyVedKceoxM3oel8qDoCCiaD0VHaMOjjPRYPPoYGZ9mTo5H2Uex6JNEfCqVeNLAPKKnxxpC/w8Seghnp5qHFlgzy23CdybxaB9/vR/I3KCbFTVMzhDIIR7B4BWMHgC5RdgNDB4A+XjYz0N3ZoNDIhoS0IBoDAgQA9AIQN0AdgN9QIRCPObnYQ+P+gHiBagXIB4Au3nEKxrdWaM3hwRFNAxgv2Dw5iAfj/gBGhSxMI+FAcHwGCtgHGh16BTWr0y2udXtU87U7e6yuWH3EOzPImwOj+YwLodxIswCKAoM0ZwxmjHSPMwKKJdFQiGp8WCRerUU/q6j71yPq1flYRrM/XVWqDcQNEYytTZfkd5w26xrcNxst6xWIrPqtQ+06Ee36fO60PwOLF9JjuwyjeymRmksj6nND3dTozqJ/C4yv5ca1YWN6CbvUlnHdJlHd5vGdBP3dGD5nfjITmx0l2mUEs9X4sPrjE/UwkuV9tVK+9tyy7Odlvt7zGM7ydEK071NxAMt2FgFmd9JjZSjI1vhexvhZ5qp5Q3ol0r7r0rHjlbLT6WG92vwiQrqoXbsiWb04SZ8fA35SiG0V9ZvMnJpjONxWiQYkWJ5KgzIICBpgYwAKgLgSLKHDknNHRXQ8UbTUeVgpcpTp/YqOwf7ulxhfSiGMCzJhKwR1hrJWSKACmep0J36MPiPcScG4AzoHYgr+li5g+0YjDWYAy02usPJtdsiSjfX0h9qH2AhWiAY8T+S17BI3sl3GRGPCDiTIyICyYomNmeKZKlQWk4ONGA2mY6q6jIaBlhHDDiHQBvh+OnM1UVrf5jzweYVP5z4Ym/Bj8eLf79Uc768vb4L6g8EcneY+oez+v8eYP/l9Cdc/+vzNTwAbCJj9jLdZrdMZTtV2bvpcNnSbw/O+vDb97/Zc04q13lZ2xAwc4AKA1Pwj6oLFQJUWKAiOTIikAywhoVee7jZHq63h6X24Ak08J3RvxYNzlP5ZsLRmWTy3yA2TxWWqBMSXXaYbmi4cWgEnLobyT5FCPNJ/jUy+445vcGS2Ual91gyu83ZA7b0uf5cmSNbP5hrC4gdCVGV4vVR3kDzxjCPsaDXn7iAKL7uXLdOOWNl21PvNz26vGbGFvn3v6pPft2567POTWub31zX+uIGxaRP2p7eoJz5Uetf1jZN/qh+9vrat96smPlW+Ye78YsfKGcvkI5eWPAXqUWFhgWCAxqWPgFLVzYsX3j76Vk1E5fIpq+o+fyQseEQ0rLu1tb9ioLWfp/KxxqT0UZW/0PP+qX1jy9pyH+teuLX7fu/Ve9/r+nlDxomrG98aFnZqBVVs9Y1fLy+fsuXDb992/ThF9LF715Z/saVHechROWL9npZWX/8IObfgHjehsKzEXaBJbWQzMyCk7Ow+Bwy9gqW2IinLvRllHQWjwpEKIeHRJLJGlnhvMP7fGnZw4Wnnq69OFtXMlN9bi56ZZ61aoFZtsgqm22pnmepme+QTe0tfLZoz5OXfn628sATN3Y+eW3npILfHr+47fFTmycV7X5Bc3UWXj5VX/SC8uJzXeef6Tw7Xn7syaZDk2/tGnP+s4dKdt5b9ssDVT89Uvzr/Rd/frbkwCzpxfV19fWOMBYEsJtXDGQuIYEjRu8JginsTxcMpvdQ7Gqd/zVt6A1jZDEUmIaEJiLsJDg6h0rPpdITjOFp5uRUPLrInp1lSc0gkrOw+AIy+pQ+OE7lG6sL3q3yDe/xDFMFJPqwBGWHk8mRWOIeLDGeTM818x/Z+J/t4KxNlHpyygiv50S9X9R7AewVIQ/Qu4HOLRo9AuTLwUEeDfMIwyOMgHoF2MdDgawxmDP6crAfwD4RDwpIIGf08ohfhH0i4hFhNzAOirAbGN0CFOSRkIAEBTQooCEBoUWUAQQn4JEcQosok8UiQq/XXWM63etailDja1ofk2mPoJ4o4RFNEQENZ/BIFucyGMcjHDBygiGSgzmARkSCE4g4j0T6WvC3uvBRHUheq+H+Kv1n2kCfwW+Qwfub+1plNvhw66Wrmh0Nlk/a7N/UYl8345vroffbsQmdeF43ltdDDFdZ8pV4Xgc2TImN1Nmf7TE/3EmNUpIje8yjO4l8JZ6vJPKVZH6PeUwHka/A7lIS+V3mfAU1XI6O6KXu0TsmGAYmY67njY6JettDOvM9KmJ0DzGmixrZbb6ry5Svto/psYxSUiM6qRFd1Cglkd9B5HeZxqps4zupR9uJUe34iE5qdI9lrNo8WkeN1ljvq4f/crXnqxKkRh9mSQ4QEWAMclAgZImkzCzAWYEMxSg200PHitH2It3XzZaZLeTTrehTDejMYv2qE90/Hu88WUUearV8Kzdvb7Vc6xpESSZmDfE2WrQwgKIBSQOKBqY/dpQBeufQAKZ5KMzDYREK5BA6A4fSSDBL0CJFCyQtkHdGov7BZiokkEwOpwWCBgSdNUcylohgY8XePq9UDUk1SDvZTzGAYkQqwlvjwBwHbbhj+4nCBau+WvDRlpVbT37x+43tp6v3XZZdrJIrdGQwEv0vgRX8Cdd/ef3xdyue5vsCUbXJU6e1n5OpN58oe++7Q/NWb37rix1HSpoMrqgzDu5cbtM/brYpAigGkLRAsik8whrCHqWLqNB1XJE3VyNII25tgvp67GxvIFfnT1V5Uzf96X326LdUcoNpaBWVXEGmVlCZ5WTmb1TuC1Nuu43fa+OP28QLDuGmW6j28vVBvjEgtDGggxNVUcE4JJJJYE4DKsrDPl4/mDN603Agq/dk6wec37dt/qx+3faGbb937L2E1ito73Gs8a8NX6+se3tZ9dyVNZM/bnxkY9PjqyoeWlZw94rLDy05c/eMw8PmFoxc3jjrb+2zlzSOWVzxzBH1FSstEkGAMgJBi6YYuIg3ft3823GyZD96ZR907AC+45Xihasrvld7Q1hIIOOgjfF+3rZ7Sd3Li2WPzqsaN7Vk5qqOX99pXfxe2wOrmu5dWTdqee3dK2qfWtP6zCf147+5PXVz7dMbK55YUbTwjWufvHd9z49NF36RnSulKFWMrwnET9piPxCJD/D4Yiw5A0o+r6fnU9H15vTZftDgFwxxAeYEOCQYgzzkS2l9qd90uiUNlW/Vy2ZLG8YVXni69vgizekX5Udet8leczQsttUusMrm9slmkZVzdcXz9cXzoLK5aPlcvGKBvni25sZsbdFs1bW5UOlsonKGsWim9tp0/dVZuiuTWg68ULd3Uum20Wc+v//SrkfLj48r+G3a1QNPlf56T81X91bsWFlXJe8PYD6hzcYeggZ+hHwHTNxFa6rAlrxooYsG4xcciZ+JyG5n7KAjdsibWof71iChT62JtebECir5Nsq+QrAzkch4deDxTt8DLf0P9YRHyL15ypCkNyjp9Uv0EYkxLjHGJciQBEtLsCEJnpTgyeH40H1w/CUi/QaZWm2K/d0SuTKY7A0DLCzADI+wPEznoJAA+UUkDAwRoKFzbcFUs2dI5wet3iGlN21kAMYBlBGg4J3UVkQDAhLMwYEcGhAwnwi7c6hXQIIiwoh4RMTDAhrkcVrEWYAwPBrJwXT6zu4swYnqgF1KXCvs+eW6YqVUNaVG92ojdl7jckLBOBXMmiKA4gQkIsKMCIezCM3jrEhwGTKR04aDLdbTLdRTCkLSgUvkcL7U8Iq8v7SBOCM1vCGFPrqN7ywzfFOsfV9qeKbN8EAb+kQLtbCdXNQCPdhF5WusIzvxvB5yeA95lxIfpsAk3eb7tH0TO8nR7UieHB7RgeV1YHmdeF4XnqdA8pT4iA50eAeSpzTlKck8ne0+i/d53Pm0aWCSyfY4SjxkMj9htUywWMdbHM+Y+iZC+L1G6n699cEucnQrltdpHtlB5nfged3mu5RUfo9lnNY+Xkne0225Bx4cDzmfwAefMFofUKH5Ony0Enq8VrNEju3XujoQ2q32mKXwSbl9Z8/ApRbHsWbT9iZqx014f4F2VwW6phYf32Ya1k5K2sm8FjJfij9cBc9oJMa3ESNa8fzbyIQK6PV2+96uvqLefpnOA2M0jUXieCSChdxIcAAODyDhQTTkw0McFckSDE/eqR4zPEWLJhqY/+i8ihQDKI4nItk7iayZFu/kBiYaUOEMGcxRtIgyTK9T0W2+3m663mqu03t8RFgkQ7wpLJojoC8KBoZAK2T5bt/Zlz/47pU121dvO73p4I2fz1TtvyK7WqPQ4A42nvrPYVUQgSD+6xH2Xxqu/9FhBSDDAzcdN9iDzZCzsEn/ywXZR9vPzPvoh1c3bNl1paLL7BuMAzMnEiwwc4CKACQUM4RC+pBf4eyrMytuk1fqqdONpsM16OZi1bpzbSuu9HwmNe0tNZxTOHSGYJ8uQOmDAxjDYpGEPpLVc8CYEFTxbE8MtDFAOshLXbzUna0N5erDvDzE6yIAiYtISiSHgDnJm9MingFoWkCHRDyRU/iDTTYP5M/gjIjQotHLw+6cMcDXWQZaHR6jn8WYGJoEjYH+X7ovft7806f1GzbUb/yy7asNLe8vk01+o/T+JVfun3969NxTI+ZeHvlm7X1vNY55tX7YIumwZbXzL1qkmmAEYdLdg4zGmyQiAOZyxlj8dtiwTfvDNx1zv26dtOjC2DXFX3W5GSoErDFQYTP+tebbdxo+fq/hrbcaZsyrnPx27bx3mya9fGvk/PK8uVXDZ5eMXFQyZWXT81+1P7Kl7smvbjz+aeFj31X+5fvS6SuuLZ5//q+LTqz5qPi3fV03Ks2wOpyt6ktuxYPzjK6FpuSbePorK396QGymAZQECJs1BLPaAA+FeAOT1IdTNzz+9b2tHzZXblC0TSuXLuyqWNB9/OXO45+GOpd5FS/bGhZYZfOtsrlW2XxH7fy+2gV22SybdFafdK5NOtcqnW2VziYr5mNlc+DiWZrCGfqrk7vPPSjdMerSl49c+Wb4yQ0jzv30WNH5hwpPPnPxyG615ojXMkd9ceLtA0sqLjZZ+zEvX4l5fzM4frdxRZ5MSX/2NM4eIZljZvqyPXrFGj1nYosHMrWedCE1+H1j1/wyxbNS+NkKzYSr7Q9XqEfcQvLaBiVtgyN6AmOgqETLSLTMCDgyDo3ch7FjifgYLDEGSz6Ipx8k0vnUkASLShBOgsSG4YlhcHykMf4CxG02J1pokUyIaExA4jzKZaFIrtE3dBRx/dzr+LQJf6dc+WFt9xY5uqpK+UFl51cNhiNqh9Qc0IdSOAuwMED9AAkCNASwIEB8AuzNokEepXmMBTgHMEZEgjwS4jFGxBkRDQM4LKCMSHCA4ASczSF0qmcw2GxFZeQFKbL5pmp7YW9pNUIYA0mdLwwxYZzLYixAGBFjAE4DiskQXK7T46yGd7ai4zVYngrJU0J57dDYWsPCZutlpbOwAXm1BZ3YjEySQc/KDFMaDY/J8TwFLlGiErleojDmdZNjuk2jFGheB5LXiQ9XYMPasWGdxP2w8xnE8TjhnGjqn0g5xmOmh2DiPoi4DzI9iNgehOwPQX1PmPon2wee7+t/DiceQaGxGHqf2fKwzTzB1fe81zl5oO/pQfszTnKCmXi0R3NXu1qiQPM6qXw5ltdB5nWZRyiIEQpyRJdljMr6hNo+QWN5RE+OM5DjlPDI+t5hvehopS6vCx2DO6cZzG+o8U8Q228K4ysK9IF25FGFeaLK+pQCfbgRf6oWmSzHJyiJ+zpt+d19+Z3WuxTmvA7LsE5zvoLK6zSN6KLylVR+KzZcTjyscixsN7/WhH8gt/zQ6fi50/Gd3La2jXpPYXpXYXpfbvmozbq5w3mlra9VH/IioTRO35mvFkkakHfygTAgaUBEeJIFJg7gbIZg0xTLU6xoigAqAkgWwJFER7+uw97caZe3k936/gAZ4glagII5nT9jCGQM/hQVBdYokHZDn/16cO7yL5as/+3j3y58f7Tkt3PVh67WVTZ1mx2eody/d16Ff03DiX9puN7pDfAAMPEsPsB0YO7yTnJ/UfP6PRdeW7997gebvj1a2EgMWuPAFgOWCKAiAOMy6oCj0dZSCZ+vMP52m9hcrt9Qqnuv0jC3WveiVDNNpp1eb3yxAXpOZny6SvNcueblenxjLf5ZDfLXGvRjuXlfl/VKh624Z6C2c0DaaC/r8UJ4lEWjKV0kred4LAsIAWAZgCUFLCpgMUETSbaH6HIXdR7vPKhpPIt2XB9o+KZr997eMlWcvkqipaSr2xdS+MyKgBOLA1vij6pRd5A9SpZ+0bXpK+Xqv3f99cv2Zd/2rFvftfLVuqffrH9o5pm7Zp4aPfVE/tTLea/Uj1lUO2JmlWRG9ZgFFc+9VbLyq7rDjS6HMZzoZtn6sFMfZRs9g5+0bX6j4S8Lq+5ZXHTfq9eWbG270RuM2xPAzIo6L3tdr9ylKN7afeyDpjV/vf3m6vqVb9xavqRs1bu3PnqzZvmSqvc2tRzfqTv/Uf2bSwvuW3p0xJrz4z+5+PjHJ0d8UTLho/JF7xe/O//sqtmnNiwr3FaM6wx07oQ59JrK8i4Z/dIq/t4HLvbnZIFMdzgFMTmEEdA7K31JcMnqeLWu6Lni3xcXHXmtrODJawWv6KvX+mQbg80fBxTLfPKFzobZfbI5Ntlca81cm2yeuWaeRTrTVj2zTzrbKp1tqp5FVMwgSmdgN2dqCmf3nJ/We2FC69HHGva+0LB/nuLMo7f2jJeefKbh+mO3jrwk+312yaF3yq+tlpX9qpRL7Q6IS+mC2Zu4b4e+/9pguoUWKwbj5ylmPxX5O0F/ivp/QMM/49zqnsFfkECtd+jz2z3jDlWNPqfMO1Q5bN/N4eda826Z8uRhiTI0BonnIXEJEpPA3BiCe86eeM4en2SJTrZyLzmic+zxuY7Uo9aEBGUlRlYCcxI4KjFGx6LxJabEIVe6IwaMaVDsS37ZSm2Rk1va0Xcqe548W/fYadm9B6vv3nN14Y3SjfXFmxuLNtQUvXbu8jtni08qO3s8RPegVeVhEDp3x3sPowEWAkgQwEHRGOQhWoBowUgLMC0gYR4LCXgIYCERY3IElyNjGTI2RHEACwEqLBARgESzMBNDwyGV39/rjiLBTLNFWw5Ja0lNt8tkpE0w44K4IMFGLCxviondPqRKu6xVN05pHK5Eh3cbhzVp7pJCXxnDRJvp6xZ8TCss6UTyldjdrVh+KyLpxCWdRF47JFGiIzqwe5XkaCWRL4eGd+L5PaZ7mgzD4YGJXvYNq2O20zE97F4UHpjXjz9n0T3uQCf1kU/b8IlO89Nu5wtmaLwFHo9jD+P4WL0qH0bGme3jBwamBAdnDBDjHdDDXnKS1zQR7hndLc/TGUeo4OFqYlQ3MaKTuEuOjmhDh8kJiYLMU5L3wAPP4c5nYexBjSG/XZPXZMhrgvLqDHkqx4MD4enBwMwBywsOfCrUc79GNVzRK1ETd9s8kwnbc+29ozXko0TfJIvr2T7fXxzu5wnrwypslM481mh9QGu9p8d0dwc+RoHny7ERnaaxsGuC2vKQzj5ZY3tBSTwix0d3UKMURJ6CGNZFjeogRrYRI1vJCc34K83EHkMQg+mAMZSEaQ6NeNGwl6RZPBQlwmmNx9dsV3d4Ha1ud52tRznQ2jvY0W3vNLj1sB/WuWFj0IIwAVMkbuOyfRywcALB8L2eVMsA2+qKtg+wKm+M5HjbECDo9I2mnhXf7pz27pfvfn34s71XfjxRuvtC9ZnixsZuxB3m/smK50+4/v9N/5e3fxPpnN3PdZO+ml7Lyequrw4XLf1q99y/frVu+36pGrMkgSmVQ2IxhGMROmj0wl19N1vILW3UynbiNTm2qANb2IbNbMNmtMIz2uBpbdAUJTFDjk9pNT7VDj3fTb1idL6ntizRmpegfa9D1EK9aYkKf62je3Zb+9RO1WK5alW96qdTbZs33f7qoK6wK+6BM5k6v/so2rpdU/R169VftTc/bdv7vmzv8qYtqztWvd346urOZeva561o+ss3vZt+0u7+tGnTUfT0eWLXTuXKrbffu6w/X2JubvNZ9EPRZtbx9+7da5vXrKh//Y3bTyyuHv1yRf6s0mGzq+565dYDb1ZOfL1i+vKaVauaPlx068V5FePmlz04p3TRqtpfT5JtJwydja4B6YBxu2bvmzVL1jfsO6bRHEAaVjR9/bLs+ffbnv1r85qNLTdL+k31blIXok0B0cYCQyJznCxZ2/rWy0WT51xbuqn9Sr3PVesaOAWrd/fKL2PUeQz6quvyYunipdWPrq58+MOCe9dcuXvj5f93a+XTq4rmzDi7ftbp71Zc33kVU/1/7L3ndxTnuvZZXZJaOkpL8SgxCggtIQl4TQYN0SYsmwwCDjkHY7ABkzEYjDHYJucsCcWWaKnVoTrnXLlzVM65hURQ7Pmwt8/e75mZP2DvmevbU6vq07PW9Xvup+6gae/Lr+7ernNtJDsO2D9cco7ctH/MrRkQtH7GPGNE76ihZwTrGsI6Rx/ili9Ln6+tenVBwj2FoZM4b3JczAPtUI6bvqa6al0Tf3F11QJX1SI7Y6GdMdfJnOWqynYxFjkZC5wVC83l2UbaIlNZpuxpKONKePHpuNLTU4S30wR/TOD9tlj1eI7qcSr0ewZ0czz9asjt3RHXt856fuUA7e1zLcqytTFd7fSavjfGjntYyxNLD71hoMI98MDU+qep47Khd5exe72xc7fVk4P3fqVrvlD9KbdpbBnXBj4Rgre4vr8zfR+KfIpJkNcCagZ8dH2RRL8v9gHQDQDIJwAZAOA+QNdL0fT6a3vDyIFgQ58P2QOQvQDmAeA+X7h7HN67xD5wvmP4mWcot6XvbXPvTpYu8xk36JeC7IelR0sqjtPo03+5HXnhZsJvT8dfvnGOW7CacTo5b/Mq+umnsofl6gdC4qyQ2JAnWf1aeUlUR1c3QppGMdxG4D0tRM8noteLd3vxHi/WO0Z4vEaP19Q7auzymju9lm6vuWfY1PNZ1qittL7iWMVE+0dzl9fc7TX2DiEdH4kur6nHa+vxOrq9xi4P321k2bAK4wvIvlViWyEyrWOi+7iWR9omlbJBxzDTKi2/VhGLWViEAveRICBDmy6yv1LUljLgnHLdjCp4JgPJZKLJYiJCQfiJSVCEURRGPynpx0UoQsJXYqCKDT4So7/CHO5om6IlkrS6NCOehsrDnLpYlzraJo2o0ye1mLIs8jinKr4GTTRLQmyqKCsWTeqCLfpwQu9PEEFGc6zVkmgiQvUKEFH565R+OiUVhcMN5ggVQtWRITpzkBCmyMkghcVfZKTIbAEyS5jeFWepyUSNqSqUKtICAgTgEyCX8FW7I2wtme7GqW7nlEb7JKsqSgWBOk2oUhdc3ZQJ43FCKRUzxjjqMky2VFQbbcXHEeoQUh2qU4TCSCRmjBFp/cS4n9waIDT4iUgfqZEqNQep7Ukq63ghHs5FQYGBIjH7io1UqclPafVVWn2VtkClLVJkGC80zONZtxZpT9OJc6qmwyrbDr31iN55lKy9KjcfrcLXMNCLyhqexFHOM/7OJrZy8Jka53zYtQxxrsHsO8y1ZzDnz7Djjs5ViDZKyHanqauH7O4nPaMGj9fQ68VaR4jGQUfnWO17L9n66XYp58sdR+dt/C7nx7uHbhScu0+7/rT8GY2rIZy9A5/+yY3/pzX/G+vfF65/37pRr3fkv3tBjP2j25J3cMTb2PNB52xh6+teQui5J2Ubfrw1d8uJNYcuPaMLDT0fjf0fFU06juWxuPq+xHVdZjouQzZojMs15Dw1Nl2DTdGg03XIHD2+EDd/hZkWo4ZFenweapqPWhZhlsUm5xq7exNhWoobF+j1szTyTKUwUcJPEAqSIHoEhxYt5M5jSjf/yVl0qDR+S0nCXs6i74V7fpCey4EOLWeuXcL4cin09VrBVyugzBWcietFGZvkaRtEyRv48Zu50XsEyYdlmSfUs8/Ip11Rz7gimXoRyrzAyVz3KmThq5jd0Ioj6u/3yc8c4l0qqFY/tfJ2cndt4KzMYW7Ywlq7i7tzE/PADt6Pm6DjO3i/XUTod7Fz8PsAACAASURBVEzse2T+Te3jq5K3LwyYqKOXVd/z1mHdy7s0j75wUfmiPdC1wnrb70bGZuGuHfKpazjhs3Mn7uH+tFvw49L8dXlGmdEzrPI0PLflHxXnbGIkTns0bs6rtaeFr3SdA0jXcD7pZFe3aD59eGRUn9NVbBXdW1a+fnl+7No3YaseB21/FHacFp+TP2n+04PfscremqyC5nZV98BLS8MhtX2nsfOg4+Nl98irxiGBZ0zbP4Z2D+Ftn7G2j3jboKH1E9zz+VV181XC9Gd9dQ4u+Ip4+181tK/1T5don+3tkOW0iRfVVC1wVy10MBa72QvcrLluxnxnxZc2+kJjyTw0bx6W97/ULyIZvwSVngEe7QB+WzMu/0z46++pf+4a/+ZUzMNDifeO/a+nZxc8v7K18NEFoeCFqb7Y1lZkb6fZewotvUWW9/Tqfnr9x1xb/xNT90NjzzPb+4e2gXNGz25j33bHp1Vk9zxt86HqwT/dn38gO2eoWnyrqiklLl9mG8jpBMQeQOihyD0UeXucecAX/wAoe32x/mjDh//D+CmJ6J9sHsh2fMiyffTFPQD+PowcmGYc2OT+fLn1U55ntOr9yOua9r0c7VeF8qXF8jkPCw8U5H//8u6rdw/kZVcwzk0m99HvrGenWE9OQc/2C2+G5W4C3qxbwDjJQa7glnVSPEkI+ymxGIF6gsI0RWtJF+hTFdZlfNMBieuFttVAePpMA2OGfq+p32v0jKpaPKLqGmWtRt+kMXV22LqHpdXqEvQp2yQmOjs0bTZVI8wy57/V5cqanMomUt0iltYyxM5nlYYLXEehtPYl1zhFYfITIRSujsrF4rjkTAbyjbT2iqw2j29/w8JXyFFfBeHLx4I5+sUC6x2+k0M3vKzA95XpltGR7Sw8R4DGCBCKCAfFOCgh/cWEvwAFJQZfqYkqJnxV5mBXW6aGiIWEQbgpU6mOguVBTn20URaGiUMsili7PNYgCCKFwSZpmE0ZbZaFW5RhhCLACAfq9b5q2E+LBehxXz1CVel8lbCvHg/UogEqjKomgrUYVYNSVZivzhCiIgLFmJ/cQhWR/lIiiHQm4tY0LRklgQG+lsLHQA4KSm1UrC4OdyTaHOm11sx6Is0kiiTE4bAsxGVO0SiCFdpQLRZptCRqtBEWQ1JTTZYJDncSCZgy0ghHGPEYiYzKVYE8AuTgAA8FBAQgsfioXRFiU4TcEquyx0kMwVJToNwSKDX5K2xUpS1AYfGXW/1kFlBspEgs/nxjAmRIlDniYXu8noiC8XCTZbzBlGxxTjDbZxDGpaR9P+I+J8C/1tgSCGcM4Uxx1U2urfmisWa6y5TlMk41k1+Qlq9M1UdJ5w3Y9UpTw0MbTWRHq7qtR93Yb/1b4VCPt37Aq7I0n/3j2Zycb+ftPLvz0uMf/3j70/2y314yi7lKW13L8PA/BbFer3dsbPS/5+z8b/r3uUD+t4XrX3OR/nmnRr3ekb897R0YNDf0iIwtxWLjjTzugavPF+28sHDLyUsPi5T2ble/1/zeK2tsKyf+ZOoXCNF5ImyGQpchl6dp4CkS+QSFKgvF5yHYHINhgYlcgGi+0KkmKiTjVdJ0uWQipl+I6ZfIxJNF3HFiXiKfHS9kxfIqw4Tc2Ap6MB+Kk0tmiRUb3whWX2ZPPy/84qpy/gVo7oHS1K+e+c4vDlwtStulmbGDP3kXf9IOQcY6KHEVK2K3JPVb6aT9/JS9/KgDwvgflZknJQkXZMlnoagL/JhfJVMvsr7YUxLzdZHvMprv0jL/+SVJ66CtpxV3Cxx6dpPrtVN4y1x+FaEXuQ2vrdhu7rUcaPuqqtXzShdsqNr1O5pLr0cUfU38Ljer3crvrC5rNF2Uvc1hH1hKP/qD+uVvlpe/mK4fUXzzX/yJm3kJy2mBmzkzvpWtWp6/6Lr+5ROz4La15Cp69CA9ZVdZwIo8v6UvVue6cG3Xe1PPmK5xQNLYyWojzuivba44ekL07JSIfkVfclC+fpsocTMz5Agr5oIw/bxk5nH2qi0Fh08yXj8jkXJ3I6umN9fR+aut54Lt023nJ6hrDO4dhTs/k52Dpq5hY++wxTOm94w9qW1ZzIbi8/IjaUWTNIWrLC+Xw/fWGF7vaeLt79GvqBXOdzCznfRFDsZSZ9UiK20OkTsXz81G82ehuQuxgmzVy6jyi6GlJ4NfHgaubwy+uHll7p0tFa+3luee4DJvykT5mIXjbBHXtBeYmu9jrYXOfkb9R0HXkKz9g6J5WN40Jm0bYTd+KDJ76LXDpbVDFfXDdx2eA3jHduOHbabBreaBw46BX2oHr1l6/wtuTpW2AEVuoKQBYLQC/F5A9B6UfwY47aC8Kxzv90XfZxo/7Kz79HPr0K/1I9eqx67VDd9sHDzhGpikrF1s9fzUPFLmGdUPjJo+jig6+vIQ5wOsdh0bnvKi4lBpeWHVUzjvqPDSAt2VBfjRCeixVOL2MiV0/jjnwuS8g6F5+8CCnZTincnlhy5IzjKQPVp8qsYQAhviFIogmAjTwYEiBag3BskRX7E+lqVZwLOcULjzkEbM4PlIekaw9k8Cp6AcXVmkWVeozdM3d1h7+tXtNYpWqdT1KwNbUQXPK1dllann8UwHhdZ1AvNUFhzPIyK4hphy3SS+dYG6Ollh9YUwQGzyVzoCxAZfBR5mc03hiVIZksUCdIYE8ZWSVCECSvRgmWIay0lXtOo5xGauLoqln1yk2VOsns/WJonIcBEBKkxUKU7lagERDsotVBEJQjpAbQkV6vzlSKS7Mbu2dr6VGG9WxxmViTZdilke61DEYXwqJvC3qaMs8hCLLMgoDVZyQI3UTyoDEUOI2RFnMMU4HOMslnCcCMANwYQ51GANszjiDOZwPRposERb3JEaPBg2xagMwXKcClvCbTXjdESYwZaqxiKVRLgY92XrKQKjj9oZTtQkmhzJNc5JNeTEWjiV5IdoIX9YFK6TRmJIIoIkylVhajje4ZoOw7F6VbjTkGpQx2CyaAkUJuaHSTUxClOM2BzEI0CBgSIyAnI7VVcTgbhiYVsCbp8gJcJFJj+JyVdlC1QYA6QGqtTqI7aAMidVVxsEu8NhR6TWHITYwhFrhN4UYXakOFzp1e40mymGhINdxiSbIcNiSjORsU57uqv2i8b27Pbm7GpTotsY02BNarCktrmn1JgnWIl0p2mB0bBaot8oMX6vqb6jqi/VtarJrhpzt8fa7XW997rfe5lK066Tv01fffCbIzcOXMs7fb/48pOyh4UskcbQ7un/y5xHRr2j/y+h679PQPv/Hbj+fZTDp6HR2vZ+haWNoXU9rlQd/7Nk+dFfZ+R8v/f8Aw7sdr/32t97zb1eS++IyTPIcTAKVOuZSDYHniiEJzKliRx1MkcxXqTJ0OEz5cpJYlEGm5XE58ZDUCKblaxUZikVM6TSaWxOclllSFlVEI0ZRGMF07khTEEkR5oklKRpNctVxMHX8s13VRtvq3Pu49tfmI+eLF60/83kk5LFp/HlV01bzmPrTogW3sZ33sZ3nlUuv0luf0juviyZc4KbdIgddQhK+UGatacqegc9cUtZ0v7KaSdYMw6XJ3zPSTvASNpXGX2UN/60fO5Z+aqL0h2XRDsuibaeE+Ycgr5anPfVNsazb0VPV/MWza8IWVxGXfyOurgiYAEtannlzM2itTncpetYc3LYc1dB2QtLsxcUrN4luHECPrWaPWEdJ2qfIGo3O3AfNO4wP+N72aStFQlLX896XV1xRnttecWi1SUxm9/5LX1Dmf4gYP2rXZK2DrvHa+kctfSOwF2es4Jby4tXH4UuVtWboBZ3cbN6t2L74sq49YzQ/eyoM9zka/KMm7LpPwsWbc/Nzv5j1TfPbtzHLFBzX2WD55W9o6T6Pbfhg7z1g6b7I94/YuwbM3nGCM/or0ZnSsVrv7zfQ149DCx4MhN+u7m6eKO7aG+3aI9HvbpRtMTNmWejz7eULjKXzENyM3h3x7P+yBLezRTfmqF5sQgryuDeDn5zFLy1GTy7+st7Pz1Xa8TVnVjXsLXPa+z0GluHjY1DWONHyNLxBmvhNn8i+73EJ6/u8xjcP4x4RjQdI7qeYVFDn7RlWO/xEh4v0jr01tZ5Cms8YR34qXr0Z8fgr66hq7aP520Da7FOKscF5DuA4iYKox3gdIL89yDvPVDVRuG3Byh7QvH3extGX7d439QOvXUPFzpHXztG3zgG79j779S+Z3R51R4v2e+1dowYWoc0LX3qro/5De9n5Yp3lVbA7N+dP89TbAiUrPRBN1JNu4KxLVTtZl/dteyHgsvBrzcCxbuA4p1A8U4gb0tk3rY/1Bdslk2EPoonDaKJEtjwOIaQKtQGSFBQoAFEGkCkBaQYVaCNZsrmM8lCQ+cnZ7dX32gp0q0r1O+AXHy0o0ffZOA6fmKSc5jqAI4O5GoAgZ4ixCkSY6DSEiZCQKEOgLQAH6PwEB8xGao0JQgwKltLEeD+AsJXhFFJa7LNNF4CgVVVAFMBcrQ+PCSQpw/g6PwLZMulNbCxq15s2iVEA7kwWK5NoCkmVmmTIDSQCwNCGBDCFAFM4WMUIQFyEYoAA7l6UIgEELUTTDWZGJGOwRNgZayFHE/qkkyaeFwUgvADUHGgXR3fTGQ6lbEmaQgi8leKfFAk3F0z0e1KdVqTHOY4uyHWggUb8GCTIdRMhFjwOFgbaDJF2GzjcGMkZoiyupJwYySMBRusYbghBCUCSFMsYUo22DPlWBCkBTgoyEJAqSUYdcWT1iS7Mc2JpphlMXpOFC7LchqW1VrWW/BVBvMyo3Op1b0OJec7nSta67e4DYvrTDlOcqsZ+brOva6ubj1inGF0TUTMkTpjqNYUpDEHEq5oxBIj1YZK0RixMZKH+UqNVAnpI7P4aqpDVK4IXXUcUhNPusaR5ijSFK4jg7TmUJ01FHNEmtzxRms8goVbLLHN1VlOMsllineTyU4isdqWWOdMq7emusk4BznOQsa4bcl2MrnamOIk4lx4kgNLtxoyLcbJGJ6J2mfCrhU62z6185a2QaVpa9F0dZPvPyIdPffK6It3H5u17fim8/eO38y9dL/k16f0V3QxYqsbGBz+uyOP/ZNb/xsx9b/1bwvXv7LA/1HAOjrm7eobItxdEFr7hk9efsHedv7hgu2n1n7/81OWzPl+tPaj19z9Hu1oVDXXqxt7jH3DDKfxOve3V6qddO0CHj6LT3whIqeKsdkiZIZAnwXJp957FvWqIFWgnJVbkvHs9XSZbgVXNpsOjaexouiihBJZfJl6PBPJ5GFTVJb5sHGlufoYhB26z195FVp0V5XzXL+/0PzjA/X+I+XZ+zjZP2Ibzxs3/0RsvYis/1741TV87xV46wnJ4j/xrfe0Oy7JVh1hz/sOWn5EsOWU7NAxzrfnJTfPSv84Lbn8LbTrCHfZWdG8M1WZxyvGXZZPP8NNOw8lXYCSzzATj9PjjpRG/MhIXlU0cVnpjoOSHdu56Wuh6GVVgcsZoV+zgpaxAr+GIpdyQpeyApYxgpYyqIvYIdn02FXMb75T7D8pmXeEm7DjXcQPgqzzkkkXRbO/Z2XuoYeuK4iY8Xj8NmjP2qp18/MXraStW1uydHPR5svCe1VOxPz+o9UzZO8atnSPGHs/61sbdT1N2IdeWY/9jbtiN/d0DrT/kvHuVu769cysdSUTN+fPOlK56Lp0yZH8CevuZax9um7l8+O7Cx7kIriqvkda16fqGNL2Dqk8n7HPY1jfkLFrUNHRv4nHiyj5M67kclblzXnS+9traD/0yve3iXe0Szc0i1fV8tZUV60wF63E8+fLH6XSrySXXZrG/XMS47f4N6fTyn9OLzkfentHyO+7Um4cOf6uSFHdbmv1Yi3DRNcn1wcv2T6INgygtR8V9T3CRo/GM2Qa9po+DGOdfeb+T6TnM+4ZQrqGzH1Dds9nW98w2tFFdHnMnUNEyyinuu+1q+tpTf9j99DjmsH77k+X3R+Wo82xggZqaXUwszlC2EXltQaJe6n8ngBpbyTyPhrrizcNbG/49LBu5JV9hO76zGv8zG8bVfSMqvq9ho9eh8dr8niNnjFb15ipfUz30XsZdix6xlx1P6+iKtf4y1o4J8qyMx7f9p+WwynEt/8JH47QHIhQn02DhOdnVR72K9sdWHkooOJAwLu9qYzjT8nrBtMWiTiKJ4ktkk5/JFqZq9zIJDYwNNNY6hSeNlUMx4jRaEgXSRdnFEl+Rdva4OYauM0pqMmtJDfyTUcVjgcC22G5c5rOkcBHgsRkhJQIlaBRAiRAaY1W2+K4uiAhGs7DgkSGMJkhTIZG6SxTeboYERYlM8YojfGWuumYaZJIGsPmBrNkwVxtBA9Nfiub/ZC/7BZnfSH6FO+wKt0PJMQsmSFOgAWJiUAZHiU2RSisUVIsRIqESvEwCRkmNYaJiGAhHiI3RQmxMDEeLTMkKA0JiDnD4f7aapuP4OOdjqmoOsmqTzOrJ1i0yU7dxHp0qlOV7NSNc2HJuDzMjCVVW6e6jGlOIqnGmFRvntzkmuwyT3AaM2vMk5qcM+zmiSbDOJc1w27NcDqzHLYJRjTBhI0z4BEGPJ7Eo3AyEjPEI8Z0DZEs0IUK8UguHsIlguSWaL0luaZudmP1XJNmgkU5yaCa3ezY1OHc4Taus1lXON3fuGs21jVua2vf5TRvqLas76jf11yzy21YYdUvdqDL3IYlDmKaRZdmRzJMaJpWHaPWRmuQWAUcpSHGaU3pGmuGzBIttQXraxIMjZOMNZMQUwpmTXfWz7BY023WVLM9iTQnWewTzc5kkz3eZE+2OTIbmuY2Ny2sc35hJ1JanLNqDOmNlsxaMsOOJrnItDrHFyQebzInm6yT65oXYESKzZRpM6VZjRkN7kV17oWNjcswYiZCTrNUf0natgvwX4vRZwXIPU3jU2t3odBYfOy3UzPXb1y69+KeKy9P3S6++LDsxisGQ6RvbO0d+2uCndfr9Y6N/n1S7L+X/u3hOuL1jox6vf3Do+7mXpmpuUzpvFcmO3ojd8mBn+btOHn6Xq7MWWvpa9G1SmXuAoHlT475u3L9UTr8UFLLrDQ/L9R9z0BzuPAinj6LB4+HdBkCeJoImaKyzBEjc+69SHhWkAEp55Ww5ty8m1VYMVOmn6nQT1EhU6XEJBY8XmKdprHO1ZILCPMW2HiyTLHnUvmMk+WpPwsmn4PSz7AzL0HTvisef5iRflQ581vZ9G/FmRuroldUBK1hjtsq+2KvYuoB6eSD4on7eNO3Q6sPCQ8eFV85p82/iwu1/T3a950VTZb7FsZZ1bnz8rXXNYvPQumHysIuaaechFJ/hjIv0hOv8SadY6fvLwk/yU7OKY/dwZ5wlJt6gBm/kxXzTXnAwnK/pQz/r6uCV7AilzJCvqIHLKsIXUIP/pIdvloUf1g37VthyndVkUeYEVuKIrbSJu+v/OoYtHETLX15QfDMx1HZb1ac1edewWgHoXs3tbxiI6Ju6zD3jZk+jJreey0er7Pf6+73uvq8NQNesn/gOvJql3DpWk7a7ILx+4Sb71pvfKvZs7jqq2Wle65Kiv7Ql+yu2LMzd86Wp5OW/z5jy+Njd0UCyFIHN3vQriG4c0RRP6BvHST6xgjPoKV3qKS2I6uoJJ52N6no0kzo6hrs7v6GykOdsu1NwnV10NZO5aYm8ZfY22Xo65m8mzGvjwTd3xb7bF/M3d0hV3eFXz867tmVaS+u5uTeui7glhJust1rafOSTSNky7DdM6Lt/syt6ZLWdelbPxB9I4ZBr2FoiNdY/6SKcffe70Xlb8n6WsRKqGEph00T8+gKVq6g4ELxk7NFEN3UPmhu9yqb+0tsba/dfcz2UU7H6A1X72KsKZxZ60OrpYrb/DmtvoIuP2kfKO7zhT+FGj/F2D//B9k33tJ7uG7oVf1oVd1nefeItm+oUIPSRLpirvoVjf+aLszjKmkSWN/Zfw1vGPdH+cZnb7mVd8x/rlOuD0S2hLScmFBzKJ7c95/qnQGqg4GsQ1G001ms8pPb3p0Pyt8ZUHbQp/yQf9VJ/7LvFtO/YxnOyDVpUl0EVxdVLMmi6TYyiD8FDohnqRKYSlj49QrkNE1ziYk/U9TSpDW/MMkNdHQvw3CUj0/g6/15SDgH9xMbguSmUD4ZKMSofL0fXxMi1AXrbfESIoCjASV4iAANEeIhYiJYY46WoONg+2TCNd7kTq1tzpZrElkCKlceINAFSfBQGRYsJcPo+tR89ZwC1VIGvgXCcyA8UUaGSLFQGREmNUQI9IE8mCrBQ2VEmBilCjBfARnIx4IEeICICBYToWIyjIsEQXCgxBiO16SSrtmYeSZCptvtaSY82WGYaMUTjfposzbGrA5z6KPUULyUkWyQhtvQWFwVj0oTXVhyDZFogycqoAxCke7E0qrJ8Zg8XS/JMqHjrHiiyzZVyp+olsTWWlItWJxOHq9Tx6OoP4xG8sUJMjhKbUyUkXF8LJSHU9kYyMV9hIQ/bI+zuFINeKKbzCSVyXWGaXVoFiKIIJVRNaZkOz6h0Tmr2pxl1E50E9MdaGYNOdmNTnTp093IJFyWqBWE64Rhemm0DcuwIOmEKsmBTbDC40xwDIHHkZZM2JYpwMK0rgRzY5bJmeFyTbXaMh3uDJiINttSHfY0EhvntGTVOTNrnGk19tQGZ2are2q9fVKTY2J39bQG05Q6Q1o9PsGhizfqo2vdU2odkzBdqMEYriejnc3TrbWTCXKc1ZmCmSIt9niLIwm3L2NqD0HGwzrnN2bHbJicK8ZX8PClpHu+xT2TcK5EHN/9/iZn/qbVU1YdXHfit2M38366R7/2iP60lK8xOD0fP//Dp///yPVfTGNer9c77PW2vf+EVrdzUPdrLnrpWcWW03dmbji64bvLNBmM9gyUE4xi7REm/BUfnsPRTBKRU8skaXT1TC65RG5YJiOy2eqJdEkcQ53EJ74QG7Il5BxIkyXQTeEoJrAkaeXc8RWCLLogiyWdotDP1KPTVcrxSkUqX5IoVqVo4CyFapIOWaHAD7zgrbpaMf00bcI5RvolXsYJRsrxygk/S2Zdkc76WTb3Z8mcs9DEC7z0g+/CtlUE51SEb+JEHxCkbKLF7uQkLy8LX8nKPiI+fgMtuAYzrinK3tih84rz55RHLuuPXEO23oHX3tMuO0KL+Z4Re4KTcIKVeJY9/kR5xAVo3IGSwO35vltp1PXl1G3v/LbRAtaX+y0pBOaVALPLgYWV1EX0gAXlPvPfgfPKwfnlPvPe+cyj+yxn+K5hUFeX+26l+2wp99tYErSHmb67YsER8cmVtA2Lni3eKzyZA+3fzP7+JkIrdlgkje+N7aOmnjGDZxT+MAh/GlYNdBXUSt7YhSW1xBuX+LY9/78ka5ZzQ+fSgGXMoMPy9O9FKfvY8cvzJh5lXYNqOqG294ehV9n3F2x7tedPfgmDsBKNQ8aGEazlg67lk7Tmg8L9SVc3qO8cJN+PGHs+lzd2z4d4EQXXIgvPLIAfrLc8y7GXbm0RbWoRrGvmrqxlZxMFCVW/xtF/oj7ZB1xbFfjbxnG/7N5a9uwYq/yiWHhTrik0uxTNfUTbqLzRm2ftv4N2PTT1Pca7C82dj5A6eq1H2fuBHBrFB0aM74fVrb0PuJKbzx//8fO3v/64gfbqevEfe+k/LX+1f/KzHVPKjs5lHR9ffijht++Xvy4rJ+o/kq3DTFsrp75P0jJY5P54XNsyW9kQwqmn0BuAqmaA0QoIegGBB1AOAuiILzH4H6aPgKoPwD9Ncw7+3jTKaRvV9Hlhz2CpisiHlLki7aNK/r0S5iuurFCJvqntzi5Sh119c/XNA/xWjmF3JLYxwLgrwHkk3HE4DN9B1eykFm4Nyf/zEF/JVRtUbAe6WVXoQ/sOKNoOlB0EaPvDcnc+118RK6dwFABXAbCVQIUy8JVwHb/Wzal9L27rkLQ5dJ4Wsr9f3gDTTTkVqJ+A9GFofOlSKldHESMUEQLwEECEATIDIDH6iUlflhqAdIAQASW4D1MD8DFQRvhCGgDSUsQkVWb0Rx0pDc3LHKaJLutkJjuIwQX5Wj+22oeno0gQigCmCEmAjwI8GORjIEcLslUUtg4Q4iAf8xFjvgIMZGsAjhqAtBQB7stFKFwE4CEUthbgIhQ+BooNfgLSF0IpbD3AhgGhwV/vTLbXzbVYpjpMqS5jCqGJMqDhqDqYVIcbNYEWJLrgacz1HwNQQaQNC5Www4ueBuPKcDeZzCxN+XaPD1Qea0XCnKbxt65G5D6KI3QhJjhEwJ7w7Q5KRWGU05BI6CLePPHnQWFa1CevMPjEj1RIHcLRgTJjtAAPhRBfNgKw9AALBlg6QID44M5xhGkcoY2pJdKcmnFGYahFGmKWhzYb0xvxlEYiqd062akdX4dNbDFktRjSW80ZLiQJk4TZdHG4JAgTBxmVkQ7dOBeS3GLKcOkSEL6fE4k0aMJhZbxYGinDgjS2AI01DLck2s3JiDpAKgNJc0K1K91KRlqICIchvtqURGqDDZrAOkNCjSG53phcj42rN6bVYAkudbhRSiW0QW53qgGPkUlAjc5Hg/vhzjhr9TgEC9YbAvT2IIUxQmVJQGrnwLU76OhZtuOFxHZHbropsd2UWI7r7atNjukGc5bEuDBP832ugnH1WdHsdbsWbju+79LTM3fKLj6g//aiogxS17Z0Df8Pv/430r8cXP8fDzj/uAL+p3dGvV5v/9CItalXSNTR5NbfaZJ9118u3nNqweYjv72g4y0Dzs9eXWd3geb+a+mGEvmKMskqumx9gXjjK9kayLoCtS+WKdKZopgKWZQATZeY5z0sznqQN+XG48Rbz+JvPop8UBDD1k8SEzOF8EyeZqIUS9Xg6RptFqmfiaq/kAvSJNzxEv4UqWINS7PnoWDF5aqsK9Dkc5UZP3Mm/8KedL485QIj/RJnxgVoMkPY4wAAIABJREFU2iXejB9LUi9UZBwvTjlFG3+qJGnHE//VryjraMFry+IPyb9YWRmyipm2T5xzGb/6g+L4D7JdW2mzlhYEHZFNvqCYcVU2+4ZyySNs9emKxOMVkd+VhJ6tivuxIvxgIfVgScCBksCdBdRd5dTd76g7S6hbaAHLi8B5heC8d77Z5ZQ5pZT55WD2O2Ae3Xd6EZj9zmfeO3BmKWVWETC3xG9uKbi4DJhfCC4pCdwBpSx6EjLtQcY3xXt+wd+eJi6vZE3aLpiygzb9AvtclcOMdXwwdA1jbaMGzyi9Ef1B+WP2y2lTH83Lfr1xwet1y6sWL4HCs8uBOSXA1yzqUU3KZW3Cr7KEHytj9uUvvSbmMKyd3LrWe1ouw2K1dXsNLV6iYdDQNChzvRc6+2R1g5L6Ya57QNc3in30wm39Ks+nQygS8eZ2fPnthXj+7hbOrmbuXo9ut0e/po6z2ERbaCpO5v/m++aw76Md4MWN2Q9vPlTjipr3SNNna5/X2PlZXPfhtbHnsrZlK79mRqU9tsIRDtVliKpPGbtfu/rkvV7skxf56NV2DGFtg6rmD4V6S6FYdPvWsRcXZj/cPf5eTsLrLROKd018uT7h1lcRd7+OfLE16cqBpfdfvULqe7H6fk3Ne3Xtp1y4JYfjmFBhzxC3hZY5fYobQVY/wO0C1P0APAgYRgHjsK95MND2CSAGfIwfk8wDB2o+P67/DLUM6bvHyD4v6fGa3nvNHq+xa0T/wXvH1jGtSBzye8Gap/ly+j3u3ozSxT7CnBj5jgTu5jAoJ0C0KZCVQ31yYKbKYLR7vK4PXq6nd62S4Vt+EijfCVTuolRsD87b+rPsFyW2Q6gK4CoAno4CqSmFolgm+VhQV8dt0hYbb5fhL+UtfHEdPVe5jKn1F2gpLBXAlQMCGBBjAEcHiEhQRoJimCJEQKUlUIz58xGKGAWFehDSARKTPw8D2VoKH6cIDBQxGehonOKyz+FXRLwr9aMxQSHqz9aBkJ4K6UCOjsJDQAHuK0JBMUwRooAIA3k6gA+DfBgUYj4iGBTCAE8LQFqACwMCHOToKTw9RYBQ+HqAh4BiA1Vi9OciIB8DuQilSgOwYEDriLLUZLhd083IRBMch6hDlHKqXh1igGNIOEynDCp8E/rqfjgujTBoA/iVwayyEKM+ykbEMmgJd3+P1YmSnGicGR3/4GYQpyzBicfYsRg+c9zL+7FyXrQJDUNV0WVF/jKZvxaOfJMbduMWla0O4pIUFgxKyBgREQnBIBsGmHqAoQcYeoCJgjycqiciHOYUG5FiVsWjwjBYEFmHZtbok9zqpA7jlE7LzGp9mlkW326eVoem1eHjHerYVkOWWRRjEkboWFRSGGaRRZHCMJsi1igKtSvCzNIQNcvHrElRy+PVeLTcHIS7Y2zGGIM2BEfCbPZEkynaSobVWhMbXBmNrkwLEmGCQ1vcma2OrFoiqRZOcMMJdl2cURpkR6ManZkWJIFEo5Uaqob0gx1Ue2sa4hiHWqNgQwDuiBEYF75WfklHFwmNa2m6nzTtNWbPoKn3o8EzRHZ0q+skItsdIX5MbjlUDv9YrGMQ3Z85uHv7j79OXbP/myM3v7tZ/NO98qsPyh/ms5SY2fNXrc7Y/3Tyf239i8H1r1qaf6y9Y3/PXRobGxsdGxv9+w55R8bG2j2f9Y4Oht75AoIvPGGsP3lr5sYjW89fY2AW94DX1us19XphzwdJvVFag8gaDLwaWFirhqxvqvCdVdovXpVFvSiKe1uVWMRNpAnGF3CSHuXH3c9LeVCQ+qIw7dajxOelXwi0i4W6eUzhNAaUIZBlaLEvMHIWic2VCSaI2ck68XyZcvMb7uqf3824xMi4UJn6Y2ni8fz487TUE3lxJ/Jiz9ASz71Lv8Sedhmafbo862TR+GO5CefK0g8/j9p1N2DLc/+vX/od4U7eT0/dWhGz8l3gNn7yZWLZFdX8bWXhK4t8vi712y9KOsZP+J4TdUaYfkk85QJ73KnKqCOlocfehR4q8d9XSN1XSt1XTt1NC9hVHrCDRt1YQl1RQl1Y7LMSilr0zj+73Ce73GcxA1xYScku952ST5ldDmaXAzOLfWaXjptDS59RGja1yC/tUdgaxoq1tG/WFm48Jb71wMH+Eb40ixYzvyj8m4KpK3NnZ/2ZvL30ZIXLhrV8MLaPku9Hn5vkx3m/Hmf9/hBlPyOFz23qE6o/V1RkbGGH7eKFb6kM2lwRe1KaeVUYd50VcYYxft7NlU8ksKl9yDrgNbWPGRpG0brPSP1HtrP3lq7+LtlV5P6Ua+8psveImoZE7Z/13R+Vno+bypgJj++k5d9ernu9p4G7q0G0rhpaZeMsIUoXafJmCR6Oe3WM+sdO8Pq2+F+OXhJLDR+8htYRrGVM1Tn22tZ7QF4zG3IksaqDGLUAsw4QtPjqe7Ndny7Uj72qG2G3DKr7RvCPXtQzZukZMfeNoZ5RBm44d/XwrZPzn+5Joh9KLd2WUrBnyoNt6X9um/XgzKHXz+6WyRWyum5tnQdp+oA2j+qqh/n2j3/gXbvI3pmyNt8XKJhrASvrQEEzqHkPGEYB8zDF8inMMZhkHUq1fvrK9Xl3zfAx58BN52dG3bD2vRcZGIF7RskeL9E7Ku0aPmtoTHnGjfgzb3v+ywrOE8Ob754sDb85w+fxooD81VGvlgc++j8pj76k3vkmPPeXo1hDm/Gjl9bRskSeC5QcA0r2AWV7gNJtQNlmIH/TrJKDVeSvKt0koYrC0wAsBVAh96nQzOCYzgurn3Fsd+nofgY2m6bMKFMmVKmpHC3A1wEiGOQjFAFGEWCgEANFGMjXUSANIDH4iVEfthLg60Ah7MOQAzwEFOIgD6FwUQpLD8gMIebqNJKc8up5RBHdH9L6CvEAERHIhf1YGpCpAPgwKDNRIRiA9IAAAUUoyNECXC3A1VK4OooY9+XqAI4G4MIAH6HwdABXB/D1FL6ewkdAPubLQ30hBGRqAZYO4KEgWw8w1AAPA2F3tLk2zWiZjCLxKBKp0wZjaDiKhKFosB4OwZBojSpCJQlEpP6wPFivjDTpYi1IlBGJRVXhpDbUqI/A1GGwIhyRRph0YUZdCCLzN+mjbMZIvRbEdUE4HIwgVAIPVWuocq0vpKWwMKBCB0AIVUBGc9Aglh6s0gMMGKiAAboWYCIAGwEgLUWk8eeLfAV8PzYTFEJUtTBIyvYjZdE6bpiGE6xlB2rZgRZZTB2a7NLGNaBpLUSWW5uEi8Js6jirIsoqjbQrYqo1CS5VtE0dWUck25RxpDTOhk102SZrlcEOc4zdHGskovXaQIs5zm1PqjUn1zvSWqozapDYdkemC0uyqyKaLRPrDBOq9REmZbhdE+02xjhM8UZtqAEJ1eqpepKqM1HJmkTMmWRvmGB0jDM6kix1s7n6LCH5hdi8BTJfVDUzDL1t9n6vuddr7vKSnYNk92eis1vf6hC6tCU6hdDd5BzwmjsHbxWzFmz7Lnvzsd0/PTp1p+Tiw/JrT8tpkLKmsePv7fLGxv7qlfgvT9h/RbiO/fPa+9+Fq2Mj3rGhv/0c7x8atTW9FxJtNLnrfpH02K9vlh04P3fngV9yi4jOD7YPXlPPmK3bS3R/1Hi6DR/6id4mcb1K3izgOx9X6DZWSJMYioRSQXohd/JbTtpbVvLbyvFFzDSBfF4x4wsac6ZCtQziz2NCcxgVmULu1CpG+tv8SIg9gQdNEAtStbpMtSwLVX+t0u27W77g4rusc1UZF5iZV6Ap5ytSTxbFnS1NPluacpY2/mfm5IuMrEvsqRc4s88wpp+mTzr9Lv1YYeK+51Hfvo7d8Tx8c0Hc91DWjrzQ/exxGxgxP6hmnZFO2VcatqU0YFUZ9St6wCYoYg8UsavS/zso9ow4+Swv5iQ9/igt6mBZ0O5i6oFy/72lwK4yYEuZ39p8n2308B3MqDXvglYygtZD4WsqA1axwhaU+c0t85lJA+a+A+fQwAV0vznvKFNLfaaWxc8snzGraP6myt2/al9UNljZjS5pd2tlvfOanvYNbdvC3OzT4svlNVhFrfmM6O6Bql+eaBRE65i0obPUZspDccjZhHeNmLq8lrYxu8fLam36VvzTQd6s0/y4E5WRO/OmHhfs/xH6+lBewoYn/znvxsp7IhXW8olsG0KahtV1n3iWdn7NwE24Y52gfrmsZa/xw3d4+9OagTfuj7dMrbL+QX3fx+MybdzTq1Pzzi5j3fqSfX+J4lU2/9kM5r1JFdfi7n/nf2kD5dsFwL7l4T+f2FNJL3F1vHX03jG0XUDaV/Fqkhk2X7YDYNcClU0AuxWQ9oDwhwnWwU3VQydcn3+xD72pHikiW4vVVra5jgEbWKiNiTkf0hmvKkqZAijv9e+Pr26/dGDBb78df1xW8Fwke4m7n+Ftz23NvI5+smsUbxuGm0eQ2jG4dkRXN1ro+HgYbZvDtgQ9Evg85vq8FAVVGOIMAyn2kdnOkQ3Vn7+v+fxb09jzVm9hkzevbjCv5pOoZxgeGSGHvNhnL63Rc1RCbITwuKfMhEesI0y2rOQn/NI8xcFxir0xugNxmp0Rmr1xzF2hL3NiHn+/4l3uDb3VLuvqP2tSjGdeBun7KEXbwNxNlLyNQP4Wn4It4KuNka83XdZe4Rj3yPE0jgKAlABHDUIwyNL5c5FUEbGEh89kqEE2TBEaqQwVwFABQgyUGali0o+npwhRUIiCXB2FowH4MMhHQZ6OwlYBbCUg0INsNVClBngIhYdQmFqApQe0jghTdYpWn/7scQyTG8tW+QrxALbWh6mhMJQUthqQGKki0geCAQihCFBQgIA8PQXSApAW4OkpAgSEtABHC/BgClcPcPUUSAdwYYoABYW4j9QUwIFBCAUhFBSSvnwM5CIgQw2w9IDYSNU6wlRkJG5Oxch4DIl1WFMctmSLKR7VBZO6YLWUqldFkepYnTIY1kVpFeF2c4qJiNUrfGE1iGmDdfJQWB0Iq6iwFsQQKqYNQjV+BjIYRqg6HajX+SKIv1bjo9aAci3IVQFMLQChYJWOwsb85NZxEBzMw0AeCUA4AOEg30jhEAALAyAchFCQrQWZKpCj8uHIKTwFKFCALD7AFVAEfArEAaQCH6XAx6KNqMWS6pGUeiTVpUu0qGJISahdFeXWxtVqE4z8oBptQqthol0abZFEmSTRJkU8LomvJida0ShSF44oo93WiTZTvBWNdpHjmlxprZYJTaaJFnVkvT66AU2oI9OqiRQ3nmTTRDqRUDsWQcBBiJYqkVNgc4i5PhFzxFmb0tytX9TWZZF4FGGIxi3xroZUe2MW6UzF7fNltotwi8DuaXF4hsiOQWOH19DpJbq9mGeU6B819o2Ye0fI3iFJY9NjLv3rgwfSlm5b/u31734vOPeg/NKj8gcFbDVu6/sw+Jetj/xTCDv2L5ru9C8G1/+b/tYVeuyvk87o2NhYR98nnbOtQlf3kotefk7POXFr9vojh6/dLkdgovuDvc9r6BlBu3oF1bJKy/UK/LzAcpVL7qUrF5VLZ1Woshj6RJE5S26dxsczOMgkPjZFZZxJ2haarUut1lUs9hQGfZpBuwJTzJHz0mScZBV/vACK5ItiZdJ0ESeZURwkhJJJ42amdNstxqLTtPRzzLSzFRMuV006VzHxQmXmmbLkixUTLjPTT9MSLzDSLzIyLkPTT9C/OMeZc4k759S7iYfexB54Fr73cdDGJ8GbSpN2MFNW5wVupCfugDJ3cjNWV4RsqwzdXhm2KC94ES1hLTt1PRS7sSJ4HyNub9WkTe++Xlu0cUfpqr30rIPM4L10yh4asLsU3FIA7qKH7uPE5tD8VxaBa2g+25jBO6qCVhb7TH8DTHvnM62CMquMMrsYnFlMycwHU14ETS2atp65a1/ZJYbLaun3Gjxei8dr7/YS7Z/UHT25hCrPLntqFzxABFUOJ977Xt3Zq23tR7sHy2qdTwm5uL0L6Roh+kZVTf3GVq+lxUv0eO+YpSvzt+woyz5SNeEwPfOy8ORTE/2U8PrGl/vvyTmK+n6y4bO+7gNk632GNN0zdZ7Gu6cxHEH0miBOXQS/JUXZOVfdvkDaOp1hvlrdJxvwvq5rnVL1ag2ZvxN/uwLOX+NiryRLl6hepVT+HPR8f+DdA9RLB6f+8etFkf4G2rxRWDeJXZcp64ji11OYNQCrCRB0AbxugNNLkXyk6IZ8TaMZ1Z82uQaOOT9edg7fcg3e0dbdhzSP+frzpeKTb7jX2eoLlcL7KnuutfcXme2aFL+hMR5QWb9RNXyta1mkcHyP9hY2Dqo9Y5rWUU3zGNwyijWNwk1eotULd44KPEN/wJbNb1hr3vDXl8h3VqH7TR055p6fa0dL2ka53Z/kvcOqvjFdj1fXNar0jGKDXuOIl9czcEHjnF+gSHrICr30Iu734qy79Gu0AuLGOjInTL8uwHYoxnzsP7EDIeoDUW+/m1X88o7C4TR63gt6epdz831LjgLvdoFFGyk/L6ScmQeen+d7cxl4biF4cRF4acHEgl3bGN9y8J08bRBbBTAUFJqQwpD7CBEQ0gBMJcBSUCAthasHIB2FqQHYOgpHTxGgIEcD8PQUru7v5BPjvjwUhHQUlhKAtIAABnkwhYdSmGpATPpxEbBKC/BQUG+JVGoTCgsTOLwkSEHlaECWliLC/ZlqkKOjSE3+AtyHh4JchALpAR5MgbQAWw2w1QBHA3A0AFcHsDUASwewtABbB1SpAY6ewkUof/uKA1PYMIWLgQLS529wZet9GRqAh4MSs5+QoKLVaTpDImmMtztSnPZ0uzkFU4WaNJF2Ir7BmekikjBlmF4VTGJhJBarVQdplFQMDUThIFgXbiIjUNQPJ6iEMZjAI1DUH8Z8YMJXpado9b4w5q/RgjgRqIF9xRqKQAvw9BSGGhCbqQpbpNaWpLGEqaxUrS1QawpQkj4SlCIhQQEO8ggKRFDEFj8+CbJgAMJAPukH4b5cgsrBfFmwD1sLctUU1BDusie78MQmYmItPN6pTqjHJ9QgSU1kao1+XB0yvtmQWQdPMAjCHYpYqywcEwRalIlW9XhcHqWVBChF/oQ+Gkcimt0ZDebUakNCo2VCozmzGom3y0OMQhCXUeViUCXz1coCldI4sWyaRD1ZpY+XqgL0phhry0TSndLcvaCxJbvGmlJvTXbbEhyueLc7yWSMdrniSGMCQzGvDNvLIX9WuyFzZ4+p7ZOpc4ToGkV6R4j3Y4Y+r7HXa+oewjp6dZ296pbuO6XsxVuOztl4fOelJ2fu0y4+pP/yrKIYUtU2d/7VZGJsbGzsr3ll/2gE9C+kf2G4/pVjNuodG/Z6R7xe76fhMWerR0TU0WTm+zTZ0Rt5i3adm7/t2O9FTLL7o/uT1+oZgVtdfFcJHT9fol1TgU5hoxkQnFYhC2OpYuSGLIkxU2SYKMKnQKpMoX6amlikQ+er1TPZvCQaO5zGiuSLMq2WtQb9EiU3nV1KlbBDpVAcgczFicU69WyNZJIYmqxUbmRodvwBLbzEmfmrOPtUadKRZyHXqiZfYU+/Cs26UJFxtjz1YkXGhYqsy+zpv4mzrwnnnmPOPM2Yfq5y6smi8d++itl2n7r2ts+G3IiN7MSVFeFHFTN/gr85KZqxuihobhFlRWXAgjyfGS8ST2uv/gTfWPtu3m72om+hnAPQ3j38EzvZ+w/y1x/iTjnA9N9Lp+ykUfbSfA6U+u4rp+4o9dlJp25757ON7retnJpT4rvwNTCnxGcm3XdyMfC/8oEpuZT0Fz7ZuTMOcq68NKkFTY1o93tLr9fQPkK2jRlavWTrqKltzN7uNXlGH+pF+8qu35DQ+Q11nBbrbRVb3NBY3qq5iPx0XnrojubWW3NFrq30T+XDfFwBt30wtYzKmt6/NVoKHIqLggt7y1dsfJF9nvFI3jeQh5uF9g6ibgxzf1S7eh9rGw5K6pZIW0PLLUBlNSDuAtTdgKQLkPUBwl6A2QZUNY3X9t5o/SzxfM5RQ3M0r5bp7i4zvljbCC0xFy3RvEwquxJXfj7g7ndLnz8psze9dvevktaOk7QCUJOPzEMRtQG8RoDbDfB7AVk/oPoAYMMU4+B/2D9/WTe4z/bhsmvot9pPT9z99Jahoob3N9DGU2j7DwbPKXPfOdP7s8aBHHndbrRrOz6wGu6PZ1cHyLv8tT0TDd0/1A0VNo4x6wafqmteympoukaa0sYzNkqrOyQNnW+1JGSpp6sMBZCmUGF7JK85paw/SbaXtY1iHi/6YVTfP4T1jOI9Y/j7EeLDCKvtw08aV/ZLTurtivgrJZE/Pgv/7nbI4Vsxxx4fvv1I/esGXU6wdh2V2BxA7guT7wrO35lEK3pu6BxUdQxqOod4nt501nWAth2gbQdfb/C9+w34xwqf377xvf0N+NsS39+/Bm4sSy/Yc0p4UoTmcNW+DCVAF4N5rMDf84JeQeE8IpijAnhaCqShMBWACPPlIyBbQ6mQAlwdhaencHUUrhbg6gABAnJ0AFMFsDQAS/n3yJKpBQQ4CMEUjh5kaSlVGoClBZSGADX2f1H3XsFRnFv779s9o5FKqRS3AvoIQhQZB4JD4bhtUw4bG9vYB0w2YIwNH2CCMSYZjDFgY3IUQlaWGGmmJ+fYPd3Tk5MiymmkicrShD4X4G9/9a86de7O8V71XvR0d/XF3PzeZ631rDeHWTtTKJyNSGIQNZBaYpS2OA4KREa6kIR5BMTFIR4B2Cjg4eAJXJ+IVx4GBDrAxQBHBxDs6eLiTxeCAQ4OWBjg6gGPhP66T6tFIXVTIt+Q+ADJLBNN1zcvUlvSmIIEkTJPTywg1DlmLNeoLsDE88zqTLMmiVAkaWQzZKJpGnWcxZxKEjOl4iyrNc1hT5bLYwX8aVZ7HqaDUAwYrTBhgjA9rCNoVkei2RZnMseiOlhH0jV6WKGHuRgQ6CGFlaaxxpnrZ+DWDNKeSBhgVAcwHOj0sJakKQyw3AC0NlhjpUmNDKaCUcSLuc2m3efH3WLTCoUxbEO81JmgsMZbmma5+17qtC1oRGc0a2d2Guc3YjNaiJk2Rbq74dke2+IB11KbPNOpzGhC0x3K5HpthkuT7dDOsmMzHYasJnuOw5LVbJ0xUL+g1Zzn0ue0GOY04rPk7CR+XRzCjq/lMzTWaY1dc9Wm57nkCb7jEgd/HTNNszrzcHtGY9fcAfdKf/dr7sYFXZa8NlO6E092mTLNhgy9MZ+jfLVCdUHaxJE3VCFkLdnZ0+ANG90TpsGQ3UPZvJQlGLUEKJuXcvmpBj/VEKRaJyl1fc+Oo78+98HW978+++3FsqPXmCeuVl4tQXBby9DEk9PXw1Q0REXDkf9EtP6Hw/WvzQ0VpijKNxoiWzwI0V4otJy5z/ni0K9LP/pqw+HfRKa2xyOUc4hCBwarLGUlxK5y/HUWvoSnn8Mh8jjkDJ55jsi0UGVfKiYL2GgujygQGRZy0We54peRRwurHuRevpzy3cn4S8XzWfg/Vdb3MP2bUunzHFYurzZBxGZIRTk281sq0TKdfLlW8boU31Ao//zHmmUXFa9+z5p7irv4h8o5+4tyj9ct+UX8+hn+i9/XzD9QOuM097mf+MsOVM45yX/+R+6zx9jP7yrM23YjbV/xjJ13s1dfYrx/LenzuplvPop7lcnYol68jlOw8h5j+UPGM1WpL9fkf4Z8/AN6ucZtFw933WypOmM6dkS15ajy41Pq988o/rmPM31LNe1LFn3ro5hN5fC2R/RNNfTN5fCXVfC2R/CWamjzI9q66pj3SuGXS+AXyuHnSsGCEjDvAfzigwW7uEeKHWrCN2L3Uy4fVe+hrN1ha/ekpTNk6Anr+0LmvoilL6R3j8m7vLo+v304ah2jruuV55XV+sDgKdP5NaLZX9QlbClN31E1/ajg2d3VBe9dWnkdlzn8lGuAcnRTlv5JtNsnaukoNaovyISXVWqWq1vdMoS3TJIdU6r2if2y5ud4rfTqVlDbByR+oPQCpR9IvUDsBUIfkPiBYhhSjqxxjorGI2ca6vOrr76k/O2ZuqOvyP8oqD35quzKM9xz9F93Zp3a/6savevwrua3/Be3HWZ3AaQbiL1A7AMiN5D4gWII6MaAJQzsYVr9xDRHcHPL2OGWqYstEw96Jkuahy4a3ZsUjZvx3vW2wX+ZBj+yjq2xTi5T9s1U9M7R+tLEbrrcDUvcQBkA+NACx8T21qmzj8O/OLxnZNZfEcMlhPyDrS6SYGUKshxzXkDULHO32N73QGk7I3IcVTZfawqIglHzRNQ5HLEFokZv1NQZIbpDuHeSHAkf0zannSlPPP4w/ei9vMN3E3deiN96PvXLS4nbzn987rLy/mHznjmWzXHEpzT8M5psXdz93a/JLXbrUETdM27sC5mHo+v1NaD8c1D2KVS8Di79Ai5eSy9ZBz38HBR9Au6smV684bTyaKHg82sVM6tUsRwdJMJjmNKMfedT9l5KK5OmEfWZYgOEqIFAB4sNsEgPiXCYKQEae6JID3M1QIBBAhx6IiI5GCQ00AQExNUBHg74ekhihnk4xFQCkYEhMMAcHMhMdNyWLZPPk0vm80VJiBISGWGREUa0gItDXBzi6iCWCiBawMUBnwA87Kly5WifUpaD/pupHB3gEU9/8vCncEVwwCdhHgHxCMDTwzwSltgYZeLkddtT9p1M4eqnq1xzL9xNu1ORVVI+XSnLddnn3rueeOJgOsLMwpQMEs379aecU8dThKJEkymOi+RcuZRo0GebLXHM6sT9u+LEojwUBygK9AaINND0JGyxxphtMXoSVmuBwcQgSDqup6M4XUnQZASkNsKYkW625hjM0zEy0WBjkGaYNEKkAdaTNIyAcQNNZ6BhRpqcoFULoEpxLAtLq1Ul8NTxfG2CRJ+gq0+V6Wm4PaWlbW5f+9Imfb5JnNmAzm7A8h2KHJss3SZNMwtTLcK+ZR8mAAAgAElEQVQ0hyzLpciwSxKdktRmTU47Ps0myenUr3Ao8+2atCZTjgvPbtdP77bM7nbOa9Llo6KZVXVrWJrf+fq7QvNlaePXrq6XVdoFf/KPS1qMQtfPaufzuDXD1JTb2ru4q3VxW0N+kyWnkchwqRl2WZxVFSsVzqoR7pS4OI6BgKV3mN/iLnP2VDgGaup9Za6Bcpdb3jVh9lEWf9QaiFoDEWsgYgmEbN6w3RtpHKJc3smr1YKXPvt6xdq9O07d+eFK5bGrlWdvM5kyQ493iKIoiopEo5H/SN36nwfXf9e5IxQVeXI5FaXaPcMKe0+1pvl6re7gb2Vvbz26fO32c6W1Nu9E8xjl8IedgTDTpT3F2XVbs6pa9xyCzuERsyW2xbrmlWLDXKlxPk87G1HPkFuWEI0rdfaletsyhXx5Rem8Ow+evVL2zm3Ojmt1X1xBPjv/aOMl9r7zjzYU1r3EepQp52crZNNF/FxC9YJR97Fa/81N/rr9lUt3F884UjNrd1HCofLpewtn7rgxY+v1mduu52/+bdrXtwt2Xp/25dX0HbfS95RMO1A561D1nD0Pp+99mHe4Mn/ng+z3L8Z8VT1vD2fh1/w5m/h5a/m5a0V5H3PS32GmvsVatEGx84ztRlm3qLpfdc5xa53gs23i9/ZIVv6oee0n9T8vqd68rn7/DH/ht9XxWytjviijbSiHNlaBDTXQxnJocwXY/gjeVAG+qIRWl0IvF4JlD6HnS8Hc+2DWtbj3Kv5118EjvWPWAGXyRqyDkfrBkLM74uyh7P2UrYey9VE2N2XtjRp7J00Dk04v1eih7P6I2RPR9Y9ovd6HjbLN4vfeYyd9giRsYsZ/zaTvraFtvA8+v53ydfmGq1hpMUloOwKG/kl9Vwhrp9SdEc3AeLWrRdTgwTrGjH0hSXfohKrrVW5jPOcxqO0GrEHA9wKJF0iHgDgI+F7A6wUSL1AOA+VEnNi3o3GINRz6QiBbdP/8zAt7My+dziz6aZniYvKtfcnHvzvMFl/Wdy+ttcXU1IPqVlDbD3heIPYC6RNIDwF0GJjGgT0M7OP/5Rxb2zhxrnPiUuvE7baxXy19+7DetxVdC9WdK+1DL5gCSwhvvmYgUd4LpN1A6QFyH5AEgDwAVENAM5phDb/dGP26cfLnpvHbHcNI75jCHZINTmoHJqxjEXGrm9PQq/dNYR1DiM19A28rbg8Kg2H9RNQcihKBMZsvbBqcMvaEzN1RsnvK0DNFeCO7JI6s8zUZJ4unnSiaf/R+wvofGet+YKw7Tt904sVT5wSs66ajL2CfQuindOP2RMkWxp+H3jY3tZK9Y4r2YX3/lG2E+lrPB3c2gCsfgN/ehy58AP/6HjjxGjj7NnR1zYry7b9pvpMQn569U7Dm0LQvz+X/XprBxeN4OKNElPHrw4yHnHTClcvRAKYMCHBYqIf4OOBoAUsFJAaaEIe4aiDAAA8FHB0QmWg8HOYTMIIBNgaERpinB3w9hGAA0QIhyeASEJcASitD78zk8LMrinOlkhk8RQxLA2rVAEEBGwWIFrBUAFEDRAM4OsDVAZYWcHRPpeq/FepfOWEEAywUsLGnoOUSgKeHEBzw9bDQAHNxgOiePIKKOIyt3/7jwMn0YgFDbi+4UzP/Rum0Bw+ztKpsPZ5ZXp588cL0K38km41pel3Gn2XTzv2SVVWZZjLFsWvTf/slTi1P0Gnj/yxKOXow4fb1JFzHwLQQhgHSABtMwGQGNhvDZIoxm2Id9hRUS9NhMaiWTpKJOBmnwWCjKZHAGWZTps0+EzMm6YyxBlusFod1OB3H6TpdPI6nEmQCro812dNsjTl6RyLpZBisDDVKM1szcTJRQzCUOKyzJjQ/LnAZ84zStGb9nEZijoGfYhenOySpBCsGq6U7lFmkKEHDhEhuXLt+tkORbpWm2mXT2/VL2/SL28jZncb8dl1uv2V+u2GGRZSKPJotxEudfsrmC5v9U1i3TWw8hCg2SR1Cg3cE85B862pj4/S2nvl2c7ZOk25ryjdYZujw2Vo0G0WzWprm1/I/FJr1poEQ1j5aZu77Udu0Vd32kbjtU1nrFrxzndK519B+vdGr6o/YB6N275Q5EDYMhSyBqMNLOT1RZyDSNEpJbB0bDp5dtGrLx3suHPy96vh15slrVbeqRJbmnom/5uv9Jx4H+58A1+j/DMf6nyayaDT6dDczNB42tXs4ZGuJxPJLsXjLsVsvfvzNp9+eEJicTeNT2oF2YZtJ290nbXXcUR+9Itl4U7GxGFvFt71FPP7Q2rJaji7kSbO4qhyRbrbavEJtXolbX0F1LyD8lUXsD+/xdzHJH/m2IyLTl/fYH3975/ufRaJSe8t1TPWH7NJt9kcc8Zu1yHO1yLOEfp3OeIqlPFMo2f713Vlf3sk4WjP35KNFx2uWfPnHzP1Fyw8ULzlYuuRw2dJjlcu3XMpYfz7h+8qFB8vnflc252jNor1FM74ryT9QVvDFrfRdtQt/Jd46xp9/lD3nnPS1I/zl3/Ln7+bPXl+duvpR3jrOS4fVm3eJ3vu0ZvZbpRnv1CRuFeYeEC44pXjlvGTlGWTRWd7zR+vm7qvM2lWRtqUieTsrbVMFbWdV3K7alM2VjM0VtG0VtC2VjHeL4JXFMcvKY+cUwgtvTt/H/0nS3VQfnHL4wxZP1DYQcQ2ErX2Tuq4JtHsK65lUdA5h/ZP63ilTX9TUE7K4Q7ZA2OybMA5OWd1RVyCq7HNv4e56F8ldxYp/k0l7r4axpjTms4f0j+7T1hTHvX4rccW55y5ImILHPZWmRoN3nHSPEv4JVmuros1r74tavBFzP3UV7X67zjlf3hPDewzzumF2N8wbgMV+mtgP8f0QewDm9sBiPyQdpSvGYLF/Fh74rmX4rLXvmrW1ornre719fvmf8OXv0v84cYgtKSQ6PmTak6qddF43XNdJ57jpYh8k74dlbpo4AMuH6PhIrG0iyTbyXMPIrraJm91TVd0Tl+s9e8nH29H298Q9C2UDuaQv2xjIxgOxoh4a0grzu2DFQAzqp6N+WOqFFX46GcxyDL/VPLm7dfJaZ0g8EFW5pyrs/XVdgdoef3XjoKRjhO0aYDUOKtyTTHtvjbNb4Rm1TFLOyah9LFxqbX6ob7B5w3ZPyDQYdgyGnX2Tts4psjdyQOGaeY2Ve77i2Qs18/dcTVlzkPbuzpj3v2Zs+n7Z6fPsR5d0hxcYd6aRX01Tf5nC3ZFSvruAd+ewXCvR9Xtrm/vQwdE7rsYVZX/En9ka8+P7sUfeSd/zrwWnv3r/xk8H+XcrrCwW/lMt+nq5/KUDFxZ8cey5Q7/NYGI56vpUtCFD7ZwuINMQTZwAZXC1NB4Gi8gYHk7n6Oh8gs7X0fkoXYDFiHQMnpbB1TGEZDxPx+BidC5OE+gZfCJGoGfw8BhES+fj8TwsFtHQ+HqGiIzT2NJR/bzqslkC7hyeLJ2lYiAog4cxOCjMx+gClMFHY/gonY/TES3MwWCuLkZkiBfoGXyCISTjuboYno4m1DN4OJ2H07k6Og+P4RExHAzmETE8gsHFY/h6Bh+P5eoYPPzJiq1VJRWxZjxgzaiUxXHwJIH+hXL+AolmrtEw3ayfQaif5bHm6XVLnJbZqCIdYech7DlyUTaBpUjEWczqdLUyidTlisQ5EnkewsnAdGk6NIHQMQxkMknGmw1JLlu6QZ9A6BL0eIoeTyfwDBxLd1hnGvU5pC7bgKVZjOk2S67BMEujnYnr8xz1BVZrnlGfZcAzXZaCtobnmh2z2xoKWhyzzFgKrqTpNAyNJkmPpzmdeYQhSaOPF2tiZHgcactqsM9usSxoNi60qmah7CSSn+pCZzhV01V1DL0sQy/L1ElSVdzYenK2ih+r4NHUAoYVzavXP0/KFlgU02zyNLs8S8dj4Ly0qkcvSJ1Kh5+yDEwYfZM2X8Tc269ssxt8XlNwVNuDqK3v1DfPszYuE2LPMmWvy+3rJYYtYt1ZpfUPoe240LqPixWK6nsu4217ZI3r5B2LBQ3pfEeCuDFV1Z2H9WUq2ueTA+8Z+3+w9dd0jKu7p2wDYac3avdH7b6wyx029U4qWgad3lBTIHKxsHbFR9tf3nBw18/Fx67V/nCl4uw9Jl9n8w6N/lX++z9Ml3/3juL/CLhG/tKpkae+GypCUZEwRfUFx9H6vhpt4y2u/thN1r92/fTCml2nb1c63MHBKGXxeFn1GqZViHV3qTqcLPNtfsNVpvmQrGkt3rxKa35NpJovVE0XY7M4xmUs/Wsc7OMSxZZyxc4q2cFK9GoRer9IcYGFX0HIh2zD/WJN1U3MVNPm5faNsnrG7riab5ulfAeiaUAQ7H6N4uyfsjNM5S9cxfc/lb96TfAxU/d1rWb32fIXj1ct+1361onaZZdV71yWrzr1aNm+ezN+rFp4lvPiGeSVk6wVp9kvfPtg1o67eYdZS3+SvfKz6pUzkuWnRct+lb9xBf3wlOiVA3WL9rOe/VH16in8nwf487c9mrEFmb6Zlf5ZXdZu1eIdgllf8ed9w5n/HTL3YN2c75iz9tfkHWBO212V+71kyQHhgm9ZeftY07+ty91elbK7Lv3busztzMwPq9JfrUpfWpn5TOGiM9pb5sBIfTDq8odt/kmbb6rRE6nvC1l6QpKmAFLvFTQHkGYv57FP2Bg0dkYs/VO2wIQ9ELL4J7CeoGuIco1PVXSI10vf+Fia9wEv9V1Wyge16R/WpH3MzPiQmfNmZc7CK7k7WadJzzDR7Ve19Ns8E4RvoKSVu4t5otpqbQiE7IMhc2/klq5ztaj1v0RdqZK+ZLE7XeRNE3mSxENJ4uEk8VCCwJ8kDiSKgvHCQJJ0JFkxkqQaypQMLtcOHHANCQOUKDB5TGNbV8f7mq+8bujdWOeaU+FMYbWlinsy+ANpfH+KMpio9aZqfcmqYBo+nGoZmts09knb1Om+UGHfOLN38g+bf4e24z1tx8va3kXyvtlafyYeyCBH0snhFHlfqrA7VeVPx0fT9MEk3FtA+Fc3jO3smdjbPf5j5/iN3ilkIFz+eOg3k/so3vFrg/t2U+AX/WBF67iwI8RtH1b4xlHPmG0o4hyiGoYo11DE5h8XOntUrf76QNjuDVl9EefAZH1v2NYbtvojvxu659+UPHOD99xPpUsO3Z6+69f0XT+n7TyTd+DM8Yp7FZd3sr6eJ/pmXvXGvOLPcko3TSvZml2+fcad45/zSZzV0KvqDDQGwlJ38DRpOqSV/KwVXOZWSh4bjX3NjYEuW69D3lDINH5RxF9+v2bRrZpnS3mLmdLZfG2ewjCHJc0u46UxJTk8ba5QlyM2ZEiMSSIyWahPE5FpQiJFasyUGtKkxgwxmSE1ZigsuTJTjsycJbdkycxZQjJVZEgRG1MFRLLaMU1MpEgMaVJThpBMVTlzm3pXSsTLH1UWSNTzOZocIZkpNWaJDalSQ7qUTJfoU4VEipBMFehTxGSqxJChMGfLTJkSQ6rMlCUxZEoM6TJTlkifKtKnSIxpEkOa2JAmJFME+mSRIU1sTJeY0sXGNKk5U2xKl5izRIYMiTFTbsmRW3Jk5kwBmSq1zcZbX0IbF2CWaU2NS7ubVtqxApt+js04z6QvaHQ+67QttJnybdZ8TJehN2SbrXkW20yTbbrNNcvuyrfZ57icCxuc823mmVbT9HrbrHrbTDOZbSJzLaaZFnOB0TCn3rW04/HKFtfzXY0vOfXzHeTcRts8E1FgNCx11r/Q0Lis3r7wsWNhvWl2Z+NzzdZ5TaaZjcY8my7biue6DNMbzLMclll2S57ZlIUb01VEmkafY2uY53DNbmxY2NX2cqtzuUVd0KJf0oTPf2xZZEfn4qJcXJqhkuRK1fN5ogUSxXJENE+gmC+QzpPpFgi0r7JkWwTqTVLlByL5G1p8kZ5YwJW/iz6W2Hw+x+C43R1yDIbs3ohrmLINTxkDvebuy+2dq5uaVrLkn7LMhYJ6ibodVbYa9d0epmvwJN6yW6u5YHVWt/iPaJtfljT8l6I9Q9udSgykGAJpxkCqyZ9hDOSYhvMNvmVkz2pT31fGvpK2UbMv2jhM1fsnGgan7INRc89Is3eyfTjaNUpxyfpP9/yw5P1t645cP3K1+tj1yhM3Kv5E5I+7Bv6Xgg1T0ciTq7+5nP07w/Xp3/e/9yd/DaSMToSiTX1BoaWjSu74o0b57fnilZ/te2vT/mIh1hyItgQph2fS7p2yDk7YfSN2/5g1MKF2D5QYK4uxvSxsVaV4yT1k4UP5wkp0psBYIHG+yiJW3eKvu4MWIQ6Loq2z1mp8oOQwjTJ5S5O0J1jZM/KL07dX37da27oS7ViuaF+u6frMNlA2MGkZo+z+MNnrZtXzWYbTIu0Pf8r2I+rvmIJvJLrjR+/OO1Y980hJzinW0hO85cfrFh4qy933IPdAyczj7CUX5a8fqSrYcStt443EzUUpu5hZP6PP/8gv+KYk51Dd3IPI3K8qczcXp+5hFVwg37pkeG9P3YKPbzDeugW9Uwm9XQq/8yj+Q07aqor4NbUZX7Czd/BzttVlri9L3lKZ+hUz+QA/97Bo1o5HaeuLGRsrUj57SFtfDG0ogz8tgf5ZBD3zAMwqBLk3Er6UnkZHA05f1OgeM/lCJm/IHgjZfWFD35SpJ2Loicg6h/ldfnnXsKEvbOgKk10Ra1/I4Q+ZA1Fj34S1f0Tlaz9nvvE+d+mr/JhXH9FerYZeZcIvV0GvVkFv1tBWlsLP3GXM/X3RGZJpGZ6s91H2IQoN+IuamadUH6+++dJ5Ya3NHbb2RE3d4SJr/9JqG1TWCGrdgOUHnADgeAASALXDoHYY1A2BWj+o8wGOD/ACgDcGhGMADdHMoUxTcJmm8xNF6xmn57xjcB2nfsE9W8xNG/ywFaoZBDwP4PmAMAhJh2jiICzyw+gkrJnINAz9s2H0hw7q+uOpmy0TPxh9/0QaFyJts5T+BJWHphyAZT4gHQKaYSAJAF4v4HYBaRCox2ga30v24R+7w/f7Jm+3BW47Bqqag8z2oeJG315t+0f6wVc0XVtM3qOO4S+VPb+4Rio7p7SBsHOCsg1FbQHKFaAI9zirodvYFWzqj9oGIw5/yDwQsQ5EHf1RRw9l6YwY3ZFrdveKSt2im9zMA1dom36C1p5kbP5p0clbeyqq2Mxztzbk3nib9vCzuLtrE2++T3u4hnFtNePM6uxTh3eijT0OD+UYCCnsbUK9q0JLlquVV4pO/P77R6V31xXfWlNatluiPSMkV3GIbESbe7eKcaeC9pDNKOHGVgqS/2TH3Syl3Sql3yyJKXoUg6gZEhMD0UKIFuZoYUQDCw00DgYjWoiHP2kdghEthKAwRwdzdTCCPk3n8vWwmKQpzbFCDOZpAQeFmCogMjHsHfMw3eIHd7NY/HyWMomFQhwc8PU0RAtxMJiHwYgWQrQQSwuxtBCihcRGOo+AniR+n3wc0QJEC3g4zNVBHB140jDFxgCHgBEdxCFgDg4hOMTGAVcPPzERsVHAwSGWFiA4xDPQZM5cLhEvwGHclk4Y0mQymss+3Yhn6LUpFn2GShGjRePUKEMsA3pTot6cqEbpOJmgxRkYGed05bU+ntdUPwPXxhjxODMeZyPjjTjDpE8ksHhCl6Qn0lrq57fZ57daCjrM86yybIyXaFako5J4jSK13vms0z4HUzFcZHq9MavNlW/SJlo0cTYszoLFN1pzGsxZNn0SroYJNayWAYkMqHVxDS1zWtsW2izZOjTeasp0WaY1Gmc0G+eYZMltRK4LzdTyGWpJXHHd3GrVQb75Fstwk2W+VkNcZBmusCwXKvXXqvUifV+TokXFtldXYntq5W+yFJ+Xyy8zSR7R1mvriVh6KLM7YvGFrENhwltPtu/u7H/JjKXXsl4U1yt1vb2KtqZCR98PWM9qXkd8mYvOa85T9+yoH7nXPvGDpX+JsoEua4a0AYCOANQDcA/Qe4BuEGj7IU1PBjGYTQw+r3MfdvlruyfI/pDNHbK7I/UDlHNw0u6fdAxFW0YpS/fwj7/fX/LuF6u2n/juYvmJG6xjV6sul/JwR+toKPyXcI1SVPjvrlv/3nCNRKnwv+H678NtKP9omGgZQPCWYqHl5weC9Yf+WPrBzu3HLuqa+9uHqXoP5Rig7J5o/WCkcYCqH4y4PJMm92ilpeG6msVrVtSQZaX45Xvaw4XYp7Xm10WGF4ToO6WiL27KLxYZMLTTb3ePW9yjrsAE6pu66vBskXYtZjXHsR7DvF4g9wONH2h8QO2BtQPPGT0nOifkAcrho+xDAXkT/zrzu9/YP/9ed/Ae+ytEeegS+6VvH6bsL5n+/aMlhx4tPF63+Dgz/9ijufvK8k8JXjzJX3GwYs7mK8kbryduLEzcWpF2RDD324rsI8j8I7yFm0oTt9QkbaxM2cWetqMm9bN79DcvQ+89THy7ivFqGXinEl7Nid8ln7lfMfe/lQX/LZ6xj5+3pSL+q7rMPfz8b3h533Cm7ajJWPuAtrGasbac/kkJtL4M3lBGW1tJX/kALCoEs++Auff+8YVo91lNmbZv2OKdMgxM2bxRRyBi9IcNnojFQ9l8FOoeYz9285o9hr6wqSdkcoetvqgtEDV6I2Z3xDgYPCw+90rN9JVsxvIqsKwcvMmMebkcWl4CXioDr5RDywrB8qKkl8tefKto27V6kTTovOWqOoX+cFr38RHWnFXn5225f1bXNWHtpYw94T/0fdPLjKCsGVS5waMAYPkBzwdYHlDtBdV+UOMHtQHACgBeAPCCgDcKpOMADwHjBLCOpDvHXrKOrZB3pz0k4fsWcNMBSnpgThAIhoF4HGimgGoCyMaAdARoxoB6OIMY+VdL6FDr1FnH2I9E4Atp7/OcthnS/hw0GKf2Q9IBIBkAQg8Q+YDAAxAvQLyA74eUk1n68U1tU8xRStgzdKJGcYitO8VBrwv1JUTrVax1p6r9TaPvGdy/FPd/avZf6Rrj+cPG4ajDP4529hndw7oOi9bJLZWUl+pwR99kfe+UZSBk80TMgxGTL2L2RayDlKU3auqb4veNranTppy5D7b/BD49nLz55I5ivrBn0NBZj9z+qu7LRNXuJN3hdNW+dMVOGrI7rfj4+2xmidrVbfNEHH2T9YNhWWP3FVb5V+d/OPzbib1HXjh/5B9ndiX+sBU8/Hkupl4jxJM4aiAlklhqBqIAAgIobPFCQzyihREtjKhhriYGUcIcFPB0ANEAPgYjKsBBgdAAEA1gKSFEDThagGghlgbmYADRAgQFPALiYICjg4UkXUrSpHqaBKex5ICjgRAUFptiUWcqYcm+fye5qDiLp0lmaQAbBWwMsDTgCQif3KlVA6YGsDEgMtIRLfTknSelWTYKeAQsIGFECxAM8AiIrYM4OPyEr2wMIDqIhQGWDrAwwMIACwUcHObpYT4J80kaooM4OENkzGShNAQFPIyG2tNJW5ZaEy8V03EsWauJU6hiNLo4lEgwWNMxfTyKxRmNqRoNgzSmtj2e3+zMtxKpemWMQc1otmaaUAapZehUMSY8hUCTjERmi32uA5vmQnPqtdPM4gwNO64JzydlKbgspdn2bKN5kZOc0WjMaTLmedqWmdVphDim1TKtt3nBY9ssC5pWT2ZYtQlWTSKpjLeRuS0N81qa5rkseZicYUDjLUSS05je5pxFKpLN6qRWfc5jc55RmSAX5ZaLj+l7PDYvZfNT9sCExTNuG6SsnpDZO2UapKxeyh6MGAKTkpYWoRlVNdrwrl68o9vQOWLsDBm6QhZPxOybsg1Ter9T0/JpQ1d+z+P5PFYWgl9T9LSzm2wHsIZklpXO6wLSPoB6ADacYvBtaxoq7Z240+TfgHZkCR8DxSDAhgA6DFBPHOHON3szDe58g/u/8P4Ydf80tH811nmQHPgJ779BDjyw+8ubgswmv6RvgvBSjgDVMkSVitBXN3y9ZO23204X/nit9ti1qtO3y1lKoj84+hQOT1Xr3xqvf2O4Rikq+r98xH85b3oD43J7T4W66RZC/HC9+t1tP7z48Ve/FnNcnsjjAFU/EHIOhu2DlMMTbRiINropxwDlHJhy9I8ZBibMwYhzjNJ527mdVff0x0r0B1jk9irVV3fEp66I716RIw9NZm2v3zgwwesYuWQf+EzePv1RA53dCUmDQDsG6SchfAygQwAbAngQkMOAGMrQB9faArdaRpXeMV6r6WD194drzx+uuXi65lit+si5uuWb7mR8WzzjYGXBce5z+4tnH3y48Ksbi7bfnn+EteKU+LV95flrf6HtvvOPvSXZ+2umnRQ/9zu+6if5i/vqCj6+Q99Uk/ad7Nn1JYk7a1IP8fNPoS/8SLz2cVXmJzWp/62ac0I3/4wm/7hs2l5m6p7KjP1VuQceTfsOyf66JmFzWfz60oR1JfFfPkr4khm35j74pBisL4M2VtI+LIVeKgRLH4Al98DiEvrcu0m7WEctwcn6AOUcoOp9lNMbNQ+EzL6QxR+2B6K2AGUYjBj6I2R/2OQOW31hYyBkCIYMgUlTMGTxhsoeq9cr/vlSFfx6Ne09FvxhDe39EviTasa6WsZHlbRX7sNvVmWuKJ32zP2F79at+lLyxgbOnEOKeecVc3ffiV31S9aaW99U25pN/WFDf+gHSUNKMQmqHoPqflDrA7WDoK4P1HkB0wdqg6A6CGpGAHMcMMcAMg4Eo0A1CWknIHwcxoYSee7Ymw5w3QiKm0BdH2B2A44PCEaAbBwoJ4FmAijHgDAAYZMwMTyTHPqoZWqj1buVHPxA3r2YVT9X3DFN46XL/DSJH/D6AacXSPxA5AcCH0B8gO0BvCBQj/+XafS/O0NIkJL0h0pc/rOyhp+4pqsikulsk/vGkPbgAUXru9qe5Zh3Jjb4bec4HqIcoyFTcLJCT14WsdBGqYy/49ofqx4wf9F3Ntjdw87BCbtvyuaPGn0R01DIPDafsSoAACAASURBVBy2+iI2L2UbmDS7J2tb/N8JTB9dZ226i9wgneTEpGUqZPYFmUXnxQfnmk5M0x9OI/elYzviSrdnlxZdcHojlv4hgaVe+zho652sH6OQ9pYbGinRPSCxqW7zTtys/ars4Ye8h+/pFBsURA6iAWJdFgdL4iiBEINQV5rUHP/EVIOoAV8LCXCIpQSICvB1EKIBtUog1EN8AiAqwFIALgpxtFCVGGLKYqql9GoJzFLRxYY4BINZWoiLwZynFlWIpQaIFkJ0sMDAEOkZOmsqRuSq0Gy1PlughRENzEZhBIO5OMzGIAQFHAxioxALBYgOQrCn0hPBnrY+sVHAIwCPACzN01YmDg64BMTSAi4BsVDAJSBE98SZA7FQwCEgrh5CCMA3QhwcYqMQCwMCQzKfTGHhgEUAvglGtICrhYVojKkhFzckqbU0rZ6hM8VrCIYKhQkyzmxOwnWxBn1qe8sCpyHXpEk0qWLr8VS7LolUMzQy2IinOq15TtOMFse8x/aFVs10OzrdJM80y3Js6rw2y0IHOh0XpdYTBS3G5+rxhS5d/mPjvE7rohZjvlmR1G6Z4e9a0du0pMU006ZObTPN6nMsaiLyCWm6gsewYlmNxjxCFmfRpjYap1vRDKM6mVDEOo3ZNl12V+PzNmyGmL+sVlNq9USsg1GLh7IMRCz9EXMvZekP2wajFg9lGqQs7pDVPVXvoRr6KWs/ZeqlTJ0RsjWka5kgOsftgah1KKrtbxe3XlLUz7O2pnZ0L7LoZnOEa1RtLHUfebehba64FWh8gBwCZAAQXqDrpaE9S4yeb53+m82jX6M92bxGSDUI0HGgDMbrvM87RhbZAs84Ay/WB3NwT5YhuMzpW2IcnCbrWqQZWK7s3qj3f497T5J9f7aN6AYiLi/VPELJWno3/fjrolXbPtt36fur1cduVh+7UvGgTtHW6/kLEE/8r3/f+JvDlfprSnAkSlHj4WhjX1BobCuT236vUX197uGyT3av3nGEiVobRyiXn3IMUs7BqNMTcXrCdl/Y5olaPZTJR9l8VEOAcgUm9d52eZuGSV4pVH1bSt5guUTFROEN2ZXfxTcvi0vLLWak3X+73rdJ2ja/xpVU3QZzPUAVBMZxQI4BbASQ44D0A3IImKPAFAWGSWCagq0juUb/VksAGZisaiD3MI8fYJ45y/ujXHeNqf7uUMm8nQ+mn2AtPslZ/AN77oHSmXtuLX7lq4w3v0v+kfPij/wXvrybtv4SvO9u8v57qSdqC37Tvn5S/OLOkqyN95I3Faecxl79XvbCV9U5v6hf/5H90r6KuRsfZG8qnXGA/9xx1bOHWXnfFKbuL8k8UJp8uCLrUNm0fWUZXxYyNlyjfX6VsbkybkMlbXN53Kc36V8UQZ8Ug7UVtNWl8MpCsPQhWFpBm3sfzL4P5t+dcdFcJO6zc9ud9qGRlpFovZeyeMOmobAxMGnyTpg9YbOHsrsp6yBl9kWs/ilrMGwKhsnAmCUw5eyJGoYCe3TbX2WCD1gxX7BitzLpWyvoO8pjtj2ENhZDq4toH1SlvFGZvIqZ8RE3dTOXsZ1JOyef/VNNxte36e9eznrjj7W3UJ3DEzZ5Jk7IXXlVVojdBfP8EG8IIH5Q2w9qvYDpA6wgqB4ClcOgxA8q/KAmCHiTQBYFvDFQ5wPlfeB6C7jbCdf5YN4Q4A8D7jDgDwHxGJBPAdUYpB2H0HGgHYo3jDxjHv2/7KGd5pG35V3ZLFcirytF1JeHBWi8bsAbADw/QLywNAhJvYA3AGoHwaN+IByk60bn28b/u2u8yhOqaBi6ou/9xdR1s95TYunnNg9qAyP42FRlm3+jqHmpuPsljWeurPtQ+7h2LGILhkSt7rsqze+S2uLa70p+mXHt5IpHDzZc+WPdLzfPCIxO68CwYyhqDEQJ/xThnyIGp7QDIcIbsvsiLj/lCFKm4YiBouSR0O+dzVuFLFZ7j95Jii58pD6Yrv42Dt+bpNwS82B9ekXxDVPfMEssuF9VLqsfQDtHlcHJ7UrOKuTWvQY7r6/7HcnlZ/j7d0t/OCs4WK45KtIsFeI0uTFLiCcjCqAwM4iGdLEe5qEAUQGOEuKoYY4W1MoBH4N5OsBSAx4Gc1EYQSGWGnBRINLDTDl8syL2bnXSrbL4W+UJxexYni6RpYGe4JCFAoEB5ujgWg3E0kBCU6zClcbBYtSmRLMzyWhOsFgK5JqUMnbMzQpaEYvxJ5dRxI65WwPfe0QrrI0pF8RydQwEA1wCIDrAxQAXe6puOTrA1UEcDCAo4PwlT2s14IlsfUJWFgo4OGDpABMFXBJGCIhngBACYuEwWw8QPSwxZyE4g00ArgHiG+h8Q6yyPlOoZ6DGRA1GU6KwGqer8RiFBjaZE+2WVDOZYMCTLES6Xhlv0iQ0mzMfm7Ms2nhcwSC1iXZzbmvTglbXwibLnAb9HLNseodpsV2Z26Cd5dLMtGvyHGhePT67zbLYgRXgkukd9pdd2jmK2phmfGYzkWdVpDYSM7udi8zyVJMk5TEx57FuDsFPVbETTIocF5Zn12Sa5ClWZbpdnevEpuvECTZdWoMxr9k8q82RrxFlPCj5p9CEmgci5kHKOEAZe0NkV5jsihp6I5aBiMUzZXGHrX0RS3fY3kc5+kPmnklD55T+8RjeMo49HsM7x2zBiG00Ku3Uip3/MjQlkfa4hob8gbalSiSFL5otNX8kb675ydSVL++ACR/Q+QDaB6FugAYBOZmi9+9pnbzXGdmNds8Q1wNlL1APA80QLPfAcjes9cQbgrGYn6b2JhED2SYPjA4AIgBjnplE4HX9yJua/nW6nl9tAXb3BO4PN49TjYMTF+9VLX5v0+tbfzjwe9XJm5xjl8uvFSNGZ+tEJEI9dWM+kWB/x/gbw/VpPKldU4GJiKl1sFbXUig0ny/mrztyafHqHTtOXdc0DzaNUvZAxBYI2QKUzUfZPdF6b7jeH7UFKdtQxBLwGwfbVe02lpX1UPFzseTXKrRY2owa/V55j/e6RnPDoLtpsZ3CXRvFDe/wH+fzOiBeL5D7YPUEpBsHhgDQDQHdEDAMAcIPSD8wjALjJNCPAtMYsIeyXFNvtkyc7p6QDE1dUbKPVF88yrl6WvAbS3+uRrL9YNHcr+8mHCjL3fsg93BV3tHq2Sernt/+29zPf/7Had5L+8vzP7tA33qF/vVN2v7CtEuS107ylm+7n/zJZejLorSz6qUHkfkHaguO8+d/+nP2u0dSPvk1cXNh6rcli974Lv3LopwN15Jf35Xw9p6kY5UzDxbmrdhM2/R79hfXEl7+lvHW0dT3LyRsKYl9/Rht6T761orEj8vpq8roK4qgBffAohJ4ThGYeR8sKKYvLV/wKX/VB9XLVte+vVd+6JqZaQyMuAKU3RexDEyZ3FPmwZDZF7YFouZA1OiZsgYj2uEos9NPeifr+yddA+O1Pep13GVrWTHrKmI2VdO2lUPby+jbH9K+KWd8XcH44iFjbVnS2ur47UjyZia0lxd3tDblGHPG7nvxG64zXr787Fs3vy3WmevdIZt/8k+r+11BQxLnMajrB+wgqPPTkH46qx+u7aWzvXC1F5QOgqI+UOEBj/yAOw5Yo6DKD6r8UE0ALvdDdeOANwHqRgBrDAgmgWAIko4C5RTAwhAZhcyRWOPQcsfY/1UfWYsOvycKzGB3M3huOm8gSeZOlLpBXQ8QBCD5JCSdgHh+8KgLVPeAGjck8eXaJv7ZEj3UST3spR44hs6hvosOf0XPsNgXUnhD1inKNkGxW4MfsywpZVaY3c3gdb9sDJ5umdAMR62BsK7HL+7q+0PGv3R9293vc67uTPx+fdymDQWnLp69x5KqWnudwbAlEFIPjAs7/aI2H7fFI+sctvopqz/s8odd3vDt5scv1hXlFP3yTNGFmuZmZ79PL6uQnFgi2QnLtsUI19Ovfppz894NXY9fWt+saOrU9QyZhiZvN9nmXd6ZffLdF06tW3Pz6OKaA5ll22hn3ov5edUG/iFEv1lOZqpM6Yg8nofBeHOyhITEOBBjECIHtVKAqJ9maEUGGk9HQzQ0REOvVdIRTRyCwhwUQtT0+0zaleLYP4qTLhcm3ChPulkZUyWls7QAQQEXhxEdxCXgJ9VTLkHjk3SxOZZHMLTWRJxkWE0ZLkuBRj2rsDTmbhXjTjXtASumCGEU1sUU1sbcqoLLRQyhIZb9xGZDQIga8HGIjT715/yPUYeNARb678XGQK0WsDDA1gEWClgYYGoBRw+JrXSEhGpJUGeA2EaYpQdCY5LUlCk0MFTORJ0jXaRlKM1pKmuaAo9VojSMZChQGCXjCXOy1Z7hsmXZjSmkNt6uzyRVCS4yo905o9GUZdelWrWpLsN0jTS5u2V5g2lei3FeCzHHoZ7RQhY4NdmP9QWNutk6fgomTHLi+c2Gxag4u6Px5Y76VzF+npIZb5GkNaLT2gz5ndb5TnSaXZHRbix4TMw2i9IwJE4vTH1sXEAKMzBeQgM2rQHNNctSjbIUszKp0ZBrVae0Wma022YglWnV/N+s7nHLQMTkjhp7otaeiLUrYu4Jk71hc1/U0hc1dYctPVFrD2Xuilr6Jp3ucWvXlKF9kmyb0LWNYZ2jJl/IOhI1+JsEpo8Ie6K9KaOxYf5g21KnPFXIBPVN8zHDhzVk8QGTY47URRN2AlkfUPYBjQ/opoB+Mt3o/bw+8GN94BO0M0boBKo+oPYD8QBQeIHWB7QBoBkBiiCkCCSh/mzcH6cNADQA8AAd9WdoA7NQzyuY90v9wE+m3j9dXnHHmLJ37LZQ99rG/Ss+3vvVT4XHb7OOXa06e7OSjxp9Y5P/f7Pp/yX+FnD9XzMk/51H/8t5E6Eoyj00oXH11qgb73L0x+6w3v3q1PP/2vZzMcsSiNiGKJM/ZAmEzYGoJRCxDUfswSmbd8TkHkR7+6StLpbx4UPZ8VuC32twjqLZqOnqMAXHDUOR8kbvCbR1q6L9DWH3DFZ7MrslS+GO1wUBPgqIcYAFId0wUHoheR8s7YOwIUgfBAo3wIeBcQxYRoB1ArKHIVc4zzX5mtV73z+FjY5dUkoPs+4eRK7sq7twnbdXhH53nf/prlvZu+5l77mXc6Qy/2jN7P33Zr7+Vfw7+1OOPXp+y7WEdefhfYVp35dn/CJYcoy9aFdJ1s7ixN1l6T+Jl+yrTt9TkX6YOe1AefaqwykbL809wV62p2T65z/nPrcxbs3P/9h2JefTM1mv7EvYdT9n/YXU57YkvnE06fObKS/sTVx1ctqiXbQNt1NfORyfv5X2zvXE14qgFcVg4UMwrwgsLgaLH4KlldDKGsZrdYkvVsW8WpnyWnXm/LvQwhvZ5/SF+iFPfSDiGqTsfsoyQllHo6bglN4ftfgiZCD8g9a0vkrAaRq0e0LcbvMB5Zb1rNQtFYxtZfAuFryfE/vNo9htxfRjwplbiuifXgc7q9K+ZqbufRT3HSv2pCx3b1nq/qrcL27Dn92lP39p3meV58TNvc7OcUPvMNY9dtXmnl2CgnIHqOuBOd6ZqsBcdSBf7CmQjWSwfdCDTlDYC2r8gDsMRBNAMAHxJwEyCrPHQd04YI2B2mFQPgQzR4FgGMjGgGQcKCaBegw2hNIdoRWOkS2NY2sN/mVyd77ImyQYhFm9oLIxVTVIl/qAaBxShSBBEFR1g+J2wHQD2UiiMfxaa/RAO3WsYeJU4/gpe/AI4fnFMXWjYUIZiJhGKdMwRfgnb5H9b9w10QvNoKYHCP2QYXyZZfxCxxgxRtl9UdfwlNY39LtIdOnh4arbi6rPJ//xy9Ji5KKtd9DSO2z1j5p9IXMgYghEMN8EMThu6p+0DYRdnojDG64PUvIG979uX4PPbYVPfzHn5O49D4t/ESr/VEnY51YjWxiPvllSdXpD8Y2zIpOr0R9u8FMWP0UMTlmCE0yT9jbz5N17X1y/tv7izV2/lez/tfbQrpp9yyp2rOYerMSP6cxrMP2rcvRFIZEjIGCeFkhQWKyCOTKAKAEbBQIyhqWCq0Txfzyg/XaXfuVBzK0yxs2y2FsVNETNqBAwSvlx1TJGiYBRLo6vlsVXyxksFGbrIEQHPcn0cnB6rRZGdLRaDYRgMEcHiUwxOnsKhseZiOR68zSLsYAnjUUUMKKBOTiNhUFsHSwwxrExWGihcQhQqwEcLYyo6IgK5mGAgwIOBrG0EFMDWCgQGWL5ejpHB7G0T8n6P5RFMMBGAVMDWBjExmlCS5zEmcQzxyLGOBbBEBjj5OY0zDZdZ8slXTn1jXM06iSlOsHZPEemYcjVNEwfTxhTDNYMvSmN0CfhWoaVTDVok0h1nJ1IaTBnOA2pj+3T6o25Niyj1TZbyYtptS1ssz/n0C4gZbMd2BxclOXC57VbnyeleRpeFiHN0QgTSXm2FZ3TYF6MSTNJyQyLrADjJJH8eLss3SrPtMgz7PIsizTdpkw3ipPtymyDJKORmGeVTTOJsrrMSx7jBZ2mAlIQ30rObrcsMEiSulyLOq3PIY+W8XRCu4eyD1Bmd9jcE7Z1UtaOiLF7CusYIzsnrb2UpStq66JsHRFTW8TSEbJ3PaFvyNAT0XWE0dawtjNMeChLMCh0nVCYpzV25vYPrnS3PGeXpcnqGA3OWVJhQqn0/Qcm1nlTZ/6jBkjQD+t8dGUPTT4AtEMA80Oor4DwvaUP5AragOgxQN0AHQSYB2BegAUBOgTUfqAJAqU/RuPP1A8xMC/QeQA+DOmmYP1Ukn58Pj76ssb7vqJnm7bnG3XnWav/V1XzKzuOz1219bODV76/yTx+rfr45bISnqrXE/w/SPK0fPj/RJj/b+NvAdenk/ep8JMesMgTJ+tfnptO76jQ0lGidN1g6Q79VrJi3cHl64/clhsdU5Q1SJkGw+ZA2DFC2cYo43AY8/sFrZZiHf+ytPiSoPqeil9NMCUODGvvM3jGZX1TRfX+c4a+bfKOFwWdGbxuiNcLxJ4YdDTVFoo1jwJiBKDDQDsCtKMAGwNyPyT3Q0oP0PohhRcovZBhDFingCMM7CFgmwKW0RiD/w2HnzMa1QUmrhrsh1h/fMe8uLvmxs/8U6XoqVM17371YMY3D6bvuZ97sKzgSOXcb25lbziTteHnWceZS7dci9t5M/F4Zf4Z5ryfeUt2Fqbtrck9zJ5+VrLgGHvW/sqMQ8yMfZVJe0rTD5Yv3PBbzubLOftLZm/4PXXNecaaiwnbH+asuR7/0fWkz+8mrrkat/Z69isn4M/u0N86E/PGGcYHV+M/usd46Qpj0c+MhZehFeXQiira/CKwqAQ8VwatqKKtqICXlYKXq+EXy+nv1OYtK4pZ8AAsLKWtrJq/kbPhsqla6x/A/QF0dMg0NmnyTZkGIlYvZfCGC22dpc1uQW/LTXPZbsnHn7FSt9XQdlXTdtXR9vFi9tXSvimnHarNOMTO23Sfsfk+4zAr+wck6ygz+SQ7/bvKpF0Pk0/w5m67y1j/MPbN3xNevvbOeUyE9ozoe0caRihlz9gBUfNb4o458oEc6VAizxMvdCcI3AxBEK7zQMV9oNALakYAfwwopmB5BLBGQN0IhIwD9jiomwCsUVAzBDGHIMkUEE8B0SSQT0LaMbp+PIcMvmwKrNK653Ba45FuOtIHc/sBbwDm9WZKByFWP5CPA54fFLaAGy5Q3Q9jYbo5nE6OvKb1fyEbfJPT/o66f6/d/6PNf78zgvRF1ENRZmfwd33XVr511j0U3LUCdh8QDAPVJNCPvOkcqQ5GbP83e+/53OTZ7u2e9y1Z9riNseFxgUVn6IReMiHtIWHoEAjsQOihmTJ0MDUQIHSDe7eEmiVbsqzeey+WJbn33m3JveCyPyTPWuvds76+a+3Z777+g+v+csx53efv+A1M2DxDlm6Psr75PZdzL/0POmOnjraYl7GMkbGdJU8t6houdU8Wusec7jGHZ1zb7JFUdpobhlzuMXvXmMLVILZVs3Sus5R0vydHfR8e/frdH8dIpKXRzzc9uxP/59n0qC10LsHS2O3qGCn1TJoq3Upnq9TVpCxrc3WPqZzW5Jf735+de2d34JUdwXf2Rny8uYyWdjhL9oQiu4xnfkeirxcIdyrVR5X6nWJjmFCHSvSoSANcJfD0aJ4eZWnQdCYuluCVyfJOyfFOzcZlMn0zcn3SWSjP5MUxoBw9cA0oW4/yLCjPhHKNKEuPsk1eLD3K0qJsLYZn9uKZMTwThmfG8gwox4iI7F6Gwqk211Sd2rvcEVFVtFIqC+KLgKcAlgYYWmAZgG3EMDQgtGFYGmCpEJ56mkS3WmnZJDevkBjnstRYhgqYGmCoMGQ+Ds/yyuSgDDXC+muX2Ah/LQ9z9cA1YJhayJJ7Efh+mXwcUYDD53llMHDZAn8G319vmV3gXOR0LnY4ZttsM9WqgHxzqCs/wqz1M2pxJnNAccns4pKZ9vwwmyXYbPAuL5xdlD/DoECLzEEVBWFl+dMqHLOqSpZYlMF1jgX5khAT36+lfKNJu1WpO1rq3OHUfdlYsbfMvt4gDjNJpztU85R5vnphiFU23aaYqReEmMVhJtEsvSDczPctlk+zCwNL9aEVxhl6np9Z5F9qmG4RB+j5PlZpgEMeWKSeWqgKzRdNtYuCnJLASv0CTZ6vKg9XoAoX5k2nsC6aGloK3GOuzonC1nFX44S9YdJcP2JpGLE0DGsqPerqfn39kKVx1Nw0qqsdslQNWGvHlFVDsqpeZe2wvGLAVDdhqh3X143b3JM2T4nYddpcOaOta11T6UqXOEiYg9jtoU59uEL1rSD/0wtV4WyiC9KLvTjty5TujYrmhcqGMHknIu4GZSdW1+WrbANhNWhbQdsJajdoe0HbC7oB0A6Cpg8x9AUYeqbqOv7N3OpvbABtB+j6wTSAGPp9jQMR+sElhsGvjANb9Z7dBvdxc2+kpvnbp2kzfjy29fzvUR8Zvyew774nptCEJTWt//rvOj4xMT4+MT7+X+B1/P9cuE5OjP/nNvqJv4OtE6Njk+XNHo6pjiAu/UjXnvsjbfnO099eeh6tr9Z8nrQPTLiaPxe2j5rdPeKm0uwyA9nuStcbCGahsKIo02qK1xp51a2q7gFG9dD7/K5Idd0PvOqFzPJAXh1G2oGoPGDs8zIMTDF2hxW4sXoPqPtA4Qa5BzRDoB0E7SCYPiOGYVB1g8EDmh7UPAKWASgYhYIRsA+BbQBxDAUUDhypHpT3Tpo7R55LZddzYv+QsC7zWQ8U784TfjqZMvtMRuA10qxL6bOjshdfygi7TZz76/Owfff/8ZC+/gZp9qW0KbeJ0x9S598gRNzPnfOYv/i9etNr2eobWeHn0gOu00KuUH0vkX0ecufcyp5+mTT1RlZoJDHg13jkIi3wel74KQruJNk/Mnfmcar/ITx6iIAeIaEnSF5HCMhPFOSbTFiCh6UkdB0Vs46KrCDAMjysIiOrycgaCvIFCVlNhvV4dCsj5Du6/yoCsoaEbqRjluFhbhJ8RVt5iLv/KO+Xw3lnnimotpYhV/uorX1EVF2RW6tPKM84Ldu/N2fGCa7fr9lwggEXONhzOchJElyiYJ7ypj1kBt8g+92mB93I8nnCmfYgO/AO2f8W0fdaJu4awed21rRzaf6HUrH/jEa+TV54jHvljiSWWGmSNbVbW4a0DSPy1s+MprE3laM7JLXr5G3LtAO43A5Ir4HkGkhpB1IvKhxDxJ8RVh/gWxGGB/J6gDMC2UPA6AN6J/D6ENUEiEZAPIpoxhHjZx/TwBr74FZzz3phg39OBcJqBHYrymsDQbsXr9WP1QjsDkQxBLQmSK2EtEqsuA+jGgB+K1CqkLRqNK0SyWkKN7lvVQwT6sbzOibpdUP31XUbGQUzaSVYYjEQyoHWCLwekA2jGveW8j7S4KTj86SypemTmclQJCSmXX2V+vIZPv71h19jX68WJM9RJYd/fLnRXFVU2TdR0jnm6hxzdo3aO0fNLaPO1s+FneOOzjGJvZylLKAJdXECwfHURz/H39n1+vGWj7Er37w9Rc+SV1Woy0vF1W2qyt5Sz2Rx30h2oTVOxSVojWxLCb/MSLbGU1k/p73/5s+Ly69vx93bgbt30If0ZrdccCYpdfGz9/4PX/q8iPH7mLSYLzmotm4U6FGOGvg64GmBpUYYKpShAIYcx1J55+n+Yi2w9QjbgLCNkGeAPD2w/9ry1QBTBQIThq1FmGokW43yLTiRDcfSIkILVpGPk5mwEhNOaMAwNcAyoUKLr6FgmsMRVmpfWGhcpRaHSaQoVw4MGbA1wNYAQ4ZytFPktqUC/VK5ZbPcuoer3Z4t/46j2SE17pMaV7JVGIYUSaGjaSw0gYYmZiMMFcpSY1kalK37O7HD1AHbjLJMaCYXpUvC2JowtjowW4Cjcbx4Mj+NPryifGWBda5WFm7Wz1DIvW3WiMrSZdUlS+qL5hcag53GkJqSRQ1VS8sLF5Y551q1gU7T1BJbiEOPK7NMLbdOL7OFVbvm1BUttkkCKw0LywyLbZLgWtu8yurf7M30yuZXVaUnqooPFVo3qgUhDv0cm2yGiIZRsPwKdfOdmrkVlmVlpkUG/rQy48pS/SK7LKzGOr/aPqu2YJ5JEmCVBRRqAm1SjFEIJhnoJIhOiuokiIaPWmUBlea5mrxAcTZGx8flZUEmdZWsSKzu6KYXOwQlZUWtn0vbJp1tkwUdk47OSZd7wtI+pK4ZZBR2xjub4sqbU8paGBV9kppRSfWouHxAWjWkrR7Or5soqJuw1o6b6ifMXRPqdhvfdc5etqyhdlGNNUKQDRpjSF3ZgmLNPKFod4I2/bDCFZLkhPel/tTW6emuLbzK3+w9+42dXyjqgxQNqK4T1bhB1AiKdlD3g2YENEOgGwPjMNbg2VI5dql69JSz/5i967Cr7QtdIyqvA20raN2Ivgdr6A8xfZ5rGFpl9nxjcf9o6d1vHz7l6NudKZy9hX3dAAAAIABJREFU+/S6I9ci35L+SGbd+0h4RWAai2rHxicmJ8fGJ8cn/muM/h88uf6VC/7XB/jb0jwwMl5Q1UXXV6YK7S/xwkO33izcfvSXF+npJf2M1klhR5+yuVvf1ON0DzKKC2iFeqpVxy5q4FW5OQ29tLq+6KKOW4aWE5KGf7LK5lMrfWgVkNcIUg9o+kHbD3I36LoRY/siu3tdQVeothF49YikFyRuUPWCYQDRD4K2HyyjYB4CUz9YBsA6ArbPYBsG+zBY+jDWAdQ2gDiGIor6Hrd91vWOSBtbcyvqeI3NzKb6q4KEw/gfT6TMvkqedT7F9w4pIipr9k1KeGRayMPsFUeehZx6M/MWYdFz3oa7tCVR1EU3MmZEkefeJc97QFv8LHf16Y9Tfv4TczHjHzezp91iBl2mel/LCrqaNSWS6HOZEhRJ8L1A8LvHnflAMO8KM/hq3syTlNBdyci+TDhAgINE5BAJ+ZmCfJuBLE5Gl5GQ9XRkIxU2kWEjEb4kwSYifEVBvspC11GQ1UTke3rI9tzQjSRkLQnWEJCNFGRFKmxmen2Th12eDvPTYGns3GgN09U+Vto9oWxrPcm/+CNv+XqG76ZsZD8XdzIbc4qInGRiTudiThGQKzl+f4gifmcF3cpE75Oxj+ned0joXSJ6Ixm9loK9koa9loG9ken9WzzmZJL30VTv/Zm435gLf8n65uv4bzfH/nyb90nf6LG3jxb2Tzg7P+c3jyYYGr9KNwak2iGpFOIrIakB0t2Q4Ua5nxFWP8oZBpobyJ1A7UZyhyFnGKhuYHpANAyqcRANg3AI5COgHPw3fe/ugsF95p5l7HosrRrY7cDpBE4z5NX7s1q9BW5E3AfMdiBWQloZltWO5jYAsRQhlEG0HVIrgecG/eg858DjprG7lq4jospVOUUBlFKvvFbIbgV6I8ponMptX6Dv/Tq/93bzgHB0TO5pojdZP+pJWfJnBvWDnIw9z16fY+h0WRoZp4DLzzlozIj49HsQMztSU6Z1uUeL2idL2seLOyccXZNFXaOlHcNFXRMlnskS92SFZ8LR0UfRpiZJDmfoH79R573WydLzmekGIrMw3+4Z0Xa25DVb/nS8PyU/sJ//4wXpvfRSRpzqHtH4W571V4HlIlt0Jf3V10m3Fyf9/jWbejo1a9Gj974XbvmcuYZcicLcfuibTl6l1O0VaedxdGieDrh6lK1DGWpg6RCuDhGYUZYGGCqEoQKW8u/nVpYGYRtQrvGv+RUVmryFeozUjGMqgalGRTZfth7lWTCSfJy2wE9p8pHrfTX2YLYaZRuwXAvOUTW3qmKlkDGflTlFL5oml3kLZSE8+UyheqlUv1mi/15i2C417WJrvqbJ12YI58Tx/N6y0I9sXBpnntJ6RGX8WaL6katYyzPMZKi9ueoZCtN3SuMevnEGQw0sPeQZgWUGbj7KMqNck7fcEapwBmkKA5VWH5kRp8/3M1r8K0rnlRTM1QpDXIZFNkOEVhVsM81wWiKKDFMLNSHFmlCXOqy6YGGxab5DO7PEMk8v8jfLvM1SbLE+0Kn2rSoIL9AGVhXMKdKFlplmV1gX2JQhVdZ5DXWnirvMzhZaReWvdSW76os2WxVTnapwLctXywt0qGaVW5Y61HNayzZV25ebhWEVxjWlpg3ltlVVtsVOTYSQgco4OKsqyCjz1QoxSgFoZBipCDXovaxmrMPqU+kMK7XOkOd5SXNxfCbKYOLMjr2FlY9F1muConSyUa5t6TG0ui2tRfkdFc6eUUf/pKGjV1HVpGoefFnUcMxWcdnZ/apsJLlyLKNk+FPxAKNiiFMxICztNdSNmxom9XVjuoZRs3tC76nllj0wlqxvrltSpJ9aoJta5ZjuUoQJOXvpmrQPjtItgmb0gwOyWhG+GyWVTSeVfZld8V1u1T/FbWs0XbM1bb7yRpDVg7YNtL2gGwXjIJh7/fWdK7StX0prvhRXfS+pPmbtuF85dNLZsdbYHKxtR/RuMPVijP1TjH0LLP1r83u+sbq3Wtw/2QbPFk9GSirWHru9ePepY0+TH6eyo2IoT+LIYp29f2jkP+AxOfkfUr//OZPT/zvg+vfa1+S/Km4muwbH1GUtJHVxIt/2II3947m7Kw+cupXJolT1ZjcPJtvKPhjyCUXV6Y5aarE71lL/TF16mWn8KVX8fZpqM7t0PrsyOK/Si92A8DpA6AbFCOhGQT0E2n9FMuRdiLplir41wtQ+VdPmxa4DVg0o3aAeQkxDiKkHpG2g8YBlECyDYOkH6wDYBiF/GGxDiG0QNXkw5l7U2otYPIvs7k+9Yx/tvCPU52mufJGn55qUuZt2aW/6N3eZGy+mh15IDb6eEXaPNOMWcXoUffFN0sJLifNOvZx7/uOiaNnu1+Idtykrf4v9xy/PcId+x51+OeXI77iDv2OPvfW9lP6P69Sg6/SAK1n+VyhBN3NCbjGCbzOnXacHX6EGReVNjyT5X8gKPpCE2REHB/C4n0m4QyTMERL8TEZ3kWed5Bw9zjvzLWnmNjq6gwbbKchOCvoTHbuPhu6moruzvb4jwNck3La8masJXqvwsBYP64jIWjLyBQFZR0U3EWF1MiyIw5xiX3Z6+ou7xkq6J4StpfuEW9ewfReTYCvT+yTP9xgJThLhQi56IRtzleZ7jx0Wlet/h4q5nQkPSOgTulcUAb2WDLfS0PMJyMk45HwKcgWPuUTyOZ7quzvWZ3va3JP0bYeIO3dmbP5n/IZI9gNGhTO/qb+gdczWPJ5fP0y3NX+dpEASDJBeA0l1kNAACe2Q2gEUN2S0IUQPpHRBhgfog5A7DIwhoPZB7iAIR0D6GaRjIBgA2SCiHV5oHdxq79mgagokFwOhHFgdwOoCZguS2xjEc2OlQ5DTBWn1kFYNGbVIdisQKpGMUiSxHD5UIMQ2RN6POD8vzB/aIG2bRa8KYlRj+G0otwVSSgFfM0fRfqVhMK17jNwxKukfz5+YtPQMXiQ+WfN02VePlvz2ZnNU5g9/0E8wtQKetYBhtMgriviS20byTPYzzKe30zNz7lna3KVdk1Xdk5XuyWLPZKlnrLxnosg9WeaeyG/vllY5pDX2ZMntF+RZL7NmvmX9QFAfT+CtfkGf/TLv9Ad9wlHJ4R85KzdlT12NRxbFIbPe4L4hLT5AXnwcv+AX/OKDtKWns1bSZb/x845z835m5H4Xhw95nxR+417A8/e+r2KmJGbOeRMbRCCtlSoPSQ1fc7QBTDX8Zf3lGJC/BPocLTAUkC0Htga4BpSpBrYOFVgxfAuWb0U4ekRm9VHn+8rNOJ4Ow9JgGEqMxBrCkPlnS/2oQq9sEU6gCdTaQ6V6H5nJn6+bUtu80aZfQk4JE2T7W2QhJvV8o+Yng+6iWPUTU7aeJl+ZKVicIZqeyPd+nwsfeZAs9UoW4+IFyAc28kmylKHYypLslGkP6wy/qQx75MZ9bMUWvvKQ1LRXYFqWp/fimoFrRXhWLEOL8mw4lh5haoFrwEgsOLkFp7X5KjQYi3FqhWNJlW1ZsXqhRTaHSUVUCj+LIcimCSg1hherw/PFU4u0M0sNCyusS22qGVb5TKd6tlUaUqSfapQiRWZ/u9avxBZeXbyg2jG/QDHFLAtsLFtfVnm9oLFUW8awO7bUFX/ZVLhRxfIpEIUb8/ydyhlV1qU1Bavsylml5oXVjuX5illq/jS7eq5dMU/LDtCwpyh407WSefn6tSbtSokoVCr2FgsRsRBsVl+dxsdumlponaoRYy0qnIKHk/H9q6rWe9zb6l0r+TSMUPE9SXaDUUrOLaEzTWfzDEdEhenGzmpjZzfVYeSWOSUtngcF9SctrReKhq6VjlzP99y3dL62dycXdNEL3dKqz7raCV3dmL5uRNfw2do/aR5qlVYl6Eq31NYtKNYF2QQ+Vsk0pfamorwyUlgSxqjBZdRAYhVW/RnRfQaeG8g1SHKZT2xJBLUmgls3S968xOz+N1NXiL4LI+sAeQci7wZJM4jqQdICilZQNPro2r6ydl90uaPy2w/wXbPpNpTpxHJKgzhV/8arXy6sXcMv/FJY8g2naCuv4jed+6Gm5etLf07/54kDt2MeJzEfxVLvvSdmi0xdnsHJ/zAkTvz7a/D/0XCd+HcH/+TExORkW++I3NVAUBYmcE2P41lbjkV9e+bOK5E6rbjmod5xR1f8m8C2l2vdxrR/TbQufc2b8Ybn/4aD/slCYxUItQgRdoFqCHQDYOgH4yCYP4O2HxTdoOgF5TAoRkExBKrOAE1LqKYDVfeCYhCEnaDoBLUb9H1gGABxM0iaQO8BywCY+sHcC9Y+sPaBuR/MvWDuQSx9GEsvxtaHWD3LC/vwPcMHCM8jc+OVHd3U+oatpLRvKA8P0/ZeJi69kDblEin8Yd7SW6TpN/EzLqSEXifPeZyzee+dWSdfr3ol2vdU8O1VyqLz6TPPxAbdTAu9kRR8L2P6PeK0W5mB1/GBVwje17MCLpN9rmb5ncd73cye+og/72QK7lg85iLR/zze50Qa9jgRd4Y57WRO2P4M3CESeoQEewmYc9zTMk9tVqNqD23pIabvydwpx2l+vxAxRyjI0SzkFzIcJKP7idgj7Olfkb2XZMAXBGQDATYQ4AsirCHAKjyyJhNWpCDr05ddk76jltgtHcOmtsHkCtYO0ZKNTMwWlu9JfuAFJvY0HS7koo9EwY/5U2/l+N7I8nrGn/p7rn8UCb1PxtyjYO8QsDdT0Zvp6MUU5EKa18VMXCTe61Q65kA8si8J+xNh9UPl4XOUJbs/4PanR2xLWbU79ig/3+6qG7VVfbbWDshrBo/kOtBoBSRXQFIdktgMsU2Q2ACZHUDwQIoHEnuANIzmjQOzH0idgPcA0QNUN9DckO0GRhfkdqLcrhlKzwJRQxizHEsuR3KaMaxOhNAAtGY0p8mf1QW5XZDRBPHNaGonZHYDsx+o3SihA4lrhg+tkDkAvFGMcTxQ34cyG70JzUh8MaSXQkohEGrmKN3vusf04xO2jl5bW6+rd8zWPaZr7H7CTPz62cr1fwSs/d1r/QvsusdLaWY9VWlMyiVQsv+g4X+w584XffBifPDFU3bJnRK9q0xoLhWYyyTWcqW9lqopek1i/PHsRhz+Vgrv5DPK11Epc6PiAm+9Rx6lYKKSkXc0JCkXyeCueiP6eSPVZzEFlhBgVRJmzgPsnIe4RS99Fj7DTr8N0+7C8iTM+kx4xP+Owt/z4qP/xXteV+/43XkSePYW7swtzNUHuN//DPuYPDWTtFwuj9QZT4r1sxlyYGmAa0RYalRgAKkZZauAoQCmCljqv8ZW4BqBbwW2EdhGhKtHFTZvpQUnN+LYKgxNgtLlKF3im0jyTqJ5JzK8EhmYT3yMUO+jdwTKdD5yXVhV/VqZYB6XPkvK8bKop1j1C7TygxrlY5Z4W3wuJoaHfOCjH3hoqiLwPQfSZDi6LoKhC6HKMDQZjiILTOaiCXm41LwZDPE/OdqtBOniD2w0nh30SbiCr92qtn4r1E9jadA8A8rSobx8VOhE88woU4tK7b5yO05lxWnNPlZLaEPl2qqCRbXWFRbxIn6Ov8UY5iqYUeqY3Vy+st65osy0IF8eVqCYVWpaZJaFOzQLa51fVeVvKDYtUvFxSoGXQRZoVAY7jOF1jvlFuhCHcmpj5TZLZaqru91YlllVtafcsapAPdsoCLNJprkU4RXGedW2pZW2ZUbRVLM0tNQy3yQO1vF9zfJgk2J+oWlnseZgofinQu72MtHOMvVeh2qfS7vPql2nUgapNBiVCrWafQ0ajFyI5pv9CqxTDAr/mqJFZQUzy4wRLkU4i4ah5U7hGNfzrFvEhgVskS9dGMG1H8wrjKcVkNK1VzgFGdIG93NXx+n89otl/ffKR16UjcZXjBHLR1nVn4W1Y5KaUWXNmLZuXN8wYW2ddPRM5vf0y+qyFYVbLcaQApWfjuufkv4dUSn6w9Qwl1aExpUgL8ux1E5U0IZq3ai8E5Nbj5KqseQGNKPCj1A6l1axlt140NT/U0HPd/nub529y/RtYdpWL2UTquwAVTdo3CBpDlY1b9e3neDZT+Wa1+FV06imwGxHRE7BHIZ1DlmzhG5en23dzrSeV1S+KhtIdngi3xMX/3Bk1/mnUQmMB4msO+8pBJa6qcM9+e+KhIn/f3KdnPz363+enKztGhTYakhyZ1yu9tp74poDkV9eeHRb6DwmKv+Rkb+MoA9NVAfEKdAPQky0wptSChlmlFGK8joRgRsR9YJ0AFSDoBkGdR+oPaD2gLQDhE0g7QRlH2j7EU0PImkN1HsC5O2IqAm0HtAOgr4fdL1g6AG9G9X2ICo3YnCDuQ9MQ4hxGCyDkD8AtgEw9oKxFywDkD+MOD8jhZ/B1vdvzv4XLe6zNBK7pMHVPmF0D58USDcT3hwk7b+QvvJa5qwneevvZi2OTA+5jp9+ISniXu7Sp5x1V5LWXEvddIW0Moq74Vbe+ij2uhMfA06+xtxODfo9a/rNNNztTOz1DMwtit8Nqv9lsvdNuv9Vqt9lSsAl8pSTKd53cmfcyQ29SvG/Rg++yQo7nxV6MXfxz+nB+zKQQ1Tkx3TcH8Y3zonPCSXEX1jzz3Jm3ZOsv8tfdpLo+ysBOU6FYxQ4jEfOZAcfzw3ZlAJr8LCOjG4gwppMWEOA9UT4Ih1dnoYsTEW30XfFOtmJRoXFM2LrH32c/3InJ3gnEz3E9ztBw1zIgus89Dbf5wk/PCo78C7d52FO8H1awD2qTxTR+y4JdyUVuZ6GiSLgbqShtzPQP5jB1zJ9jsVgjiZgTqahF8heD3iLbrPDT6bBiRTkcAp2/Ru/Q+mRhrpGe32frW7Q1jpubZv8YKyfl6yCZCekVkBKPaS1QFojktQMKb2Q0APJHkhpg8w2yGiF9FaE4kYI7WhmC5LYgGS2IvRulNaOUBqwrBYkoxiJdaCxJRBfjqbVwfsCINbh6C3ehDpIr4SUaohrQYj9QOpBuKNA8qApbvjQBK9rILUDYQyjgnEvXhe8s8AVNTxzAb4NuD2ocuzX6jHN5wlT96i2rM/SOFzcP8HLL39KIp/DP9oSvWnDi5AFd9EFN312/LmL53BSZMqE9Nvx9+d9uO6Ff+Gb8Qib8bvvq0ezCKlbP8bt/kBMJvJVNKEqT6y7++z5jRvnr/yygJx+kCbc+C4H85yAvCbhXhFxz4m4R6mY9xTfV+nYGOp8uv7oPtqM5ZnwRSpm0UuvBY98Fj/BLfwDO+93zPynmC9icZvI3v8ke78W7qCyf/zjLSbyFnr1ts+VKOzFKDh/C736wOv+c5+4jJB04nKT+YLBslOqWinSzBGapnCMCFsLIgPCUwNbgTBVwNIgDBXC1v5lb0BZGmAb0DwdyjN5SQxeCqO3SIVjiFGGHJtnwDI0KEvlxdF58a2+LL0X24jjmjCSfC+RwUui87YVRehUi8SsGXIOTqf0tVoXGrVHFYoLDNGKZDYaz0c+8CCag8lUhcTy0E9yf5ZmGk8dwpUGsQWBDL7fJzaK52OSeejbHOQjFxPNR6IF8J4PH/lIEteXIVuvNO/i6uaw9FhZUaCoACdx+GWrUIYak6dH+SaEp0GVRlxJyey6siVFlvD64tUFmiVFlrW1JZuKrIuKrQvL85eWmhc51LPUbO9C1awizWyXZlaFbVV77a6m8p0llnXlBWuknDBSCo6e6csi4nhkf4syorXqS63uF00FJ78+z2w/Vu78yiibbuBPMfKnmCR+zYVLy/Wzy43zSvTzlBw/u3q6URJoFge4lFONksACyyqn/bdS/W1X7g5rwvxKyopy+lo7aVUBfZOF8YNDu9dsXq7RYUwWRKkCtQZVqBCDBac34oryw1tKl1YbZ7nL1mnz/GkZwOKgelu4yRyulPsrVF4yqz9Du4ahv8WyH6IYVjPz47Stw2ll7vuOpgfFPTE1k59qJnNrJzm14/y6EXH9sKRmRFM/bmycMDdMmpvHrR2TNs+Ysl4psv5qK1ho1ocx+Afe51FOUJWbKBafJ3y4LkFjnJisYjTDgsmwoAkqiJagCSZsRgGSoIFoOfZPVXh60WJW3Zqcxg2cqp9U1Y9K3U8q3GcKu7fnd+9w9K/XtizUtexzjPxZMsRsGWI0jp1RNS8WVc5luZbmOr4RVx4ucF8q7X9XNcBoGhK0j+i7Jmzu4ZdZ3CXbT28+ce9WbPbTFPbtt4SYLF5Fc8f4f/D1P9Hlv/38T8H1f6m/nZiYmJwcH5+crOwYYFlqMySumBzV5SdpC3ZG4o49nkcwh1OK/OL12Gg58l6CSVBiM0xoThVW0I3V9qGGQVQ7DBIPCLuA1wViN8g9oOgBuRtkPSB1A78BBA0gdgO3G3jdiKDFT1kfoG5ERS3AaUJVnaDuBJUbDL2gc4OyCzTdiKoHDP1gHADdIKIbAtMgWPvB1AP6HjANQv4ouCagcBJcY+AcnWYbuNvYl1BQZGzrc3SPWnombusMW6kvfqX/eiVn1RVCaBRxzqX4KXdpc69kzLhBmv1MtPIufeWpt0u33f7HhYxVN5kb7nA338xdezox9OATuBjjdTfTLyrT7yE58Bbe6y7V9wbZ5yrF7yLR5xot+GQy5hze7y575k1G+BVqwCWS9+2cqeczcRepIVdzl/6UNGVPOrqfhv6YiTstiMxsstw33bskX31HseaxZNNzxca7/AVn6D7Hs9DDROQkxe8iM+IgEbMtE74nwpoMWJEBa/GwFg+r0mFFMqxKhWWZ8GX6ckqlqmR4Ut7cTq7XnND+tIfn+wsTezwXd5qGuZSNvcrA3GD6PMwLf5gT8jRn6j38PyLjsZdT/G5mBkaRA69l4O6Q/R9m+d8jed1KRR8RfG+k+Rx8g1wkB5xKRi4T/W/lhB3LQH5JgcNpuL1x3ts+rHohoBa0jptqBpyNo/mN44Utk7q6kXOsYq8PGohzQXw5pDdCSgNE10GMG2J7IaEDEuohtR4y2xGSG8nxYHl9SGoNNr0ZobjRvH6E0o6k1yKkRiA2oIRmNLEGzWhEaa0oqTKA2jAtq9GPVIemVyKp1Uh8C6R1ArEToXQh+E4ksRUldaHUViSzFhLrEEYffCyDSDlcL0A/dEFiHzB7ser+m82fLb1jqqoBiqqWXeK2D01qutyPxIzNMTtWvQjd9OfcPQl7z5MeZ+il1vqGFwnPXrzcERs169EZv1c3fN5fw0XfDH5z/R/xT2bFph5My8tmqewUpTmORrsWuTPu7m5O0jGd7DciLzyFD3SVD1GMI4iCHsf53n/r9zTG5/ILzP0kX5Z65y3h2hWZsAqPWRaDW/oWs/gdZul77OI32IUvfL+I9dtEx/1A8sOrTjFYe+nZm7nMbxm5X5KzV6VnzktOmZOYNiMufVY6eTmbvVsnPWpVH9SItunk+7SmPSylD08PPA2wpMBWImwNSpcDW4uyNchfIyxTjXKMKNeEsvUg1GG4ciyDj3DUvgyVF8fsxdIDz4iTmmeL9AvExgU8fTjb6M/L985WIRw1IjPiTNaZOvkUKReVy9B8x9ICy2WReC8h1z8tD0liQ1weEstBybqQVCGOLPEVGWYQsvyj47zexGNeRmNiU33x9CmZeWgqB8GLcSl8bCIfjeGhMXwkmgsfOLhPkqVi81aJbanUGSLM9+MYvZlqVOkI1heGmgtD7YUznK7plcULS+2zmiqX1VWury3/qrZoS13Rj9WOdQbJDCVnilkcZhCEmEVBJeoZNtHUGsvihqJNjdVHnK5IvfVccdm5uvLTxaYfpezpQmaQmB3B5y+3Oc/qijPya1JdRXs1kjCbPLxQN88ln1minFnvXFZjn+9ShNllEU7NHJs01CwJVrBRqzqw0DS9xLSg0r7WYdpUajxSIz1VRt1Yil/UkL3a+DbQlTRDFxdiIK22i/cW2L5Vav0kchDKgatExCawFPrWVy2ussy1CqYUqqaVqMOlNK88OgikWIM9RG0MsNkj+EIMjYNwtWtI6kNk43cUzbfKcnZ+Rz+xqPmWvvS2se69ozM5vzO7bIRTPSKrG1LUjUqqx5R1E9r6CV39hKlxwtoyUeAeM7QU8+xR1tJ1ZtNGlu5TpLRwEbsiEF+OvCnGsT2o0I2hNSKZpSi1CqVUo9m1OGkXquzCKLpQTj0wqiG3BTJqIakkkFKyJLvokLg5UtlyJ78zsXqY2Pz5WUXPu7J+ZuOYqH1A3zGQV+Z+kt8S5XBHWdsfOduiy7vIzf2xrvo4W32sqznaVR9b3PrW0bYnmRew9dSGn69de0/8I5V+6y3hbQa7oLxh9F9S/4l/H2L/n+d/O3P/R+D6V7356F9B1r+6bsYmJqtbe1mm6nRx0Qe6+tSD+Bk7Iv1uJvnklAPfjXJb0Uw7SnWinGqssB0r7UUUwyAfAlkPSLpB0Aa8FuB3gKAbRB6Q9oKsB6Q9IOkDoRsE7SDpBGEXcDtRblegyhNocCPyZpB3gqIbFH8/CCP6XlC5QdIO0i5E2QvaftD1g6oHUXlA4wadGwxuMHjANAT2MXCNgfMzOCcQ1/hs1/Clqj6JZ8TZM+bsHTP3f74gIh1hnDhPW3uNviAqe/EtyuzHrMU3qPMjM6bfZyx6K/3uLnXVVcKCa5SlDzibr9BWPBB9F8X/9te4f/z0BE6/gevJuAfkkNuZfncJfjfx3jdIPheJuDN4r3NEv3NEn/v86ZFkv4uUoIf8OZepfqdTMKfSkFt50y9lz93+AbM3E9lHRXfScGtTFx8Tvjiv+PkYP/AM1/8cK+Aya+olVsjpLJ/DBPRQJkSyph4l++xPh4N42ImHVanwBR7W4GF1BnyRChvxsImErMDDkqSA43kX6A3ax7q4o9JdW3j+e9jYMyyf8zTkSi4uMtv7DBm9xgx8wJ1+i+R3n+h/NQV3JcX7fGrA7ezpt4j+V9K9omght8l+t0i+55Mw1zO9LyRgD32A81Tf40noBWLEjhi/718z/ehoAAAgAElEQVQGHE/aEMk89BP+x98Ilxn5BfnNny3Vg2xtGUtdwtZWiiyN77mFc1/z0TgbJJYDoRmheSCmAT62QnwnJLdDehcQPJDhhpROSOtCGb0QX4HG1cP7WiS9ExLq0cR6bHozQmhC0upQYjOW0orQWrD8zjBuyzxBCy6rFkmpQRIqIL4BSWpFMjrQzA5Ia0XxHSitC2V34/g96McqDLEd+VgDV8zwsh6J7oHofkh3I/yuS43D5p4JgqE2kmL54HQrBiZto5P0msornNiLuY/jDXR5U4Ord9TZO2ru8rCM/Ez67bj3375+vAj/YnrGE5+4KL/U57NiYrcwjFlFbo+juomr0r1PjMlJvshMOKASXWJIVtE1U3j6OWzpvAxGMFU498nb4JvPg57GBz5N9ollBPFUu2PV+78heK1Ig6/p2K9y0FVZyNc52E00dEOWz9oMzCYSZh0RucH6Vq2+JGV8I6Utl9NXKzmbNMLtCt5ehfBnufAXnTzSKDrLSlnATQ/npEwRkOcYlSe0+m8luqlcLcLTAUsJDAVCFQNbizJVKEsNTCXC1qI8M5pnQFhqEBlwDAnKUKJckxdLh7L1GI7WV2FZL9fvF6kPyU37pcZtMtMWqXmDwDiHqw3gq33N9mUu19c61QqpNMRom+uwHzTqfpIqvsviTc1gI8ls9EMuSlBN+ST3I/J9WOLQJAI2Js3nY6rvuwSf+LSQN9GBKSQcWzpFrJ9N5YeQeX54HjY5D41hIdEcNJqLpovniKxbJLb18vyvJObVpqL5VfVrW5u3N1RsqStZWWyeWWKaX1e0us61pqxgTV3VlrqirU7zZgnD3yCb49QudGoXmWUzbdKQMl24Ux1eqp5XrF1eVnQqRv18B/3hcd7dZ+o/iMbf2drzNvOuooKvVPodYtMNe/17h32/STzNKAupdC6qyF9YpJ1daVpYYV1UZJ5dpJttkc8uNi4oUoRZpSEaPs5lCqspXFJdsLTQsNChnWdXfNVkulTD3FyTtayBvrIgJrQ0da7hnZ/2g68ifnq+cFe+6UelZgpbDGwLyjWDxoGtbVrq0ocps1GbLKilYm2xcYEgx1su8xWovdTWoNLSRWyml0jqZ3SGsjQHRaUEVsEVun6vqoQuLat9I7Dcy9M/E9iecmwJNndm1RitcohbPcyq7GdWDPGqP8trxnUNk4bGCWvLuLl5XF5Tqyh9I9bu4erTWHXuHeIaXGoVPClHab2IbBhy3EBuAUYXZHcDuRXheEA+4GUdCTH3oPwGkHSh4i6E0wo5jUCqREh1WEKNP6VsHq1wh6hhM7N8c07xIUntOXX9Y30tq6aHVtv7Z1Hbi4KWO6qyU4KC09rq3bLyr7hl87NdEYyiMHrxrKzSKVklvtFCn11XF++OPP8y43kq+/Zb8oskpslV9/mvLZ6J8Yn/GqP/2/M5/+1w/dfa0t/tfBPjk5NjI+NjpU1ulrYyXWCPzhKduBU9dcf5gFesQHk3aIZBMQqyfkTqAXkPyDwgcYO4B8Q9IPQAvxv4ncBvB0EHCNwg8oDQA+IeELtB3AviXhB0g7AbJB6QelBxV5DOHWjowSj6QTYMqiEwDoDeDaY+MA+j6h4QdoCoExQ9oOgFYz+YekHWCZIuRNIFsk7E2AsGD1hHoWAc8gehYATJH8VYBxY7+v+vkl5826BtcIzXWp1RrjwvStpNvXiYsPMsZfMd5pdXmQsukCLOJISeiQ2+lPqPR8xNV/CLLhHnXKUvu8Vec4Gy4Bpj9QPBtz+/DTj0HLn4EXstwftKkncUKSiKNOUOIeAm0e8S3vsOK/w6fdoVStDVrMDzeJ/7nDl3ciPOZeJOJMF5EuYBb/Z5yvQDSX57MmAvDXaR0a2kr+5a356XbDrBwxxjYA5Q4AgVOUaGw5nwSwacpfpG5vgfJsChDDiYjm7LRL7IgKWZ6Io0WE+ATRRkEwlWpcEqPLqJHvA1afZu+vqtjDl7RMG72NjDud4XmJjrLPQqE/cbCXudHXGNHXE3L/Qq0fc2Peg+K/hSqvdlfMC17GmReL9jsci5zMAjKbifYzH7P2L2vIGdL2H7B9iRAD8l+mx/N2tPzNaPaqKk2ZlaSd5PPPQo74O8ss7c2K+r7mEYi1iWUqauiCw2v8xW/Rgr8Uk0oORKlN3tqxpGPzrhZSkkNEJqPSTUo2ndEO9BYnvR5F5IbYePVRBbC/Gt8LENYpowcY1IdDUa1wAxNWhqE5rRBJn1wOnw5TTP4LVgKDVISjXEFEJqPSS1ICkdkNoBia1IeheK70Sy3WhuPya+yTup2Su2BS7ZkVfN8LID3nmAOAzC0Q2WvlclQ7vpzjnMsp35Pakto+ahCadn3N4xau8ZLx6YLOqddHjGbb3jroHPtjoLlXbp7v2Nj37f8ODW6jtRX/7+bMu9h9/d+vPge/IrfN6H+A9XnkXueXdqG+XcJg3+gkRylsQNZSkjYlIjbj/yefTc58lL3OMXgfff+D+NDpAavhOZDzF01z8pH72UHj1FW/p9Gm4VHjZkY7YyMNvIsJfh/U06rEmDjQxkLzU8W3aMS5udkwjsJISdBEKSP58UIibMFOGXyXO246OXvr2NxNxH8M+w7NQAcfYSrWCHQb9Xop3D1/ixlT4MFZqtAqYGZekQvhllqVGWFv1LOsjSgiTfl6XC0uXA0gBH4yPQzFCbtvM1O9JZ8xKYU9L4IRn8MJJwgUi/XWs8ojbu05j3aM0HDNbDOv0veuMeo+2HwqLDBebTZuNpOn9uMg8S+MgbBrxlI6ly30wJjiLCUUUoU4pjS3C0PITB86Lm+LJ4QWL5NLVuCTMvmM0PYgl8WZIgPNsrk49L4qMfeJAimMbR71Vbz+ktR52OA2VFh8pcJysdJwt0Gx36Rfma+VbVvCLDigLdSqtuQ33JriLHlkL9up7mo60tN52uC3rDgQLtbqd6vUs7p610U611vcO8LdHwbHnuGyTjni/z1XTa03WZNxIldwoth03KlVrZYp1smYAeIWOEl+rX1Do2lJgWl5gWNThXF2lmlRnn5cun1xasLjXMtIj8rOIwmzjEqZ1aY59fqQ23q6YaJIEa7vJK44WKnNXFqWFFiRHlKTONr7DG136Gtz6G96gxJdwl2VGg2y6QReRZEJYZBEYoqppl0wRKs6HYNLO340ejLLzUvNRhmqWUBeg1oUp1oETpX16+yqoOkQm/NlbLze5KYeE1Wf5uVVGyuabZWDMiKR3ilQ1mFvUmVAx9qhxmlA/nVY0wygZopf2ssiFO1Yio7rOqfkxSOZBd3MWtqaaaGbrqClOz57Gpxf9dAdxxIIndiHACcnohsxVSGwDfArQuoHUAoxMVumfYhkMt/SBsQthNQKkDZjuIekHiAUk/8NzA74DcBqDUQlYdkCtRSmkoqfC73Mof+TVLOcWLGM7ZlMIgWgUmuxJhVCHZVUCrBnoNZNUCtQ6YTQjfHZBV5XP8+bxtF8/9nvEqlXP/HflRfLbRWTPxN2TG/6tyuv/vTa4TE5MTE2N/GZcnxicnJ0YnJotqu2nq0nSB8z1RvPfKs6Dtl3yjhVhJN/C6QeoBuRsUHpD3grwPpH0g7gGR52+jOr8b4btB6AaRG0Q9IOoFcQ+IekDoBlEPiHtB5AaRG8QekLkDdf3+pl5Qu0E5DOpx0A6Dpgf0fYhpBFR9qMyN8FpRfgcIuxHFAGLsB303KN2I1A38DlB6wDIA1n4wj4BxGMkfBPsgYuyZYu39onDge1fP2WI3wz38zMA6SjxyiXPyy7hT/8Q/PJDxUyR5+ZmUqecJs39LCr2SEhaVtew+Y8Ml8oIrtMW3c7+8zVp/nrTwIm3VdebGHU8xx15jrsbjLsVi7hCDHuVEPM2d+Yge9pg54zFr9p2ciEi83xWS//kMr6tZgQ84M65mBV2hBpzJxJ5MQ2/lzjhPCt0ZjdmeiuygwJZMOMzZECndeIqNO86Co3T4lY4cJsGvJDhJg99o3pHZsw8mo4cz4DgJ+YWAbsPD2lRYkYKsz4SvKegmMrqGAOvIsJWN3cPHfU1GviRjv2d472bhfmXhTmSjVznYayw0Mgt3NWfKHfacS5Swq9SQSHLANVrItUz/3xJ9rpBCj8QFbX8/93DClvOZB86k7z+RuucM4dB50v7jadt2JWzel/bdRdqpN6I0eV2tY6CXUMI6SfnlIeeVtrVN4KqlyApIEgtZZsrWumhyxzsi+3wifdVrOi5GjDIrUV7HLFWfX4wRnpogrhriquF1DfqhFYl2Q3QvxHggvhOJbUSInSh9AEnohA8tEFOHxjYhbxogrh2SWlG6B831AK8nUNjjT61FSDUoqQ5JLcWQmpGkJjS9C0nrgncNkNAOKZ1ophsSW9HYZuTPMiS6AR5Uok9q0ect8M4N6aOQNY7J7g0k16J5jVjtwKb8wfiWz6aRyXzPZ2vboKqtX9bab/UMObpH7e4BlsOQwY/9RLtJ4ceqSrWyIrusssLaWCcpKOLbLRns17+/mnP/IS7+9Xrex6O8axvVf/5ilDzCU+aSskOjk8L/jJ2aQpiVkByYlBpMy1rN5J+KkVw7QDy9+vW+5c/3/PDx6I6Puzc8WLLj/cpfCPNP5IYdJvp8FwdfpsBGPPIVEbnOWSmWHVRSZ0gzvWQkDD8VFSR5C5Ow7FiUEYdlJM5+d8cn82XAp3f+tOgpnKRgZiKWkxGkFW5Ti3drFNv1+l0K3bcS41KOZgpLg2Ub0DwDylD/ZURC8vQYgcWPJkVpYkSgnaWz7jaYf1Nqz6VwZkUz4UMeROeh0WyI40EyP5Ah+4ql+J6l+ZoqXsyQzuHJlnJEKzjCL7X6fQLh90z+olQW7i0T3ubBqxx4y0USFF5JMi+aJoSlCqRxMQw+SuegTD7KEeN4EpxAHKzXLePnBSsl09WKeUrFfLF0Tjbbjy2eSsrDprERoiCCIV1C487kyTfJtN/L5d9YDHss6gP56v2Flh/08oWFlq8aSnexs+YpRF9Wlh+sKr/Isty9zIr6Z/LJw5wbt+V/kC2P8/OPVVcebm48W+L4qbjs/nNLnE/2MyT3LZJ5H+IvLkqNfCqOosh+k6qOZfOPxvLPxkjOMcwXLa5LdaUnyiybS8zLqguWFelmVRjn1VgXmQV+MlqgRbNbrN6vNf7osn5fXfCDXbtQLw+3qbcVa29Us7eXkxY3Zq+qyFikf+1jivZVv8Zo3yGGBFwxY4md+a1ZsYdnns2yoHwdqjZ6m43++bopBfqwAl2oSxtRW7BCyPCS8byl3Kl4Ksgc/g7nHJdiikUwnS35zdxara93iG0nhOr1StMfrrq6/KYxU+1nQdlAemHnp/JBatkYrXyUVT3CqBjOqhgllw+TSvsp5cOZpb1vXU0ppbVki8HW5BGWtZyRlnu/tEKUE2LaIG8UmAOQ2QKpjYBvBVon5LiB1g3kZgzfjeW2YGg1QKiCuBKgtmCVwyDqBl4r8NyIvB/RDiDiDuC1ALcVBJ3AbAJqM9Aa/fkN/rx6yG0FdjfkdQCrA9hu4PWCqA+V9qOyYUTcj4gGEMV4EKfJ99zr6VvPHn+c+DSDfTua/DiepisoH/s8Mfl30/rkf87n/Dec/364jk9OjP/Lazg+PDHpauyhqsuSBM63FNneyKcBOy97RytQsQf4buB2gKAN5N0g7wNxL0g8IO4BgQeEHhC5QdQNIg+IekHYA0LP33AVeYDfDQI3iD0g7gNhL8h7Ebk7UNPno+4BVR+oBkE1AJp+0HhA3oloehH1ACh7QOUGWScq6wZ+OyLvBXknyNpA5UFUfaDoRXWDoO8Dcx8YBxHdABg9SH4f1tI3t3B0UVH/Epd7U74nvu0zo6XubO7dY/hVm/5cckaYfBh/c++rZXsf+h98Fn70ZeiZD/MiE9dFpi26RJx1JjXsGnnJddKSE4kzruVsOBI/Y9dT9Hy8z7UkXFSm/wvuoj/5K6KyZjzMnhWVNfNqxj8upgVfIQZeJfmfT8edTECukP2vZwWeTffa/w4Ox6Bn0nx+jUMPJWO3JiCbE2AbGXMwx+9Crv+5HNyxbDhBR87SseeouLM5uMt5PrdZ048k++5MhnMc/3N52AN4OEBE9pBgFwXdQcN8Q0DW4WFjFnyTDYf4uEM56PZM2JON3Uvz+pWJOU6HUzQ4m42ez0LPk7BnKH5H07BnCQG/pftdo4VeJYcci8ftivbaHxe8792mtwqirKnW2tGhaGyI1lMfKV+nFrJEjTXcikpZY42uud3ZM+ocHklzfdqXuGFHwje3uR/zamqZpWU8Z63C0aZ2tKiLO5TFXVxb0/Vs07o0lT/RAsxyyG6ElGok1gXxhRBfDfHNEN0Gr+rhYxck9kPCIKQPIYReJKkZ+VCHxDVBUiskNcPHZvRdO5o6gOD70NxBNLcXiG3+LLc3rxthtWKotQihHEmrQNObkIQGNLEZYpohtg0+tsCHRohpRBPdyPMqJLrRK6UbHhSjz5rhbQ987IG4AcgcBHpXsGV4f/V4TMekamTSOTBu6xjTNA/wa7vEjT1G94i4rJVlKUgXCmkKhby4XF/dWuQelTc0y2sqSnt6zI3FLMPbNNYPj//0/f0F+ip2Op28j51ySJt1LyftSmrK+ndvQx8883ka4xMdFxQfGxQX40fLXCpRX9ibcBR5shPufI/+sRN9dxD3YDvu4oaticcTVPczNWf+FGyN4qy9L/zmLn/dI/aXYskRA3GJLsPHlhOiT8VI4nGUxzjqU5+EKOzHBz7JT2d9iApK+D0w8c+A6Pu4+Ec+CU9w7HRvPimYEhOR8WYOLXklh7qVz9ilku9WGf7JVk9j6lGWFmGqgK1H2XosS4OjihGG3Etu/J4t3c2SbmcqtsSyfD/kQTQb3rPhAxdi+PCRBwlinziBX4LYN+P/pu69gqM42/bPu3tGI5UCJRB+iUswUMbG5sM2YPOWMTgAa7ABG9sUOUcDS84IAcp5lEYahZGYpJnR5OmenDXKOYCEhEBCeULPjCJJ2gPw++1u1f9s/dXuU33Q1fUcdB/9+rru674fQyBH7ydQBYjwQJ4iQIDPzpUEposRqhiNKYJEKZokRdLUpDQ9SjOQOZYp5rrFxpJ5mDZQoCALcVSuC8B0wWr9NKNhrlk7v9L2cbFxsVm7oNSyzGJcbNEtwSQhAqkvX0mRGwJESj+RNlBtm2cp/ayi6lsed4FZ/XND+ZHmisNNVUcf1e2ttGzBlb/KtGcSBNeXJ58O4j6AlOOQeTyg8Npn0rDj5qjw6qTbpbFJVXG5NUk7dTEkwQO0KAphXEHzLpOz//JPO7g07cj3BRe/zDs9O/XILNqxhXnHdygf3NXfxqrOPnm0t71h4/OWDc8e/VBr+cqi/kqj3xuKXVpNP7BH9Nct7ZUUw7XK8pNPbH88KT7Yod3VIfqmS/rv9sIVLYyPHucuKU6gGGNQUxLZTPNrZM1o5i4sF6yxmX6yFn9nKVmF2+aZ6hdUNs2rq5zTVj2/uXxmmTZIKabwixChBBFpUWUd5fHzpS+eLG22TFeKZitKohoGvCXPjKbazbhynkD7l+lJY23Xq8qOYXmbK/exm94ynNs2zGsfxp6/Fj1/y+14Q3/kTW0dul1P/G5qD69/rm57UjMwxHvUv55VBxdK4eYTyHIhknHgeYFhB5YDCgaAYwehB7guKOgHMQH8AbSwHxUOIOxOYD2Dom4Q9QG/Cwp7ocgBShdoukHZBXgvqB2AOwF3gcpB0rpCLN5giwfRDiP6t6AdQ7TDoPGA0gUqAjACpIMg6QclgWrd/vJO/4upszYe3n0zIzJPcTX14e10nrXyyeu3/5mqO/H/iPv8o+t/vuY6MTn5dnLizeTkxPjbycYXLp6lLUtVE89Rbjv1IPCn0/7pJlRNAOYEbBCwflANgtaLqEdBNQQqN6jcgLv/W5Kq3KDygNoDSuI9X1VuUHsRjQc0blASoHSDnggqGZluHQKlHYxjYBgHwzAY3WBxg4UAC4FahkFLgN6B2DyIlQD1IKp2gawbjATYhsFEICYvaJ2gd6FmF2IioHwEygif2hHfMk9wBTG11u1fZv+4wpXS/6byzZusRuuh3H0/J684zr0VibPOZ+6JYKxN5/9Kl+zMKPojtXAbTfwLTbIpS7YlD9uSI9ucJt7ENO1NKvqRJv6Bp9rElq7lYt8L9L8ysI05kvU5knXZom8LFD9yNT8z1RvosrXZ8nWpRaty8LV0xZp08epkwao81YZc5beZ+Gqabl2o8It7+Ork4vVp+rV864Fk1ffH2FOOcCmHCkknivxOcik3eNNCBfN+TiZtos8/Kl7+S2rAb7nkYyKfY4XoPha6vQDZwkQ2FZJ+4lO2C332CCl78pGDHORAIbK3AI4L0NNC8mkh6bzM/yzf9wSDsjUF+T4LDslCbsjnXuJP35yAfh835/e8n69hl1NKMgRt0oyydKopT/ikRdbZehmPOsy6za9tbuqdfGSffDw8WTM6mtEk2M1c/UdO4KaskE0F63cLT+wpPJpk5lW8GGnsnmzof1vrmJA3Eyf5lat49T7CFhA8RYp6AhQDy8pH5qocSEozJDyBxBcQ8RTi7ZAxBrRXQBuDLAJJfIHEdwC9F8nqIeXY0Qw7JA+i9GGgEwjPC4VONL8vWOwkq70o5qDwn6OF7ZDZjOZ0Iqnt5LQX5CwHEt+NJPZBfDeS2oemEeRUFxL13DepB8IeQUQvEuWGSAdQRyBnHLhDs4rHrnVPFvSMKFzjFe7JRsdk1cAr43NvRd/Laudkcbfb+LRfUtoiMlTLqprUTY9tXQ5hkzFFfJSr/Yuj2ZOUFRKdSD5+Cr190y/0PuXsFfKD8MXp6V9nZa7T4PuVit0swWqOYr5EOQ/D5zPzA7isEJF8aYHp5B/0E/Nubd6effqX9KOf3dn8WdgvJ7kX+eJbwqQ9nLT9dOrOjLjf6BlbTebLjbLttgS/4lRSJSPInIHqU0iyKLIiwU8YRebF+AlT5vKSpjKj/TjJftwEf1aMDyfOR56FqnJJskx/+j2Ufo9CDw+mR02TMb8ssxxRWj4VWEFkRSUWFCujCM0gsaKFOhCZUX3ZJoHm66QiNFmKUqVAlUKSDJJlkCwHqgJScEhXI6kqUobON0Prk2cgMXAyTx2gME3PFlIyZVNS5H5xQko0H1LllAzcnyr3S1X70fVTecWziuuXlVcvlUp9OYUUoSxIoZyFK2dqVDP0mpmVpV9U2L6oLP6yrnxVZfGn1SXLDfgcg2KmCgvR6+bKZAE67Qyz5cPiko+bmr7D8Q/TM0AiWlBs/KnE8LtBvbO8+HJT5QOW7v7vzJvzY89Sos+Q8++Tc28gSQcg7g9IO+LLu+Wff8NXEB6sypipyvBVJgGeiuJUEIQC7S+04BZScB1SDwHjL8j+i0w7CTF7kOzzZNFdf+7lH/CwW6bwNNtdTm0Yz3aVrrx0SXFhJ353Zu5ZoB1E03dT0g6u51wymy9X5q6uyFv6nL+kOX9GG++TTsGKnqJlXexPa6j/KokNMMWQjSloSbZvI39GVcG/LDnz6iRftWg31Ot/Li/dWtW4vu3p2uryuVqcLOKDHPfh46jc5MdSUHIkFKV1dolpnkESpGIHMgu+xErwugF38ZM0bfnKAvwgv8qmabWXtROmVkLwiMhpdhR2vhF2vBJ1vBQ8e5XWOnyniThda99k7pnBbzxQacc7XbUDr3Ib3EtTmuBSIxI9CPljIBiHfDfkuYHlAZYTGAOQNwg5g1DghEI3sJyQ1w/cQVRJUIxEAO4ATgdS9AIR9qFSAjAC9C5QO0BuB0kPSLoAGwBsAGQOEHRN0/dPsRKA2UHe9/65pAfEPSAdBMUAYIOAOQBzAUYEyrunnKPPXHtiz/XkCKb8OpV/O4VnrW55M/E+PzzxvyjA/hPrfxqu/+lAGn87Udfl5Jmbc/G6eLZ6y4nQgE1/+WeVk7RewJ2A2d9XQDUEaL2AE6D5u6Sq9YLKA5gLlMT/janv7pUEYE6QOQAjQOkCjTPQ7PmgZBRROUFFgH4YdMOgGQGdBzW7Ae8GfBBUBCjsiP6d/+xCDG5U4waFA0wjYB0GgwtUA4jGjpgIstGJ6OxI5ShS40XL3RSb26+SIFURUOZcVDsU2vXGNv62bmiEXlJ4quC33Sn7U7QCfc398pJfSk2/atS/Fut/Ldb+ZFL+VGrcpsE2s/M3FBVu1qk2W03bS6w7RJwVetGXpfgak3SVTf2dTf+DTbfOhH9VrPp3Q8mmYs0atfwLHf51iWlDdenmcut6LbZCLV9h0a0us6wzqFeZjKtl+HIBvlxf862ufJXa+KXBsENt3Vdo3s4wbLwv+/SKaO598eLbrE+OZH66I23DFWlUdrWQWpp5Ub3htCLkMIN8tIC0l4kcKCTt4/rsZvns56L72MhBJnqcixxiwFEmXFVM+YtHPloAZ7nkW5JZp3KCf3wA32eT9kinn5ct/j4m+OvYzy4rb8RWREQUn7km2rA7bc7G6KC1dz+hmiRlA0Oa7j7R43bT477a50PN3rdWjzO6JO8Yd9Uhhv/uXGRrLmzhBvw7O2ht+qZoq8jywl03MFFrf1M9OKF+RNxVNW1TPf1cP/B9mfdY01hU75tc4u1pS9+cKBNc1UJYI9xrgxg7pL+E5CGIdkEyAdRBSOpB0voRag8kPEPSeiG51yfLDbRBpMCFFLrIPEewwoHqvIGmET+slyx4BklVaGYbkvEUTehAop8jsT1okgMie9AMF5k2BDHdSHQ33GlD0+0QNwgRDrjvhJhhSB0B5ktEPL7EOP4xu/3zwicHLL0PO4dtzlflA68aB97W2982uibr3JOmPgezhJeruZ4hO5lvjmearzEky1PoATHUqXfDSTfD/M5f9U9KD0zL97sbT0pInk5Pm5adHYTL11SWnKxv3C3DZ+qMHyqkwTIhqpCRhEUUmXCtDruVx7woZ5zhR27j0U/yisJoMbsjD370YPOMW7xm4eUAACAASURBVOtn3v5lWcKZ7zNubzMJT9cVfdfMWmaODtJEoeo0irFgYYn4RzV7nSz9Q1GSvyxjmjBjOo9KltFJOJ2kpAOei8poCJ6NqHJJmgJfLNdPVRCo5U6R5c6zaffqSlcKrSCxoRIjIjCAxIYKTFCoA4mJbCz7TqL/LllIihNBghgSxZAsA6ocqHKgKoCKQyoO6WpypsE/y+ifqfdJw9EcJUVe8iG1kJSDz4jjzdxzDcIYQReT/B4wgs8noOGcoOu0KVTBvHTGvJzsfyXG+Efcm5ZFn3/3LoXJnJEaFygtWpSXOQcTr8pJnSVkLdIpPsSFM0QcikYarCqiWLAZOvl0pXxGZcmXJeaP5MIQegYUFJBk2DRcPUcoWqRRbK1VnSor3IWprx8UhX4qjF4qSZrCuIve3EWK3IOE/4mmHffFH1DwGB91ElrGABMNUVIRTS6iy0KkcWRxFAlPRHn3ydxrZMFNNOc8Qt2LUg/6cm8ioquI9OYUacyUnNtTU/6am3ps1u3tM2/9Sone75d2khy5E+5vh8Q/IfvY5+xLcvykLX5WY/bUds68TuGKp/zPCPX3BL62V7CiLGGqJcJPcx/RJCDKDNTM8itnUiqzfB9zZ7RwP2jInV1XuLIK3/io6s+y8uUSOSqRkzD9NH3JJ1rr2izmnDyhj842rdQ8q1geomb78ejTWKIbld0Oa0eDpPqaujatdnDY0Omxdg0Znwwxa7pTm5zRTeMRLROhj19eqBr43dq5DGsNLGxCBe0kZd///ng0v8uNdThvKht8L4vgghVSX0DRa+CNQ4EXGB5geoBJQE4/0HogawBynZDnAnofZL8AZjeCE2TM5c/v9S/qBUY7IrKD3AVyF4gdIOgHwSCIBkFqB6UHcDuIukDYi0j6pmn6p2AvEP4zkNtB6oCiPhD3gmIAMAcoBkHaD9JBUBOAOSmKQb8rubO/PbTvCjWKobqZzL9FZZtrmsffvH07+T96Pt3/DFz/43S/+7S3LycmGrtcHGtzjrImia3bdCI04OfzQbQSVD8McgIwN+BeUHlB6QHluyIrAVo3aIZASYDKBTgBmBNwApQE/KfmqnKBygWYExROwAhEOQRqwtfk+sDmJascoCJAPwLGETCOgvEV6L2gdYDKAZgHlCOg8YB1BKxeMHpAQ4CSQDSjoBsG0xCo7YjejpR4ocKLFrsQgx1KvUjtMLlqhFI5TK4ioNSB1g4taR6/+uKNyT3ZNOQyPc17qD55nX05VhvR0Hq4XLVUzp0n5c3XyWfhgilYYYhBOl8l/PjAdvTA70EcxqJi3Sqz8nN6PIiyES3H31gUXK5ZgvM/EOb5GiUzdUVTLPIP9OIQlTBYLZ5qUc7VK6ZpJH6yQkTIBGURohSRpHxUKvTJpgOrEFGZpkhUFJFyCq5bhKkXaXULik1rTSX7BNoDhbprDF3yfWEau8xU/qyxxd77aMwTVxJ9lPvlucKZJzmkg/lwtAA9woCDBcjefNhbAAfYyNFC9BgbLop9r+LBx9noxUKfy1y/vxgB+9JI5wqnRFg+voB9+nPal+sTNpyS7but/mkP41/bc4O25Xy4m7PhQMG+ZDPX2m0v7RmzDAxbXoyWdYyVvxir9HqpFfmHeL/sypr+Z4rfL2n/+j5j6mbG9H9nLPwp9/g1+UPDi75qx1idc6J+cLKh501x17iwbZzx/E1BG6HsHqkcnaz2vOY1DaynKpGrCrhaBQ86IdYOGSNAdSPRLiRtBHKGIIdAMgmgE5DWC+ndZPYwZNgRBkHmDyNFngDM64c5QD/kgxMUyXNy4RMkpxFoj5CEVghvQWK6kPheCO+E2H5IcSMxdghtQ2P7IXYApQ3BzRdw3wFRwxA5DIkeyBgC+ghCc8KNZiT2CZre+hGzY5P46c1yu/zF6yr3ZJN7somYLCFGEjX08LxNtxNm3Y6kRCaQMmik5FSf8Kig67coF6+R7kaT6fn+dKYvXzBdpfyYmzOVk+lvVm2oKDlXV30SE33DoH3IK1iC8xdaZR9b8I3K/H2Saz+y9nzE+fOTvE0z6QdW8JKPJF75LvHCqtTzX8QdnJtybEHK2QWMe/8WMY+ozDfkprNG/JiKtVkm2pmLn8vUxB2Pv7Dm8Pdnb3ydfG9h5LXgmOs+OREkaTpJlkUWZaMyGirPQpUMEp5L0rB9NGySmjvTLP6u3LhXY1ohMKJSG0mgA4kVxaooAhPwNCAxkDHrAn35b0LdOgY+N1lEShRDkgSSpe8qr5AshSQ50HSkLINvuso/BfdJ11CydQFc0wwqH7IVwZniRSfCyLfpQWcTKDcygi8n+UVwAq9nkpMFCwpEn6emT4+NpcTEB6fSgyPiKEL5Eh5viUG/isdeymN+mJ0WxKD5qeUzmdmoTOCvx0NwgS/O8zXi0zBxkIQfWFf5daXtK04ehcsmy7AghTJQKl1Uaz7ULNxSkTK/kr1GKf6dobqWak4/JI4LCdsNYbsokQcpmWeh4BzZlIAoYlBlIqpJQBVUsolFsmWjeDIJT0HksWhRFEUQBllnSXnnEepeNPUgmX3ZV3THj38rIPsiJfEE3PrdJ2wfcuUX5Ppm9PYOuLAZObsevbkVzTyF5Jycn/cXzXDHpjxSge004YcsxnPVmn39+l0jxbueFX1pjPbXPiDJ74MsDpGmg4pF0heQLDk+5Qy/Ol5QRR6lhOpXx1hSzv+u0bZLrf7SXLqmtPRnq2ajAfvNYNlgqA5o71ra1bq8pWRmBeZrxebLVHfKOnqw1l5j1yN5dUF17+PHQxNV9tfm3tGHj/t3SR5/JmhbInuxBOueL22dwWsKEnSAtAcMHqR0+L9qiNCGvnO6+l0cM/kgjXSAj6Y0k5SvgD8K+Q5gE1A0DFwP5PQDrRsyByDLCTkuyBuEgj5gDQCrH/K6gfkiACeQ3FbIfQ4CF4hcwO0DTi+IHCAnQDmCaIZB0gNFfSBygKQfEfWEYM4pCgeCuQD3gHgQ5AMg7weFHbB+kPWDwg74AGAOwAZ9FS/8ruaFfLd31/Wk6DzlLSr3DjXfUts4/p5GfzvE//D6B+H695lxE5OTb99OvJ14f3D8xMuJyaZegmdtzVHVphTqtxwP89t6JiizGFUSILcD7gDdOGhegtr7367vO0NY5QGcAMwBmBOUTlA6AXMC5gQlASoClA7A7KAkQDcC2mHAnD4aV0ixl6xzgpYA3RDohkE3AroRMIyA1gtaL2iGQTMGupegHwKzF8zDYBoClRMwAvBhMI6CeQwUg2DxQtUY1I4hpQRSQkClF6qGA2pfkio9UOGEuhG0ceyLx+N3O0cNnre1Q82KysOxzNUXc/7I0e/VqL9hpocwMmYopXPKTTPKDLNqbEurrUtLdcsY1KUp0UsV8hVW42oeI6SowK/S9EmxclGJakGxeoGI5W+Szy1TzjOKp1QbPjTj8yz4/FLNvBL1TDkPxYUklZislVJURYiUB0IJsHlIdh7IlJTS2kU6y1Jct8xY/KVG+5EMDxaplhZIdnG0GcVPm6odfdInbZLHTxvsRGNne11Hs6mrLrn07nXZh2c4pJMF5FNM34uF046yAn+lwb5C5IQEPSpEj/PhTCHpGIt0kulzWxR4Lh/dl44cZfpHmD97YFy1M+2zg+k76NawPMuheMVXp7khp6Vz16VM/TF7U6ghr4oYaxycaLC/0XS6FC191T3j1V2jtq4+qomXaM5L1KWGq8JvKhN3cc/tYOzdxb/4G//4Kc4DQ1d3LfGqxvWm3jnR6HjbZH/d2PPW0O5k1rWXeF41vZxo8L4xPid2MizoFRVcroaw5xA7AOleSPVCvBeSPZBNQI4dUgch042yRiC1C2WPAGMY5Y+hhR6k0BWsHfZVEKAeoWhH/cTPKOJWlN8OjHagPUXTetDkHojrIGf0Q2o/JLqQiEGIbIeUfoTuhUQCrvdDOAGRXoh0QzQB0V6IHYLwPgjtQqJ6IaoP7r+ArMHg3Oerspt2CdtCyx263jeNzrfFPQPYk/IcbUpU7saIlIAUGpKaGZiYMuvaTcr1UMrd6OB70f7U5JAC2gJm9pzkWFQrX6Xi/UaP/4FH24zn/yFjHtKKL6l4x6qxiw3Syw1557H9n4t/nMpaG5T+TZDw+gYb90CDZE81dwc3fEX6mZkpxwKoxyhZNz8JYxzdyDy7Ov/Uz0XX/g9j9EbGyRkxv33FOPUXnvXxvbs/hV29F/HTg4tT4m9R4m/5UO+Q0m77sFIo8mwUzyWpGWQd21eeS2JSp8rFu3HLeZn5B4l2itCAiMpQaRmqrKTgVai0BOEqQWhE+EaQ2ubpS781l/wi1KxMFiIJYogVQriAHCWCeAEkiSFFCVk6cqocTZEjGUo0EyMxlAHxfMhQ+edp5qZKpyZKKHFiUryIlCEPSMXIaWpSgfkDrOxjgSIkn4Vyiig8CVkg91EbP7DaPrQVf2Q2LMJkM1n5FBFvVrFhdZFgtla9srz0B6v1K5Pxcy7bl5mPCIU+FZUr6+p+kAhmq/GlpaWbS4s3y2Wr22svdBv21mYsUD5A6xjznmPfP8H/KDPfu6aOmJN/BYnYT0k7A6lHydJbKPcKKgtFhKEUI82njIngVFSWgArjUHE8SRSDFt1HWdeBdRktuITyrpNFd0j5lwO5N6fxb1JyzqFpx/3yLqOpJ5DEvaSUQ2jGMZ+C077cyyjnEtCOINQ9KwvP7ZZf/5N79lfFjc84f+3BbwhLHnRWXnsqWWe4568JI8vCQRoPwjSQ5IIsB/QsspKOanPJtoKAelZIDX2aJXW2NmuFUbzOiH2rL/pITg/Qc1c0Vu2pbVnY0DSj49GCzob5ddpAFW+mzkYr7nTRqp8J2u2yxyq8Kbmiy1bRP5JU8vSIqmMuoxXY7SDpBPkLwAdQlX1mqTeoYgiKx8Di+aHZG17VvYwqWUYzkQ5xSac0aEIFSeaCojFgEyAcAS4BHBfQ+yGtF2h2yHJBLgEMAtgE8L3AIiDXCfl2KOxD+F2Q0w7ZfSAeBhEBfAci94ByCJRekNmh8AUIB0FiB8kASJyo2Bmi9vjrvIC9G1owAFg/YIOgsIPCDtggYIMgtYO4HyQDvviA/3XG9PX7d95Mimaqb6Ww7qY9LGtof9+eM/nmfzHi///N9U8r17fvTpF7PTn5emJicvL1m4mJlp4RvqUzW9WYyDNuOxke+NOpKelmFHeDwgOyXtANgnkMtKPvQ7/vwIkT73Wq0v0eqLgdcDtgTsAcgBOAuwAbBMz+fidmJ2G9Uy1uVE+A1gPakb91sAfUQ6AfAcMI6EdAOwKaMVAPg5IA/fv2HkTtBYUXsCHQjYJxDNRupHgcql5DzUukwu1f6aFUeX0bxtBKD5Q6oc4LTWNQ4/mqeTS+e8z2ekLZLnqIr+Zq1xQ3HGCxlkbe90umzkvLCrGYF9v0Mx7XrKwv/6qieFmJcUVGwpLIewu57MUlxq+K2LNLzauaan/kFkzXYR/xcihCBqlav9AoCjaIQoyy2WZ8boVukQ2fpRX7y7mIgo/iQrIBC9DJ/fgslMOD3ALgFqG2ig/0xTMw7RK19lONZqFSs4glX5Ai+Hcmfs/WXV31AtM2JWRg19k2bpO3v9H5qKJNoayVJBhvnOYFn8hHznNDLhd9dFO88ihnwS4m+aCAdFJKOSZCj3GRnRlwMM/npnR2qGTGGQZlewKyJYO0jRm4rWDJHcVBefl1k2mHTLZeUrrvtvKTnzMon0eh69NWJ1TJBK2P6oiXVa7XJfYRQ08nw6or7eiv6fJU2ccbPBOPhsYqiKHCxsfxRpnoaUN8iXBnwaGkYlata7TROVljf9Pgmqh3vK6zv2rue6WoaNO9cNW+mawbm7T2j8cYn3weqUbO6+HaI7jTBokDkEZAghMSCUggINsDOQ5I7oNsL5rvgZhWEmsI0uwI2wOFBAhcU/VesmYcsCF/w/AHWK+v6Cla2IUKCGD1QNIjNLkTTR0gxXVCeDOabEfCeyDqKeQQCM0D0Q400gOxBCQQEO2CaBfQRpHsUYjsQSL7Ic4FVDcpyU1KISCsFW63wo1GNKppE9Yj7nvzeGSybniyamhc+EgVw1hJY5JpOdPuhgedukw6f5ly/fqUy1cp90OnRNycFnHf52HhR1XF5xX0Pax7qxsEG0tZm4UZh9WCyKK8g1bFX1b6n/l759F/mvVwywLZmXXcG78UF17Dkr7hXQ3OOeOXdsIvbl9A+F4079Z8Kufgt/xLi/IvBUTt8acd+ER5fz7rgk/kNkrs9u3ysNM47eNzp26lXeblb40PnXcv8t93Iz6jhk3hpPjJclApHeWkTX3IWEHL/u6hOFRVwWaWnGSXzJXbyGwlJUs+pQCfyijyLRAHMFUBLDUiNCFCMwhNIDKAyrTEUrIvS/51uGBZlvEMpy4+RX82y3A8WfFJtAwSMUjF0VQFkipBaBIkW0VJEKMpSr8k7Sdx+L9jpQti5aREBdBwMk1FTsaQLJ0/QxXAxvw4YpQnJ3EVqERDlmkoZtssrW66Cg/Bsek8NoXLm8bFN7BURwTmczzrMa5mKxvfQuOtzeSu5ClmSWT+TAH6UBSo0XxTqTtQhv3WYDnSpDuqSf5UeoskugGP8+a7lKt7ZV88V/xSqb96Sx0+i32DzAkF2lky5wqacy5Qm4wK75OlD8i6FBKejkoSUV4kKo2j4PFTBJGkglAyOyxQHBUgiwgqCkVTT1IYl6YKbqEJB1HqYTTtOIl2kkI75su+QBFeQ/NPIrQjSOohJHU/0A4hjOOQ8iek/kkqOP6R4PJe1f0kQ2SJLfoJ9qf2Nll/j4JFkqXRIEwGSTbIckCZh6hyUVkWosxFK3lTG9izLMmBwvuILtPPwCCpMwGjoaXyj1qr9xeXLiwrD26qCWmrmVetCTTK5qqLacK2vrsVHWlP7DqiR90SztQdF9QZMqpfLMmuhsIXgDkAHwSNB4yvwDKG2oamN44FVXhnGnv2VvdeMXd9QDWh9wzIEb3P3RZKYS9Z7gGOBwoIyHNDah/kDAB9ENIGgGaHTBfkEMBwQwEBhcPA8kIeAXkuYDmA5yAVESROHzA6gTsARS6QukDhAbkHhIMgcwJGgMwJEhciJUBCAOYJ0buDVIOg6AXFIMjsoHCCwgXyQZD1gqwPJIMgdoHEAQqnv8wRcOnhtO+O7LmVnsBU30ng3kvhVTV2TrydnJx8/eZ9rvYfLMH+o3D92wr+O8L0anLySa+HZ2nJVTYl8y1bzjzw23Q2IMWCKAZB4gKFF5QEaIdB9/K9QsWdoCJARYDifb36fYT4fdzJDpgDFA7ACcCI/96MDaCK3qlmp6/BCRov6MfB+BLUXsDcoBoCwxgYx8A0CsZR0I2CZgxUw+9bYzECFARgHsBGQDOGqEdAOwymMdB5oeo11L4k1w7PqR6eU+YhmfvB2g+Vbqgfh7qxGXXev569xoYni93d2ZrzQv2yqvpVVuXCvFQ0nzlTKPlIY1xS37ym1LJMq5ivki+sKV9bal3LYa1OTv5UKPjUrF0pEy2psK1VST5kUFFhLkXK8FMVBplEQVbJVKtsVo3h44biT62KGboifzkblXFAygGtzNem+0BaRC5gIGw+WsBFFBqKpXwqX0biCFGBBGUXIfkiEkczXWhaKtNtMJfslSmXyLGZLN6MaMYnNOXRVMUhqmIfVXE5Bo8/wdy2K++bfcyfjnO/28NeclC2ZC8nZE9ewG8ZlK00dEcW5bdMygnplJPC6TuSg7++gyy/B9/nBO3gzr2Gr1dWncHx1RyOj0D8aY552+Ysv5UJ8H0uZVPuopuWxFsGdpiZTa824gOtl1Vx+7OvWZ711z4fr+ocr3e/bRp7VekcK+nz1BPeFvcb66Adf/64yjNWS0zWOica3G+bibePBt829U/YWt3yqh7pE0+09ekZSfP6eK3veR6cVcHNerj5DMIHINEFCXaIt0OKF9JGId0NOW7IdiP5YyjdDmkdKIeAlC5UOAyycTI2Mss6iqjHUJ1nVtnQdHmPL68Dye1C+V5UQEDSYzT1KZLyHELr4V4jZLggth+SBkn5r1DaCDwYgAQPmj6KJjvhbgfcfYrkulCGG+52wd0eiCcgZRiiHXC/F8IdEOmBiAGI7wN63xcKe1Krt9IzUTM0WeUZYpdmR2Z/RGdOo+X5MQXTdfhXSsFSHmMuN2euMHdRVtoUqXg9L3O/LH2XJHWjTbBHkbtTWXjKpDitFq4X5n1KezAv+src5Fs7jv2x6VrYZbaMqtbdUYt3CmNWce8vK7j/iTT5JwXtZ7X67HHrvTn60Gm0Y+QL31HCt8xOO7Ig4dj029uR899PS/rjhiH1gThJabgnw6/GZ53PUrNC8y5TMzY8zPs6m/5VUu6mTFmYpFqjbmuxDXrEj0Q5+jVctR8XC0zM9b+TSAlP9otKoYRRfcKzKHSpz0OMJDKCyAR8M/BNQXz9b0xLMtZeXOcdbR6frPO+bhgaEdQnxYn9kySQpkSpKjRNjWaoKYk4miCjREvn3tPujrTczyjZn2lcnKmZnaebnY75JMsh2xCYLEEzMDRbQ0mXIXQFWoCjEn2AROkvlAfiqhkaVRCfS0nnfMStSpI0ZTw07KZr1mVJv2TiW3jmg1jVIU3Z1xJ5oAD3zxdTdPjqDv3elqJ/Dxj+UETM5FwA+T3QRVNq0ub2yVYPyFcNyNf2Y7+Xam9t4lyHzPOQdw0RRSF5tyH1DJpzAS0KRYsifAUxKP8BWRQJuZf9cy+h13+npFzwiThFiTiG3t1NCv0Dvb6ddOd38oOd6M2t6P0/fBMPoPG7AyJ3o1e3oilHkayjaMIehLoPFV4iiW9C5hFI30fmXzhkiVVWRTepjz3D97fhex8JvrdGhZTGBOnDfRRRiDABJJkgywZFNqjyUFkWqHIRI4Nsy5+mSCDLEpHSQv8KYZAph6LL9DFxpttUWyxlK6w1U5saZrVWz20pm2FTfSjQUGOr23dZ2u81OrTuV6bBcnZlCq/BJGl+etnc5s9+BCoCDMOgfQWGN2AZg9LRkKqhrc1EdJvjorHtK3bVtLxHcL0Czj0C2ihZMwn8IcgYgJRuJHUAodmRfBfkOCFzAGj9QBuAzEGg2yHHDrnvLgcwXFBAQIEDeISfemSx2kUpeAaSIcBeg2IEpB4QOkHmAswFCgLkwyDxgMIDmIck65+p7fPHukDaBzIXYARgxHu4SvtA6gApARIXyBwgI/zlBOUSY/r6gwdvp8Yz1VeS+HfSCyua2yfeDy9683d4+B+Rsf8sXN8NiZicnJicfP1mcrLVPsK1PclW1aVIireff+D/49EgqgXBHCDtBkkfqL1gfAnaN6B6CbgdFAOAEe8DSgo7KByAEYC53tvC2Dsf4J0z7Hq/U+kCbBDB+oINbj/zuwzU6Lv4Eug8oBwC1TAYxkA/DIZh0A+DbgQ0o6D0vm+fVQ0h2BBgBKjHwfASMBdohsD6EszDUDUK1cO+9cML60am6LoRzXMoc0DtCNS/QRte/dAywh582fzagzWnUXmLiqtWYdJZknyKiDNdb1xRXr66sW5tbcXXemyhXDBDhy+yGT8vta7CFN88LPhWKlqpkC61mL4qNq2UcqYXZZNUhYFq4Yw68wqbYk4pNrtcNfeRbZlZNFVb6KdgoXIWyNkgK0RMyim4xDc7C3IZvkLpB1m5JJ7UT4QH0hmknHwSV4AKJaDQURSGQKVhWrFpsUU1RyYg5WZBTNasCN6fKZrY/KpcmvEWVX9LVK8usCru6Jnn8NyUusKj8m37hLMPZk7fFuaz6gKy7CZpeRj522jKT1mk9UmUxX+hn9/x25o/6yB/8S3Beo72N4VsDZMVQGciCtPGO5I1a6jIhtzg7YLlGzn//o3/0zntqb+Ul6+qo05L4rfQL99RsW3d7pr+l2UdY9UDrx+NT7SOTpb1eJXVbaaGZ5LqNmXjc+sLV8PwZJ37bSPxpsHxqqZ/nF/Ve4ZZvpdb/016pe95GZwUwBk13KxAQ1uRaDtED0CKC9KdkOJEqATQRiBzDFI8kD0KnNeQ/xJoDsgbRNgEcJwI5gUF4adxzLINoRrPhzXj840D/kVP0fzHKLcfkXhBPgyMbqC3IdlPEFoHRLZCVBeS5oJUF5ozhqQ6kLheNJuAyOdwpxkJfwYPnkNMByQ9h6hOJMXpkz0EcQ540I8kDUHiEMQQEOuFRIKc5/FnOj8Sd0Z1DFeOTD4anTQM2mOKDtE4szjCEIk82KJeXixbLsv/UMX9mJsx62HWLFy8Uif8rdJ0QyXdmZW6XCb6RST6gsueSU0gRUdSboSGhFK3x9IjT4VdPRd3N4V5OSxxeXrhSqV4rzz3D4virCR/18OUzTHck3NyDvjxTk+nHlhMPzEv99RHrMsfZp1eXnAx+P7WaTFbIqwZSkOCpGhPpjxOUdMor33KLq/Jwjl5wrN5+RsSWEewltKyQZf+aZ+1r5tfd69AMyOTR0pkomlcSmIWJS7TP4M3JVsSmFnkS+X4UFmowIAILJBvpmRrNvHKUyx9Xc3jk4+HJh57Jx4Pv24Z86o7hHHiZYkinzQczdT5Jst8MrApDNVCrmErXXcl3ZaeUnY/Uf9VgXkZ0/JlvmF+ipycLIdUFZokR5IxNF3rk4aTczV+2RjKVlK4mK9QOUWIB8hwX5liKku53dCFP7T8ypQEciS+XDmFKw8WaZeI1HP1po8qyla2tu8or9qoV215XnnhqeLn2pwV/IsI9yoYMyj1hbOe8j7tVawmVGsJ/JuR0j2dZXfO8q77pxylcG+g/DsIJxRh3CSzbvrKosnSaDTvBuRdRQvDkMzzaOoJNPEoiXGFlHqWnHAE7m5HH+wgh/9Jid9HSTlEjt2NRv2BPvgNidrhG7sPvboVSTmMFvwFibsoWUdJhReRwstI/qmPlWF/aqKF5tDnsi0tWbObqcFP0me2MRe1s1aVxIVoH5BlDxBhHEhpoKCDPAuUeYgsE1QMRM8ma2DBVgAAIABJREFUFRdOw1IptcK55cxpJQXT9Jl+2tQgeeo0g/CnmtofSuunPXk8r7UipKX0AxF7zkOcfsrU/JWuI6xj3Oh9Wzo8pu3uqLIPNtpfmnvHjxufLcA6yNoB0BFQNo5Wjqxs9h5tsae1dKlbnrEfE6dKPdMT6+FUGYR1Qo4bxSaA4YGkXkjqhgz7e2FKdwHNAekDkDEAtD6gDyB5BGT0AX0Asgch1wkMNzDdwLIjcuIDlYvCfg7cfuA4QOYFzAtCJ4j+1lSyIZAPAeYGmRNk/SR5zwfaAV9FL0gGQUGAnACZHWT9IB0AqQukBIgHQdwHUjtgQxTZoO+Z1Jnrdx8Mo8WzlReTGXczufWtLybfg2nin+PrPwvXd6bwO/X9wuEVlLRlqesyRdbdl+L9fjgaGGckK9zvuaj2gmkMTOOAe0HuBHkvKOzv/0owx3uR+p6jzr8ddvt/kxV3A+YCzI5g/QEGd5B5CDQe0AwDPgRKAvRuMI+8D0kZRhDjKOi9oB8CrRe0w6AZ+XswxTDgHtB4wPgSjOOobhR0I2AeB5MXakbJjWNT60fI5l4wvkBKHWBzQtUw1Lz0rxy60vuqauy17bmAJl6hL11eW/GViDXdgi9trtjc0rC5pf57i25JiX6ZVrqgWPe5WbvCpFlqUH9ckPPJ3VsLeOwvLeY1trJ1FZU/inhz5cI5etUnEsFsi3qpVbGgGJtbqpqrF07B88k4kyQrQBRsRMZB1BKKRh7wMBfY7AAeb052ln90FJpKIyenkxKSSVEJaEa2n0Y/RSInS+R+ttLlVssaufyDNAbczZh/N/+K4WmrqeeJ/MlDnulnquRzQWliw9Pqkt4XjJbG8rfehGb6fvncs0WBB7PQ7anomnhYE+HzR8yiUNl3YYofbvPXpxq2FpTuEFr/NFqP8rjLsrNIKQwkU0h5iK+LwI4dER6+Yw2/arv7S9HBjfnfbMqcuSn9y12ZB+7KHiqeddY7hpvtL5uIl/W9Y/W9L1tGJ3RPB2mmmofF9cLiKpahgm2pE5Q1mJ8NNDheNw++rhh4FW1qXhWnotwxwH0b3K6GMza4ZIV7rUhCL8T3QhIBuR4knyAznRR6P0R1QKYTMt2QNQTs18B6CewxlO9F+W7IHgCeExQEghOB+sGQEu9Mq/erSvcS7BmSXYvwOhAFgWBeUHlRjEDoLeTcp5D4mBTbgdztQNNcENGNxjsh9oVPrpeU9oIU+4gc9Qxud6LRDkqGnZLWjUa1odQuUlI3cuMRXO2AKAKoboh3QAIBSR5K/pA/Y5AscfxvuoErtQ6l/WWxozdWcDiFvaCAO/0hhyQrmlWq+FKVv1iYMYeV9mFB6mwV76NybFup/lIGdVFsDCk9I4jFpzAlaFYRJVcSnKHYqmywUPl5p+IvPcg6n0L9mSfZnyX+PV98lMk/pFWHcjJ/u7CfcujEgl+S/1iZfXrGne1TYnf53d8eEPZr4L2f/S9tQM99g9xcsybz8G3h/bCi+8qOmjbibYv9TbNn0vS8X2imaqTrdLKfM3jX0pQFuWZFfnk+p3SrzOwvN6OiUhSr9uMpA3ny2VzZByLlFJHWh6shM1Uo34jwrEDXL1e2qBqHxhtGJhu8b5rdb2scrhxrfJ7tDN1yOgLbmaTZQFV+kK0Kkmi/Mat+LRZsV3PPqjQ0rY1teJSerVuVq1vAsX6crZmSokCT5WgyBqlKJBmDZDmkYghVDqkySJdBqhhycR+WksJSoDKVr0S3tNC0I0e16KGCzJP7sJUIW01SWRaUV33R2bmrs+vks/ab7VXXKpUnq1THVBnLH15HuDcRPCGghDW9nDOtrWhRp/STHvnK9oeLe/B1NUVbpJKT0ZIrd80xF/RRJ8tSvsVjyCmnyfmXIfUomnuWzLlJ5oaSePcQ5g2UfRMyTvvkX/LJOYMm70dT9pNTDyFZR9H8Uwh1HynjEBK/E804hOacQtKPILQjKP04mnd8q/L+RWPUFsmdHdrwvIoIJW9f0b1l2gcznj38uI32rz7Whx7Jqn7eN9aYWfK7JMk9ECWALBNkWaCgA54L6nySMhfRMUlmpp+R7vtc8Ult5kxLvF85Y05F0U8l2M5S/b6qqq+rG0LaW+c9rQlpMM3ksNYJq63blA0LtS/OvZjQj01WeF9rHj/l8LKqSopbBkeL7ePUZvt61RN/7EVgufe7FsfN+jpmVYWs8bGytSvc+HTB/TLkXC1yxwGxHoQ1ikomIHsI0hxA60cZLjTbScojILEHSeiHpD4ktQ/J6kfo/Ui2Hc0lkBwXmuMkM90IZwjhjQJvGMQeKBpEeP3BCs8MfhfKbENkBMi9IHaBaBAkDhA7QeYEqR0kDlA4QOEkK5wz9ARZ3gfiAZA4QOoAhRPkTpC6QPLucoDUBZIhkBMUwVPfw0mzvjt66n5GEge7mPAwMlPY+rR/8r9x+v8/uL4bmvz2zeRkFzEqKW3NUdXRpLYDVxOnrD8aEGcgYyOgGAblEKhGQD0K6iHACBD3gbAbhH0gJwAf+huug/8XvjpB4fg7hP23Laz2AuZCFAOBemJK8TCoXaAZApUbtG7QuEE/CtoxUA+BzguWUcTgBaUd1E4wDIHtFehHAXOAzgP6EdB6QE+A6V077EvQjIB2BMwjSNMbv8aXfsVO1DoI5QSUEmAloMyLWIitj4aVE5OVg+UF+Pea0hVPW7YoBXMqjF+UGb4uVn1eblhmEi2SZFFU/A+sus+b67dUln1j1H1m1n2uV6/jsFbLZd+WlW+pbdxmsaxj5kzlFExtbNwiky4WcqZWGT6qNCypta4QFvgLs0naQn8Fi6RgoxiPZMSDpQISkwFmw2yLYbZcRHmYh/JEPlwRyhOTeHJKgZDCwykyZYjVutxiWanWfS5ULKTy5oVyDksay0u6TCLbQYn+U6YwIDp7ociW1/S81tbZcN+UnFhJO6c+vpkb9HM++k0afJNG+SVjbgy+paT5xJOnR5Tab2WG9ZayjSXG9VpsBZMRFJsCCeyAKM7yWMFPmco7kscGRpf2svXyxrw1m3J/Pcw9H6WMZlfKbD3PGoixVvfEY+fLVs/bBudbfccQvbL/qqr12wTs39nqc9pHNGNDvsbGtzXgla2Wlr4m18vHxOuHVX0f35PAeQwimtG0HrjTDBfK4VoN3O+CeBckExBvR+leNH0AiWxGkx5BRD1C7wZ6PxQMIYI3wHAjkjGSbBCSm9C8QUTsQVRjqGp4ppGYZiA+Mdu/1nUulneg3HZU2o9qPIi4HxF3o9x2lN5C5vZDQgsS+wRJ7oPoLuTmMzSsGyKfIfQhn4Ru8vUq9HozevspKbLbJ6oTvf0YuVKHXG+GO20Q3glxPZT4PjSpG5J6IK4XkuxkNhHEG0CFTkTt/tI6+HDwpaW/NoG7PpkTTGNS8ji+QuHMUvyz8qJPhOlzo0P9OVkLdNzles7PpcqTPNYSjmARS/wNm788NsYvIpKUzpqaJP6jrHeguNOVaTDHiTNSGNuYwt1X0748n/P52axVNPE+i+xE+tV5ERcWSQoPyozRt+WhcxiH0IzdSMw2uP8D8tfXM8J+npO2Oyh9xweZ527ptJUD7ieDr2v6Xuc39sXX23PaO0WV2ZG88B8YD3/VV1+u79xjMh7VRSVatolK5la2hLR0L3zy7OO6ioX1tsVGXZAEQ2UWEksHhQbgGn25Jcfq3X0tQxOPvROt7omynkFmBfeB+Os4GSVKPDVB912a8fM4CZohDyg37tVFrVL+NUt6/RtN9ll94f2mGoHJcFGk/5GOz6LK0UQFxMuAiiFUDEmSQ4IC8qxBdK1/mgLN1/uxLcE8wxQ+7s/BUTYGEq2vEA+WaWbxpCQJTpHogzDLvNb2LW2tW5qbf9cbtuoUh2ys3/QJS0R3g1VJMxqw5VW8hY3CpdWFcypZIY/Ysx/lzXzEXtiQOb2FvrCN+UWnfONz1a7einPVgi3Vkl9l2OE76ptbim7Oit+HJu8m008haSeAdobEC/Ph3UNSj6NJ+9CEfWjGMUjYC/H7Ec5FRHwDZZ1H805D2n4k9yS56AaaewwSd0Ly/mnCG3GVKbWmS2bVebn4GJ68UngpkHcx2Bgx285f2cdd7BR+RkhXlyfMM8XOwR5QhA9AloJIM0FOB2UOGDkkTT6KZ4E6B7GwKK2KeX3qz82xfmVJQR3yb5q0+zDpOrlmXlnDrNLakNq6Dzoa5mgFU3niq9zGjq8lNVO1Pf9V6bzTNmYanKwZGDPbTMqU86b8yKb6isYBV8bjwaPlA4cqu1JbnnArzYbaeqa56hgTX3KNDTv46FEberkREnvRgkGU3o3Et6Ph9WhEAxrditypIUXWQ2gVElaLxjQiYeXog3I0sgKNbyRldELsY/RBDSmuAU1rRrNaSdnPSIwuNLUWSS0LKGxbWzm81uohM58j2BAoh0A6CEXdIOoFUT+IekFmBwUBmBtkhA/m+kDnJkl6QTQAMgIwDygIkDhA4gKpC+QekHhA4ASpCxSEb1GX7+GkOeuPn4jMieeqr8Y9jM0WtXbb/664Tvx/F64TkxMT/4kG//2OE5OTE5NvJyff9rpfSio6s9QNmfLSI3fSgn444RetpODvlL4HMO97haqwg8wOkn6Q9oHMAdgwqEYBf9e6agfMDrgT5HaQOwBzgnwQFIOgeJccdoPaA5jdT+0MMQ+hSsf7+Yg6Agxe0A0j+peIehxUo6AbBp0X5P1Q1AeyQcQwDPpRwDyAEaDzgH4M1CPvUa0fB+0Y6MdBNwrWMaTuNZjtJMMgavOAhUAsbtTiASuxwOJiuCcrh5skxbsw0+InbRvLdMsM4lmPy9dUm9ZYpAu1RdPYaQif5lNbvLqmau2Tlm1lZd+q8aUa+aKHWfNOHQnIzfnq0ZN9j1p+0yo/y05BpIXTOtt/lQnm6aSzyjSzdZJpzxo38XKCC1JBLfBT833wQjImIGlkFI3cn8eCEutsHe6rUaDCQuDygCcCpZasNvgIFAhTiMhU03DlQgU+X6aaK1EvThN+za3hlQxapdU7JbqQbA4Sy5qbLD2grpeUPDdFKM8ez1v8U+i/1lyZsSPli8OMTXvzdp8SnKOXhdraLnZ0768yfynlzMN0X8rUi5SKxRlZAQ+oU8Lzf0jFb7BMQnVDU51r2GLvOSw9uTZh6QnmSUlLfUm385HnTcvwZOvY5CPvZJNjpKzXy6p3nBC0fJ1TNjPZTA4vhrjqKUVdwZk1P4tqs+uf6R69aO5/2eKebCTe1AyOXhTWUy7hcKuCnNqDJvbAzXr0bgPcboB7HRBph8QRiCYg3gXx3RDbgeb0Q3g9SutC8x0oxw0cFyr0ImI3wn0GSY1ooROUw6AbIWm8i4yOD9XOVSbH5+rnwYInwVoCFfeA4AWw2lDxC5TzFE1rInF6EGorhNWQ0nrhej1yuwWh9pDEY2jhMHqnFg4byYlOvww3KbINrjVCaBfc6obbg5BAIAWury1DYc9eXSvrumjr3qPs/l3bd7R6+Pdi99LCrqVa4kj7ODb8Rt0uSWYuyCmcnppLSssENmeqTb3azFsec2v6/v1IbPS8jMj5mdHL5fzjEu21A8mHz0nyEjVpMfR18VF+2Vn/Eip2Vb0obh4abh2dxJ51POBdoIt+T+H/cjRm1oZLlHPxX5i1l7l3lyUeDiq4scCWv9OgjQlVh/0mubpRcmaD4Oxxzhma6BpDfCtaceOEPKmMGG0hJs0vXsZVOzZp2heq2z7Udv5obl9UVO1rsJNL3X6WAVTV62fo/K/isjNV6dijQ22NPz2uWVemWlyOfcrPmZabReYq/Hn/J3PvFd3U+a77vnNalj3cBtgEY8zCNA86GwgtGSQkEJKTxj+EhOwUOqGTQW+2sXHvvUi23JBcZPUyp5pt2XLvvRfc1TUluQEB+1xA1toX51ycvf5njP2N707z/qf3e97neUpQjhItKEbpqr3i7txmwtxlXuy0vK0yTDI6C8Oxz2ilLklSuwR8RZp0STyGxopJJdLvZb47haedsIsrxFfXYY8/UVEvFYd/U5Hzo1j+ZQa2Llu2Olu2Oke+ml6yLhV3iRJDqsyeU7+OU7ayCHfjYEs4mCMfJ7MkSJEM4cvJeKlLRf3m+vrdStlKTOCikK1WFW+uKd2KY1tpme75+TvrxMebsj5siPdoSPPq5+5vTN/Yk79ngPVJK333MOdgK21TU84WvezzVspqHf7Vm7YLb5svLLZf0RR/3U3fPsA5VEzdJyv6nSr386ZchPjTkHQKki4giZch/DSEn4T43yHqNzuWj4Mg0JbnRxIGkMSBaNEjlH4XZdyGtAuQcBaCj0PESbTwjpMs8Cj9r8zUk7Lo3fhTt6bENR0pG8cK9zfHL59ibdOId2qE+xoSlpcEO1ZELquIXS6KQISJiCAFxFTAMkBOR4XpIMlGFLkOjTzPAWxLJ30D7o/00dcNsnY05u2rkRzli5fWt7p2dKzp7/Tuql7GznHjl+ZEqEbWZTYg+b2I6MVK6cTlBr1Y87bTMlfNiyq+vrYx6EhF6kMJ57lIWZJTW4b39UjaO7C67qc81donBcgvOS43K5Hb1UhIF5mhJye12j1Tkh8rSJdY9jeE5L/kpL9kZB+FfaCK5F/qGFZl91ROfiwiPxaR/WR2ETXksDqyfxn5qcwussw+ttIuvs6R0mEXqbKPLbVNLFnG6d4iHLdN6wSBCUpeg9QCAjXwNMBRA1cDAj0ICRBZQESAiLDDLa4yAuVPgdAIIgKEBAhMwDO+fxzmGoCtAd47HhN2rBHyuZjVRy5cj2LEFMhuR2UlMoSjeuIfgL39pzvn34bY/z/gurDwzx7T4uKicf4V3jSWLumi4o1/hWUuPXyG/IxJklsAmwfMCrgVMOs/Sqr2n/succP8fnKVESA1gtQE77w6Qt17+8271AjMBCITSAiSxOBaYrYR6d6r3MVWUL1E5PNQ8hIUVhQ3g8gMmAnEBlSiIWMWG4EGLTaiEou92ECSGBFci8gsCDYPAgvIrEjpHEisUP4SrX4NqjmomgO5EVGakTILlJig2AhKE6lcd3fsZfXssKz1sbJqZ2/fgbrqHWXiVTUCj0bZFqVgdbnQEy9wFee5yLnuo11Hm6t3F+MbxFwvYYELJ9upWLRXKPxOiH/V2PKvspJ9jBx7Ru7StubvSxX7cZ53hWhdEdVWmGNfxl/HSLMv4a0qFSyTMD8Q5y8VFtqKWWRBoXNRvp1C4iZgOYi4tkIeKS8fWDwQ4TZ8EZrPAkYRysecRZJVHKFzkRClcTyzpeGdVp2wJaRA5p5ThCQVIlTpBpr8UHbJw9zWiDvinT+koAefrbybfTa/IpBbE4m15PLrQuWNf6jqjlZVf07P8pRLP5KWHBDiG7IZH4SmrM+UBin7epsnZtu1bzp1i93mxVqCiKzKo1Zz6zS6XmJxkFgcmF1snF5QTM2xOowxpb2/5VZ6BkrQwCpI6UAzBiGwFaJ7IL4fpam9SqcvthqKib9bp990zy52EQvPG0b2xSrgQRkS0o0Ed4JvJ/j3gF8XEjiGBE1BsBYiCYgwQZQJUsxIphXoVqDoULoVEsaRHA2Ja0ALJiC1C8keRgvVgE+DYgZVztgqTLtV+n0lmi3YhEtup03hMFkwgdJ7IHcEYWtQzEgSEXb0STSpDUlpRSNa0cBOuNOKxEw48eZR6gQa3Y08KLMJ6EXDteAzgAYMwuNBiNCSsyyQQCBFM/va554T1ubR8qbyqFqeb4MisRqPbq9iKCsFnBJOupyTW4upepXSyhB60WYJvoORt4xKtcmiOeZnewf6r30QeDQs7U//hB9iUo/eDzrgy4w8wZI4Z6i+b7Lg8wvl6iJh+R4O16NM9nUR7+cMfnD18DizojUJLwpj+t5L+vViyP4T99YlZ54sF97Lv7c19czStEtOipgPm/mPxVHnmL4n8qPPZEVdkMReqL5zWHzCO//60Tzec3zUEtNKnK+d+g+8jyQd/qB64n/0zG5smV7fYvbsnPXsnnVomoaG19CyAM1v3Zq0l1pVrPokYenNEsUfJeJTqdGfJkWuCw8lZecvTc8h52O2gjp3muKYcrK3Xv+qeIIoVVsr9EZGU0qsbFNiMTlOAPECNE5ETpXYi2SHSmMOCs87is87yC+4cE7bC66uLLu7Gbu2ujz5qzr+b9WC45W876u5P1bzflaW/pApXR0nIFEkdvRSpyyObRaDVKJcwykic0R2pTWr6hvXlcpcy8r39nb/WYLtExWuKJNtrVRs72/+prbiCC7c1lR/tK/z1ouya60ZW8tj3Xvp+4aLDtWk7SpN2CWJ3FUSf0AUsqk6eXcjdVtpxPLyuPWdnC+qqZsq41fVUjZVpKxtSN1YGbVGFe0po+5LVIV+LIuAhFMQfwZNPAvBP9rmP1hRS0Ho91CuPyoMRRl30aybSPp1yL5pz/dFKX9CwDG4dxT8f0Ayb6CKEODc30O5kl90szVr3+hz70n6xvGMNSPP14zlbyRE+0fyNk8U7S4NtC8Lsq8Kd2pM8ihNICsSQJwIWDqI0oFLAZyB1PBcavIde4Wr6tKXDDDWtVHchvPWVUaSWzO9eyT/UmCHOdItTW07mlTLamSeWdkHc6vL9qVWQXg9ZI0DT49gJjJ38MdqnXCKqC7OZZ9dVXHBvfAwmf6le9apD6mhN+qHRyonrIllgwcTytFbSrjZ5harc86bRthvkLyXSEgreleC3itFL0ttronRmzj6oAz1U6FBtaSoZtSvnBSkQh/LbPyK0cc4+kxhl9SORjWgz4rRICUaUYGmNZBz2kkx1XaZHWg4bptUapNWRWIMIIwp4FlANgcSI/C0wJ4CjhZ4BPDNICDg3bux0OwoIdxkeoQ7Blwt8I0gIoBrAK4eeHrg6YCnBZ4WcAsimwfc6sgeJJ/0X//lxXuJhbEM2e2w7FSuQm+efQ+t93T9Pxqu72L5FxYXFmfm35R0jtNknRl44+MYxqojl+x9CmxxHUhnAJ9+Hw753jxjAEwHYvV76xJmAtwMmPn9szCuB8wAuAkwE/L++3/MORgBmJGEGz4osZJkBIgJEJuAr0ekMyA2g4AAxTzIp+1lxPaq6f9QmFyFmrVluk2Vxj011q1VhL3CuKveugyb9FYZttYY7GQGkFmhbA5RTKNiAsrmofZvqHwFFfNQPgPVL0FlhcpZtPolKDS7a3XY9GRpy31MsqO9cX9j3c6y0vUqyZp6yeZGyfp6fHWZwLMCXz/U9rkwf2mdbEND6aY62aYazKtWtq5Kubut/V9C0WfR0aurq7+pUB5gFri3d/yUSfuMRtvLzPfm0Dz8LtsHXndkUtyYNC9atJs41zHsMfnpbTIznRwbhN6+SqIkOnCYSwJ9yZGhTvGxTgwmyhGhDCaw+MDkInkc4Ets8ZJVTD6ZwUdj2Z/X68barboM/Le4dHIcxSYy24bCds+QfvoY/+0XxsFfaRu/T955pfB0YbVfAX40lbEhnLqZmrclK9MhL3tJZAQ5JGpJcvbqbLo7jWYXnuyZxH5Y0TtQ10+U9xENYy9bpxbaDW97jK+7iYVW46JqbF4yNFfYTVDqNX9yWvYll30YUet2vxjuKeBeFQT1Ipk6NEMNIYPwrA+JHEYZs8Axu5cZrw7PU18QzAFjRHnfd1nlTn4SuK+CR3Vwuwp9OogGjcPTYQjVo9EEhBsh3AgRJog0AMWK0CwIcw7FFoAyAZE9CEOP5uohugcSeiDPANwZkL8CqRUtn1tZO/t92+wnSvUqdr9dTg9SMA7cKaRgGMmZROh6yJuA9Bc2uXpS5iApuweiWuCmyiZ8jESzoqH9cK0SudeMPulCA0bhdi886IMQNSSYnYXTnzRa17HGSIKJ38ZmRW1yVfq/+pI2vohaNRS1ofPx8o7Hbk2PPBofuNb4uDWEbKqJ+6SVebpddraj9EoDdqZa/HN++t6HD1bcCfk1CZM85pf8kFP4URZtXWzKsuxSO97YsnLiSt94YX+3fLwjU3ElkbIsPswlLWZpYKg3v5Sv7ByRd4xwGzuDivi+eek0PLoKe8IP+Tbf/+u0a965N1dLIj5sYd7O+enDmA1OyTtWh21alrHXk3PAI2otOeinr0S1vWfwvjXYsGuVBlQ6qCKWNJl291k/758+MDDr1Trj3T3n1DYLDS+hZR463qANM+7Chm9YnB8Tn/0Wcup64vd34w5zZOcU2K8K6dki5jEp9nk+a0MszZtfR+uwvKojXqqmiEr1TIvZxOmmJSl/TZCvSxKRIovsaWUrskUbldnfii44iM45qkIOV8R+LXu8o+TBzsLTy/JPrWRe2MC+vkX0cLfw+mb2hbUcv09KRafo+OZoHkThkIhDUbFrTccnYsEGXPJxRceNyvZrqso/uBVP/iq8EyO8z6l+xKzzKazyZdb6PC+9K6x50NnvU1/7oFt5a4j39Sj+vUl5akp0rCZtZzvjSHv+141ZnyuitzSk7+L42TPuIozHNoJYD0miF9ffXhrtwg62KUlyq6Z4NtFWCx+jWNoRlirsAe/uTdH9UxK/LwrvH2X5/F4SfZh2dUfGn+7JFyHwOCSeRum3SIx7aNJZuPe5zbVPyNcOuAX/uJX3dC370YGC2xT8fiPjM23+h/rCTV1JLpq8DVrmVovwIwN3+yhjwwvGxvHCHW3JnnJfm+qo5U0ZHlVUpCqTLE9GRHHAjQcpw7aB59HJ/qAum1yf4Twp2NGfva6bsqImxbON/1MrfpcjDs5QJPLbIgrLfskSXk9XiK/hvUhoFZJnQFgmEFtBPAsc7RLFpB+uKAg6k3HSS3TJW/qHK/Nb5+c3j9FSgwpqGoKV47tia5BrUrjWAX4EmkqskLwi580AdQ7idUjkEBI7iYSOI4EDSMQQmjCOJk0iyROQNokmj6Gp42jCC0h+gaQMo7QxyFJDlhrNnECzNQiTQGXTNlIrShux4WpQ3iTK1gNzBJUSJBEBad3A0SG4FcR64EwgmUPgAAAgAElEQVQBRwM8AwhMICIAs4DIAnwj8PXOOLEU1wB7HLg6EBEgIICjBb4O+Frgad4tPSHSGRARINQ553TYHru15fvr/qniqBzZ7dAcOlZunZ9bXPxPwP5bkLi4+O/TXN+PqguLbxcXX7/rvJl787ZiQJ2u6KFJ2vwpzA1fXXC6mW6PESCbBYnlfbiS0ArYDGD/q7aqA8wE0hkQEyAmQGAA4T+Cq9QEsnduHAIRESB+R1kTIjG6lJqdZCYUMwNm/ge9FhAbgW8AyQxg03YYsUVl3V5BrJNpNqp0XsVT20tNu5RWW8zoWUE4Ybrt1dYDdSYXiQ55lw+FGUGoB9UMNP4Nta+gag5q56HpNVIzg5RZ0JIZB+6LgPH5ykkOJtpUyvugQ7WrHF/dUr27SrG9pmx/scirVr6pWrGlvnxbd/MhpXR7XcX+jqbPepoP1xVvrC7xrijfXVlztKT0REHBweamY9VVH5eV729oPfHoyfr8wu8oyZ705GXhD1b6XHDOiV2Sm7A24Ka9JMc+6qmj7y1nrMAp8JHNrRtuOenLcrPt/7pOio5ZefWKPb3IhikAeiHk84ApQnPYKFfuXoC75uN2qflLnpcEd88Z5QOZ2bItdI5dFoMcn+4enPZtsPDxI8G11PIgRlV4YdUTRf2F6pqjGO+D/FyXwCD7uBjnEtyrWLKalunEkm9MyLJnctwiUmz9KN/llclFtT38qh5RXVfdsLFV87bDvFg99XdGs+EK3vIdq25/bsP6mHJXHxnckcPjekffTrhZC8E9yLMRJFQL6QRQ1BAyCk/HkeApiDFC7ktU8da53LKB0bIqRu6YXIbGqcBPCffL4Z4KfJrQwDHwHYNgNUQREEVAkAZC9BBuhCgDpFiQTCvkzyD8eSRlBI3pR2kaSJ20oRnQAgLErwB7Dcp5KCZc62a/aJ/7qYX4VDnpyu5z5o4heeOIiICiMaAOQEI/UqBBMibQ1AmI70PThyFlEE2ZIidqEZ8O5FYdeqcTvT+KPhiHG4Nwsx8CJiDYAIkvSYKXWypNXrxhMmv4f468Fvc31LJvDuR8O874uj10U+1FdOih7dBDW12oqy5+RfdDB+wMKrjqyffZyvb7NPfufmHY182si9Kss9lF6ffw7rXMbmf2CMp5gbJHIacFyW3+UN4arUy/k/gkVKKMkXAogku5+VsrS3cUS7ayBH9U9ClZjQ3Muq5YcfXtAkW0FE/NCo2OukKXRMj4t+WU36rzLrUx/mKf2Ju6ZZWvk33wCqcAT9vQfV4B3+6J9b0h75s4Im5epRp375yDdivaNr+sdf7TDkP0hDlJYznbov+q2bivm9jWbiXVGqBpDmmcBfnAB4qOo+W9F3DF9qefbr/rdDJ8WxD9+2fph+OY/8Lll0qEJ/IytuTkHC5uFykGX+RV1DGrGrD2QWFLX2F9MUPlw6+4ICy5wFUezeBvVrC+59z2KI78vI53v5Z7uyr7fHPOFcaN7VFfkaK/tE36zoV20j39h6W0Yy6p39lLQo+WFJ+giJYm4miCGPCG9Z3j3w+NXi+v9vXFI7/hhVxWRJ3CwlZk+qyI+mtr2AXvZxeW3v1lqd+vG5Nv/1Cd+aAsRl6V1K98PCb4uiV7a3mid3Xi5vq07U2U7S3p20rC3bFnzsXhy2QhLuJn9txHaHGkq77yF6L2pBrb15K2bJS7bVK6zyD5bIL36Qj+3VzbfUPNzUHpqWrBz3Xy89XYqSr2iQbWz7X4WQ7+17X8m0eK7u0QPfGgXHTwP+7+5NjJuLPJgjv8mgB+RYCk4mlNxZ1u7jd9Geum8SNG0ce9mV6EeC/B32so2qEp3Diet3E4x9vA218V6oLdR5T+jgMFH7YVrCmJtZVEkorCgZuMcuJJ7BhnafJqYeiSkuTV0shVTRnbpiTf9kn/bOQ9LEi8kSTjPKrouiDvPY7VfcKo+4g9tjS+CSK6UO4ccAjg64FvAQFhV6K7xuHTo6/haT7iwkRh2p3ce8dUEozT9uKGpGFtjBy9qYDfSyBgHHJeI4IFEnveOdcMyTpIMEKcHlIIiDZCqB5idZCiAwoBVCPkEJCmgzQtpJsg0wRZesjRA8MADCPQCSiYBu5rkL5G5LNAnYA8DRQZIEcDWWNQoEPl867cCTSjF2FpEZkFhHpgTwFfBzw9CPQgNILQ/G48RXj6D2RmB7EauFOAWUFEgMAIQgOIjCB4B2Mz4DPvf8JMTtkdpG9v7T55NzhbEUEV3Yyg8svrX716s7i4uPj/0qv+v3f+nQtNC4uLC4tvFhZeLywuvFpYbBrV0pSdNGlnNF26/cer5HMxdgINSGf+i3/iaRDNADYD+Mx/7S7hRpBaQDINmBkRG0GgA7ERxAbATSAjoNgCcut7WfRdCrFQ4ywjHGUECHXA0YKQAMksIrG+b8sRESCdRfBZBJtGxVZbiZEk0pBkJkSgtxGa7MUziHAaRAQiJkhCoy1mRuXTgFkRsQURaUFuRBpeQvMrUJmhnEBq52xrZhHJJIJNovyJ443m0jcv6zpDyvB1ZVz3amxNlWx1i2pXW+Wn9TUHhdwVCtGaMukmpXRdd8vh5vojlRUflSl2itiegqIlMsyrvGxvuerLp75royN3tbT/UlN/qK3zp/qWH+l5n2ekfZiftZJJdaTFuTESXNlpzswUtzhfsjjbNj2KHPvMQZhPjg+193/slhRLZjBsg0OcQyNdgsPJDBYwuchzFmSwIIODRGXYJeZ6xDMcI7LITxOXPpf5SDti8op3sxS2LAxNK0ASCvbRpM8YqlRlO6Wy/Ult25m6yn2NJe41Uje88INwH7L/IzKT6Y5LlhQU2RbwlzJwj7Q8t7T81Q+p2x8V3suva6jTzbSZF7uIN+3mhfbpRfnU/Hlmt0dohW2YEsIq4WkN3C6DB2UQ1EIK6HMMHAO/YQibhGATBJsg0QQpUxD4AgLUEKAGvylIsELea8izQHQbZAwhHCOk9sOzRvCtgafVENQOgaMQooVwHYSbIFQNIRqIMECkEWJMkEQgVAJoJoRuQKlqJGIQTRiH5HGUTgCdANlbpPg1qrJ8oCI+rDGfqNNd77R8LB1eJhpegk0i9EESRwdZPWh2PyR12XBMEDeERA9CxiiSr7MVzJEKCOR+G1yoRh73woMReKBB/I2orx58NfBMC0/1EDkDRX/blrwExgvgjn3aYxEMdNZxfAcZ57tyzvcyTrf7eGhDXYnIZfOUjS9zdo74L624ShZfdpQ/WCa+5Sb4y7kqdAf//uakB1/ejU/7kN4CwnGkdB4UVgTXA7sbuN1f1fdFy5IfUaMeCiqvsMqjlJUx4uDnos84hSs4OSvS0/ckss6k4clZyiofUZ2PvIVS1hxTIT+W75enCMyPOER9tEsY9ZPw2jcZX27jnT1M/257zsndtXmPq3IvKRJOF1cIo5r6rtb0f13Zvb2464RqKLCyjiPPby+Ibki6J4y8n5uVllFZkzth/a3buKbFRG6bc+hf9Op/+X+Nvo7XTodisX7ZP9xNPnIh4cPDN51OPFodS/+pofZZX+PjKsm3OP+atBTjVjcyS+qzpBXipj5maWlsfmJpa5VKxeLkXSyRnqrCz5dl/FpddPN5yCepd9Ym3/aWZ5yuo1/i3Noivr1FeGOZ8LpL5aPNHc8OKK96yG941eUcLyn75jnu/hx3UDbvaWr+ra8phK+M/Z39bEu+PynirH3yFRvKbZv4G6TIK2jwJVLUDST+Bkq9t4Tm8wv9ITP/uiz5AOZHFj4B/Bm5Isq1NNhe4Wdb/syxKnhJVYhLb/r60bztE4V7m6KWNUQsNSh+MCmPtya69iYs6aN5arF909LDi62n/+698rLjirb01376J11p3u2J7uUhto3hjkNJHi9o6wae7+wRH6vAz7Kwq1T+9Rj27Wz8UXetz8uuxwtdN0e4RwYZB9S8g6OFW3sz1+gln+vwzyZ4H01xdg/RN/RQlo8936Au3KFh7WmMW1781KYlfllNjFsTbWPb8+1cf1tJ0tKiOFtOgk1+hE1J3rpm7odNNO+y2OWVtCOtnNOT9Y+6pT6qqOOURyf8cdWSpBpI7kVYGqC/gIJRyB5GcydJfAIVW8hSAhVNg8CMyoy/NUxE8nJzCqiKvl5BZ1dhRb24ezyrQf0jq5XkI4PTpfCoD6URqOAN5L2COKM91ehEUUPcFCQYIFkPEWoI1EK0BlK0kGoEih7S9ZAyCWkaSDdCphEydZCphRwN5Oogxwj5VuC9QoTTq0oJ58xhcu6ka4F2NUfjWfBiA0aQhJotjebN8rEVjLY1SrVDqQUwI2AEsNXvB1OhCfgm4GqBr0dFxqW4zk6keR+di1kAs4CQAD4BQiuIZwCbBuk0YNMgJlDc4pRaa3vk/MFLvlGFMl9q0Z243Kqm3oU3i28WF978n/Ys/O4sLC4uLLxZWHj7enGxX2fNU3am420UTsWhU3dtf/FzKpwA6Txg0yCzgpxAxFbgm0FMAKYH3Pxfa00YARIzSCyIxAJ8LQjeDbIEyMygsP5ThG4G1TwoZ0BqcpATH5RaUNwEsul3zlRENg+yacCngWUCvglKZv4pJ7KAgACeFUQvgTsH2Bxgc+8f8fkmEJoBe+eInUbL5hCpAUoIpGYWqZpGSglQEXaNr21kOuCPgkz7QbE6wfyywSCvLfuyTLhCUuhWKljfUnOgpepgc+lBOWd9Ke+DCtHKCql3a8PBWtWeuvI9KnwDJ5ssZzqW8d1aKvZ1tf+rp+d3es4eLvcLVe2XysrPB4avNrUcb6j/rkSyR1DgIMy1ZWaQuOm2kix7PJcszLYV56GCXISdjXDoCCffjp3vlM9AOXySUOLKFDjmsUl5bMjnIplsJJkNFBGayHSOzHUKzSI/TrAJziTFcz/IwN1ycbQAs2NJVubLVzLLPsJrfpXWHBUpd/Nly2QKcqXcpqHYJSuF7PPANj7GVcjzEolWUHPIMVTXyNzdz3JPRjHv5ynThF1KZmdLyYvJVvObnpnFHuJtF7HIHZ79jtFk86AE7jRBQBcEdcHDdrjbBkF9EDroEjduEzYJwQQEGiGQgCATRBghVg/BExA0AUHj4D8G0SagzkGKHqVPkURmpFCPpI8jcUPg3wzBTUh0L4SOQYQeInUQboDQKYjQIDEExJkgxgDROiSNgDQ9JI9DwgTETdqk6iB1HGFbocAK8tdo7asVza++bn2zqajz+8qJa/WGzyTDK8SD65XaFewRlD4EWT2Q1okmDSMpQxDRC/FjJGzONnMUjepBfOrgbC16fQieTEEogURP28RZbHxGkcfjEKCHZ0aII9D8GVLmBBrbBfTBvS1EyXBXH/VMw401quBPNJIrhrRtuoil85k7TTmHq56sqX+wsuwv14p7nsI/ndpjd9YkfsiJ+ebOrVNHn4RuS5aS0lvRoj5UOgHYBIqZUKXVrmr66vBUUb8ot0LyVNn7c/nEMfnUBVX/YzzbL/HX6IS98QnuGZlLhYpvVN3UorbK2IpmWkNvVHPtlvgbiaWBeOYX+WGfZUf/Enfxo6BjG9MfHMsPPlec9bhZEa1M+5F+50BC6I2EdAqFmUlhpaWzczB6WkPkxRdPj47e+Lj73A7lD8tLT65R3P2+OPGxCC9Kqmj1axt92jP6sLozurm/pElRS39Ul35FxXzIwR7k5J3Pzb0kkweV8IJLc+6U0S+Jgk/6f7mnKD+/dkRdpza1GGda9WZhc3floKZTPcnhJknoF5UFp5W556SZPyVcW5pyaUnqdbeMR9sr8q7VMy405V1WxR2R3V/dHfph55Pt0l8dVJfdVHc2tXHO1BefrSw5qSz9Izv6q5aCe3XFcUxpRK7gqQ/b9/PMB47h59Cwy7Z+l+yeXnIOvuodcWVnyK9fPDrq/2R/yh13jq9j6TP70iCkNcG5O9m1I8mlJ82tL9V9IHXFMNVjJNOzO8mtO3V1VYRDTYTLAGN3SYSbyAcaEpZqsc/GmB8OZ6034EcI1a8j2NfteQf7GQcbkz3LQ2y7aevUzL11Ec4tCS4dKc5qzhZC9IlF+u0w86NhwTeE6vSk+MvFnptToi+rg+wrwmz6qJ7aot1DzzcRss9GCna9KPhoiL6rKmZlS9rqvsz1w3m7umhbxb5kqb9tTaxLfeKy8piltalrVUmrGGH2tNgleUkkaabNSOWHQ9iOpnS3soRVo8o7LcybrTnX6xN+V90+EH1q/x2G0C6lGSkyoNJphKVH8rTA1pPERveKaZfKafd6K0kxBywrghGuSuNRaWuKqozOpXPKK/M7x6Pqhu7Ix7YlN8DNUrg/BMlzCH0eyXkN0WYI06Axmg8yzaRkLcRqIMkAoWoI1kOEHuK1kKCDVBNQTJBOQAYBFAPQ/rnZWsjWQSYBjGlE8DciMG+tNO+Vab2Y6m187QaBeis28lk54cQc8W6w7Gm2HC+fOlo85FU7j5S/guJZEBmAowaeGkTGf0yuRuDpbbhqzxKzrcQEYgKE764ZRFYQzwI2D7gVJFbAZkA8CxiBYvolMVL7T3//6a+oxKLKhwkM/xRmx4B68T+Th/8d598L14WFhbeLi4tT5pdF1X0UvCVDVHf8epjNt9ecC7oQ8TRgsyB5CRgB/Eng6IBnfF9o8O6PhtgCmOX9XCuzgEAHfC1gJpBZQG6GYiuUzULJu/56KyjnQWElKcwrK2btZQQqn0FLXoN8FhTTIJuG4nlE+grlmkkCPSIxAt8IIisICIRnQtlWlDtnwzIiIiMITcCeQjEdKAhUNoPwTMDXoSILgpkRTGeDETZiIyLWIwI1iusRTAvcMVRBrGqcOz80I9TU1DadwzmueQz7lpqP2yoOqKRbK2S7KwRba8WbajGvMuEKlWxDbfm+uop99eU7scKlxSyXZsWaMqFHZ+1nvW3flsp3JkZ7ZGVsUxR/1NF5sqf3dEPzlw31n+ZSyXkUlJNux81ywnOcsXREnAXCbBDkATcf+AzgM4BbAEWFUFAILC7Kl6AsDGVyESYXslmQWAQpYoSCo8+LP8iWO6bjpDShLRVDaTjQJcDAoVDiLKncKC5do6reLJa7M3EowoErAJmYXKPclJ7q9vAxGhZjy5K6ZfMcU7JtEnOW3Y/8MpQZmlktFnX3tGun24zzrea/2wzzTZq5mqnXkpFXkRW6PdHVcEcBt+rgyRCEDENQLzzpAf8XEDSKPBtfGmeAEB2EERCkhyAdhJggnIAIM4QbIEQNIRoI0kCYGk0zk+gEKVsNqeNIrg5yRtCcCQjpAp86iOyHSA2E6yFSBxEGCJmCyCkkgUCSLRBthHA1QjFDqhHiNBCjhjg1QtUD24qULoBoDi2bW9v5+nDH2xOVs9+UTP5UOXVeOfYxv3t76cSxtrltrH6gdaE8HZLcD35NaMILcjaBJKhJdAPi2wAXy9HHbci9IfDRQrAJiTKjcRb06Rjc6kR8xtAnGgg0QJwW9Wm0uV+C3hPaJZV/j7cxcSZ+/7DoJ/d+6q/a/O/11M066saB6K3Cq17Mc67yBxvKfHfwL60QXvaU+H+UEn4+VVbyR1HzttyGzUWNazntdrRqEr0RZbai0ilQWTa2WdMm8KreM/Hcmxfwhg/y++x4k7b8yXWSiautU5Tuala1T3X5djnfMSV/bSz/QlCefySfc51buCz07J+Fj7lZ15PP73388w7fa4fO/3HocoBfYHYOt7KYg2VTIs7SM8NkSjm7iMYMu1Tu83X7w0/67x16cftQ/6UdTb+sFn65BPtqqeIbN9nPawTHXBuu7mh6/H1L1J+d0ZcqH//aEnR5KOJUy+X95b8fZP2+J//p94zQHzOeHK5k+dCufeOzaZnPRudn3o5+K20f7t4aGhZRYzD0vVrofr3YRMylF2SI8BwOOyo75FDqnZVxV5fGXXGJu+6Udmsl9a9VqTdXZT3aSb2zIfPJjtrci6rgI4q/VimurRD95toV8PGL8G9qbu0Vn10veXq4Mv+BPOevdmlovSSkJvemMvqHuuLghEbGjlKKuzj2Z35kgCzuPi+Ahfmw4z8WxW8vjVmP+TvIntp2xq/qSV0+RPHsT/PqoXj1UFb1Ujy7UpYPUFcMpi0fSFnWneLWEu/YkejWFrO0IW5ZQ+Ky4bxNevnRioTlLdQVfc8310S7KwPJbalefc+3dGesqQuz789Z38vYJPG3aYxfOkTzMHF3zMk+NfD3ddPW6QUHOtI8Jri7x0Sfq0LcBlI9xwvXjed5TxXu7kjz7KK614a7tFO9tbxDVVHrOI+W515zyL7qnHbBPuOyvSjQtY7qVRHvXJvsVp3iKU9aFx/1iaguT1jqp8I+HJBtxSLJJcmrW/i/qNJ/oZ7bTPtpa9xXy+7vIZ/Zv+FuXJbnUy4aWozGl9lG1qApfShuJZcSXo2WdS1WZ+UYUmJ0KJ6zERJQbHGuInyrGjj+vwkjTisrZazmYb867b7CDrhZgjwbR7PeQPZriJ+GQD2EayFWb5usd6YSEKuBBB2ETEK4DqKMEDoFoZOQTEDqNFCmgWqGhCmgaoFmAhoBWXrIMkKGGTLNwJ4D0YyDgnDMGianD60omLLJmSDljboxxx2YGjsRYS8nPqqz7ucNkpmTqPJvpOINlL8ETA+CKRBqATMBPg2YBfh64EyRheplUiPCnQSuBvh6EJgAswA+84/y+E6CnAPcCriBhBPO/tylH50/40dJ5pTeicyNyBROqIl/IxD/v8P1/zGL8X1I/8Li4qJl/o2sZThN0kKTtv4ZkOz02VmnpDJEogOhHiTTgE8DXwc8DSImACNAqAUhgYjfZRPOgGQGJNPvZ1CBFjAjyC0gs0DJDCjnoWQOcAJ4WijSIiw9wpx0FGhsuZNQpEYL9UihDgQEwjEhHC3KI5A8vRvP8D9KLHbssf+QWJ0KtS4cvXOBdgVT516g9RbqnTmTnpjOXahz4U/a4ATK1yO5Q0juEJqrRjKmkNRhJHUYoY5C+iikvwD6GOSNgkhvXz3/04uF58S0tD21pvxgJtVWKN3U2/tVhcS7XLi2QrhWwVym5K+oUmyuVe6oLdvdVHmwufpAbdl2YZF7Y+m2BtW2YvnGjqbDOM/jOc2JmrqHmnygpfnnwaEzdY2HOzq/EvO3J0fa58a7FKUsZSY6Po9EsXRESANhDvAZwCkATh7CzQNmHnC4SH4BFLEQDgZ0HjCFwBSiGUWQxIdkMZohccqRLaFJ0FQRJPEhW44WyEgcKYoX2zL5IJKRmWwbHHfMZwMutRFLEBwjt9RtT45efe++bVqOazZ7CZXnGJZlF5RqG0jdTMXTOLWNnPpObvNwgqgmWlyXUtUfUtx6LrP0x6yWfZlddkG1cE8Ft6vgdjsEjEPkJISNQegYRE5CyLhNlM4+zgJhBEQQEGqCECOEmSGCgHACIggI0UGwHoKMaLgRDXoBvm3wqB0J10PEBPjXQXgHJE5A9BCE9kPoJIQbIUIPoRoImoAoNcTpIZmAaD0ET0CiEVIJiCcgzgCJOqDPIpJFKHsLimnPJuvp7td/tf19u2k+qO/NrXr9GenAifKp/9k2d6Pn791FPZDejhZMIHEDENSK5uggdhyNmkAjR22ChuB+NxqhgccvbJKmbZOm4ekUBGiRp1OIzxgSqkaeTCKBRjRGY/OgnezTjIZWebKaw+t7uTRf1hXv/HPbmnMuNkVu6QpfU+7rKbi2nH9lbVvwzsGE3Vrq/oZ7S2R3V6U8+jFPUfVQOXmrXh/SM5EyPBI2aPhY2OnAHrMptYCKgGrz7sGZfB2/peuLyIITH2VhZEoXCdeBwgCYdoXS+EM3kTYyKKzzE4n3h2R99VCWE132PE7B8lc1/MqhJPMC2U++pBz3iL30eZ4g52F+UUxFFzZhEvQMc3BhfsApbsCPWMDx1sRzzQ+OdtzaO/znhpafltf+7FH98xr8u5XMI+6iH70Lv17F/2FT1YV9g3/tH7y5q/vyroFrBweufzJ657OhR99WXvio8sIh2ekDZcG/MINP054caxb41lHvJ+3yCHeD/C9W5h9bm3pkS+Dtu0xVraJjWDk4Wa82UrLjIh9+FX9789NfnHx/cvQ76fLoX+SAP5YE/rE0+JRH6LnV0Ze8/X9f4f/H0oR7u2qyLpYHf4TfcOf84cr6wwu7vCv9C7ecr9zSf/DKeXC0GgusrUiSKeLk8mi+NCq0JO7z4uRVeNKlqjSpyq9aeKqYdaI09UB52Irm5DVV0a5V0Y6lEUuK7jqIHrkoAzykfsvYdxy595ZIfFZwb9s3Rq0cSV87TF3Zm+bal7qkN3lpb5JLf7ZXd+b6MfYurfTwpOjzSeyQTn5Eg39iLf/X6+YL041n9cU/9Gfv7Mnyro5zaU/zMHD3jWdtHE33Uhdu1rB3z5b/MMzc05q0cjhvq+SZbUPscgI7OJK/Yaxgk0n48Uied3/6sn6qxwR7mxH/pCdzmyRgRWnkOknQWoH/utSrjik3SSXUZcIYVJJkI0x2yMv4iq8s6p5ebBgqr5B/L0hzpTzzwNkXudnXAk6u9D9CSjzh+eCQ27WfPgqIiT2Xo1gSwllCrXaKV9jGKElZnTZK61djL8OMrx71mQJHZr6tIbZU6pykWqi0eLZOP+58wYm72Ppoq8rnuwY5N7e+/45yyvNZLTzuQHP/huzXEKOHIM37XYeIcacUg12aAWLVEDoOERqI0kPYFESoIYmANAukEJCohSQ1ZGghwwhUAjKNkGkCGgEMCyKYA+wlIpuHFDVkqiFtFLL0kGuCTDVwCWCZgEPY4Xq73BdAGQHxLEjmQDENcgIkOsDUINICRoDYDGITiHXAUzvjJnepAdhjwH7X9moCjID3CzrW96B9r0LO22J6+zuUZUfO3ErMSyyU3gpPz+KXEnOv/otqCwuL/40C2P82XP8zQGrh7cLi2/m3izV9Gqq8JUve5pfM8Txy3vVZgR2mBrEecAMi/c/8XjOCm0FkAIEehIb3ib74NEisUDwLcisIdc4LwAoAACAASURBVCA2IlIriE0IbgaMAL4ReEYomIICDTD1UKh2EGiXiA1IkRZ4ZpRpRNlaRGxA8rVozgRCG4OMcU8u4c3SOueO75WaNxWMb+HrnLPHPPLVHrlj2ySEK1e3HtNtFmrdGKNAHQbqCJo3hdBHkIIpJNeI0PTAIIA1jzBfAcMKbCtI5pC6t0j733va5zK1uuqBGAW2KS4GZOXewxM/tjUercC2yvJcKkUrG1W7mqo/ba4+1Fj5aVvtkUbVR2W4t7hoRbHIu7nmo4aqPUrJ5jJ8Q4l0T0z0lqdP1inLv2loPdbQ9HVV+QE2fYMC26XgeuGMZcwEEKQheDYIM0GYDdwc4DOAywQ2CwqKEA7XpoiFslkIk49ksIHGhzzchsqFVCGkikn0Yg+qgEwRQrIAUoVIrgLNwoBbYl8kQLhClI/Z5rEQjsi2QABSBVqmXNrWvLtMsTEl3iE5nZwn+iA63+tJ3hb/vJ2PU3eG5NznlFcyy9p8C4qPRDFXh3E2JJXuZXR4JNWSnlWgfvXg1wz+nWjkCzSwHw0cgqBxCNFBiAFCJ5A4DRKjd0o22cQREE5AsB6CjRBihBAjBBkgWA/BBgjWQPAkBGkh0ABPJyBgBILHIEgNPsPwsBfCRlHGSzRnBgK6wbcPgvQQMIEEjoLfKETqIZmAVDNEaSFoAok1oGkWJNGIUs1An0bYr0H0ElSvHern/9X/0qdlNqpzLqBZG9lu9KtXXy4Zvt9uCR9eCOu2bs+pRFJrILUJEvqQ7EkkawpCOiGiFwkfgKf9aJgWCdNDwCQaZUJ9p+DOC+SJGvHXIpEmNI4gxZuRMDU5tBO9V2HzuNat4MXXyjGsr7s++fem+6u7sn9tLzzZn7S6N2Jt0WW3/ItLnp9akn/WreL+sgG/JY13ndIurhTiXFrzRFS7Vqidy69RPkhP+SlXtCtbQU6tQgsHoWQaKme/GZwT6eSSuuN3KL+uCmUg4SUIvQUEA4iMALHRpkS3pWQquGdA2hFfKL92Vy79Q9nzqHM0sEcX0dCeSY+kndsRetg++LetKVnxUcUNnAGibMJaNqJjijjsgN+l59bUXlg56f/Ri7v7Bu981HPeu/O3dY1/rGu+uq/4l/VNf+5sPL+97tLuscDjnQ++HLj92cCtT+rObav/c1/75d3tF7aO+v5QfOEg+/ha4a9biu989fzJT/T8gOKS+FLWs/Lku/n3f5Sx/bDYUwl/fCbG8aKy2mxJ+XNldd24qX5UG57wJOTKWv/jy/466nD9K/trh8l3vl5y/aj9gxPLb/+w9Mmvng9/dr/3ncOjH11SffYp0n9uSPtJ/ng3ds2r8tam1nu7BwK/6KHe6BAG9OCPG2X+UiwQk4Qw8NAgccwZXvhdYai4PLqh6LgyZqXAjyT2JTXGuXckunYkuPZQ3dtTViuDPBT+y8tDl6vCPBT+y8tDVqvCVpc8XdIRv3I03Ws0Y2VPypL2WPv2eMeB7LVT2MGZxj/+7ry0OHDrVeuV1+3X51oujki+IerP6ivPvpD8NIKfGOJ/11PwSV3q+maK12DelgH6pvGC7b0ZXmru7jHWrjaqVzdtTXOCS12kAyH9Ykr8aVPS0r50Dw1z6wB1RV+ya0s4uSV+qUFyqCtrU1vy+nHmntrYlYrQlbR7ZKqffVGifUESuSDVOTPZW1ie3W9+1Um8Ftfyc+j/Ss8+IanOqxtqw6pKaSkP0u/uop73CPhxY2psIE2q+jhW6EGv2ShoWRIuQTJaUNk0YJbjwy/DevXP6odLLYuPaozLWN02SoNDreW3wbeF+r9r6iUNgYfqz64of/qjTFkSIu87kNYENyoh1ojS30KKGWIMEGWCEA0ETqJRaqcMI5Kog7B3axBaiNFCohGSDJCihxQDpBqAYoR0AmgWoE1DuhVoVqBbEPYMcGZA/gpVzCKpk0DTQto4ZGkRhg6yJ4FvRor0kDMGmaNAGYGcCeCboVAPAv37PD6pDjA1CLTAf2cw0QKmR8XmFSUWZ0wLrAkQ64CrAbYauFoQagE3AjYD2DxgsyB5ZwElloomSScDNh27HJolDM8R3QnPwivaXr59x7a3/yfA9Z399u/Xiws9U1aGrDtT0hrHkm38/rzdjWQH7gQIpgDTve+0EROgmEYUMyA2gcAAfB1ITCA1g8gEmBmRzgBGAF8HIj2CEcA3ICIjihHA1gBHBywdFKpRLgEsPZmr+UBuJfGMSJEB4RHA0aE8HUJ/gTKmUNo4pA4CQ2NTQKCZanKe0S57yjFXv6RIb8cyoiyCxLOQOGabAoJcoCczdM7saTTXCOwZKDKjLAJlW4Cih9wZKHwJeS8hZw7SCaBbQfIWrV2AYmJN5XShcUJWfZ7JWBKbCsrWbVrL5b6eEyXCdRUir+7aPf3tR+rL91VId6ikO6tL91YodhWLN2Fsr9qy/c21B5WSDVjhqip8e6lwJydvL5/zuarq2/rmH8rKP5WINsl5u0XMjewMckGiw/NoB0Y0SUBBuRk2eVQbTq4NM4ucRSHT6WShcEl2tj0t14HBts1m2yYy7Cksu+e4DYUL8SygYnY5EucUFqRwIJkHGRiaLUEpGOTJSQwBwpfYFInQ5xyg80GoICvLPITc7RyON5PpkpNNTsqwvxO1/EH218GCo6ny68JmSadhtnTo1V3e0JbkOtvkelveOJo3gaQOQXQX+LbBvUZ41ouGjkOYFkLUaKQaiZyCMDUSqIVQHZpgQMOGHOInkQgjBBsgSA8hBgjRQ7AWAjXwTAtBOgjWQrAaDZmEoDEInkRDpmwjJ21Dx5zDJ+HZBDl+ipxJoIlauF0P9zrhmRaejUPQC3g6isQSCHUOEggknoBYPcQbIMmIpJgQuhXhzwM2B+Wvker5zU1/X2qbC+udi2gxPKtXR7caAmpGolpNcR2mjA5tRGnbl7kK54xaJHcIKANItg6hTCARPUjcIDxqRWImkDQCHryABy/AbxJ9MoU81cJTHRppJsUTSJgezSDIcZM2d2vQ2yU2j8pWJFZewjqSMxPZV7w7fdcO5//Rn//dULz7ZNLaF8lbhmLWdvqvnEo7qE7cOfDUozdgJff+VqFUzHlB5HWPU5qGY5on9meVOaWryFG4TWwxid6Kyueg8tXhnvmM8Q5fbsSfTM5mimoVo9lLNvgfZVr7YqMNpnEoMy+TaC51auX6kjTppaP5GS7cHg9cc7Rl7hDe93NC2tnj+//61PP6p16///bl3ZhITuugaMBQq5t7XlbNKEjl3NgrPbWy4syq+lPr+h980n19W8cvKxp/9Sr+bbPgG3fZSW/h8VVF362Untoi/H1H2ZWD4uPr2F+tFHzn2XZmfcf5bUO3Dzb+ubP90s5Jv2/67n/Wn/UgSRR5ufAeQ5XIr8t7pqJexcO4vOhE35v1L8Z7Zhe7pxe7LW87LAsdljclXR2JMeeSb24UBu6nX1tLOe8Vd3pV1O8rki6vjbm8KvmWd9rtjTGXVyZcXRXzp3vMtdXsmC9q8s600X5rCv10POxjU8y3Vs4jTXFIXepxie9+xq2dmXf2MoKOMsJ+YUb8kuP3BT/ul0bRlWbWUVWsZ0W4c0P8sm6qxyDFY5SyUpu5xvB8zWiWeydleUOsR3Psmpa4NbVRK5ri3MdyvMcyVw+kLm1PsO9MXa7FDs3Wn55pvWJuuzpV/usQ/s2A4OsB3tfDgq9bGB93sb+cUp7qEx3r5n47Lj3ZXXS0NedAx/O99dRNjembRrmfDBXubaWuq4p26UhdOZDhMZq5bIi2cqbsu/r0DcP5W43sXSO0VW1x5O4k5/ZI+4YoF6P8i1HWx82JG7szt4p87BPPQMRFSPGzTQ1AUsLdcPn94iZx06Rm0Py22/R38dAAFc9RDXb3mhf6jIt9xGLrqNr/4U/xl9Y/v7Et4sqhlKSIs/HZn3PLfle2eQTkkQubbUstgBEfNL4+0UgE9Zr+kA2uY/QBf8SxfvbTzr+DX7wpN7/pHB+rSDzfftULP7dJJeMz6oZPCbtd/SrhSZdNzt+QOQcpJogywjMtPNNAkNo2TutCISBEAyFaCNNBtBESCYjXQZwaEjWQagCqEdIIoFohYxrSZ9DcV5BphgwjZBNI8TxSaoHkwVVFmtUckyNd7SnQo4UTDkKjHc/owla7FWk8OEaXoglXqXmJSE0WjoPECrJZpGQWSqeheBqKrSA3AqYGXAeYCZUQHsUESagBgQ54WuBqgK0B3hRgRsCtIJkByT/7PRIrgpnt6d3kL659eso3vrDiWRLHJzavoWfkXZrE28XFt+9fZf938Prf1Fz/M/L4zcLiwrh5nlkxSMPbMrCaI+cekI7dcyrsQ97VFLzbV5JYkNJ5pHQWwQkQ6kFkAKEOhFoQ6hGMQDAziM3AN4LACGLje/+vUAcCHSI0IgITwjMBzwhcPVI04SG32AuNUGAAhhZlWYBFoHk6lK5DczVAUUOWHgoskG0BqhpyTJCph1QdZOgh3YgwrMAwQ7oVySAQuhGyjAjNDGkGoM9AhgnStUDVQewUQrVChhXSCUg3QY4ZYZhRyVtUMouwTdvqXwqsxoKS20k5XglFtjUv9mutf/X1nSzD11bh6yslG5qr91bKN0lYnsWiTXXle8sVWySCdW11R7qbvyzBvTl5S8ol21rrPqpQHoqL2hoauFZZ+nV9/Tdy2Q5u0ZoHfzo8uuSQn+iQG2X/8Jxj5D1UnGlPDbK//adNEcM+M8Xu5iWHmAhbZoHD9cvozbsOVAY5KdPuwnVyQJQ9HSNnC5FUNmRLXWhicioHkllAEUKWFMmSoOk4SpeRODIbPo4W8IApQsUqp+LK9fTsNXGhrklx9tmZtik0NCzD/Wbyt1fSLt9KPpTMDxe3DFHK+39ILHYNkNmlNpHSWm0oXcjTatSvHp40/N+8vVd0U3e79fusJWMzwGaAcV7qG/qgZ0NCgHAoISHJJpDQwyYQIEACoZ3Qq3Hv3VazZTUkS5ZsyerNvffeuyzL6tKS5IIBg88FvPsb390e73fOGWNdrvs5/nM+8zfhaTc864UIA4SZIQKDUDuEm5F4Mxo1jPr3IsF6FG/FhXbNjDJChA1CrRBuh3AbhH8QVyMEmSDEDCEWJHhkPQNbSzX6JQ4txQ9vSB/ZmG7anemeEalfS7P7JQ+tSdNvoegX4I0QYUEibRCph1gTpGBAciMkN8J4BZmvgTEKNDdQR4E1CuJXoBpDi9yzK53fNrwJ7HiX2OZ6Ujx4TzP4vHSY3GZjtVtfiMrTSrsjFA0XBTWfpdd507ohpRMl6iG+HyJ70IgBeNLlQcaQaCM87EdiHB6RNvSpHgkxfzCxIdACyRjKm0BedCP3utFwKxJuReKHtiuNTxWa7IhjdS9Wtr38xaQ8N0JebcIvGon17Y1c0BXii6VuGo5bWfgXrvDWbPbTA2kSRUyd4VZB3/eKvsXZfajcguZbIbUKx2xHlRjkT0H5FFrm/I968/HSzict1sBOLHFo8nkn9qJ//HrrwK32rns9+pBBA6mv8WUr68/s+P+Q1gG3G+gDSNaIB6dvJ7cqlM2NCLz87OLBO1eO/3XznH8Kjd9uzje8YVe3xbPT8Ve2yc4uUxxfUHN+zfCz79r+2NTw68K231c0X9xSeWpN3aWtA4++rb68ueLSlsqru/IurFOdWl58an3z5a2NZ1dUnVhce9Kv8dcVA5c2au/s7r27x0y6wZfGrsX/uYf/4gdF0gph8FphwB1VMi1f0Ooc7xif7nG+73G+b3O9bxl70z8xzRenRt7+VJKyX5L4s4pxUUI9R7r/ecLFT8NO+fqf8As4t+LOcZ+7J7yfHp336LB36Pn5xLsrJHHfV9PO9Wf+iUkeDMSfzHu0Oz/xuPDGyqIHKytIRzo1T5rZN8siv+fc2yYIPsKPOCOJOywK+/zlnXkvr8/j3JrbnLJKR11lSF1iSF0ySF5UFe4rvj9T8mSe9NE8yf3ZFeGLBqkbtOnLB2nLzZLd4zW/vu667Wy8OVL4WxP3m8aMPeWpW1s5+3qyvrNqfrHmndPKTzqr/8Iqr/RIjmgVJ/slR7oFPwxKDrdy91aQNzfQt1vUx9pYXxTFzO9IXT5EWzGY9o/+9MW67K1V+CWjed/bBdv7yYvqotCGWI+2OO+aKG+H5rtu9raSqIU1yZ8KH+FSbwD9BY4RhXISUB7ZR66+VWfobhgxd1hfdTqm62wTdRas2zndZZnutLxrM7+vGbJGRd+Kvb4i7foCRfyh0uz7KjUlpaqBYZq+Uol9Xmw52jL5z1yLR7FrV6MroMOxLqMBERogz7mucTTM9DaiRsfp1DfoB+vZD+purOH8tiYvVyqq7HomrdoeVwA38lGiC6ivkVQXEmECfyMEmyDEAsGGOUkWzwQMYjGIxiDcCjFWiDVDggVSbEC0A8kOZAxSMUhzAWUUiBgkGIBohZxJyH8NBWOo1LC1wLSCNbhKYvm6ElsqHd6ots0TjqxWW9coLEul+lUq05dFthN12GxyMwgxULtA7YbcMSh5BVVTUD4OcgPIjaCwgtw6S2VdlOtAPkiMwgliO+SYQOmEvDHIdSO5LhCZQekEzSgoMVTtWkIqmrXn11/uJxGFxffjmNHpgiEL9kHepqan3/+7/Zz/E3H9157A+6np6XfON+/VTcZURQszt+5P/0TP3Re8k2tBagW5BZQTkP8GCiaQglegdILEAmLzxxU5qQ350PaVfgBq2P71WUFo+ljCEZlBZEE/HIZJnSAwzRSNzJE7kGwrcKyQYffIcANxGGXbUaYdqCPA/FCosgHFDkQjMByQbkfJDiTVChQbpJoh1QqpGEJzAc0OaWYkDQOCHaW4EbID8GagYghjDKgY0O0oSQ+RbTOSulBSD0rtQSitOE7vZnUPd9hIUiclcHaQhbMqu7eNOK53dRzPly0pEH2qESyuL/68Ur0xX7S6RPlZXdmOYs2W1rofmmv3Fyo2CBh+GtGKlpqva6v2tPecrW2+lJ31hUy0QZKztqpsvyBzWcjj2Q8uz2XH+UrpPvcv+DBiPZWM2ZF3Z1884ZMU68llz7l7Y14q2Y/B9Ll8cebzoMX0TK+XfL+A4CV/3/XJlM/NVKJUgUe6dC5JjCPmAEGEkBVAywOqAthqD1G+p0zhoVR4SaRoaeWnufkbKKRFpARfCglHoXjiSUgKByKz/PwzztynBDxMi6api54x1Kufv4QbNOS5DHkmh7tK5Gkl7nEF+ncRcrcWQkcg1AKRGERiEOGAMBuE2iEOQ+Mt8LgdjTQh0dpZkZ0zIw0Qa0cTnUjkh7MmO4RaIcQCoSYIM0OwGQ0xLCYY1lANS5KH1zKNnyQPLMcPrWfaZyTqFhKNM6O0y9P061gGv3QzmmBFoyxIrA1JcQIZA7wZoTpR8TsQv0ayJ9DsCYQ/CsIJ0EyCyj5brfuxffRu75uHJZbgUn1Yjf5hpTaq04qv6PmblPUbUXCKrDktbr5Wpn+g6jrGK1tBrUEjq+BhCYR3oikGJG4YiTfDg17EfxgljEHAEBKo8yS60VgrRJmA+QqRT6IMC9xuRJ70Q6gRop1I1rt/Vr5muCareferAtY0ck+3076uuOdZfBtpCJozgF+tjV86HP9pd+Ci7Aue0de3RmXQr6q0i5itcwUDqFgHahuUT0K5CwocUIBB4TgUvYWSN1A6urDGFmabKng9XTM1XWmfKjSMl2FmUTdTVHdTXvGHoODyA8azbxnslYzCBaIhlDMIrBFgG1A5tkzY/SdbFBpyNfLSvodXTvz++P5dKota253VbmLW9RFVuZyIa6V/rm88v6Tz2vqhxwd6b2zru7xOf31rzx/rm88s1l7bbHy+z/hiX/1va8p/WVV5fHHtrytLj84vPTy3+8/NHX+sqjnt3f3XuvoLy/uffa0NPtYZdaZMHH6Y/mh2+s2tJeSlsrjlioSF7MffifAve7vbR6d7R6c7RqfbXO/aXJOdE+9F+bL4F9+8VD4Orkp4UpVyTx2WqA4PizmdEnyY+OxAzNXPHp/wCTk3P+bcoqiz/8BfW0j8Y27iH/PId9cVpl9sUzxT3t+X9dvaJvYf5dFf1ifv7VBcN/cHDtc87M04r3ixj//465ePD3BCDgvij3Gff8a5v+zl3UWtadt7aes6CQv7SJ/2kpZ0E5b0UVZrGRsG0lb1EZcZWJvtkr0Tpcem2q9Ndvw9nH/aXHjBkHeuhXegKWP/gORIE2d/j+Bgn+AHg+KEUXnapPnNVXEVK7vSmvlda+aBVu43HfwDLdx9zdy9TexddbQd7bxvml7urCFvrE1ZbhftMXA/70tf2UpcWJfsZ5XtNgp39FNXdpP8+imL2hPnNsbP7edu7sv8QhM8s4GwtA6/XB42SxCNSNIQWToiJQGPOJPL3szJOF7clt879q62t722r7zVZOywu9sc423WyUbzqLA4n0ANI1KCsln3lIm7JYGbeaT7aYrca9Kq/6oxXO+a3KYZXJKnO985kWF9f71sBM3oQnNdP3W5c19PCXqsCUUN+VWK+qRTBReWRuybGxP1IoJM+zM04YvbePg5HQnRAXkKCKMQaYCn/RCkhxArBJpwYSNzUt2Q5IRYN4RZIOxf71c8BkQMiBikYihzDPBWSDQBwQQZTpC9RgunQfMGVOO4mtfesmEkssWLZ58rN/sosEUKt4fA5iUyzxKYPbJHZufb1hZYTpbZ/ci9QNN95Pcp3aBxQ8EYUjE5s3wcJzeCzABKI8hNvhrbXLUdZFbQuEFihRwjSKygxCAPA4UFsoZB7QI1BlIbqBzz8syz7yXM2/PrnYQMQnbunXAaQ1I2Njk1/bH4+u7jutv/j+L6cUng/fT05PR0zaA9TdlBU7cGpfIX773gGyLxULlBMwr544jmNcidoHSCxAH8ERCaQG4HFQZSO+RYQGT96A+LLCCygxiDHBtIHSB1IFIMxFYQmhCxHRHbQWABkd1Dbv9EjeGEFsh2AM+OcDFgWBGGEcm0AcsMTCOOYZjPs3wqtXum6zxp5rkc85wMC0oyz88w49IH53Mtc5gWlGoD2hikYpDmBJId0jAgOyDJDElmYI9B1iugYkB3ITQMSdHhKHqUYwD2IAhGELXhq6phvhnLrCIzJV8m09HcunW9+l+62g7niZfkCZeoshbU5G8qkq3Kpi0lRM8nxvlyaOtfpm4gx/txqP9QCJfVFm0pVW+qLt3T03OqtGxPZdm+POX6QtWmlrqDHOZCFmU1KWoRI2pGNt4j6dlMHgHHw+NSI+fER8xPiMVlsGfHx80jp3vRuDPDonwSCX5ZYl+RdAGB6BcTP4fKw5E5kM73JeX44MUIUQJkKUKWAzMPWCpEUoRT5nnmKn2qS5eX5q9QidfSCUuZKYu49Pn4VMAzcaQMFM/DRfCWPBP+yazNqzRi6XWWXUklnnFVOEI3GtOOPG/BxWrR5CGIHYRHPejzIQgzQrgNIlwQMwoxDohxQLQb4schHoMgExLpRBIMvmSdR1gXEmNA46wQNAzhFgi3QagVQqwQaoCQEQi3QLgZQoYgZAgJM6GxJiTCioYMQ7geYkeQKD0aaUMjRpBwLRJjQqNsaIQV8A6ENYaSjGiaEaHbkCwXCJ2odBy4VsiyIbmvcIUT3rmW7VW2wO5XT4u1f4iagyutdwqGD+U0/Krs/TGtZOND6taorDXxqq3CrmM17vuVQw+KW3fTapFHSnhYipLNOKbTg6BHwjrgfiP6Qoc+H4Z7XZBog0QzhPWhXMy3ZmprGeYZVAFXapBAI8QZPLguRIgtynNSTaNqZpAk/KiKd18cv0f50LM3faUla5eFtbsnbl1t8BLJ9aW3/jiwNZK8NrPZVzwMcjvkT+LKJuYVYf8sta1vNq6oMS2uxDY0Wb9u6DvUMHCqtTfMZBbYepNq+S/bK8sNWLF+tBkbK+ivzaqJ5skPcsTbTuHve4UK0IgCIFQjGTqg6CEbg8JxD4l2DS3vSkzUk7Nf3vztYKREyR4ckekcnOZBYbcxfxgTqGSSgF8K/9zUcWvLwMO9NRfX551e0XR1c8fFxU2/+JmfH3CknFWfXUP/ChGd+Ufzg50Vl9coflvUEbC/+87n9Tc3VkZ9V005X5R4oSXzwYDqUaP4WpXyOV4RtYz856aCxK3FxPmsF59w/JcJIxeTn5zUcCjD/XUT051j052T0y2T73KHeqMUiSeKojc1Jq9ShH5KvbdDEPCdMOCyIjohP0nA+Zt8b3PSDV/K/UWcxyukQRu5txek3VqsSDtSpzjfWHi2WnGuUX6lQXq9Xf77YPU9Xdv1vo4jQ+3Xtaq7PfwbwyUxPdWExuKkJk1Eq/hiM2NvK3W7UXRoiL+rnbK2j7Gul7pUx1phz/rcnv3lIHujQfrVZMPZ6Z5bU733X/c80hX+1iY4qFee7Mr6vjJ9Z1fOUWvJn/rccz05hwoS1pbjtwzkHNErf7EX/W7JO98n+qmDd6CUsLkr+0Ab/+sa+vZqyud16V8Oy49VU74sJWysJW/qzdjVnPpZI2FVH31dV/oqvWiPUbpvmLNpiL68N3VJTdiM8iBcW9pyo3SXJtjbKNyr539RHLOA/gAkKSBLBRkRJCkgIgKPiAgkF6o7+GWam2LWlmzeaWZWgLKhrN0x1Wl/34lNt1gnmxyTGRoeLWiz7Kmv5MkqRuiRBD7jTln/Zk2vb+7Az52jVPM78fDEZUnHDnH/8Trnkw4s12zn5xXn1TbVimP7or5qvLoi6/sFTP8rWUplJE+z7QEXPcXDBWjROAwihiHeCoEGCPqQ71gg0OCFt88gjEIMBhF2iMQgzgnJbsC7gOACgguIGBBtQDCh/DFEPoFoJhHFKGRaIcuFyMfRgteQYYCkXiDogYUhPDfCxoBhgUwLZDtA4ga5CcR6XJYWyTQCSw8cK4jdHyVW5UaKx+fXvV1e9cpDrgeFDvIsINMvzLeiajsoHR8ZRBILyGygsoHcBEI9onIiKgfIXKBxIjLT6grYeQAAIABJREFUzMy+GadebDx8K4qpjqCr/458WVjb8e79++l30+/f/5vcpn9bXN9PT797/9GVnu4yO5n5nanKJpK45LMj1z0vJc6SGEBqAZENJE4Q2kBgArEVRFaQ2kFmB/lHSCFIP1xzOUDqABn2sY0jwz7CIaUOkNhB5gCxHXKsILLjFJhv4fhMOQZ8E/BtwMOAZUX4DlToAroJ2BagGj7lW1aKDBsUxk3CYR/q4DoZtk5snUcd2V/gXszRfyZx7da453HsQHUD3g54K1BcHy2LFDskWxHOBLBdQHcBYxwYYyjnFbBdkIkh2Ria9xaqphbVTAYNjYs7mbK8LwgUlJ+3sLpjl057PFeyQsyZL86YU6pYqchekhg2+8W92YmRSwjxy5IjPiVE+1WU7OnpPFSgWN1U/XVZya6u7tO9PecGen/PU31elrdNnrO8SL1RnrWSlYzjJYOQAComqmCignRUlOHJ4yIcPsrho4KcGRQO0MWIpMinomaxVOXFFczgCrxYQq8EOiSyZ9ClC9NkM9KVCEUGVAVQ5cBSopJCn5KKRQV5c4ty/aSChUkRc+gpK1hkXwFrfloqksxA8HyUyANCJhKXtSBY9Hv5yEhh/5vdabUQUYLE90CUFvxb0Yg+IOqRVBMkjUCICYIxCLVBpB0SRyHWBXFOiP3wjUECBgnjEOlEkizeZItH5CAEDkKADgkyQJABQs0QYoIwC7wYhhADxBghXAfBRgi0QBQG0RgS6YAIMwSPINE2CDFAhAOCDEi4GSJMEG2FFDuwR3HCMSSmFUcfRhjDiNCOqkdRoRUyR0DqQEon5peN/tDy+nrzxK3c4ZvKgcuK3oPc3k+pLX70hgXMDpTUjiO2ICnlnqm1nqQGT3rPWqF2Fa0ODS5GgxuR8FaUNAjR7fC4Bh41wY1G+LsH7g2CvwGok0B1As3iqRr/z853hxT62YHVaGAXSjIvkrlXCfQQVuOT7fivWiwov4FXUlXe01fVVZjPOtiZvedl4DZSyFE24XZi6KWnAfd2xaSjGZ1eufbNLc79rfpDFfX/d12pv4QWmRnFUsfgBYHREjJVmSzkXZLwz4gkN0R1hGvMY7sjluwM/eYJP53f2EMt7UqvGaTUd/G7y0Vd/BtikU9cCRpXj2MNAc0EFAPkT0L1lEftGw/R8ApmzdF0+m08UdCsE/Y6+b1Wascgp1snG8Lw1X0R/Mzn0SEpT8+XPDrOvH7s+ou/H0Q9Fjw7VnpuTeGv69jndyfePceOvC6n3GnQRKh496n02wzOvQzKFRr//p3sB1c4tzKLgjW5F6XKLQLhao3yh8Lap1fEz1dlPf6ynrI+L2VxVvDmPIJH2o1ZzAebZSlXyuTk/u7E/o7bjXl/9OT/Z23G+qKEBZJns1L/WsF6uFkUuE7ov1YQvDrtztXMZxT+Ex75F3nEV7kBmyuj99aG7c0N3d+ce7a1alN3y+rOrh3tzXtbyr/rqDrQ0/6Daeinkf5Dw71/dVZEVMueNhY+LVXfLFHczsu5Xpt/t11xqTNjv0H201DOwRbqzjb6l92ZXzbRtpUlbBrM+WGy+a/x1mtv+x9MtN/V5/1mzr9gyPtVqz5pLD6nVRw355815p4zFl7Cam9pVScLktcVJa3v5n/fnfV9v/gna+F5e9F5g/rUkOIoVv67veySXnO6kbWn+eUeo+JYd9Y3xclrW1/uLI5dWRy3qiRxVX/mV9rsfR2cPb28L+sT57Umz2lI9K4IQssDcXUJfr3szWVxi+oJK+sT/1EaOZ9xBwQxICMjUhLkpntUCxeX8OapqfMkpIVFrNUc0j8ojBMMNTWvo7XZOllnflNvnWrBplqd79UNjYSIo+znnwofL+LfXfQy/lKwqGSbtGtNjeNy9yR9cKLE/praZGB0uehNVsHwq0qLTZkZ20B7UHxjW8XZJcU/LxDvn6MJP9/Y0xOmaVkemg9/FKJBBjRAD497kDgMwp0QaIVAAwRaIMiMRBrmkV1onB0inRA5CrGjkDgKKWNAGAPCKBBHgeiEdAxy30LdNBSPQ4YWCANAtQEfA54DUnWQ3IkkDkGCEZIMkKxHSXqEpgOuARHYULEBlZhB7kDVNg8NhvKGgalDNRNQMgWFr6F01KNuYnah1bPAhBQYkDIbkmfCifoXlrsQuQFyMSgeAxUGYiuoHKCxgcyMKDEQGFAFBiIz5FhBNOZNbsXt/fO7P4JSRGWPkjhBeE6Pzjw9/e8jEf+9g6b30+/fTb//ADucdk2+l1QNEhWNzPz6X++E4r6/M4vZA3I7yOwgtIPI/r92zqV2kNhA/MEBtoIMA4ULFK6PXWC5E+Qf2Ezuj/B9pQtRT4AUA6kNZE6QuLzk2FzNKPDNCN8CfBtkOoDrQLNdwLYBzQJMO9Bsc9gWP57Jg6lfmIX5sOy+fMc8ttmTYp7PtntznDNp1k84Fk+GHQgOiLEAGQPqKBAxoLiBiCFpbmCOAhUDGgYU7GMZi+EEnhtVvUEL30Dxa+9yd7DhlaCKoFFuYTJns2Xz6rt3ttTukGQsELB8JLxPCiWbSNFzol7MSU1Yy0jblJayVsDeQScsKiv+trXtREX57vqGHyprf9KOXO/TXiqr+LaifE+hepOAPadItppDmMGKAwEBkaZCHhtRMkBEAx4NWDTI4ENGFrB5QM4EttqjqHFpZfVSmdKHxsHRslB8JiRwgSz2YebOTVcCTQFsFcpSICwFIimcU1W/Qan4RCb2lokWpkTP5tHX8zM+JRIQCgOlZACJByQ+EDlA4OGiM9eEZN8t1lrC840+YVUQ3ALRgxA2BAE9ED8MBBMQ7ZBggygLhFkhyo6kjAJhFCIdEOaEMBdEOCHGCQQnpE5CgtMjCZuFd0KwDgkeQv21iL8Ogs0QZIJwEwQPw/NhCB6ChJEZyf1z44aQp71olBmijBA6iEQP4aK0aIQWiTDioo0eMQY0ZgSJHcSlW3D8UZQ7gVAxSOlCWVqEY0TlbpDbQTACcqtHycTC2jdfNb662fn2XqXtgrL3pGJgI7fLL0OHZvR68bt8RCbgWVCBAxhalNaNxNQjUW1oYi+a1A3hTUhoB/qiFXnRAs874WE/3B2Av7XwwggxGCRPAHcKhK9B89q34tV/CAdm3M6FZy1o8ghK1M3B96CPqyF4ENgYyh/ZW4a9NE1XmN83O1+V1bDVgpAbIUFXSawkadkzmuQ8RbOTVrImo+pESWtKu1pQdLdYcbpZ9EMD50tl5Mr0a76pf3jz/D9l3ZtbGDSnJ3VRLXWLSHbu18hl257MWPK33y1adPGgmaSqCxWXxRU0pNe2iDv72d3OTxMrvNJ0M8gjaEI/UC1Q+Q5qX0P5BLB1QB2crzaeKBkmNNoY3VhShyWweTi2zRDbYvOv0z8rbdpIKNhEKzybmHYkkrAuo3CZpPmXTEngs5tPLh8LT0hUDVoz2nv5pWpKQfI35CufRJyaG3RwafiRT5Iu4CJO7Ey/wCq+RM70IfKAJvAqqNysyt/DLX5wXRH6fVHK2jzCTNbzTbnkzwqSPcg359IfrcmJWJcZsoD5Yi7f/8ta+np5/CzSX+uF/kvTbi5K+mMT8+E62p3NnMfrKX+vTfzrG+a9EPHTIsbvuU82Se9tbiRf6JZeG6g74dDvNwx92dexdbhrz2DbvtrC5U31Gy2Gn3T9P/R3XKgpvC9hHM3lHc0g7iRGbEgN3yxhHa5V3W6VXeuV/dqc+V0L71if+vdmyans6C/SHi2vyTxiLr9mKvrNWfn7SO4vw5oztrIr5uIL5sJzQ4qTncKDes1JneKIpfjiSNEVY9Fv7Vn7Gxm7RpQn2zL3N7L3dOUcshX/Zs4/rVOc1CqOYpWX37Y90Gl+qUvfUU/aOig40MD6qo76RRl+bS1lS2/211rht1bVyUHRz73cHcWhuNq4mT3pS6rCPDtTltTGL+yiby6LX9ibsbUuwa+PsUkaOIsbgkhIiDANNBleldmLajIXVqf5CiJBkL4sPeNcfnNpu3O6zfmuyuDW9No1Q1iZdbTeOd1inkinR0XfWsa+u4Z+xS/16TYCh/G8aOB+K0Ycficwvylzvq4xT1SMuIsMr5onpxsG+xpTL7Xc36A6ODdn3xz6Vhx+M/Bv76oolcUXNKyKyIUbVUiAGfwt8MwM4RiE2yBABwEjEGiEEAMEj3gnWGYnOiDUAeEuiB2DxLF/iesYEF9B2iTQxkA8CZXvPBreo4IRiG6FuEFgmlHla6BbIc0ISUaINkDMkDfFsIxtXCuzLxRbfbIsK5XWRSqbR87IF+XOBRrbF43uzwtG5sisIMcQtRvyXVBgA2E/KtejRQ603AGFwyDR+pU7fYpNSIEDyiaQvFGQO6BsHCkbRfMxRGGHTAMiNoHQCBIX5Lhw8tFZgYLZO079GZZGFBXeiqCmCnKx8Yn/nZ3/v0+//b8srh+i1vcfEt6pt+/f1/U5yMqOl3ktAaSMuV9dmB1XivvY2HWCGAPxf4+cO0BkBZEFJB8cYOtHNf3wp9wJ8lFQjIHiX1M5CjcoR0E2BkI7CE0gsCM8yzy520NoBa4RyXYAzwZcG5LtQrgYUI3AsADTDmwHMDCgWoHlBqYbqBik2gBvBqIVKE6gu4FsgxQbpGCQaIdkO1DcgLcDwQGpTiA7UcYEpLuA6v7oGKe7ge4G/isQjKN570E1DjmuBXID2f4ud0CTW3JYpliRpfDrGzogZc9SM70lLJ+X+Lk8+qqkyFl8xhqZYIs4e4tasbum9CCD6FdSuL+27nBb+7HahkPNncerar/NU22pKNtXV7VXwJrFI6MS6kwZbaaC5pGX4VXInamkoQISZFNAmIFw2MDhQ0YWMHhAzgSmYgZf7c2XerH4HqksNJEJcWzA5yBM9XxWrhddBSwVIiry5shQRdHcksplErGvXOxbU7a+SL2KR13CSvchpgKBCZRslMiBFB6Qs4HIR2MFC4N5PyeomdxO+57URvCvhccdEK6FBCPEjCBxZogcgSA9BBggyAzhDojHAO+GRBeE2SDEgYRjEIVBghNSR4HxFoijnrEYGj6CJpiQKB3ysB0NHUZjzMhTLRJugSD9zEj9Zpp5Rlz/JqljE1vrG941L0aHhnRt4FoXUA1rGbrVqd2zCYZVXNvSNIMfZWQJc2hBhsWLaQaSEckcg0wLwhpBsjDIdoLAAmKjV65jjtrxecHY8dqJsxX2HxV9OzMbvyk0LVOM4DK6gdr4idrkLcOAroX0TpSrQxLbILQBAuqQyA7EvxUeNCEhWnjeC0H98GwIeWKGR8Pgb0AI48CcAs47RPoGLZue3TA9V2OAJ7lwuwRN1CNpFkgeRmKHIc7qwXkL0gnIxz5R9f2R304pbsvtHeKK8EpBvKCoPLPLqBkwFGm1wkGzQDfArWCo1HcbVD/3yjeNFuzpJMxrSJzdSVmRGzhb9syzOsGvnfxpW/LCAcribu72PMWlv1M+X38HXfTM54/MR+UGQ4v1bZF2QjHoFLVo6ZqqJFnl9jCe5wsF8kQ1I7YG5TqgfApq3kDFOKJ0AWMYMvTzZcbzFab4ijZ8eROtZSCpffB2rfZcSe+p0kFcagtonPPr3f/M70cpapRTsji79Bw3y5/DSG1oiG0eeNg0fLemYnvGPST8Z4/Ecx4xp7xjT89OPIeEH9lEPcuuuEwWeySJEbwMx871zqvcXFj8nbLs4aOSlNXiqCWK6M8UcZ/xw33xdz5JvLYk5nev50eXsB7M5zz0TrvhS/7Lj3ZrTfbTmVG/riBe3855vgZ/Y3nytY20x9v4kSvpdw/SbqpkgQXxJxTRP3ZX3rdq/7TojlmGDxmHftR2f6vtOTjY9WNr3Rc9rV8P9/840LG/rfqHhsLf1dwTlOiNCcFrAx+siHi8nhS2nha9o1h0rbngdl3+jbayB5VFv1UXX6pV/lWZebKK9W2n8HCf5HCf+FBvziFj7llb8cWR3DM9wkNDsmOG3DMjub8MKY4Zcs8Pqi8MKX/pFR3s4f8wIDnamfVDl+Bgd9ahbuH3nYJvB+XHeiVHqqjfVDMP9iqOtmQeLIz5vIt72FR2qZF7oJa5q462q4P1U/vL7wdyDmnFR1pZ3ysCPYuCPbSMNf3UNRWRvk2EVflhPnWkFTrhV0XhPu3UdfLwWbxwREJGhKkgIUJuGtog/CSf5CmOQzNoW2TlvC7Hq07rdKvtfbPtTYV+snhkvMY+0eR62+mcZklEYfe2CO4ti/0ZF31+fmL0ncIuW4HpXfWr6cqx9/VWrLaxqqZCXZGbVZSZXCfAd0R8V3zKs+PS4r5rayvPLE75v2bG/vaZLCdO1qf9iVaH3KpBg01otA0CzBBihxAzBOogyACBegjRQ7AJDR7yw9uRcBOEOiASg1gXJLghZRRSRoEwDsQJSJ8Euhty3EiODQhtENkMaXpU8wrJfQ0ELST1Q/QghOkgfmgJz74ux7JCaNyU55ovdqzR2JapsUVSy+4Kxz9L7PvbRoONb7bxOoDdgxaNQ5ET1CZQWpECDAqdM6pGvavMqMaE5Fr8amyexTbIH4eSSaTIMbvGPb/Cta56bGWxEzJ0wNeB0IIIXZBtBTk2I2fE87fwlQcuhzGk0ezc25EUdXXTu48u7X+PqE79Dx+z/4a4vpuefv9h+GZ6enrQNsrK70hTNZNzSjcdvux5Az/jQ4FVagWJHWQYyJwfMfpyDMRWkFhB9iFStYPEAVInyJwfGf1yF6jGPyL7PzA1ZBhIbCCyQbYDEWDecvcc5RgqdEC2FXhWyHQA1w6ZDmBagGUHhg0YdmBiwMCA6gA6BnQMmBiwMITtAhqG0kcBb4X4EUixQIoF8FYgYwgJgwQTkooBcwzobqBikI5BugvIGFBckIYB5xVkvQLhBIjGIQMDunWJ1EB3TleP9dQNPC4r2CzPmVegWqHJXlgqWiRmeAmo/xBkLGXT5lYVfdFctbOyYEtF4Rct1XukPL/aqm0dHcf7+672958vLPgsmzdfJVvdWPdtnmQlLwXRsGfncmeXCn2LMrzUdA9RKo6TDLxUEGXghJk4Hhd4WSg7E3mZBVyZB0c+g6eY+VI0g8JDiVxI4SIkIZom9cgsXkxT4VJlkJHvmaFEOQpEU7IgK2e2WOTTWLelQLGCS5mRTkDJVKBkoQQOSuYDmQupXMBn46IyF7zgHafXSShtw98xatDnpfCkCV50QvQwxFsgTAeP++GRDl7oIVAHYWaIcwN+ApLckOCGCAzCnRCNQQqGpLpQxlsgjSJk58wUNxptRSJ0aKQRDdejIQMQ1gtB/R9arYsItj08l1+ScRnZ4JfctTrDujyla3FC126BbQ2ld3Fy05c5xk/Y+kVUrTdxcAHdsIo3sl7imMkcQthGVORGJC4kG0NlbhBhqHJia+Xrm/1vj1RiOyS6LxTaddIB34yWWey6T1Q6j8xWD3777IzmZaI+D3ofMId8Clwrc10eYQ3IizoIrkWC69B7Taj/CBJsRsIsSKgOHg8igVYIN6MpLqC8AdYbEL/1rpqaWzI2L8foRW70IvWjMV2zM2welMFZLKMnxQrRepT/GjIwJO/17ArsZL2Vp5+o0A9kJ5xh3d2ScOdwXMAfEfd+5ZHv1NWxO2riRzQ/64Trberdhpwt1qz19WE4E2ctJt3Wx1heFjOzLNa7nrykMNq7INKzhr5NwLuw6/eZy27hvP/Grb/zZTSXJyhubh55XTUwXj38qtY0UdRnodfovmRVeRLrZxBagKFHlONI3RTUTyA1r+FDvCR3+6h0B6Xl5+mZV1NoF2iifcKqbeqhhVIdkmtEGiY9O6Y/aXZ75utmVOi3N3bHtQhvE65cZCaeL20/Ua670tq6Qeg/J+OGR8xp9OFhuLYb+WsHPDuwIf2MqOEGT708hucVK/FMluK4eQsLq3fIym/eLkxZzotcr0lcyQ/0i/97If7xrPALcGO/T/ivq7gPFjFvLWPdWcr+e2baFTT14izGXxtEAZvkwSszH62k311E/3st9/EOUfD+5Cv1TWHW1ltDLZdHtGe0fQeGB3806n/Wa38uK9wl4G9NJy/jcTfIsr4oV2+rK9xYrl5bX3RGQPuOHLGcFL78JekbKf+8nHNGwfpFlvWrsvQuSfZ7fs29gqIjUtlXnfV3LLX3e8Tf9Yi/7c75dlDxkyn/jCnv7FjNVaz80pD8mE5+3JR/1lx4Tqc43is+aii6PKz+BSv9rT/nx0Hpz705P2plP40ojvQLD+mVJ02Fp4tSD1Aeblan7B6Un1ASD4VfXhF9ecWg8kJ22NbsoG2V5P1hZ5bF/b5SE78hN35TyJkl2YFLS8JntxKXtJGWSh6C6BEURM6uS11an7ZC8BQVBOIUKTMlBFRKQmRERE4ADRlKMnykBA9+IvDYX3cOdfZi0x2Wd53md6226Sr9aJnWVWebrHe97XC8q+ruS005Kw7fHnPv2+CHv/KE9NZhR6Njqm7sbYvzVUsFvyHimOTc+phv/hFyYDnx9PriqysKb28serG76NbnnItfpIdcSyRGRVET77IlG+9z4YwQ97TTM7QH/HsgXI+E2SDE8rGQE2yEYAu8GJgVOzwrwQHBFojCIAaDGBfEOyHJDfhRwI8ixAlIHweaE9KMwBxBpWOgGoPCV7i81yhVC2HNENgD4cOQZECJZs80C0Ie8aCbUJYF5ZtQoQ0V2hDBMCLRecoM20rsV5pGN4v1iBpDKl2QbwW1DZRmyLV6VGDrm8aXFNu8C4yrKi2rKh2+ZU7fctc/q917m98c7pi63PV+u1IH7DYQ6UDqgpwxENhAgoHM7cvo8Dhwfe+lpyRxxZNknj8ho9fg+CB8/+Ik/U/Hc/59cX03Pe16/V7eoMUrGtm5Lb/ei/I4dHNOdjeoHB9mU0FsBzkGcjcoRv/XWIHYAlL7x5xVYgexAyQfXF8ryDFQjIJyFGQYyMdB7gKZA8QmEFpB4JohdsxTjqJCDAQYZNkh0wGZDuDYgWFGuU5gOYBhB6oNYbkR1iikOyDNBnQHMO2QPYYIXgHDBQQrxBohxgiJpo/X4akYkOyQaEJSMWC4IR0DCgZpGJAxIGNAcQJjDDImgDuB8MeBaUMyRxGh85NiLNw0Ve4cUTWlSuQnudSlggzfSvXqcvnKDBJOwpotZvsIuHNrKzbXFK4tV69UCRd31Oyt0Gxqrtnd13dWO3Kru/uXAulqKfeTptpvq8t2CBk+vASkWrRAyUClaaBKAwEe2EnAowCXATwu8LgIhwv87BkUNrDFOIFqpkDhxRTikjMgkQvJWUAUoCQhwlJ7c4v8iBJIV6KsPE+KBLJyPUQqnyzB7KKiFXzegrgYNCHJI47iEc9ByDkoMRPwPKDwgMj0jM38nFYSLmtvYrTb9zHrwT8fnrfAsx6IGUaTbOA/DHf74OEABJsgwg6RDoiyQ6wdkpyAH4UEN0S5INYFsQ4gOREKBszXEGnA4S1eSRiEmSGoD4L6PPF21L8PnvdB5IfY1YqGO2dEuz0jbbin3WhIjw9xcLZ/5YyAJlxwl2dIOxrW5kke9kzpQSMbUYIWoRo9Mm2zsjEc0wi0IWAOISIHCCzANS3Mw3bUOb+vtF1vtuxVdi8SdHhmt3jwOoHRgbA7IbMH6B3LFfYTJdheYS+QOmcUvZolx2bGNaEPq+F+IzzvhLv18KwficQg2AjBBiRAi/rrIcwEIT24qG40pBGN6fBkm+bIzQihA0LbILp9FseCRndBXD/E9uOS9WjcEEq0AcOFUKyIYmxJ9avb2mmp1SlREnnP1ssfrGBeXBGyb9b9DSC+vaOC9Mug7PwAbVVn6uI+2vJusp+Vv15PX6XP+KyV8GlZuI/gAcJ9jPCCQJKI5NMX5SlPPmTv3R42c7H/zO1h30TLM5UNPfnN+gbdZL1uqnZ4qtr0phGbFg28OqrpW8rr/VQ0tEBl8swamlvp9uue9O16taDz1bz6sU9qRhc22Fc0mJcoutYKuxYT6yBE6clqRUV6tMYO5Xa0yOZdYkCFzSi/1idTvSPr5QER9xtF+VJJ3crM0uuFFaE1gj3ZAV6xF5Dgo7ioXzwTL/gmnrkm+UtV81sSZckfDz3+Cva8Hoa7H4+jyjdntSScKCT4cf2XK6JWKZPW5RLXFqWt1SQuZD/2JV/fKPbfqgz8hHl1EeuvfwruLRQ9nM29uTDr/qb8iHWywEPV5M2ykJXcB/uEz/xl/s1Nl629e/QdO4b7D+j7f7SOHNH27tdrf+5oPlKctz9XsUst3aYQbJVxN1eqt2pyPitXnydEr0iLmc9IWpAvPZGXf5OnuKKue5xVejNJ9ftl8o4g/o+amtvN1Tf6yv/uVZwdkvw8IPlpSHFsUHGsU/DDsOL4kOKoMe+0TnGsX3TYlH92RHNapzjuKP7dXXdDrzk9oj7ZwftWK/mpO+u7bsF3Q/KfDIpfdPITI3nHVEn76c/39KrOD8lOiRIPJj7cGvz7uoaMw/Sna7n+22so+ymP1sVdXZaXsFkUsDLstyUp1/wKQn1KIn0kj0ATNKM3Y0MrfUVlyvwmykpFmHdp6pK8tHmcKJDgQUJAJCRQpIEkFaQknISA8imLFdIbtW2FnRZ3p+1tu/Vdh22qzTHVYH/bYJ9qt0y3W14xlFyaIF5YUiYpac8qLGfklfKruqv09tIySUHyuezLn/H/+vbl07PC9DB2wsPS5/uqAg/ySf4sdjxdyk9UVYq6hh9mitY8S4dTqXBOiT7qRqOHIUqHxBnAfwBCjBBqhqBhCNZCiAEJGIYA3bzkMTTSClF2iMEg1gXRGCS6gTAKeDekjELqa0ibAPYYoppCSt9B5RTUvEELRpG0bgisgeedEGGERDPgHYDHgOQAohXSrMDAgDsK/FHIskGWFbgWyNJvrLRtkA8BqxstG0fKR1G1EckZRBRGtAT7Z7X7P6oc+1om/6t18lyj62Sj8zP18EKF4dv6yR/KnYdKR7+QG9CsPpCZQGIHEQYiDKQukLv0UDWIAAAgAElEQVQ8ZA6vYMmsnWf+Cqem5ZTfikinSEtcr19PT7+ffj/1352c/4k1/O9kru+n309PT71/P92gdRBVzfSC9giK0HfvuVnRGpzcDiorKB3AN4PQAgrsY6Qqwf51lGQBqR1kDpDYQWIHqQPkbpDbQPohgh0FxSioxkAx8ZEmIbBAlhWybXPkDi+hA3gY8DHgY8CyAtOKsOwfo1a6Deh2hO0CmgModqBiQHcC0wVMJzBdkO4AKgYkOxBdkOKEFAxJG4NUJ6Q5gTYOZAwoGFBdCHMMaKPAmgDGJDDGgeYG1gQwx4E1CnQM6DaUbUQzerwkfT/ldlBKaqMzecliWhzrOkOwo1Tzabl42UuiB40MvEzPouLVpSWrlKI5CqF3gWJhWe7KqqJ12t6fSkq219R+U1O5VyNeli/5tKVmT4FsbWo0qHl+DaplsjRQpYOShvIJCCMReDSUxUDZXJQnxHEFOCoHIXGAzIe0LEjLBAIH4rmQIkIIYiAIgCwEQfECusozJQde5qHpSoShwGWqvGR5PhLFbCbbOy4B9yICeRbv8YLoEUVHSXxIzYYE/oy4rI2pymvSFmkLNlqgnTqa0QmPSuBJPTzthMf9SMAIPBmCB1p4PgIhJoi0QYwb4l5BwhiCH4UUDFIngTgJyS4gmiFpeAbJiiYZ0NQxiBz2JlhwITpIcePYExCnRZ51wb0eCLZAhB3CzBBhgggXhDkg1AT+/WjIMDzthnvNaOQQhOsgdADCuyBWjyY5IM2G8MZQwRhwLEAZAvIQ0IZBaAOpY47SNFdu3FZsvNhk25o36Mtv9BR0oFk9wOsAQS+SpUMzh4CtRfi6mVm2fXnYPumIB1vrWzHhSWqHsAY0ug8N0iJPhuB+PxJmgXAzBI9AkBGCLRDsgBAz7lnzzLC6mWFlXgnlnomtCHUQeGaUgQHV5cm1oeGdkDSCUBxo3AAa047GNkFwLRJbvy6n7XGbQdA3KFAwKf7fCh6vVzz+Uv1gt/jPTaI/11c+3SW7u2kw+2R34rw+/GJH9iaX6ktM8XVb0uKiF7iyUI+q2FnSAEQQgnCiQUZFi4SbkhWHt5O9dmXO+IK28GpeQNZwb4vzbbdlukk3Xa+bqhwcLxyaoLRbHjUa/qvBtrfMur3O/lkj9olIv6DAsbZ7fM3Q2Ge6yd19E//ZP75vYGzF4DgUmUGFoSIjjtc5I0+HFjtBrgflCJqnm1tt9yg2ehQO4cQt81i18zOqfLKq5uZU7RCVX2TxY2Tpm54fRe8cgBv7FgWdXhdy6GDoF5Gkr1JZK8Lw3lef4q4Gel4LnnXFf2Y8d11Wa+Af9UkL+HdXKsNWKuJWKGPXF5OXqVPW5KVs1MSvFDxfyrkzk3xhTdb9fWWJ6xSBHuRLmzRh24piNkhenGph7s2LnU+78R/se5TSyP7ey41lW4vVO0rzv6nI/TpfurNUsz9PvlfM2y4T7chV7ijSfMVjrslVbB9ovVSfeyOXdzIxYD4rdRGLslLE/qG47Hmw4Ie74q+D8k9dTN/5c8zG3yg7U/KvNtVGdkgvVKVt7+H/2Cf8eVB2olv4o1Z+tE98sDlznzHvdG/Oj/2iQ0OKY+bCc0bNaaz08qDitCn/Qq/42JD8ZI/g8ID4qCn/3Eju2bGqv0ya0x3ZX3cJT8nj9qvx2+voe+syjhRQvlckft0t/Ck3eYci/vMW9v4K2ld5yZsKYldLni+Vh6xl3/1HB3VzA2FZSZRPI3FpL3tDcfSswgjPynjf8li/opj5XH+EFwViAojIIEoFSRpI00FKBDkBkZCAh0cEnD0ltYJu29sO67tW2/sWx/sW+3ST+X2L5V2z/U210V1tNnfaptpN02XDmLJPW6a1VbbWCgiPJER/Ho+m4iVVp1wXPD3MTQ0pTbsnCjhGyOKEVnRcFbd8Sa553oyRWvVhlUM7I3KR67lowAgu9S1CwNCofrhZgwQPo9F2eN4LAX0QrEP89fBc7xlt88a7IMIEkTaIc0GsCxJcCOEVxGCQ4IJ4F5DHgf8aFK+haAJaptC6MWC0Q2AZvKgE/w4IN0K8GfA2IDog1QFkB5AwSHcCawIyR0FgB4ELOBgwDIgGm6kyIumdoMCgfGxelWtjtXt1GbaudvKr5tcHah2Xut496ZkK7poIaJ/cKetHJUNzc61+khFvuemzirFlcjMiGAapBSR2RIIhUgykdhDbZ+SMeJ6PWP391ViOJpYmuRNDL2/t+1cv56Oovp9+9/+NuL5/Nz39zu5+zS3pJCpbGZr6XSf/9LgcNUNqA/k4yJ0gd0CWGVE4Qe0CueMDCAJyTJBjghwzSOwfIYiyfw2vym0gs4Pc+ZH6qJkA1fjHRVUhBnzzDLHZR2JB2GbIwIBjB7YNaCaEaUMYNqBZgGYDhgOoNoTlAooV0qwI3YVyJoDhBroLaC6gYCjdDelOSMOQdCeS7kDSbQjdjrJdKH8C4b8G7iTwJhHOOLDcwJ+ErLfAfQVMF9DcQHUD3QXsMYQ7CkwzcPUeObpTBUNZLSNpBc3cem1WW3Nh/8v6+qP8dL+MDF8Wz0ekWChSLnyZgQr5nnmK+Z1NOwpVK2pLt9SXb8tVrKwq25Er3qjgLSpXrWyt2ZWdPocaD+1V2woFc6QkUKaBKA04BOCmQjYLR0xCEhKR6EQ0luBJ4s7A8yCFD3geEPiQmoMkZwNJgpBEQBACU+klLFuSJkWTs4GmQGgqhKnx5OX6CNVeXBFKoiN4JkoWoPhMj7QsLwoPyFmQxPOKzT6gaJc2Y9YWzF3YN3pH1O/1uATuNsOdFrjfDo8H4aEeHush2AyRZoiyQ5wL4hxI2CAuotsjoQ8X1TsjRgsR/Wi6FehmwOs9KHY0UY8m2SCkf2bUkEfYMCS7UNYkhA6i9zvhQT+EmCHSDqEmiDBClAWCDRBuAn8t8nQQfTaABgyhgVokYBiJ0EPEEIToIMGCsEYRrhvh2BCGEWHoUIEDkY2BfMIv3/lTne1J78RXwual7ObZGV0orQPJ1iMsLbB7IGcIyRhE6L2o0ATcflRknadyHKx0bxBp53O7IKoQTe1C4tvAvx6etyGBffC0B4IGIdIAwSYIt0OUC4nHvCLb5ybUz8bXeuKr0PiGeXljc2QYJPVCqhliByF2EMlwQ9YYMK0oSYfE96Apg58rtLSBEYmSxks+X5l2TvV8F+PKBv7f3yUfXZn6s297xI+5FxdVPv5iRHrBwlmH8T+3Cbe3kxYWB3iW+KNNUTNa4z0rwhGZP0gjQRAHIgKSy1nKVR89yl68U4A7XrTyJ8lXu1KOZLQXNNlsTebxqhF3nWEid2gyrsV2qka3rEw/s9DsUYmh9WMeZe6l1Zhf/uC8XN2yCuueVsexvtFttXbPMgsUWqDAiRY7ParcUOSAHDOIbVA0itaNz+l7i3ZMeXW/3dj9ante73Jx3WJV+zd5HS8q6lPUwr3+ZzwjTnpFnzqY9keS4KZQ+jOb/cnLdG8WczaDNyuB6RnF9YoV+/6dOC+c6cvU7ExrCNmT9cA75fKn7EeblGHrc+PXF6RuKqaszEuZn/1iYcajpVlPlvEeLuHcW8y5N49ybX85fnX2083iwM3C51+pI/aUEfbkE5+IQzpbbzeVH0gnLpZwNzAIS2kpazKoG4mJ85Lj57IZGyRZW1ik5cSYpeXF3/a0XSuSXo16uizwjk9StF86fmVSyCox/48Q+v4LpOX3hHt+J2/7Je7z0+RdAapzmZpb1ZKLbfyDQ4ojI6pjvTnfN7J29op+aGDtGlIex8ou9IsPWfLO9IkP6VTHe3MO9UuP9Ep+Nhaet5VeMuSeaebsHVEd1ylOmAsvmv4f2t4yuK1zjfd93ley4jGNKQ3uUJMJNelO0jZtb9KmDd20KdPdhZR5t1NIk4YcMzOIJUsRWbYky7IkS2ZmZgbZYliSDEka8P2Q7jn70z1n7rl3zfq0Ztb6uH7zwPv7V308o35jovjsmPzUiOxMX8EL44pXiLpPZ1SvzGvfnCo5N6N6rZN3dFL+irf+S6v2taaMTQ2J6+vjQmpjgzqzt9YmBDSlBHdkPFZ2DVdEkCojSZo/UdlVrLyMpBFQmuujpIKKDqV0UFFBQwctA9RU0NCghAFqbqBScKqxt3zEtTpkXx22PxyxPxi03+913e9yP+xx3Fa2tVb2jvXaH/S6Vns9DyoHBgXZv2munW7O+alGJy9j3JBdfEOcfFFcWsqtqLnE5r4lqN/P6aHE1WHWwJO6hZzpZY11KaVqZHdUGXzfDrEEynHjhEm4OIJirBBnhutzcNMEEQtwfRbiDThlbi3djVMskOKEVDdkLUHOEsq6DUkEZBFA9wL/NpTcg8q70HY3aPDO+joLJNVATCMkDUHcNMQYINUEuY9yYe1AdQKVAIYH2B4Qe6DIA4WLIPWAzAu6xdCGleDCBZAaoNyFypzhVa7NNeYjda6zDZ7jtbZDpTMnKs0ntFMXmuzvNzv85dMgW0AlFtCYyWXWf1QQgaoFrJmH4nlQuaHUDcU2UDqQ2hmUP0h64YszP8Xnqxr/SOUnchQLLu/qI77+DdX/X+D6cPXhw9sPV+vHrDRNt6h25Kd4qs/LnwaKekFHgGYJ1B6kXwINgbRu0HmQjsA6B5SYQGkCpQWUdlC5/l4PVj/aECZA4wINAbpl0N8F/W3QP1preqQUdmGZeW2Zi1xgAb4dRE4Q2IBvA4Ed8e3AtQLfCSI3FCyCyIPEi5BPAI9APALne4DhBDaBRIvAdSE2gehOxHQCwwKMBcScpwgdiD6P853AIYBHoIJF4FgRnwCxF0ReyHcD0wlcD/CXQLAEgkUkXsbiJVS4iOSm91sJ9ewyu32S320o6puuHG3oG7ipk71cWXayrfm8vuJpiTyooXlHQ92m2or1kyMvNFfvq1bvqFNv66o50KTdpeT61Sk3tZfv6a49zEwEGZMy0LBXxQY1A9QMKGGCSgAqCWgUPkIeZnJI6XTKjTRSmgjTlEAtAqoMsmXAVGO6AhhyYBYDUwXSmlBp9Tq6EjLFwFEBvxwzNIirxlwZCJSYVgDUIsRWArMQWEUou4CUItnO1P5YPdIwYl7pnFkum7Qn1M3tTmqFXzrg92H4fQJ+m4YrJoi0Q5QN4uwQ74AkAtI9kObAkSM+fzZT/qz1+bWc8qduXUqrX8YgyjFBshXSzJBrpdCcKGnWP3VhTaIJrkyhRCe6Og2Xx1GMCSXacRoBNxcg0gDRC6R4F75pwpfH18bPbM9eCIodDUo1hGbM7qCZUPzsJqFjo4zYUOzeVuoOFhuQ0AAyCyr2Ys1iQLnn5U7iRe3g6YrhrZJmSsEA4k0CbQIEM5g1ifMGgTMO+dNYNAP8acSfxyoiSOPaLp3wz+wM5AxvkAyT4uvhWiO61ktONqCrI/DbEMRZIMUF0VZIJyBvGYnukgosZPYAjqslp3YES2YOagzb6CNwvQvSpiHLDAICigiQE7jyHhI7Id+6rfF2pm2xqo6lTjzemvh067W9ZV+v74w8OZr6kfzjHVU/HeqKeFn1blj5jwf6pZ9PF54Yz9vUlxTYGgFdcbgvGYYycHcySX8VyqJBkwyl2aBlk1RMUqXsKLvi7ZcL/d+q3/Kufu/hhIBs7Q8s7eVbNYm5xXHabm3F2GDJguPKgPlA3UJIs8O3+7bP4L29oytX7PdyTJ6Y3t60XnVqLS2+gnO1p+9krWVHpTWwxgZKA5RZ/u4PtdyGoQdrRv7aO3P7ycmV9w33r88/iLOsfmX4682xO0mWVf1Mt7aRcVEbeUZ78+fiX/XlP082/jhc/4ZeEZ7PWJMcT0lK8P/zpu/PMaSfUsk/Z/olF+FsBUlScZpa88tr+Z9vyLkQmP9dePHV7WXJmzSpWHgF51/crUneKL1KTvxwA+OHA8U3n1PHP10S81RhxG7BHzsLr7xUm3mmlfV8De1dWWRF47emoZfay8OG63cOth6YHjzRoN9dW7atp/Wfxonz/S3Pt1Q+MTXwmnXmm4GWnzPjj3x1AV+7/Nj1a2HJ8Vt+/jf54h+PJee8kKt645Lk6Bf0Q1/Qj3/BOXld+z5b+1V71Z8Dqo+7RGeGZWcHxMeHC47Na1+bKn3NUv2hpfpfs+o3p5SvTpWet9d9bNS9M136xqz2/fnKTxfKL4ypXjfq3rFUvj8pe2Ve846t8kOD9q2hghMDwmOThedmis+OFp6aUr02ozozrTg7rjg7XnCi/9bR8aJTruoL8yVn+1j7qmMoFRGkigjSAG1Ld074CHNTU4J/xTVSV8pjbUnBupskdSRJGYdKsqBG4qeiY3kWlNJBnQdaKmiZUMaBcjZZywANnaznPV5Y8G7XdNcYsTrsXB1y3BtwPuhz3+9xrfba73bMuroN3l7b3R7Hvdppp6Z/IFdIl8Z91n71aenVDxSFHL6iSNU7y+40flIysDG6HF9thPhexLcA37BOZ4+ZeVg0TqRU9r1AryVdrINfJyHOgeMX4OoURJsgxgjXDXDDAtcNcGMWpxohpi8wbTY02wVxZshYhJzbiHoX8u4A7x4q+ouseYiK7kLRMtQ9xH0Pn514+HKtaU1qLUS3Q+wIxE5AzBRkWDHVDVlOyHZCrguoTqC7gOUEgQMK3FCwCEWLoFwCJYFVDl+lhSIzY7kRF8+Dch5pzMAfpvDHkHgaxAZUbAbhuK989nC9OVgxDqUmKFuCUg+oHKCcw8oFcvE8yA2gJv7OYVPaQeUga4mASFHg8Y8v5xRRZdU/xrCUNd13H6yurj74L//v/wZc/2vp+L/mtw8frj5cnXPdZteMsnR9VEXNjlP/8r0mxDoraOx/Oxv1i4+k/EjvQXonWW9HSgOULIDcCEobqOygtEGxDVT2v/NvH0Xi6FZAfxsqVkDvBZ0b1G5QEVBs85OZQxU24JiA7wSxE/g24FmAZ4F8G/DtUODFBctI4Aa2Hdg2YFmB5wSRBzguYDgRxwv5XsQhMMcJGdP4URoD3QY0G4lFQK4N8qxAsyGuA/h2JHBgEYH5LsgzIoYdWE4QLYL0NkhuA38RRLdBehsVEFBkON7tiW2ZjlK1XFLUJ2tbb1WWDjZf6S05X5Z/oEV7srvqzY7m14b73q6tONBUvXOw9XCzfle1Zmtz2fb+qiNlgi218m11qp3d1QdUvCAZM0DB8OkqXVstJGlYoOeTNQJUKfNRS0ilhRRFEYkvwXTpmmQxylECV4tpCpQrh+xiYKgwQwZMGeSrQKjD0rp1bK1vrgJyi4Bdirh6xClDXDXmKzFf4cMoAroCWApgyyG10CdRcV7eU9K14OibX+qYIHRjjujmhcO8QRzbBb+1wcUhuGyAi2a4aoNYx9+2vwQCUt2QvgjZK4i6jHOcOH4c3Whbzx49LJkmx7SgtDlItkCaFec6UOwUihr3TzH6JFng2hxEmCBqAWJNkGCBRCtKsEHUPMQZIc4ICRa4MR2YatyXb92Za3iCZ93MdG2gGQ9KHP55xqc0xMFKYlup7aDGtL1kDisWUKENiUzb6ok3+jxndVO7i4YgvwMkA7h4GglnEXsSOMOYNw0p/Sh7EnImgTEO2YNYYsMSGzm7C9N6QWI+0nrnm56V7XF18Hs1jptGkXPw2whcnYF4J6QuQeYK0FaA/RdI7pE1dzF3Bm50Q+I85thD2WM+EW0QOwY0O/A8oLoNSgLJreTGe1BKUDS2L2fv6Kda1FmvNcU8of8+vO7iroHEF2ey3224+Lz8vccK398i+fpAe/prPbS3hgoudDCP9WStH0ilDCTjriTUmQRjtDUdKaSym6BPxpp00DJQBY8ky4EygX9T7dmMqrNfaLb9oj6QqXqtUPNudPK2mMSNcYk7v/15079vHmfoMzVWd9QA8X/1GF8ZdL8x/tef839p7t4tN9eVNv/KYO5OTKb8ERkQX/A5d1CfNTXyfef0E8qpEK0NF1mw1oHaCdRFHOi131hYEXpXK++s1rtXBYPm2Maxn/QjrFFj00RjT3OOQvF9HuNDfsY5cdRBDeN1Ge+cRn5MIzuakfLY5Ws+V6N9o9ID/kymXM/xySrBGcWQJScxNNv5LZ9+WPYrmf8xpfSXzRUJ60riwpTxGxTx63J+Csv5ZkPUx+tiPj6hStoe+9lh8fWQ6++svfn+DtHFU1UZ7/YIzjaxXpJHsPQ/d1Xs760hzXRuHWvePN+3q17p06HfNNtzaKhp50DjvoWJsy7zN/MjPzZpLyRcCYu44pOWHZieFZaQGB6R5BeRRmELntW3X07Qv3Kx7MjPhQcvKU7ElL2pbrzSX/Zbn/gN9uXtqpQjw+JX5pRvmsvfHi16aab0TYPm7QXtexOKV8eLz1ir3ptSvdYuOMO6tLOCdl6VelKVerw86+Ua2ksjRa9MSF+aU78+p31jVHZqRHJiouClueLTk4pzY6WvTxafHZGcGpaeGRYeH5Uc7y84Zqx4q0fwdDvtcV0kqfRPqIoi9+eFNyWRm5N9OtL9B3I2THN3NycG9dA2Vyb7KZNQCRXqFYFato8yB6noUMbGagYqZYGWAzom1uSCiuUry9+XzzjCLvhS39fUb1sZcT0Ycq32ux4M2x8Ouu72E6vdjtUex8Mux2rznKdp1lwxbZRLaI1XnlNeeZtZ1XKlfupGq+0kq8XnUgXc7MMcB1Ys4uK/QOLyLZp6o2spqc8VWTX8PKPc52YFfNOOrjpQ3BJKICDGiuLMcGUCIuYh0gTRNpzmRLGjOKo/LM0ANyYhxwMZbpRKQCYBjCXgLQLPBWwHSLxQ9xC33znQuXKq3r4xvw8imuFyB0SPQYoRsmyQQ0C2B3LckOcGmgtYBPC8IHCDgADpCsiWQbYERUvANYHUStEuBumILSVGUv4IVrug1A5KM2icULkMWidoHKAlfMpMoTor6G2gf5Qj7gK1BTQEKO1QYsLlBFLNQ4kNSgjQOEBDBBZPU9787an3fqOpmq7nFV3LFk8YHKurqw9XHzz8Lzr+78P1wX9/aPHew/I+c6Z2QFTT/8Gv0T5v/ORXPAVa539I+ajZSzzKOcc6J7nUjGQzIJsF+cLfskO5GYotUGr9zyuLoLsNZSugXYLyFdB5oYxAJS6Q2UFhCy92kngLICRQ4RIUeEDgAqELhA6UbwOuFdhWYNgRx4XFXlxA4EIvli4iyQpwHYhhRVw3yicQ2wZ0A9BnkZgAtgvoTmB4Ic8NDC9wvSDyQoEXSdwgdALLjHkuRDVDnhlxCVywArI7wPcg7iIIVpBsBaQ2pFzY3ur6esAd2TB3pWGeObnYbJw2Nv9Yn7Gel7xLqvpUU/jmQNX7s42fTbZ+0V/3Vk/l2a6q8/1Nb3dWnR2u/GBI8/qU7vXJ+k86q8+qBGHK/EBJOjQISC0ynxoxqhWT1flIJUAaCUkl9pFLMZMHWXzIUaDcYmCqML0YUWXAKAaaHNFkwFIhSQ26VU65pVubI0c5MmCXgECHeBrgqoBZDMwSYCkRV4XocmDIILuQkqJ4p3y6o9v9V/Pk7Zbx29WTyzk95sOCDswawzwLXBuA73vQFSNcsUOEA+IdkOSEOBfEE393eKh3gXoHaLcRYwUYLjLX6RM/ihPHIXkGUqwoxYMTXXBjkhw5FRCzgCLm4eoCirVDvBUSbI/k/hBrgngzxJsh1gyxJpRgIicthGSZKYlT/ilT/klTpNiJQJqZQrdSmLYQsRPT58gi05oiEy4xg9xIKrU82eb4bcy9U9hOYnVh8RQuXsDiSaANAmMU0QYxcwKSh8m5JpQyBZnjKHcUMacwY55CG/KTGtfWrbzS7n4mu4n0dSm+0oujZ+DyJIqxQbwNEp2QvgL0+8C4B7lLQF9CTAISRiFxFmheYC2jbAekzwHPCfwlUC3hprs+tXegYM6/yXtg6OE30w9UDk+9KlF75UBvwvG++JcmaR8Op72t+/YA91QA8xSpPvHVDv5nw4JT05Lnh/Of6sxeP5y7YTjLtzcF9WdQRhm+Q7SA5hSSOgY06aDOBDUTlXGwig56Ialdsb2m4p1o+TPSpg9baz5WCbcLc8PZaesj/qD88AP8do1yM+dwxVhDg9VT6ljON91Ln1hW2h+03V7mN8dni7ZEJkNsLiRQSfHUNbGcrVmKV5iNWQmj1Z/1VxwtkR9S1x3Q956rHrvSOMofHBdO9IgN3fK5IXHnAL+2g1XVJWmsLSvn8/O+zfhlR+534ezrO2W5LzYo3ywVPaPMP1ylOK2WnablbsvOC8jh+Kcy1ySyKBE00nUGKYYPiQqgqbdQmy9ulX4G2u/39dGfrMvdrk55soa2jfFHSPa3m5O/Xpf89aa8nzbc+OSF0pSNaV/hH14OpX29o/D3VwfYx6pSnhT88YfsYmXlewPNu0cafY09m6wDW3orKJaBgyN1m0ZbttunXrVM/DTRc3mw8Y/60o/ktIPx13BSDo7MxBej8B+RpMsx5IT07XmlH7wj2XyhYsvPZbsv645fVZ3g6i+0l/0wIv2ghXtWn/mcJvOYJutMB/9Fg+a1UcU5g/YNW+0n0+rX5kpfGys61yU8V8U4ybt5sEH0sY7+rizpeXH00ZKU5zolpw2aN8ZkpydkJydlp0bFxwbYh0duPWdQvzmtfW2k4FgX45khyal+4XMDouP1tKdbWSdqsg6pojbKL/urb+COLL/mFNyWTRlghw6z140wNnalh9dF+U5y9zYmBagifCTRuFoYqmWt0XMoFZw1dbygCgZFnQ1lVNAxsIYKGhZJzl4v5e6n0w7FZnzELJHLm/tVzcNFNX3y+oGacdOA52G380G3fbXP9qDbfLdlguiwrNR0Ngivvc2L+opb33Ne0b+H0Qu/VqCESUrhX1i2BAIbsCzkAhdmjqxXz3/d42VOLX1S3B2S0QA/VKGLkyhpBWXcgVgnRJng2jTcXIBIB0QTEG1GsXM4foJyrTMg1YhzCRQ7B1dHIdkEyXZItkG6BZhOJPJAsReKjJg7GsQbI1O7ILkDrnZAwgykWiDDDq8rVacAACAASURBVNkuoC4CbRHoy0BfBs4SEq2AcBEKlqFwGQqXQLYMMg8IrCC0gdIFKpt/4QLmjECxBXSLoCFAR4DGDior6AnQe0FjXV9L+Ja7QOMAjQO0j9S8HtC6QGPHuiWssoLSDGoPaB1Q6kJlbr90NeXZ97+O47BVjT/GsfmlDbf/uvefQ6//84Xh/+XK9X88Wx1xLFIrRrgVw5kCbdgLn/imlKMy198FqNYLmsW/wwf+3hZ2oBIzFM2B0gIqJygsoLRB8aOkOcd/4OoF3QroV0D3aNrq/lvSJLMGqFzhSgKJLVBIIBEBLAswLcA0gcSF5F5UvEguuU2SLuKiRSwlkNAKXBPiWoC+AAwz4jtB5MAiJ/DMwLcCywZsApgE5Noh1wlMLzC9iLUM3CXgLwLXCywCMZ1ANSOOE/MWkWARCZdQ4W3IJzDXDQIPFHmgmPCt8AZUOw+2eT5sJ75rIWIHb5dbTLPdf7bS90p537U6TE1TdUN1n5l1/zRoX5wre2tcebZXcnpI8fpA8bnJkrPD1C1G0S5L5dtDDV+1VRyrUW6X5ZKaiihNCtShItcIoZwP5YVYlQ8qPlkmpuSyUZ4Y2AqUJwNaMdDlwFIAW+GTWwi5MuDrMLccM9QB+ergPAlQ5ZipptBUiCYHehEwZcBSQr4WMUqAKgeaFFIKD5QMVE64VmtGnboRonzqbtGo99/6cd/ERkgchnwTyjLAdx3o8gzcsEGkE+KdkPQf234KAdmLkLcC2UuQtwS0JWAtQ/4y5Dgg0QjRRhzthBg3RDvh2oxf9ALlhgEuzcIVI4q2Q+zf6TcQZ4YYE8QYIdYECXaItUCsGaIMKGoGoiYhfhripiBxHqg2oNsRy4UYJsSxgsiF5B4ospHLnesr7ZuLJzbw2ynsDswfRvxJlDfkk9kPWf2YNY0z+iG5DxLHUPQ4xE2gzGmcNYGyxlHeLIUzj1jG9eVLj/P64ddKdKkTLg/C1Qm4MQ/RFoi1Q5IbZS5D7jLQ7kDWImQtQo4HsgmgeYHtAZYXGLeh8AFo7kD5bXL7w8AmT0iZI5TfF5StfEnZkFQ3TOVwWBdf5XyxV/zlEdnXT+e8tiXn9OaU46Fpx/zF3+0ZU33fQX2qJYI0xQkfYQd3ZZEmGBuG8/z7s/HcrccmuX4NCaghlVSeAtoM0NKRjkMqZSANC+oklC7phibFS2LNm/rGz6pVB8sF/qV0Py13Y24MKSfVNz3bNyqTksQ/fqv8srQlVT1coZ1aqDas9N6+W9yflyoMT2GjOAZOZJDiqRBHQzT+Fkb5e6fF+5+Wbzsm++c55Yef1aUnjZSXWAculkUfzX/hCfbuQ5lPfyC8fFEf/7s2Ikb6s5T+rZb3nSrxecnFLYUpT+skL3aWP9Gu2lzJ9S1lk2TsDWrxEU3xSa7o8QwOKYWNbmTBjTwcwUWJSshRkkV1F14p+REkn64pv7G3Pecfquhd5Rk7tOkblPEBjF92yiIP6NPWCf/cJr72fFX244XXyXlfkuifHWpKfFYfd0qXcoT1/b9oX2nrvhzvftw5sWuiKWC0bf2i8TnH4Hbr0Imx7u9aa3+sU3+qZL6gZB/Wiw6kXMGRcSieSoqh4mQqSsnzyWXsS9S+9pTY/ykJ/kQdeq3h6G/SfZFFx6S1X9eW/zBe+e2M6n15xnM3v9pSQT/ZLX1rUHbWUPb6jObVkaKXzeXv94hO6zKfUiYcrMw5Uct4pZp+tiznaC3zVC3jTLfkTYPuX5PKV/p5z4+Jjo0Ij48VnBgSPjcqOjGpONfNOTxReHJWc35Y9lIv78WqtEPquH2ahP2s7/3pX5GUN0httIDadFITdU07I2CQs64rM6gl0b81OaglObDipo/skk/618CJorAjfRk3cGE6pZYZ2MEMqkv3LU3EqlxczsblHKgV+9YLN6ho/tlxu/jF9JZZS/2opbpvvmXC0WVcHCDu9zvu99rv9zsf9C7cbxtd7rDcazG75JWVcn2ZpKX/RXoV/FEBUaNYuIyky0Azo6QZiBpDLAfQR0jcnlP19tSRxV9qZp/gtVGia+G7Org5hzLvQqIbIgxwYxpuGOCGDSJdcN0CUUZIMMD1sZAsByRZIXIeIqYh2QIpdsh2Q/YyMFaASSCOA/IdkDkDSWM+VAMkjKDIMUich3Tr33eWC3IIyCOA6gWGG9gEcAkQ/qd+FbtBTADfDjwbFDqhYgnUTqQlkHYRSt2gdaO6O0hugQIjVC6C1g06gqx3rK1fApUFiq1QagWtFTQOKCNA7YISOyp1gHwB6VxQaocSM2hsvuoF0kcxj7/6NVVamcBQXUzjD87MPzro+r9Suv4/z1wf2Zj+q35dfbBy96G6ayFH3VdUM/D6Vzf9PojeoJr30xNY68ZaD3okUy7zQpkH672gtmOtg6x1gMKEVHZU4nxkQEQaAmkIrHUhjRNpCVy+hMqXQbcEWi/SepHGjUpdILfhooUNKjtZNI+lFiQxY4kD8+wkgXONmKAUeUjKRaxaRAoPFjkoUgLzTZBvIAnNZJENc+Yx20zmOUlCArPtiG4CpgUxHJhJYCYBuRbEdpBES4hJ4DwCMTzA8mCmGzMJMofALBtiWTHfjXgE4jqx2ItYVsywIq4NF7hxkStU7SXL7BSNfW8jcabGfqHBIjc5xofSqllPSQviRonVATcx0H7ZUr6HqPynTXlkgrahP2PDxK3D04InhunhI1mhFvEOg3h/v/TsWPOF/voTZYKQyoKwQjqohaiiENcoSGUSrBGTBHmk7Ezf6EyfWKZPKs8nr4DMLEa5xShbgbMVmKoAlhLySxFV4cfSPJMlO5JR9Eyq4myc4nys8vVU5avp0m3MEgpTRmIUIZYSs0owU+5DL3uz02nomV/RdJmqJpcqZpfVM/c+LxwhX22EG6OIZsUsM74+CBeH4JoRIu0ozokSnZDsgBQHyiRQ3iKiLUGOG1E9iLGI8jyIsYxyPSjJieNcOMIOUQ4UbUM3ZsOSbD5R8+j6AkSYUKwVJ1hRohUSzCjJgpPMKNEESSacZEUx8yjeREowQ9QsSlzA2VZMs2C2A/MdiGdBfDMWLpClFrLIgmUmJDduKHc/qTJuZHeQWV1k7jiFP09mz+GcMR/qBGZMk3JnUHQbOXsMp0/jm2MoZRplTUHqEGQM4byJINH8GrE5RLcUkNLpc7OLlDABVwbhyhjEGiHeColuSF+B3EXIcwPdC1QvMO8A+y5wbiPuMhLdAfkKKru7pm6VXHuX3H6f0n9vU6v3uWbi5bLpLcnSPbkF38grozJTr354JOuTQ+yPjtLf3HXjGd+4Y+tvHl+nuvnqoOT9SdmLvRl+PXFohhc2ywsYyCKP0tYN0gKHWb492eT+HN+WDFJdFq7NQRW5pNbC0EoGSUsjtRSFtMn8G3nk9qJn62u+rqv/V6PuYKUgtJz3WIVoKy2OxMz2p9ICkqk4s8AvluMbww6IY+7JKfpBN1RdY2xiV3yWzPVNZZMS2ZREBk5mQCp7DVNykF379jGx/1Y+/COftIPrvzYveEvGrmdyjz2VtXdbut8uOmkfL+iQ8MgXdW++qzz0h+yFOt3vHeW/3rq2S/DrlqxftjKSd3BzgutKt060bOnVkRtLcbMuoKP+cGfbW7UNLwuVQQw5yisipReTszRkmpIirzud3HJjk/gXLL3kWx6xoy1jZ3ny4/qsx3W5m2Xxm+XR+yqznmxibFbEPNfAeKqBvr7oOs75fLP6+ple1ldTRQeLrhxJf7+89dvJ3scNfRsHagMNQ/sdk/uNnaFjdcfrNJ/Xat+vlZ9hRoXxE9eVMLZlR/vfiESpDHIKC2dwIYNNUVR98EfZC09J1hyWoHMy0tfaTR/zgr8UbP63+ECk/KSq5ruhyosDustD9Qklea+zL+1tYp3uEZ8xaN+ZV7/lbvhsvOTNZt5LTflnWjjna2inG7jnmwWvVdFPtgrOt+WfGle8Pl54ciD/uU7Ggf5bz44WnhyRvtjPe7b/1rNTyjOG0tfmNK+MFr7Uw3l2UHxiQHi8m/NP5XVKRax/e1Z4YxqlMdOnkx3cmR/SRg9qzQmeLjwwztvTk7WhNfkxxWVf7iXKrXgfQRL5ViIlP5ZUyVnTJgyuo4VLo0j1wtBO+boOSVhHwbo67j5x1g6J+MPm0YZu1/KQ8/4YsTpOrI4QDwZd9wcd9/qd9/vc97tM91sn73aZ7nRa73SY/6ocsebVju6PUeFLdRSqGefZEd2CqHNkmg3nERShhywwkFm9j8tHfhzw/txq/Vf55L7MNvxdOfqtC6d4cNoSRC5AxAy+MYdvGCHKCjEOiLVCrAlircGZjjWpdkh24lQnSnegbAIynJDmhhwvojoxh3j0B4a4OZxhQXEzOGEeEuZxqgkSDZBkgEwr5Dggzwl5TqA6gOFAXAKLF0kFiyBwIRGBC91Q4AK5m6y/S677C2kIpPOgci8qtZP0BK4iSCVGrFzAVQRW23HNEtJYwqscgXo7LrEijRVpHaB1gtaBNFYosyCdE5VYyXoXReNYo5r315h8NMRaegv52EcfRuTkq1v+Hc+5pWpYufPXw9X/AuP/B3B9eP/RLHfCukTVDd+qGszkKcNPfrqTVXd60HuibzG8wr6uilhbRYRVu8Nq3GvrF8NqXCF687oqR5jeGqKzhukcYToiWGsP1TnWVhBrK1xryx1ryx3hemd4GRGuJcLK3KFl7iC1K1jtDCl1BCvNO8pse3T2zVpircq1TmnfoPGs0yyHyFzBImuQ0BIidwUriRAVEVzoWCsnQuWuYIUzrMQVWuwILrKEF9rChJZQgSVUYA3lm8P5tvWFSyECIkToCpE6QmWOUIktiGMJZtrDuES4wBvIcwYKHKFSIkTiCBJagkXWELEtkGcJKXSFie2hAkeoYjFU6lorn99d6Q4qsYVW2vbUO97ocr/fMF807+ztim+TvqAuTpl03Rly24YHEi3lz88Jd9lkR0cYe0Y4B5wV561lr04Knp6XPjsvODzLPTAkenG4/vta1TGtaGdl0clK2SstZefaqw626XdUKTapi8K4jHUpmWFprPXJ3PAU3vpE9pYc+f5MxdOZxWezVEdzlHsZikNc9SaGdl+O7t+sulvVcwONxnHNxEDt/GSrabqg9VZqyduciq+Kar+4pd0pLVvLU28U1Py732muG7ZWDRFNC3fq55dr5v9KbiZ2p/f5Z8wEcd0BXCK8wO2XNOl7Y8ov0eKf7grMdPnluvwZLj8WsYbj8c9f8uN617CJAL43iOsJYLkD6e6AHMI/yxWcZg9MtgbEG0MSDDsyreHJC8FxRr94Y3CqKSBpPjjTGpBpCcyyBGdbgzItQZnmkAxjcIYxKMMUkmkJTDcG5lpCOa5gARFa6A0pIoKLnGEya2ixZVM5sbbMtrXCsls7v08+tatgbLNgaB1neCPfECo0hHGn1wvmQjiTwfTJ0MzJkLS+0OzhkNzp4OzZcLY5lD4bxJoO4xqCOLPbS+1bq4jzfXffU88GXKn2T50OTjSEJi8EZpj8M4xBea5A9rIf2xvA9QbkEwF8b6B42V+y7FewGJRvDhXZQ1TGMN38tjLj+sLhjaWzQfLRg+UzlycXv28yXai13pzwSq1LLWNt7cLfh2hflv12Ov+zw9LLL1dmfNLG+mRW9eEAY/+McOcEe/1IXvC0cNscb8MI47Gx/L2jwu0D+aEDrMfmpHv68rc2skI6RZs7RNt6lTs78sM6RJsGlI93F4W3ikMG1ed763+v0Z/pqHyurmhvpWRPGX9nIX2TiLZRytuWz9lQWLJfWrqPLgpjCbbmsXdnCo9nyE6mi3bk5Ifn5W/ME2/JFa6nCTfm8jfxFC8yGz4+X7zjiHTDXu5jh4Xr9hatOyLddJi/8XTBwVP8gwcy1r2tff6N0jM/tnz6g/af0foTjb3xIzU3SuKP1DJe69J+Xac6Uy7dOdz21Ez/weG6zePNuzqqgrvq1/c2PTXc8V5787uKsoMc5TpqaRhTu76g/jSt6fP4mrSr1fLrTdqPqm89U5txVJf8SiPnSW3OIW3e0WrmruLEs32Fp3oKXu9TnGi+9Uq3dHP+H5slv5xqz/xisuDtqpzM2qTR7n+Pdz5rnTq74vzaY/pkvvelha6XJ9svdNf+3FnxES/tcXbiNnnm/lreUW769rjkkDx+OFO4lsZ/TKo5zW76+m35nhOijS9KN52WbX61MOxD+YbvVXt+LTl0SXX0puxlqS5aopdGiXi3VLn1pX+WZJ1tk7wnTTjaKHhrUn3BWvWlseKzad2FQeX73ZI3Z3RfzVZ91Vf8eo/0zELlh9Pat8fEZ4e5x/vZz3RynhosODmteX9cdX6k6PSU+oMR2dvT2rfGSl4dlp6eLn7NqHm3k/50RdzG1swt06KDw/m7u7k7+sR7O3i72tiPTymOTRS90JK1a5L7TFfGLu3Ndcq4x8q5GypF66rE62vEW1tku+ol26vyt9bxtw9rj3RL9/TydnXx9tbQD+iEp7XqT8pqEyUNNV32lWH3w2Fiddj9cMj9YMB5b8j9YNBzv8d2v2LE3TDr7bbeazWt1E4RNzV9O69Kg6Ob1iscIQyrX/ZcYL4xUOr2E7uDReZQzsyGQuuOoqHX2+c/aJn7tGbmSGrjhug232utftFT4czFkEzCL24hMHE+IG42IN7gn2INSnWEJjn8Uhzrsqzb2URAHhFMJUIZ3hC6J5hOrOUSwbmmIKrNl2r3zTWHsF0B6UZKhjEgyxScbQnKswRRLYE5phCGLYTrDOERwQJPII8I5BNBQiKkwB1S6AksIIJk7pBiT2ipO1jlCih1hVZ6Q6o9a2SGQL1rbdvtjRXOcI0lUGdeW24LrbaFV9nDy+1hde7gSvvmGuPeWsuGWntogz2swhpS5Vpb5VhbZQ2tdq6rdK2rIv5R51lfZn6xy32ub3l9mX1PlXX9L5lbznyeJquI5ZReShEPT8z/zdb/WVLO/xJcV1dXV1fvP1h96L3/UNtlyNIMi+tHz312GX8W4acxhOidwXoH1liRxoY0dqR1ojIXuWoRa624ZA6XGqFkHmtsuMSKis24xILlJlxsw0oLks9DkQEkBpAYQWJGRXaQO6DIhpUESeGkKOxrS50UpYWscALHiHlmlL9AkrqwyA58Gxa7yDIvFjqxwAE8GwidICKQ0IUFLuBasdBJ5ttQ3jRmzWL+LIk77ccykplWyJtHbBMWWjB3HtNmIWMaUS2I6sC5dkR3IC5BLlgChglxrIhlQhwT4lqBZ8MCgiTyoMJFpPSG6OxhFQRZT2DlFEUwsrt0/t1GE8ew3DKub1f/qzDrbFFFUZNpsrLqajt30zDdz1SwYyB33QTrcUfZ83Oa5w2KFw3So50J/tPsre20nYOaj1u0b9Upz/drL9QyjnWI3+6qOFNYQOFyEZ1Fymb55AnJTJlPXiHOEAf+wTqaUZas7C+rmRnQjTWI24r4jdy04vcSla+l6+OUQ13djtXa6Tv6SU+P+8HIymq79U7p0ECHzdplmuTo32UrKblFmK35qNM4r+oxVk7crp16WDF1Tzd3+7LGTPm+0SfbjhhOyHbiwts40wg/98PVOYi1Q7wdEqyQYoN0F8oiUBYBKTZIMkOaHeUSkGqHeBOKtUCiFd+cx39Oo0sTvhGGgGgD+cYsvmKAiHl0YxYuT5CiTShqHiJnUbQBRRsg2oBjZ1H8HMTNocQFlGRE6RYS1U5iEpjjwFw7pcBJEZuwyEhSWMnFxoM1lqeUo+HCPop0nJw74EOdRlkjFO4MSu0ipXeTk7txZBeOHoCIfnRjCEdP4NhZHDdDTl9Yk2PCccModSy4wEXhz4dndYRf1aGf61HsDIqZg+g5iDNAwgLKckGuF6hezFjCTC+wF4HjgXw3lngozOk12cNkVj+J1kVJbcIJlTirNZTb9lZJZ1TjbHSHlWN4WOVe7bLMNxZHNUWdY769Kf/b/Z2Sz43V31k1708JDwzR/Yezfcby/CZoAcO5/o1Jgc3pvlXxvs15m2pz1mkSfYYKNnYy1+kTQlroG+rztlemhVXnBTblUpqovs1U3x4OqfsWZVz1xFj9J3Wlx6sLdmg4j5UwgpW0IGmWX34SSZIbKGev41FD5EXbUlNIVFqIQLThZiJEZ+NkOk6nU5KplEyef5YwKIXlk8LA6exN3Mb3zoo3beetCaWinWzS06UhZ2s2v1AWfr7yiX3cx7Yygz9vO/O55vXva365Uns+seFsruaH7prLHbK3pzu+tY2/11SybkgfbhnYN9G+cbwxZKo1vLea0lWJ++pIPbUhvU1HmxrPqSqOKsoPqPTPyJs+fz33hXMp31JLtPLyurxi9ZvMhHVZ3x7SxO0qjt4sjdlakrSjNOGJquw91dn/57jyaBt/ny4ziP0bJLzry/j0mbr0c3XUazWZFXXxHZVfTvX+ONb+Y1/VhSrJq80l77aVfzDS8V2N6nTkn4hJXV9eeECWEZ5yE0cl4GQ6zmSS0lmPFdR8+H7h1kNsvDeOvPum7+NRvk8yfY7xScfy8UnBmteFoT8WHM7QZh2JoAX/wjiXWxohL1TraR3aG9Kkl+SJzymSn1anv1Cecaws+Zk6+vEu/vER+ZmRknfbhSd7BCcmFa+Oy871so510Z/tl7zdIf+oufTCeP0fC7ove1iHeoXPDgiOD0iOjxWfGit4qZf71EzxycqkXYWXNt76NbA0dr3sRqA8KlARF6xOemyi8Mggd3d9ckh71obWtPCqKIr2JkV8DZRZWE3DVTxKZ/GmJsGmSmq4Jt23khZYmx/awAttZITW0zbWZoe1cPY08h+XMA9kF6R2OVZ6HX+1zi81zrqb5j3VE466WVerZalxziNondGMeNpMD6rm3KJe47EEFXqXDT+3kCTONUI7JXcC4voR1YGYBM60kFNG/NgmX+HsBs3E4xXTL9TZN+X1kNN6KYwZ+K2elDSHU9wQYYab8yhqDi4NwbVpFGHEETaItqNYczDNjbMIyCAgcxGle0gZBCXLBL934ygjirNBggllO3CGC9IdkOFCGS6cS+A8AnKdiE4gJoHYxKNZHuK6ge0Eph3YduDascSNJASI7JhvQ2wTltiw2o0kRpLSRS5zk6QGJDWQ1DasNGG1GavMSGNGGhvSOLDWFKSdD6ixrql3+OuMFO08LplG2gUotyKtBZWa1pS7KBpjSKU5vM6JNGZcZtks7KX8H5+9eyWTrWv/MZ6dr6r33P3r/t9m/f/3cP0bsKsPH6w+vHd/dXXSscTW9/GrhpP52qDjHwZyGqFyGcqWoYwAjR00tr9nxSVWUDtBYwelCRQmKLGChvg7qFXpALkdFA6QWaHIDDILKAlQe0GzDLo7oL8L+jtQ6oUiO5Y7AlQekDugxA0SDwgJVOwFiQPJvUix/PfBG7odeG4QukHsBeltEC2BaBnYLpTvBo4ZCSxYYAXGFKJPAG0S861I5MRFHsS3IYYJsucw0wFUO9CcQHUAi0BcD/AWgeVE0hXgOoHlAL4HCpax9DawbFDkJZXfD67yYtkCucSJ80eAOwn0secrLFzz/ZF7f/UNFlTyXuKyv68aGRQVRzQV7TZrd5pK9g4xQoyindaSo/MlzzpKjxlF/2xLoIxRw22SAwvSZzv5z89Xft7FeEL1K5RcDenQvM4RBeYKIVcIdBlkFUK8yD9O9ES64g1Jh6jDvjjiXR1zr465V0fdq0PO2/UTQ1WTQ/rxsazy1l/VI1+Wjqgcd3vvrXYv3e/zPBhdXB11rw457tdMSNmaDXQ5ZMpfLhsfUA3ZyqYWdRP3qmbu60z3ztIG4fsBzL4PRXeB7QKuF9M9cG0KLs9CpA3iXBDngkQC0hYhewXSvBBjhXg7JDhR1hKkuOG6EUVYINKGrpjg50n4Y9Y/2k6JMcNlA9xwoBgCIixwbQEiTBBlhmgzxJoh3oqT7ChmHiVZUBaBc72QbEPpdkgxI6odsc2Ia0HMKSSYBt4U1tiCy22vdriOyPswuwNz+lBGB6bNoMxpnDoMMa04pQdutKObgyhyDK6Po0QjTrfjZBvEzEKaCSfPoahBnDjmy7FA2ijc7IZrPSh+FiKnId4MKQTEWiHZCdQ7QP8L6MuQtwjM28C5C5w7wF0C2VJQ7crWoon10vE9ZUa/5EqU0xWos7zZbrxa3lQwaW25t9p7/0HXWH+jLLryz8OF74Voo19aKP/Yojm+INrcl0rqSoS+LJhi4r4s1JuJOtJ8k/6FpdfCGD/6qNPWlaZt41zyr2VsUcVvoH9FaqHtT/w0SHpjizJxl/RmAO+SL+M3v/HCDYbiDUbt7rn696okh5W5FHkeRZpFlmSS5LlrCnN9C6mBFdLHBTm+ImZgRjzOzfPjCkOvJ0GuKCSD55fMosRTUSID5UkDE9k4kYFyROv5tW+8Kt62VUJeJ0J7CvDpqnXHteF7hJQnpaHrWGv2KNZ+1nn0W+2ZH8r+jOy9+rvu1KfZz7YOXmgrOzzZdtwx+nxzqe9sy9rp5mBT1/qZWp+ZOtJoJRooh4Fq1FMN7ZXQWr2ureGZtsZjrY2nGhreFOk//pX1dZZcItI3FOpbMzW6w8yITSXXH9dGhkn+WMP8MUzwW6j44j9UUfsr0nZXpIUVXA3mXvTL/gaizj6pjXqjO//9dmakLl5W+JGU9kR+QpAsa5Mw7fHC3N3q/H+Ot3+nkrxw7RIpNSdcJNmZkeh39SrEZ+BEOqSySELtyTj92ReLfJ9gw754n31RvtuukPamUfZkkXaz4HEe7GHDW6ItyRXRJxIS1n4TF/51dth3iS9fS7xOTW6oSu0q/qpf9u6tqwfEEYeSL4S2MU9OyE8Ny07rs89KYp+tzHtRm3RIEbG7Of9cu/5Lgfy99MK3cpXvFqq/79FcbGYdG5af62Q+NSg4OqU4NZL/3AD78CD3YF3Kjoa0A7qYrfyfyLyfSar4oIrM9eOKI1NFB1ozgluSfTuys8YXuwAAIABJREFUw2qT/VuzgquS/FQJpNIcpMlDtXxKZ3F4DTOolhouj0GlGaiMg2vElGZ+aENOUA8rrDt/52DhAUXWXlZBfI9zqd/xV5f5bpvpduPCYotpudm01Gm6WznqEPcuaGfuNlsfVM16aI2jeyKU8KkGJy7gQg8udAVITHC9FW72A5VAWYuQOIhim8l8m6/WjUunQsoWHteZcG6HX7FlLWsU/dkFUXaIJiDCBjcX4MokRCzADTNEOSHaBtcWAjJcvll2SHNDxgqkuSHJCnHz8OcERJsgzg4JTsj0QM4i5C5B3hLkLgL1keV/CXLdQPcAjQAaAUwvcBYh3wv5HuB5QLgIhSsgv/23mE/gAo4Zl3hAYgWBCaQmkC6AwgIlj2LCTaBYAL0TdG5QL4LGTdbYQutcflXOvQ2LR2pt/rKx4HJnaLkTa6ygMYHGiLUWkBuhYhGql8m1K5sqHMFfpmw+83WmvDaWq/w9XTAwY/3fn7n+53rwYHX1/sqDh/p+Y6a2t6Bh+K1vblA+jgrSOaBqGWoXoYIAPQE6J2idoHGB1gl6L64goHQelPOgtoLGCaUOpHGCygoldlDYQG4DpQM0HlB7QLMEWi/ol6HiLpS4QeaAQpOfhvBVu0FmB/UiVt1GRYuoiACBDck8oCBA6ACBG7hOKHCgQhcSOIDjAOEycLzAIoBNAM8JIgeWe0FkQQIjFhgR30iRu1D+PKLPQso4pM/45BOQa0BMM2LaEccDLDfieUgFt4HnAbYTuB4QeEHiBZ4NOEZSIeFT4g1UeYBnwFICMQxY6IRcw578MaHZ22hyDlp6u/Xv30o6oW5rabeMV9R81yTa3pe/0VS8e6FgH1F+0qI9PsfbP5TyWEssxSbZZxNsn6KHdyYFGIRPtMQGlV9E5dGUFtkZsWx/TgFmF0OeDF0XbIsq/FbRVdm8MDvkuTtErA46Hw64Hg4T90ZsDwfMD/ss9/VzK3mdlvcKB4JpndvU05emliWWu63uB/2eh0OeB0POh0OOu6XD+azSdRwFipE+LexpVvWZNWOOwilCPrsoHl85mtkLf04A9z6UPMCSZUg3Q5YNYubg4gREGCHOCXEEZCxBhhcy3DhnCeItEGuCdAKlelAiAdeMKMIM14xwcRZ+m8I3TGsiFiiRRrg0B9cdEOmCP+fg6ixELeAUG8TOozgjip6HSAOKnUeJNpzhhkQrJJkgcR5iplHmLJk+C1mjiDEKwhEknQutsO2vMB0QjmxmD/rQRyFzEOWOoNwZnD6JIjtRVCclbQRu9kHSDEpZwAlGSDSiBDNKMEPsPMTPojQjSpmjpBl986yQMIPiDZBkglQrRM1Doh2SXRBtgSQH5HiB6oU8AnIJYHhBeB/E90GyAiW3A+qXntNPf1oz/WFx4wmm7pmS4Q9G7N9py9gtHf0ry/1OQ1ObvIz6pfby/uJPg8svH5rUXBgXbhlMh+E06M6E3jyY4fgabwW3paCuLFJVIkl8haKMChVepuhyQ9pEO5SJfm35O5tpu0uv+7blhIn/CCyP26CK2aiMDCiJC9SmrJsQb5gUrp2T7pjSv1nK2yfOpIgzKNxkpGAHqYWbysQ7uBl+UsZj0pxAQUYgM82XRg3IYfgl5PimsoIyBOFRuT6xuSguD7JEPskcHEvD6dwAQfmZNyTbtwphqxT2l1COaQOfLlqzO5+0T7RmjzjwmZJ13/c9G9F+9h3W8W/Lf/u4+ON/cd5RdLzbqlvfow12Dhyd69w5Wu3Xp/Nx9e20NIaO69FQGYyUo6Eq1FcFbTpo1eNGHa6rxI3VuKEcN9Zvl1efYJdF1YwZmqddDVPWtIG2TQU3MP/bQPH3/yj4fYvg5+2SiyHM7ykZFzYX/vkPyaU1OV+tFfxKyfjgkObqW730Y/q450W/Xi75g6f4TMXdI8zaEP1b6JVvA1Kv7hZmv3rzhw1fvEP65ke/7371+/5nHJsewBPuZeVv5imfyq05/6o46GgR6biUcibP73Q65VSq77FkyoFUn/0s9IQAdrLhEIf8XuHuKyUfX5bEnrwZs+mbGPzGRZ/zv5+4GJ1ZmFdflTJScV2edr4k6/Rw6SeT5V8NlHzRL/ujIf+bOuGFFvFHNew3a3VfReY/+1ZS4CvxlFdTAr+k7+FrLzRUXm6qjGyVvNWdv3/o1tNjt14YZB0eYB7syNw1X3h8lLu3Lj6gKoYyJdljUPxzqmBvD3Vda3JQQ6zfIHNHXWpgVaJPB2NDE2NdNdVXm0kqo+FGcWAT9zFlLEmRiMoYqEKAG0S+XfwNo5Ltg7ywypSgFvZ+ZtQ/uQrmgGtlyPnXkOthp+1u7Zynw/ZXj+3BiHm1vN9VMOwoNSzVWBdVfVOinunn0itxZFdQkTdQR2DOLIrp9qUaUdQIRM2itEWUbcWxjaSMITLHgPN71qjmtlZafKhtmNHzeufK0+nd8FMPumlD1x1wzUBKd6C4eYi2QKILJdjh8pRPrDkkxwVpBCQQEGuFBAtkEijTBnFTEGOEOAckE5D1SI74H7l/3hLQFoHmBZoHmATk2CDP8chGACI3CFzAsWKxBwQOyLeCwAEiAvLmEc8M+QbgzoHIChI7SB0gc4DGC2o3aNyg/785e8+gNq92f/deS0Lo0IaWgLG3u8fdKbZTfBKnJ5PEiRM7Zae+ieO8aY7/SVzABtN7R6CCGpIRCAkEQkii9947pheh3h6JYjtunA9+37P/M+fMnL3P1+fjmnnmmnut3339nFDtBCUBcgsotD4NNqra6NtgfrbV/kKj9Y0O56Ga5f9oMO9vcpCkt6B8Hqqc0PgQ6m/j5jXfJuuuvGbKy19+F5pdoG7/JZ4jVnc9uP/g/64z/9+NiP8juP5X4njZcZtTP8GuvcWQNgS+/qU/u8GtdRWaCKhbhdpVUNmgkgCVFdQ2qCagioAqC6nOgpQ6UOig3ADlBlRpAYUB5GYoNYPcBhUEqFdBuQbKNahZh7q7UHUXSgkotiG52bd2DZdYoMQCZQSUr0KJE4QWKHCCxAmlBBQ5oGANCpyoxISleuAsAt8EeQSwCWATwLNDwQrkE7hsDSRGKDTgQgPiahBrAWVNoVwt0PSQbUF8AuUZEXsBGBrgEiBaA6EdiezAt0KeHYnuQh4BeTaQ2FGBAXP1PlKrZ6kNF1pw8RrkE1iygnNNPszJ9AWnoq9eVn6pX/WykvY0o5h7c8pYPtqhkp3uEfjNSXdPiw5aq980yF8Yz9kylOA5lkSxF+7RcncMJ3tM0f3m83Y1h3uor6DWZEod+1B9w7sClT9dCjGCwERlfMOSvnv5btX0auW0s3XpTvPyXdWsQz5pLxixCIYseSO24G7dm5VzT4huAXcCihbIxYt7ZbeSF5wDDzZGVx+NWu+PmJycplCm3J0vg1Tp/qJeRd20pWnx9s1xK/uWgzX6997EfohfBsFdJHuIuE6ImIH4ZYjWwNUZiDJAnBWSnZB9B9IIlOlEmQTEaiFyEdOckERApAndMELwEgQvwZUldFWDQrUe0SaX4AUIXoYwKwqzQsgSROhwspWUbIbwBRS9DCHzcGMZkoyQaMEpDog3Q7IOEhZwmg7RFxBjCdGmgT2NxBpPhXWnanZ3yUhAzihkjKLcJcRcwKx5lDqLYwYhrBNFDqLIUQgfw6nLKE2HEpZxgg5ilnCCHsVpUYIeJRsh2UBON1FoFog3QYoZ0qwQZ8RJZojVQYIZYo2QSkCWE2hOoDkhxwm5a1BwD6T3oexvUN/zqVsN4I3s4fbvSq84W977prDxbOPE1daRioXFm0OlNxtokpJgmfifpfnfK/K+ri7/s1f+dU8qHs2CWyw0yMIDbDxf4DfLD+hMhgEm6smBiTyPThqpNQeNS/xvFbvPyXznJUG9OZ49OZQxDmWQ7jLJ8Zvgbe5neA/yPeYKN03xveZv+mkleyYU71cID5TQvUty3EWZJCmHWsD0FtL9Y65QmMk+UuYWQdq2QtbTF38khYdRLl2iXr3uEprkdu53l5gsaiwdkrmkNKFLApecwnETVb39feXxLXloVxFpdzHpqWLy8SLqi1Lqfh7lKbHXi2X+33ceTeh/97v8/W9kv/NbPS+sQS6bkfdOfD7esWWqJWiizndMSVpo9rYNb1ls8Rmvoy73BE43eo1U4ZEGl55q6Ksld1ZBez201kBrLTTWo+IalKt+um62Znz14S3rRpftbvytvtN1N3cUXNkkvnioNGRb/h9ujH94ss95sH7AGZ96Cv+JWd+4CP/pXvjjzrJLu4suP6u4sbfgl/PSC2r1V+KsHbyEbfm0o3mZLydcDEy+/OSlH6g/XyD9dp0cEknNlRwtav+K1/x5auOHX1RseU2O31W7vK/A3xSTLqn9/1AGfC50fZGN9nPgIB8OCuCAAPbx4EUu6R9lR6/V/3a1LO3jpBSfHy7h88Fbfo96+a+wa3zeX4zMTAlNUZtcXx3WIw1T/v5Zx6Wvav/6eFIaOdqdFJ9/8myqz5vJ1Gej8K54eIVOSq49XdiWcI7/Z35leH/px2N5xyf4zw3Q90/wnhlmH5wtODbBO9idHjTK3L5UeHiYvrk7xbMv1bM32aMvxWcmb299PKUmjjSQFzQg2NaY4aZIIJVn4gaBW7cwoDqDqsoiNYlcG/PII7LNo+Kt7enUPrr3CHtbfdo+IfOH1kXNiOPhmOXRqOHBoOnuoP3eoPXBkPFRr+Zedusca9jcZHxQOWcuGpj7s7hz+yUl5cY4jp3AqWM4YRyu9JMEThe6HUJHIWoJ0Ryu2fMQ0ojjxshpfa7CWUqJjlJ4C9I6TtaZfq2Z87pQCyEaSF6FNBuFTaBrfRA+jlP1KGoR4hYhRuOdaXfJcECiHVKdkGBHqRZImoLr3RA9B3FGSLJAmg2ynJCzDjm3//UDslYh9zbkrgGbgJRlyDAAlwC+HSROyLeTuDaUsQQ5yyA0kGUrwNBDlhYEZsjTAl8DIhMITCC2QrENyp2gWoWqVVCvgWoFlBaQaaBc61Jl9W1wYukEOatpc27rEznVpGz1f1TPvths9i6bg9IFqF2FprvQsAJN1oDu9V3VS67f3tj1wS9sRXs4u/QaTbRkJjY2Hveo//+H68PH/Tf3Hm20TJtoqgFpy/h3l2I9v758pM0c0LZCbjS71TtR9QqqdYDSAioTVJr/dT+sNlGbV7DaiCv0SGGAUh3IjVBuRo/Fwo8LXCvXQL0GqnWoWgOVE0odUGaHMoJaQbiV26HQADICSglQrIHYClIHkq1DkROKnUhEQL4DChxQ4gC+DlgaEFog1wBcMwhtkG+F4hWQrqHidZCuIDGBREbInQPaHGLogGUEDgHZVsR3At8CrCVgGIBDYNFdYBghzwhSAsQEiAjIt4FoFZeuoUITpE37FdsoRXrgaYBrgCIHKl6DAiewFl9Q63nDg4XirxolR4dLXolP/fFqTXeZ8W5dN7ex8MBUya450UF9+cuE+rUZ9t5F9s5bKe567tbJrIChJA9N/vaB7M0NMR5tCe71caSKDP/elo9E8s2JPBQtPVM1OdUwv5JUNxbboU8bcbDn1mOGjBfalr5pXHqvfu5cr+3Tat0u2ZSXWg/Fi1C8BEozlBqgXPviIFH94NHQ2sNh5/1hx1p+RzKtzJ8rQwzZlvwmWo/J2b+6UXqLyOg0/KBccAnvxSwC8wwU+iIO6YC/BnGkHq5r4PoyxNkg3gYZTshah2QCMpyQZoUkE04w4zQCxVsheBGCNXBpAS4vwVUdhBjgusYnwY6vLECIFiIJdMOKwvQQroNYM0TqIUwL4ToIXYZIPaSYcJYNJRkh2YiSjZCsQWlLKM+ICwnM1wFrGhUZfBTatzvNm7jdOL0fuPNQoMecBZwxhuKGcMwIhPWhmHGIuYVSFlHsHAq7hcJnydEauD4NIVM4cglHaiF8CUJmKBlmCoOANDukWiDBALFGFG+A6GWIN0CiGTIIoK0AzQm0FaCvAXsd8m+D7G+oegh197HSDowJJLKBzOKhNrmJp443G9hrG5e6K/azzh6inTqU8NZR2ifPMr47nPbJGf436upLvfknOukeg1yYKMQjXDxf7Lsg2dpPwwM06M+BUT65LQtasmFCEjR4k9rLIbWkQ2sG6uGQRvNdx/gui9JN84WbB1le06KgSY7X/E3/pXyfEY7fgPw9leCgmuOv4njJ6C6iLOCkoJK8zbTYoJwEf2FOIDdlm5T5/G+fUS7/5HL5d/frYaTgWMpnP5CuJVOj6JDEdckqcM8SutLYboLKV79WHzkgohzkkF6UeT8j9XtK7HGq/IkX2V7PSwKOCNxOle6KbH37R8m+0/xnz0lTudM2le1e1UJB9+iLYwMBPWqvfiVF0+ZPDOzoLX9CIdjWoTxamOVfzvUVZniI6d4lLNfRVupQM2qrRmo5pbTULa/EJVPsliZ9U9pZ3L3s7NSstxlWWu13YodaD+Xf8Mn5CSWfgdQzOOEfR7gx+8tidtZHPSH5A/POeZRdeK414fUu+ts9LB/euRfY38uaY+uL3xipfKlb+XIFf5+Ctrk0a3NqMCku3iWVT8oS+d9sOPNLxdOnSjedLKS8osBvKfHZcvSxBM6Vk35VeZ2XUj/nkk5kw7NsOJQHB4VwWAgHBHAwH+/jw1N8+ES853vB28/EnPC5fMLt/Pvk05/4fHnB+4tL/qd//iktNE9+WUr/jXX2Jd4bRxP3+LO/fCWH8c3x3z1ejgnYE0XZlkl6XewX1Xoqsyk4ojr2EOP8l6rYmqaYyeJ3pgXPDTH2Td18pp+xa5Szb4i1e4S1z1z++hTv4HDO5sF0374k91nW1inG1p4U344kt/Zk6jAvsCmVWptIrs2kKmikhjzPAfF2ZQq1IoPSV7KpM99noCCwN9e7KRZP3Nw8xNkpjX9RoWQPEfcH7Q+HLQ+GTBuj5gfD1r+HbfcH9euFLZN/ylo4o6Z2453KSX1sw/jhKBX6VoH/2YEvDKAoA0o0othZzLZDmpbCNqLoUYidxUyCQrfjlGVSypR7+giJNR1UR2wrvOXH6f+513g4ugb+GALWGir6G2ctw+Uu14xFCO6DP/pxphXFTlNixj1zrJBO4Nw7OFEHkXMQs4hSDCjDCPFaiDdDkh1SnDhjHVIdkE5AFgGMVchdA84qMG2QYYBsO3BXUMEdxHcAy4JyCUhaBoYZ+BbIs0HqMmLbQGhDHCPwzSCyQIEFxMTjIDEo16HyDqjXQbUCKjsoTFBuQEqjX5PTrWTGNbeVwmpyZXVS2R1PNegP12v9VEtIpgMVAVU2qCSg3unS+Te11uaVXevy/He/pEiZyvZfYnPV7UMP/w3Xf5H1fw7Xf5XL2W4/ELXNMCtHCtQ9u978x45Mxf5Gu49K791o9m8gkNqG6h2gMIDKCFUmUBlBZYZqK66xIJUOVWhAoQW5HspNoDBj9b8tE1VOqFyBCgIUdlAQILeBzAZKAsntfionlppAaoViO8gcULYChRaQr6LSNRDZQLIKklUQE1DkBJETuHbId0LRKoickEdAvhPEayByojwbEhIgtCOuEXgaVKgHpgaydEA3AcsKDCviEcA2AM8ILDOwHJi3BrlmEJlxmQMJDMBYwCUrkE8gvhExl8hcvWfJKghMIDDgPAtZdhsr7oLUjksciLv4vybW2rQjDa3Jg+pPmbHPXRPn5UwSQ057W1/skOrZ5bL9S+L9FtXLBvmrS4L9U1meA7GkwRhkZAcssYKGUwJ6Uj37UrxaEtzk8dQe9QeKimdpQr9sdXCv3kpvm/xeNfF1q/U/e4iznZZXW/VPNWj21eu31Bg2iRf88qdJKh3uvA1qM1QYQG0BhQ3kls21loKVB4Or94cdD0acD+WjtYmSYykCnJgXlFIaXrdkFI8v3Oyb5fYvPc9qxqmzFNFDl+wF/Gc1+lyGL43icCNc10GUFeIJiLVCsh2SHJBgh3QC6Gs43YFiTBChgygjXF+GkGW4vIhCjRBmhhA9RJg8EwgUsgxhJogkcJQdrmlQqBaFGSDKhKIscEOPwnUoQovTrJCihSQNSjNDrA6nGXDWEuQuYoEWS61QqHWrtGyv024WjvhxJijsRczXgdAIqZM4vA+CeyBqAsVMQfQMREyi+CUcMYeDJ1HwLbg0Bn+NwZVJCJ6Bq7NwdQYuT1IzrJR0M0qwQoweIpdQigXitTjxseLYCjQHZD8eW1eAfQcEd6HoDlI/hMZH0PA3KNagfB2Vr6H6dbe2O+9NPYp1PIo0T29X3wDaGzj9PRzxMiX+dUraKRz95ou0DyoazndWfTisfne6ZNdMoYdG7KUrDpwv3NKZQh5muPUzKR101J0DXSzclx9Qk4NUWVCZAx0FlL5Ct1vFm6clQY76F/Ule0c5gZOcLXO8wLmbAUuCJ8fy9o7WftEoPVaR6y2mURW8wHKOj4LvV8rxkWRvEqT45dPcSxj+VXl72bE+McEoMYGckIljM3EsjRrNwDEsSOahbBGZW+DH5XgJFCe+KT3wVI7bkWjSu+wn98c++RQz4Fi296tJT55i7Dgc7v5iduDLCb5v5/idr3rmPcbpmO4hseFBvcNcPXPt1vKJ0c7tLUpPy+TTxt5dnfLN9CjvzHC/iF9d+OmbksO8E654M2Kp84OB4y24s5p8k+XCzHZLy6AmZlFjMqlRrBfFXeXNGmuLbq11aX3Ica94QXehXvlhGeutguxT/Nykxs7I8a4XBvhB0qs44wtP0Q8n6mNP1CbtLbq6N+vbq7IrCvVVSe6xKuHOat5uXhz1ZpKHKOXJ9FBSUixOZUMmlypVfRjf+M7HlX5vlpNPismvSUlvieGsBP2vmk3fFLmeZsJZDv4gn3Iyn/QUF44I4HA+HMhDu3PwQRY+wIWDubA7Be1OwvuS8Z4Ej2NJx87zzl9gXvo5MSSaHiGuiilWXi8vD74Q8dxLn8JLX8GRf+LNf+L9sZ4HU0gfq3Zkj/wUVXN9d+ZX2wt+3FF8YX/xRWZzwnTFp7M3j43k7hvh7G1O8p7I2zcpODR986ix/O3Z/OP9aYF9Ce5jaV7T9KDeRM8xWlBPkkdbLHlKsLU3x78l1U2ZSFLluLTn+41IdrWzNlVnuA0WBbUy3Ee4T3anUxqTqIOcgNqMHZnJ3zdOjA8RDwat94atd/uJh32OjUHHoxHrg4oR7bds9Q+SrpyOGdnIjHhg9HNxE+VXOfql3vVGD77Wj2K1KFmPkxZQkgZiFjDX4sI3wvVeiF7EjBVIWob4WZf0SRf6lGet47kW6yZm2+ka3WnxiFtEJ0VkJYmtOH0WoochdQ7iJuHaGIq3QPA4Dhv0yyUg1QqZVpRuwAkLEKlBWX9DphMSTZBggRQCEqyQbINEI2TYUc4aZK8AcxWYDqDbIMsCTCcIVrBwBZIWIVMHPAeimSFTD7kWYFuAYQS+FfIsiG0Gvg3y7VBgB4kDimwgc0DFOqhug/o2qJz/Uu1WWKHC6FFn9SvX4sxG15wG99wOSk5TYMmMv1JPli9ghfGJ5tu7W+0B1RZytZ3a8TelwRaomvX4JOT5z68LKrtD0vNT+Qrbyp3/4ur/2/Prf2tyfbSxMa530tQjhS2zoak3n3zn/JkmzUs1+m0qLVmpgUodVFmhloBKM1TooMoEVUZca0NqE6j1uNqAVBpQLIHKCAo9yHWgskClDar+rRRW2qHCCgo7lNig3A4qglRq8alwgMQMEhsU2eHxMtPjkyomQOqEktsgW0dla0jiRAIniFagwAn5BIgIEBDAtiLBKvDtiGcCgQEJtECfQvxFECwBbRFyzCiXAJYNuATkWjHfgYQO9FgukecEvhVEZhDqgDOPmPOo2IkKjIi9CFmL3hKbu4QA0QoSrgDbDMVOKHNC2QoqXwGB7tUaS93tjcFV58AIu6n4najsyGu18/VrG03j4oaifbPywBn+Trv6HZPyrWHaFr1oz1AipS8CL2f7zdO3aPMOjuRsbo32aIzxlkeRajh7OpQfNFZ+JmnKbl82p3XMvVE87sUadMufcC8Y3VS1tKXZsKlaRxFOkrmzQbVW90YbblrHaisu1yCFHtQroLBvrjYVrjwcct4bs92fJB70mmw0xR83aG5/JexMkWY3zBjlYzpOn+ZK/YxvqJwS1UeJH6aGtZHOVZC+VZJ/biD92oGuTqB4E8TZINYOcTaItUG0CRKtQFuFRBtc08DVRRRnhUgjCtPDlUUUZYMoG0TaKCkrrnEEhGjghhFumOGGGcK0ELqMQrVwbZl8w4hv6CF4BqI1OM0GiTpMs0CyEVKskKyDzCXMmEeCZSSzQrkpsGz+/ABxQNgPad2kvGXEXMAcA0SO4at9cH0EJWlwig5iFiF4Cl2dgr9uwZ/j6Mo4XByGS+M4ZBZdm4OQebg8AyFzlHgtjtLgUC0O00GUBtKtkGwkJZlQlBaidJC9BtkrQHMAcxUE90CwjkvugHwNNd5DLfdARoDqLpTbXSUT33TpZfb18NGGAOFPIDzrXvDFl7WRMeo/oyp/jaj89YbiO0bV+eq6NxQyj57WI/OtpyfEx5dl+/tplFGmd3sqGuK6dWaRu7KgjwGdTNTB9a6hk+o5pFYRpUNCGS7xnSs/vCR/xqJ+dZq/fYq/eYa71VR8YEG0c4G/c6bwxFjdNyWM7TK6R6VoR23BfnGmlyzHU5xJktCo5ezACv72usKdtflBhdlURiqmM11obBKdQ8oVeiYzUXIuyhFQb0oC5WX7hCxfmfzV6+oTr+R4vhjj8l6mx7Fw30NxbidYvp/n7f2Gtf+NON9TeU8eiqG8Jdj2vfrglwUnfy1jsuYcvOW1Mn1v3cy5gYG91XLXqYHdA/U+2pGXKrienSV+LWKvTrlPdZFrtdirt8p3vs9/tte7t5ZawnUV0X3ymJ68PO/sXPeYHL8wwU9stULd3jmgXZmwP5wwPlT0Td5sHVQOTddNzXKUqryhoQ/abrpyfkCpZyH91BOi71zpn5OTPzwnvVBY/gUjfVOxIGLXAAAgAElEQVQe01tE976Z5JsdhpmJVHpOII8dkBlHik2CJDrQcwOlbV9dqj/xhsz1AAue4qPnCuFsuWtoy6EvuORTDPiQR3q/iPpRue97RR4vsPGzXLQ/D3ZloZ3ReHc0aUc83pWGn+KRnsuH40I4xqO8VxT4ZdmunxQnrpadqui9Vt/+u7LtYoT649cLAt4u9f9KtfOjsm0nxYFvFfv/2Xy8YCT8dN4vbtzzbsUXNpVfPVB8Kbcpcaj0ozHO4RHWnhH2zr6cwL6coEXJc6Pcw1OiE0uSk20xHh2RLmNpPqMZfn1JnpP0rR0x1JZI0i3+1t6cJ2tiSW10/5psagOdMq843MXcpIzGHXTXvlzvMd7m7kzPjlSvPsYmefIOjvDGsM0x4ng0aN0YNWwMGW/32dcHHPerFlYvVU+/LB+NnFyTa+4WjenC1e0HIuXwXR356gAlddSdveQntXiKtRTOAiRNoPQlLLBjxR0SWwOXunGyDjKtmGbDdJ0LY4xUaTjcs7K3aHC7fO6tau0O5uChRutbzUa/tL5A+jhO6cbseVLGPCVDg0IGIXzGN9dBTrNBygpkOSFNi5I0kElAKgGJBKSsQ6ID4s2QagGaA7LXgXkPGHeAvgbZDqDZgWYBpg0JVyFVA/ELkGWELDMkLUO6DoQEMHXA0IDQCBwt8AzAMwHfAvk2kBJQav/X/aiKAPXj5lMnqB+7Dy1YZdxUS1CK5ijMAdfcHrJghFSuBYUeFEaoI57oXD0ztvLdIPFsg+6ZXuepfufnPcQnfLXfsdPRfEWGtPpigqDvlubRxsajRw83Hj3498Lqfx+ujzYePXq0sfHw7sMNVf9ylnpI1jbz6icXTgZnptxajR91nutx+qt0UGOGOgJqCKixgUIHagPUWXG9HdRGqDHjOgtUGR5/hCojVJmh1gZ1dlCbQWUGpRVUdqh2INUqFJlB5QCF3U1BuJbZUakDCq0gskK+BQrtICGg2AESAoocUOQE6RoqWQexHQrtUOQE4eNedAdw7ZBjglwb8OyQZ0cCC3C1wJxHXD0wtJCxDDQz5FiB+djXvwZ5dxBvDXEI4NkgzwZ5VuCbIFeD8g3osce/YBHEBhDZA9VO9zICFdgR34Ie+0EkDiRfBxmBZDYf9mim9m7//Y2RZcVo/cfCgmtfiRqD+4yKkRZJ4YdDil1a6TZt0bM6ybEpxr5F/v5b9CDVH6TGa9SutKA+1o7unL2tSXsKf6WoonFtFlakewpzTiraJMp585XKmc0pXZA5hvI1QWrLoTbbsW7H5rKlgKKlnY3Ow53rT7Wv72927mkgdjTYg5pWyZVOUNifaHHmr9wfXPl71HF/3HF3bP1e7VJ7ouR0BPd75dDo5Or9QdtKVNXYSV7Pm4UT5N/k5CvN5N/qSd/Xkb6vI52rI/3Ygi6PojgDxNkh3gGxBERaIM6GUlcg1QHRZrimhysaiDajWAuEaOCqBqJtEOeA+BVyqoOSYINrGgjVQbgJR1ghwgzXl+HqEtzQ4lANXJ2FsBkctwxxWkg2ITqBMm04ywapGsTS43wTlltJFaZNdbZAwfBOZpcXswexBhHjFkodJmXPQfQoujGAk2ZR8hJK1EDEPLo6Db+Pw19TEDKLQqZQ8BS6PoeuzcG1eQieg5BFuL7olmAgxRogTItu6FGSERINKMWM4/QQo4UILcpeg5wVYK4B9w7k3YE8J4idIDaj6nXUeAeUK1Cz6tVke4WjSFXUpFVW7o3+DoUcJye8GsD6NKP1eoXiBVmxv0q2pbJ8a2NNUG2NR4UMGmvI9eq97ZWfjVV/25y7rY/u2p0GgwzozYZBJvQzoZuFhvL9+/LchvPdh/LchgTUWflmnfpZW/Wr/fTNE5wgc9lBY/E+u+LYYsGRafaeUeaePtl7tQWvSHOebBTvF6d6SNLd5XTvEjr1Zga5WrqzruQZGWerMNM9L5PKziJxWRROLoXPcc3L881mkHJysUDoJSvepijdlZtOUchejVO+eIrvdlro9kmBy3t86ptc9w9Evv9Q7nqV++Tr+QH/UG//omTrmwUBZ+Rbr7e+/Dn3g9TOjrRba5FjusKpwhHNl33tW3ubAgzTx1eNH3YqPKaqXUcUeLyKNNvmPtW2ZaTRe7LTf6IzqKHUu7bYS8aiFjLJglxKdo5HWBw1lvlubkFE7KVPant7Jpwb3bOWQnWbrLZLUdfc0Cer7mK3Lc7njs9831x1ulr6QlnWS9VZ+4rDt7J/DqkKScs7mcA8ks47lsU5mZD5cmr2Gxnsz2JEn/HKX2LQvMKjIZYG8TlwU36guO+rT4o278iBkyU+7ykpv7Rs+6lk89ksOMsnvZULH0ipv7fs+6LQ4xSX9AoPPy+AYxz0PIf8LBs/k4uOcvFhPjwrhGeEcJAHR3hwOB8O8uEojxShfqWl+7eWzs/Uw7/FNHyQ1Xs6t+v0b8IDLye7nVMdiqx8Obv64jPcr7xVf7kX/f4E//ynZVdqav4YEh27xTswztq9WHBkTnRwgrdvoej5OfGJJdlr8+LnuxN9WiNIIxkBzZGUCXpQf4p3d5JXcxxlkBNUn+w2kBvUnOHZles3kBcwyAtqSHavjiWN8Hwnbgbe4m8eZT/Zm07tTvHKC9uZlZfYbSJGVh72monm8QWeuiVMoPiRX/9uSffLtYs/TjiUjvviSeu3xQO7ImXwrQQFj+K4cbLAgkvW3GVab96QN2fCnTEEoXU4qgvRF9ykNlJ4J4QMQMZjjb4JOIvkRuf+3tunmgy+Rd0vdNv384f3FE2/Xz5F+kWCLzehqy0orJuaPENNGsXRA3B5wC1hzj3NCPE2yCAgy4iy9JCqh1Q7TjTjGB2KMqBYA07S4TQjTrPgdDPKNEOmCXIIYKwCbx3yVoFHQIYeUnVAM0GWFTLNQLfggtuQoQOaDoQEZOuBaXoclwHxKpStgWINVCtQuQaVa1C5DpWrUGH/t6DXDkqzb73NtZoAmQnK9FBuhWoHVFlBaYVqAresBzSY9tdodlUuvdlGXOwgvm3Whfabdrxz/v2L8YXVPRfiuIKK1vV7Dx89erjx6P7/plr678L10cNHG482Nswr93i1t3h148zihif/zy8+FTYxFu/kzdlDupa3yadRnRPqV6HaDtV2qLJCjQUaHaiegDoCqm1QbYPGVWheh5YVaLJBgxkaLFBvhSozVBihWAsKC6pbhVI7iE1ISYDU5FlBoGITSOz/Imu+BQoJKHrc4WeBQgKkTpD/jUrvYOkKFhgQWwdMPS5wAtcCOcuQq8MFZiwmEM8OLCMw9EBbxgwDSl/EGQuYrgO6HjMMwDVhgROYDuCsQrYRsY3A0+MCAgrsILBCgRMVriOuFfLmUIkNSx1+KgcWaYGjQcUElq6A2EFW3UG8BRBbkWoFeJPfDjla7j6Q1SX0q0/IpD+HlDd/UzlXvLzeONlbITs1V7JJK9lvlb2gFz29wN89zdk1mLFtKGPrZN7+GekLE/knb+WfqI7yrosjtdBIhfGUDOa3DZOzMc0L+1Lb4EYvyrdCiYNa4fBS2T3kdnKhmVJi86ywe0kIV5n1iUbb7gZLQJ2drHagMieUOcnVqyGauz23H46sbIw5N8ZW/u6xWQo6a3Ib6hs0xOi9R8rBzqts4bWK9tiW8e0hMtfQXnLIAPnnXtKVBXRNhyMtEG+DBBvE2yDRBtEmiDZBAgHJDoizQLgZgo1wzQjRFogwQYgWrukg3AQxBMQ7cLKNEm+BkCV0wwDBGggxQJgZbpjgigbFmuH6Aro+j6KXIFoDMQuQZsaMVUwnUJYOcpax0IqL7KjUiCo0gaUTZ9r0QaxenNqNMoZx8ihOG8epEyhxEiIGIG4CEqdR/AwKm0BXJ+DPMXRpEgfPoKvTcHkKrs5A8CyEzMOVGRSqgRsaLxrhkmj71xJRvBbiDRCpgXgd0JyQTkDOCmSvQO5t4N+BgjtQeg+Ud6H2DrT9Dd33oeO+R8faf87eK5jSFbf13ahS+iV86Zb0NjXltSDmB1n1P5VL/BVFoJKAsgSaK6GhHpdLoUpGbq99qaPp7Ejbd6O1ZwaKDnczKf05MMiEASYM58JIHmn4pmcvhzRf4j/O9xjOddPKdltURyyq50ZzA41lzy4XHJjl7XCoXpzP3zecGTBNDxzOf2G46oeSnKdrhU/Lc54sySCX5rhKaC6SHM8ayS45PzA3hZoRR86lU5h0CpNJlhQECTkeQi6VRSdxcl0EPNfy4iBZ4SZaMkkmeTVV+dqPZdsv1e3/TuL5aRHlMzH1kyKPjyS+xzleL0q3/tp4+MfSrScYlONFnj+27P2p/Nk/i6NuzjmC+80Ki6HHED80crCrMWCse99i/74uhctcq/eYGk/VkUxDW2pFHoUZFDnHMz+dKkijVkp8Wiqe6KyidNRQlGU+OSyvNHpQXNLzN/76oKKtZ9K50TC2JK7tEirr6NzrAsHHNR1xxSPdyZ2GC12mn0btPw5qfxla/K5r/IvG1ojelhuNsl9qii8214Z3916pa7yobkrtm6zSTGWV/B6bGRCRBAnZpDQ2iZlPlSnfiFG9fUzgcqZxy7mmbZea9p9Ow+c45H8Uur7Pgs8klOCm3RdL/T/NJX2Yj09JSW+LyGdKfV4X4VNSygcS13dKXF6VUQ/kowP5cDSXfDzX86kst6eyPT+gbZFUfy4sOVygfD2//IP80nelFaelDT98yd/9eWFgeOHhtKoL28X/8Ky7Si3+xY/5aU5TRI/07WHWjhnu7inO3mnuvmnegSn+YbPiTU3JSUPFm2O8/W1x7m2x1OYYt96MwFFaQEc8pSGGXB1LamV5tzJ9+1hPduf49OU+2ZLu0Zbl25Lu28d8cpjr3c/2asukjPN8ejLcRNe8UhI+qhkZHSbuDzjs1d155SoGv67tkqT98+KRc/2GpKW75bp7dbPW0PKO/Qlq+E4GIYMUvhNzLcCzklW3d9YSpLBadL0Hx0+g8H4UM4RTZ3DWAjltFK53o5hlyLIjOgFsglK2Hlhl+abPcUo59HqL7kjeCL5S7Zk6DBcb4JduCL4F12dxigVChkjp8xDci/7s92JaIGUBMi2Qbkc5FkiYhagFHD+Fr3WQLvfiiz2U4D4c3IGvdaPwUZS0CAwzyr8DvDUsvetaSKDUGUhbhNhJSFuELD1mmFHmEmJaIMcCNCNk6SHLCEwrFhEgIaDYjksJXEZAuQMqVkF9G9TroF4Bpf3ffHWCykGusXnUEUjthOp1qFmDKgJUNlCZoMoCtStQZXNvdlJVSztrTM9V67xUE/9RM7Pjr+ztb57nKjuiWdJIetHjWNPjy92H/3O4Pry/sTG45MhUDRd33volPNPz7KWzLebLY+txQ8aMSfv7NbP7GmwuCqOL2g51VmgkoMkJzQQ02lCjA9R2aFyH5tvQfAda1qDNDq0WaLFACwE1BJTpQbIAZQaoICBfBwUmkJhIErOnggCxGQpsUESA0ApCO+QTILAD3wJCKypZRfJ1kDiBY3ZhaJ4qsT9VbN4r0R1REpvFuu0ywzP1KweqbfvKjEdk5h3C5b0S616RcRNndp9Uf0zhOCQj9klth8tX9qnW3bkmoBlRwRqwTEDXIIEZiggotIHQDnkrIFgHhhF4Rly8TpHaqWV2KLEjKQHFqyCyI5GJLDUDaxor1rDcCSL9Mx2rsvVH6qHq2srzFaX/EDaWfiBsv9Cp71x7VNOX16d6eVl+2FT+vLH4mUnOFmf1G8bi43rpszb16/baU0vSkyblW21pgTXR5PoUCiN2i6j2Jq9X+xKnEyJqIGsMiq0gsUIRAcUElBBQ4oBSJ6WUAJEZK0xvjDjCl/7+uNm0Sa4DrhYXWLCCeGP4dtXKRr/p75aFe/XTK9XjRtWYpVKz0rVyf+Dhw6KOKraqSD01f7Wg6iN6pfflAvKlCvhCia8vwTU9irBAnBXiLBBngQTLfxXPxdogmoBIOwTrIMwCsXa4YYKry3BNC6E6iCQgdtUt00mKMcLlRQjTQcgyhBgh1AI3LHDDBOE6uL4IkRqIXsJJBpxigDQC0qyQqUWpsyhzHrO0iGdyLbZSiufJuX3bhMOerDFI6CWljqOoIRwzABEDKHEa4kZRzDiKHoOQPrjYjYPHIXgc/hyGyxNwaRKuzMDVWQieg5AFuDoP1zUQo/dkO3G8FWItkExAggFijBChgVQrMFchxwk5K8BYB84dEN6FkvtQeh9VPYDuR9D3CIYeeE88/HjqgdC+0WAmIqpK9+f8RUr6GMe9DhHHAjPfYTT/VCkPqFGRS4uxWoVUKqipAlUZKCTk3qa3+pv29ta6DzZun2h5bVj9ajvvyV4GGmbACBeG2GiQ79bDRnMyr/FCr0G+12LRdl3ZgSXZIYf6RUvZC7fY+2YLjphKjw1muPUlUsdSPeaLnhmTnemVfNxbcVaWvTk/EQpTQJxJktDc5XQvBS8gL42ak0YR5PsIhF4igV9d5fHSgiAxx13AcBUw3EQcz9KiTXm5rowMl/KyN3n1H11XH75eefhbnvc7NDjFgU+KSB8WeBzneB4u8vm+af+54sCjNHy42PfTmi1Xmw98K34tqrk8bdhcYb2vWq7Mr3+tqeVgf8ue0YbNU7X+xMgeQ7vfbC22DuwYUvt3lPv1q4OqhS4tcu825TY5n9JRTaqV40KOC4/nkSPwSuPtvqn8pXWqt3fR0HJrvGV6OkuQKWC91lp7hlkd9a0gMbZz4mzlVKBkhFo0GaDSbanU71QZnqmxbi2e98gfcS9d8CiZd2V0eOS2vaEY4PXPl/bUxxecjaD5F8pfkVW/Lal5X9b4ZU7LV++Uenzc6P6fVZu+lwWdTsf/FHl8w8Of8uGrIvKVms1/lPh8yyX9KHU7V+z5g8T3fPETnwpd/lHq/rXU66yY8mGR++tS908rN30u2HwizOVgKPa7hndcJl2h74pn+URnUVOYvkm0ALbghLDpq+9Ue/6qO5ar/ixEfXVTxSXfuis47wsf8ffZjZFdxd8OF74/JXp27ubBMcauwYzNg5lblgsOL4oPzYoO3eLs7E/2bIulNkVRu1P9GyJQZwq1KZnUTnNTZZD6xNuaMjy6srw6aV5Nae7VCZQOmm8/O6ApndySRW7MJPVxPCuTn6Qlv1/aUTVGPJx0POyZbRpt/UUtvxylbk4YWslZvJ01Y2bf0qW23LpRMfw+rdb9Ug38NoSyV0mF91D+CqQtoVzN3ra/t/JnyXF9OGcO0/Q4dRYnTMOlQZesJZw+g6O0KGMF56xAwiLwLGS1/ZWB1d8HDS+X9mxmt8OvMggbdolehAu9cGUMQmYgTg+hEyh+Ad+YRCETQZIVnD2J4sZxot6Ftw4J0zh7gcKex3F9+HIz/r0WX2pGoT0oeR5lWlCuE0vWUL4VCZ0UMXG43LyfNb4vb/EQb2F33nIQY+5ZqX03X79HbDqocuwrMu4V6o+UEkES0+5Kx5HGlQMNxOF64lDj2p7GNQ+VFVQEqNahwglKG1RYQG2HyhVQr6JKp0/DClIRoLwNagJUZqggQEVAJQHVBNRacbMDKzWelVZqxTKqXYJ6vTejyeXFby/mFHEUjRfjOK2DsxsbG4827j/6V7TpfwLXjY2Haw82Knr1dNVQcXP/8x//6hcp2FWt31W2dFAx/cOgPWyIuNRj/6TVdLrDur1h0avD7t5g8Wq34loDrjTgGgI33UHNTtxMkNodqJvAnXbcbkPtDnK9E8uWSNJZLNPgYj0ULCOpBcvM3krCW27BRSYkMpGL7Fhoxjwj4uhRro4kMGO+BfNMmGdANA1OWaCkz+4vMr1UYXmv1v5OA/Gsyn5AbjpUurxXvPic3PxmleOYVP+SgjheYd9TtHi80v5chX1PofaIWLdTot9eavYS6rHARClfwTw9WWghCa1YYiOLzcBawCKCXHIbmEskyRqWrvjKDG4SA0W2igsJLFnFQiu5wIaFBnKJgyRx4kIbyC2+LY5f59aaHX/36wab2hIKCn/9KFf8VuUsS3O7x7HSM8waLX9dV/GcVfHGjOjF1abPFguO68tOEg2f2Bo+nbt5XFf6ykDODnkoqZm+VZjzSmFHwxdlg77Z7SilE3FmyTICSeyoxIYrCKxwQgUBMvumCt1z7aZL2tuVqw/arOucYcP3TUbfrD7XpBYSq22HYuA7RWdwYVOseiK7R1M4Zmg13esi/u61r43d32jVmbm1zW0aa+mULaZ9/nTVeEB2D/69yyXKhKIMpAQ7TrDhZDtK0uM0I04nUKwBx+hxrBHFmCBKB+EaHGWGaAspzIivLuEoHY4z4BgTijH5Z1koEUvkcB2K0eJIrcsNPen6MgrV4ygzKdbkEmfAiXocpyElanDiEinbgZk2Mm3WLX0aJ47jlCFy7gwWLHkXjB0oGvNn9JMzbpGSx1yyxnDmpGv2FDlhzCVlhpw2QY4cwsH96K8+l5AxfGUMXx7DwZM4bJYcuQjXZ0mhi+TIZRS5RIk34jgDOdXsw7KTk60owYyzCJRmgQQDJBpxho3EIBDDDkw75q1h/hoWrpPK7pGkd0BogHqCNHCPPHr76NSdNMNG792N2tur73RwqIqfXMXfUoq+JvM+2sc5K6g/X1+xrbn5CbnUpUZJUStxTSVZVYZUMmpn47sDrbv6GlFfExpo9Rpqf36w9nR/ydGRIq8RAakvlzwgDBjmuFlUWybFXuMin4WibQtFe83qE7baN4mGj4iGz7SKNwfpO4bTfPqSvQcyfac5WybY+4e4T7cXfNhQeKaAtrUwk1qS6SljeSt4m9rkJ+ScvQW5AVKOv5wboBYf6mp6QyXexc+kSjmblYX7RCwfScFmHte/ULi1u/u8pOWb6KrjP4q2nqW7n2G6nWKgz0TUd/I8jgn9npdv/rLp4Dnlrufo5NOVu39Q77mg3Pqz6uhXgsvpA5O8OaLKeadwoqao84eRsZN9LdtnO3aZhg8aejbr2n31nUELbX6LrU9Y+naMVroPVrlaJ4+3yN3Hu7bWlHvSU11y6B5pbPcEFqWg6lBdV6hQfCUh8WRcwhuRYUeyY7fniU59kv6N38X3no749aeWhjeUrf5ZdZ6sPv/iadeiaSycAs4IuWSZXEO4ta55NjrdlZqzgwaV/c4osa4ca2JWJadVXvyl+PjPiuPflxz+RLz9lQLyW6X4HbnHmfJtrzCpP6t3/1m26bciyi9S1ysKv98kHr+X+AeXb/kml/J7WdA/JQH/LPIJrdl+RbnrV2ngJeXWP5TbYlqO/FIQ8H4a9flsyg465XAWNU71blXXG4rGndmSbTfLX6/u+Ivf/HN0/Wvs9u+F7QmnFMH/URflX/anC/drH/nvvzUn0etTVDURAwXvTOcdmc49NMXeN8QMnGYGDDM2DzO3T3J3j2cHdKZtqovzaYp3b06kDjA3NWe6NaZRFWmUQdn+8gSXBppbXbZHI9O3Ls2rkxPYRvdtyvbqygtqZQfKUrawMj9WdlTectwftz6ccKw2NscttZ1Sqa+/zlTv4k69JJs8IRp4itu8JUZxNK1je2gTvjBMSlrDmas4jUDZFhceQc5ccs1ZoEQN4/B+d8Yijh3DV7qp8dOu0XPkxHn3fDuOmXZJNlFodhQ3hfMsZPW9LS2rv06sXGyd3cmsR3/J8O9tpNAF0pURHDyOQqcgbtYlYYGUZHLJcpITlgI5Oh/2BCmykRw/7pHvxDmLnsVat/RuuKhGYV3kxCWcanDJMZMztJQcC6YbfKV2UsIAha4nZ+u3M+ZeKJx7W234UGV+XqLdK1h4ody4V7j8gsL2dsvqyQrLiyXG12sdB+WGY7XOE43OQ3WWZxpt++uce+rsgTVWXOkgV66gYiMut2KVBSqsqIogqRwUhT2o3u5Wa8WqNawmSFVWrLZjlQ1X2XCtDddZSI121ybCr4HwrDSRq3S4zuJXOk99749XfwyTNg79npjHL2u+/feDRxsPHj16+P98dP3/CDQ93NgwOO8Jqmdu1kzSxVU+b30fJBl0q7O41hK43vZEo+nNDuL1uqWvRu3n+s1nOs3/OXL762HnZ4OO/1Atuav15HobqesOpWuN1GilttspfWuufWtu3QS52eZaS7jIl8mSZUqxEYt1lFK7SwVBVRNBNQ63UiO51EoSWqgCO4VjprAtrmyrC8viIXRSeHZXjtldaHHjWqk8B1XgoArM7jy9J2vJk2/AuQZKno3C0rlzLO4sI4WppeYaKGyjq9BO4ZvdRTZ3gY3ENFAZOgpPRy62uanWXcsc5EITFpjcS5wuXCNFYPAqIVzzjWSB0bPsNllkcpOuUSTEZiXhUWRyFREUvo0isGO2wUNx1022RpGukYWEm+I+tXbdrYbYVG/9cdiRv+To0s4IRKEv0dhbVJoz3YRE96DbstzbGrKoeMlSelJX8Z5BcWau6KRR/g7R8I21+quRnCNzeUfHaPuqE7zb+Pv5zDPJzc3PFA968Meo2VOYp6OW38byFbLKQVY6ociMFab9jbZE4726vx8M/v1weOXRoP1e5aTxat3EV42Lh0tHfUU9JxpGfqhsu8gpCmexZR1VjRNdfbML/dq1IdvD6dsbg6a1thnzBHF3wH47f9zwZeXoFnaHV+w4Dl2kJts8EvXU0HH3G+PUyEmf6FmvmFnXBBMK17snLh8VW48Xap8S6g/lW/aytS/k2Q4zzX5ZZpxmwQlG1zhtYKbFPcVOTXW6JFooMUZylNE1iaDE2KjRNvc0JyXBTEkyuWZYXdMspGQdle+gcA2u9AVvhtaFNuvOm3XPX/Irth6sJ442GXaUT3sXzlPSByipgzh1gspYckmepcROu0SNuAT3uodOUG5MecQvk0KnPaKXXaM0pMhFarzOJWKREr5ISdCTMixUGoET9JRk7WaW3S3ZTMkiKBkWcoreJcNMoa1Tcu6S6esunNs410kR3iELbpNFa5TSO1iyQil1uDStuQ7c/z8m/v5g9m6x49HoxkbMUgbLurUAACAASURBVJ+7+g+s+pwq/9xT+u1p1QVW2x+9fV9Xy59obPCoq6AoZCS1ilqpdK2ucGlQeXU3vjvU8sxAC2m0izLU5d7QQGlvPzA+8NFYy9tDhVu6OR7D4i3Thb4Guf9cgY9RtnXh5pZFwRZH1Qmi/aN7U78tqd9riPLrSgqczzs4khnYm+I+ke0zx9+lbfi2quoSvSqcVhtcXPdHfcVHaumzLY3n82v+4NdcKq/4Ui06Ws3f3a56pUt9UsHdVUj3r5TuVxbty02nVJYdlhXuUZbtnRi+UNz4TULtyx9mUL/j+3/F9vyAQTotcn1VSD1ZtuWo3P+Vcr+va3a/zHf9z5pdV9qOXqk4cCH/aHxFRNnicuyANvWWvZZ4UDBZXj12Zmruhcm+XUs9u7Q9uyYb/LSdgfquTX0lTwzKd3bIdtSI/fprjyvyt9XJdyqkQeryoKqaTcoWL0Wrj7zevbr1QE/7F6W85+nRu1JCt8ff2Bua8/m+mDN+tO896Of9cs4FZf3zYEb8viSpT2o1md1B5vaTRL0+/WsenatPtNrcVFr/FuuxWyvhuvtNtnsDxO3eu7eTO/M+kJ54Xhj4An/L61KvN4oo70k8Xhd6vlO4+aPynVfaj8c1HrsuDbwq9gstCfxD7HWhyOe80OMnsXewentCy/GYqkMR8h2hJTtDindmtp4IKd12Ic/7Z7bPe8neL9GePEDzPsLwvlD2iqzpc65oXwzr6Qjme0L5xdquMGXvhaLOkJ/VNzbnX9hWEb5JfMGn6Ld9NbEn6xOOFfz5uzy0sSp4WvruSNqWGc7uUVbALdq2rswd3YxD/eznxwrfmpD9Y0j0xZDglQ76nsZ0/zqaXyvbv57p1cLzby3Y1Cbybc5/oo7pWZ0VUMLdX5m3tUWwo47/dEH207m539ZP9o+vbUw6Hk3ZHozabLWNUfMdH1ZWxL4aUYp/r8XX2sl/tlH/6oB/dqPgMdfYKUqyxT33PpmxTs5cIdEcbsJ1StwU+qmTfGUMh8+7pZldactutCUfjt4lesIl+haFbsTJs5TEJQrd4s6xUDh2ivQeuYw40WwNnVh9Rz62g9FLCW+jxM5Swm7h8FvkuAWcpKFkmFxoVjKNoCRp/OLnt9A0KLSLlDblztFReNqDNfaDrGny9QGqwO6Wf5dMs7rnEy5ZM16MZVLsmEeOBsdOkbK1FLqJkqXz5po8GAvuWbdcM2bdOWZKnomSb/MocLiyjVSWkcwykKU2r7JVCkfjKbFQ5HaXChu1zOGqtHs0rpAb1lyqrWS1EZcbKDVOrLK51jgpVYRLhc2/yR7YSrhUr5Nq7rjWrpOqHOS6FZc6J7luhdy0SmpeoXbcdm1yutU73Wqd5GpbQL3F+6+soNe/5ip743MVEdmFy1bHxsajjUePXYj/g8l14/7GxtDy/0XZewa1fe3vvs9aEoIB7HHdrv+4JJmUnWSnt5Oyd5pverOT4ziJHXfHjo877hib3rsQAoEiJJBAIIQkQIjee+8d1NtPVHdzXmT/7zn/O3fm3DuzXq1Z7595nu+zPl8mrqA3u2b02M049g9nl2n0pJxBiZVdwWypWthSbHMrGmOX6VcWGjYUGZ7VGT9tZD4oGX+zQr+8YMir3Li2kYFiDBoLKl2onUGFg5SaiMaMXAuyxiCZgtiCdDOETiJxEqllZa6DCE0kw4lUOxJNSLSAa0OcGYl2JNgI10a5JsIzkGQTSbYj0UbirSTWiOhJxBmR5CQ8BjEmGmdHpBERBiTYkGhFghVJNnDNNNGOOAtibSTZCdEMybtDBFbEjFGhjWYxJH6KxI8RgZ6mGZE4QbNmiNQFvoVKXcsL5ojQjnQ7Uswk2YyEKZo3A7mDKGYhdpDcWVI4R5QuKG0cleH5osnvdSPvJilWCOpJiXVtjXN/o6PIvtg2oetWfj4uerKR+3fZtadTz21TBLygCHxO4rM97fd18jNrhMdXSi9xlJGrksRn9iurvZIbkNSGqB6k6iGfhXwGeQuQ2tapTbs67VnMg+bb9ztmb3e5Hra7llqd98sGbYnNkyerja/k9/9aNxVRrOByA5N5odFBJ1POv6+89Lz65qdqYWjT0ECt3lJnnO+fX5pYWKoccPiW9ezW9R2r0X+a1rM2rJvcaGcdL6f7C1mHC9m/61j7tKzDJazTLfTi0Ipw48vZzrdyzG9ILa9k2p4T6F9JnXxNaF0eaYY/A18bva5fEeFCAEMC5nHNDh8DbjgQwOCGFX9FzTdNuGkggSYSYESQiSYzNFbPjjHAf5AVNYbIfvAGV+WZ36xbeLd65rG8MZrShRtVuFxLA7rg30X8+3CtCz6tONVAzneRC33k0iC5OswJMdEbE7g8jAuD8B3H9TH4TdNIhoTYEGRhhRlWxttw00hCGQTZEWhB5AyiFhA9j+hZxM/8ta4V/AVk3EHmbUjvEtUjUvoAtQ9I+92vRx4ULCxpH95+syEZhQch2wXJFx7Jn4WUH6uueqe4aKVMjOJ8qHMhEUORD42GFKuhlqNa+0Z39QutpaSpDPWVrJIy6KrR2fnYQOu/uos/aUjb1v7n3zrTWP0SMpG1rJfn0ZvgaRBvYApeWqz63Kn7uCzQTXMendErLLJnemK8dBfQmfxMveZ7XsX13QXXnpedfk7yx4/qAF/NJb7uXGpd7EvJhzbF7tupuBCmO63R7ums/qky992EG2x50hq1cPOf0R6iOA8ZzzMn2VOn3NbZuFem++mEYPtHt8j3MZwvI+h7UXgzCa+kst7IWvOEgPOmfPWH0jWfSNZ+nr3uUNG2i9lPZxT/8Kf6l9TyWP7o5Im6iYzJ2VKHOaPlrMW1e6Du8T7tsvHq1YMlnKlKj6maDYJAj1unPELPeIdc8oz023TpuMf1s2zfC27cBHdlKUtRBUUV5DrIK1DW/FR5xduFqrcLlTtU+T/G5B97Iv4LluQXtuwIwnaQ2G+Wxe9/W/rnW/IeTua4m9LJqpxnVd+GaHSD1rRda/MotbEbZ//RzNwamyswzrffWWpkZuI68o/oznyj/Phjlce/ct2eT2b/Pcr7pSivD1NXfJu87Nekjd8Fe396nbPjBmtPAvugyP2UYq2PatvZ7LVXlRvDdM+dTlv1Uxg9m7XRR7blx0j6bSh2RrA/8Pd40Y+1/jJZ78f6R5B3SN43UcKXrqe+tCf4k2Ph+0VFe0vbj6iaQz5NPsq6+gE78CsEfsSJ+W5j6rHl3P0vFNx4WXzypuZqp/pQk//KzqgVbXFbuzJ2tmT/1iT6uSvrSFvq3spL77Ze/VdP8k8NGTtyb7kVRFEdj+oS0Cxe3iBd2yReUxrrqYvzyI1YHp74cZzgyzj+LonsoqI4sXKouXv+Tofrbi+zNOZc6jDPFzYptMr9meLwFw8k4dt01rEC/KRkneyFL0Mj77tFzOCaEUEuJNxG7AwC9TRYj7Pt5FQ/rhsQwMDXSsNMJGSURI7TmwM41kTDLW4ps/CbJNE2msIg2kxS55DjYkvGn80feSO382VJp2d4qTd/BGeqcaoJl4dxxUCCGURYEDiFyz2sy91r42w0wIywCYQMImzcK864JWKYBo+xBTYaNUyuDRC/ARI2TKON8OtBtAFJs4RvokkGwnfSOCeJsyG0H5GjSLSBzyBlDlwGCVYk2JDCoOA2lc4iZoKKLBBbkcNQ6RzkM0S7CJULOcaVlTOrFAaaPY08PXLN0DhRxLBL7OtKHFTtRNFfXeJZaFxQOaByopBBiQtaBiUMSmehZlDMoNi8LL6Q8+7ui7Hy9LzaPwKTanpG/vKh/z8LTQ8fLT58VNg1Fa3ulNcOvffz6XXXUh9vvrumitlWxzxVyaxVm6hiGloLdDZoLSg1kjIzLbbQItOaGsvbrcz+XvNPFe3P5XWv0VlooRlZo8iZJio9W2Vk5zBEbIXYDJEFIiuETiKyuOfZV+U7qNhG0m0k3U4FNiQZkWRCshXJdiRaSNosETDg25BiB9+BRBuNtyPWhDgjog2sZAeJMyNiGpF6REwh3oy/HvOsEDggsCJ6EhEj4DNItILvgJhB/ASJGSWpRioyk8hByh1D6gQrw0z4k0g3QOogEhtH7vDOd0FogcRFxDOUbwfPQPMYWsAg0wTBNLKs0N1F6T2UzJCSWSgtUExQtYNq51E8gzLmrZYZze2lrrnpptID41nP1EdsLAx4Rnh2U27YSwXhL/95Zpvw9w2ZJ1anHluRc8MzP/ZvwsLw3Xkt7IRmpPYhYRgpk8ifJSUP3MsWfuyfS5t5WLP4cHR+qce11OZcGmCWBmeWBufutxjn/Up6vszv9OlyRJXVhoRfkYl5PRP93UOdmfHXBL5fFPl9kHNok/TC2+nhxwR5clmPST50R9Izd0Q38lXF5LU25/GS0VclbZsT69b6KMkxJeewjvN7JT3VSC+00PPNy0LG1nEt29Ic29PMm5LNG5Jd6xOdG7mGTTzjmngXCZjHjRkSwCyLnIGfHf6zuGmDr5kEMjSQwTUD9bfi+hQNMJFAA/zGcGsSvuMkwYVwM40wIWgEEWOEZ2XnODeoTJtV0+vEw6uFAySomlxrIYH97Jgx+LXjVicNGyJXenGui/gMknP9rEsjuDiEq6Pk8ig5P0jODdMAAwKmEWSmiYskfhZRVnbUhFfSNIINCLAh2IEIF6LnEedCnBPxTnBdSF2A4DbS7iLzPsm5j+z7UNxF0R3U3PdsWzgzdVez8PBIXwm76BwU+xD/BWLf50S/H6k9UKbZotWwtEpaKCNyKXKyodLQkhJSrIYym5QVvTzQ9GpzKakvQVsdra+hdbW0WreyVLWyu+6F/vKv+wrebUj1rIjjtKeyelI5hrzNoxmPDaW9aJS/NJi2sjmIttzkdEau6Ul4ckL8XCX/TbHm+M+Kk9sjf92ScnKb5rJ35hFvweGV3IMvJ+y/UBz2pPQMEn5hZZ1Zl3V+p/qqsDlUoz2cEPK3TO4qWYJ3RoSHnLtKGs/JSWKV521pq/2luPpYUsGn3IIv4/J3hOb9K7zg/eDCd4K0H0VU/hhYtjOy+sf4yh95lbsjir8K1eyQV/3Y231QXfxCqPCZBF1gUNtgcJdVYZkTd/O6x3d31L9WmuXVpPaeql8xUEiGtZ5dJc+I41cKI7xyUv4mSV6XFOadEu2RnuguzXTXlBNVDQoqIC9Bdjny66Gqdius8yyrX1lWt13VsvNg8TEq/I5I9hDeV0j6Bryvl0Xs3SGv56RPQW13b73nVsyw8yyrtZZl+QZS7CRlCx4VzP81dOe3TjtvarZtcSlzsO0X9YGPCrb9q4D9TibrqYTNH0o+fU+08fPMlXukmz6MZX+UyP6E6/6NwOtCyVPXy571UT++N9F7dxg5n7XmSsG2r8JZX8Zit4DuTXP/KoHztcD9t+zHfpNs/iFrw1NR9ImoZU+HP30s50Cs7qR//pGL+WEZbdXy5ghl3RFZU/QnsvPLI773jt5Fk75hJ367PvXApuTD72mDtguOHCi4VFLj1yX+uClqa598V1PO+Wbx+aaAT2pPv1yyb3ve5xzdnnVlp5/rlO1tFL1WIfhbeghbHs8pFbhrkznlfG9l5ApJ6Mb02DdjZP7JGoWoojq9sERe0SQrb1fWdWdoaxJUVb7iojPyWr/G0dTGkpjikvcjq8mp6mXJE6ygTnbAFK4ZSchtXLHi5BSuO5Fwl4rvE/9h+kc3OT+Oi1O47sAtF4JmEOZAiIFGW3G5F/taEG5nyx/SMBMNmqZJdoRMIspIRDbEDHrnWV4v0m/i1a7PGdokn+aE1+OoGscqyOUJBFlpDIMbY/Afp0EjawUOt+Ap3JhA2ASCRhGkx+U+EmMhMXrcaCf+ehptpokuhDI0yUbTTGwpg8gWVvI4SbSyIvWIGqEZZvCnEW8El0GsDXFWpNghcCDNiWwGPCMR2CA2It0IxRzNmkH2LCm+C6mVlW96t/P+L42Lm7IGOHnjq8rsTzTd3lQ9w1JOLi+wsP8NR7Sg2IVCB1RmqP6iNVigtkBjQTED7SxKFqFyrJQPsj459s2Z0Gxd1/GgZGFh9f0HS0t/WddH/4Xl/3+IhS0L94SVfSnaHqGqbvPH+14WNDxRbn+uxvF4uYWlGYdWT8qd0NpQZEaxCZUOWj+DMgdq5jc0Lr7fyHxYMviJsj14fO64runlRNXaQA07UEfi6givnkpGIXEgy4ZMPaQWZNiI2LxK7VyhZpBmgsiCNAv4DqQ4iYABnwGPQdIMUubAn0Eyg0Qb4dmR7EAKg3gjYvSINZN4E2IMiDIi0oDwKSTbSZoLPBv4diRZidBF+U5EG5BkQ/gkkixEyiBxHLGjJMUCnh4JU1RohtBAsxgqMNCUSZJhhcTsnWfxlJpJuoVmzlHxHFKcEDmocp7kMhBMk3QDzZ2n6tvQzJFCBloGhbPQztKq26RsDoUMtLPPVLhSx2c6nbaOloBR2d9HeevNotdH+S/qVZ8zlT9MZbwzlPT3Wl+P0mucwlBOcfL6JPG5U4WdWzJ6aVo/kgaJyoXqe6hcfKdnRvdoqXfuYZ/zQb9rodtu6JjqbuxQVTdnVrUXVPb3nlR3fKAceyure2uU8m1B5anC9kvSMv+cxt95xf+8JTgQnpjL99MF/6w5+8KfJ1/1C/Q9mlH8Q37Ps4r+/yg2va0zf1oy/I+Mtis9TFKX7Z/cRtZRHT3XQwNsrAiGHW3dmnl7Y4pzY5J1U5J+e7plU7JtZYx5u8i5KXl6Y6KdBjgRMEtC5zhRM4iYRexdJC4gkqHBDnrdgAtj5No0uWlihzrdEhcQbCKRVoQYEOtEtB3RehI9gQQDW+jipE/taHC8VDpNsgYptxdBdSSonR07TYL7iW8XAvsQPk4D9fCdwJleXBiCzwAuDZNLY/AZpVcmyflBXB/ErWESayNZ90jmAhKmWcGdK1ImSMgUbhoRZEfMHEm8TZIWkDAD7hx4i0i5C/5dCB5AfBeyRcjvQXUPZffQcOep7tsC61Khy7avMvCr0kPfKPZ/L/3p+6zd+/IOZtYcrSx5vKZkZUPFxsw05IihlJNiDSkphEYBRRYpVL3QXv9KTTnqytFaheZyNJQvv3WZEx3p2VjL6ap5Yqpld2H6v45/waqI5dgUG23KZ2WXV9z8ZqXGf31vMqcnitUdtSrpN4+bP29pq74cWXXzH+kHaPgusvPl5Wc/3VpwYY3i7IrM4x6Re1g/v3BIeuHTwpvLVVfZuZfcZTc8ZDee0gR8k3Y4ruB4QdGuzPj1knBOPn+VInVZfrJXsWRTY/FX9TU/V1V9VKJ6VZX/jEL9lLLwSWXpE0rdc9Utn0k1Lyl1rza27mho3ZGb91Z1w2/1rV80Nr1eULA5Q7qKJ/3QXys7XD8Yb3QmtAjlVa93NLytStuolawdrNnWqfHq0bjP9T3bp/WoySFD1VvailY3azwbNezqQtSWc0rKOOJ8TpKYI1JReSVRVaOgHAVVKKyGogpFLW+cL/iNFfk5jf+Rhu1A5D9Zid+8knLhR3Ur4fZBa9rcddtLMoxME/LsVDsH3RzKF0nDvfX99zc0M9922NW3l0pn7DcaY9/MeOxdufvrqW5vJL76h87vw6ynf9Zt+16+6XOJx17Vsr25XoeVa65XvnRctvmnRI89sW67onBEuOzXdO8PI8i3YnyXST9PJR+kcr5XbfgyY+WPGau+EK5+Ne7xgwVnr1Zl3ywvSG+rye/vqNCbe10PKoabs6vCL5X5/UPlsypxn/vFHeyQL724P2yM/XVT0J6non5bG/D9c2lHfpKeyii52lhyuassqDrtaJH/zp74ffKPPCXve0W+THmfrEj9yqvG/936rANKxUW+LDA996ow7TNh3NZ03ivpot9EqoRkzZ/yhobS9uGWsfnKYbuypk+oqM7U1KflV5+TVm8NVnBCSzfLR/d3OW/26PfoxtcGti5PtrAjJ8itcZweIDcZ6mvH2Un4MyThNhHN49YAfq3H2UlcMuKiBddsJNCJQBv8xqmfAWd6cWWCpi2ycm6TsCF6a5gm2BFiImEWmuAgqYxb4Z3NOicnocFNad5cxLxdav57UiPreDZO1cB3gMbNkgATQs3wH/ZKMLCDh4nfGCvSDL9hRBppnB0hZpIyszzdTIN7qWSW8MyIHmPLzWzRsGfasFdM23LBFIJ7OAID4Y2z85xUMknCuhGjR4wJiRZIGKQ7ILBDaEG6HWIGEhsEFiJjkGZGvgvld6A2P9c0c2L8/ql62+dVjp0diwcG7h/vW9zbYn1VN76haNK7jCFaF7ROomGgtqPQhiInNDaoHf8+KgeKnCieg5pZXuJYdjLuia8Opxc1X0vMvsHLts0s/qdpffD/RVz/3X7qMc/FaDrlNWNXIkXLvj3+lHJwndrsrTbRQht0DHR2aM0onEKJERUM1TFsjZ7mj7sp9B6yIS9pFzu711vW/XOb6XpNL7d16FpJ5XvpJZyoNrbUAo0NKhdyGcjMRGqFyAqhZV0+w5LZiMCJVBuEFggcJGMGfDtSGPAZcBlwneAxiLchwQquBXwHUhnETpMEC+KtiJ5GtB4xVsTaEDGNRBtJdiDBijgr4q1UtECF8wg3IcqI0ClwzUQ2B74FiQaSZEeShaQzkLkgtFDpHFvspPGjhG+C1Lw8z+iRoSdpJmRYqMiKDAckDsgZmstAaEamk+bepbkMcixQOKGyoIhB9W1auwi1A0UuorCRqPav5W11Nntva+SQ5OkR7qqe+G1mxbtMyWe24k/1OW9Y5G8Mxj/WHrWm6CarMNz7T/7uyIqmt6XdrPh2pAyh7g679Y5HpfO/j7jaFx72Ou53O2arWqRFuTuLJS+qUlar4lcIo99I04j3KEY8/DpwvQ+RQwgboAGN9EoVLqrZ/qXUT7sqRne5zVBncalSfXKOPyY9ukl49eNrUf4/ZFe+pBn6oNq2u7D38dDif+YNy42PErvn38kc3po0Ri/00lsOGrfIiZuh18dWhRjZPh2cy82c8+UeFxrZp6tZJ8roiQZy04iwOXbEAidxDgm3Ce8hSVqE7yS5PsUKsRBfPa5Mws9IA20k0IpbehpsIgETiLTQZAfiRkjUGEm2IHmMcntXZY67S4eofJDwhmjcIDvFQEL6cLkJt4ZotJkETZObeuI3gYtDuDRKLo+Qy2P00gQujuPSJC6PkUgjiTaQBDuV3oPQhchhVlDniqQJBE4i0EJCGUQxSJwFdw5J8+AvIGURqYtIv42M+8h6APld5D2A5iHqHpHWe+/035W7HlVaBkRVl7N1/yqqeauk/q2Condziz7Qlb6mVrlXFq0oyl2WyUeBGNp8lGpQooZKDnkmlAVPN9a+Wl6B6iq01qK9GjWFHqHX3dJTvTpaWd3N7KH27dKMF/1Ov9oifN5ZsEUv3qgN3hh3cH1l2IbhlJUDPI8W3rpQn5cP+X9/rCjwTc1Nd97PCPnS89T7G6N/2qS8sCb33HbVFY+rn3kffWeH+MzJhtiXqiNYsosc2Q0PZZBH5lWc/2hb+E+/ZR9PVB9S5HxUlvNMYcaqgvRVhdLH1OIX60s/zpevzBFRaTpEEkhyqSgHkmyWQrM+TeFeXLuhqm5zacXWZB5bqd1S0/ZkVf2TaQKOMneFSve2f+7103X90SN20WBtbudX04Z/tZdtrS9YPtn0dGOBZ4uKNVTiOVDkVivHYOXaJiVtUaNRQ0sULKXcIyaBczWAHRTNEhfQ3HIUVEJdDnU1CquhLCfFTR9/z/uWXHqbXnqHnH0RF154jncytKPlI0Un+AO0fNZTYyb8bhTMEfUjqOdRfoc0PUDrfdo9T8stqzXTb1XqD3Sb82dno7pTd+V9+K+kV08VXJcMF3+d997eqqd+K3rinUTyncTzJ9HyfdK1e0Wrf070OpC6fFe857dJbgdzl/+Ssex7Hjko4xyQLf+YR97gkk+z3HcIOO+lcLaGYpf4lzoXM+ha6nc86jLfG3A9Gp5Z6nM+6rAzac2617PP/Ifq9Ibkw9j3mof/lxy/T9Zc/3LDzV2rfD7xuvDxNu6hVzJO/SA8qdQE1qedKwv+Unb4mc6E/W2hP5Re+0L+4+OJr9O4f3nlnHwhIeSIur65z3G/03Zb21UWK9ibXZ/banG02heEFY38/Mp0VYW4qKnNeKduwF5UP6xsGPhT135O2bWW28JJGfPOGnu3eeZA/8yXFZM/akyPRY6y/KZwxYhzE7hkIJf1uG5AEIOIGRrnxIVeHGrHmVFcMeKKGT56+OhxYRrnJ3B+ChdMCLQhdYElYnCzGX69JNKKEDuCLAg2ItWFLIbILKuUVg6v0z2174VS288Nrnd4zcsDG8nVVlzpZ/Gc7nwTbjRy0vTeIjuu9pCAaVzTI9hGo/W42EHjHVvkDPVrpAI7FRmWZ4y5xbe7xw/iao1bQAsN7yIRHZQ3SIUmZFnc1BZ2cg8i+sE1g8/Q7EUkWf4i60HsQIaDZDLg25FkQLqJaOZQMs+pcP29nvmp1fm+cuCtaufxnsVTTc7jLa7vKiZ/qGc+qbe+28isLjajxAq1hSgt0FhQykBphNoKLQMtg2IGZQwtY1ZXzL1Sd+9tbpn36zsD01QJsso/ggVtw5P/Ka7/B+f6V+fp0aNHj+4+fFTaZ44s6FI3ju04cs3r95AVxRMomECxHbpZqBkozVAZoXOghIFuhuaOk7hqVlw5O7qUxurYSTqWoJZwKzyyu16tsF3usyc0N13WVW6PqWFJ7LTyHrQLKJhBjh0yOzLtNMO8WsEg0wahHWk2iOxId5J0BslWpDjBtSHJSVJnCI9Bog0JFnDNSHGC70ScicSZEWtC1BSNNyPWgigTog2INiDKgDgj4izgWpHmQoodkQYSbUS4HlwrRC6SZEesHtFGRE0TgZ3IHEgeJulWtpAhCdOEb2Blmb0zxmjKFElz0EyGSBgqnUWyiWYyENqQySBzDgUPoJ4lMjPJdpAChpTO0ooZWsRAqofSQXKsiOx4QzMuOUo6pgAAIABJREFUH6rv0RwYT39yNHlLe9y21qRnWngvtKe83iZ4q533alvCK/UxT1f6/01+GtKwFzJK5R8La2lcG7KNW7vvfzZ0b1c3c3bE1rVwv8f5oHVyqDRvV2WiW1kiSrlQxy5LTPg1oLju79GtNGycchmazlAhgzgDWzrPLpkjJa5llXepwrBcO/3H8GLh8ECJKrY+5KP2sxvVZ16U+h89FRT5YXr5W6nVK29pV6cNv8Wte9tf+WJEybe5PevOyenBYtYf9eRYPef8oPuVSVwYZZ1tYe1XsH5W0F8U7KOV9EIfgkyIYLz5t93584ifp6kPaNw8Tg3SK3oaYqdhFgToEWgk16dxdRJXJ8iVMdyYoAkuKnCCb0CShWYwVDDNEo545JhZmSa2eIJw+xE9QIL7cKOF+HeR8GkaZsHlYXJ5FOd6ycURnB/CmQFybghnh+AzRi5N0kATEhyItxMuQ5IYROppgtktdmJZ3AQCJ0i4g0Q6EOcAl0HiDPjzSLuD9NvImEXObSjuouAR1I+gfoSyJTQ+ol13vx67r5552HfPVTaUK9K8pKmkhVqSIYEom5aVrtLksYuzWeocjiqP6FSo1KCsADoVUeciNwtq5fbW+vea6jzqakhLPdpr0VLJLldzmqvZ3a2kvdFtuHtdU8364dbdptrDY8oPJ6VPTmVua4xc0xrLGUpZ3p+6sS7/q4iSG9+WBrxdFbxS8gfh/8pK37tKemS97HeO8KC36PB/5J31SjmwKfvsa/LLF5uTPtMFUeFxT9llN8EJd+7vOL8Dwd+T8O+2Ju89VHA6u+qP6uKviqXPKdOfKs76sL7kM2XesvwclkJKFfkcSQ5bmIVMOSezYIW42EtR7q4spnIlSRdDomSV1K6rqNksk3noNOvqGt8Lzvw9sHXEt91cfueOekKkaPyorHpjZ+26ZpVXtRxtRex2JRkqYbcXu3Xo3OvVHJXITSX2FCZ4pyRwZOLlShVHU0aVOsh1UNQQRRWUVVCVo6xiuaJx7ysZv5Lkb2nCx5yIj/+RdPKoSnqhYvjp9H6W2ETyXRBPIt8M3V2o7qHoLqofkep7qFkgHXeRp4dED7VrfZ2DxzzsWLiTP9oqH2lrds02OR0nag/5dr93XLrm+xicVW76NWHDznCPr/w5H13k7Ir0fM2H9bqvx9cCz8+jvQ8JvXeGeH4dueb9GOzJXX1Qs+mdBPJEDLZGsg5nH+2yzfdNL1WO3c/tm6kx32uz3mu2Pmx33Su2uT4sSPaWXViffxHBXy/LPeKRuW9b5u/PZZ/dkrRvuf+X/+Ad+015Pa7QryTrVNb+Z0W7tsR+tjrltxcyr3xXFvFbN/eQcvc2wSccge931f09Xc57g/YHg8xSK2NJLozSDXT3zS51zN2pGDVl1/RIy3vU7aO99oct47erRmbKJuakHY6dkmZ3YQ/NNNOU8ZXZhs1aZl3e1O5K14bALnK6m5yexjkjfAzwmWAFOUkgg5s2estCzg6t8tNvCDV6RRhWRlvZ10bdr455Xptyu2ImV624Oo+gBaTeI2lWEtxKI0ZolBlhJhJuQugEUuwQMRAxK8tvv6ma9g4qYQu6nywyfVM4/Za4+0nRGOdag1v84HrhCIlsWqY0P1404xnUR/y6iN8QAsdI6ARujiJwGpHjNGqCI7SszZxkX6+gPjXUtxd+QwgdIZmmNSXzbkm9NH2aypjlxXOe4jGEdZNEM/gupDmpwOTGG6NpoyTDQNINVDDJFhkof5yK9OyiRSK3cXTMxmrm1SrbsyXm7dXMjy0ze2qMr2kmOVljG0pn3m9c+K7O9lyxkWoM0FqJ2gSVnhTbkW+E2oTyWehmUMp41y+8XL/4z5rZb+sW9xeNer/5495LMdKSjt8Dk+UVDQ8fLT1aevS/tp//7+L6v909/M8nj5g79yQ1I7zCvoLyro2f/PJ4tGZbidlDa4XaApUFSivUDmgc0NhRYIPCRPOn3IXdK4UdyzLavSXdyySty7OavBT9buUMCiZX5w8GTZgUXZnfJ4d5ippQvoiiO1A4kGlBphMiK0c07ZXjRIYF6Xqk2yBwIsUBvv3fE9ZEK5IZwnch3opYExItSDCDZ0OiFYl2RBoQbUDkNI23IGIa4XpEGhBtRKQekdOINSDJgjQnUh1IMCHORGJNiDEi0frveDnJgSg9SbMj3YzEASSOE74VfDMRWjhC42qxAUIblSzQDCckdogdyHBCZKPSGeTOEfkMyZ1FDkM0syTfRnPtNM9Bcw00a5Lm6CGZYGXZENf9aqE+e6yuV/5Zf8LqiT+fnUr9e1/S0/2Z77XyX+kUvDmQ9VF1wsud0g/1uR/WhazThv1NkLJvn7TEK7X9hfqZk2N3k8cWpfrFXOdi1+LDXue9mg5pjfLlSh7RxkCbQNPi/xWUrf0wrYfcaGLHTtLgHvf4Xk5yPyusnZM6wFZPrGiZfaX9zhvFpjfr7N80ukJ7Zs6na09eDjx6+Oi+PbsOHd73/pGzr8dnfyiQvhcZdKCk4FR2yseXT73u4//cVf5WH8my3RLyeTbdW77m+jg9r4ePBefGWPuqWbt15FgjvTbBDrGxAkbdAkbWRAxw/Aeo/wS9PkjP9eHEIDk3hut6dpiFBuoRbqM3TLgyjWt6cnWKBOjBdYBnIKk2msUgc3pDvumdcmaD1ra8wMZOH6W8ARI3SCLHSNgQCerHrX5c76c3xojPIE73kwsjxGeEXh7HxVFybYJcn8T1cRJkQKQZ0TY2fx6Bk4ixkPQ5N77TO2oKIXpEOBHnAH8OKQvgLyB9FqLbEN9F9m0UPEDhA5Q8QPkjlD1E9SO0PCK9994ZvMs3P2hdXKq19ooqP5IXUoHYnZvulZ69MlezSSZZIUv1kGV4ybJWK/NW5Gd75Io58iyvnCwPZTYpV2/orP2oqdS9oRIddeisQms1WmvQXoWuBjrRu36kfW13Hds08NRky9uDlV/1a76oT1xZF8LqjvfuTd/SULj7evGlV/LOvdMQ8W59JIv7KxH8RiWH3OS/r1CcooK9W9UXV8n+oOLDnPyzzyh8zjZEfZBzlqQdY0vPeolOrEo9hSufIeI7JP6ElN9oxrHn806dLz0vrzpbXXq4oXR3eeFbchmrUOVWql4uEdM/JTQjh5Uud8vQrE7TuMnLqLKEZquIWAZpPlWUumtKPasrN9VXP1lX8/rN2K//7Js8UzchMMw13ruX3a8R1//UO/Jag2ZVS8GyvpKVPRrPqdqNrRraWsxJiaBBV4g8xb1G5VVT6NZQRmorUFaBwlIUVEBZAVUlKa5eU1z3sqLpB5+yk8tFe5D+PQRfs+N+DGytTB9yPhlb4508SpUOWjBLchgU3ob2DjS3UXwHpXdRfg9Vd9B4HwVG5FpReNutweVjv9t2b6l/bqnbtdQzt1TOmI9W/HSx6vlTQq8TXHpBuvpzH4/dt9y+v8V5/yRnd/jq18+xnzu57IMY78/CVvlkP/PDleWvH6Hf870u6V7an7X9+TDvVxPf2iM6yGutjGu0HNGO/1w5faTJ7NttjR6whXXaw9vtwpE5kcG6szx7izp4jfx3mvzdMvnhlUm/PJN1ekvUz3syTwdrrinLTxYWfN5QcEx+9ZPor7fc+G/eEZ+uj9ixXn7uo46si9qzb/N+fqakVNFlu9tkudNputNjn9f1axS6SxLlxar+li7Hwy7ro27Lvc7J29XDTFaHMUg7eFLTc7ZGv1PStS60nCMbp2IjhzvOiuzxUDtXqQ0/1TFPJXaSsw3k/CjO6nHJhIvTrLAF3LLDz4ybDnLdtDWaeTGFeV1k/6eEeZ1nejnJ+AzPsp03QwOs8GUQsgjRXbbQRkJ6KNeEW+MINuHqKAmaQpIVfDORzFPN7Tdq7jwR34CQeppjfanU8VVe3xOJDZ5+NeRsMSeodZ1wcmvW0DZ+5xMZU5zrFctjBumtZhI1zYq249oQgiZIrB1xk8uTx6lvk3vMGA0ZRogZ6QueJfe8RWPkRg2VTLEyx1dkTLkFtSN8gJXmRLyRCO1UMExvFtBLuezgOg9uP/XV0WAdDSghcW1s3RxyTSvr5zdUO1Zpp1eWGFdW2r7tf/BVk3157ghyDShnVpQyz5VOPaGeornTKGNQNYO8KShN0M2gyIzyORTPsEuZt9rv7q+b/bnCcrBzwad19vEffZ7/7g+pruNitDBMpHTN311aevhfR67/RVz/Qjj9L9b/pHMxrqgno3Y4UqDY9PG+74qnnytzsPP1UBihMENpR74dSjvUdqgcUNigNNHUNhpfxeY3eAqaOcm17JQqdn7fyppZqp5kq6dPj0xyC299HXdtmagGGgdULuRakG5GihV8wzKp3V3GIM2CVD0ks+A7EWcEz4YUO5KtSLQi2Yl4K0LHETVN01xIMCHOjBgzibci5j+tasQ0wicRY0KkATFmxBgRMY2IKSSYwbeBawLPAq6ZxBgQNo54I1KdSJsn4nnwDeAZkGKj6VakGJBshshJM2dXSOdW5bggdkLCQGgmUidETigWSMEizZ1F7gykZpJjp8o5FLpYxXaWZIJKLTTHCMEIFU2w0ydo2hRNHXWPbjrXMaFrjGpOfbEn6bG6iBUNkU/oQp9V39xSGfH8QOZn2qgXmlPeHE1/zZj9Tk3slphrz8QUq3cXDAZM3FM4lxrnl9ofLHUsLXUu3u+Yaisr2tWqfkwXT4vCkB/FCRec2Cluo1cbEDdN+CYSP+DFbXaPqiDXSjhx7Ztzx7fIxp7gDm0N7V7j3+RxtdXtcju91o6b7TS2n3OrfIt/9qu8kj1ZdQd5aYd4v0Tk72nv+J0X//iVoBd/Cdz/sk+I134h63CZ+9XBbVwH8Z3ArWkSanO70s8+34s/RlmX9Jyrw/RcIz1RufxipduFRva5TvJbBftAo9v5EXJtzC3WwQqdxI0BFo8hgQb4TsHfTKNdJIZBkhNCO/gWIpgg4smNyunPGpkXamzr8qZpXCdNHELiGBW5aJKJ+vXiRhd8O+E3gOvjuDiBS6O4NEKvjOP6GEKMCDWRQD0CpkmkDRFWhFkRbELyHLLusQSz3rEWhJsRw4DLQLgIyV1k30P2AnLmkXcXqkdQLUG7hOpHtPI+ShdI1T3a8IB03n2y/+HZ0Udq11LRVG1y4Yt/ZlOfa24nLy0/dYlz+dYKn2uep0+xw4M4EQF/u3llhe/VZVfPcnx9OP432EoZq1S9or3609Yyz8460laJzgq0V6KtAu1lGO9eNtW3vqfOo6/OTd+9erCBdOrWdWp/qJV9UpvzcbFmX7ruxPGiy6vS97Okh/5RGfBFQ9yTktNs/l6k7YPooJv0mHvWkWW5J2nGQYj3k/yT/9D6/lET9qToEFIPQnyMCg+xo/Yg7Ftwd5O0fUR0mMrPIOMI4e/7RHExs/KCUvaEMpMqs6lW7V1RslHAJ2kZEOWw+FIqLlor0LgrKj3kWrYoD1IlzVJTeSlVl3Oqqzd2tL5WV/FicOjLZcPDwvG5G03jOtdS6+2lgtGS8u5doz0v9lVta1ctG6x4rLdsQ00u6dJ6lsrcKpWcFi27oRi1paguQ20Fp07HaapZU1O/paLqWVX9Dm7d/mOaQ2+If1qeuouIfiSpX4P7GSf0+9Cm6rNlBlZkFyfb6lm1QKVmSOwougPNbRTd+Tdbp+YuSudQdBtKJxRW5DlQybzRw8hvP+y7+6jD9rDHtdR8Z+6E9uQ+5RMnMlcfS6CnUzmHIjmHYuneRLqP636I5/VlGPutANaHKaxf5RsuKJ89L1h3NNbjbN72XUkrfhBu/yDq7dimooTWod2FAxtz+6lm7IXu+e+G73zdxfz3XuenzeZP6+1fVhlDJmY1iw8+LZZvVd9gR3zJifrGK3rPY4LjTwd8J628UVvyg0K8QZTuVljwTn3xUcWNz9J+2Cr9aYvkp62lET8XB+7ifbxKcG5367S1YnxWN+Zq0M9W91ZWFP1QIViXGvOcQitvHJxrHpurH7RWDzDidssxbd9b4pbVqU0b8idIYC1C2wlvjCSPk5Aer/Rp99LZbcXjNzpMn4lq2afL8HsnToziihV+Dhq0iOs2+FkQ4ISfmVyapFfH3H1H1/hPbgjQe10b5VwfdwuwkQAnbjEIn6MZCzRunIYOI2QM14ZJgIn46kmgiXAZxOlp5gzNn1lfOvuCZJjeamSlWFiZE+9VubZFVrODK7YlDXgH9blHjK0MbvS8VLI2adL9ag0nqJXcaHWLGiM3unG1H8EGhFgQaUL0NAIHaewYDR/A1Q4qsLL5U7hQg8BeKrWvVRppUDN8u0i8dZnyzoqUSXbMCCtN7506uCayyf2y1j2klhPZyskY46T3c+SjG2tm3HOGVpdbN1baacEoiqZJlW1jjf3JMrNHkR7KYWgmSYnDu9y2XDVNFHpoLaTEBuUUSuykYo6UOlBsh875ZOviob57B0qMH6mHj3QvXO28u8NPuOytH+JzqqMzis9HZIxM25aWlh79v85c/zMvfviXxD569ODR0lLLKBOu7sxtG993PmT1Lp/nCyZY6mlobFAYobRCaUeBE2onNE6oHMi3osDKUjvccqc44i5vSYeXpNNDPcYumXDXTC8rsnMKjO/XmJ9NUi7j17E1VqgsyHNA7kCGFTwjePpVOS4qsv8bu5w5hyQ74kzgO4lwFskO8Ozg2hFrQuQU4VppKoNYI6KNiDIhwY5EO2KMCJtA2CSiDSTBikgDovSIMSLKgLApEmtCigNJNvAZJNvBtSPKiHgreHYI54jYSUSTiOpHspFkOpFlp2I7yWSQalyW6fCUOZBhg8QJGUNkM0hzQj5P5C6SpieiacjttPI+q2iOyI0eSjtJ6qVyI80xELmNpk1zhAaapaeyaSR2eUfXHq/sVDZndOd92x67qugiVV70kvzOKvLbXB36rPLy6sbIx0t813Xz3xadXBF9crM874qmRdfgZLruP+y9O9PhHC0brVd2KAoLf66SbhrVPlMU6VaUsF2e8kFcoeSFuA4SNAHhHC24+3Tj/S8bmMd47ezAdrewQS//dvbZOnqmlV4ewvVhTszUGv7QZqlhrZbZ1Hr/pWr7vnrDN/nF3/LSbxaqTwhPpebubaveUZb/dBpvvUTxTrzy19M5ok8lTf+S9Xyr6fxaN/pbx/yF3jufZPY+Fd2y9lIP+1A9PVjLOt3hdqJ+xeUmjk8rPdVKDpR7nm7hnGmh5xvYoQM0ZITEmUikEX5jhDtDE2doDIMoBxHOE4mLJWRI0hhHOLVdbXlKM03Te1lJgzSk2y12lMaOkYRpEj5CQ0dwsw83+0jQOAk1kRsGXBzBxWF6bQI3xkiklcYxCDGRUBMNt9KkGQQZEWkH10VFd92SGE4SA94M4meQ6IL4DuT3oXoE1T0U3CW5i1Auovg+qu+R2gfsXANN66EZg5zMAVZWx/KCgVfy2y5XDsu66/8s/Fwi43BTPYLj2JFJHmEJnuFcrz+lWwvz10lTViREcngxXqnRXkkRNJ3LUWaxNHmcttpPuxtXtdahqQIVBRyd0qu6lFZp6Xj3upGODe2Vy5pL3IYaPcabPbu0Hi3qv3fWfpVRe+aD3HObJSe9xceo5DCVHX2pNvTzDu4r+ZdX8g8geR/SjyyXnthedI2deRSSwxDvJzlHnso/e0h3ay3/Zwh+Rfo+JOwkUd/TtL0Q7KVZx4nsD5p/BpLfIbuwWn0tvOJkrmSjUgplLktbsKJSt1kspBkS8qeMJGchq3htRqGnvMxNrCHyYo62ck2GAjItUWhJTe367o7X6iqfS8t4RlQaXmO3Zg47uO3muvmleqdT2R0yZd4x0fvSUMvfR1r+3qReXp1Degrde4pplxbNajRpSFv5+rba19tqPm8s+6Sh/MPKkn/qyveeyPtjHf9HxH4B/ucQfoP075D45fr4304XCYMbe7ZzWwnfwipgvMvmwBuF2AHVIpR/rapcgG4eOhe0M1DfQ84sClxQMyiZYdc4dzSNC3rHVJ3jivoe9cC4T1HYgaKXD4k8/+DRM6msiyLOH8nkmIAeTCFHRG4/p3E+5tH3Bdip8jyh3XpQsvxc7rrAsjf+Gcr+KP6pAC33z27j2+J2N8UoKp1ouL2m6/7zfQ+2Nbhe6Zr7jy7XyhanV61jW4PjxMTd/9Hd989KwUb5ORr5pUfcT8v5Bw9pbmmrTmkkmyTJHGXBJrFsfX7BP3OCvrj+jteNdz2Cv3wsaM/zoT88ITjwOvfq/uaxqTrTbMUU02ycr2iVV8reVoWtSor5UVVZK9I2Jmiqb+bqfIq7Dmomno5r4YQ2gztA4sZxrQcxRqTYwTUibGx14cJmzcSxqnZl/0hUzdiTN+qwv4acHyPXzDTQBf95+DPws9BAO65O4vwEzk/i/BTOjuP8GM6N4qIBNxjcciFgFlGLVLhIo8bYsVPw7ycBoyTCyIqxI9RIEhgEDpIb9TSscRmv4R9pNd7XVey4YWRMb65feDy1nsZWPS4d2+Df6hZhI9c7qG+zR7wFASM01YaQCerbAZ9mhBoRaqHhVhI2iYgphBgROonYKVztQugEQicQOkVl85RnpGGtCOigKTYkmGmGzVsyTqI7qdDCktqpeAqBjTSknXInIZ9lld99vm3+YPfcp4UTG9RGb63NvdjsXTezrnGeVlrY5Vaq09PSKainUWAmVY4VdczaGubJOmaN1sjWTENrZle43LTm7fWutxsdhwfvXGli9mj0j+UOP19q/KaW+SGn2eu/7TkdJhYXtR7zTylvGlj699/VR/9PcX24tLS0dP/fZadHj5YePbj9YEnZoo/TdKkbBl765qj3daG3Rg+19d+jVqUFKjs0DNQOFNigckBlg9qBolmonZCO0JwhkjVI1XpaPMUpNLNzJkneFM21QmomhYuouUtKnJCZIDZDaALfSJOnvbNdEDogmqGZ80hjwHfStFmkMkifRSoDrhXxJiSYkWwnyXbEGhA5jVgzYi3gOsF1INqIkDGE/9/iqkf4JOJMiNIjdBKRU0hxII0B14oEC0l2IkqPeCPEDPLnITMQ8SjiemjyMFtuJaJpCCZYmWakD6+QTbpnGoiMIRkMpFaSZaFcA0QOmsPQND1Nm2CLx0nmEBUNsCXDnBw9TR2mWXqIjZAzJMNOEkdJ9pRbKcNROxHZ4xHS/H3xGK9GrRTsVgZsGkh7ujPEezhlw1jqk12Rf+uMXtXFf64u6tn0392E59zKBBsrZe+piy8UNgSoFd+rxW/m8J9Wpr1YIX22Q/PqSOnHZeK3tAWHueLQIwKVp0+5e9S4F1/PSZhazx/fGNXJDuiiIePUtx2H5DispGcLV/qVPSfo/K123F8hOhns80lI5C8V/b81WQ7WTfymVX2W5P+zKPaLgHPxsms8yVe+yT9djD0cmOnDLw6I1igFgzbRUFW09mqgOjamvT+sYeRWzbB0kolrML7oW+p+rJRzoo3+3rY6bMrt5iD1HaVX+9m+g/RqH8evjxM4Qm5OseNncWOKhtpZyYs00oZbk4hzUPEikh00xU7EjtUK00blmHtGD00fpHEDNH6MwzfTqAnc7EVQDxImET5BA6bIzSlcHsaVYZzuhc8QvTlNAvUk2IBgA4Km4TcKvzGa7EKokcY4EGlBlMU93ubGn0XqAuIYkrwI2QPkPyDqe1AvIu8OlPdQtIjqh6i+S8oWqXqaZHSyuG1uSS00vZlKO7bmNR4r6ZT1dkeJdopl7rJ8IlVBoaNZGirXsrv6nq0qXJ4vovIcllLJUspRrKGFapZSSgvlHl0Nn3ZUr26qQGM5OzncI8zXQy7zjgyhOuVGbd7asvwN8lS37lr2cD2rTUuri1BfvTmm7qhX5m+QHmTJjrpJfveW/vFqbdhnffxX1Nc8Incj4VcIDq1X+mzVXGVLjtGsY0jfi4y923KOHym9tSLpB6TuBn834e5E/DcQ/Qrxb1R2gkj/gPAg0g4g+8xK6amQipP52U/JpDQ/j1WSv6KuYosyhyMWIlNGM3JZ2ZpVkgK37CIiKyRVzRuqajaKZMhUQqEhpaWe1RUbOppf0VW+GZzwVEFTQvW0Ia3XmjnhaL39sMzYUjd6rL//zemR9/Xd79XleVVKSK/GozMfbSo0F6K/4pneom/LxW/mcrfl8DcW5zytSNtQnPfBJc0pGvsZuF8hfSfSd5K0XR5hP5zTSLtcj05pxmlMF1vKsPNsnjlW8AzIZJAzh7w55M+T4jvQLkA7j7I7KFhEJgPFDFEvongBlbfZ5ZZvGqfyJqxlPVO6AaNktPJw0YdHJSuOxuEUn1ySsC4IOX8kk6OJuJjteSTF/YtQ1o4Y1ic8j09iPN8L45xUPnk8+8nXbqw5L/fndY+/l9lKM4dRvoDGh2h5SDruczoe0DrHxu5Z0nYHTYuonkM5s7nOGeh6GMdMvF4VT7jfLs85xObtPtAYpa4/r87dJstckZ+/Vpq7Il/5qjp1jyL0O/65NwtFPxUqf9Em/VAasauYe1whimyfnO5hHnRY73VOGquqBLm50VVtnZXTzJ40xbNBmU8mVDyd2bk2vgVXGxE+ghQribUiygquk6QwiDYidmK9jtkpqxRcPyU88YskM3dHYj25UE98RxFkQCyDpDsItsFnBFf1OD9OLkzjwjR8JrxvGr2CJtn+0/C1wN+FQAbBDBIWWWkMfNsROEBCxoj/KKKMiDHTeDuJsbHDxt2u1LBv1i1LbP1HVvOmYJU7d4BKrMu0zCv5w97xDZtyxl/i9q0IMSPASOMM3kIXO+fOKoWL3uzA9Vb4DyHEjFAzQmy4NoyASQSaEaBHuAm3phFqRfwMBIsQzSLECN9+RJipcPYvCgJHYqZJg5Q3RQVT7ko7O3UMUSMQOCBmWGX3vhhe+p90vWdQ3Fe69bv27qbhRaBS8pEl+x3LllXOc2bG2dc5zNSMPeNsXVmWPbasHEoBSSAhcs6ZpiOIpqFpuoFO5JyzCEIih87x32Rl7gcdrDTvAAAgAElEQVT7nHrr1nmrdu3aH/b3Xz3PWs+zgsYWj3WaXqu1P9Gy8Hzfyu5m5mmtga02oIohTS5ab3mkZeHxertXm3VbN7Op1vxck+0v9fbnGhwbG0x7epbeb1s6cetB4Ohy4IDjVPXsV5XWx9VWtsLoXaZ/vGjE6x/nPjoUomgdOhEtEJe13r774H/WXP8brr81hdfXH9pW7onqxsX1o7ma5m3v7H+2aMRXPQulBVrm97hWrRUVDmgdUNugtUPrgtYFrQ1aO3QMqhZIjZvULqDOgTIDVVlIpR0qGzQM0S1Cw6DUCakFUjvyzOAb2GIjp4iB1A3pEpGuIH8BYobkuiFwQeyGkAHXjkwLsu34zQCcbESKGWkWZDmQwyDDgRQT4meRMIekeaSakGpG7AxSTSTTimQDkufBd4BrInwzzXVSrgXpc1RiJ3kmUmRB3iQyR6lghuSM0MJpIrcgZ4xK52jhxKbiSZo/S0sY5DqIwgm5leZakWejCgdLMMbmj7DT2zjcTlZmNxUPUGE3TWplCW6hwI5CF4QWKjTTEgutdlGdk5TZkX0DgR1P5kz/XDWSUKXsbIobyH5xLN33Zor3LHfbnHinq/IjY/HbPXH/URFM61JY9Rm0judZJ9rQkuvZxCONOayWwj/JGo5mdF7J1p7RNJzmFX95MjbosYOxnHMqekRBDxSQ8x2chDn4Xaehk1tzbE8Jx99W3NqT1bA7XvWttDGyqiOrrkdQUnwq+ORP0UnxlX2XdEPvSVq2Ryi8Twi2XM73Opr6s1L1z5iERw9GPHc2+9lTOS+d570SU/M+f+i9mKwPgq685R/3fLDsLX5T4oi1i1lumJzPbBj7OqfL40cF/aXW68oIjZz0iDFQvyGPK6M0cIjt38U+10nOdHmEjJHIKRKjp2kMYs2INRGukwrdyGQgcJAS5uM29//b6+CU3GIr5xHdSbjjJHuKZs4ifBjxo0idRcwsoswk2IRLkyR8DpfGydUZEmUksSYSYyKxJhJrIqEzCJ8l2S4SbybxZkTN0TTb1vxFj3QXSXES/grJf4DCeyhcJpplr+ZlWmqBZgkNd9FwF1W3UeFGtY1U2VkqJ9UuoH6Ftq29N3Yv2fqw+y5T1PrLtVIiU0NWjkItpBpom73bex/LE5ESGVWoyDUlJKUo0kJZCbWKVJZzBls/vNHy6FAD+utplZKjLvLRKDmKEk59hVdjxbbmit26Eo+hTnqriww3oa8R/Y07U9qOsIv2Qb6fSI9R6UmO7PirrbHfTkkeyT2MiM+Q8zPyDm0s9/NRnmcXnWQVHIP438j74X/LDh2uD9vA/RrcL8H/FtyvkP0vUvQL8n6C9AgKTkDux66JpJWh25UByY0BBbmPy4qpTuddr96kLeUoZSyZFLJiIlWwNNU7FCpPVaWHqorT2L6tqnKTtIhKSqBUQaWmbS07mhueuiZ5RKn9p6QuMba0rMq8KhwztrjvDK8+rNGXVfb+fWzs47GeHzvU7/apXh2rfnVM99zNqqdH2p4daflMJ3pWke5RLmTXynd0VbzaXP58W/Fz6pqf3sr/CeIDkB/jlF1+X5l5oq4uqnsmrN/9n3kT4E2RIqO3yulbZAXfhqIFFC+gdA2la9CsoeI2dGvQrqKEgWqJqJehXIB6AZWraLizpWvZz3iv0b0+tPCw1W281Hj8ePHu03yvI2k4K0BQofc5PvETkPOiDYeSN38cQD4MZ78WwX45zOOTjB3vxW75IGh3hDaFf8P854JBFI2i0YmuO+i6i9419KyhYwXt7i0jq6RnBd3L6Fyj1XoqaX63aihq5Nbb8gREfcTO+ScVfPO/FSeC6vzqm77O5Xvk5bKEheyq2lf7W86013yfz3suX/WSSPd4bfW/Gvn/qo37SJf8i64kb9xxb8j5cNT0YNR997r7fpf9QUjL7N/UQ1+2GP/RZPmyb9mHO4TEMVrgYkkZymNI7hLh2YnYBqEFefrHq51+pbXVxz6TPLsx78zB75M15FQtkudpxT1ac5dVegfBt3BxmIRaEeDAZRsuzhP/qR3Rxuf4zM4MF4KtiGAQ5UbiGhXcp1wH8eun4bM03kIjzSTJhXgboo2sGD0rbtzjaqNnQK1ncvdOXuvjsRXeKSNsqZMWm96oYV5K7aQhNY9Fdz0WP4kkhuTf3ljmfrLZ/bZ2ghNcQVMGfURGGtjvkTpPk8y4PI4IAwmfR/gcIgyIsSCFQdoSshikW5HiQKIRPAYFSyhwk4IFZFqQamaLGco3ssRzrLSbiB+DkEHRMtSL25oWX6ycf14+8rrWtEc+7yuf2lXv8lVMelY7SM0C6hhU6H2b7C+22TZpJzeqZrxUBqKZZ1eaH21yv9K9+GaL7e+tzNGuxX21M29px14snXhUMcWWz6DchFIjVZg3HM1+7K+/Sur7QnOKw7lKK7P8P0fOPVhfX394b/3hvfvr678tSRyzLKfqhoo7J6+mXfP68OALWuOfWxgv5TzR2KGzkt/g+tutskDzW3icDTrb7+8qBrUMqVqEzoUyG3RuaJ3QuKBzk3KGFFiQZ4PEBqkTeTaIzN6FFlYJA/kKCpeQv0gKlpDnhsABoQtCBjlOcB3g2pHtRKYDGTZk2JBuRaYDmQ5kOJFqQ4oJiXNImEHCLBL1SDXTdAuSDUg2IMMMgQNZJmRbwLUSnh1pRmQawdUjfQoCI3KmkTpF8lwQ6SGepeUL4I2zS6xUOudTME0L7ZA6SaGLo3CS3FlkTtNcC6vUSrP6OInNXjE1viktG5LbPFLb2PFNHont7PwpFLmQbyFiI3ItpMRJ65ZIzQI0DLvCjYQxxE56CKZeLjeeqR7iqpMrxPurY58YSN3UG+c9Jd49f+0lveC5riivqiBcz908I9s2LvY1lj49nOPbEb+pvXRvgObUcyWHPhbtEym/v5r03rFs7tbjYnwvxrcilp/qEW7Py+rpvTrrz032GP09if1Bxcq6YMoeWjMUrusTVnfImm4IG24eLan7RX39XFnPPzPUWy7m44QKgUM0c96DP/5U8Q3fk9dY/87DARF+lmHfNRzIxzENPSNn/yzgnFF4xrVtLh73n1hRTTGqQX3juCm+dmTbyeIN5+s3nqrnXOhgne+lh5pYJ1o5fp2sE7X0UA09180KHKVRs4gx0DSGZC+RBDvJYCBikGml0gVSzDymNP+l2u5b6aTyeU7mCE0YQMx1RFxH9AiiRxEzgcgZhM0hWE+irIiy0jADwuZJrIWmuUgGQ9NcJNZCwvSI0JMkG4k1kwQrSbSy+O4NOWaPdAei9Uh3gn8b4hVSsOpZff+trsU35N2+hSO0yrmzfsGzxE5lBsjmoXWizI5yN2rWaO/ddyfX063rTa6RosZPiss3KrXbZKUeMiUkZdA0+SgrfQWFtLLBu0wFQRFyyyAohbSSVDdy1KWsnsYPh1ufGGzAUCutKaPtFRt6mjh9PayBLjrS88j1zh09rWR8gDPdz77Vhr5adNc9ltj6K0eyF7IDLOmJTfKzvsXHn68IfKUqjJ3xA03bT7N+ormHNuQe9Zad9iq7wC4+DfFP4O99QXr4aFM4J+cLcP8FwdfgfwXR16TsGEqOQvYrFEdpQ8j/ak2k8ouc1O/D1EcUhbvVCo5OxdEpPSrUXppST4UcUjlU1ZvqmvZUVO6sq98pK/Wsa9quVnnLiqisDPJyqLQsXcXGcuUmVcU/smuzvkrlv3AqrnSa0RqWFFNMhWOtaGZMMZTZP3J+sOVCq+ZHbf57GtHLHfIPBrVfTHb+0qF6u1q0rb34sS7lrt6yp3uULzQV7KrK2txQ8nZUQ8jjsoBthcFPFKa9nVfznOTmhqx+mjrILnAgax58k0/DHd9CA/gGKFdRfhuld6G4DeUqytegWkP5MgqdUCyQyjWUOlDGkPIllLpQt7S9f/Xs9O1ax/2BxdWMoYyj6peO8bz9BBw/Hj3HJ6d4CJT5XC7evjee80kUeT+F9WY2+auU8zbP47XkZ8LreKIb+rcLRpA7g5oldKyh6wE67qJrxaNrZUOnk93G+HavbO5dpl1r6LzLrrOioO0RWdf+io6X+Vdo/Cc07l2a+K9nFP4vFhxMrfdTlr2ZnkMy82lt256GutcV8u25EhZXTnJ1VKp9tKPq67xz/6FL+rhO4K8tld203r5luz/iut9vW8/r0f+sHYmfXM2ZX04bW/i2dIgdUUkzBjar9Vv5I4gagsiFHBspYFjqNQiNT1VZY9r7+kMOVb+8RfzJc+HJud7ndCyJi93x0Kf/HuHewsk6nG6H/xQJdiPIgUAzAuaJ3zS9MscKNcFfjxAnopeQcpsK79IcAw7VkfA5xJgRZUW8AwkWhIxzImdo6C3qX+9xpZaT0r9V0PVyXjcnrIUWmGm565We21+W32CfLvQNqNuVfINmOFFwe7vO/Uq18fn0dnql8dECAyemjVxs2SgwP5lvIAE9JMqI4CmEziPSggQrUhgkryBjARl2pFmRYiBihl3gQsI4EViRaECm1bN4EUmzJMdMM2dJlh5iBvluiK0oskM0h/RRKpghyePgzW1VMVR6i11hQqUN1U5UWlBvo5o5UjLBLpvbUsuQKjdqGFLLPN7CvFRn3ySffFxr2Fo+QZWTKLoJ5SyUBqjnobVR3dLGxFqv/+fHBEk1X9l6LkY0OGX4/w3e/Lfm+nB9/f7D9QcP1tcfrj+4v77eNu5IVQ/oevXfnArZtD90Z27fEwW9G9LqSVYr5bZTcR+VDNDMdpragfwb0FqhtkNlhc4FjQtqK6oYVDBE5yZaNzQMdG5oGajdpNxFZFYqsSLXDPE8lVpQ5CRFTt9ShsgckDIoYJDrQp4bYgYCGwT239XWbAey7ch2IZNBFoNsBlwnMuxIMv5uWUo2IMOCTDMyzEgzsbIcNN2C+HnEzyHDDL4NfAt4DiSbEa9Hhg08J/gOWrSMPBd4FuQ4iXSViG0QGql8iYhMVLnEKXH6FFqIbBG5VipzscSzJGUIyWMQm0ixlRbM0PQ+GtFII+s4KW2spHYOf4wtnqXC6Q1lC5w8A+FOkgIb0a7QhjXUMtA4WFoXeOMQGpBrIwIz4vqeyGz+VlB7RZQuLTreKHx3UrRHL3himvtEZ6i34oK3KuXltpw9I2lbx7K2GAt2tUdsqkx7Ja/y4psV5/Y3Bsh0RyL5p79Olm2/VPZMoPxbbuNeSeNJXe/llhvF1rUa9+rA2v0h973rCw/bHauC3inRkFky6oxoNfxaNbevw/5LD/O9ZnxHVBkNUBC/OnammZbf8axZQXoPuVzDSRzhJI5xkic5scMsvxbP6HFP3iwnuJ4T0c4utXp03ftx7H7OzdXM1mnljfmMlsHXwzVeF2p8LzbRX9TkZAM9UU/Pd7AujbDO9tDz10moGdFOEs8g2Y2MBcpfQaIFXBeRuInARiV2tsRCJHpWuZmtMRPxLZI8xMmYILE3SOwoSZ5C5Cgix0jcPAmeRdAcYu2Ic5B4K0KmEW1EupOkuRBuwNUZhM4jwYZYC+KsJMFGEq0kxewRO0aTDIg1kEQb5S5DvEREC2zF2gsa2+clPS/lNG0rGD7QbX86sw0J/ZDZoV2B0gXVIhrvk+v3Xr95n2d70Dhe1V6/d7Dir326v7XXflSm3ZFfAkUVS6r1EpXR6nav4iKIJLhWCkEpJDroGlmKUtJa8/5Q2yt9jaS/idaUemhlHuoSVlkxVRWxNSUbKku9VXJ0NrFvttPeGrTq0NX4UmjDcY/ifxPNSU/RQc/If25JO7Atft+jcd9vjN/rFf4FJ/QL74Tvqf/f2IKDRH6CFB6H4MfNwn1HGsI/Kj1Fs/8F0dcQfwfxPhT+BMUxlJxA8c9QHITmHFsXQhUBJOzT0PJftKXP12o3NdZsqavcotNtqtJtlBVCKieqCt/K6idbWv7c1vZibh6rpm57eZlHeTmVq4isDAo1kamouurJosoLbwVHPhfE9917JbCkpm2eyR+YS79pTLw+m9zTq+7h9jQf1IlezI3YkOEPaThbGbe9QvCWKuM5RcIfFCm7i+Of0mTukkazJGEkJ4QTF/VSnCbjb3LlnwuqnpC0ePIGiWgGOaNInySlqxDpSQHj0/5wk8II7hwUa1Csovg25LchX4V8GWVLUC2h2A2pA9VLtH4ZuWbkMpA6oFmgffffnrida3vQv/ygYEp7TPfKcRHbP499RUjPZeFwFg4L2CfyPQ6LvD5JYL2Vjjd4eIPv8U72k7+U+sUPT/wnr4Nk3kC5Ey130XYXrXfRchuNzK6exXdurrw0uPDM4NKLN+7Stttov4O2O6hdeLR9+aj19vPaNIh/opn/ejn1eOqtjre1cW8XHS7rOMcveCpG6ClUb9U1PldQtD0t2yOzkJMm8+Qrd9bVfCMNfT7z2KYu/l51+iFNiXhk1nHDttY7fz+1dsa/w8Cbui2bXbh203VUPbQtQbsxperZwo4NgWWI7qUyBumzRGxnlywgceyPOrOwb7Q79JjmTxuLPno2IUXkHdhECxbZtWss9Swim+iVTpxsR8AE/PUI1JNoG70yh5PjODeNizPwm0aQDZEMktfAve0hsOJkI6LnEG1ArAmZLipiEHGTFXoTIbdY0aOsyE5O2sAm+a036qY5YZWs3Fmqdr7avXS+bf7pq2Vel6o3BHdx+AzNc26I698Y0EiO6xA46JVyE+drSdCEV96Sd/ow/NsQO42gMYSbEPNb+OsSkleQtYQ0G0lzINVGsq1UaKZpEzR1jqQwVLRIs+cQM8oWmZF8Cxnz4DOU60K6AXwjpDYiZ34v4aQWIrNC6yAtq+i8i/Y7aF4kHSvQWiGfpRrjI/UMq5qBjkHNEqlwQDGHcgttdLMqrCiZgXwSpUaU2qC20LoV6BhO3iDr3V+OhIqU9UPHw3i69qH/Ga7/RyLd+vr6g5X762U985m6flXr2MtfHN4VKt2Y17NV0u+d3ULT62hiLYfbwS64TjM7WBm9pGgKOhfUTpRZobaTSje0dmgd0NihtUPrRIUbWgaldsjMpNiOfAtyzRAZIDZCaoOMoSWMb/kiCuzItSLXCpENQjsEdvCtENiR40SWHVlWZNmQwyCLQdYCuAyybEg3ItNMuXbKd1KuAzkucO1INyHViIR5xM0hQY8kI1KN4DkgciLTglQLUkzItkHMQLyA/EWIGYgWIVyGdBn8efDnadECpG7IVr2LLJyCeRTZaJ4R6ZNUYCQZ8yTLiHwXLVmmykW23En4c1Ri8C4zsXjDVHiL5s+QzBGPzFs0ZgDxg7TABs0SqV+jlQ7IpyCdJPnztNiJIgbyBSJzI20a0cPe8f3vF3ZfLJUL8/zLMj5VJ76WFfQGj3e2rK64uDxGm/lBbZB3S8puddH+dPGBWM3lD8tP79NeElbGyqqKMioq01oHclpa5A1qXYNK29FYOz3f6VgcXFkdXrh/w/6wddZdM+0suumI67L6dbveUU8+Jr35mM60s2h6Y/qgR/J1EtWLpGF2xQpLu4CsccQNI2uWlqwS+R1kuhFvRuQcTXCQtHlWxHVO8iiVWbxalv85svpz4/yRypspQ5aoiubjorpdgdWPhHV6/FrJudTtHTPlnWrH5TlW8DwJmECwGZEOpCwilSHpbprmIuIlKnIhdY5k6UnKOEm6wZLOe6itLPkUlYzT7Ek2bw6xoyRpjCSMIXQY8VOImSWXp+A/jQQHSWcQNkND50jYLE2ysKKN9MItXJmkcVYaayVX5xGiR9gciTEhcoYTP81OMyF6nsbMsiNGSHgXDeumSTdpdAcnVEvP5z2WqLvaMf2PnBYa0olcK9Sr0C6RulX03GcPrP1jdE3pXG1rTm9N3tOf4NsVv7Ev99X+2i9VmseLK1nq2t1lVX8oq94skXkWq3YqKrfLK7eWVW2vrn2sSrO9Q/fxSOt7vU20rw59DWirp001nDqNd4PWs0Ll26B5pFrr0dJE+9poZy2rs3ZzY88339WcZlcc9tad9M4/yEn/wYd3aEPaAZ/UHzmJ+9hJ35GkrznZP3OS9xHeART/jIJfvXIPHmgI+UJ7nnK/hOAbtvh7ZHxJMr/j8H6i/B/Z+b+wBd8T+WHoLrBrI3Zogj8VHS6sO1lZtrulcXd/z+s61c6q6sc1yp2piZz0VC9Z8ePSoidqal9TKPckJXoolE8pSrfV1m9VlLGLFaS4HAodqWl6PaHo6s7DQY+cjvH65sLbZyOF9T2qIaNmkpFOuvm35rMbIprb92oL3s6L2iYNZRWHsjJOsyIOe0Sf8An8iRP8i0f4IZbwileNYIcs1ffq+Y2R4vADFQMbi26S/HEi1aPYSbRuojRRiRWFiyi2Qu7Y0PRgU7EJ6XpIl1C4iIIlFC1Bvgr5EpQM1EsoXYTMgXKGlDNImQXfDfkatKu0+/Zjt5b/PbWksN+tdesv1BzwL9txTkgu8RAk5BxKpwdy8KMQx2UbvhFtfDkRb6ft2Cf5MaGrPKx14IOiYSRdR5EVdUvouIuGNTStoWkVdQyrkdnaurizdXFHp3NLpxvNS2i7jfa7qFnyaXefdq7ura/YI4z5Up1dadSPu9eTxoZfKDyZ3xmYK3rn55P0VCAnInG7f6Dv+QAv/3DO0QCPI5e9L4XtUki+0aV+rPDf0y85UpF0UBR6dnhKP2J9WNZvK5xdls6uiW8xolvM50U9nnGabxpGwzvmdodWU4Ge5joRO054NvCN7ELD48VjkeJC1b7XKt/dfu3UsS9CZLjYSXLXPLS32aWziG4jfq040saJMeHcLZy9heA5BM/h/ATOTdPLelycxVUrruiR5Ib4rgffitMtiDEizoI4E0QrhOdE8DDCxhBnJNkM0ucIb4Ytm39WO7MpXMUKrqeZvf9ZOR80wDxzsWyDf+Mf0ia8+XaaPebhX+8VMIDLwzTFzsnR05AbJMJMc1zInKHcOU/+FM61khgrSV1CMoP0JaQsUOEKsm2InqYZDmTZSOHiI1qXR8oNynWSLCuHa6XJ8zRVT7NmkTUPnh2pRpJhAdeKPCcKnChyUNUykdpRYEb9KtrvkL4HtOcOqqxoZFCuh2yaqk3b653sGgeq3b9vZapgaO0Cql1QWVBmgsIItR0aFzQMrV0kFY6NWqP3vstv/Byo6hg+E5+Xo6j/v8H1wcPf69eH6+sPbcv3xfVj4oYRibZ5xycHXpD2b6w2bax0eGittHic5vSxpZNUaSAaC9G5qIaBwgq1FdrfOsNOqC2/i68qB9QOonNDzUDpQKEFUsvvcBWbkW9DgR2KRS/NyoZSBrlWiO3IdUDsgMQNsQt8O3gO8F3ItCHVhGw7RG6IFqhomYgXiNhFc13g/fbHgWwLsq1IN5NUExLmf7cNp5qQYkTiHLh28BxIMyPDigwLMky/byfmu8Bjfpd1xXZw5yAwknwncm0QuXzy5jmF81RmpZJ5JI0QngV8B3IXqewuKVwlsmWa74TESlQMKTOzJBMs/igVTiL5JkkbR+otFFiIahHaZVK1QsqtKJknShOVWVFgRZGTKJaoYgkli6yyRZpvQNoIK2no8djGl+OKXwtKfzUi90rrdMGEU1zXLS5Kywx6K/Hynz4M/Ypz6JWtJ97bfvlvb4V8JlFHSuJ/zDz9mujcm/zTr6T+vCfmh12Xf3g6KPAXXom802i/4Xo4bHsgG5iParr5c+34C6U33m6wvd/k8hWOgDeBDD0ib5LkKXDnqYahDYtEqkfyGImfQKaJKO6hcBHxBgSNI2Ia4XrEztKIEU7SkEfGwCOyG3/XDr8prn1DN/GvRtuFpunPYgp8T+RviWmnF+rYfi3sgHEa5SSRZoSZEWpGkBGRVqQvInuRZLmRYKRCN02b9hIYPIvsrFwDzZmi/AnCv0X4Y4Q3QbjjyBhnZ02T6GEaPkKip2iajUTqWTF2hOppooOmOMnlcXJ1Ehdv0vB5EjxFLozSkFkabcGlSZydQMAsIkwkzkZiTZwkEyvVhkgDK9nOip+miTc9UsdYGZOUO+qde/MJcc/3qoHj6p4n4ttJ9CCyDUThInnTVDZJKyaebTIkzt/rMg21ST/tjGYNRKE3Bn0x7CHxm10NX6rr/tTT99313h87mv/Z0fpJb+9n3T3vdHW+3dPx3kD7u4Ntbw03vz/Y8ExfHYYbMdyCkU7W9Vba10L7O7YMdb882Plqf+9LLdf/Vtn7har9G3n3ryGt53eoD3NqTu+uC9hSetRTdpxddMxDecyj+NSGwrM+ssNeJb8SyREqOYr8X6A8hMJ//6Py8s81wRzuN+B/TXhfkdD3vUL/yvF7h3PmXdbF9zl+73pd/IQmfk3rg7yqI/epAtt7A1prP6ore3Sw5/Xm2j9Xa5+q1DyuEG+PDGbHR28QC/+QmMDJz/9DUoJvaCjNyN6cxeeoKjhlalJZwanQsnQqTmPrt2fys56+ynszQ/FScN6OA1ePCNXX2saqB/R5rYOlk2OiuqCGps+vcV/NDN+ddY4lvcq5dtWnPOnpGtGLau4TmuxdtZJn1dwn85OfTE/5S2TKr1FVnc9XzNLGBWjMbK2TVi6x29aI1kYLrSTbBImVqJc8q+558vXg2yBdQuEqitYgZVDMQLaC4mUob6NkEUVuSBnkMch3Q7pEStdo9QppWXx8/N5fBtwB0yvtDx8Kp8rOql85LWL7izgBfJ/DqazjeR6/5rP3CTjfSDb/MZoeV5wS3bi1X9n/ZE4PO/s6eJMoZdB4F013UHcXjXfQvEqa1lCzgooFVLs92t0buhk0LaD1DhrXUMls63Kkum93LN3VzjibLUvD7vVR13qllTlZyy3rC1Ap3w4K8QpP2hCfvSE2c8vVWO/QZE5oIg1NYl+JpnlFf2mW79cGv1Ds91KP8HD23meEYecqWkdUjTcUnWNp1YOnyrr3qQcfSW7aIL65t9NxRHlrW2gXFbgo101SzVTgZIscNHPMK63fTyQXffiU7JMn+Vni14IV9Jxua/oNTmQzgltwth2/dqMtnsgAACAASURBVOOnDnJ5Bv7zODaKi9OItODKPM7PkqtG+M/QcAeC9R7CZSpZoMlTON2JGBOJtSLGTPPuIdmM8Fs0xUnS3MhwQrAM6RqV2zbxujh+IuJXSGOqn5f2ntON7b5Qtvlqy7NCvY/QjIBGr4j+DaFDJHCKJLg8MizkYg8JuclKmGNlmzkSp2fMEE63Ic5MEl1IshPeCqJNNNlCRRYSPUJipsFfQd7KdrWTldxHBUaaaeKIGSIwI9VMs0xImkCug/CtJNWMHBfEDAQWFFip3A2BETI7qpZQt4j2Vdq5Cq0J1TZSYYNkCrI5n2o7p9IBHQOlGRUMGpZQboNcj3Iz1DaUWqF1Ea0b5XZ27RLR2jdX2x49k/HYJwdltX1h/LKwHPn/rS3836OuD9bX1yccaxkVw8Wd01E5xT6fnviDcpJTZaYKPVvr3KgxehePkzI9ykzQWKG1o9wKpQkaK3QO6OzQ2n4/ais0DDQMyh0osRGFk8jsyDOhwIZ8G/LtKGRQvICyVU6pmyOzQ2SF2Ik89++56DwrMs3gOiBkIGCo0E0LVlG8gqIl5DLIYyCwgGdGlgVZVuTYwLchx0rSLSTRQOLnkaxHmgFpJqQakWJElg1pJqQYwXMhy4psKxExyLEj04ZMM/LsEOvBnQHfDL4LPBfyXBA6veUMq4BBrgN5cxBNgG9AgRuyFZb8DgR2UuRGzhzJNdECGykys6SzNH0Isf2UZwXfjDwLW3ObVt6FdpVoFqFbQAUDhQWFJuQZUOxECQM5Q7R3qGaFFNpYhQ5a6CR5ZpqvZ4n0JHTY53zDp4WjopvOXvtS13hrfnPKMxkH6ZW/eZx5/8WI79JLLihiPhbu91X8tEO23zfva6+Mf3ml/bgn7dTLyZfezy9Mv2F13rLdaZlm0lpu7Vddf1Zza1ez/W9dzMGRu9u5Qxze9AbRzCPciV3FlucbFp/vXt7RYH6i0rEpT++TMbZDrN9cvEjSTbh6CxGTCJtBqJ6m2jnZlg2iWR/pjV3am6cGnSebDZulfT51lv0Dzp8LKzf6CTcltnsldnlfqWf9qMXJPnKmiwaOkwgnohyIcxHeGhGsIt2JdBvJttOsaY+sCZo9zs6bZ0vmaMEsBGMkZ5rmm9ilFiqcptm3aMIwjRtF1BhNMCJ4miY6kGhHtJFE6In/OAmZJQET5PIkCZnBpVskdB5X5hFsIuF2EukgUQ5EWEm80yttEQluJK+Bex+8NSJeQe4S8hiWdvXZWssrhW1vpileSlTRuAHE3UKOleZbPDKHOdwudl7Ta6q+9LYerTKw7MpWlZ+H5jRLdYal8/fQBG7UcN/vrD/e3/NdX/erMzfeuNGxa7Tj0aHmDYONPiPNW0ZaNg81beyt4wzU04E63Oqg88OPdFRxuqq3DTX/caDtr521X7R0XkitP7e/8tybil9fKzvxYtmZrYrjRHsEmiNbq/22V/kR8b9ZsmNUedSj9NwWud8ezYWndBchPoz8w8j/Ecpfnyw9frIl8mnxXvC+A/9rwv2Chn7ACf3EK/BDjv97nOCPPS69wwn8O8384X91JOyuis6ou9hf81avbmdP7VODna80VTxTq9lVKGZXK7dKhCyVfFND1VPaskdrdc8UF2wqKKQFpUSihEJDVDpSX8+qq6RauVdj+0n/YtnP/ILo6toThapPozPeOHXpi4jEq1LttdpueU+/fEBaVvtFTfln2ZF/jD61JfKIV+QxdoPk7Rrhbh13Y0XenviYZ/0Tvj2WejmiUhnWMvSZbuLVvuWt7cuk2s6uc7HqXbTOiXIrLbSQHAMtYKjcTbkW7xwrBFbkuSBZhGyVyhnI7Ch0I8+N/AUULCBvAeIFiBaIZBlCJwoWULtKOpd3j99/uXdp7+BixdrD9tvOqw2n/UoeDZVvDMj3DpJt+TWTHEgjX6WSvfk+b8SywnTR4fVTngmt4I8jfxYyIyoXSf1d1NxBzT3U30PtKq1ffrrzzlNdS491M7t63E8NrLHqF9G09tvm90+GlyrX1kcXH04w6yPM+nXr/SHHww7nclaPurjpaEH+rth4jyShp0izVV6xK1vklVbgISrdfK380Xz1DkXVm1XSvdqo96Vn/9QpOF5z4s3wVzemxSdJq3rSFY0/JivfTVLtzmohsW2cPCOJ6MalRiTMIcdNeE6SYSTpFpo8RSNu0qiRLzT90WcOx777fOIFv9Opsqsl18O1PQeEVZ7HynCwh5yaxUUzwhj4G3FuBpfmSJQDAXpcMtAoBkEmEmqkiTaaYaECGzt1Fmd7EWlAnAVJDpK+hGgDzXKQeCOiZxBvoNxVFNwnVXd3tC5u4w/SjD5O6cwXraZfC5q3XpBtOFuxJ2vWI/kmzjdxom74hI+SoFmE2RBqwIURBI4ibJqkWGjsFI42e0TPImoeIfOI1iPdgSgz4o1sxbJPgZFE9CHdiFyXB3+exI4gcRJZFsjdrHInzdbTuFmSoEcuwy5dQ8I0Mk0QO8CzQuCgRYuk2A31MhruomKB1LpJ/x1UWVAyS7Q2CCZRZNpQw3jrHCg1o9wKrfN3t1CplWgcKLdD5YTGRTQMSq1E60SpaaPWtiVEufn17zOkddyS+jNxwnv/I1wfrK//NoLzWwnbPcskq6/r+vUH/eM8D4T7qufZ9XaqNaHCurHB+Ui1A/J5lP2XQ7jcBrUV2t+w6oDW8V9vJzQM1AzKXVDaoXBAYoLYQAvtEBogcaJwASVrkC94Khm21AKxFXlukr8AkRMiB/h2cO1UvEgkyxAxEDBEsoQChhQw4FshtEFghsgKoRPZVmQawbOAbyNZZiTPk1Qj0o1ImUeqAekmpFmQZkHCHFIMEDPIsYJnh8gFrg1cOzKNEJmQq0f2LPg2CN3IthIpw5IwXnIXRC7wbMiZBm8CPD2kDORLyHch30XybcieIiIbBA5askiLTDT7BjJu0BKG5juJjEHpEildRNVtoltG4x3Ur0LtRJGZKhyk1IUSB5QL0N6Heo1o16jczZIy4OuRq6f5cwjvoz/K6Pd5ey7KTxR28du7Iyvynw76bsOZj54O+zJScrW99Mp17r9qA17gfb219PA2rd9LqrB/auK/j/9hZ9C+zfyswHHHQveUu2HMmdExdbHD8rz05g6t6dP+5b/V23zTR7fm2R8vM71QaX1W63ilbuWVBudzlZP/WW9/RG705U28LLc+naOnoSOImEDwGPxncWWCxkzRtDm2cMyjdHSbbujXTv25+qnNCToqG/u0w7lfqP5jpMw3QEWuaOhZBfbneUSPsSLGadgkQi2IZZCyCO4qsheQ7iLZbpLpIplWEjtDE2eROIH0KZpnorkGCPSk2MLWWNiiCZpynSQOefBn2OnTCLyOkFsk3kQz3Yg2I2ieXp1jRVvZYUaPwDn43SQh8yRwjgYYSIgF0U4SbMGFOQToEWnzTF8kCW6k3UPGXaQvItsNwSIkK6x8Ow0p23Cl0OOcgp5V0YRhJOvBZYh02bPE5VVh82lxfDTA5IyMqMoS+aefzDnIkpzYnvOzl/CQF/8XDv/Qpm7556N97/X0sCdueQ20kqFWjLRjqpdMdrCH6zHSiBvNGGlDbxNmbm4c7nqiteL1680HGjV/Lc/dVcj9Q1mj/4fFp0nSP5DwL6R+j4QvkfYl5X2ztfjgf1b5P644zSo+CuVJyI7Q0tO+ytM7ys5vKz6NrP0QH4D4O5K793PdlX06f8r7J8Tfgfcl+F8QwdfI/pzmfEWF31HJflbeDzT/36z6K94NMT80xmvqfmoo3Tba/Keh7tcbdE/UKR8tyKGKQk6dblu5fEOlemOVZkuV+rHaiu0lMqIspbIyKLS0TMcp06G6jrY0eFepfRqafpC3F/A7c7mDsoR+RWS//FIF/6wy61BBgajx5qh7vW5uoLjuQGP932uUH6iFf6oUvSJLebIsZ3fcRXbUpf+4EvrBD0lR7xS0PVM+/kaH7aWGua31s891u31KHbTCQVRmqrHTChcpZ6jSQQttyDFRsQNxsz4ChpNvfULlelRm265aeKlmYbfWvlVh21nk4uQ6IXRBtIhcN36L+uA6kb+A+ge09/ZL4ytfD6983mzmGZb7VtfLTG3hDX8LU28NUW69WrjtHH/DSaHHEbHnT2Kvj9PZx+S/HpZ3InEASgZliyhdhHYFFcuoWEP1HdTeQeUKrWSebHI/3eF8cWDxzcE7T3et0io3qldRyWxtYeKsD+utK+3mO33M+oB9/aZlfdT9cMR9Tzh6PbImNCfv/eOn6Ul/j5NXOFfCOQGBrMTkHQ0VX3To/t5R/Wlr5U+dmnOdyvP95cdGSk6OXHmz9fs/SC4e6pmw8JpnPhC27RQO/rHa6JnV48uf4kT1srNmfUsWNkitbO4U5VmRxZB8hiNlED76TrU9vXMw6fgBwcl95VXVytqavnlji3npjOK679Fa+M2SzDskcRHn9bhkRKCJXDHTq3YEORC+QEJdCJwjEUZEGAjfTROncLKdhM0hwYIEK6LtSHESLoOgCRoyjXAjjTXQjBmPcuNTtcYtMa0ktHmT9NbF8dW94lb2sYI9Qf2PxBvY0aPsoGEaMOgdcgMRswg246oel6dwdQoh84gxkMAbODvslcLAf5RcnkTIBJKtNNmNdDfEC4Q/xcq8ReKGkTGNuDmaY6bcSZI9CYnFS+6iMUMke26baoGmjbOlbmTMUbEdAhu4FvCckC6gxI0SN7SrVOWm1Qus9lVSZkDeBC0xQGKA3OlVyfjo7KTcAs1vsqYDCgvkVpTaUG5HmQ0qO8ptUFqgcULjpFrrxtwB1hs/nkmWymp6Dkdw3at3/2dD08Pf4bp+58F65bA5VT1Q3T/54Y9n2KezSdk8u3GRXctAa6U1Vk+dicj1ROOEjoHGCc1vBetvGQIMtAx0DLQuaBlo3VDaUOaCwkbKXSgyQWYlxQ5SYEGhC0WLKFomUucm1QJbaicSBhI3yXcTkZP8Rr5sO81dQO4ChC4InchnIGEgdoBnQY6JiKxE7ADfiTQjkufAtSLTiEwDMo3IMiPdiBQDkuaRZv6vTDo9sswQuyB0IccCvg1c6+/jszwrRDZkGCCwQ2QFd4bmWTyyZzaLpmmeCYJ5ZIwhewZ8C3KdkLiR7yaFi+AbwZuH0Io8FylbovlmmjZO8k20xA2hlYjtKF0kVXdQuYTKBTTdIY23oWOI0gqZiShsULpI6SLKFqFdgXaFyN3ImQd/ji2zE94s5Zo2BHbRAzLsy6UHBM+d5R/Pq46orDguzIwv5Ysi/eL+8afa8L3XZed00R9f539/PffntrRv8359OvYzmnhoT3ubdpJ5UDXsKhyyRjWMhfbaH0vrpJL57UoHSRhCtpUUrJBCBlIHJAzNZYjICvE8RLMkdRwxfeRyM64OItGIeDNiLTTBzboyzLrc5pEyyOb2sQVtjxa2H68fOyJt8r3I5+S0fNVhOFZQG9F08wd5186UBo6/jnWm0ovrYKcxNN6CCCtiXEhdQMYiUhiku5HuRrILKS6S4UKahWZYSeIM5Zmo1MEuZojC7FvpYGWN0KRBJA6RrFs0eRQXOxEyShKMSLQh0kyCDTRwnl6Zof7T5MwYOTtO/OfgN01CzAg0INRCAk002IIQC4l1cNJtiDYgbQXJq0heRJIbWSvgL5FsK4kb4cTcpIHD5OowSTUgYxFZq8heJqmTSO6ivM7tovrIrqGipsp84ak62Q+dqlO9JT/1Ct/ritvYGcMZUr4zPvxpW7vXyHWv4U7ORC9noo9O9nk3KDwaSjwblJyGUs86BaercdvUzbe6Gz8vz/ssI/qPEYFbrp5lRwR4JcW9HqE5/585e2nwRzTxS5Ly1ZaML/bKD4c0n4lpPXupye+DijPbSo4/oTr7iPIES3KQLfrlqaKjLxb9+kflqUfyf3xedvBqU/jpqgBv3ufI+QK8r34zCUP0NcTfIm8vpPsgO4Dyw6T2kk/ZpbCWiIry97trnpoZ+aSl4S/5ApaqgJOf5ZUW6yUr2CHgPXotd3Nx0a6c9B2S/Eev5fsmJ264VuCTnOaRnr1BWkYr6zltrVsbq3aom36K6s38qTP58/bst6tT3mhK+7Mu5sXsg6eruf/Oyklt6G4xzqvagnta/5mftFkU7cNLfDY29PmQkD/9GvHtAXHGNyXKl8tvbKu0ezYwPp3LPq1W73YnVet/n/STmiA1odiKYoaUu0i+iZVtQsocSTL45DFbi5lX65deUDv2aJhXqxZerXT+uWrhjcq1R4sXwLOD54LYRcQu5DDgMshbgfou7b/3zvRa6PyDK72umEFb/cKD7lVXXMf5kLrnLkv+cCjG51Ti5jPpWw8l+HwXveG9SM4B4ZcXaoY2iOdRdQdV96C+C9VtaFegW4Z2FdWrqFtGzTLRLkOzyK5a8mpc3tzohpZB5So09j9fZwrcd1Jq+5MbJlNqbiXWTmQ3TzaYmJHFdbV1+VtddlL9pVTRqxeTnzwVtjNVsrFAtatJ91VD1ust0Rs7UnxbUh/vk7zfX/Rhe+auUfnnBt6XXT/9R9nxj1u7Bk8XDXnHtnkojW90Lb5dY3tZMvOixPKYavlJ7eIf1ZZnpHPbS9y0eAmqVZQxCBvbmTrt32YV5PDFIRcTUuMjQ88kx1zlFckEVU1vBZeRg43eKXOeMbPkSC893keO99IjPfRkPzl/A37TuGxDgB5XTYhZpJl3aLoZAd00dAKR04iZQ4IdXAbJVgTOsiOMiDKQ8EEaUc9Jqnw0roxzQeITV7Mzsyqsd+ofSdod54pfSpyi4Xp2ypxH2ChO93uHj9HoGYRbEWpA0BSCphE8j7A5hIzh6iwNNSJgggTPInYOsfOItSHJiTQXckxUbKfZBkTcoMlmz0LbHq1hi7AbideRZUPqHJSu3e23NyVfR9wNSOy0YBHpZuRYkOdAgQNSFyQMClwodtGaVaq0IWMU3FvIm4DMhBIHUZt8Kx1U6yRqJ6rcaF6BwkqKrdAx0DigdkBjp9XMb3UtqVxAuc2zZIZ8fPKfZ+J0baMnooUzFtf/TXP9Ha5Ltx8Ud0zxKoY0HcN/+OxXVlw1dG5at4YKO7QWWu2gWjNV2VDB/A5X7W8odUDLQOdGxSJ0i6hahIZBuRPlTpQ6aOUy1AzKnVAxKHeREgdkDAoXiHyFXezyUTI0z45cJ/KcENuJ0IEcO7Ks4Nlp0QryFyByIZ8h0gXkOpFjBdeGdD14ZiJwINuOZD0S52iODSnT4JkhdCDTjGQ9STcj+b+WIGaYkGX6ryBYGzKNyLGAa0WaERkGcC0QMciwgWdHngXZk6ycWU7azU2icSq2IkePtEkIbUToQLYRAityHch3gG9ErgESF0R2qnTTrDlW/CSy9VRiR46B5JghdZFyN8psqHaj9S5tuUu0LqIwk8I5FJugdELpRgkD5SKRLVCxBdwpT5mTZswicYwIXKy4SfaZOu+rDT6RnfSHaztPFn6SqP6Vr+ZVt6kqGzR5udeiLhdL4pvVgeNFx/L2Ph78Ggn5kBX6iUfIT2+oa6t1nWOxsrqDxY2fK6+/XjxI07qpxIL4CSRNU9kKilaQfxt5q8hfQuEiqu7Spjt/6bzztmr65eymNzNqX8wb2a1d9OIZNwhMNHmOXuzyuNzCSenzyuln5/Y8oRs51TDxUaKKXineWjx4qG1qX35Tyhhzper6nkgl++g1sl9GA9pIQB8NnUICg0QGKW6kLCDWiWQ30haRtIBEBvE2JJpYGQ6ET5BsC813sYoYWmzwKTF6ZN1C7DDJmqJJN2nKBMJv0PBJRBsQYSRX5nF+kl7R48ocLkzAb5KGWHF+BletJMqOgDlcMSDQRKIdSGAQY/VKtZFIIxIXEb+ARDcS3chYRM4SMhfAXSXpSzTezg6fJmHjCBunUQYaM+OVMOqT1Oud3rJL0pI0MqvqbcqVBlWqLjeUHh/Qnh0pP9KX8lRvIqdXsOdG41fX+14Y7PUYH2DPDnmM9dNWna8wnnMtjXMtnX0tjZ2fzm7SvdlVe7Cj+odi0TOJQV5Bp30vHPa6esYrLXK7pnx/SG3Q06lfeuR/T2Q/flRxKrPjpJ/iqZOSTSHql9K7T0S0XUpo8bvQ7P+B8uR+7YWrdSeuVn8bVLs/qP5IRNvRkNKPkit/Ol0dsF24F4JvIPoGgm8g+Bp5+5C/D4XfQ/4jlIdReuyZsjP5AxFN1R/3tbw8ffOznpYPspKhkLIl/K0BZznpiduiwjdnZzwqk7wQdvk/YsN2JCf4nDpOUjM3Rsb6BEV45ZZwVFUeVVWczqZX5b1BX9aG/1EW8JfSyB0Zx56XBW0Tn0PMZ7slR09UJv87NZnf0lc9mFul+ybi/Bb/83suph87WZT9g1z2Tnnz842G55uNTzeZHmux+TRaObWOR5odVG0kGgurTr+5zsIWTYOvp2IrEVloGQPhHIdvRtw4yTD7FDK00MGS2mmulQqcLKHDQ2j3Ejs4QgPNs0BgBtcCvh05TmS7kcWA60TRCu188Jfx2+Fz98QTK6Ftc7lzi313HnBvCE9VvxAoe/xioq9f2qNnkradSdj4RRDrzWD6cfiLAdrqp3OG2XIbVTuI0oHyJWjuQrtKtEuoWEb1Curvovo2dHdQcRcNq74ty0S7AO0qFJbPbjqTBoaPCrR/51Ydlra+lVD2lyy1cMJ8fWW9f2U9arw7qDExq+SL5JLD5QNZPN1L0sonW3VfKvy3Kc+wS86zis/R8gBO8TlWyUVanfHqpOTr8eA/ao/8qUlXdaxwhGaP0OaVjSXzvkk3Nkbf8Eme8BTbPAV2Tuqsp9DOFjGQuFFxn1TeAX+Gk3XjjcLBkIQERXKwqrJKoKnIzMmMiotML1G96ZeGT2O9Dyk8j1TRbwtZX0rI30X020J8VUD3Ksi/G+E3D38nAh2IWETsMku4QEL7ca6TBN8gcbOEt0gFSyTOhAg9TdPTdD14Bq8K187y8Z1JWs8I9QZ+59O86oNFLX++rPhL8sCWuDkab6UZJvj34NyQd9gE+/9j6z2D46rS9d9nrW61VHIoBxhMOOQpMmcYhoGhGDLMBYYBbEKBwYCNI4ZylnOQbCvHVqtbnRupJXW3utXqqJwly1awlaycO6fdQckBfD/Y/3vurXOr1pe9a9f+tPd66nnX+/6e81M4H0BiAKcdODWNkzYkuJHsRrIT511I9pBMP86O0KQJcnYG56eR6UCuG1wflYWROsmWeUnmUFRmFye/k6T0QBaB9jpMi1TuQNoAeOO0hGHJ/ci1Q+ZFoQ+FPsg9kPuhYKDwQx9kGUPgjkAxDdUENA7ofMTqXlnhj7KGYPCigkHTIgxelPlQHYYlALMP5Q5SHYDBBbMflSGUeaPLXVHfxL/w+R5TS9/hTNWlwfH/X3H9H+fqCV8X115VNg7+Zmle9t62aPEAKsLEGoHVB7OLVPlgsqPcDQuDSgZGNwxOGH0w+GFmUBFG9TwqwqgIQu9BqYtWRWAMwBiA2knMwTv6qg2gyIsihqgjnDJmeSkDiQeKAGQ+yHwQeyB0I98LoY8URoiMgcgPKUOkASJmwHUSgRc8J/IcyHcTcQA5DqRP0zw3cmxE4qNyBnlO5DjAdZNMB1JnkDYNrh0CN0R+5DrvVIx5DuR7wXOCa4PABRmDPC+EfhQzyJ8Af4ojHF9R4rj9NiJ2kduWl2+HwAm5FxIH+NNQuEjpIoRuWhqkQifNnIJwmiqmiXyWakOQeEgJA70f1RG03EDrDWINkHI3Sl2k2E41Xqh9UDPQhCFxE4GNcKdI+jhSJ5BiQ16QSEKcpDHWkZaY9B72qQa6W8XaUbxys/C5/cLv8kzphmahperS1IzRwC2Ke5n/6ZojL+DkW6y9r3N2//ihVK3PKzEclGrfkVTeLetCTjvkE9GlEWROQuCAOgJ9BNoFlARREoJ5gX3p+uv9c3zf7+LR4fxLlzSjtvSWyZ/rPc+J2mNOqeivGrrDgm16HKklie1UP/vn7siWDu89ogukdPzN3kh859TrisZjY/NHmka3VI8/l9bE/kkfk3QlKnOMZruQFUA2g+wQ0oNICiAjjJxFpM8jPYKUALIYkhlAkoOkuXB+CtwZUmSneYPR/CFwh6jEwUobw4nLODOI01NIdNIkN45NkBPTODpNzjjp0Rl6dAZxkzgwheNuespN42bIMRuNd5FEDxKc5LQjNjuIRD+SwkidQ2oQaT5k+pEbRm4Y3CAyfOScg3Wgm+yuI9srOIc66P4GGlcTHV9Pz5tWC6rOX+xvHruiKj5SI/+hu/DrfuUnfeU72s3ftpf/62LxG70VP4wNfHb18lNj/S9O9r411vWYuSiqVre8ozLqcjW9XI+uhrt62r7SKV5VyWIMhbRYsDIxbkVO/Ir8pBXF8j9pCx7WV3+f33Jqo/XYm4ZfDzXtO1j+4rcl5BsFftHFJlU9n1f9z/iSx45pXjhp+Tix4sPdins3SlkbJay96nt2qNZtEOGU5vn6Pu5PpkOUvx7S2+b1S6L6CUWbUfoj1W5B0WZotj1nPCjpSmuo/azvwmt9l17XFq7Ly8RvUqiL2JI8tlq5TFW40qC5X6e66zfhvQrRvaqiu+XSWImCJSvhqMyrVQZqMNMay32m+k0nKk+9W3r8ed6+exN/uPvcd8/m7ltx+htO0uds0fcvqncmWLh8tZCvTD7D37E17su9KWd3FBjeLGl8oaLn9R7/60NLz3UEnmlzPN5me6ybebt/YcvVyLtNno97w5t6RzbX1nxS1r0mf4jmjLMVXnYxA7mDJZklmWOEO7tcw9ASBgo/JA4IHBD6IQhDEIDIDbELIhtETggZCOYgjEDIgO+BPEgabz5ydWn/5DXBWHh/28wvF51m5o8yf8/2yjdOWx48lEkO5cSckN+7PSPqm2T2Gyn03dSnjulVT5w10rSLRHiFCK9CG4b+BswLMEdgXoB5ERXXUDEPcwiWMCpDKxuXqDkMHUPLvd+P+tPaWveo6wUKAwAAIABJREFUGl4VV/1sufhCpnalrP7IFHPp+q3LkSXZxOSOqrwM888FFVmdgSlFS6LQ/IOhYmd50suS71nyrRzBj0Sxl523hQp3c5oUH08Vfjtz8i8Nu1+0lhQeqxhlF45wLtyk/H783IqEyWjpzP1a/10FAZrrh2gB0gUI/MS8RNtv3tMU+KDTmTYTztdo+ce2llfWSVuHCpt70iUymVqbzP/tvaPy5TusUQf7sKebc3CAtf0Se/cluquL7rpCfu3HoRnEMTjiR0IQ6XNUeZ0kXsWeFnp2mGTYIIyQdB9JmEGKm1M8R7NHiGx2VRVzv3ow6rSKE2+Ijq9al35h7fF67LRw4gdJaiBKssgSeLC7Bft6V6baOElTOO9HohenHDjlRLwHZxkkRZASQnoQwgW2OEjjB0jCCE6P4fwk0meQNo10FxUHkTbKVriROIoUB1sZIZkzbGmIrXaz1ZPIHogWzMQUOjkaF6dohi2bouJZyLxQMkQVgsIPOYNCBvoIy7oA6SQ0TpS5oHVC74HZHWPysa1BGBloPWhYJK1LpCoIoxt6B8pdsHhQ4YPZh6oQLH5YGLbVzzksf/DtTcqqi+fFBnPr5f85Zf1/R879P3k5474FrqXXcGkiRaiO+mTv8jIbqQyiIozqIMxeWh2A1XnHp1oZWAOkikG5F3ovjD5UhUjDAioYGJzQzELrQnUEVXPQB1AwCxMDvZ8Yw1D5oXCQogDUwWhdIFYVgMSNQgYSD8ReiDyQBW6fs0LCEBFDJEHwvMjzEjGDPDfJ94HnAteBPBcEHmTOIsuOXBe4DvDdVM6A7wDXgWwnSZtF4hgyZ8C1I98DgQ9ZDmTZkO1AjgMCD6QMeB4IvBB6wHVCGIDcB5mNKBzLFDZOgR1iJ3InqdIPoQsCFwRO8GzId0DkhNR7u5OCFrqhmKBFDqqwEeU0kU2SEhtULhS4iXkBxiCsEdQtoukarF4YndC6UeikxV6ogyhmUOwFf4bwZpA+wspzgeuEMEwKrkMSQo4N6eMsoZ0tt7NFw2z+OOdUO/1eQr/h37c9/6ssQ2H7iKWl+eSeD9N3vKo69RH389jkDSuVxdyLo/6Myv79TVNvWoappJdtZIhymkrd4E9D6YP1Ohp/R+01mJhlVZFnLy581BMsjiw1BLoNV3IrevS9oYi6rklzcTihYWyzpecLRdtn/Pq3UvRPZjWsUVx9vTUQNxDZ0zb1SuXoZ/3zhzunt4m0n8gbt9SNblA17K4ff1k+grgWmm0nfAYZPqT6kB4AN4zMCFIYZIWQGUZqEJkRpIeoYAnpfpIXptkMyfBSRYSWL5BCO6vERpXTkExRqYtmT5LkcZI4RVPtNGmWpjpw3omjs+SEHYcmWXGT5NAojs/g6CyO2nDCjlM2nJ7BeTtOTtEztuX8OSQHkRRG2gJSGCQ5kepF7jxS/UhnkMYg2U9TvDTVQZNnaKqTpExRvjNWMhUj7XpQN5A06GycnFaWyrknv1Af/0dt/LNd5t08ywf8lncLqv5jqtnS1v1Le9ePTa3fW6s3dTe9c7maM1BHh+ox1kqHLtw1dOnD+rJPuWfvkmZTaRrrN+7qMwfZWUnLJNzVEsHq7KQoec6aBut3osq8zBp+Zu229crYr0vJ1yXkYNXa0zVrEiz37CvgfJONr4TYKMG3hfQ7TcyW8hWbSunncmyQYrtkmapi21n1odUpH1PexzTn31TyNadoe2zhDir8nvK/o6LN0O4i8q3vlh4o79jdd/ltg3qNnE8KxCiSQ6+BUQtzGSpNnPrK1Q1Vd7c3PVlpvv9S21Pl2pjfCqDSorKWU1MZU2uJaW79+HTt6ZdLD79WlfZyedpTslMPCuOeUSWwT37JOvkxm/vVS4XbZKqj6pNbfv1pS7ys5KhMs0tq2KCsfUFS80Rpx6vdwec7/c9e9D3bMvPOZc+WgUmZc8I47SycmKtgbrb4glnWmi95hnUnTSSuNjq1l2QMsZR+ZA6wRXbw3THyAC1gIPcvK/asVDo5BX6WOIT8IGQhyG/vHj7ww+BGIIxAzNzpF625vm7g2gHb72d6mE1NtvVt/qypmw2/38js5/5a/ue9Is5R4fJdPPYPvKhvczivJbF2qLcerWq/O7WViqaJzkPLfDAsoHwJ+jnoF2G4BtMSzIswRWCOoGoeFaGV9YtscxAaN6vCt3XCm9PdkVR39UNl0/rS+nXxxctVPT9MRmr++KNz/iZvYPIfpamHLCc0jcqrwcWrget9Po++y1JnOX4x/amWU6uth2OqzsfU5zzZX/r5lGXLZPbb4zserdv6twqDJr55YlXBQIzehdNtONZLsz0k37WyyLOqNEClXsiZtdXzr1T57tHOxl6IfDUQUdrC6p7Rut6p2pZmfcOFgsbOmqFpYaneaKmSJh5Ijj/+9zg9PXQVCX4kRnDUjQOTODiD/TM4OIlDszjiwQkv4hmStkQk16nEj2MdONxL0hxUPI/4GZoxSwQutnYO8jEqHuRI+h7gX151unJZfB3roIXuqFp+4PKKsyPLUsaX5dii08dXpQxydteTuH52mo2dMIZ4GxJsiHcgIYCkAJJ8SGKQHEZGmAgiJHMUx9ro2RGSMI74CXLOjoRpZHmpwsfK7Y0VDRHuJFUwVMOsLQ+uEwxzEizLkgx3nzNwjhhYZ2ujUqvIcX2soJvmjbDKAkTtJ4U+yDyQuaBhqHkeZQHovCjzQ+eDzokyF/RejinAtjDQB1AWIC030RhBuQ2qcZTOosyBagYmL6y3XaUHlUFiYWLSqle9/GWOupavqZMaG679cev/iUz//4jrbWx/zwyTZeyu7LHtOZNLNp5kW92oYFAVgTUAk5fWMDA7YHajkiFVDK0JwxyE3gOTB2YfqWJg8RNrAEYXNLPQuUhVBNYQ9AEU2WEOwhREGYNiD4o9KPJCw6zQMuwiL2QeyLyQeiHxQuKDIgixH8IAhAGIGSINge+9M8Yq9EHgQbYNPBdynch1ItuObDtynchzQuijMgY8OzKmkTaDpHGSYwfXjlwb+LcftiF7FrkOcO3gu4g4AL7vtktGfgAiBpIAJC7IZleW+miBA/kzyJ0ghQwETghskLqRb0O+AzI/CoJQRlA0TzRBFM+SUic1MCydlxa7iMrFUrlQZCfV8yj3wRxE3RJpugmrF/oZqB0osFNdCOoIFD7IJsGfRNJVkjtOhQHw3VCEoZiDYgGFi6T0JnTXoV2CZhGlN9kqZp14MObcRRxvxC+6F9P0ksvjuuZKQSG3tbPCkLE+46eHi8wFJ6wDj/M7ViiGlst6IRxmVy9BOo7ccegCpHIeDddw6dbKrqW3uueO224K7U7tdGfViMLSdqaxW3Jp+GJHT3eROMlQkCo16uMsl0412qRDQdN0JLPbu6ltVuq51sYs1fiumf1/1DK3DGOz8dqqA4V125QN3xTWfaNoevxcFfZVImUEOXakuZDiQhqDrAjSQ0jyI8OHrACyQ8gIIT1M8haQ7EUOQ7MYkskgN0wFfuSNR5sDK8rdHPE4q9DGLvHT3GmcvYrTAzg1SpJcNMVP4u0kwYlTNnpilhyfJidn6QkbPekkpx003oHT07HC+ajzTnJiYkVeGMlBJIeREkFiAMluJHmQFUaSD0k+JDPIioAbRg5DcnzIYUiOhyUNcUTTrNz2VcqLWysvFdW36xpa8xWCwpztDbrvNI3rT1sfP175yMniR86IHj0je+ak+LFTknvjZY82NXw31PxMfy0G6jFxhTPU/VJ7zRdF6Q8nHeIkHOSc+HVF0pF1iUfvP3P0TwnH/xx/8N6TcQ9m5n8gr038ICP5M25qonXbh4Xs9TrODsuaxNbHEyyrT+lX7VdwdsnZu9RRPxWS7cWcn8vu3l626ttCulGIz8U4WLROX7FRX5/8TMYGcvYtevot1rl/cTI+YyV8RA+/Q46+S9K+QeEWiL66T7JZ2n76QuP7OiVHqyQqBbQqlGtg0MBQiipLbEPl2tb6B+qtD7fWPGUtv6tATCQSqEpJS/OKzgsPV5keNF7Y/11T2usXst4fUr7dU/yPasE6UdyT5UmrRHsQ/ylN/uSH4gP5R75I+PSltLQzwora3YXGt/J0rylqn1fUvaBp/2nAfmh8+szoWJZtVGlrqBk6Z20+Yu7sPlY1mDzInGzyv5LUvjJOv+yImm5XsuIsbOk4S+VH5hCVepDr54gYIvVA5nrE4H+5PvRMRehBbRj5Tkh9uN29cvsvFgQgDEDCQMaggIH55rKLSz+OXDt9hfm1zbu+3rmrN6JibtaGbKebNh8yPXRAvG7DWXwniv00l/PS+ajjlnM7VM30bBskfqjmoA/DGIYhgvIFlF2HbgmGRZjmUR6EIQjLPKxzyxvnqZFBiXNFre+MMygeGMzscn5k6H2w8CJbeCWmxvXt9GLNzT96F28Vj8xuqBAcMmepais7x3190/Pd9uDFKbepSmhIecGwb3nuN6yCQ38aNG3pKdjUcOSRnrgH2zY/mPnZX/RGE7/u6jOCmmhZBw5X0lOdlGtHjp9oFpbXMGzlILtw7IehiDaw+H3l0KvNPoHvj47gUv2465Iz2Odfarg4IE9OtKgKeqbcVR1Xi0WpohM7fzynuvtoxzoeg+QITjLYb8f+KeyfwIExHJzGCQ/iGZxkcDqCZIYqwjh7GXGXaaaH8vxIn6HqAHijrDwXWzpNMzpW84ZWxTU9nd4fG9eB3c3rzl59Vx98z+R+s9z9mtr5knj4denAa8X22ORxemZodeo4++w0znlx3o9kBskenHMgiUFqGOkMUt0coYOT2EPPjeD0GFLsNMtDsl3ge9iGUGzJ0N8tE7G5XUQ0TXQBjt7xrHH2PvHlNy2ze5on/y5uZCXURQv6Vkqu3K8dZ8tdHJWDpl3kpF9mJ3fQzC6WaJAtGWbLRtiqKap3wuhHqQtaL/R+ltkXYwminEHlPCojKLVDMwujGzo7TG5SxUDvhslHrEGY/KiKoGJupaSb/dLnR/N0qorOjAJDZOl/2P3/Uxa+7WZv3LrVMuTJNFyq7bOv33ly7V7BKrMTZg+tZKjFi1qGcyHCrvAQq4/UBmHxwOxC2SzMHli8MPtoJYNyBzG6idkLnR0GD7GGYApA54POh4owKiIo9aPEQ8uCKPahlFmt8rOVbhT677AjpH4oGCILQeCFwAsJQyQMJEGIGYgC4DuJ1E8kfuQ6kOcGz40sB7gu5DrBd0PKIM8JgQdcB9KnkTKBtCnk2pF3ezmQ6wDXBp4dPDtybeA5kOtAvhdCLyQMxEGIghAzEPshtq3UMuySAPJsyJuFnIHID4EDYhuRe4nMT5QRFIVRFCJlS7Q8SNUzUI5TnY3IhmjhOJVNEeEUVXmpOQIjQ2uXUHcNlYso80LvQYkbBW6iCkDqQr4d3FGa70TGDHJmkccgP4jCeaiuQfs7Ud2EagmlC1CFULKIggWiZlZVRljlDKfhOqvUS9OatrfPtl/7vXykXl6XpjMeUhX9nGdSflLYFiPrp4WTNHcAeUNQuaFyozQIyzxtWkTLfFTXtS22m0rHgLQ9vX7glMH8L0v5vy28T3/L2GWQnDSf/8b0898LPv5T+vqnTiYl/NY90eQOX2bCTa6IbibS6Fswd/R0TUz0zDoax2yGritio5mvrUo3d+7Rda7nV9+3S0A3F3HOtLDypgjPRfLcJC+MjCBSGaQxSPEhMwTuIlIZpAWRwSDNT3gRkhtGRgDJAaS6kTNDRVPkfCc5fYEkd7F4QzR3iJy8hMPdNHGGpttJyiRJm0GGk6S7yTk3OefBcRs9MkUPTeLIJA6O4vg4TXVifz89PByT4UViACkhpIaR6EOiE2dsJMNDUhw4O4VzdpIdhCCC+Emy/wLrYBeNa2Eda4pOvhAj740R1m7W18sqm3kGC1dnEpQrTpf/Z7dlzYHKu3+W3rfpRMy3h+lHP+OjvfSL0/SAaIWh+uueC/++0rbmcuvDQ1deHu39skbzT1VqTFEmu1T8aIt6Y6fsq4vSL1qUX18w7Ws17VdZTv2kyf9LhoDuS3ridNL5iuOfKdZ8pI39pfqhvZpHDxc/fKTw3kPSNQcK7t9b9PAPuau3i+7aJl+7URqz1/r4d9LoPZpHtDWfVcr/prNseU78Bcn/lORtoMIv2IXfUv7XNPsrkv0Z5X8D6cZ1io2/mOKM1Wcu1n1h1KwwaKBVwqAhpjJSXgqDDiZjlNkUYzHFVlvuu9T8fJGcVSAjv6mg0qOijl7u/nNjy1fcxnNvVya83Zz1yWDJiy35T5nSntCef7lJsFK8n57/YpXo+w+Ld4v0J63GY+rS76X1glNt3Yfah7hX+7L6W8VjdU2O/Ka+XysaP6ttfneo5z2LarlM+Q9lR9tr4pblmR0xSYPY081O6+Pkd5PjzeRU94qSAM2bZKsYKvfh/BhH7mWJXVTq5chdK0uZFcogRxGCzA+5FxIv+E7kTpHcUZo3TnKnCN+JfAfEdqoNUN3YR5fcZwfD8Z3MtnbfZ23OXZ1uS+jWb1Pl35c+9IOA82U2/Q+fvpNLn0+nB8wHeM3Da8/XQTQLRRDqMPRzKJuDfhFlN6Bbgn4OpnmYIjBGYF6AaWlF7RLVBaH0r6thcp3zsv6Z3dXTT0qvIPMKMc+zu67/MHGzef5W3+KtBo9P0GNMN3BFpbqC8tpCa5vM0lBc06GqqTpz7uvUXX9O+enBFvmmIfPhmqR/89ev+O27BwR73i0sltV1jKorrnwpqlieZsBuHQ5doPk2FASjq6+93h3+s2XgXvNwytS15tlFXqvtcJu9OnxL19HbMuXsn79xmbnZ3DHA+3lz+pYNpeU6mdHCzUxWyfg55q43zrW8pvDSRDfOeHBgFvunsH8cB8dxcBZHPDgZwPHb4hriFMyRw3XYXc/mhpA0g1wHtSzSnHHs7saxPsR3rE648ih/5tki38N87yPKyJOW8Attwb+ahv9bNfTfsqkXxFPPy8YfUtjvyXE8JfA+V+K/K89FEj1IZJAcQVIAZ71ICSE1hNQQ0gNsRYiTMYFTQ0j3EuEC8hlaGKEqf6x6epli6CH9GId7iYpstMQD6RgtnqXKkedqQm+ox+4TXqY5A1QZiLH6n2hgOLKpKG4v3aOie9VkTzErTkuP6egJPSfezDlnYcsu05ogVC4Uu6B1k3LXcnOQGBlY52BgUOoh5X5iZqB1oDIAsxcqO/SeO726NXOomltTOhrz7ubvTgrNLUMnuEXu4Nz/7ha+TRS+tfjHLXP3LNfUXdsz8/cvdq07UrhKO0HNzlU1TLTJEdUUvP8i80Ctk22202oG5XZYXTDNktuDN5YgqzpMTC6UzsDkg/F2Tk4IJoaYGBgYVIRRtYASDyn1Ey1D9GGiCaxWBdhKHwoDELsh8UIZJsq5O8hDof/OkjAQ+pHnQb6HyBgqY4iEQa4TPDdyXOC5wXNC6IXED64deW5kO5A2jcTRO2erIg9E7jv6mucgQg/4dnCnwbWBO4t8D/J9EDF3EnikDMR+SLwrSxgq90Lgg9AJiRtSBmIPhDYqdkHiIcVzRMlA6aaGAEs7QyRXojXT95XO3iXsijprpgk1HF4vzelFTh8tsVO9k2gmacEwlfTRghEoZyGdhWQGgglwx5AxzFEGkTQBngfSMOTzKJmDbh6liyiaR+E80dyk2ptEuQQBA5mXXblAq6+RmhBtnCNFs9G5Xaemb+QOan9UvLhb8cyv/L98efrzd5Py7sky4LQKxw3IbIq1Mnd33FrbdjOqMkzMftR6XxuZU/onlA0bpebVdV1PqYoebZR8LPjyYdHBzy7zNw4cfKpp49qGb9ZVfPFw9amNVfxTOds+U8R9V6lTXLg6eKH3UqX4XPnhz/mn9hU3tAo1v+XmnS42mk/LjJ9zDS+cLl62SxATZ4mJr6V5fSjwQOhFphepASQFkBpEahCZYWTPISOIzCAyGeQEiWARuRFkMcgKIi9I8n1IHSEJPUgZQNYQLbDRgknKu0pzx2jmBEkfodJZypuheXakTpI0F5J9SPKTE7PklB3nnTgxhRQX0t04MxWVZF+e7cd5DxJ9SAog2YdEJ5K9VBgkKTM0cZacnCBpbipdwLlJ7L1Aj3bRc1doeh/l9lDF8P3KntS2UUvvuKGrX9NypXJoIrU16RvNg9sMy3ZK1+7nPX04+8ldp1ZuPRWzNT12j4STrftLc8tPAxc2XW3aMtjw62D9L3XqDwtzVhgUa6pUrwyXbrp44KG6n2Katq/uSP3HQNVBQ0P6B5lp5Jt9dPPB5/fty64+/KlgxTfW+38sW/fP4zHvHfvTFyfu+fLYmm8THttw6tEXv+O8tp3zwenV68Wrdluf+Vn7jMCy3iJ735j8YL152w5LHFu2AZIvIf0Kym9R+CMUmyH+BvIvosVfHTDFVRX+aDzxemfpl82WZ01alrmM1lpizGXEUApDOTRlUGmh1hGzZbXRuFpbGqUsoQVaqPQwWNHZ8byx++yHin0vVSQ8qzv2iHDP/dxfHsj6Zdm5H542p/y1Kism/ev7S7Y/rtr1WXX8b/25VtM/C0qe13aeaHXnDNq39fR9NDr80eilv9TI0VyAtgJcLIWlhC0u+re2/8oG/QDOXELSNM5PE1GAls1zijzLhA6aPc0W26JLAjR/GomDrHwHR+6jcgbZNsjDkM1DMg9ZGHIfZC6S7ySp/fRME+tEJT1SzT7cEHWshR5roUltNLPhUe3gh03OnU3u75vdr9dPPVszGTd1Ux/x/1q1cV/lfb+qV30l4ryRxXo9+/7kqpwm+8JH0g6S2Q8ZA80CNIvQ3IB2AdoFaOZRGoY+jPIwDAswXUP5IqdigVXKQBG4ryaYMRnKbxt/R9RFeT1Ex7DrFtmNvo2Doaa533uv3WjyM8WtRUXVvMsOd6890jkbvjTtb5sNdrgX68bHFBZBhSXdkvkfw4FHRYfezc06rDPI24cHB4O3ep3Xzb2eneaxdbmXcOYSS+lfVT8fU+1/oXN+65XwK5bR15tdP3cFk654f6kd4A/7211+UZFcXlWr6rdpejyKlqF4UbE0LYF78le5hGuy6OXFKn2vfWNOyz/zJqNT3DjrxOEZ7J/G3knE2XDIhQNeHHLjRADn58BbYJcu4nADNlVxeEGSNgWhl2WIkISO6LNDTxZ7nlAMcc40rVHYWWlXOPFX1sicsVrHWuP0w8X9MScqOEdqY892x6SMkHNdNK4+9lDbgxmjrL2t9EgPPT/JSpilJybJySkk2OjpMU78GDnRF5UxHBXfSeMusM6P0KxZjtRHCz1r6pn7lN3sgqt3NzCvtIbWZgyS7FGqsEFupyZXbLkdqZ3IHCcFHqqNxNSE7q11c+TDy5V2Vmo3J6tvuWRkmWJ4hWIoVjm0sngkWtzPUs+QCgbyKRR5oGVQ5lxmYYiZgSkEfQhlDIwM9D5oXagJodwDlR16L4wMzCFSFeI0zN9baVv+xb53dpyvaB/9JUk2YvP97znXO2XiyM1b6tYJUdVAZefY/e//QOO1ME6SKi+xuqjVtbw28OIF5tOOyD2GqahqL7V6SIWHY/ZD54AliKoIq34uqiZA9DZq8sPgg9kPcwB6P8whGAIwh2AMQukkega6IC2fp0WuNdogkbog80Hqg9SPghCkQQi8d2RV4IHAR8QM+F7kee7cEfqIyAeuHXw38tzge5DngsANvhu5DnCdyHYhdQqJo8icAd8NaQASP/Ld4Dkg9EDgAt8B7ix4dnBnIfRAGIAoAImfKPwQOyFwELFrRbEfEidEAUgckM5A7IbMBe4I8sahDBBlkBYGqNKGkkmWcpjIemnheKxsbJX4yrLECtYRDY1Tc45o2ccNnOzmFQWXKb+enjOyEgw0o54WjUM+TeTTtNgNwTi4w8ibBs9GZAyKIiieQ3EAZUEY5ogmTAoZoopAPQc5A1mQasPLa5doxRLMETRep3WLyB9+TDO9v69rlykuTr/x41Mr1x97cJ8s9bPi6nXZ1n9Yxzb2MTuHPMdHJg8Nerd0zq9RDq0yT2dEbtX7rErjsxoL/U1Payrerzv/gfinlwf6G8esqVf2PF319b2F7y1Xfbiq5MNV0rc4hW+yrJ+xyzetrTn9j6G8T9p2PKp6B4ofn9AKT2oLM+paytun3QJ9++eJqrsPKMgBNU1vofkDVOWCNgKRC2evknPTSPIgPYjsMLgMuAFwQ+CGwA2CFwJ/DrmRO5e5PvBcROQmQictDlLdEimfg9ZL1XaWeIzyhllKF6vIS9JGonKncK4PyWPI8CDNTdM8NCOAjABN8YPLEF6QZPloujM6w0US3UjyIdGLJA+y/HfmgpJcJN2HRBe4QaK4RvKDhO+hBfO0cIFqItR0g1V7/YWLIcmQ29I3Yh4YVTV3Vrb16Xt6jlpO7lA+Kah6u7F7U1/fFoP1vZSS1UcLok6oOLnax9qrfxjWvjlR8syg/M9d4icvG77oqvi6t+qT3oqto6W72n/+U8umqLpNpOXwfSOlO4cr4/hlmat2Hr7rYOJuZcY504b3eaz1hrv+VcJ+jcvZKH7sUPHLu3KfPiD5x175K2/ujX33aOz6nPu/UT38b+nKbaqntZbvG4u/UJl2ptTEb7OcXib9CtLPUfQ9Cr6FfCOEG8D/lC368jv9XkPxtsojLzQe/Ev12Vcv139iKltVbVlxsfE+k5Ya1MRYToq1UGpRpIPWHK0zxWr0VFkCtQYmC9WaSWPbe3mXuX8tPf6YJu4pxb4nM3fen7B5zdFvHs7Y9VqL8LWW/OU5379oPvKcav8HNZnHh4vNnfsvGB+52vLg7PDfLlnYvRVR461r+sxRvWWYqGD1lbKuqEi1JlZv3avunXg5vx1HO5BiR5YPqQHw56L186y8ISqcphIbSzLNUk6zch2sDHt0EUNlfprPgM9AOI/8eUgikDEQ+SAKknyGLfTGcCdZpzuiDrVGH7hIz49SiYdTHlrZuPTclbkvO32fNHmerrbGIJ+bAAAgAElEQVSzreP/3RHMD9xI6pLsqH52Z+m9b58nLyWxDxvjGidnLFdnM9qcy5K7aOEcdEtQL0B1Hep5qENQBVEagi4MbQRliyi/Dt18bGUkVu9Doeuexsi5iQX1CPO5cYQtmeCYwytrfBzz1MHZxbbQzZ7gjYs+pqgxWdWS0eVnOv3XLjiWaqeY+plQq2Opl7l12RPpHx/Rnf2k6NvYlEMfWy9fGFm4djVyo9dzq312Mbm+5xVhHU2pZ4v61lS43hq4/oRl4tm6qX81Tb9gHVrfEviqwf3v+sn1TeNlroUCszlRo0vtGIxrGOUPBPfXOt7k1mSlJMvOHxHnp4kUv/GMzXmWhkOqi69m9t3HD+GsB0ds2D+DX8cRZ8dBN3bbEefCmQAyFsCL0PJrJGscB/s5ogBJHSRFzJqquejcoVVK33+aAjuabG8WXX1I2EW28LAhl+7Q0GMmzhn9siNF9IdsfJNLd2pZcXUrE+ujd4nwn4zV29T0Cyl7h4HusbAON7F2VrF/aWDta8MPerJNH71TT39S0e1auk1Nf9Rw4qrpXj05br3LOPOkZpAj7rq3wvNXq3N5YjfSR6GwQT3LNjuIvIcqR9g6H9SzxOD6r3rmOfP4A4WDy+R2eu4S+1RtVHw9h3uJfbYmJqk+OrGGnq9myYagc0HlIjoGZQxK7RyTh5oDMDDQB2FgcNsWGhhYGei90Dhh8MPEwBSEhYlpjESXDbO/P/HilwfM7SNb4/M7hqb+l3P948btfiZm8aaifuS3+hFtbdeat3+M4bdTs49UBlHDkNoQrQissTpeb567yzQbVWlfVe9nV7g4Rjc1+1A3j9pIVNs1ttXBNtqo3gmt6459Lg/AEoE5DGMQhjBUHuh9MM6h0Mcpcq8tD0Ngg9QHBQM5cyddTngbTOgnt3lJeV7wvcj1EIEPOQ7wnMj3IN+LfA8EbuR7/o+sOsB1/g8yIm0SmbPI80Dsh8gPgRcCN0Qe8Gzg2sC1Q+AC33lHXIV+iF0Qz4A3At4YVdiWlXpR6CRyF8TDRD5K5NNENkGkY0RpI4U+yPxUxRDpOOTTLMV0dPEUlYwR8QTb7OeobTGSEVZ6KyvBGpVWw8nv4PAvs7WTpHiKXTBKi0egnITSjkInKZ2DzAXeKHKmIQtAFoByAdrr0CxAFaH6RcicyJ+G0gOVH2oGpUxMRWSFyUcVE1TSS0U9NP8y5baxMpqellT/UKY/V6E9od13RPxqsfFkulqaenFM57vW6LlSXJuaK9+hMJzKs0q3mDu3XvQa/P36zi1S7WqZBmrT8vbmjfVZHxXtfqqrTmS3ZE4decv4LkfzLmq/ZTX+wGr+nt2xJarpe1R9je5fojznH2vaSGs2oO57WH+MKf35kWJRQr9vqX1yPlVz8R/J1pWZF0nBENRuGBZhXWRXRx4xOKJTu5E0Ah4DXgT8CPIjEM5BOIf8CPLnkBcBL4LcOeSGwQtBEII4TPKDEDNEzNBiHy3xUrmdSqeoZBL8cSpwIXOG5kzQ1H5yro/FdSJjFmfHSBaDdIYk+pDqR7of6Z4oLhOT4yXJHqT4kRqgOWGaHwF/HlkRpDHICUEwB9EiJHNQLrCtN2iBDwIPJFNE6CGqwNry8U917edqL+dUdorruiqujLaOufSXu3Isx2ouftLf/9js2NM9lz4VlT97UrMsXr88sei+lspvBgufGMljXUqmplMcbcKfKtNfvCB+4mrZP4e1P3YcfLj+a1bzVnrx2APD2u2D2p9UBQfu37X3taR0Xt3JHdL7/5VLXhHhFR3rr0X0G9PDe3Qv7RA9seHsuq/Tn3hlT8w75zifyv/0VekTH4n/dNr4ZkvlVy2af0rq9/9Nv5+d9w3lfwHlt9SwE+KvoiVfvqzdvkG7I8EcZ1BtNR95tuXQc41H/9LO29BRs8Wge6C+6v6WmnvL1URXTLRqKDUo0qGoDFozx1C5TFWGYg10BmKo4qjNqGh8I6kr442GtL/Xpj0lP/BPzblHxYefyD/8BHf/KxXcexVxfy7a+6419Rnpoee0J5/RHj9UnWCt//FKxQu9xnWXNazuUtKloVeNxN66fNDK6iwjLUVQidaIDJkHzKPLjrUhboAkOUlmCOe9yA1S3XXkz7KKPewSDxHPUqWdle+IFrqWaxkq9JIcJ5JnSV4IvDDywne+H/4c8ueJaI5kOxE/QE/10FNXkT5DShZgXELF3MN9197vZd6td61WTbCqvOtafVmBmwWzbdssb/6ke+TVc6wvha/91llbPziemn1ErNc+m11HZA6URKBegHoB6iDUAZQGUTYH3SLUC1DPQ7sA7dzy+usrGxYgs8VYgj+P/66zX9vbPH2X6Oq9Vv/DtfaVxqk0x43W4O89kVuXIzOq5s280n+ZerQXvcGm2Yh1PFAzFqybDrc5FgaZW1enpwtPrS889IbB8luPO9Af+P2K/2af8/eWMWa3tnlVQtFafs3ftJde11/+T9XsM8aRxyrHnjOO/K3e8UVneFsHs946kdA5W1hRmSUu2lx2Ze9gZFOLfUuTe11C+1re0KdZRdlSidBkzdU3q+o6CnJSeOKCD9LqXpYzrNNuHJzB/mnsmcCBCeyfxQE7EvxIn0fWdaQHaNEc5U7R88OEOwXeBLtq4b/q51nZg7H64AOKob/K+j+o8bxbY3+9oPOuQ3ps1dATrcsl4yxxP827tDrjAjlgpdkdf6u0PXHeSHaqHsu/eu/ZJvpLHStpIFo8w0m+wj7RzToxRI7303NXoxL62OeGaMo4K22Uxg+wz18lCZdYeaNsXZgtn0JaF7vAQbhDlD9G5C6IXVTLxJr9HM1sjGrm2WrmMdMs1bvZZc7/rnB83uJ9SDXBybgQnVxHz9XSjAus5JbojAsxaS00uZGKhojWD30ApV6iZ6CxRxndbLMPBgbGMMxhWCMwh2G+HZPqhc57Z+LUPAfLHKkKEd0oew/38fe26JoHtp7h13cM/K9RnD/uBL26IkuCigFN25RQUxnzr+1r1GPQe2H0w8qgcg4GHwzOKLPr7jrf2mrnqmpnjNUBwzQag2iZJ81hUuOFaQZmG8od0LthZm6XhVE1D0OIlIdRHkGRixiCRMtA6YvRBlYbQhC5IA1AGYE0AGkAIh/yXUTKIN9HpUHk+5HrRp4HPA/yb2fjuO9gJYSeO+u2uOY6kHNbX+1Im0LGDLJnwHdCwiDfA74dIhdEXvBs4M6C6yQSP2QBiH3I9yLXCYEDwlkIpsCf5sjtsaUMKXCiYBriISoZJrJhSEZIwQwUs6TIA6UfSg/yhiGZJKUuIh6j/AlwR6jWT0r9pNDFKrBHiYap4ipbPcFRTrJNDCkPQ+mixgBUDqJxss1zKGIgmAFvDMIAChZRNA/1DWhuQL2IghDkQRSEULoA/RLK5mGYp4YIS+dea/ayhVdpRnNMZnts5kXKbeXIO1fnNtyTZfq0rJ3bdeGw7JfM5PWndr+Sm7aLn7mbl/ghN+2rmnp5uemIUPiuobnIOnlBc+Hr30yrRGoUG1nW2oerza/UqDZIt/+5L/Xz6bP/Mb0dY3oPjZvQtA2tO9DxC7p3066d7I7t7P4DsVf3rqjfgPqv0fAdLmyGdueDeSk/N3VW9AaZDu8faY22ryyux6vCMAZQFUbb/H2Xl467b/1YO7s2o51mjiHdAcV1FPwO6SKkC5AuQroIYQR8BvwgckPIZUiuH7wA8kMQMkiapvkOKnFzRF5wJ1kKFwRTVOKmhQG2xEkS++j5QXJ+kJU9hfRxIgzSnABJ95HMAFLdyHTTXG90nhepLqT7kOlDDgMuA14IOQzSA8gMQMBAEoQsAvUSrNeRPRot8iKln2ROR0mDSB3inKl5Mrn2maO6vyUZfiitlzR1NwxMauoVFQ1/vXw5auLqXf0X3q+q3lpSuz5R9/gZ+cMNNVsvF77Smb3aemZ18cE1RUdXFsatMsavHCt9flT3xYVjT5k/Jw1bOY0HHu6S/9DI/5h77N3nt37/Y+4xXv1nWxXLvxKwPpOz31Fyni+O+oeW8335Y1/mr34/bfmL8ZxnT8W8mMb6pzw27sJb8Zb39FXfd2r/3pAX01X5Ea/t5COyLcjfBOHXEK4H9+MXFT/q6uIrRJ+25vyr7ugz9XF/7o5/pSvxjSu5G6/od15q+I9Jd2+pguqVKC8h2lKotKRYR4r00FliDBXLVWXQlkOlR4GWY6l9urJjc/zlrKf0cX+rz3qlKe8Jc8rfL0hfbRQ9XnDqHumRZWk/PcXf/WjO7rtzd6zK3/Jfyl3PyXd+VrDjvHanvnrTlbYPR2v/ctW8dsASNWhhX9GTvnpWdTk7X/re/lLjAwnN2N6NUy6S4kdyAOk+8H1UNUe4Dir0UnWAljBUzRDe2CqDf5WJYfHsODNCcrxEFEZuENkM8iMQz5P8CHgMsgPI8CLThWwfckMQBUnZDZRfQ8V1zqVrb1xdWt/uf0gzTkyOBy6EM7x/WAPuxJaTGwse/1f6E8LWInFLn6GjRXz8hdwTb+2SqWlKO6RBqBdROgdNEKUMtCGURqBZQskiShagnoN2fnnjjdj6OWQMocj54uUlse138bDvXdPEf1mcj1bPPlRjU/hvtTM3e8M3L4WHpFUfZxWwJcb3myd7+3zX2x2LF2YXLjqvdXluDjB/XHa55IVZLR21g8Frvd5rvb7fe3y3+jy/N40xJwwdnxW2bLT0fFLSuFHd+l5J99s1jk2doa/qvO/Uut9u8n3Q6NjcOM6rbikoKkjVtnygHd7QM/dc8Sgn8RL2NBOR+6GSodTyKpWxsbi8tvzssYL3XxTu2bIjz/yhdHpZwiwOzmDfFA7acWASB6dxPkDzr7HzbiBjgQoWVmmWojMHydk2Kp9m60KPX1h8RDXNyh1eZ/bjRD0S+5YpJp5QDX/ZHPyqyvlQ3gVytolV7I6uCT1c4V1TMMQpnInSO19vZuJaPO+U9L5pse1pZO472RhdOPPaxZuPCQaxv44kzyDdRQQBZDpIXhC8ReTNQ+BHtgs8HwrnYLyJsnkIZjiaIOGNxChsJH2IZNmg8LE1brZiGrlD95XOPG910uIZ6D3LrcF71RMPlY+/XuOK5V+BdIqoXETlhspDNX5S6EKBk6VjoPVA44TGg5JZjtEdaw3DEoQ5COs8qq6jYh6VYZgC0Lmh88LIwBJG1RxqllAVIWZv7HntPf/4qrCya3t8Xnl95/8W1ztU4YnAfI65x3hpNiW/JOqTvSvMdpgZ6B0w+2ANoyoIcwCVvkcvLayxzsTUOdkWB+q8aA/RlhCt89AaJ6lwocKFCs8dGqLJBzNDGpagZ1DihtoLpYvog0QToPoQxxRcZmRQ4L9DFZYGoGBQEiZKhsqDyPNAFAD3diK6D8LbBtSHPC8kARQEIfZBzvwfQqEHfDf4LvBdyLUhZRzpNmTZkTsLOQO5H/kOyLxEHADPBu40cl2QeIkyDJ6Tip3IHQNvAiIPhD4i9rBlrhVliyRvnBRM0WIXsq9COIQSJynx0kI35HYUOonSA940kbmJOoDsUeSMI2cSAjskHiJ1EWUAYjvUbmJkYHDB4IfOi2InrZiDxolSe3TlHKQ2SKagZYjuGtH8DtUiShdRdo2oQpB5IfZDfQ3lf6D8BrTzKJ9HMRNtnl9uZlDshpqh5QtUFyEV8+zW+Vc65r/rX4gbXhANBxItZpGloKDw7IkdL+z4hHVs16sqo8p8qafAoiySb2ipPWxs3ltseUCmoRItbWh/TF1+T3Pj380lH1cnfNT05f1Vb7KM76H1O1z8CU0/0dbNrIvbyKUdtHMnu20Lq2NnbOtm1qXtMZd/Wdt76E+DR++r3f2I7vBLtaIfrUWJ9TWWAf+8eXQh8crSO/X2F9v8z3QxX12d1wduGaYX4y+5H8powvF2Ig2icBGyCOQRyOagiEDOQO6D3H+ntJA1g3Q7eAxEIfB8lOdE5hSSRkh8P00fp/l2wp+mwilW3gQyRpA9SjOHSMZVwh0huRMkaQhJU0hx0EwflcxFSZkVCoZkuQnXB54TYj94PqQ7wPeDy4AfRmEEqkWquUHMN2l5hMqdbKkL6eM0102yvEj10tQZnOwn54eocHSV7MKm8uaS1ivpwnSe/AWTJXqwe21f6wcdFXu7rLsl+nd45W+31+67In2l+nxs0TFO0aFY1dHY/H1R+QejutRPj+g3anY+I/xgheQjjvjLGPWJNzqlG8yCTZ/GH/+15MTxyr99X8TerY05annwR+XyDdrVrxdEfV6+6pNC9gb12pf49AU5XlOxPjGvPtH6qq59W1fF5wNFj3YK7xktebzP+uUBw/7Hlbv/W7nj/cItO8r28CxHytPfLt+1unbfIx2nXmg98Wxd3LPtx14q23RP3ek3O4t/6LB+UVH6qFbJqtDHaFVUU0rUZSjWQ2uO0VuWqcuJVo8iDZSl91tbfznRcPSDluMv1MT/XwMlr10pfEh37r/NGf+o5D2nPveM5uzT/P3rjn/+SNqP61K+eyz3p+cL9zxd9MtTsl33ZXz9PPebzZpt2TW7TW0/XGreMFz/xqB1RZeVaDUPZarTXuM2YGsjdo0iJUwygzjnJHlh5Hgg8tJ0O7J9VD9Hitxs0xxL7Ywqd60qZwh3CueHKd+NHBtybMjzQsxAGEB2AJkhZAaRzYAbQE4Q2QykYVL+B1TzsFyP6rj2yejN7V3Bxwv6oyzu1U3hn64sqGbm6322tIb0c5YcYWvPbmM3r9pScPjx/C2rUjMOvcqrpmkjLHkIqnmULhB1BOowVPNQXYNyCcp5qBZQthRdNbesKkwkbsidHKNn28CC1jWf2O17oOQq2zD5165guf+PNtu1y/4b7UF3bvV5keUlUem9CuvZq4GFfubWgP/GgP96r+/3fub3Ht+1PtfCoP9GX+CPXu/Nfu/v/d4/LrtvNk+EdVdmK6dDSS3j35b3/FQ19LZ1+PPO4OEub3yv54va6XUFw+t0w0kjTM2Io3vYK2ia/LC091Fp/7KUQRzuxL4L6wSDWwvMvH0/y37ZXHdye893bxU/zBF9/s/kYvMnBaP35PrI0Vn8MooTXhI3RuMG6NlJTuo02X0Jxwdo2uAa6dhd/FGaehn8gRiz54Xq/5ut94pus0y7v/d9S5a9nLLSmCTAPxAgCwjlHcrAMB8TWoBFDQQyfBAYSiAFQt5JSEghzamO495UrIqaJVu2LFty77333m3Z6npU3Uji7yC8J+/3f9Z9+JzvdV3X3vs3uz6peW0hs7Xe+VT+zBb1DI1vo/H1GyWDr5Ra93Z7H+PXUW7bU9Wuo+2+N3P7Xygz7yy3/NrmznfdEvZN/JDb/kZccfilgrW5s9vTB9f/WokT1YgepUIrFU6ESacQ24ckD5LnoQgi1YGoScK3c7KCYXqGpg6CP4H4gRDhJLnUTrkWaH1E5ydyO1E6w/Lcq9JHHjJO09wxWuBGhvUeo+XNgukVV6qQOkbl01Q6CfEklFYorVBZaJYbOjv0dmTbobeFFjhXFPqRzyCPQUEA1bdIzQK71g/DLDSTyLLBwCDXg3wfCnwo8NGiICehJPz5T7m6qiPX+ZLcilv/N3G9s7y83G/1xeW2F7RbTkbyOXsvrCplUDYPkwv5DIp8pNxPCjyk1EcKZsIqrGvKHbTYvKLOtbLWEVZuZRfbaLmTFFqQO8UqsFOjg+baSM4szbPTcj/N90IxA4UFGgfJZki2FzomtDAQZvIQtQciOyQOCGyQupAVRLofIvefG91UG+E5keZCihU8J1KdSHFA6IbSCxkDpRdyBhIXhE4I3RA6kDqD5EmkmpFkQ5wVKVNU5SYKN7gWCKwQOpBqBteMZDP4Zqr0INWKtCkiGSfyaSJ1QspA7WJr7KF6L+ENEeko1bhIyjhJG6MZTqhsRDJLpFaazkBsRcoUUbuI0oKkYSKZIVI7EbmIlKEyB0RWCC1QO5DFQO8mxiDyA7TAhzwGygkox9m5LkinkG5Dno/kBZDhQe4C1c9BaoXCCpEFIge0c9AvItOPdAZaBuneUOMcR++ClkHOHLICyFlE6e2Qcu8LDe4LI3/Ipu4kd3h/qZ4+UjdZ5Aqm6cXXb+yNuLA3Sqn/jmf4j0KvyblclL+3qOrVkqJHNapQfc49dY1Pp2lD9aantJL3KmN2ad/m5H3MKfqWU/MNmv6Nyq9Yqg9DhO+FSXeHqT5boft8Xe7nG3VfbDTse6j4h22tRx8t+Nfm6q/WN51/vl+wL/+bp6X/eiI/6/f8tiF1dVekqeaYrvYXU+vN6m5VY7+8tFlcO/xd1gD7TCWSrZAFIA9CEYQ8CGUASgYK95/Nz1wz4sdxcwxJNnDd4DmRNI3UWcK10hQrkmYJz4K4CRI7zOZOUtEUFY9TyShLOMQSDNHkQRI/gPgpGmslsTakOtip5nCxDbHjULhohpstcZDYSRI9TgQMZHNEs4icW5D4iSpACoPsXBtLPEwFE1TixtkhXJhElAPxXsR5iXCeGpaoYvye1PyjOeWpOaYLiUdv8h5rbvjrcPnnNfGvV0S/WV18rKTyWGPO95m//kV9nKP4bYXm/HrdxU2iX8PEEeGqG1t0Z/8q+2JT+scrDF+sLDq0oS7+vT7lZwb+l29HXTyojfhe99c9Ws4PWeGn8+8/IGV/nsZ+JYm9Uxb6ioS8KqUvyclLGeQDw/pjZU8fU2wvKf5uNOuVQfHDZsOLvfwtTcKnK8suinPOaHJ+yRHuNdx8X/LL8zf3rOB9uUHw2WbdoceEn28QfLo5/fMtBQceaDzzQs4PjzWkfdVQtDtLvbbQEK5TkRwdzTeFaLKIzrBKb+JocqDJIvJMqDJWF5R8FFd/7LP6cx90pOxoEzxceOMRyekNEV9v5/0afmL3f/FPbjz+ycaTu+4/tYt++7cVB/55/9mPX82JeEJx5GntkfC4T1fE77lH8PnfxV+oan7trn63KTekSAmh+MNIY809F6pxoAWXXEgIIJ5BpBNRdqRYqcCJ61NU4GNlztMMhlUQoEYPS2denesgMjMRW1h8K4keRcwQSbMiYRwpZqR6kOBHDINEBrwAkvyIc0HkoTm3icaPvLm1TUsHJpZ/rrU8IG6j+RZaZn+jmbnaH8h13umeW6ocd/yob3jF0HWluDjx6OPJn288+cmTn/52lX1ITC9UkZRxZC4iYxGaeSiDkM9DNg+pH+ogtAFOAXNPlZsl7qdRTbhSujV74FSPndfnfknRFpoxsqt/UTMZzBn01HpuNwaWKmatunZJSs6LcbovGyyz/Z7lfsedXscffY7b/fbb/balftdyt3O523W713mnx36ny3q7w3KraWq+ZNiR3mv5tWz0l27Pd3XWN8pndjc5bowGr3W6twmbVqcP7x9ZKPbeqXEudDhuGbqZHbFVYRfqV9zsw+lmnGrbEVcUl5pw8/y5yFPHjN+9W/Tivbq/blJ/8LeUONFfL1SsiXHgl0EcHUSEm5wcpseaWKfa6S815GAB61wd62Lp/ZEl2+I7WBFdnMSxVcKh8PgWKhoLKZwLMdn+T6H5AUPfuuzu1VkjnJQutqDn+Upmp3HmEWX/6yWW9wqGDzWZv83vPVQyfqxkIKJ2JLa277ixbdPZLER33F8SfDN/bO3FUhLZiahhqrCs1c+8VmgLP1+I2AlIFtjaxZDofvqzgZzO51woXXW1gVxpBd9K1AxLMovIbpJqhpxBxiI0fmQyNMNOhVNPFdpfrJwJy50iBtvKIvdWWevmS3krrpayTuWxLpaQqFYqmYFsFiobMp3I90LvIDlO5DnYhZZQkwt5DIwBVCywWxaf67v9bIOPkz4CxRj0DuS6YWBgDMLog9GDIn9oci3n73uviHNPxv2eqDYu3PrfUZw/v45JJjantbzHuu/UDdb+mNDKOVQskvIAin0oDaDcR8s8NN+OAgetnA8r8Wwqt/xXduvzqvIHhaUrJLVU0cRRNrBFVazkcsqrp8JWlqiFzW9hG6ZgdEDPIN0BrYNkMsjyQm0LKwmuKg1SjRdyN2QOJE2ANwONDwofeA6kWGl6AKnWP4+sKdY/18KpDghdUPogYyB2QeKE0Aa+FSI3xE4ILBDbkc5A7kbaDATDkNug8kDsJBInkbqQMkVFViSOgDtGpE4idINrhsJG1TaIJyGbRrqFk2lja2fB74GglyjslDcL3jiR2SC1I22GyO1UaiHCSSIch3SMSCcof4xqrSTdTKTTkFio0Aq+lSjc0HhIZgCZDMlfRGGAlM8hx0nUFiinkWmB2ky0Dpp1t7jKBYObiCZJ2gQUs1A4oHIhwwfDArQMlA5oGWiZkBxPiN6JbB8KlpC/gOIlUjnPyTc/Vz57YXBRMTF/rnzqtfSBFdLevS2uyMaxg6r8ndHiF9Kq1qXWbtP0RrRXxijf+j3rQZPxUWnSisRrYUlJqzWmreXlr/3Ofaki/ctaySeN2o9alO9Vn364+ktU/Zvw36TRb4bnHH1J+80Tv7+/SffxvZpPHpC9v0n17rq8PfepXg3L3vOXdtG/B6RHqr58VPVyeMx3n+qLyqr7Jks6x1Slrbn1vSXdI2Vd48Xto0V9jhtlM2vPFlO+FaogtEFkzCN9DpoglD7IghDPQ8hAyCDRjhgbuH4qW4LQB5EbUgbyAKQBpLmJjAF3hghtVDRLxRMcwRDh93GU4xzVJJVPsWSTlD9OkseQMkEVTJiKCZc6ILWiKADJJM514FIfEc4QlR9ZizAtwfQHBE6S7VtV4WUrB5HSxclikDCO37pxYYzcZBAfQJwPKR4i9rFFNhpZ92hM8c5Yw3tRol/V10vrr5liX884tDL3xMPViR92Gn7s1u40nqV5ESv118MkJ1n8IxztlRBd7Ir8pJdyDm0q+iascf/K8n9z8r9babr4gvb8c4LYXa/dOPuN7ML3mS+8HB/yYizeTeO8E0/fEnBeEoTsMtz7sjL0GSX+rqNHCp8X1+/LaTquKvi6Qv1eY9TGCdHDtjVzy4YAACAASURBVIwn2lPu60x/r4n/teb7JzJ/eCjvh636b+5P+WRD7EcbeV8/mvyvLb9/+1jqngdvvrM5/v2/FJ94puznx3K/uVd/ZHsZb1ej8cMCw/osLTHlsPJyWJkZVJ+zypAfqs6BxkA1uVAbkGviVNS/qei69H1z4ouV0Rs1J+/j/bzpxrePKU7/lybilby4RxKObI7aF/7r+6G/7Fx16q3tid8+JNq/TXP4EcWB8KQ9nKTdq1M+/CF3f0ndruqCMGM21BmP/G4S/JzRHXK8Er/20zgPou7Csb2IsdN0H4mZoldnkeQiyiDN8JBMBzUwKzNn7y1kqNICsYUKHSR5BnGTlO+kN2dosgtpDFLsNNGJaBvlzYE/R4UBxM2wtfMQWpDtCauf2zs0d75p5lFJC0rstMH7es/Cz11zZ3rdCX3Ow6aeLdLSBwtGftTnCs7+Pf/kX8+/vvrHk789dN7AudbASjFDvgDVPNTzUM1DFoTYD7EXygA0/vBy3+ayGXrDRI9nsL5XhFws3F01Fdc1tTe3e5Wi+8vBecWkN63HWuRYalm80zu/3MwwquZkrnGvvi6tZqy1x+3vcyz3OJZ7HMt9zls9zqVe+51ex51ex3KPfbnLeqfLcrtj9g9Z/egBffO+OstXHZ4PS6x7apj/7vX+3GrfmlS9TtV/cGy+bHk522JN7e0vszDFfb5Xr1XSE5Xsy22I6ng513Ipr0VSWf85P/+dCI3k28/y/p/1+Yd3C08cOn0p9e+X6p8V+8kvvfjNjEt+ctbFiXDTmwxJ81EZQ0Uz4aLJRxM715yrDY034+oIIiaRYEXGH1AGiM5DFBNIrKL8xpUZIw8aZlgpHWH8nnt5vY8qhrYI2kKSWp4umH1W0vSMuPXBtIb1wqb3Cyc+0/bfF1FDU6bXGFy7aqeeUrbcw+ukVxuoyMyWzT4oH2OdLSbxvVTtW5M+81hCTfhxA41qZsV10+u9iJ+GgKHpPqSakWqB0A4Jg/QlaBeRwUDDIN3D1jo2K80suYVqZkM1/VslDa8Y+7fw6+jFKlbKIAQTkMxAYobIDI0dRX5kWJFtR46NGs1heTYY3DAFUbu0snPpje6Fl4pmw6S9kI4gxwmjGzmOu4XwMHpQ6Avnt7H/+e2RWMUVnu66UOdb+OP/Iq63l5frhh1xhrbKvtldh87R40JaMY/SIEoDKJtDeQClDC0NIJ9BeRD5zIZy36vl9h8qxo7kd+7gFW5W1Icpm9npTffmD64R1rEELRz5IEfey1EPUJMZRjvN9SDdgQwnlHao3VDaV5bMhRb7iNoDmQtpM4gdRsI4JC5IvIg1I9lCNUGkOcC3QewmPAe4dqTawXMgzQGREwIbxE5IXRA7IGEgZSBxQeKE1I5MFzJskIyB30tUdqgZyO7+ZofYAf4UknqRPAj+DNKcSLNDYYNsGvwRCMchm16pnV2Zboa4D9xOwp1EwgS4E0iehMQO0QzEZiQM0tRhIh0Hb5BwxynfQmWz4HYhpQuCSSSZIWSQ7oMuCLkHWjctW0Khn1QuUqOPKGYhM0Njg8ZyF2aAbIYUeJDWC/4AzXRBZiEZXpLtQ5YfOh80DNRupHug9YXmzrFNPhQuoX4Z1X+gbnFTi//5woGPc/oPFI9/b2h76kbuymulbNXwa82uN7QdNLoKoiF2thsaC5IH3qibuGL6RazcYsh9Mu3m+munWWfOs1Plj7c0vd3bvFMh3shLW63I3mDIfa5Jt6fmxtNNkdubY15uj3xlTvufgdM7hg8/Xb173eChR4b23zu8f6P5+DONX6ztjn6vK/lgyVfP571zn+7NTSk7H0k5tKels3PMtzwSXC7um5SXNujquzWVjdrSuuuaosd/TQ05ryPcDqS7kTmHzCD088i8O8UuQDFPVPOQ+pHqRqoTYh9i7Uh2QxiAcA5pAfBc4NkRMwa+AxIHW2GhvGEiGCXCYSobo7rJFdmTbMkw4Q2CPw65g20IsqUOovIgO4CUUVzrIWk2qp8jKj+UXmT6kM5A7WMXL4boZ5DUiQw7iuaozsaK78P5HhLrRYIXCR7EeRDtComfDrneFRLfy45vXSXqelHfm9DWGx33XerhDbqfwnOObGyXfTZY8Glz2poe/spO+YaC2BWZ1zl18hX16vXDebsbzj5Re2Bt448bir8J0+1dl/bVFu7hF/jJ+/clR30dffaAYv+7yV/sTN75TPTaHXzOB/qVL0joxwUPPicOeVFOT5T/rbrpgLn+0Ezdsd6CHyqjt3bFrTOL7p2S3Duc8Wa79LvMrx9IfCXkxo6w6J1rEt9fK/v3lt+/ekiyd1vaZ5vFXz6c9Om25M+2Je7exPt0c8J7ayVfPJD4wRr5l1uaJV/Wlew0Za8syQszZXNMBk6+aXVB4aqsXKK9e3Y1QJOD3PxVvUM/8zuSXjJF3CM7sjXj1CPa357KvPR2m3yb6cYG0bGVid9vTPhuQ9JXm/lfb5HsY6fu2ZB5cJPih626H9cm7/pBt7+i5dvq0g1FJuQVhCuL/yVoaXtF3My52ESvTCLWhRsOxDFI9bHk8zTFgvODLK6f8hikMUj30Ewv0bhXGZhVijGWcpbKLBy5m5U4jchhwnWTazMk3oFUB0m2It5MomdInJ0qFmiSDZFjVOWBaAZGP2mae6vHIxz1vCJtYhttrHLPG12LP3TMfVph/ruhf722leh7wgtmv60Z+l38s/w/j17e+9zxm6INP2roiSKaMgmpH2IPFH6o56AMQMJAzEDmQeZcWN3i/bVMKL8u7Jye/bWSfbLo3Sp75KBlf/XIU9n9x4b8v497r9WP6WcXm5aWe+eWen13ioZHpeWJquIjqpy9RV3aHmauz7Xc5Vruc9zpt9/psy/3Opb/FFfbnU7r7R77claH5Wr1WES760Nl9afK+qO5rV8qyx6I1ofGFb9p6OR1jOictnfLFI+mXohrbOlhlq8WDN37W8ED3KHdDYxu7o6qffgbUU3YL/nrfqu+fvy37Lcf0Z3em6gQf5NW9MT5svf1TOiVLpwexkXfn9nWSC8Ud6CdoxnMCqUj/MYA60IPJ3KEFTlOY1wk1kYEHii8UFkRP4QrHSR5PCRtmCPqfr7Y+Y5pYnNMcbioLZTXRa82cYSTuNGBqw0kdYhkWjjKvieUg2sjq8n1dqQMk7hWjmBwHa+PXi3GzS7wzDTLAWE/UU6ws+3rc6cfVveEXKpiSWeIcJwtsRC+Dak+ksaAx0ASgNQNmRsKP9IXoPJBeXdys0PjCS2Y48jMVD5Nc+33Vzi35kyCO0A0DkjMkFiIxAreJNQ2WhBEpg0ZFmTZqMGy0uSE3gGjBzWLtH0+tGCKpeyCcgDaGWTbSZ4dWWYYGOT6kccg3xsq7qdv/PTVhZRYmfFsktrlW/i/iOsfd5bLe63xuR1VfTMvf3WUntOgNIgiL/JdKA6iah5lfpTNoe4WqhdQ6llf632nznOoavpATvvr4ooN4kqOooWmd65M716Z2sROqOPI+ziKXra4i220UiODLDe0LmidUNggtxO1c2XRHCufgcQOiRNiB5KnkGImUgZpbsSZIXAS3QKUXii9ROUD1wq+E2luCOzg2SByIt1HNX7IGcgYovRBwkBoh8wNtYcoZqjWQhVmJPZS0QTShsGfhsAGuZMqGfAmIOhHUj/SLJAwEM5COgrJCASTRGiFYGqFfIojnEDaKFJ7kTCE1EmkWcCdhtQC4STkM0gdpfwJpE0Q3hSRuKg6CP4MkgeJaBJiK+HbIXQhMwDdPOQ+ZDAo8KLYR0qDJJeBcBxaFzLd0NqRYYHGguJFWhSAaAhaC3RepHuIfg46H7QM1C5oGGjc0DLI8oWZAqvK5kj5Eqlf2tB6a3vT/GsFI18bu95LqXgytmjTVQP9VUsT6jiKsU/bPa8p20hSGzUw7MwAOysIieVhTc+50otZxieaq/9hUG4TJa8x5D2hSH+6o/71atNTcVFIEECohTCL6gufLC98vST/rYbSH1xlF5azT06e3GE/9WLVh2FdX6y3//dD0z/9Zebo/ZOnnxzn/lvyxd+TnviL8Jl7U55Zn/LMygtPsM6e2H267Pdz7aZv9fz3BddPGKX65vKqvt6aEaugqu+VSM2qc3p6s5FKh4lsmCpHWfxeGt9BE7pJch+VzrCNt8BzIWoWkRbcsCPJg1Q/Uu96iRnwnCTVBp6bqHxEbCXCWSpzsDIZqpkNK3BuKmPCFZNUOIqkfqSNhec62SoLFF6iCBDeFJKGqMxF0+eQMIlEM1KmobDBMA+DH9kWlHhRvUTrb4XnOnG6ikaOIcGLeC8S/IgJItJBzrTS3yrotbqQmCa2oIMt6n5CXRVR05RRolJFvJxxIKw04qmKtA/a9a+Vp6zMjWTrIlm/X2LlxnJKeeEdhreKru+Q7GJnfh4m+iiMu2er+PhHibERFxTqzxIy9tzU7OIavtJX/j41dLLqyg7pfW9lsl5Th7yjW/WsCN/mPGKo/r6vYG+L7AX1mY2GM9uaYh8vvbi6IXJTVcyW/rzvjWdfzdm7TrRr5dUdYUkfbbnx9rrkT9bFv7MiZucqyWebU3ZtiH53I+9fW9I+3Rj92oob7264+f666HfWSL58IPe3l+rT99QWvVagX1+St6ooj1NiWlNeuCEnm+gykaGDRoeMbJgKON2dO029Z9/P/M+jyp9fKI96WHV6W9LRp7KurlQcY8d9eU/K1+uSv1yR/PkjykMr4j9lCf61Sn+Qnf7Vet2+T7N/0hb9kMa7P1W0MoUXdjNxY4zkyFfxurU/aVn79OzDpfT8EGIZJDEQ+VkpLlwaR7yTyuYQPUUTLVTmITKGpHtX5PpXqM00fZZj8JDUYUS2k5RRttKLyBEWd5amupDkBs9JuRaSZKZ8FyKGWEIPUfugcsIYIA1Lr/XPC2f8/za0r9VNc0q8L/Usvt/EvJQ79ojRsjpznAp6qGx4i7Tna4l+34Uz/4kX7biYFfZzVtgZU2hsJ+U7IPJA5IbMA7kHEgYSN+Qe6BdWNy3d3x6kvCZ6Qkf2aXGu7KUa5r9brYebp68Oenmdw4pel6DHU+pc7lxa7vAtdTALze4lblfjUeN5bcOFuJLzEVWqRqe337Xc7Vjutd/ptd/qtt3udiz3uJa7XMvttludjjsdjlsVE35tp+NsRtWP4qzE/Kqd51LXn5W/Z2iOrG3SjU8c6apamX4U599/kX9ZNNBeOOuMbJhOGVrMHvOJ6wd/0bRuOFKKoz2sy+PPncnf+9H+cydOHVcWvK0dDv9J/7p68kHxLE4O4IIHFzyIYHDTQ6RLND0QJp+l1ztYRxvwpZ71Yy7ndC3raBH5uSgkahxcC5LHEDNMU8wsoS0kbZyjGN7RNL9d0sg5b2AnNq2WD90v7GLHNeFGNxVPQDiDDC/Nsq+WDK+Jr8eJalwcQ8wsBOZVGfYtwu41KX1InYbaA62LFM6tbZy7p8CyyWCmUQ1UOAPuGEdtA3eEpNiQ4qbyIIQOSF2QOiFhIPdB7oc6gOw5qmGIgrmnwLtFOgrROKkI3l/tebrYyk4fpBnTRDgFkY2oGap0ELWd6BnkeqCxItNKsmwrjW7k2GBkSFkQFR5kT0E5iqzZu3xVYnLAaIXBAaMPRgcMLo56nL5/ctexSK6u7Hj071bG//+/uS4v3VrOb5tJNHZV9kw988kh1lUDKQnCYEOOBSYPqhZQEUSpH+UBVC+h5hapDT7V6N9TPvmFvuV1efmWtGKOpIamd7GV3VTUylK0sbXdVNlNxV1s3QzV2pDJINONTDcUdkjtVOsJM/k5JUHInRA7qYxBmh1yhip8kDBIsULKIGse6T5oA9AGiYwhMi/SA0j3E7mXpAegDUBsR5odCi9kHohcdy1RROsHb5qIJoh8EskjiOsDv4tIx6jECYkdgllwxyHoQfIAhHai8IA7jpRuSAchHYNoAsLx1epZNt+MxAnEDyB5EEIzpB4InH8GYRUOyGapwgr+ONJmIXdAYYNoGkILFC6onFA6kO6B1oMMP7KWiGGOGD3QW2G0EoMV8mliCEDHIMOGbAd0NhT4kG4lCjtkTig80M5BN4/sBWi8ULqgcCLdBUMApvlQkyes0AkTg0LbM+3z/6pzn66bOd5sfUpQF5ZQzeJ2sIT9bMVIaMbM5qzBlQk1rOQeKp9gi+wctY9IZ/9hGo6tPZdV8khX699LDE9EnFldU/lWb9trlaaHeUmc+GTI1ESZCbkBYh2kGRBncarK93pNEWOnXqvZ8xfXxX827lnb/e8Hp489Yzn55NThreM/PNJ2+MXKmG+qr+7T7HhUsn3N7y+ukX38KE/80ybBbgg+Qsr7qxN3/2I6qTH9qMo/UdpT2mVmdA2jJxTV207JOTG5HGFlaGIF+1oh60YJjSig5w00sp6d5YM6iEQ7zg/j5jRSGKR6wPUhxQe+H6IAuAwkPmg8ROUiAhtV+onGQ+UzbK15bTGzUjMVmmkmwn6qnFqf42JJzSSdYQstSBlG4ijlWiCyIXWKiNxItUDtRMEi8m+hcIndeSekbY6tN+N8I4610EQ34hnEeRDnQ7wP8QyJcSDaTOImKW+GKqxU5wjhNT/MLfhKmx8vjDrzr/ujPgsTH3h40PiFifcX1aUwXsTDkVd3RFx9PS72jYLc76tl32d/tzF7/5bff30n6vrp75K0ryTXb41q5PyUFXJMvSI2/wl1pdQayPNbPzF8tlO/8hPTujfU9HkhzprebC49UhT3tOzoqsjdNGUvR3Z0rfgnlvZYmPHK/f3ZX5pOPa/YszZ7/yMZX281HNz2++f3ir7YqD64vSzufcPJZ/IPby84+GjJfx7V778347v7c375q/HC68WRH7Qqv6kUvFPO/7Ct8EB+9iMlpjWFuazqgs11JVsKDJzcLGLMYZWUrCk0ccoLw0uLtlY3HZRURn9sPP9iZeTW5B+3XPv+PtGxe5VH75f/tDr5y3slB8K4e9fL992nO7hOuvcx1b5t8q92Gw+b+o7rdY+fj6CXIlfdjF9zOuq1f12IXPdVCt0lCvlcytmvY/3ajCgneH62xIvIUcQx4AfBcyJ5hsrcVO4Fj6GqAEfr4aidNMNNs9zs9FnK76PSCSKeRdIEFc5QvvVuwwxSpqjSg1Q7K40hygBUPkis0DKoWnq0xXdz2H2ipHOjdjCszL9jYPm5CudKWT/baA/JNuNCMSJrca015ErXuptda85X0QMG1m9V7NOFnJMFNKKFCJ0QM5DeXZK5ofBB7kPu/MqaufVFDEkdYcd1kYgmRLT8Lc9ytoM51jAe0TqUWsiT6qNz23MLBsubnbMdnjvt7sVuzy3R4OgzipOv5fzyuOSrtbEf7DeJWj2LXe7lXtftXutSl/VWj2u5y3W73Xmr3XW7zXWrnbnVbl/sNC+U99tlJU08Q8mBOOkhVWlyfU9adfXZxtIHDBFI/BiXduLaexvjvv86Q5AxNJo3YE2umfz75TzWD3n0zBgujpNLozjSQQ+W/1PYvkPZcp+s954r1Q9crv+70h96eQZRTkQxuDRL411ItFKBGdcb6PVWeryB/lTJudDGutgdGtFFzzTSKyNIsoPnoiIfxC5wp5E4xs5j/qsjuEpQjYgC3KgnqWOchC52YjfiRqjETJQ2ZARpuiM0uXt1dAtOt+DSNOIYRE9w0plnCzyPSzpwsw0aD4zzqFgKqZ4PL3avSh/DtQbCnQHXAaH9riWFqN1r832shC4IzJAxkHogZyD3QBuk+gWqmCWSKaowE24fyXaS/ACy7Wuq/DRjDLJxyCYhN0PnJhkuIrdAYYHJj2w3sp3Ica8q9pJ8BgUeGBnk2pBjhdGHAi9MTuTZYHKgxIscJ/ROmKzIcXGyLXTPpZ37fpOZGg9fE078D3juf8T19p3l5eW5W8v6xglBQU9J29D2Dw+uiKtEYQB5LuQ6YWRQFkCxF/kMjE7ULKLEjyL3qhrPY9XOt5rc37Qxe5tcz5ZYiNFMilwoc5IyN8kx03wbKWJgdBOdk2Z7oGNIlgcqG8lgiMYRZvRwSpaIxguxg0jdEDuhZCB2QuyG0In0IMlZIlkL0Pih8kDpJRmLUPuQEYTirpXJC64VfAfk/wNJlnogZSDzIM0F3jQk0+CakWhGmhniaQjNEE2DOwb+KBENIXkQaTNE5iaCWcT1QjAA2QiEAxCNrtbM0rRpJE6BOwGJBWInRB7w7ZC6IXVCboNiFioLpFOQzELthNQMhRVyOyQ2qF3IZJDhQQaDrDnk3IJxCSY/jHaSb6f5dqhnoHZA64TODoML2U7oGagdUDNQMSRrHrogsoLIWUS6D5leGOeQH0TZEqlYDC3zhtb4QhvmV1c6X21mznR5pCOLXxSNr1b1sDOnqWaGmBiSbaXiSYi612dPvmicvSepmt6sC0kbpskD+7rsqs7LZc3PN9S/0Fz9RsSltSr5C3rVYzFXQq5GsVLk4QIVOy2d/p5FpDrIMvF79qqOyu+Xcs40f/XA4M/brede7D/4WNe+x4d+3D52eHv/dw/0fPlgx/kdg6bD07UXyg++JnkwLPv1ew0JPxzJPr4m7SPKf5emvvVf4i9khYfib669fH3N4eOPc7W8mlFrzZD9sq7u7yn65zMbHhbVhAnqONkjJG0Aif3gmyFniHGJpfPgbCsSpiGfg8QHAUP4HiKeA9cLoZ+ogkh30+x5CJ1Qe6nGQzVuVrYztNDBSh9kZ01CPEDklpXSWTZvjMqsiB0kUhsSJpA0TRQuovCwMhaRZofMjqJbKLwD40JI/R8rcq04W4GfqnB1AkkexLoQd5eXx5AEBslBpC6AF4R8HprbyL7NTrdD2r5O23q5ZUpdVHgj4qDs5md1poNC3s6bgh9PqUW7pbq/cbM+yCq/3NSqb6zMVUZX5GuM7X3f6XvXJPYiZgRRQ7jUQOMbaVb/ppLh2Nml9jvLccOCt3P+usvw5qvil14T/O268XBTwXdZl8J159jlURtrYzb0K7YNSu8blmweVz46on2zPObd62+ujPlgY8w7q6/vZF14iUTv2dxTcGCy/fvO3C+roncVHns2/+jTJTfeacv6d2/unsmaL4arPhmq/7Cv4YXBhn/0175fX7qzovDZusod7XW7a0zbq/PX5epW1lc9WF/3QEHe2ra65xuLXx8s/bq3PjKxIuqHyhsvJv34guL0tsxTKxO/fjLz+Bb+90+kHQq7sYud8tHfjP85VfNLdveRvIav88s/6ul5OS+XpcvlGIpX6gqfU5X9/pW0KfRyLT3fzPqtmXNxhFyeQIyTI1miMRZEmZHshWCecN1IsLBVAZLqRJwTcRbKn1mR6SMaD0l3sfQMUU5S6SRSR6nETLijRGFlaRgidRKtj61fJEIH4VkhdEHiISI3JAyKFx9r86da5y8Utt0TY1qhank6b2CTuB2xjTTfza4I4noDzjeTFBuSnRA4kGwmSdM02UrjzDR2jCROQOqi6XPg28GzQ8RA6kWaG2o3K88ZmuumRUEqG8P5dkT0r+cPH+70HKoY3lPcF10r56Y8o+Y/lhL3OFd6oGNqso+51e2aL3V4dxgiaernOPsa67eX1h7/8LrJ1Mvc6vPe6XL80W673ea81eqab/cs9fiWO5x3Wl23Wl3LnbOLmuJWbka+oqiOa6pUljfXT0+KjenH8xKeVB16PHXvI4l7Q6M+fCzx59+KspKq2n6UVW86qsP3uTjagYtuXJ3BtUlcHEOE+eFs5rs6y3Z+/WfFjq2xLVtvjnEuTiLeCl6ARtlxZZikmtkSC41sC0sbxukWcnGcxjE03ocoJ66ZccMKQZAoFiFgIGaIxk/y5jc3/fF8jYUVX4SoGlxuJikWJIzgZi8SppFohsS2IjuAK43kt8oVUQOseDMSHYhz4sooVXvYRg9b0EMzrDTfB50DhT7a9Ae7zoe0FiQ0I2UIqTaogyhaQI4bykmWahQxrZQ3C3kQMt+fwG+FD0oG2c7wfAaCIQhHiXEepnlk2kOr5+4xOgh3ANJJpFuhs8PEUI0FomkY5/6MrhbOryoNkEIPTAxy3chzoJBB6QJKAyh0It+OfAYFPuQ4oXch14Y8hp03S7+O3PGvXzLKOw9dFvRN2v+3uN5ZXvYu3VbXjsiK+/Nrux9878BqbisKfCjw/olAvyvm+QzyXSgPwMSQygC7JkALbSur3U/UuL5q931cOhuiH0GZHSUWlLiRN0vLXTA6kOtGjhu5PmR5oXVQnRtZDNU6Vhs9LGMQSjfSrBDZIHWQjADUXqIN0sx56BagWyDaIBRuaAPQ/wGVHyIHVMyfT8lAYIXQCrkbUheEDojdf95CRHc5NmZwZ/8EAPBt4E1CNA3uCARjEIwjdRTcCXCnSJoZcX1IHoZwCmnTEM2syrSzJNMkzYK0aaTNQuiAyAG5A3InzfRB5YDKjnQbFDOQzUDpgNwBpRNKO1R2aBhoGGQwyPYjZxFZC8R0G0YfTC4UukgRA+0sFDMk24NcL/ROZLtotgd6BtkM8nzI8SHDjRwf9AHkzqNoEdW3ULWA6nlSu3hvx9yjnYv/HPjj6+Gl06OLaRPLkfWO5/n14HUiy0ly3bQ4QAqCRDa9tdi+p5V5S9W67WZR2KVicql2rWTkfN8Ut+CXqqY39Dl/U/Afz9Fsqy19++r5Fcf+wzp6inX6KvtcJDsymfN7FpHoIdVBnr26o/SLiaSPm756YObMP/sPbBu9tqs75Zv262/V/PLCQPKnfZLd3cYParKf7Kr4uE30fez2lVeeWrHrh+dCjv+NnN9Bz72M4888dOWN1LxDl6+uO/0r68wJ9rkb/4hSROvrm5qtAX2fWzEQ/K3O/kbB1DrtOOIGkTiKNAv4dqJh2DlekjRG5Qw13IZuDmlWJM9A4gXfA/kCpD4idhChEwoPzfTRLA+UNqpl2Fl2Kh3kKMeR2kNEEyuU0xzFNGQzkNmQ7iE8C+FZqJhBqvVuohoCF7KWiH4eGR6inSPx4ypOeAAAIABJREFUk/i1ASebSMw0YpyI9SLeh0QfUgNI8SLVA0EAwjlIF6G4A80iNS6R8jthZfOvlnv2V7l/yO27WFpzOlv9Qbzy6bia9QldiO5ByijVzD5U4fl56E5EneNEvmWHYCAsdiBcwRCZm0jdRO2kOXO0bpnTufjx2JLK8YduvDuiMOlEZuqVPA23xpTfU1tYekOa8GiJdO10yfNd6ifN+ifsum3j8nX9fE4bb3Nv9te6Y3/V7L1f9/028RebBZ/dLz398njP560Va/trn+0v/7iv6LOGjF2jNd9Ndrw11vbURNu6obqQnkpWVwX6azFQE97f8EJP3VsDLR+Mtu1rL/20tf51Q94THc1vNVftKC/a0dN6sDnv82be45Om92tzP2lsPCErOnOy/PqO7BPr4796Jf3n08ZTsYaTP6t+/En3g6jlcM/kR8zEsz0FK0rUtLo0tKyMbSxBbtV6edWZyLKuf6T1kmvN9NoQuTyB87O4NBsimqexThJpo/FeJHmIeAHJHsTawfcgzo5EBgl2mmrmyK0sDQPBNNW5aA5D5GYiGGNLp8AdInoGMitL42EZF6nOTyTWEJ6ZSO1sBcMWOMCdJQXBx9qCcaPMz9Li+6MMLEkpS1xOoitxs51muWnlIvgj+K0NKU5wGaQxEPsg9UMcQJoPaV4IXVTtIRI74qeRaIXQC0kQogDJnGcVMP+n9XZ4GYOoBpxpxeVBEjn0Wt3cxzXj39RMSUbtqtKrCsGTuvh7I0+sl6gu9jg9fZ7lDs/yTyXpoQmfklP/YB97iXPolc/irtSPO/tdtzvtSx3OW+3u263MUqt7rnRkts0y1+H4o81zp829VDXlrByZbZhyNc4y6qGe8+VCblVqYskNcdl5qX5/dM6Rf8tPHdZIzxU07UyseuB8BQ6U4Gg7IiZwyYHLLtywIsGJKOt2g/PKAPOKoPJLY/8rOX2rI2rJ8T4qCFLRAuH6EDdJlfZwmY2crF6RPotzzbgwhgSGxPsQ68MNFxK9EMxB5IPAAZEb+iVSe+uh3qVNilZcKcK1WpxvROwY4sZwbZDwrDSNIWKGI7WQ8/XkSPXaaDO4NqR5kezFjVmq8iJ/DkZvaN3CxlI3K2sG+W60LNICKyQdUA1BNQ75FHI8tGmZlnnB70F8F1JGqdhNFH7IGMgZKPxQBKD1wRggcjPieyCZIkVzpCgIxRTNd68rYYhgAIJxKGagtdESH82xI2UMuUGULKIgCJN/VamflvhgYmC8C5jzoHQOpQHk2WGyI59Bnhv5DMljkGWHkaGm2ZCDMc+8e9BYP3Aogtc8OPu/18J3lpfd83/IKgbl5cOGyrYNb+9bJWyD0Q0Tg7y7oR8PSnwo8pACBiYGJQFSu4h8F4xWVPrCawKvNjKH29zb8oZRZEaJA4UuFFlRakWOlRgY5DqRy0DHQGGDZBZSO1U5VmY7kG6BwgqVm6QzNCtIs4LIDEDthdr7Z5mnygO1D5nz0M1D5YXQDI0DWgZSG1SzUFggmYXY8ufhVsJAwkDsgsAC3iRSJ8CbgdAJoRNptj9fyiRSJsCdAn8GyVPgTYE7gaRR8GchsCHVQoSO1XovEU9DMAuhBQIzpM67DizIrFAzUDNIZ6B2Qm2BbAYyK2R2KBxQOaGyId0JrRuZDIzzyFuEfoGa/oDBAyODAj8KglDPIn0aeQzy/Mh0QWWBfBaZTuS4kOOEyYd8PwrnUDyPutuoXaINSyGNi6u7ltbW+V/om3+va/H/7fD/2uk41eb8sd75t/RWTnQJ1JO0eAFFQWL0k2zn6kL7P1uDr+SObOA3btIOkuvVuNK+uymgmBgVl53VGf6Zb9h54dew1to3qov+lhRFf5etFCvWSTM2qHM3KXPXSXRUlkukekj0pLLyndbENwd+fbr/54cbPl3fc/b18eKTA8Vf9pm+aS36qKro0Xx9WLGJNtW+0i79Xvvmfap3NvD437yq2s9J/YREvY24tzhJb50pPqLLfUmcwpHyNtfUf6wr+7F+pH3AszxgX26buqVssxyvmH5BN464NsSPIGkKCWZwrVB5iZQhAgfLsEhkVsQNInaUSBiIvJDOge9C8gxJnmFpglC7SJaTZjJQuYnKBtEolY2uVg2vzTDfa3KGaiYgm6KGIBFbcbMfUYOIH4fAAaEHIoYI/RD5oHBCZMaNYVztxdUuXO0nUdOIciDOh/gAEv1I9iHZA74P4gBEfoh8kM1BNgepHwIXogZws4OIzTRlPPxm55qr7eRcLy6N4eYEYmeQMAu+NYQ3vulaE+dHE+toNTnbtSppcp1ggvImaZqN8s1EMM1On2HrRtYVzPyzZHJfTuMlXUWM1vib1HBWVRKvK0vK1OkKL5dmPdFjej4vZltVwgN9okf6JA/VR4W0xIYMpu9sSNlVcPKZNt6eZsmXtaIvW4yHhtqeG2ha0V8V3lka1tN0b3/HM6Otf+0tDe2qpr01GKwlvRXorcBgNSbr2VONa6eat0w2rrd1/tU29H134y+1mk+Hig6Yiw93aj4b1Bzszz7Ywn2qi7u5KWXjdO7LNcLnmuqOC0y/XNKdSMk+Vi5/tyr12ZayQw3VX1TVbhs3b2amtrQVcfLVMBlR2xBqKFnJN/77PznFW5NaaEwnLrThp2Z6YQxXZ0mMh5XsxzUbSfAihkG8B/wAkrxI8UPgJ9wA4QaQzFCuZVWmj631IW2GlcEQrZ0oZqh0kvBHobYh00H1Tnaegy3p50Q30oiqVXEdNKqJc7Wefb6Mfb2KpRz+P9VM5KDvvKn9CW3b2go7yZkEvxuxPeBN0OIAzXLgSieSZpBsR7ITfAapTvA9JC2IVDe4ViK0In6MJM4g1Q4+gzQ/+H5kLNLK4HPDt7dmD+FILq53I2oUZwfCM5g3Wr28ibmsIVfO8ECC4iIv5d1r/1n76w/38mS/NU9ODviWFaMD25MPcM6+Sn/6O+fQy9/xr5b2jA/Y73Q7l7qZpQ7nrS73cpd7Ud/S3mpl+pnlbvftjsAfvYvLw77l0fnl+sWFr+qU96d/94x63yHtTzr1roQTYRcuP3Mzh5/XZ94ZX4Yf9eFna1ed7d10w7yFx6yOc4THOMKEDEfkRYz7oXTrsWbbS5rm901DTym7dmRPs080s1J94DrBZdgSP00d5yQO42QDW+rAqVYSaQaXQaIHqYuICyAlCJ4fPB8EfqQy0C+g+dbGniWOqBU3anClBhdqETtKos2IcSLZDa6TyHyUb8bFRnqqecX1McpzIcUDXgB8H2QeFC+ganFV59LT9cwa9QgxOtCwAJMVhkkY3cj1Q+9GaZA0LBODHdEtiOsCb5Rm+CF2Q+JGug/p81D7kc4gw0s0Xmg80DHIY2hxANIJpE9zyj1hWTYkjiF1EioHCoM034PUEWS6/hwj89wri9zsUi8KGOS7UOJDiQ+lQRR7kW2BwYY8J4wuFDIwOpHngImh+fawXwQPvvp1cdvIwYupNV3j/0tcl+8sL9sDi2nFPerqUW1R/eq39q2UdcLkgNH1p7iWBFA5R4oYYnTA6EahF3edw/kMKuZC6hYeb2T+e2jpu3pmbfYQ8i0odqJ4BoVmGN3I8SDXDYMbmW6oXNC4oXUTA7Om0EsNPhiC0PuRySCDgdoJrQdaH9ID0C1AG4TMA2Xwz8CG2gvhJLKcyPRRqRWKEWRYIJ2BYApyN+ReSL2QeiF2I80G7t2x1QmRByIPRAxEd+E2NiRPI2kKyWbwrOTPaOws+G4IGHCtEFrWZnuJZBoCM2QOyO2QOyC2QjIN+QyULig8UHmgckA5C/kMpBZI7VC5ke5CugMaJzIZ5PhgmodxAbkBZDPIdsHoRcE8ihap1gLtKPJmkeUiOg8x+KD30IIgCjwwuWh5kNTfonVL7PpFUhegdf519cGt7YvPdv/xYoPv65GF/x65c6x3/vpg4PPC0TWiFih7oBqj+QFqCtJsFzUxNNe8vYa5L2M8lD/IynGy85xI6nzcaJXOLdd5+lrMl8tLdhqyXom+tiFL+dyN86uSo1ek8cMFwnVR8auuxqy4HMO5nBB+jRf+ey5HV7SiumZ3K/etjqOb6r9d1bZ/8/CpJwd1nzSanqwzbCzJCystQmERSstZA+3vNlx7s+DddWUfbKg9/1pq4YUHdPuR/AFN271B+OlveYfzTa/mqLbmZv6zu/01Q/72mm5DH3On073UaQ9WTzh5LdMfaHppdD1iRpEwjcRZpLrAY8BzgWelWh9JGCIxfUgcg9AJcRDiBSLxQuqmSg/UXmqcJxobyXQTvZ9meVjpDqozr9AOhot7NmjHOPxBkjZK5VOUO0SEQ0QwwhJMs1U+InIRoZumOpFiBc+K+FHc6EXSKLjTiJnCtRncdCMxgDg/4nx364ipcJGkzSHVCx4DIQNBALFeXJlB7DSRupDmxPVJRE7hphmxbiS4kWQl8S7cNOPaBPaXYrcK3xeQ0/X0fH3ohbKwc4U4X8u62Y+L9bjSQG/WkKgK8NtXGBxbdT27TV3f5XU9L69+JaPloKn9J11F0WRdVelnReKnFKc3KM5sUp1cIz/CUR+hzfFhLclrerM+6NIdak3/pjhme1HCk62FewZ6to10rWkpZTcUoquRdDRwWqtDagrRVIbOSjpUFzpcH9Jfg9F6zLaEObvWOzvXWZpXufu3+2Y/6S88XLDvKUvMR+arr8+ee8FyfqdZub838+Oyq2HF11e3ih9t4m3qTn+qWfx4d8Y/epUv1V3iNHDvH6na3VLyaGkZnTFv6W1cbcyBTo38IpQ2r483fLRPrdt8rYpeH8CNEVzoY0WM0wsTuDpL4oK44UY0g1gGMQwSfeD6kOhFShC8IBJ8uOkm0U4O171K6aESJ8nw0SwvdC6a46EZNqq1hxgCRGUOM1o5hRM0roT+pKQHNasvVdKf9PSAPuSkiV4pINF167Inf+3zJDaOv65te6aMoWm9iG1CVBtu9NO8IMvoRmwXYseRMIuECfAnwDeD7wTfC64L3FmkTiPFAq4DfBf4LvAd4DuQN0ca5v8xcut50ziOFZCYQSRM4uIEomceNjgu9s3pLPP6CYe+a0RVlyFIfllxbXXihbVxUR9U9zf1/LF8qSo//NTb9MQLYWf/P7beK7rR+lz7vp6/5MdaclkezxAYZjadBSQkOxAgsD+SQHYSvpCQkNDehJAdQiAQAi8QysDMML26y5asYjXkLkuWZUm2LEuW5N7ruDfJ6u1RtT0F5juAffDu713rPvgfPye/te7nuq/fTz+xNdpW/eO+9FRk17EWnA5fnQ5c7Z5zTwW3+zdD1mX/bPjqwEa0ey3SHUoIL02/MtJYqHmf4v0qn//cOdNn8tLvVB/C+XN3CPV83dj6/Ud1eLu94LORgo8mCk+u3lQW3nMxUFAeKpAn2XVp1O5815z8S4/nhX7/r02e7LOD+bWrhWVT5NwiqdmiylezmxO0fI2cdOCTYVoaYxWtk9ItotqFdBeSXZQxKGUg2v5mkVOThvEahq7tm75Cq6ZwzILPnDg9TcrCOONHSQRlUVQxEDDgu3Fmkj67yC1z0ZIkeCkIMxCnII+j+yqGvuSMX711MJmrceU7M9m9GdIdhiUASxrdl9GVREeMmNOUzIVz01T1MuQbUEahjFOtV6DJoDGNxjSak9Ckob8C4xW0JdASpIwM6t2kYeuGod097R6IliF1o9lPWRjKxqB2HU0e6AMwxmAIZ5v8dDcDcwJmBtYUTAy+7mxqCUAbpEwJ0pGEMYb2EAxB6CPEGM49XHfj//OyY2b9zRPVltHF/0taOJjaFXXNqAc2v2i35f7q77nNizAF0RGDMQ49A2sajh10RGEIwBhGZxxdaVhSMCdhz2AwkzMYf7ifeWt85+ddm1z9EmWOkI4AMbqJMUgMUUoXobQxtCVhTMK2C0eGOOJ7e1JEl0FLCvoU2uJoiqAphrY02i+jKQPNFah3oUqhfgfNO2hKoT4GmQs6BvUMBJtQLKHJC/kWBItQeFAXgTIMRRDyAGReiD2QBCH7mqkx1MQgiaGGgSiMKg94LlS5IfJDFADPg6oAhAzEcYijlCxc0MpQ8nWINyELoDaK+hjkIcg9qPWgLoq6BGoZ1IagdEO1BZUftRE0MlAzUMfQEoMuAeM2TDswpaENozkAXRQdSZjT6EiRJhelXSGdftIeI80hlp5hdyTYXQlijdEOJntomz18Oad/Z1//9k1DO7f1px8bvfz05O7TA6lXJpOH17df6o88btp4foC5VTWDxlV0MlTXDoxJqpWh6oNo9FEN7vu6ErnCearWxe5koHLdpd8qDaf1rk7jwqGF9RdXZ54ru3jw4slvnf4s/59/JYc/povP5x7/nBw+wn3rn/Rr79CvfUj/8zBL1XqD1nDQYX1uQPgL2985jtfZl44cXP30Xl/jK3M9/9XfdrDPRMxGWCwYGMnenH1+8PjPbL/8luWn+dZnCjtFr71p+uQ1yyfHev5ZanlfZ/u00/TLDs2TE0MvTM7dqzFkGQbOzcV2p2NfzUevzUevmteYV2tHuKd7wN+EwAeeH1UxUp2CKAaJHzVBVG6SajcELihiUO0QyQ4lZYg+A20G0jDqghCsoz5Aeq9SbTG2niE6P2leYres39UTv7HBw65zU4pVwp8k5QOs0gG6eIycG8NxG3VulJwao8qWIYihMkJVx4iYQekWTq3jbBBFcZSmcJHB2TDOhVHMUBVpXIziQhQlDARRiBlUJ1DNQBSBOI6LfpwO4gKDijCqYqhkUBFDRRhFXpz1U6fc5LSHuhhh8cLZIs8+pX+vwsupjbFV4RzVVk5TmG5m0BRDKwNDitUdyut0FygXiWziYK/nHqf7mQlPq2tsYfLQVu8ro8qfztQ9NdP4xLj8kWn59xebHhyR3D6q+uGl7o/6ZT/TH0ZXxcGloV9NTxcO2jHYhWErRnvR34NhBwZsGHZgqhczvazlkdz1cXq+DyuDWf5LeyJzN/jH8iLz30v7Xlqyv2794LH1Y7+Y//u9y6/fPfPW/UOHnhyTvzTAu7P2o3zLhTuGK/avqr8zK907XIKZSkyK8gebf3yp/z/7u/L7erkz4/l6DXR6tHcQnfUg3/qn3zU0FRYP4vNxnFrD+QBOuklJCKc2cN6HojhKkihLoiyF8gR4CVTFUZ2mRBlKkEDlN1IHUhLg8ANUVYDIGYj9pJlhtyYodZTUBahaL9EEWM3rdPtGVstqFn8uq2yeK97klm6wyrxsSRBKF1GH6Y7kn+YSR20LL1pWf2EP0SUOlIzi/CxOzlOqKNXkpYqncHYe5Vvg+1ATgjQEaQSSGERRCEOQBFEThDhI1URQ6YXQB2WIsl/mTl759kjyAaOPfDaIk/Oo9KEsipM+nFwurFp6WDH/Zsc0f2zGGoo091zs1P+HWb6/6AOqiPdC3+a0Nej5Y1sl+/AT1NknHlJ9UtppGXelpsLX9CNLl8LXxl1JtX18LnitdzlkmFtdjF8eWg4eNXffp/yYrnyByF6gZM/hxA+fafy73vRBzcfcL45TF06yzwuellm7Hz2jx5sGzgcT+GAMny7htB9nojgaxMkoJNswJB51Rl7pXn+tP/oj2dyNVWNP9a683D6ec7yXFqzh+CxbGiLVc7jgBG+ZqnSzLizg7ByEcdRkIImieANlYVSnUc1AGkfjNjqvw/ll/tRVuukSPunAh3YUraGIwbkISkMoCX1dPkqJgjg8wj63RF9czqqMQbgD8Tbku1Dvwn6dGr7OHv3qhpHL+4cy35m4dndf5oYeht0TY/fs5Pft5nZGoFyEdAllC+CtQbEFmRvyEFqSxHQVLWmoUmi5jLYd6NPfOAFbGbSE0RaGyg25l913ma1zUYo1qiUATRBdCap3h7RGSMMWDD50RGEI5nT4s6wMzAzMMXTF0BH+pmqwPQIzw+m/mmVOoC0IYxAmPwxB0hHOPq7Oe/xlx9zmW6eE+t6p/wnXL7+67onvCDpndMNuWUtnzm/eodWrMEbw9RJYH4E1DVsGpiiMARj8MDNURxydDMwpmBn0ZihHiu4OPdzP/G0m9VxfYI96jajmiGKQVTtGaqeJfIbV4CLOXWrkKhn7ElaGat/a0xFGMwN1nLJchmUH6jDqQmhNUaYv0bILzWWoM2hMo2kbLUk0h1Dvg9yDxhhqGVRvoHadagpQtVuoWYJqHQ1bVOMWlOuQr0GyANka5H7Iw5CFUO2BwANhEOII+F5UulHlRpUbfDeqXOBtQuCBOAYRA3GUksdyWuOQrULphTQMeRj1ETQyUPmh9FK1YcjDUIShCkC1BZUbKh/qwmiKoSWOFgbNDHRJ6FNoT6Gd+UZzb2Qo6za6kjBGoVyitOvE6KO0XiiXqYZVYgwSg49t9LL0m2yTH50RGIPszkihM3XX0O6vLl1/ZWbnhd7I36eT707H7lHPZmsWuF0hyuRDRwDmODrTMMWhjaGBQW2YtMYLOrbzVBtEu0kZ3QeMW6fdO13+8caunw3M/sfU5E+nBn9aL9wnrSioOEeJyllNyty2plxNHa1tzpFIsirF2Ur1QZ3xIVPnQ109v+zte2Og7e2ez2+79FH+yqEDi+/ftVb9p1nbPwY67+nRsq2dHIuFGp/LXZl+elH2mvmZgz0v3TVw+LFx9V/NvR+OTf5rYfCJSefDE85fjvT9bGH8mfmRRxx2jslMFO0/ss61z0Uzc5Gr8/FrM9Er1X1rD1TbWeJLEKxTPC9K/ZQgBlEI0iDEAQg8qPFBGSHaXXztHKxNQJ+CJoOaKGp8UAXRtQtzEo1uyppg9+2wuoJsa/SO7ui+ytGsoiGOYCarqI/9qY78q4E+YeJcsOeWd+eV2QpPW+gjZuqTHvL5CI6OUWfncWEVF32El6LKUjgfxrkAzgZxJkCdD+NsEGcDqIhDmKLqt6naNFWTBj+Csk2qxIvTHlxgcD5OlcRRHEJJFEUMSmMojqEkjIoIqUxSvBQtid/YlL5Ft13YFLmxLXVDe+r29uQtxu28tgyl2aVMV4j5Cmzb6N8m1hS3O5Ld42V3bf5+xtM51j9U9daS7FW36X2f7nfLbb+Z63xjqvmPI7XPTmqenW1/ZbLjH87K+8ynWQONP14Y/Y8hJwbtGLZjxInRXgw7MGjHoAMjvZjsx0wfa8pOzw9mz/aS1RFuaPGO2NJ9q71kc2B/2v+HqPfYVO0bjn88YPndvo5f7Wl7Zq/mD/foP/+x9cK3q9/OmRD/YKj4WyP8/dazWYMVGOJjVJw10PjDQdsD5k7i6MvutFEaE9o7s6TGB97mv/LrMlHh0W72kRHyYR85NEI+myeHF8jJNZz1UlUJVKRRnkJ58r83BAkI05DvoiYBYQSSHVRnwE+TqnhefYZURXB+i5bEWXUpyEKkMQ7BJlHH0M6wjUFicGXptyjBJVK1SoRuShSkarchi0OdhCbOtl/50TjzvsP1hx7fAx2rpMxGFY3j4jKOXaIqtyiZD8XzKF6EwAt+BMI0xNsQ70CyA0kSNWFIvRC5icSP8g2Uu1ATgXaHsl7NdiTu7YvtqRjHWz04tkzxY5QwRvGDOLuKE0s4cmmfaOXZjg35arJ7Zd44WNGuflJxjnvsY7pS+guh/tPaKcNnY7q7VG/Txb/+oOOLEU90wp+a8aVm/Znpre25QGo2kFmMZQZX5nvXl5zR+JsDHRD+/mb1i3crX6R5z9wueaXU+ImG/5jmbIG+qLD8E3Kh9G79iFY6ydx61J4ncGW1pXLaMmxFGrwwjm/gYgzSzB6D/9UR919Msy87PI+oZ58xj/DH+j5v6b75uJWUu8ALESlDVSywNUF2C4PPp7JOz+DsDMr9kCahjKPKg3I/KoMQhVATgjqFzq/Qd52M7qBpCUfsOORE2SrKYihjUBZFaRC8EMRpIgnjfWf2mcX843PU5+sQ7UB5BeovYbgG53X0Xckeu3zf1O6Ppq7859S1hwczD/Sl7ulJ3dFz5Z6+nX0GDxTTaFxBjQsyL1RuSN1QRaHeRlMadXHUJ9Gyi9Zd6JNU9w60ETSF0cqgJUnVxqEIFfZm7re4OJV9XMUcxR8n0gWWzs/qSkG1hjYPjGHog7ldQZaVgTFCdD6i3mRr19ktq2ztGku7TozuLN06u26BXbdIdJukzc1qdbONAfqUhvPYy71zW/88K9E6Jv4nXK99dd3FZKpMk+0jWzWNBs5v3mW3bMAUhyn6jTnOuo2uDIxRdITRGUMXA2OUWJKUiaGMMdh3YU2TviTHHn6oN/CMeflGoZMInERip6XDtGqarptmK6Yp7RKMLtKXoRwZYvDndQTRGoE6CvMOrLto8EPhhTZJGb9Cyy6a05Q6SZqTqGfQGELdGqRLELuhjKKOQb0fDW7UeaDyQuWBchOqNdRvQLEC2TLEc5Au/3fQNwKhH9VBSKIQR8D3oWoLAi9EAYgCqPSC74M4iJowaiKoCZD6aJ4uDbkbtUHUxqGMoMGPWh8UHii9UAQg3oL06yiTBw0+1HvRFEVLHG0ZaJNoiEDDoDUBdQTqAHRe6P0wMbBtwxCG3keaXZTahbo1qJZRvw75MtUeYRljqNtAg4u0BKALwRiEhWH3bhcO7T4ytfvyVOLlgehfRy+/Osr8u37l37qDtD1G9aXQHaV6dtG9Q3UyrIYApF40RWBkiDUD2SrR+oh67Z8bme5r1zULXYMLf59d+MXs6I+6mg+0iLIUVZSyhtK0oMtMLMZcQzOtb0GTBsoWqqvn8YnBt0YGnu4derzf+Wi/6c/jNb9fP/P40Iffn+L/aqb9eVvHHcN9XLuFtnRzOqwYmcxanPz+ouPFMcnzM40vz/c8Pe54+NLo/fM9B+e6WDPdGOyi+u3s8aECiwEWC3p6WDpTXl3Xi4Oexdn4tZn4lZnEV8P+y2WDvvuEo7gwDIEHZVsQBCCNQhmHnIGKQU0QNWG2ZpuIfJQyiJog1ZykmpNUU5qqY9jGbapzF1omy5JgDe1m9V/lOtNce2q3MDTMAAAgAElEQVRv63rWaTN9wcmpHKdLB+jjZvqEOZ83lFc5xhWM0ee7yPsa8q928i8964iVHOmnS+azxH6qKoyLQZz2kfMBnPLhrB/FQfBCRBKnpSnCj6IyDEUcVT4UualSH1Xsoir9VFmMKonhfJgqTeNcDBdj4KVQylBnfOSTMXJklJxcpI7MkGPj5OhQXvEC98I4OTHAKpvnFE9nnR8mZaN09QIRTRPVMqUPw+hi2cOFQ3HS479vJl28FjU1yU2vPjH86a82ml5bLz6wXHnXvPaVBc1fR8RPtZ//lrnyrh7JD3rK9nYWsUeMv5gd/fbI10DtQ38fBpwY6cWgEwNODDsx0YcpJybt1NrEvuXhvI0xjndy3+boft/4DZvDd4fW/zFjenum+MXB1747+Ke7xv506/h/3Xvp9LOrbW8bLz4ifvcmV9vTIxUHTCepnjPs/oosp4jVWQ6n+sGxkUeNZspgIQYbNDYOv/Ppv2n536kwsN/+gvy1mXq5nnpNQ72uY/3DTN7tJO/34XQQ/AwqkyiPoyyO8gR4SQi3UbMLxQ5LlUClB8IkquLgJ4kgTWRxVEWpohBVFqYEDPhhShiivi6Q0SZIa5g0bdAtbkowzxJuUrwtSCKUMoGqAJQpNCbZtt2fL1z5x1jgMcPi/pY5qsiOM0O4MI9PZ3B0HhUbqFoFbxOVXpT5UBmHcBuiKxBdhjgFSRg1PtQESE0UfD9EYUjCUMXQuk0siScXM/tKR/DhOKs8gtIoqoLg+8ELoDyAIi8+X2EXrb1gW2m+NDYS3DAMnK+rPlh0FLxScqE0v1j2O+GARr459Yah8iXRySqDoc7YI9V11rR1K03OOkt/++D84PpsrfmYylH0dlvxr9vOPWV496L9g+r21z9v+zvPdsio+4vsZI6t9rb6cwWlH6O64oBA9oJluvf3mkt7Tb4HxqNvzq78o2/h152Lj6iXHzKFf2wN/M06cKjT/KZ54c8D4ccNy6+2KyTG4gq97t6L3Wx5CNIgUcdYwlW2LkY3xsinI9SpOVLuAs8DKUPV7kIcR7kLgnWo/FBFoE6h+xo1ch3OFNRbECyhaAYXF8CLgp8EL4ryICoCEKVZoiD1voNzbDbvkzHWh4tUeZJquAbtV2j/Ch2XMXjl3ktfPjWd+Okw8/zsl89NXXtpOPN7B/OgPXWvLXlQt8lWL5L2AKQbKJ2BZA0KHxQMZAzqk9DuoGUHLbtoTKM5Thl30cJA5YeOoTRpNMWp5mh+49JDyt6c4xr2BSu50EWX9hL5HMu5A7UXrR7KGIUhlmOJkp4E6UywFEukfIBUOEiphZRZSIWDJRrARRM5bySVPaR2htReIjXTpHmVPqnh/PCPg3O+9y7INPb/P1yvX3cxGZ5p0jjmFdfpOc++x25ahYGBMQlDAuY4rEmYE7AwlC1EdfnQGYQxiDYf2vzQe9AZgzFGOWJw+injWl7rpQJ5H7eqk+aZCc/KVYxly4ZJtYOluUQMLtIRRXuMtEfzzFG0BqGNoJ2BIYlmBqowGuNfOxSpBuYua+YRR+bBrtiDnYEneqI/tERuaY0SeZhSMaiPQuaH3AdpCMooan3gL0KyDqkb1asQLKN6DRIfpFFIopBEIY5BwkAYRqUXAh+q/ajyoNKDCh+qw5BEUBOCMkQ1BKm6LU5dECIX5AEoopAHoHJDsgrJBuRfn/RsQrYFlRf1AdT7UO9DYwzNKWgSqPNCuYXGKJoZNIXR6IXWh1YfDBF0JGFkoPOSBhfVFEC9H60RShtDYwSGbeiSqAugPoi6IJrD0IVhSaI7RdmShX3pBweYZweZD0e333UGX3DGH+xJ3dGf2WNPwsKgJ4PODNRBiJeh8sKUQjcDxzb0MWi8t6imjsy6f1+vf0b6RXVfw8DEiY6WR1W8/CYhWyaEuBaqNpjsdEfHPqWM1dTC+qIV8jbSYX1qaviD4d5HunpgsaLXef9s3yvL5ren9G90t/+kw7TX0k26LOjqpjo7KXs/+ofI1MS+ibFbJocfHOu9e9BG2+1kbIgac2B2MGvciiErZbXA7mDZ7eweO7F0Qd95s6TjjdGAdy5+fTr21XTk+qXwtdnYdcF4/EHpKC2bR7ULlS6qIQXVDmRRqCIQeyCMQspAtAnp13/N/ZBGIY9DEkVtFEIvVRcmDV7UrUGxzqrzsxXugsaNPNkSu2aJKNxslZdds8gqdlCHDeREN3XCRs72EuEiWx1j1Xnp+jCL78XZJersEk4u4tgCTq5RlRGqKkIUCXZjipIG8+pD92sjd4vW7lR67m+Lf08fu7XZz63xo2SLKK+Q8jhObeFiAEVRnIuihEFZFEV+6pwLh0bIp0PkzByOT5LPJ6jDY9zz8/S5cdapcXLxErtkhvqkI/uCgyMcoS86sgTjtHozq2VpT1+U1Reh+sPPrl4xxXZMJtGI9PWe4he7LzzRf7jA9lFhx7HvTSmem9W9JX//JtWH+V98xNJ8Tn9xJMeqeXh05KahATLUiyEnBnsw2o+Rfgw6MOjAkB1TvZhyYLqX2pzZvz6Wv+hkBab3e6cOeKYOBpd+u9n9gf6v3zb89sbWXxSonuSqny7UvHDnqPCVdfOrA7U/l39ysPPiD8Svc2Rv08LXKMnbpK2M01bFsql/0Nf3gK4Deht01jy++Q9/0jYVFllxfpS6OM06M4MP+6lPx8mJVXJ8nZzZwLENnE+gLIWKOMrjKGVQmYAoA0kKqm3SsEvK1lC2BhEDcQriDFuUzhYnKD6D8ihKI+CHqaItlPkpzS40OzBepeqD7Hovu9ZF8eepkkVUbULFUCqGUjGQRSHzszsSv1vKfDC89ph+PruyH5+acHSIOrWIQ9M4uYYyDyq3UBFAWRAVYfBTECUhjxN5CrwAKgOoCKEihLIwyqIoi6IsiAovGlJ0z+X7uvzkaD91zkMJ0igNgceAv43qNEQMxHHqlAf/Gv+OduHTrmbbwlify6JreVR0hpSfRE0ZSou575f97JxG0DDWf7JOebpG8YW+S9Cgl7WZqtX62k6nXG8vVZ0pk327Xv2Q1PCHKtPLStOLCsl9NcI9XaZHO1TfaSoqlJ9hNZTTxUeoorPkYtGtZ0p+f0Z5+slm+2O2S8f7m0XNbxfzXyltPltukon7FAqHpKzl/B+Vjc/3eH5p2HxMs/ihQVEse1nWLjzjXP2Lk7lPNPHvxo1bq2cJ3wWeG6fmUeaizi3i7BKqfZClIE6ifAMKD9pSlPEyOi/Ddo30foW2MGWIET2DqiXwVyBnKFUGIj+q3eBtgOej+AF8MsL+eDzns3H643kcWoKAQdNXaLkK4w6Gr900vP3tLvdPR5i/z1//6/Tu+zOJk0upN+dj/2uaeXEi9txM7Im+aC5vFMWjkLghD0IegioKNYOWNJp30LKDhiQaGOhSlCENlRcmBm0MlD40BGit7/6OrYK6WbrZxdb5WQ0bRLbJqnWxFItEOUe066zG9YLWNdqwSWqX6Jr5nLoFtnqBNmyR5jXS4iZ6H6XZINoNtPuorhDLHKTUy2hZJqeb6UdfGloIvHdRWmse/J9wvXr9uovJVJqmjeM+cZ0h/4+H7jC699vibHOStqRyHMlsJ8PtYXJsTI41wDFvZXX4sjpC2d2RbBuT3RPL7UlwTFFOL8MdjuY6wznW4EHDyr6KjsIL7ZyL+nyhPV/Yl60c3dcbvWl4h27zcNojeSbmZls8x5wg+iDbFGMbEix9irSmWLo0uy3D1m1zNMn7OjM/sid/0Zv8WQ/zlDPz057kfW0xWhlkq6IsFUNkDK1i6LooqyVcYIhwKy7RQhdbFWFJfFkiLxF72PIQuzbKUkXZKoYtj7IkIbbYz6reyhJtZQm32NVuVrWLCNwsaYiliLLkEXZDhNsa49R79zeFaKmLpfCyZVsspYvd4GY3bLJr12nlGq1cY8lX2LWb7HoPuynAbgrQLUFaE2O3JNmaCGlcpxs26MYY3ZJiaxIsTYRui2Xpo1kmhrZu5zi3aYOXblzL1kQ4pgxtTNL6KMcYz+7IcEwp2siw1X52o5et9mfpw1x7mmVP0gPpHEvy9s7wTzvXy2cY3rjnvUH/U1bf/Wb3PsMm2+jLtjBZ+gi7yc3WumljNMeZvnk0/e9T6Z9MZb7XfumF5r7nhZqcNz/9XpH8KYn+HZlUqD6hMR3pML+hbf1hnX6/Upfd3nWT3nhDjYyu0+bVtec3dxxw9r3Y3/tMf++9vU6uzc7tHcrtH7l1dPRxu+37Hca8LjOrx55tc3AdfTmOXk7/UPbgSN7c4t3DI3ucjqz+Pu7gQF5vLz0+Vjg+smdh6uapwcIhR67Tyentzx8avdFizWk331Kqf/aksdiyNjfPpBZiV5cj15ei1+dSX80mr1u8uyWXIk+3uvIEy7m6OK1NZbcms/VJtsLLkQRpRZQt9bGb4ixlkMX3EglDhDGWMMKuT7BroyxZgK720JXLpHiKVK+yhes3toRylR66epkj2aT5y7RsIVc+XaiY29e8uq9xOb9mrkDtz26OZNV4idBFqlx06Tq3dJ1btcmVeAtqY9nNDEcbym8N5TZ4OWL3/prNJzqiv+lN/9QSfaI19DNd+LFOZq/CzyoP0JI0qzzKKg2TsgjhMSx+mgiSpCpG+AwRxFnCBC1IsAUMETJZ4iRbHM9Tpgob0+zaBLc5zVUGsz53Zpf072laySkbyS3r40qdN7SP7hN35Zg3b76U+dh7xbTmqix/TXvuofr3bv3ircL2wwdMH9/Udfj26bpXusTPnf9DXtlf8uUf7689fLPgg5sMqnsnxvePjeaNDORNDu6ZGsibGiocHsgddHLHBvKGeunpwbyZ/oK54cKVybvcM/e4J+7xTN8dXvp2cPk/gosfTpf+YfEf9y++fffIP38g+/PjtqoTjsaLy7bPmNF/REb+2lVxv+bE91uOf6/t1HfF/7hJ9N7epgs5RinHqX+8b+DHHQ6O0XmDwvrnt9u091QPkaJJwlunBVusSh9V5CHFPlIeZvEYUh6nShjCi3/9fYggzqqMEUmKKDPshkROWzKvLkodnyY1QXbzDqm9QkkytCyVp0yzhAwRRLMkSVoS4pZvkhJXdus2u5nhNsdp5VZBi29Ps7uwwZUnXMmWbmXXRbPrY5zaRHZNiCh9uabE8zPM5wNrP1SNsk93c0tGssvWqLNrpHgli+8jgiAlCEMQpYQMkSSJKEWJ46Q+RisZUuEigiBVGaMqI1RlhKqMER5D8RlKHCWNyVxjulC6zD49RVdGCX8b/DhVlSTCNJGkKUmCVb9LCyL4ZCKbv/DG8IbV4x3wrum6Pmqovk90ghYX0xJRXkn1baf4P6s2nDNMDouM5vaRGX3/jNY+qnNOtg/NNFmGq5urqpSP8AW0UnpAJNonqsrVyAs72w506+7W8As15ftri/YJznBLz9J8wc3yhr9LugdfaOj+UXv/Jw5bWWvlMdnR96o++VvZsV+dOPTyhfdePvnek2dLHmqb/tlo/NsNsy84fPzxngsNn1cYdLqlsM2327gSLZ7yPMYfZJUssGr8dGM8pyWeWzqXd2qSXXKJVAepqhBV6SO1DLvjMtdxJct+mbbuFPRss9u83K7knq4dWrxE129ma6P5rSlask7z5qjSKVK5Sov85MQk+33nDSenOEfGqEMTpMJPN+0SXTrbssOd2LlhInX3QPSPS1c+W7l+aPHqscWdUwvbxxcy/3s6+b8mok+P+R7vdOeVDbCqF9nKKFsZJLU+dkuYtAZZaobduss27LLb0rQuye5IsboSWfoIbU6yjVF2s5+oQ7Qx9m/9sUf7IgcaVujWAFvjz6vdyCnv5VRZ6DIzVzlFVw8WVHbni7uz+Q6ObDKndjpHu5zbHcsyhrgWhmuNZ5uZnO4ktzvNtaQ4xsgNpuC/WZn8C3rOD18aXPS9d14sa3f+D7h+de36dXc8U2maMkz4RPWGPa989t1u/519zB5Hcm/vdoGVybdEC8xMrim6x8LssaZyrOk91sRN3dF9VmavNbrPHqZNW7m2aEFvOseZ5vQx+3r8/2Z239C2vK9t9aZOz42dgRyjh9sd3WNPZ7cFufrI3s74TaYoV8dktcVoQzxbn8gxZvZ1X+PomKzWSLYhw22/nNu6m9+YzK9luLVRTiPDUce4jTG6KclpYLIbYtn1iezmdHZzgtZGC/RRDn95T20kt4HJlnk5NV5a4qHlAW5tOKcuxlVGsmVBWuKjJV5a4qXFW9nirWyJJ1vizZEGOUomWxXPViboeiZPm8hvCB5siuTIPdnKAC33cVRebpOX2+DOVm7QstVs2Xq2wpVT7+M2hDmNMU4zk6ON5eiYbG0iWxvl6PxcTSi7meFoUpzWNFefyWlPc41JTlc6x3Elv383x+TP0Xpy9Uyu+XJO53a+McE1JrimdJ4pTRsYjjacqwlktwcLrOm9jit5Pbv5famCds9T3cHntYNnbJPqhWDlLPPOYOAFh//hrsCd9vidPbv7ujO3DW7f1he/YSD98PTu/978ih/68vwK86ppROJifi7RPVhZ90L70GOl+lvf59357tEfnbv4qvhcu+NCf99bOtMP6nX5TW05DW05zR17lDpOveFA78BzfQM/6nHkDwzk9g/uGRje09OX2+PkOHu5vc5cpz3X2cvtG+Q6+7mOPm7vUPbg6N6J2Xv6Bm902vPHRvZOjN0w0J9zaeaW2YmbFyYPrkwfHLBnjw8WTgwXTI7eaLTcdkH30qdt7/AtL9db/8s6cWJks2+WSc1F03Px60vx65vM9bXMV7q11EOyubzWMMeU5DbFcnQJbnOElrnzWiJ01Sa7hmGpImxRkNTEWdIkXZfhGq9z9JdpZSq3fjdXzmTxPXR9PKc5cdCULmxN5tQzeY1xblOswHaloGc3z8jssaVv7M3c1BbYI1nmVq3kCtw5wq1CeShfuJVbtppbscEpWuUIfSxlkG7w3KCPFGoDB7SJPKGvsDmer07lKgJ5Im+eyMNtZrIbknRFmFUVzpLFs2XJLEE0m5/IFmRIBcOqTrLF22xRmi3KsERptijFEqdY0lSWMpXbdKWg5Sq7ZTenPcNR+vaINnPUYY6B4bRFCkzRvY7IjX3e/Prxm8biD69fqYx8Nb452dv0Qn/FLfPSB9YVjy9UP7ImfGxT/JOllr8NNPxBd+Jgzbt7pf86IP/4dkP1o6vTz68ufd/eeaC+9g6Z8JYm5a1SwY0y0V5N44G6mv3trbcpRIUtinuapPuNTXfqVPdP9v3HpYHbtoO/vZZ41z99wiP5++YHDy6+8+Bs9dGFuZm1KDPrvtRvL1/p/yg1/abb9MvN9l+van5rPfcde9G9PeV3Wni3dAq/NdDxRP/QE6aeGxvtfzjUYbhbPM6VLNA1m2yBh+Z7sqo9pMKTxYuSikhWFUMqGMJjWIIES5gg1fEsUYolZLIUu2x5htuQ4Ci92TwXu8THrk2zGndp5S5blKSlTF5DmiVlONIER8pwFYFcwUa+wE/X+HPrgnlNoT3q8D6tZ3+7r1Dny5Ov5Mg3Chq8hXW+PGkkVxLhNETyO5PPz+6+0+f+Ts0ofcK5R7RGF22SYl+2IEQLIyxRjC1LsuRptmKbLc8QAcMSMLQyTssZwg+wqsNsAZNVHWcJGFLNEEEiS7pN1+3S2u08W/p2U7Dg4lhO+WaWIMOuyrD4CVZ1PEuUyBIkaEmGVRXj8IJ0uevhzsjJWY9xecu+OKjrfL9NdH/1SVohzBFJ8itFt5S1vG11rzeMTU/GtheT15fi11fi1xfjV1eS16eCW2LdX2qb9tcrCmqlexVibofm1g7NrVrpgfrSfU28W+TlN1YW54n43GrxLbru0pIRz23N0y/Phcqd1lJr79GBtYuzvurJ9X/ohh8SmPeWWAtUi3fYmV/PX7mnZfGX1sXiwS5Bj/6CZfycc8XiS6knJyuNHW+rHS8Zh1+2TT1qWv6ek3lqeOfN/uhjNYP02VFW+SoR+kgtQ3d9xen9kmO/nGe9yu1Ic/V+jnqjoMmVLVkokHlIxSKLfym7fGYPby5PvMzmL5PqFU7FInnPVnhsKuf4HH12Lbvcm92QzjZkOJad/NEv75i5+shE5m+rV45tXju9fu3U0pVPJrbfHdh9rif2iHn9ZuNavnqDLh6mqxZoeZCt8NOqQL6G2dPGFKrj+W3pPH2goMWb3xAuNKQKuhL55jjXmOCaw3ndUbotwtb499rjtzqi95m3btCs5xpDdLu/0BLeY/HmGzZzO4IFJv/tJu/tZk9ep5/TFeR2BfM6w7nGYG5PPM8Sy+2K5Xcz+Y5UXnecqw8VGCK3WxP39qRvPG/kPPxS/6r//fM1csP/Da5b8XSlaap9witsMHJ/916OegnaTaIPUW1RqP3QhaANwsxQ9vjXSSqWejmr3JJd1UuqHOzmORg9MH2tfc3AnoQlDEuEdIapli1K60N7GB1xWBIwM2gPotVP9AFau4V6H9USR1McjQya4lRLHAoP6jzQMGjJQL0NOQNxFOIQZCE0xKFKova/yzhUDFQJKBNQMJAGURsmLQxEq6icQdUKBB7w3RBsodqLKtc3Xiq+F7wt8NzguVHhBm8L/ABEUYgYiKKQBaF0U4rl/HoPJV6FeBPV6xCuQrIEyRLEqxCtQbQGsQvyAORR1EQhjaGOQW0UqggaQ2gJo5lBbRTKMBoT0G6jJYXWFPRJWC6jewe6ANQBaJPQ7UCbQnPyGw9zMwNtjKp1UZJLRLXMkq2SqiWWcI3IF1E+dL9m5fEaw2cmW/vEsmbCzRtc480xn0zEnxtifj569YYu5j9mr/yvhczzi9v/Wr0mdH2p9Fx9s3PxT+bpD6c3co6UHTgrfrp+4J5DCvK7j9kvHiKvfbLvnbcrtcfbtM/Zrb9rajsoVVOKNkqpp2StqGmB2njb4ODTZku+vQ99w7A6SUc3OrvRbYPVBqsVVjusDljtsNrROwhbL+UcyrU6WN3dcDjQ10c57GR0kDs1kjc9nDNiZ405yXgfd6An22LKk2i/+5769ePtf2rvPWCzszXmuxoGP9JMntCNHDFe0g0FPJfiX84nr0/GrxyzbtwsmWNpGSh8VBND1Azqw7Rxh6paQtkmqQ6iwg9xEvJtKNKU+jJqkxBFUR0B34eaCKXKULJogSGR25agGuJQMqhliP4KaUlQsnWi3srWeLOEizg9QkoWWEVrrM/nqSNT1KfjOD5HnV0hJR4ii1P1KdKeYnekaH2IlC/gzBzF30JNBKo41ZImLSnURqCIojJIVYYhjUIUIhVBnPFS56K4yHyjFy1nUPH1xMCLQcigJk3qd9ktO1AyEAchiVKSKFHvQpNGW4qyf0mc10hrkLJE2HNfPrZyXRHa0ZuOWYUHtUdZ7cf3G4/ernq9QPlqTvNb3NHKBze632o7cbv4Le75P7NL3sy3q59emPvFyuJdhiZuWVHBqRNZIkGOgMcqOcOS8wsFZ7iamm+VHmNVnS6UlmZ1tdxUJ7yzo/XeOeftO6Ff+Zd/szLwsVv93tT5pwZLXxmzq5ci6zOBlaFLtr6uM5HRT5PD/7Vl+uWC6tH6t3Kkf+HUvMGp+Bv7wmtZVZ+yrJoHnH0/kXQ8cdSmvFfYD94CJBsoX8GZBZxeQMkmigI4H8O5CM5FcZ5BURxlaZQmUJZAZQKiOERJCBmIo6Q6igsBqoIhil2IGPBiqIgSUYyWJ8GLgReneBHwtnBhiRS7CT8IgQsqP5FusVQbe/RBTrOLli4Q2TolWaOqlin+FiUKQOIhuuivpnZ/a1i8lTeA9zqo4gWc3cT5EC5GvjEH8FMQbkO0g8oELoZwPoTSCEoj4DPgMShiUMSgOPbNVCQhSFPqTIEzdUP9IvVhBz4bQVkYxREUR1ESQwmD0hSKEihl2II43h8nxfPPDfgallZkPYPayc6mpt9UHqHLT0IqosqL2FXq1y3rI71u12z8ymz8+mz0q9noldnYlTnmyjQTFxrOVNbcpRCzmiQ50sqsZmWBooKj5HFE59m8U0TIzxKJ2EJRztGLtyu7RW93T+xpnfnL/Kqwp7qyR3dxaE4wbJfa5RXt0kM60yP1o+za5RyD54nxzD7BeM4F06tNalmPvX5kQT67ZY9k6icmJZ11X1jP1pqeq6v/haD+/Y+0XxztW1EsBmWDE+8Zxh9TX7pD7aIVHjQwMKVhuUzatlHjgcqNmkUUj0GyklW9sl+2cp/R/XC3/0lb+Mke5nvarZ/Y4090MQ9UTR085sSbXXhnBB9MkWI/VbsNzQ46rrAdOz+c2n137avPV65+vpj56FL8nQnm7f7E8/bgYx3Ld3V42Kp1nHKibAryLShdRLxCyibZ5eOs8wOEN8qRTFInLdQRMylzkuo+IhihJEto2qJMDHQRqFzQhGFh7htg7tMtEs0sZXYRU4jS+yljBCYGpgjXHOaYojCGYYrAGEFbAG1+4khB74XBj44gzFFYGOg80Lqh9xCtnz6u4zz8x4EV3wcXpA3mof8Drl9d//LL69e3mDTPNKmf8NSoOzjPvM1SLcAQgTkJXRT6GIwxGKOwZmDPoCuJLoY0L9A8c26lhVtpYyknKVMMHSl0pmDZRlcaJob0pKkOhmoJoNmLtjDMKcqagZlBWwBtAWLw53SGoA2jhUFzAuqv9S8RNIWhDqM5iaZdNCShjEIagjQMRQyNSUhCkDNQpVGbgSzx35WHccgZKBnIwyhbRfkSqlwQhSAMgu8F3wO+B1Ue8D2o9qHSjcotVG6B50aFCxVuVAcgjkASgSIExQalWMyt24RkGZJ1CNdRvQrJKmTrqNmAZBPSLUi2IA9CHsPXtWq1DGrDUAXRFERLGOo46hmoImhKUJptqFPQptCeRvcu1Z1GixctAei+Nt7EoUlAl0QrA02MamNI3WaWYDK7coTDG+WUDHIuOLMrRgh/maXw5QmG/+ZYE4ytneyefF0/8oe26f9smnu4dfm2zo2cjq0fz135++LEiaMAACAASURBVObVD5d3zi1cvjC/+6/x+H+q594c8z3d1I1X3rn50IUHT9Vzf38Ej73I/uWfyTMvf/evL9e2vink52uaHrDbXmxqOyDXQdFKyVsh1+ILLe10/sLuuNXmoGx2WGwwdaGzi7LaSI8ddgfsDvQ4YHfAbqf6B4jNTvUO5NidxGaD1YluB7pssNjQP0D397N7nWR2NNduInpjVk3bLWdbH+V1PFXT8Ziu51Z9136p/vHylh/rnbcZLPlq823qvufbphWdy1PTiZ2J6Jfn+ja+XTfJbtuCNoxmH9RB6NOUIUI3rNENHqpmi5KH2PUJIgmiYp0qXiEVK6yydVK2QUrXqAtrpMzFFWyyixdxfhXnXbjgxnk3Ti3g/DTOjuHQIHV8DhfXqQsbOLGEE/M4e4k6Ncut9uHcAlHFSNsupU6RZobUBknNGopnqJJFItlkmVLEmCS6CFRrlHyNkrmJgqFKA1TFVlalj5xdx0kXzkXwtVGHl0BFHBVJVCRQyUCYgHwHsiushl2Odhs1UcKPsPhhqnSVVK8T2QZRbZDWAOlMoDVIObepsfSd89u8+JdN3Xw9745RwU1dpw8MFX+v99x3Og/dZPmY61H9eN3wtviNW6v/mnfmT5zKj/fpFN9v09zcayejNtJvZQ85s4YcWVP9uTPO3Gk7PduTPWvJvuQonOzOWRjIdU/d3W/4vlZ2W0/LrROOhwe7f95vfL+/+T1p2S8vVP62ziQ2OM2jrvn2+Taj46OFwXd8zpdH+PfoPtljO7W/6yin+Z/kiw9YqmOs5iJWh/xAj/21IofsR419KJlDRQC8LarIhRPLOLeOIh9K4ihJ4XwU56O4EEMRQ/EyKE+iIgFBkigzRJKAIgl5lKoOUTVpiHdQkwE/Dn4K1SmWPEOLEyhhUJkGPwlBFCVulHuIMkWUCUiCLFWQ1PpY4sWcuqU8xSJbtIryFUq0RQRbVI0X4i2qOfrg8JV/165mnbXhQxsurlAVfhQFcDGMiyGURVHx9TlmAiURnA2gOIbSOMWLQ5xGVQpnQrgYQVkU5VGUx8BPoJphazM3tXpzTvRQnw3inBulEZSFUMJ8c7bL30ZVGkImq8yDV8x4f+ZeXeBDZ2eZWV+7sNI+wVeU3lJ6CKIyIi5ll5zL50meHFgemA4letfds9HdufCXlyJfzkWujvkv21ZWlIZ3pPI8bUO+uIJIylmVxyAooQQl4BeT+sa8JlXhxeIHvuisNiy6fyLve8TuOjKmMXW9/IXiGZX2X1LxH06XPH9cdkTa1SyZWXzOMv6oc+17pvVbZJduE0+/1zWoHp0xzXm61kMOT8Dm2qg2VJepnlUq9ulFtFGwX1nzgqrH/sX4Utv8mH1zw+ZJ1a8sfz4w8FLHXL5sGro4WqIQr5CmKEvmoYVr+ztCr0wkz07Hjo4FXh/0fjYf/3yW+Xg8INj6qmLlinj98ql+95Oi0dsvTFBvWfD+JEqiXH2S3RFhDyT/340v31+9enLp2pnFLw8v7H44k3lnLPPngfhPzFs3aVcpyRKryUtrgpC6KXWIlI/QJ9rpYzryrybWGUt2g4dow0TjpZo3icYL4TKkmzAx6L0C6zaa3WhxweBjGzf/vS940LB+uy14k9oL5RJljsGSgNGfbfSzOxiYojD6iT4KfRCmAGVLos1DuhlijlLGCMwxaP3Q+mAMwhhlnTZwf/iX4WX/B+elOvvU/4DrV19dv+6P7wg6pnVjbqXOzPn1W5y6VaojDUsanQmqMwUjA3OSclyGLQNLEp0JlnaTLeyjeTZOdS9pWkQHAzODrhi64+hgKHMKPdvoZKANoMEDtQ/tEWK/DEsGrVGoo5QulmtKQBNHy9dVGmmo06hnUBtFXQT1Sao+A3kM8sg3InRZitWcQfUqhOuQR1CbgDgIkQ+yIJRRyCKoDkLkR7UHVS5UuVHpRtUWKl2ocoHvRqX7m3elC9V+VPvBc6P8a52cD+IQar6uTgxREm+O3AvBKqpdqPZC5IfEB4kPYh+EW6jxocYHRRjyKOQMahNQBVEbREMYTQGoA1AzaGbQFIU6iuYImiNoi8O0A+tlqpOBYhmtIeiS0CTQHEFTEK1B6EJoi6E9QYwM3bjJrhimRVN01UhWaR9dNcpuZqC/Stq3czSuu1rmCxsXWA3zpHEB0nmi9lBGL7FFCvqSd/Uyj/ZEn3OGH2pb/65h6zbx8DuTvuebOvGnf9xSqXyyYXjvGzz87B28+M/b3nunqOHjWsX3RTxUlVNt6ifstt9qjbfoTffrO76rNd3Z1HpzX+9TNvteiw09DtgcsNphs8PaA5sddgccDjic6O2Dw0n19lO9A/TAcIGzN6vHBmsPegeItQdd3bA7ibOX9Ngpp5Nt6UC3naUx52u6C02OPRrLzbLOe0XGJ+vsP1dpb62VZdXVsVS1VGcn0XXfIre80rd5aSH55QhzuWYl/mqv73djsWeHmZ8547cbg/udzPd6mdz6VXbNMqmYpS+Os49ayUd61gc6zlFb1lEb+7CF9UEn+1171kf99LsW1r/Gyeer5IwHZ7w44sKnGzi2idPrOL1FXQxTp304vEwuunF+DaeWyLkVcn4Jp2YpoY8SeFG8QSq8lDjCUkVIbZjUp4g6SQwZqjVC1FukxUUkyyi5BIEPVTEiihCelyrx4kIQFxmUJFGeRlkcvAR4SZTHIUxRjddI3RXUpNi1mWwFQ8mYLHGYHB6iP+0in3dnF/XSZ+2keopow5QhhTYGPQwZzfx181qXe7Wt5vdzkv0TvG+F9M/GbO9uGt8c4f/nsu7VeeN72sN3tHx0sOXsA/3Gh5zde9u1bEc3JgYwNUI5u4m+OadTk2ttybM0Zg0Z85y6gomeA05jnsNUODvwbVPDQZ30QIfiW/bWH9hbX2gq/nX1Z49Wlj39X4cfK9GI28fmra6tC/0XS8xP6UbfmJo+0d/83Jrh2eHyGy2fULbDHM0nVMuZLNlxDu/Ut45Vvv2bKk3OYT11qocqXQTfgyIXLrhQ4kGRD8VRlDK4EPlmimOoSKCMQWUKggSRpogoAWmc1DOQuClVDJIUZNsQ70C4C8VVdv12tiSCEj8EKYj/P7bOM7it89zW6/sAghyR0kiyHLmdWMdOxk6c+KQ4cZJxEh+nTZoTp9hjJ47tJI7jIl9bbqpUIcXeSRQCIAGaBNhBEiRAgEQHSYC99w6it43GomLx/pByz5xzz8z3Y+/v554988z7vutdK0HEMSoOkmoPlTFU5Idgi0ocpHqDVb9+vMeTVj1NebO0coMjcaNkgSV1onSBNPkftu3eL1tIyrHi9ACyHSgKINeHPB8KfCj0otCDEh/KgigKIGsLFUEiiqHMBa4fxSFkeZHvQ2kIvBh4MSJMgOdjt0bZonlOjo0Wr6E0jMIQioIoYFDAoDQC7jYpitAiL7k8jXcs+HiJZK9/v2sq0z4kGJiXj/d0dT3LP0fyL0BQBn4BivI59brcRntHSWvGkGt+Pri/ENxfCO0PO7Znw/tddqlYfk+NlM2vgICLknwUF6OyHEIuSyKlYn5qadXfJ0OhqoHlr4qML08ExPbigd5nWvOOVly5v6L0pcza6gzrUPPKWuP0xtt1nU+Xtf+8zvJrxfhTrfM/5CufyJS+2D0n3WA+nZhSLayPB2LGxf6KmmcreCf4vEfKhC+12u28/vkS27Bk0Nhlk9WrXpK2/Vimu3i2s/XpzukjsjlSPgLRGrvRd7jN/72+SOnmTdmEp3WGaVrea9qIVQxNV82stS/HS2yeq8Nb8uWwfCF6tc/xM0H/vWcsODv0sNJztH35YF/416u3Pli6njl/o2hhP2fu5tnxnXfHIn+z+3+mXD4sHaMdzuP2G6kyJ8oW2KoYKRrB2c7kPAv7sjapzEbbPMS2D8M1qPeg2kVHGN1B9O0S+2cwxdDlRJcL3V5oPUn6wNEez7GmlZQ8PatykNW+ShUbhDd4SDqZ2rRMm5dRaqHV86yaRZZkht3spMIpdoebVbtIFC4oPWj1EHUY3UGqZTg56rTvvjq04Hk3U9humvxfTCQC0WuV2pnWwbVGlTH1l28ky5ah/pe3sDoO7Q6M12DcgZ6BNojuCFEzpGmZymZYjSukOwxtFD0MeiPoiUEbgT4O8y7RxojCD5kDTU4oA8RyDfodKBjUh2lrNK0rBkUU7dtojqI5hoYEZDHURFETRV0UtQyqb58QxEFUBSFjIFoHbwESL2rDqPSgKoiq0O0QOiIMQBKA2AeuC+Vb/7XMWu74b6wtd0DgBc+LMidKHKjwQBRGZQDi0J3QOr7ngNQDwSIE66h0QeyDyAORF0I/eG4I3RB5IA3cIXpNALVu1LpRH4TcjQYnmkNoiqCJQVsErQG0BtERg+YG9NeJikHVAukMo5VBCwO5Gw1utHrQ6UVHEI0+KDxUOMXKN9NCK8k1sAvMrOI+2uhFz00YEmhfP9Ibobd/Gk0MnVGottEVRVcI2iDtDiS3e1IkI7TSyuaPkDPKnzVYX6hX3P1J7pNNfU/JR5P/knPfn0//LudycXu6rPGpylKIKsArh4h7sLfrJxb9L3Xdv+hR/7K359dmw19sfb/pMXL0FhgMMBphssBoRa8BegNMZpgt6NXS9nbaruS0K2mnmmO03mW0svUG9OihNxOtHqZ+MjDMMlqJ3kqMdtiGab+Fmsy0xwCDBSYLtKakTtMJy/i9PXqqVrE1mqRuDbX2scxm2tTzSJUpq2tGaJwqG3JZB/yb9kRsKM70BZna9cRbg75f9G4dLbHSjB6cUiRdNiZd1NFT7cmnOg9ctrAyzOwLmuSLuqT39aw3ug9/ZGS/a2SfsrEvrSA/jCs+ctGNiy7keElOEBl+nNnAJ8vkkhOnN3FmjeQ4ae4GLVxH4TryNlDgZEvjhB8hfD8pd6Lci7owbWFoZyRJw9AWLypWaeUmkXghCBCeF+VO8PwoD6M4Skq3URBBAQPBDioSKGAguUZabqCKQVUsuf5Gkpgh8hjlrpHzVtZHGnq2LyV/hJVhZgkWiHgL0gCqPWiPQBv9xdye6dotg62xo+jxyaoTbvPfF7tPzTa8MN3859muf0zV/mIo/3Pm3Ptn1c8tTD45OcIZ0BGbCSODGBtlyWoOnP8wpSDjoKjgLkF2WmPlF0ozjpVkJIkKjxVeOaDvfGzedmJ54Jhr5OHI5p8Xh9LHOs6Pqq509370cd3PSu0l4plW7qi0uO996fDLirn3+fo/F9f/bND6rq7iSU36cflbbPmHnE/TD55/+/6cwnf+kCU68AaP/kPM/qgxJWeIVTRHciZQsI5CL/JdyPegkEFhFPlhFEVQEkVJBKVRWrkHHoOqMJHHUROhbdtoiqDIgcooqb0O4Q74O6jeprLQAZkPpS6UMyhjII7R2hCt3oBwg0q9qHKwa9xUupWsiaXKVpO4I2zJMiqm2aUzSWVrtMKB/AXSzhzrTxySLXKKbTjdR686keVClgu5PuT7ke9BgRdFfhQHkR/AlQ0Uuah8m4g8yFsnOV5ke1AYQCkD/i4Ee+DHUeGm7XHa6L5X5k4qWELO5p2atYBBCQPBDrg7yArQAj/NWcGVSTbXhwsbyflbT3VtZfQv8/oH5KYzypqHik6jOAcVJaS0mOTzv8lterW87fWq3grbhrN/dcW+vjYfvDET3tfNd5dIHynlp3AFqVViTm4+ysoIrxSlxRCJSZ38i4V1n0yEY4Ou+HnLwvkBS7vlr8OGn4muPFJ25d+rq18436B8osT0tRzL8Xd6Ut/Xc05Zj6b3PFRqPnjVeDDP/IDI/KfhjbyJZW7fUN3QunopOhXZ1c9oatVnKhSv8hVvK/u7xPY50fSsbLCo0/y79qbPywUHGivvFRQ9wWv8R0Z7zlsdim9JDSm8icOd7qeHdl7rZ3LndoWzUdk007EZEfXZRbaJdPXk7+vsr5sc3PkQ375QMjCVY1+4bA39vGXpeGk/Fc0eHt773vTe2eVb+cu3CpY+y52/dm488f4Y8+ZY8A+968ckI/f3M9+Z3D5YMYKqJWrYAXcBFXNsJUNqV2m7h9quwX4DvTvo2YEuBn0YPQHoI+iLw8RA6UPzFtrdaPCg0U97woc73eyKPlb1GKt+mdYsk3zrkdrxgw0rnLoFWmggohl2zQJLPMNp9FDpIm3eotULRBVGVxBqhlribH2IowkdyFQcfOovg3POty/zVX1z/9NbeH9/PxS7Ju6daRpYUeoGD/3krxzpFNXvoSMIVQhqhpivozeC3hB6AuhyozsKzS40UaoJEXUY2hi0UWgj6I1Dk7j9Sk17RMWg1YtG550Md/02uuNoCEIWoC2hA6ooFBEoYmi5nSAfRX0MdTHUxCBPoD72L7gGUeWH2AuxH9U+SDyoC+O2vL4qgMoAeAFwAxAEUOkDz4tyL8rdqNhCxRYqnP86W6hwoGwTZZvguyDwgOdBmROCAEQMhEEIfRD7IfKh0pEqdxHJCqpdd8yeqrcgcUDkBc8HvgeVrn8Vr2HUBFBzey3Hj1onGp1oDqIxjoYoOrahjEEZRWcUqj307JBuBvIV0upFsw8NbtS4IQ+gMQC5C3I3qp2QecCfpyXjtHSclo7R0jGUDkPmgCKMriBRh9PUcdIYIs0RtDHouN1SjkMZhzoGTQyqCNEEOFp3WvUaPaP7p3WtJ8q8oxt8pnHoi2erfvzJRUnTOVXTr+TCB3nFEJRDyEVlBQRlEFYQqfCAiMfiVaC27rHBvjODA7/pNVO9+TZciclCDCb0GKA3wWiC2YIeDa2vp3UyIq8nsnoibzig7UnWGaDVo9cEnQX9IyyjnViHObp+ahqEsQ9mEzGZabcOVhv6+2G1wDrAstmpyYQ+GzX106FxTr+NbdDTdtXdddpv9dgfNBnSug1f1Az/yjb//uDk66aBP9nmeNqNqau2lX/qlp+osd0lGuWUz7FyBuiHCs6ZTvaVXpo3wMqfYhUssbLn6IWRQzkLnPQJzvkpmr6Kyy6cd+DsGi5sINuDvACy/bjoxhkH0j00P0G5u+DGSEUIFV5U+EglQ2t3SVUc3DBqY6QmSqUMbY9QVQQKP9o8aHRRmYct95HKTfC2UBWkVQwEXlIbJVURUhZElgf5DMrjd3wShNuo3YY0juptTu12iixO5FGOJMjOWeEUbtKcNVq4QvlrbKkbFRsQByGNQMZA4v33vnhe6JY9cV3fJ5nq+v264R89Fc/JT6bq8k/0FzwydPk+y4XUzvR7LS2/HNB/adzMmhhgDfWTURvGBolBS7taUjWKQwZlqqUrzd79oL7teHdjklqWplfcM6C+b3XwwbXBB4LLT0T8Ly0MpVtK3h8ofb9Xfepd3kOnZN88WfWNT2ofL9P+oG7w+ZqRly93PvWe+OFPSr8tEr9gEv5K8ndO5euk/L20nOw/8TpNPyo3sDPUrCs6dpadXhrFKR352IRzk8j1IdeHghCKYiiKISeEQgblcZTEURIFPw7ZDuQMu2sb/A12a5DWuJGzRIQMpDuk8RqRMhD5U9uiB+VewnejxIPKMG2+BkkIEie7JcKq8dM6N612chQRdidDK2cPy5aRY6EVM7Rghp27nsQLEf4m6QjTlgDlrtDLgzg7jOwtZGwix408H/K8yHYj34cCH/K9uOpEhgO5HtTGOS1hnBvElXXk+VEYQFkE/B1U7kCQQHWU9lxHsyONN0tP9yFzFjku5ARREgU3Bl4cpVGUJ8CPkcubJM9BpWFkbOCfw6yytZ+bnRWjq+3TZmXPH2tL07LPQlDGKc1PKspLKSxNK6r9HV9d3jM/Ua7gVyi4k97ITPizIffqpz05kvZPSkUvXMr9Ynbp94oqn7xaeG9+Cbu983gJ7/Gy5opJX2Ipst/jZK62FSmafiorf6pUcEqpeldc/GiuJPu5Shv9qwJ/1qSdmSJnF4/yp59t6zzVa/2LfuEfGmVWR3FR86XSxiv1Jm1d33z9xHqhsvZq+a+yih6tlf1AInmleVDN1Ra1qn+uU3ylJiupLidJXsoRZNN28QFVzRfNun9KO95Mb+O+b+n7eGTpTZPzlP3aPwzel7pXzkwzWdal2mlPwaj3Z4qZPwxE/2hx/KjZ+lbPcIahj2+fzxhceUE1fZg38pW+yHOT26eXb2YvXcte+ix34bP0qZ2PR2IfTSb+bPM/2jr1wzHmJ4Peu0R21C5RdQiCWapg0BFFZwiaKBm+hYFrMO7AvAtrAr0hKFxQeaAPwBAkqgCatiDbQJULUjfpYqDwUU2ANGyi0UUavKjbTFMHaBdDmr2kxYm2ALrCUDHoYNARREeQKIPQRtEThzYGHXNAzxxR+w6elR77wcsDM843LwuMo8v/C1yZnRs1xtk6y6LGMnXsp387LJ2mvbtQeKHyQxWglj22JXrEGGSrtojSDU0UhhvQ76AnAi0DDQNN9A5ftRH0xNEdgZohnWHa6od0405qqTYOJYPGEBrDLCVzuCeBNgZNMbTE0RiFnEF9FI0J1G+jaReNO5BGUXM7BT0McQiiMKrDqIuiLobqCMQMhD7wPeD5wPOD570zXuW6wXWD7wbP/V9w5brA94DnBt+FSicqPRD4wPdDGISQgTAMkR/CAIRBVHk4dQ5ULUDiRo0LwmUIF1G1BPEWBC4IPRBuoWoLUu+dKIYaL2p9aAij3ocGD5oZKLbRvgP1Hjq3iXqb6HehDJM2H2lxo2YO8nU0uSDfuBP7Wh+GyAGxA/IQFNtQbBO5n8o87OYwqjdJgw+1LlStozFIldupnXEic6ORQb0PjQG0x6HcQXsC7Qmo96C7xjbeYHUxKFw4kjXKc2/bfVOlNt0PBF2Pf1jMrc2tK328Op+ICiEohaAcgnIIKyCqgLACwgoIysEvJ91dv7FbP7BYntKZYDDDaCJmK/RG9OihM+P25b86w8RsJUYLNZiTDMa7DYZDt5vGJguMfTD1wzRATDaq74NhAHozzFYYLdCZSZ+NmCyw9MPcD6sdejMmZg4ZzAdGx+7RdEOrga432WZLtQ0SqxUWMwaG6NjkCaP+kFabpDc+1G54uXO8W7kZ+cC6+MverW+2OR9v2zica0rJtd1bNZ9aOcURbpJiHwrdKHakcIM030uyvbjownkXzm7hnAPpDmS4ke1BhhvnnPhkk+aEKXcX/F0UMygKoZxBZYxI91C9jcoIUewR3S2076AhjA4Gmm1Y9qh5h7Z5WPUO8JapwAmhF/VRIo+jhoEkSMudyHaiMIyyKMoTKN1GaQyiHUh3iXgbZTGWIMypDhNBGLkOkuvGFQct8iFrjVZ4SKUXQi8adiDbQ30cigQ1bj82nvjIeV2fuGafbh3UX2gt+W3GqxzJxeNVb6dIXkuVvnNU8vGjjdwfatvvHTWSKTsZsZI5e9K0LWnaTqdtdM7OWRw8uDp8xDlxfHPkyIotdXXgyFL/MffUI5GNJ1bGT4S2nr4Z/9uw6T3h334tePmpzEtPPXcy6dWLd/3p/JFXLqb+/VLaG/lHM9TfOqf67nv1X/pr0ec+rPiq3fKOvfLJpk+o8PKXBG2SilHvE2I7KRujFYtJZevk6grNWKSZK7jqQF4ABQyKIiiPoziKrADyQiiLoziB0jgkO2jfQ1ucaOJ3tW6+OhN9fdDz286to4UTpHiV3RKhTW5Uu5NbmIMNAY40hMJliD2knkFNmHTukaY44bpojZPKPKwGhkrd7Jo1UmSn/CEqWyTcFcLz0SoGdW5qiXNU4bSmELkwhEsLKAohP4CCwB2m5vqRF0CBD/k+ZG4g24FcH6mJ0+oVcsGKjGXkelHoRxmDiijKQyhjULPN1l9Pblu9V7aQdL4PVyaQuYYrTpTFwUuQcgbFDMoShB/H2U3k+Ck3grNLeGcEFxeONrtPzye0m2HNaHtH+2/5OeyqoqRPTrIupCfll3HEipMz4cBccJfb2Hy6oMA0s7YYujkXvDET3pkLxnMry9OLP5Gq5IaFoeYBOa/lF5VNX3/5n49eqSwWd2isG9Gz+onXFA1X5Sfz85957vU/nMv7U+6l48Wi19rn3T8qsdEXP+W8WE8+mjpcMflHft4buZf/UK37zsWsb7364lMfffDtsx//tTJfOjiUrxn67eWsrOq3S6p/U9Xw2/zMEzVVP71w5lFu1mNa8SO94i8ONT3RlHe48iqrU3JIU/tYn/pXrTWH5TX3CWu/W9X1T7mt+dOZtddUM99ULjxjC/6f8UjRTPy83fnr9ulfGIJPatzf0LmfHwq+q5/ONNqytYYz5vmfKGb/s2PxebPv5Oxe1uKN7NmbV2duXp3duzgZzV7YfWsk8FPN4m+nY88MMfe2LhFlgGqYA1pvcncQcic0UehiZPgW+q7Bsg3rDvp3oQlD4YbaD60fugB0IbS6IdoAfx31PnQy6AhTbQANm2hwotGDJk+qOkSVfjR60OKGMnjH7EHJoCtCdDtEzUDphSoAVRC9DKvLc1S5deQD/olnXjWOO964zB+YXvsfcN3f39+P7d2S9y1JDHO6wYXP/+L1o1XD0DBo90DlRy9D+neO2ePPjOw+rvdzOtbR5YIhBl0c6gDUIagYdEegjULDoDeKnhjUUdIVJZ0M7Yqhcg2tIaLfgyaOttDtOWtS9/aR7m3SwkAegzQMWYi0JYicQXMCimto2kPDDqRR1CUgiUASgTSKGgZyBg0MpEHwveD7IfCB7wMvcAeuvC1wt8D1gOf512B1CxUu8NwQeCH0gu+CwI1KJ6qCqAyA77/jLyEMQxSAKIgqhsrCaXI3uDMQrqNqHbw5CBYgWkblOoRbEHsgdqLGhVo3ZH7UBdDIoC0CVQKNHip3ojUEVQzqOFQxKCNUm2Dr4qTdRRrWUL0EySyaXWh0Q74Fuf+OzJi7DqkXijhVXoOMQcUmqrykygX+GpWFSE0AYi/qGDTFUzu2qSwAGQN5GPVhtG2jeRu1YbTESNcearxE6qRNPhQuf543V742Z5rgKc3iN2tkrxWVtta9IbjExgwNnQAAIABJREFU4eUTcTm4FeCXQVgOEQ+VtynLJTLpcWXLtwdN7wxZ3zIZv2IwkdujVqMFPToYTDCYoTdDZ4DRBJMFJguMFhj7ic5C++x3mfsPGvth6oO5j5gGiM6K3j70jSbZxjnGAao1Qm+BsR+GfhgH0G8npn7o+2CywzoM+xjHaEnpHzhsNrCsRpbZBPsg7HZYjLD3Y9CebNbd06U43NSc1KU4XCM+LKl7yjrb2bS8fs6ylj4Z+516+e6iAU7xfBp3LYW/yCqeI1eXcHkJOWvJpQGa68FlBy5s3YHr2S1ccCDDh5wAsn246kW6C9khFEXB3UFpFKUMyhmIYqjZhSACMYOeG+jcJrIIGqNQJqC5Dvstar9B291Uvk5Ey0TuI0IXqQ6gMQppAOWbKNxg8RnwIpQfQW4ABQx4CQgSKA2jNER4MVZlmFPhR64bJX6UBnHFQUp9KHQl8cPI26AiBg17qL+GluvQXIdxB327B+yRv27c6GViXcbypvIfdlU+1Vr+jS7ed/Wi56ou/0Be8vTS8M/6elOHrHS8H8PmNEP3fY2iQwpZcnd7cos0Wd18VFF9WNOYNqQ+Zm49alEc6a492lF9j6798wb1g2bNVwb131F2vdrVcKVF/OoHWQ++coFzqvj4Ke7nTpYceTs/9YPqe8r6f1xg+un7DV+82HTi3fIjufLv6Lpe7OB+s7DwRf7A0DtW54mqMRRPoXgNRZvI2US+G0VelIRQxNxJ7iuLoiSCghBy/CiKoDiKshhqb6BpD93XDhq339/Y67vxmdkXrDbP/eKKnJ6so1n97HwbssfY9aEjqgSV+kmlE/wtVPlI0zYad1DLUKmHxVtkly6wK9fZlYtJgmlO6ciRmnlaOQn+MoQeiP2kO/bY3I0fDgQeVWyy0i0034F8Bvl+FHhR4EPRvyhbFCSFflxeR54b/BC7dY8WTuK9XpyfRfYWClzIcyPHjaxN5HogTaQZrh+umTuaO4APjMhawJUNXNikRVFaFkG2C1e9yA9SLoNzK6QkwipgcGaBU+imF+dwfuI/VGHh2rZyeK5r9NPWhqfr8468/yoyLnLyCjn12oy56M1p/zWFbfpTw6Bpzr0QujUZ/GwqtD8XusVt7BS2qJQDM4uR/enITeVkp2aiq7C6qqJV8WmPvqJ34rlG26VFpnbWXCR4/u9ZZz4Q55VWP5de+KMidd3PivTsN5XsV+rYmVMsgfNIvvneS9rDmf2HT7cefK/68MXOrzcsH72i/Hn9cLZl9dVi+emWpkxN6+mW6nThe/zypz965943XkqrL7mvnXtvV8VD8stprdmpXSWpatFXbZrnZBJOfS1pbCCSmqQq+SM1vW9nWlp/rhr6w1D44sqtrPmd9NHgmcHgh0PxF/qi3zUEnx8OZU4MV9qVYqPs9Rb1f6qm/qN+8Gn14uXVW6Urn+Uu7lyZ3subv1WycJ27lHjXsvqiaeOP07vPTl77Yrcz1RJ5dPb6b1dv3Nc2h7pVmHZg38PIDVh3YdlF3zX0X4chhp4wtEGofNAGoA2hfgtlSxA50MFQVQIyN2lzoW4NTR60eNHmTdUG0eFGqxftPnQFoYmgO4ZOBr071LiHNh/a3FD6aA/D1oVZHVuHWzeS/57/tV++0T289M8rvLGlrf+lct25vq+wr4t6ZywTG48++0ZKSS/UAXSFoA7BvI2+xMMju8+Nxf84Gv037cYxa4ilcuH20QahDqMnht44emPojd9Jy1ExUDFEFUW9G+0h9G5DE0cHc1slS1WJuzS7rEYGAj+4bshDtOcmqQ+R5hgUO5DFIUugmoE0jKogahg0bKMpioYA6n2QuFC+Dp4TAjcEHvD84PnAux1b4UCFCxWuOz3hsi2UOyHwgu9BuQNlG6hwQOyjtRHwfeB6IAzegaswCGEA4hCVhw41BVCxgIoFVK9BtAbxGqq3IHJAtAmxEyInajyoc0PuQq2TtEeJdo8Y9tDmRYMDHQF0R2HYoz0J0u6hqgCatyCdJ80bkG+gdgXtEdQGwF2BxAOxj9aEwNuksiBtjKImeEd7JfKj2osqD8ReSMIQhSEKo5pJbtlmNURQG0FtFJIw5HHIYqiLsZp2iMAFsZt2xdmqbZyf/HzZVO6Eqab+N3b93zX6y4qOK/WlX6u9yqq4ispyCLgQVEDEg4gHbhnElQe6239gt/zSbnvSav2SxXLCbEkxmGEwQmeEzgCjBdZ+ojOixwBN750bgxnGfphsRNcHs/2gwZZstMNghclGdFZorbBPpfSPJ5mHaI+V6q3E2E8GRmn/MO0fZk3OHDSaqaaXDE8esA5hcJQODLCGBjmjQ4f6LElmMwYHqdVMrBbY7WRiNm1l+sSU5dj89EN2w929bcmGLk5P77d0syLl0lSbwyF3+P/YNEXPWpExSYqXSeEayV3D5TlcnE8uCNBMF86v47wT550458Q5B9K3kM0gP3KHr1l+lMSJ+DPKv4aSCEoZVCZI7Q1Ir4HLoDZGem+gKYL6KHquQ7sHZZyYd6glztYG2B0uiJbY7VFSHQAvgLooRD6UrEPkJrVBWuFCoRO5XpIVoLkhXHKiJISqOGoiacq9ZK4L2Q4Wn8GlVZrn5lRFSZ4TBT6Uh4gwhuo46nZI0x66bkB3k/TdIEPX/m38Wpbzutmz0tObM9J/ZrLvzQnLX2Zsb9p7XjO0f2vGesLWfczQlTpufUDVdKJOek9JBkdZf7dF+4C4+C5h/uHiiymNolSt4p7W6qNyQcqnFam8PHZZVlJV2TF+zsFW0f1G8/vt/flnSr//+1MpL57mvJObdjI/9e2rB94qYhdanyy3/+QT6bH3BKnp8gdO8Y8+n51ykvd4ds2rQkPnpf6VJ7vmUySTKJlHwQby1lDiRJkTPA8EQZSFURxFSRTFkTvrSYVBFDAojqIkBv42Gj4jbcyXNYFPpj2tyyGpzm6ZXpP0DP6koJVzqpGe0dCsKVYNk9LKQLhFO+MQb0K8RRoYiPwQOKlknZVtOXChh3O5h15QHMhWHspTJZ9rTjrZxLrQQ4qnUR/4oj12ep55VTH85QIz/cRIcx3ICyDfjQI3Cj0o8qPAjzwv8rzIdiFzC/luiBlW0zbO9eOUmWRvIM+NvC1kbeGqE1cdyPaAG2K3b5PLNs55GwrXkLOF85u4uJVUEid5AaSv4vQacn2k1IcLS6ScoVkumrVCri7QC5N4zUrztp4dvJE35pTPLn9qklfVvlR+KY1/CcW5nFZd7gSzNxPcG/fvjYZvTYb352L705H9yfCt6dCt4c3I0Hp4JnBrLrA/y9ycTdxciO3PeD8bXGFsK+EK7Uz+SEAVuqFZ1kjqX+OplGe77VeV3LzmD882Zj9T1Mv+0E7Tx1JlDK1n2DVeyltG6TSnfI6et3Cyx78k85B3jOTi7O+NTMWI+/3uiSfktn+v6i9b8lmWR5osDYXCN/ILH8u9zCq8iLILEGfQ1pIUpehLNu2z7Y0HNS3Jxk6OTJpy8QLno7P3XSj7zasZ6R/WGd+Q9V6wLZUvJcTzO4LxcEaf++99rsy5eWlfennDB1nqxqdFugcV8783bPy4ZfjMOCNauV4wHbgyGMyeuVa+tF81Fz9tWHy5f+OPE7HXpj/7bq8nVb3xzNzu6fVbz3SsHmlYY1l3MH4To7sYiGNgG4PXMHQN/QmYGehC6PCSJjfqnOAuo3wZci/UUagitDlE6tbRsIW2IJQBdPqP6Bmi8qEjSDqDUIfRzUAZRGcIvQn0xonCg1YXUYWJykc7tojCmdyyznot63u/e7+9b/KtDP7cpvd/qoX39/evfbavHnNwu6cG5j3f+N2bnKvtUDNQMeiJof8mse48PLj9O3vkhYHwg+0rDxrDyW0OtKxB7YYuBE0IPQy0EWhjUDFQhdEdhiZEVWHSGSLaGDRRqCNEv0c7I2gMQBFFO3OoM0Fr/BD6SW2Udl4j6mtEHoIsjIYYpAxqGUhDkPoh9aI2iOYoWqJoDKLOQ+oCqHSD74HQg0oX+C7w3OC57lSut30Ny//fgxMVrjsqp7JNlDsgCRJJGFwvKtzgeSEIQhi+45IoCqLalVrvo/x1lM+jag3iLYi3UO1HpQuCdVQ6IHZB4kWdFw0e1HnQtQvtdaiipItBewitQaiixHCDrY2gbgryeVSvonqdtLrR6IRoFjUOKtpC8TzqGNTFUcugyoPaIKljUBuBNAyJl9T5IHWiehNiB6q9kARRFUI1c6A5wZJHIGEgjaKKgZghDbu0LoEyJwTuJOUebWKIyEXTp+4umM6dWxA1/7an/Qs21VNKwTcaC48ryj9Xk5tSU84WlpEqPiorIOCiohSdrd8dtT9nst7VY6Q6I3RGmCwwmYjRSHVG6E2w9MFshd4ErR4aHfRmGCww9sHYT/R9pMcKy/Ahy1Ca3k50fdBZoTZCN0DMwyzLEDUOEJM9yTrItvRT+wh7aIzTb6MT42m93dBqSL8tyTyA4VHW6DBn1J400JdiNtH+AYyOcixWOjjCsg2z7OPEuXb/+si9oZXHB7XJhg5i1qLfTrXm+032nw4u/VU3lVfQM5B6qheZM6TEQcr9yHXi0grSl9Py/DTTjfMOXHDhggvpbqRv4ZIL2QzyGOT4keNGtge8HYhuoiyGoghKI5DsQrIHfhTCKFHto2sP8hBV3UBXAq0BdITQ7mH3hjh9EdLppNI1WuclMgblTlrPoMpLK7ZohQv5K8haROYKcp0kx0cy3CgKEOkupNtoShwz7XPylnBhmWY78MkizXIjawNXNlASAS8OURzSbch20XwNHTfR8xntZdidi2mdU7/TT9TPrhuWrIPzmYtLL1h7H5kf/eHMwA9VzY81Ce+XlR6pLU1RiO+p4x5TNh4f0929bPv3KeN9w5pjc5YTC/0P29VHZvoeGDfeNag+OKw5MGM9MGv6/Ej3QxOGr4zrHlleOq+cqCzpeelkxfELVfeni4/nyB68WvPAWemxioH/vNTx1ZO8tItNJz6uue9dwdFfXSbfSWf9rvRPRQNjL3SN39M6hapxCFdQsYnSNcJ3EYEbfDf4AZSHURZBWQTFDLL9KGdo1TZy/SiJomybJdojkvDDbe5nOh1HKwa/Kp89aVmXzofGYrc+HXI+U2TiZFuTRC5OdTSlkSFNEXbPHvhLEKxB5oZwgyVapyVjSRmWlCtWzhVDUq7uQJGek6HkpLdz3mtNOttFKteOa2Mnp0Oi8ZUXqrrv+qSbc2EKVxzID6DQf0cnnOdGgRcFtzdzfCjwo8CNEg/K3Tg3jNwlFHqQ70W+FwW3a1wPcv0oC7FaosncucN5k8icR+YGyfEjy42rHlzaQI4Tl5y0IEzzPchYJ2UMPTfHuTyLj8dIvgOnRlkXZ9Iawr8YThRP+y9oJj/Qqooa/5x78XDG1Qfb+8XT8Vsjnm3TjEczvaZfdRuWXSOOyHzwxqz/1nxofya8PxH6bNC1PezZHQzuWd2JUe/uYuCWbSVq3YqoN2JWd0xhF9a0niro0v+iZfqkfeZyd/V7dSUnNbOvdLseLBtjF66wijZo+dLdncGHO31382do+mRSoTO1maHpU/hg/vN1/lrndeFk+MmGia+0zTYFdxd2byxv78+Fd8xLQ58qzxaU3MMtIdwyCAXQdX7LpPjPrrrD2vrkUc0DRsWXuJkHMz5OO3f2xNWSv17gVr5TUZuu6ZMsrNXPTtXPDsgne+QTmvYpgUT51juVwm8U246XLD9lYc4NzP6uVf8z9UL6wt5HhuW/dy2dHN8rWt1vXN0ptK1/YF17ZTD4xvSNJ5oXwR2/q5P5Xv/uT/vC39F5/2P4xl32BPpCGIzQkQQmdjC8DUMQ3W4oPah1kPIV5M+jbBlyDzoj0ESgjZHWICSrpC2A9jBUDNUyR3VhdHrQESQdfnT6ofCi2XWnVlQG0RUgbV60+aBwkTYPOoPJKh/7tawf/eV8o274nauCNU/ov8P11q39/Vs3b93ST3lKVRP25eAPXnqPnpaR7hh6EjDvoe8GLDsP9Cd+ZU98tWudyueh9lNLnPYy6PSjOwi1Fyo/ugJQhtDqo9o41AGiDdI2D2n33pnIKsNUv0daA6h23A5wPdAR4zQwaIrS9j00RlATgNCLOgYtCTQkUB9FQwSNIdS6aQuDjgQUYSiCaPaj1guJF9Vu1G6hehWCNfCd4LnBdYO7hYqtf5F16w5cb79WbKHMAZ4bNQyqgih3ouy2otgNEQNREKIQRAGINjiyLbbUi4pZiNcg9qLaB/FttdQmKh2Q+lHlgcxPW0KkyQ/VNpQxKLxQhdGzDUUAnQzLdJN2+SAdQu0UqXMSqQviDZQvkNIR8GepeJ1UOSBlUMNAHqTNYdT7IXKiLoDGEOo8kDghcaHaDYkP0iCkIQg9EHtTGsK0xgehF1VhiBlIIqRhBzUMqgKkIUbrGZSv02pXStbk0dyx/zO3zlO/omw9Nqz+hjw7taP0vm7xI+0lx2qusgUFVMylvBIi4ELIZ5u0PzEbv2KxsfQmajSzjSYYzTCaYDITvREGM8xWGEzQGdFjRK8ZesvtHi/pNaPHQnQDpH/sqGX4oMaCnj6oTejtI/oBqh+gQ5MHBkaSe8x0fOqQ3Z48NMiZHE+1memQhT1oSeozJ1mtLPswe2z84OTYoXEbp9/EGraxJsfo8CAdtLOGR1g2e9LYCNvrenhz4gHPyANTao6hA7Y+zthwUr8Zk1Ps4cHk1rYHC9qK77+iR/oYKd4kZV5c2UC6G+e3krNc9IoTFxw458R5J654cdWLLA+y/cj2I9uDLBcyXaiIk6qbKI/fqatECQgiKA9BGEXzNQg9qA2ShhgqN0l7kOh20MZQwy61JajOS5uWad0ybdiiVQ4qdSF/FhemkLFMil3IXCGFLlLiRzmDCoY2f4babUgTaN5lNzCc/FWauYkP53F+CyUxymOQ4UJpFFV7qNqGZAfya2jeRdceeq6zVFFOwySn3vzTVpt0aM7snu6ZKLBNvDQy9PTC1LOLk8+P9/3ervvlzMCP14a+vGI5uqBLm9AmzVhZCwMH5yyHVocPrQwlOybuWui/a9l2t3f2/nkLZ8ZIVux0yXrQN/X1wPzToaXvTI39STlcKB3+5yd196fX3nWl9mh2013pdccvy77wYcV9z59LeZP74Ln6RzObv/JKYdpPM/BkesqH6pJLJtsflGMPtSwS/gytXCGCdVq8zClZZZVv0JINwvWDFwE/Bn6E8hnkuyAKcuriODeH4iAR7BDhDq1yvj4S/XnLMlvqYiv8j/S4vt82mTOyJhxeL+5zf6/KjvyBZInjQGsQdQwkIZRvgeeFNIjGCBV7SN5kcvFUUv4oyepPKbWlXu4+ktmbkqlPumLglI6zFZFnp65rYp/1OIKv15tTPlbj4gzy3Chwo8CNfC/y3bi8Rgq9KPIi3418Hwp9yPegwI18F3LWUehEoReFXhT4UOBHfgAFXuQHwGNSTdfvVq4fzDDgpB6X5lHgR2EAmV5cdSPPgyseFDDIdJA8D83148MJ9qUZfDxNeQmauXx/3uRD5StHG7x/ssU+6V79o2ru/OAITy1s7BF1jtSr5/QCbZOoS1mjMcqM9jr9QPfE2iKzvxjcnw/uj3n2Rr07A45I30asbytu2Iz1u7btW5E+Z3ScuWnf2DUvh7tHh6p1na+3aB+TDT9lWnvNMPFcde/P66eujsd+r1hMzRunF6ePFix9qSP4H9XLDxVM3S103aNk7jbu4fQUTi7fXxvgbkbfUgx/iW95rqtHMmicCUdmg9fnQvuLkf3xAMNteL2smMUvQ2UFTOrv6rq+VS1OllR/rqP+y131X27i3dshvU/Mu6dK9oNC8d/KG7glzU158sqLolMlTW/W694QtL2ULfnwZx8VHH1fhQ8m8OH4d5s2sgf0+RbFb1os3+hYfLx2+OFK++OK1TfHmKKp0AXNzMmuqV+2jj1RM5ya2QP+AloZtIdZCseh1pUTKvfhTifVB1LGbiTbErSPYZsZNK2jfgPiNRQtIHsOxauQBdAVgyoGVQj6BJRB0uRhK8OQuaFiWL3RAxof6fSSjhAUXrT50OwmHUGow2j3oyMILUM6g1D4SXecqqNQRzkqL+v58795O7tKaTmVV+UKRf//yvXmrf1b/YuhIuWYfSnwuzfS6dtiqk3AtAvzDizXMHDt30au/2rs+ncsTFLrBjVGaV+MGkNQe9HlgcoNlR/tATS60ckQ8x40QWiD6PLR/5c328lAu01a/RCukvYYmsMpHVFOM4MWBo1hSIOQhFAXRes1tO6ieQ8tu1AkSGcCjX40+KDZQ3sYbSG0MZC6IfWg1gX5GqRzEC6AvwmeB4IABF5wHeA6wXP/N7jy3Kj0odIHcfBfcN1C6SbKNlDhhJiBKABhECI/hKus2pXUpgARzkG8BpHvDlyrIqj0oNKBGh9qAqgNoClIlQxRxtDMoM0LVRjaXai2SW+E6mJo3SQNk5BMom4L4lVwF9lCNyldInwPqkOoDaA6DEkA9X5ItyBaA3+ZyHxo8kOyCdEaql2o9qHaD7EPYi/4axBtpNR7ObUeiL2oDkLKoC4GKQMpA7EPIh94TiL0UGngWPHC96vX/mR1Vk00yZS/6lV+W1f/NZP08V7RI/WZByo/BjeDVpawuMWokbAaZSf69b82m+/rH2T32ajJSs0WojfAYCIGM4xmGI23h6xEb0SvCTozDFboLegxQWuCrp9qrTANHjAOpOj7idFGNWYYbLRvJNnQT/uHOX12jqGPTs/eNT5yxG7lTI8ctPVSu5ZO2w8N2w7pDWzbKGd08sjoyIGV+YPzY5yVicMzNs5kP2e8P9lqIBMjKYvjnM21e71zJ5a66aSS2LUp4/1pQ0bar6OutROzpjR1G5uvfu/7YguujCFzCTmbSF/G+S2ccydlBtgZbpzfwDkHzm8h04scL3JcyHHi6hauOJDpQpYPpRFwEyhhUBq5M3PlMRAnIIxBFCaKOGnfRh1D2uNEvwt1HG0RlunakYE92rFGa2cofwIlY4S7QrirtHQZBStUEmE3bCN/nXJDKPShlCHVe5BsoyaBxj0076Q0MMekPrw7hH+M4KwDpXEqTOCyC8URCLdRvQ3JDhqvo/UG2nZIxzXSuUfbvQe6HX8cDnb5E2OJkGI0wzj5o/7B74zYvz9sf0rf9rC1+9vLEy+7574XnjjqsbImu+iEPm1z7KF565G14QProxzn9N3L9rtnzIe8cydmLEmzfQcd41+dsZ5YH3vct/DTncCfVuZeVFrPVGj++Rb/8+ktX/hEdP9p3j2ZjV89L/naKx8fevHDtLfLvvy37PvP1nzl2YwDP8/h/OfV1JOK82/USJ+tVNyTr6FXLSTLxM7pJ6fU5H0V+aQbH+rJpUlwgxAlUOonpS5UumlnglPjx0fDKPFAEAGfubvG82PVykH+CG2JEpmL3bb6Bf3WM6qJD+zOmpXY66pRktnJqpg41OqCzIdqNyo9EIVRxaCOgdiDOh+tD1KhiwpWaeFASpEpLdfMKZ1kyd20OZja6b20lhhP7OiWva9U6zmnVbg6j8J/rd/ke5DvwpU1WuJHgRu5LuT7UeRHoQcFHhQEUeBHXgD5ARTd5qsfeX7kbiF7C8JwmmEvpXL4rkwj3lDjyiwKvSgOkpwQsrzI8yIniMIYrrpJUYhkuHBqnHVhlpyZ5VTvIHOBc2HkK7kTj8qdJ9TRF0bjJ4eDHw0FpKvR7o252u63iksey8p9vLbxr519n075IzPB/VnmRt/GlG1zYSa0Nxe5NcvsT0VvzkT2Z0L7s8ytKeaWZSnY70gMh29OM7eG3bs1g65Cu++1rv7nu+fubpj/wcju1+WrnCz7faUzd+ePHCidx5tW1oUFmj7HOT/DKdnktEUOm3dSpW68NULzvH+wxIsnPC/WWN/pWz3VIRHrlTPBa1Ohm9PBzxZ8n81G9pXD7bll9/PLICiCuv37OvM3BXUHsgvvu3L+3iunj77/Cqv8cpog++jlD1NOn/rcu2899s4Hrz39yvtfev7dbzz/199+/NbTZz65900R65NpKthmVUTx9xH6/uSzLZZyawnXovytcvzBCiP7jJyeaTx0SfG1Ms0TZV0/qOj8en7jg+c+PXC6mS1bhTKCVgYdIXT50OgibUGoGKJiULcK6SKRLKN4hi1yoWQVOQso3EBNGF17UCWgYqD2o5eBKkjbAuxmHyo30BmmWuaQKUzVAbT60REkyhBafVAG0OFDe5B0MegOQ8OgxQftLlQRaOMHlW7WL9//Szq3tF5zpqQ2EN35/2euN2/t3xpbj+S3T/Qt+t84ncf6eylbG4MpQfQJYtxmDV9/dOrWj4f3Huv1J7WtsFtm0npdaVoXR7XJaZqn4iG2wo2aZdroTK5foeogVflo6zLt9hP5Km3Zom0+ovBCEyMqBsJ11PnRFj3QGeM0hVEThCQISQhSBnVRNCTQuoPWXbTsQZFA1zZpj6PJB+02uiJo9aDFh1o3apyQbkG6AfE8RMsQOMDzgxsmPD8qtsDdAs/1X/1hvhsCN/ge8L0QBSD0ge9CmQPFGyhdA9cFIYNKHyrXIdqEcItd4+LIvOAuQLQKoRuVbgh9qGJQHYTEDZkXdUHUeqCMEnUcLT60MOiIQxVH7x66E2xjgt3hJvIVyBdRNQXpEsSzqJxDxQoKVlDsRXkQ8hhqw5D4IHFC5IHIh2ovpEFI/ahyQ+hAtRsSD8RucJ0Q3f5EvpT6UIrUD4EX4iDEUQgYVDIQhVHphyiIygBEIVQyaQLfE9WrP27fkkVuDQbm2/Xvj5qeG2n9oaL4fsHHVHCOdkoeKr/KFpShruaQtfcXNsu3LFZq6YPOjF4jdEaiN7K0OhhuS5aMxGSAyQqD+Y6sydAHnRG9Jhj7iMFKeiwwD6YabCmGAeisMNtYfYPJw+NpfTY6PJI6PHLQNswZGz04N3rcrkuZ6E8bMdEJI52wpditR4zGpMEggU7LAAAgAElEQVRR9sBgyvh4qmP54IyVTujZQ1o6bkwa0tEBPUb66fwIZ2kixTV7fKM/xWk7Nmu+Z2PkgaHepJWxuwOT962bjnQ2kLruF//RbGCfG8TlVXJ5AxeXaMYGzq1zcvycPB8ubuLiFq64kRNGLoPcEHICyPYjK4DMIHJDKGFQHkVJBPkelPiJaBs1MTQkUJMgql22+SZawqQxQjv3UOchMjdpcLJaXBz5GqoWqGyTNPnYqhiVh1C2Tks3UbJFeAEUuFDiQb6HFIRRGGLX34AgTEQMbd2htcwhsZOdOYEPpsk7M/h4Gblhwt1BThCFDOFvQ5SAdAd1O2i6jsZtNO2gfRsdEaJmfrR8qyG2P3Hjlt6psKz9xjr0qKHn+MLkt4Z7P98pSxvU/dox/Wv/5Of99gNzvfdMmH4+b39pvu/XrvGnPdNfdU4cc4/eNW9Ick/c456+f3X0/rXBr6+PPrlke9Q58fVE8I8hz3OWwX9ohysKNL8/2/zVlzPvefnMgy+f/dzLF+5/7o0Dv36D9cxrqb8/9fkfv5H0wzdTvvMx5/vFKc8UfPVCx6cXTHMPcQdYRWO0aJRdNE2zRtlFU6ziSVq8QMu3aGUE4gTKAyj3shu3aTvDljhweQglq1SSYMtiR3jrhwVTbIkTtWG0RYgqcNwcfqJ79duKmT8Pud+ybXyzfpCdpU+t2kRTEE1ONDNoiKMqQOqCqFqH3E1bGFQ5SPUWSxk40OE+IF/kVM1CtAll9MnRsNybaBiaKTNMfPtSMz3VTfPXUPB/2XrzpzbPs/37uC4JwQD2GNt57Nh5YmfxZO2SPel0S9skk7RN23TJ9GmbtkmTZn/rJN4XbLNj9lUgCUQRAsS+SIhNEiDEjkAgdrTv2y2BWLzB+4Pd9zvzfd6Za+5/4TPneZ+f43Ag/S5f7+54Hf+RcR247kKGBxlupDmR7ro3qmb7keVCpgMZLqQ7cHUVFxZR4oxrZ6JS+2PP9OH0EK4bkelGuh8XbLhiu9dmmuZDvI3krtEkK76eZMUvk/hlTnEAp6bx1RzrlO5EofGY0Hxfjek77cbn6+ffUTjO94+m1p2vEv+0mX+sNndf2tXjZdUfdCiTO1XJJZVvFFX+tLLlC4E8s1JZUzPU029xjznWemZNIyZGvcyMWG5O+3ZH3bcqJ92/EUx8v1L/Ub/t4ojjxebFYw0mkjaG5BmSYUS2A5lWXF5lpdpp/CK9thIlYWIaAjR3nsZr9xZbX+2wcRdcRarFJsvaxPbNZu24xmyf996c8d3SeXfn3DvzgZ0B03wC7ye5eYSbzZK2/qS959uVDbRL+XBhUUx+enRxYiw/g1VfHtsqeoif/1hh6SfvpuY8cFKAXwrIHySRZ4aQsIA8N628RVvvkAIzPh7DJ0tR6QvvyuTlY8ok9ej7TaovO6Y+6p5/PLODHS89yBv+g9pxash2snv+deF4RO4Iu9YGsYW0etEWgDwM6RqqnagwQ2BEwRJS9UibR9YKKXEQrhPFLrSEifwWWtbR7ofUg84AOoMsKUOqzajzsHs22HJ33GCQNNtR54TUD6kPrT60eNHigTQAWYD0hEi7D01uKG6gd4v03tjXZGD95B8ns0RJvIbEUsna1q3/fS28s7u7s2Bfy2yZUehdl9K59I9XomV+qgqjNwxVMGJo7b+HNx4dYDhyE2meZ2d1xJUNxTUvRdbNcirGkNzMFi3QrP7YmiWa3MoWLUQ2mGmugtNmZ+WPcqqXaPk8u3oVsjXIQhC7wHehIcRpYzh1fuTbUeQGz4eyAIQMKkOo30LTFuq3URdGywakm2gN0p6t45rwkfZVtngRvCVUGGi5lZYaSek84a+Ab0aJkxQ6aaGNFFtIkR2FdhQ6UORCoRPFLhRakWdGngXFHhR5UOhCgR15JuRbUOhGkQ/FdpQsQ2CCwMup8nPEHhQbITCh1IbsBfBMqPSj3I9yJ8Ru2sCgyYf2AKRB1DvQ5EPbBmRhdIRoZziie52KViBcQpUB5QsQLIO/BMEKydbTrCVaaEemkfDd4DvBd6LMCYELpR6UusB33gOqwAa+DVwziiwo9oEXhiCM0mB01VYUj0GuDyUBFDPIZVDEoJQB7z9fXgBChpYzD+UuvVq/esUQ1t3Z1ZjVHbL/Ude+1C184t+JcdXX49S1TxVfZgny2JWCvUOKPwwojysVUKrQ04fePqgG0KtCtxLdStwdXvtV6O1HTz+USvT2oWsAnUr0DqC3Dz1KdPdBORwzqN3fO0RkKiiG6Ph0lF63b340Wj8cO6GJnJvaOzO8T6fZO9rLWRiN1Q9GLI2xZ0YiOtowOsyZGI/s7KTjk2yDPnqym870ceaHOObpg1plxOwIZ7Sf6obp6jhhTEe9s4ecwwdGmlgWzX0rg7FW7eEZKdF3cjoaaF37jxPb2mPPqlipVnLZgIvLNNGA88ucdF9khhtXLLhmQ7ITaQzSwkgLIY1BagApDJICSA8gk6GFmygMI81CihlU3kTjNmnegGSTdN0kPDOy50m9n7Qy0Y3uB9vdR9ttR+UeTrOJSn203kua1tEWRrkZOQskcwWZBiSvkhQrcn3sAoaV7EWmn/DXURqkojAttOKslnNNH3XdTHMZcmYJ5wy4vobcbWSvI3sdBWEUr6NsC+UbEG2hchPVW6jfgiSINv+x6Vtn7LtNzG5/0K1c+WZo5NFh1WHD1HOT3Q/XFqGr/rn5id+Zp1/2zL64MvyaRv62su2H44qfz/X/zqF72zZ+1KW9z6SO9EwcdoweMA5ELihiZnr2LarvM08dC5hfcq8+a1j4tWI4oXLq3NmGp7/kHzsveuaf6Qe/yXnkvXP7fn0m9uO8Z/4leOG3V/b/6vKB755jvSKI/hnviaLh9kvqlSPcSRTMoXAJRRYUW1HmRrkPwgDKGPBDEG1CGESxC4VOWuncV21kpY/jwgBNnebk6zkpQ3vypzg5c7TMTKvttNqxp2vzcZnzqVbTYanpo6WtpLng75qWjpcuUTGDxhBat9EQRqER3FUILRAHaf06RHZWvT+i1cupscY1eGnWFMoMLGX4t7Ph6pU1/tDqSYk67i+Z7L+L6Vc9JHMZmTZkuJH+HxXnuvPez9c0GzLuMtWFDBeuu5HhRQFDst1INCDNhkw7ks1IMKGGOdTBRFzsZH2hZKUtI9eBVC8S3Yi34Jod6Qyy/Eh1IMlJ89bZ14w4N00SDPTiCivehM/0OGMm8V7WNfNjhebIK/P0qg4Jk3uFS6+0TH+/pPH3eSn/yvvb1cSXLpx8Mjv7FQHvW3kZ+wtSOBVFe0ryOYmZjyRw3yuWJAnaKwVy1eWK1kzZePNssMcYFk+YT8umTqR0kE/bo+LHDqdMPpWr/Vb9YqxAi3wtKTVRnovkO0mO8VD+9EPZIw/yFw7xDftFZk7W5PGiqd92eT5WGy91SrO7e1rN/tlbuzPBG3PMrs6/q/XemgncnPXuLPjujBh1JdLLlwueT82KKshlS6U/bJCdEMloQ0d0sSg6W/RUvviNwprna+QPKbuOyxuOdnSduVDfdSK1E/9o46SvxFUFkWtFlgE5DiJkSKoOV+dpSZDmWA/kL/6+aeHq6FzhuFYyb84fn7ugmfubbOF4suSx7La/yuZPtWpev1LG+ZJHrjSwigdJm592blFpEEIzym1o9KPOB54NOQYUW1HmgTgAUQCVfjQHScs6GkNoYUjrGtqD6ApF9m2RVnuMeiNOHoxsMMb2elFrgsSGVtfddEO0B9AWQNcGFDfQu4lWD+ReqLcweAPKrahKLesHf7omlF7IEeWI27dv3/nfCU07u7u7Bu9GbvuMXGvL5tVxfvPNwXYHe+AmekKkP7B/MHS8f+3xsY24PjtLajoht77SZTokWzqstHNaVtltJk6bk5bN0lojqZtny72sLoY2G4nUy5K6idSFRjukHiLbINIwarwoc6Paz2nyRzUEUOpEqRM8L8oZVIQgWodkE43baNhE1Rqat9C9gTYmuu/W29M3ftQ2FSccQdoESdPSpGH29UlOxhg7oY+VMMBK0NArg/SymsaPIGUO+f9pRC+wI/+u6mpFkQ0ld8XWu1fKFnBd4LkhsKLcCpEHlR4I7ZwqO6fGjTIXyj3gupA5jyoLav0oD6DUBaEbreuQh9DkQqMPdS60+iALoSuIrkC0YoMldaNKj9olSFZRtgC+EXwr4ZtJlh7X5yjXSnJWabENuUYU21DugdACvgV8HxH5UGG7d5/MM6BoGVwL5QVQto4SBoV+Ttk6p5RBAQOeDyU+FAdQEgQ3gCIvCj3gesHzo9yHQk9swtK3CuZ+3ens3Nqd2Qp1jxUPy3+lqXu+k/e4OHlfT+mjwoTovBRUCjgjvb8c7n+lV8VW9kH1H8dGoUK3EtJO9CiJsh+qPvT2Q9EHlRK9KnT0Qa4ivRqiHERvP+RKKDTRg5P7uwdoRz86NWRmeZ9t5f5VTcy8gjU7wFod3zPZHTmujJkZjlkaZi/0U+N0tFbFVrRjVB0xoonsG2DNLXCsSwcWR6IWhmMWhjnLo/tG5Zz5kdgxJV2eYltmIpjVY0sKzmIHa7aDtaKKsGv2GzQHrJoD+k72gJQjrvthsarjyWQlLk7g2iqurODKPK6Z2ekMJ92FS0ZctSLp7uS6jnQGaW6kuJDsRLITKV5ccyN7A7xtUuQnpUEUMRCtE8kGajdIe4iUW4jER3tuRo7dPiq3PVs1+R3RyMOi8ajKMcrXImWQVvtQv4aSeWTPIHmKZBtoto1mOkmGE0lGct0N/iYKgsgNRPDWcHIMp2c4+R6a7eTkuun5WXLJQZLDyL2B7E1kh5ETQsEa+Jso30D5BsrCKN+AeBviINoCkSPB52eYD7SuBldAbeNrtM/phk9Max7XKh6TV0Q3l0ZPKN6YG/6rWfeZTv17dfMT8iq2qu3AiPxHtsl3zUOPeHSPWEf2+Sbuc6tjFlvobDtrvI0yhuccs4+tDj5k1X7PsvS+VJ3IG8pM7X33n8WHvy7ff7Xu0KXaox+kx6b3/JK/8PcPa078Mj/qj8LDPy5m/bSC8/OyZzL65O+3Te0pngR3BTwjeHaU2MD3gBckpX4I/agJR0q3OCUruD4PnpOm61ifVnO+acYHFfRkXdTZNtZHvKiztfRLcWRiDydZEZE7wpYFSbWJU2umUvdP5rYKzHd4uvVP5EsPVi+g2kE7NtHsRs4MChdQ64F4nVSFiMhNeWZ25ep9jXYOdw4ZU6g2H9ZsfDJ3s3Ca+Vqu/fa1cvLHDPK30oivGmn2HLIdSHfdU3HujqrX3UizIcOJTBeuu++NsOk+ZHogYEi+E1+M48Iict3IdiPTQ1u2I1s89KSUfXqcZtpIhgspXpwz4NIqrvtJOkNSnEh2ItNPsny4vMxKXKEX5vEvHeLtNC2E8zZy2UmS3Ti7EnvJ8Hiqdf+lFVzW06zJvZWjezOkD6S3fvtC4WeCxrx+Fbe3RiRLrq35o7Dke0X5T9ZWv5Zf8EYh940c/sfCVmFaraRAPSqZMdbO6BJlbe9LWt+qHn29dvmnEu1TGV1Hk/ufaV99oU33rdqxl2TLL9drny1SPXCp7oXLuc9fSPueqO8Hjcuv1iy+3rZ6TsdULjClk7PX2hpqZlfGb+xOb9zReu9o/Tcn/be1wV1t6JYusDPjYriNF77Kevkq/y95Vf+TUfiYTPrj1o5HuBJWQd2B6+LnC2QJfQatyjjQphOIW98aGvy2ouWlosqvyqatn3WZPxthPlB7ft6w/K38cVweQqad5nkgDMQotw63uui1CXJt+OWGqS+7Nbkj2oz+sa97lClDw5dkfe/V9z+ZJ39bvvxeg/aRpMYDQs3RHut9/RtEYkPGGHIXaHM4ovc2RC4UG0ixCTwbqQqS8gBEDMQB1LhQ50djCHUBWmGktQYqWYmsWSUifWzzKqd8Zl+DOVrmJc1uNPvujqqQB++5pr23MHATfZsY2KZD67TXC1UQ3T5Odk/Us38obtV8kVoiaFHe/g9Q8X+4untnZ3fXEbpRJNO3DlsqmhRRb358UDIfrVjf08XsU/meUK/9aOTGG1M3nu/3RkttTw2F3lu4+Wqfd3+3hXSZ0eOkPQzqbWjxswbDe/oZtLrQE7x7b0yafWgOQL4GaQgdW2gLk7YgbQ+xJf7odgaNflIfhMAFURAVDCpDEK3dW4VVBtEQhnwDbX4qX3tt9MZflSvfk4xw0sdI0gSS1RFJQ5xLiohTbZyTjZxvmlln2uilHhqvRuo08k0oMqPYcs/P4TrB96EsgLK7TQAe8L3g+SEOos6HOiupd5JqP8qdKDexxcbIaivKHeA7UeRCkYOIvRB7UBlAmQeSIDpuoHsDUoa2rqOVgZxhKTZoNxOpZOJ6Q0S8iko9GlZRs4ISPUqNKHdTnhlJYyRLT4RW5BuQZUS2GVwnytxE7Ea5AxUBKlknIh+y58BdBc8I3irKLSi1ozwEgR9FNsp3RAm9pMSN4rvhGA6U+lDkRK4V+XYUOlDmR9kmCjZIuo19Vrc/efGa6eb07q7O7RgYTBisf7Wj6Jgo5YAk42HulX1Ziayy4sh2yWNDircGNI+q1Ojrg0p1b/3bqyCdPehWQTFAevvI/5cdoVShU4HefvQOYmCUdvdBroJqeE//yF6lhmomYpQjdHAsSju5Z7yfM6/eO6vkzPRFDciipgcfmFLvW56IWxrba5o6PChj97THjGsOaQajRycPLC8eNs08pOu7f3Hk0LwmaqKbrVfvsegOzA5wFsc53tUHFgdjp2R0Vk7nlZy5fo5t4qB98kHX8BFdM5VXcQS1f7nUIn/4Si/OjyHNxC5iSJKBXDawEi2cNAcum3DVimQHUnxIDSLNjzQXUu1IsSLVhhQXEj3IWCNVO6QkiAIvW7hFSry03EPEDGl00xoXbdpAyza7b/tg4/wr1SOvVg0fTWqLye6JSemKuNDOqTahwY90HbLmKc9OCx00w0mSLcjzkFKGCLdRxJBMJ3J9NI/BqXmcM0akuCOvu8m5OXp+EefsuOxH1iYyN5C5jgwGOUEUhSDYBC+M0nUIN4koTEusrKIpdtlwnHjgJWHPtc4B8Uh28+C3xyefGB19dLz/MZlob0MJVcmOTo28ZJn7pbbnCaWIJa8g/S0xM70vGcd/bR172K89ahmKY6buM3VzxutYo41s6/QJ98JzM4qjU6ofto18Fd915owq63RvUdl0drzoR2d4jxT0vnS++uh58QPC6T/9rfzhN7NiP2x87A9lB/6fnid+y+f8SvDkZVXLD8VaFM6BbwHfDJ4NfBeEaxBsg8+g3I2m8AMD2y83WcnVqQjhJkk1knPDLJ5hj3D5QPl8bO40OS1jpSpoYteenEl2vp5VY4noWkelgTQ4oQof1d38evaGzHaz3cG809L/lMx0VOoDbwlZenANpMpLhD7Cc9JyI7vJxakz762cZ5VNo2Cc3eh6a+ZO/Jj//eap53gK1udc1h+K6MdierGTXNcj04U0J7LuBgt77mUzZTiR4cJ1B9IdSLIhzY10H3K9rNoNmrGKDwdxYYkWBpDjRbaPLb3JEptY/2zjnJmmuR6k2WmKFydncH6RZjM0wYOzKyTRijQPsrxINbHSTORfYzirJ3nrrKxtnFzGeSPSPLhkI2dMx9Isr/K9R1JN7HRzVLXzaKv/aIuLXTjDyZ7ez198uHr1vUFr8vBkYmvD+dqqk1UVJ6uEJ8vTvyhOuiQuvFKZl9nBzWlNzW+Kjxen/Ks4+VJjXc7IWFFP6fniLz8XFH3U1vkLUedzeW3P8nu/z2t9j1v4TerJ5Oufxxdc/KSx9SXx2M/aVz4esl+Z9JXovLyZhWaba3RzZzx8Y8J7c9q1MxW8MRHcnl7f0QbvTPl3Jp0bnVNj0in1gMk85XO2a6ol7e+LWx4rrI7KkZxIrv1YPqdb9t+Z895QrQSq+hvk4+9MTTxXWvyIcqZhZmNL7dsa8G7WzDtyR6yfKE0vifVR3MX9vdvPaDZj8zXIGid8a0yN5bFSxQftGt6Mm6uzlWoX+Dr9SaXy1Wr1XonxeVXwZz3up6X2g/VGTuksLdHTkhVkm1C/hpYAsuZIiZEIHRDYiISB0AthAMIAJH40BFHHULGVFqhptpKVqWBndtKsXlZuT0xB7+GG1ahuP3oC6F1DVxAdDOQMOr3oZKDYYvets/rXWX0bDwyF/1thj+i1cfqcsakNh158V6KY/ehaQYNidOd/wXXnLmEDW7fLFQvV/autqum41/62Rzj6wPDmc4NbJxS+FzThX03e+PP09o+V3thm67fGNj+cv/WPsZuPya2QLqBjlSoDtMaERnesaut+uRd1VsgYtHjR4IbYjpYAejYgZ9AZhpRBm5e0M7QtEN0RIG1e0na3KZ5BdQh8LyoYSDZQdwO1G2gKk7Zt1PvQ7Lmv2/dOt+Fv9eMvV00dLJ7mlC6wMiZZ1wY4CX0RZ9rpN40RyUoOV0e4cyg0IN+CEif4HvC84PvB84PvgzgEMYMqP5GsQbIGyTrqGNR7UedBnRfVXlR6Uelkia3R1UbCXwZvGdxl8O2o8EDkQoUDNT60htG+DdkGpOvo2IZ8PaZve59i477OwJ56Q6zEjNJl8JZQaUTZKrhLKLWhxInrk0gYRPY0ykzg2VHgpIIQSgL37pLKfRC5IGFIVQAlJloTgNAJoRXlBhStoMxLasLgu6jAFFVlJVwLsk24bkOeHyVrKA6hgEEeg7wASsMQ3EbpBgocuLwcc2Hx9S5H4/qthc2dwWXFkOqDRu6J5DMHT72/98KHhz/9M+fc52x+dlxPy4+mhv84Nfn4YD8dUB4c7D+uUN79vUqUaqIcJFIlUWn2jIzv7x+Okinu7YSVw1CPsfqHWEoNSzW8d1R7aGgsamiEo9HQPlUkr2xvSvqBWvF98yOHGsr+K+nSnvb6x3SaB1pq40qyDk92PSStYxXmHyzKvr+zY09LyyFZ/RH77Atl6Qfm1I8ZRg9oOzmeuWNWbZyuCytqjm3y/ik5a1HBMQ9HLw5wtAqOfjhiShXhGLl/vI5TxX88R1ryclozPu/F5RUk29k5YXLJzkn10oTliGQL4k24ZkWyHclepPiR4kaKC2lOJJuRZEaiGUl2kuallVvId+O6meZ7kbxCsszItUHoQy2DCi/qQ7RjLaZh+YRE+7vOlaevd0UkS+mlRlZSB6tKD4kNXCMVu6nAjtQl5NgJz4tCKy12kxIvS+CheStIXUaCAV/NkMv2mJRA9DUjLq0iwYUkPxIDyAgjZwsZa0jxITOAwhC4ayheR+EayrYg2kSVn7a4OCrPwxPM+7PBSmugoOtzQUdU79iRmamnh7sfGu8+pmraI63l6MYe0w8f1XcfGqhh91aRyc6DC8ofWibeMWsOeYZiTD3UO7RXW89S17HNk49bpp8dlR5e0LzYO/TJ1/0pr/UkvKlM/lXv9Y/7Us+1fPlv1dnK3r+nNLx6uenZr8RPP/cVPqp94pOq458Kj5xsfvjXefSnhQffa856qmIMpStUto46J6l2o9KHcgZVIYg84DnYTZtxNc4DOXqSvEzyfcjxg++nqjvfmrj9fbmdkzvFzjbSPAO71EZKjCh30I5tKvWjeAY8C7q2OBO33pu/1RHcHXKtX5NNfKp2vCmzPlC5SrmLpGCJ8qyEZ2IJbbTCRGudpHCWlk5RwQK4C3u61l7Trr3bNvWDyqGDWRpySs4+2U0uTtAcMzLtyPAi4+6Nkuueh3P3pdmQYUWeiySYcMVI0l3IdtICK7mgxRkdyfMg34M8LwrcnNYQJ3cy4qP2qGuLpNSPTDsuruKsLiLTSS4a8MkMSfXSTAcuGkkOgwQDvWDAF1OINyGZofEMvjbhvAlJTnLVhXNGXDLdn+97VuR/ptS5//JMRMIMO2+RXWGLanPH9q4fU609P8w8WqPbn9l/uHjqkHh5j2DmYO5A7KW6h4tUL/FUT2ZWv5LHfT0l84VU3oft/dyh7lZtV01/1z8EhU+kFhzMbKaZ3RzBxAtNo5/LGgTSAm7+yQ9Pf/Lbq+nfSxO9WDnwi7ahs8qZ7KHlqhnjyNatiVu7E6Gdcf/2sD2kMjGd1jW5Laiyr036b8/4bs8Gbs4HdxdDu/PM7kJgd8l3U6Hr+XfPZX7n54WyL2s1bVrPts67I533xndOXRk1pSsT25TP9HY8XFb5fPt4YZ/V2DA937JoLBlbrDZ404amf9009vt+/3fKFzn8JVrjYQtttGA6umjuOF//unjmtMoa3zeVNTr5jbz9fMfoibzBuGrTfvEqp2qFVDlja2wvD2ycaPHtb/HHqsMsJQPuEuFbaUOQVDlQY4fQDKGP1IRRv47GNdLMcKpWowqHooqGYorUsYKBmJopTq0usmX5QK+H3e9Btx09fvSsoSuIngCUIag2aVeAUzHO5qmoYChGOPR4y8yPh5lXBryHzvEfee39ttHlf8YX9ozqd/9vuO7cNV1312/t1GpWBN0LqinTkTff25PXfVy99r2BjRf7Q69oNt8a3XxncvPhNlNsh/c70zfeX9z5XHvrd/2BR6TG6A4ru8uHulU02GnPJtq8aA+iyQ+JC60MGhg0BNCzhc5QRM9GdIsd3FW0h6LUG3vrXRCsotkDyd2ytiC4znvtcrWbaNhGyzYqGFR60MxAykTVrD4vWflgyP12zeB9uSrKXSblZggWaeksu1gXKVgiBbMoWYHAiTIfynzg/4es5QypXycNDKr8pHYNYgYVDoidEBpQYUSVDVU21DhQ44TIDqFtn8RNyk0QrIC/jDI7hB6IXaj3U+k6mhm0b6FtDR2b6NhG13p03+b+rmBsk5kIp1A2Q4SrKFtE2TKK5wl/kZZZkbeEZA1J1CB/DkIHLfejxIfyEAqsKHdByKA8AHEAkg1Sv02aN0n7DUiCpNIB/iLy9ODaULsFnp9wVzkVFhSakWtDLoPiTZRuo/QGCreRE0ZOGEXbKNkC14sSO68dYAkAACAASURBVHIth1OWflC5+oUuqNjcnQ66h7TX5bU/yL/2SP7lxzO+OH7qr3sSv4kTFx5TtTzTVfvKvPqPMwNvTA38eVT5S0Uvq1cJ5QC6+9CtihocfmZ2/PXp0V9oxl5qV9FeDVUOUvU4S6Uhw+NRCjVbNbh3bOqwejRCqSLacfbY8J7E5L0Xrp1ITDqgG36yNOOhf7wXVZJzfKjrUH4G5+O/xTbwDkrborLy/6sw+/7e7n21VU8UpsR4Vp5NOx031vH0wsDBZc1Bh+7obA9rsRvGAWoeinOM3G9QRVqGOIY+Ot6O0S4y1E31Q7Etkrj8unN/4CmjzkpxehyJdqQ6kejFVRdNd5Pz05wU83/gakOy656Bk+JCqgvJdiRZkGRBghnnlmi6lVxdROISsuzIdaGEgWCNNt1GQwhVTtR70bPBHtjar157Y3Tt6YZl2mJgt1ojZQxt8JAaD5G4SbUVOTNI0qHYTFvWOGIPuW6gha6IUhfOjOCLUZJoIVnuiPwgvbgam2LHZRdSAkjzIz2I7A1khJDGIMWPjAAK7lavbJDiMLhhCG+gehudd8j47qHFO79b2q713+62CUu6D7QOHFxaeHVe/e159RMTXQeU9XumVCfGuuNMo4+PS/cO17EmZXsm5E8Yh3610vuAScHxqqNMXXRWyrGMPbbueL2vfs+S+tGl0R+0qj7/dLDwV/05v1KmvCq9cIT/lxOlf/5Cek3YnSSRXROrr36YfeyjvP0X2174puaBSy1H/sZl/y4XvxEe+U3VJ+91jh6u0scMb6LdgVonRC5UeEjdOioZFHjYoiAtXKKlRhbPimIri7cJQeCx4dufGXb+3GsmKcMka4Wkm2lpCJVu1Pkh8UfIAjR/mmZZ0HqTPXz7x/rtMu/tAftazzLTbt3IHrf+oU3HSZIjcYTyzFRop5XuPWJDXPl8RKmBClZo9hzJM9KaQKzU/R2l47VuQ1S8jF4eJKcHcHEJKXaSE0CmF5luZLrvMfW6A6kWpNlw3U5yPREFXnJ5GfHLSLchy0rzzDg3SZNNJMdLcj0k24G0xWNSX0ySivVhGyt5EQIfUgw4u8DJc5IrS/hiCpeMlH+TXrfi9DLNC5OzevYXOvoPDfuULuLyMid+lXw1jW+07At6ekFPzkzS+KWYwlAs1/uM0P9Cysq3kpeOpS2yruhpjjGSv/xKveEnjeYHuLo9pQusKttxzcZTnc6IjElk6JA1j/QVXLfQbCu5MhNdZv/FZOj8QEdRayK/JeOMrOs4XwmeFtXLj/ctXlTzs4SfXsrK/Fue+M0iyZ9EHfHKyUYnIx6ere7VinonqpXDuuDNseDOlG9nmtkdD9zUeNd7XBu9vu1h5oaOua333Znz7ui9O7O+Xb13V++9Me+/rfffnPSEB21Mn93ZbfR3LjE9K0xW59wH1eqfi4bfLGs4Vf2pSPb94ryDlVWv13bnlyrbi9Sa92u7vy/s/kGD5uEK9bGaaU6RllZYSKmFnTmKiw242k3jZaxTtZwz4phTmS/nFMcrB7hDK5/Wr9BsLWnzUGWY3RN6XbedbriRoHX/umfh2X7PXqkDpXNEYKISH6uFIc0e1FrRGERdCA0MmoJoCbKrDOxEFTtTSTKlrOxOWtBDyjWkbTluaJ30udFhRW8Qyi3038DQDQxu09E77L4gWziyTzhwqGLoO02zP+2y/qJ/7eU2Y8xfrj7/23/1aI3/vMIdmzf/b7jeuQvXrd3dNq2tsH1GM+985vcfHUhuPD64+aR646kB5pGewCPd3qNyB6vFzOplToyt/WVx5+TcrU/HAu8PMz8ZYNgNJjSvotl+LwRRvnbPupWH0B4ijQyaAlS+RqUBVt0qyi1oCdHu4L5GP7irpM6N+gDqghCFUB6EKAQRg+q7Ws4NCANEFEQNg6YwmtdpW/Dhbve7CsML+X00XQueFRU21LiIxEOqHFRoozU+Uu2FyIFyC8qsEFggtEMSYLVtQhKA0AaRC2UWCIwQWVBpgnAVIjOq7RA5UOmA0IoK0/5mJ6pMqDRBaEGFF7VBtKwR6TZagmhl0L6O1gBk65BuQh5i9zL7upmI+hVUTEE0h6oliPSoWABXT8qXULxI8xdJyihJGqVcExF4UOhEkQulHhSYILCh0gkRA8k26rYgCaEmgPoQJEFUWiDQo2gWpRbUhkl5gBSuRFc5UGIB14IyPwTr4IfB20TxFnLXkbuG/DDy11DIoNCHPG9Elvm7xSs/bLZdWNpSb9zRLHerZX8cafqJOPO7Becfyj6/Z0j6qqTwgKI2rq2E3cF/TCZ8QdHy2qjyl8qeg2p1tKKP9g0cHRt6fVrx80HJE6ra56fH3lZqYkfGI0bHovsGqWqAjI7FyHtIv2bf8MQB1RBV9rPHRjjasaj8rKjiwocy0w+ODzwq5h0tyLk/7UrsoOy4pOz+Sv4zWcmchvo95y9FlRXtU8gjZW1PF6dFreoe5WUekRQdUdbGmkYPWybiFno5S51kVU0duoeXBo4s9R2YlhGzks7L6EwHe1jObm3dz2v5nw8rWqO+7sRpDUmap+keJHtw1Y0EF1I9JH41OtOJBAuS7Ei2IsWJFDdS7Ui1I8WGLD/JDyLBjgurOL1AUnxI9ZOiELg+8PykdgMN66R9C7V+1PpJfQidW1CFqZp5SOU42LzAUnhYrU4IjCicobxFUrqMjEmkaZFvIJUMqfQhZwlXZ3BlgSQYyMVFkmhl8TdogQdfTdJvpqOu+XDOj7QA0vxIC+E6g1Q/UnxI8d6Da+E6itfBXQc/DNENVN9A80303IyduvX2yq1/O24PePXlg78YnH/JZPr1uOLxPtnBgRaOThY3Iz862Bo3r35kTLpvsIY11IiBRs50z0+M/S/ahx7w656aaNoz3LBP3/d0l+TBhmKOuvHBgbZnpMpPPlakvSGPf7Pl62/x/vpg0V9+ILv8cv2pK82nu5uvdCoKEqpey2h9MUf2g6y2p8+I9v7yGv5cxPpQcvTtvGfyVJK/tI7tbV+IbHeSKiskNtriQWMIovW78aWkLkQr3bTAQctcnDo/p9rx0vD6a40zT+SqybkBel1H0lbZXD/l+VERgtBFm32RFSaatYD6MPpvRw2s/0kX7N+4o79xRx/eGbcHs7rHjye0RuTO0zIL4ZkJ3/BGn/uvI55Y3gwtXSTcBSpYZde6IDbEqQIvdDtYZxvI+R6cVOPiEpLMtCSELDeuu5DmRKoVqVak25BmQYYdmQ5ctyHFjGQzMh1ItyDfzSp24eocK9eHNBcyHEhZphlz3+9nHi+aiPi0kx2v52TacHKCxBsjMhz4bAwXl1iFIVq8gfMLOGeg2QwuTHMuzeCDbnqqn55W0I+lrPel5L3WyC8VrE868EE7zqhoipZkL8fxnVGfDB78YvqpQg+9ZsYpMz6doh+pHk430K8ncHqQpOkPFxt/WGs7kLsQW+UjBXpaYqc8hs0Pk7J1Vu2tmGrPA/yRf/WrL9flXW/rShlx/k5h/s2w+/ORybP1OR8X5Zxtm8paZVrCt8fu7M7e2p3d2tX7tufdN3Xu27P+nVlmd9a3uxDa0QV3dIHdce92j4kZdG7oQjs65vZsYEfv2Z3z7M75bs96d3TeOzO+O7P+Ha37Vue8dzJ0a9C50awzlg/PZ3UtnGsae7Ow41lu708bOv8iFXxSFX9F/FVm49mMxhJu/3jKwMLvZQsvdBjY/GHavErqlkmBbn+dM6pyiZM/8nz19ItVE49XTB0qHomOV3EuKl4sGzs1unh1zPJw1RSr0xel3mS3Wp7qNKfOB0Sztn+0Tx2vm9vbYkHtMrt3DeVGUm6DxAcpQ2Vr4BvR6IQ0ePfyFO1uKveQXobdvQ6pEz3OPYOBbw2Fjqk8cUo36XJgMIyRbc7EjUOTtw5PbEV0WqhoPFI4Glkxdn/z4uFWQ3SDIUY8xf71qbf+mdirM32ZJFi0+f7/JtfdO7u7O7d3d/sX3FmtU4NLvt98cnbPWd6+Hk9Eh5MjtaBuhbaa9/W4o7o9EYPr+wZdv5zd+nLpzle60Bejvrd6bXH1y6TRgCYrOryQeyHzoSOATgadDNoDaPajzkmkDBrcpJMhLX5UuUhb6JBim4qdKHei1oeGEGpCqAqhegOSDdSGUL9FJDcgZCBeg5hB3Rrqg5BuEOnakQbL/qwBpKrBW0W5FTVe1IVQFUCln9QytNaNshWUzkGwinILqhyoCUDMQOxFhQUVJlTaUO2ByAGhFZUmKrETkR3lbgi9qHSRWttBqZs22FFlhdCJKgbNW2i9gcZ1SDchXUeDF+0ByNfQuUk61yIVwRiZhy2eBX8EtQbw9BDOQDgHwTxK55A/T7OXkDRGs+ZJiQ2lTvDd94KOi4zgu1DBQLyGmg00bqHWC5Eb9UHUM6i1o3wORTPgm1DlA99NS8wxVR7Cc6LYCIENAh/4IZSGwdtC4TpyGeQyyAkhfw0FYVq8jRzXgYylp/IXXpLak123RjaY8an84bY3halPX/tsT+nVaHnJccE1VktRbJcgVpKF+kLSLDww2v2OduCdyaF3JgZ+OaP41WD9872CKHkRBmqe0o/8emAoRqeL0o1ED6hon5ozMrZH3UfHh/eOjx/o09DefjKoYWvHI0ZUkX0dcerePdqx6BHlXk1vXE975Mzwkcn+AyOqfe1NHFl3VKdi30hv7IiStTDz6MzgA7aZRw1jT462HRhvijGp984pybScGvqjzWN7HLqHF1UHFroPjLWSBQWd7qRTPbS14SC37qOzTc2HrshwegCXlpBmpek+msIgyY8EN1I8JMUZkxdAigspTiRZkOxCqgdpdqSakWohWT6SF8R5Iy4YcMmKJB8y10jxBop8EIZJzSZEPtT5Ue1DXRB167TrFulkqMp7pM97X+Myu3EZBVPImCLcCZQvI3MOifO0yIFCO7ItSFlCxjLJXUbiLBJWaKYD111IMiJ+AfHLUdl29lUHrgaRHkRaCKlrSPEj1YcUH9L8SPchl0FhCNz1e1pOzRYkm6R5G21h2rv28vRaguGGMrjdacidt/5+WvPc3PBzms4HuyQR2o69C6oHR6UH51SPjLQc6C2Hsgr9EjrV/TPT5AeW8d/qBv6okb090fHDMfm3+1uOtpdHauofULc/LR36+i+y8z8SffRu25kfVn/8Vm/8q53xR/Leze+4oK0/OdCVLez5PKX2xevNz10WPfznK6wPM46erniyqO1Vcc079cJL15qkR3JaY9K7Iq51xhQO0uJBSNxo3EJLGHXrqA3RIgfNXEX+BEs4xs4fjM3sJZ+UsL+QsD6SsD9vp5/3kDN9NM9Oau5AtEa4JlK0gAIDqtYh3cLgzacnw+Lgjm7zzmxgZ9bGZLcOHUvpIDnTpHiBlMyxxAtP1mpfrJ2mRcNs0SqtsbDEBlK1zG6175H7IvLHcb4VZ7pwbhQJiyTNjEIfsp1IteKaCclmpNmRbkeaFelWZDnudc9lOki2C6UMp2wNyatINyPVjBQn0u3INMdyV9/Xrr2YN8D5Zye9uMxKsJArizi/jDPz5MwczfOwMjw4u4grK7QkjCwfLuo5KQZc0HHK/BH5y/SrHs4/29mfdXJOKdmftdMzw5Rr5nBXWKkz9GQ3fi9nXQ7QzBCy1mjJFifNFZe8eJzrOVDgPiBy31fmibw4F3l2NDplhp00h3+pafwsjZ+jV2fJVT0SlnF5Dld0z8l872kC54eCp1TWFJ0rf8FxRTlxUTVdusCo1nen7+zq125OBDfHfZsT7q3Z4M6sf1fvv633bU97Q2OuwJDVM+3b1vt39b5dnXdH57k9F9id9N6a8Gzrfdvz3tuz/ls6/x29d3fOszvvvaN1+RqGW9T2ubngHfmc61Rj75c13V9WKv9Yrnkmtys6teHBhvFne8x/G3NeGJk93dYrnLKLZlzl0948XeAvHQvfaVt6fZx5d5j5QacjsmzmxU7nN9PMS6LRyNLxF/qCr7b5WefHcWpoT2Lrz0SaJ/LHka6PKLEjdTa6dOV/+q1pmsX/kc0eal+O63Wyu7yc4Y39Ct+xzlBkmQ0iF5UHomReTreHKv1Rmp0HRnfuU/nRYkV/mGhuxg5t7h1ae2yYeU/L/H3c8+fJ8B7pKh30PDS99eLk1gP9nj1KO1qWSbORSK2ky412O1qtkHk4DfOsn73/9yulssnFS9liZ2D9f8F1d2dn9/bd1fCUJZDZPq2c93yVmE/euxQps0LqRIMJTRbInHH9oT3d/j39G7TX+eRk8OOl3W90W5+N+t4d8h9tXiFNRrQ50elBhw9SHzoZdAYhD6LVh1Yf5GvoCKKVgTREGr2odkAajuveoBVmCJ2oC0CyBvEaakOQrJGGDdSHIdmE5AYqw6gMo2IdFSFUBoh0G01rKDPRikVwpyE0Q+hApQeVXlQxqPSjwolKGwSr4C2i3AKRF5V2VPgg9KLaBZEZFWZUOVHlQYULQiuEZlJlRckyKpyo9qPWj1rvvlaG1rlR44GYQcMa2rZRvw4Jg/ZNtKyhxY+OIDrXIQ+T7vW4vnCc1EOrFyDWo94CwRIpn4dwEfx5CBZQtIrsFWTMkMxFcO1E5EelF0VWFFnAM0PgQfk6yoMQBUn9Nqp9aAqR1k3awKDahrIFFM6CZ0C5GzwfLXfHVocIj0GhHaUu8LwoYVASQskaChnk+v5T2RFC7jpy15Hjj8iyPpRlfJBv/t7EWtPtXa1LO9D5yUj7G80lJyQFT3AvRldn/Jei+rsN2bGdgr2tJRxRNquF/4Cs8rGhjndHZX9Q8B7sLaYKLpSl0EiOz6jfVvU/qBmj40N0oBsKFVVqWJMTnNnxmOnh+6aG94xqWOMazsxo7Nwoa3YwYnaIMzPEnupnjfTSSTXRj1H9CJ1SY7CHdPdhRIulKartJ+aFw475Q47Zo07d0RVVxJyMTrVhtT9iQcHx6x81Dx92TTxsVN8308aZkrJ03XSymw7I2eW1r30lqjma0I54DS7pkW5FppNkeJDmQaoLSS6kukiKPTL3boCwCwlWJLqQfnctbEWKDekepHpwxYEEN666kMmgcIOUbqF0jVTegGANXDtELtR40RhAc4h2rLNaPexGa2SjOVJsRImeVBhpgwfiFZTbkGMiWRYU2mixGdxVlNmowEuyLCR+FqdmcHGBpDhxwcZK9XISHBFXVjnxJiQySA0hNYTUIFL/A9d0BqleZDEoCIG/gbItVGxBchMtN9F5B503odo6OMJ8uhju8N8ecrQsmv48pnx8dvD50a7vaqSPd1bv7288PCk/Pqc4ppFEdpexukXQNEZoOx+f6HpusvP5UdWH7YNp8tFL+sm/u+beGuv87kzX97Wy51om4t+o+uebVZ+8Kz3zm674P2kLjnD/fiDpHbHq6mz1+4Py9OaOKw11f26V/onf+HN+5Wsdtb8blPx+uepd1Vff5X/9dkK7/Ef1k1Fp3ZHpsifyOo8VDLDrnez2bSpbR6OLI/HHSZiI0oVYmfHZIcd3+IP0fS7rTzzOJw30ZCs5NchOXqJpC6TERxvuUOE60udQYiLl66i6hbotqG7dNxr+eDmsYO4sBneHjK7fF8iicwdpkRbceVblalTd8vMy47ekFlq7TCqMtMyC3FkiskYoNjjVRlzswuk2el6NeD0SV5DmINlepFtwbh7XVnDdiusOZNmRbkK66V61+3UX0h1INxMhg+tGnJvF5UWc1ZMsN3KdyFw9LLJ9tRB8Mb098ouemNIgq9iLszp8riMXDfTSAjtpmZyZxIUZyg1Q0Rqn2I1L85w0K0laoRlWnBnBV2ryzQg5P0EujNFzo6xEYwTfRzP0EVe1eLcdpxY5vG1cseOal8MLHyoPPCULPdIUfKR1/cmRWw+2MI9We4/nLj5ez+zPNuIfo/jGTL6yki8NOG0mCR5c9pBMd3S1e2994L46zx7xzM9UxsxFV6OLUd3Lnbg9G94ZcGzIDOtSC6O0M7rA7engbYVptVLNE43ympaHuH2SOm2zxrGkC4bngztzzK42eENhcI7bNuZ8t2d9OzPenRnfHb13V++9M+e7OeYYa1B/1DUnnvZuVo/b36xS/0qx9JZI82LBYGxCL4c7waoYj25YPd5sfa7WfKJQ+0LhyPeKh/4gmUvQ2OMV+osq05kB+y8bZzjZvcel5r/Obny/cSameAhJfY822z8Y9D1fOEovqnGqj1wep1fnaYqJZFuRa8M3E8eFq2enfKfVlpc6TE8rPNFSx31DoXcWtn+odj3aaY6uMrCbHY+M3Hp9/ub3xz2PDPn/brrx1RzzbJeFo7A+qt34fyw7n+v8Hwx7Mle3C5ZCZ4fcr/W5DijtxzT+/5YZaOs8aTdAbmf1eKnSSwYC6A6ggyG9a/vEOtYr714ubWtWTKaVt4a2bv7fcN3dubOzu3Nnd3d3d8fgDed16KVae7aggf7is6g2GzoZ1DvuujToZNDho71hdPr2j4X+tLT79dzNLyeY90eYI5J5tJjvTasyBtIAOhnIg+gMQcagzQ/5GjpCkN5tX2fQEUbH5h55mF1hJ5UMKu8uhNfQEEaNnzRsEvEmSgPg3m288ZKydVRvkvpNIr9B2jcgNKFqFRUG1DCoC0PoQpkd5Q6U2cA3QGCEwIQyI8rtqHBDZIbIgko7xA6IbBBZIbJAaEapBVwDSo0Q2CFyQuJFnR+1DKp8MU0hVr0f9QHSGEJTAG1BNDCo96M5RGVh1DlRY0ejB7J1lurG4d7wwSYHEa2g2oxaC8RmVBpRbkK5FeUWFJuRvYysOZK+gAI7KfdB6AHXgWIb+HbwfRAEwQtAEEB1GPXrtG2TNIZJhYdUWFFhQMkiuKsodaOCgdAZI2ZYVWvg+1DOoCIMrh+FbuTZkGlChhU5AeSFkB1EohepDEpvoDjESrPjy8mYgrlPJ20dFte/65MHOn8vLXvh/Pv7Uz6PkuQ+0FfzvCQtdljyZG1GhCiNVmZAlINGwQlNy1s9JbH9fKhLiLoESh4dan5JO/jrkbETfYN7FSr2mDZmoA+Tw+wlfezy9IML6gNTCjozyJkdjpmfiJ4fjdWp2IbRGK0iQtOB6QGqG4BeTRdGIvs6oFBAO8Vamd07oSCm6b226bjViQMhw7cXuyJ0LcSgjvJM3rfQxfHNnrAOHzGoDmtle4fq6EgjGZOSsR52W8v+JNGXzyY14JwS1+ZIipVWMFQYwnUr8j1s3hrOL9MrFpJgicz13LNu7sHVjWQnEh1IcSHNh/QA0hikMkjwItWP6wyyPMh2Is+HYgZlflrtIS0MerfY0sB/y4PHpf6DTS5Oq4eWGSAwkVYGHQxEK8jUI2eeZM/RUifleVGwjGoH8laRtExTl3FFTxMNrDQnLlpx2YZ/zbPPr8blBJGxcc+4TQ0g1fd/Xpof2SHkr4O7Af4mRNtovIPWG1DsYGAH43eOzO9+Y77V4VufdFXPzbw11PVUfuqBksxHuGkn0s7GFVz9r9rCh/6dEVWbHVV4mdVTyRpqJIO1GGvGnPrw2Pj7nzad/kXN59dkX1UPfCPq/ULS9v604t2BoW/iW09f7En5W/fFd8czX5CdZSW//dO6Sx0zJZPtXw+2pU+Lzizn/G417RfzWb+YSfm++vMjc5ee1H76X31/4Ii/fvt0a//3lD5SNMUS6h8s7X9Z0P9I2QgnZzCiYCS6aCQ6rX9vvuq52snP5pl0g/uvtRrWZxJ6ZoBeGUPiBNJXKW+NFDIQMGgIodKNbD2EHgjXIN5G1SZat2NGt1+eDVb7b/UYvOfaNUeT22nuKCmdpLVmdq2DXbf6stL1QoedJVoixQvImCJlhoiumxz5FsnW4ZycXOon50dJuhkZdvy/dL33d9tluvW971uy7BXbWQkJBwIMkAAr9DnAAMMs2lBmFnXoPEPvBAg8pJDqdPfeex3LlpvkKrlJ7rYsF8mSLRfZ6r1+JXfHSfz8EOa8533f86x1//D9Dz7ffV372jvZjjgzTs3QCzqaaEG8FYlWpDqQakOCEfEWJFgRb0e8A1lOkmPBpUlEqHFsClE2lDBItyNN93hv4JDaffNv1ZxzivDadRo3S74Wkx9HOGc0QT/LOAe6Q04Pcc6PsyKntxWZ9vOs9Hg/J9JALhjpUTW+6yPxJprlphlWemGG/DLOOmfA8Ul6fpocn8DXw6z0ZZqsxzEFPecKyvDdWMXc0rG0p2tlX9/KvjYnJ3nilhL9rmjFzblWTqyadWaOnHHjpBcnGRK3xsm9gthFDu/ynp41lOtR6+B02t6dC9T7L4+tXFEFLk+5NiaZTVXgqty9KTYHOuyMzL025dmc8m30mW218upKWcKQvVukTmsYfaVh6P2mkcjuBX7rvLhc0cJXtk/YGbV7S+W9OuW+onZvqbzXpjxXle6lVmVKw+D+atmRDr31RNPETVn9u5qsNFlGY8cRo0CaGokKXFKQ8yNBZ8dxdByn5bikQsREWMzYvYWyx/NG96aP7eKp9w3Y39BefbnL/AfhArtFh8zxsFLDF0PMW9VydvwgTdWys70k2U6zPMixocCDo3OcZNN7iqUImfXtTvOfxI7gNvOukcDzo0t3tC7sGbM/P+J7pc+1t8Xwl37nX6X2PT3mpxWOryadb486/9RvfWo08Mvc8iWFNWduhWe+kjPD/Dxg/HXU89aQ/fEB65NS94NDntDmhZ18dThvhF00xK4co/w5IvGjJxBa0Lfjz5/m1g8UNfTlN/Zs/JdX+L/B9crVra2rW1tbW1dci5fzJXO8AS2/bTj0r5+HVMyifRF1LiJwo8WNVgZiBp0+CD27R1c/m906qd48plz8bsh7R9U0BDp0+NHhR7sfrcz/o1xFDFq8aAugzQ/RIoQBiJfRfYW0rYUIGQ7PiVIXrV4ipW5U+dC4AcEaGjbAZZCmR64FxS5wGVK3ipYNtK5AsgShBzwtqhbAMxPBImoZlJpRbESxCcVWFJlQZEKhFcUOlHnB9aDGTPhmepH7TQAAIABJREFUyjOjzIhyCyrM4JlQtEBKHChxotyFaoZc72znM6j1ocYX1rgYXM+A70WDH/Xu681/qPegkYHQjzo7eGYicFHxcnDPxs2dy7tqDMhVodyAOiuqLCgzosiCIgeKrMi3In0eyVNImUeeHSVOUuJEsQclLnA9tMSPymWUB1B63V3JgOdD3RIKnMgzo/z6T4ARRQ6UO1GsY3MtrFovyjwoYlC8giwPyXXRDBPi5hFvRYwX5x2IdCLeh0QG2evIX0P2IufCLL5p2n664evmsabZqcHRhIGWt+uSHuMn3FWZeFtj7v3NOfsUzc/zE3bmH0NJFKsklRTkhPWJ3hyuvKc7Fz3ZGMhj9eWStmzaW3O/qu+N8f43Rkf+Oji8d6g/RDFIzLrdevW+0fbgqX6qllLFAFUOs9Sj26QdMKjChzvIiBiKXkwNYKoP08NBXSIM9MGovWlubJuym6p7qVYWapm8ddn8p9lWzkJ7EKO+dbqNNdlCtUM3uaf2T7WFjDQFS+vomJD2izi1dbekVb71t5QsVoQIF1Uk2YpcByn3kgIv0qwk38XJcZMTMzg+R6NsoZlexDkRY8MlM6IciHEi2o5oBxK9JNqNGDcSGRLjRaKfJDEkmUGqE4UMLVpGHoOqJSraIMI1dG6SRsf2JsseoTe80c1ucSNvClw9FTJUYEfuNCJHSPw4yZpDmgmJVlrOhPRsbmvwsFJmaMI8SdcgYoac1NIUByJNiHKQi+bwvFUkLSLGh1gP4v4bWWO9iGeQtoqMVeStongdFZsQXEX9Otouk55NyNbvmNo8b15pMbfJ9T+oR//UL7o/P/U2PveRssy7Y0+GFMbfXJ19W+6lkNK40JKLId2FdKQWY4IdU537NROvdI4ceof7/UOlX73VdPSNqp9f4/70Td2RzI7fhgZ/nVL8KhxJOSHN+oc0npXw2t6Kby5NF/eJz7WnvDrSEKvP+27+4H2KD8KGXmOpPmDNfROi/+3W8c9Dxj8N5/70yrc1nWE1WmRMoGh6d9PcbYm1u8+VPV4kvvFCbVhEC+u36ttzROcHZ4YcWmF3fBK/bH9cDy7IkDCLmFkkaFDgQiaDkkVU+VHqQYEBJU6UeUklg6plNK1tH157TrlUrF/6JE8UcrEZyaO0XE8FHhTraPkCq177hzbtnio1zVMhV4kMOa2ysoXrNMeKiCGclZBTMnJaiSQLEm1IsCPOiIs6mmhDrAXxdiRZkOxEqgMpNhJrR/z12a8FmW6SuEAvjiJuHikmFHlR4kaKEdnmx3qZH/rMOw/wQ6P1QQUBHB4kH9eyvm4h33XSbzs5v3Rvix0PSx4lP9ZwLnZxjvDJ9zWcyHmc0pGjM/heihQ3MmxBeWacGcfJURo9j5/k5LwDEQZ6bI4kMog14pwCcfNIN9MCK7KNNNNKL6hxSEbPzbOPyfGTlBPvxolpckGDE7M4voBD8+T7MfrrMD0/yUnR3Mxb2F49Ec6b+pNwIXGB6fNdlnkvjwaujfo3JxavTvqvTjo2hqyLPWZG7tyYZq6o/VdGPcb6iaim4Rc7ZE+2Se9SaHfIxkJrBUENnXtqu/eXdrxY0nl61Gya9lyb9GxMuzem3Vsq7zW1d0tmM1WJ3+8YDKsZeLtKOf580QCtmCE1JpRbSYEDkWqSrCNJFlyysBKMnBQbYp1IZ5DiRKwDWQytZlBqYouWnp7d+lJ39fuZzWe6jLd0aLZ1Wm8QM0H56r9KLE/XKIPSlDR5BjGzyHChbhmiNdK4TBNnaeT06+NrEXLP+xLL3nYdq9dJe5mg/kVIV4JHV16YWP1pcuXJdsNuoe6+IeYJ1eWnR3zPybwvDrk+GGfu7zTc02v4ZMz1m2gysmXkQFXvt+3zPzZNfdMw8Var5oMx/+sDnt28sTsLxXenC9hRlTSZz87pCulwB3d5g6K4dz73Nb9LGVve3Nyn+G+5Ef9Nuf4XXAMbV6uk+oIOtXhs4fZXvuCkdqPVi0Y3afJA6EQbgw4GQhfamNCB5RfH1z4bX/lRvfrlEHNr1SzqtGj3oYP5fdV6/bX5f3/t/1aubYvoXkHnKhqZoGZXaJ0VtU7atoY6NxX4wVuEYBX8JVQzqPXQjstEuIGmVbQso3sFzTY0ONDghcCJZhv4VlTZUGkCV49SPcqs4HpQ7kaRHSVulHpRvgjeIngmWmdCrhoFCygygGdFtQUVZlR6SPUSahjU+8BnIFgGfxE1LlLvDW70hDQ4UetAvQcCJ5oDaGJIMwOBG0KGdi+z2hna4g3pZEJavbvaAzfwTSRfQar1qLOh0gyuBcV2FDpRaEGeERlzSJ9Gtg7FThRZSLaRFDpR5UWFm3AZ1K6AtwzeIqr8qF4kVX7UraCYQa4d5Q7UelHuQYkDXDtKjGHV7uAqF7KsyPKggCEFHppjQfIc4mcRZ8JFG07ZEe1FegBpfqQvIncVBas0kyEXjEGR0y+KvTxmS24d7e/+aaLzNUH6o2e+2Zlz7jZJxZ/6av/cWXBfTezO0ouh1ZnhfO6dyu53+gr/oycbXfnozkdvDrqz0FVAJCWcLu4tY81Pj/S8KpX9RaF4WDN1v3biHlXvNs1o0NwwUfVA2Q31AFUNkkkZUfRTeT+d6COqPswO07mx8J52jI2w7dpbZ4Y4hrGdExKOSXmra3qvb/4Bfc92fWeQfiB4vB6aDo5l4g7T+F2moZtHGzlz4u1z/aEN/NCYwrc/TEwKP1aNwx3k8BCJmkeGGxkM4sxIt9F8Ny7NkvNaXDSRGPvOPD9J8iDeiYtGXLQiyo5oO+LsSHbjtB7nLSTRgygbUr3I8CHZgwwPKWCQ60O+l/AX0bCExkUqugyBhfBnguotlLsA7jQtN5AyPa0xIGcSORpaZOQUW5BuQKmX8piQjo2wVteuEhU5O4KTckSraKyJnFhgp/pwUkfO2tjnTGGZi0gKINaHWDfi3L8jNs6DGC/iAki/jOzLKLqM0suovAL+JoQbaF8jvZch3bhJtRxtVEm1R8YGH56RP6Ee+fOY5D6F5N6Bhlvby0MnxXfKRXsGam/sqQwb4gZLSmk3f0eP5JNayeGa/nNJ4guvc795TXT0077IF2t+ebby4AvVB16t/DZdEjEmOyyUxfzYmfhQ7jchZ159tvF0qiyrN/N1yYn7BipOz+f+oPj45oGXiPqTXZ7f9lp+2G7+Yffc52E9b5HCA3/9trxlT4WG5k/RbGlwuoReaAiJFT7XMrc3czi0eIHTaH9kyFuiY8a0DSOil7ll372V00kipIiaR+Q8SdIjzYQ4G4o3SPEq0r3INKHIjYY1UuEi1UtoWNvZu/jR5GLawOyTcU0kdhjJkygxEp6TFGvZAmuY0LKnaZ6TPcbOnaUF08geR9YUKXUhw0gS1DSiF0ekODtFL83TWD2JNtJkG7mowVk1SbaTZDNN1ZJUK8m2cwrciJhBohGpJmQ6gwoCnCwdvTCM6FnkOVDuQYEDeW5abP5oYuXHDl3o9w03pDlC0x34oYv+1s05Ocj6sSfk8AD9hE+Pijlx/eGxkp0Xu+hBIfmlK+j8Aj1rZJ+dw88jSGFYRZdpgh0np0ixl5VoxIFxnHfQFIYcV5FTOnrJQiInaZ6W5umCMnU4NI4DE+RHFY7M0XQGh1U4ZyFJKzhuxnEjTppwys46PMf+rIP1ZVPQSfGu5OHbC2X31o/vK5J8xR+qUGgUy1cUy1fGlzYV/k2lf2ua2Zr2XFX7tibdW9O+q7OerSm3XzyVIJ7Y1zMSJOmHVA7NfLBCGtRSj1YROvp3F4lea1O1Trk3pjxbM96rM+6rU55rKu+W2ndtwNTV1PtozxCnbeSFwh7Bc2VjrAYHBG5W/9o2IYPICZyfQaQBSaagDH1wkR+ZK0hdRIIPyV7kLqFmA60b7LErf5nd/EJ95evB5SdqNTSxF9nKkGZHMG/2frH1tuIpmq8jxfPImUKVO7j/ykMzW2/OXt5fMxsUPf7p6PKp/vkve4z3dJqJlEFvALJ1yK8GydfDhxb3S/0PSN0vKP1PSN0vKNdeHnK8Pux9cZh5Z5R5Tep6oN/4/JDpa4H0u7ymj/ObPuF2/T1XeHss/578/ucbJp7s0N0s0j0t9TzcpX94wPl4n+ne8qHgRHFQVg/7o1MPvnu4Y3T+dHrlqFp33cH0/4Hr1ta164PhaxvXttqVlvRmRc+0/ZlPfw0+UcgS2dDho60MbTAQoYUKHVRoZ7c4WB3uG7qde9t0r475n2y1cCpnUWf4d/fc9dvbf39cHw53Lv2+p+xaQ9cqhAEI/TcNrT0vW76n3oxKPYRe8BmULYK/jOZlNC+hmaFdl2m9H5VOImLIIENFFiKwk4Zl8DzgmVBlQo0VVSbUmFCuB9eKCg/KXahwodILrgflAVK1gmI9CueROoVCPcpNqHGg1olKO+oYCJZRH4DAAwED/hKqPKh10hYPS2AJbbSg3oFGD/hOIlwlLQHa7CcCDxo9rHb/dvHSdiFzs8TPrtVua7azqzQolNM6HXgGlJtQYflduRZbUGBE1izJnkOOEQUO5BpJpg7ZJlR5UOlCmR21AVSvoSoAnosI/OC6UcmQqjWUMuB5UOkmPAYlbpQ5UeHZwWM4WQYk6JHuQo4dGQYkzSF1HvGziNEi0oRILxIDvzd8pQeQs0QKV1GwhiLmplLHI/X2T0a8opXlHmWyvO+dzqqXsi/cKcr/z77yPzfn3tdd+uCI4KmmzL2VcTuq027Sit8fyrmlPQ7d+RDnoTsPPZlkII/05qErHz0lZFz00GDLy7KO16eG33Vq3zZM3GkcCTGOsLWDHFUnUfdQkzJY1Y/JQTo7ypnoZyv7WObJXbOyHYMdRC6j84odlslbp/vDlOJw+/SD8o5g38ID+v6dsyKyIKZa8bY5cZBfe6926FZlS4iUz5rt2CFrphWVu5LqEx8+V4tfG+ghMTnSi/PjSHQhhUGKk5Yvk2wPiTUjxoJYJy6YbyxaJPEOmuzFWR0uWBHjRIwd0RbEWnBOTy5ZaaIbl4wkw40iBmlupLqR7kSWG3kOTqWLlFo5FY4wARPUYA1tmt/ZYLuxRhtaOR1cMk9zlDRXSQtnaK2bNq+y+Q4UaWm1leZrSLYG6Sqc70WqgSZqcWEKZ6dxbAbnHIj24rSRFWkOTmeQtox4H2JdiP0vuLoR40Ecg9Q1ZG2iaBMlGyhfA38NHZvo34TsCuRX96ic2fPFI7LHZZK9GuVzY217pU075G27BuuDhgR0sn27tI7Txwvq59GxatLHg6Ruz7/aD3xcfuDjmsNvc7//e/GnrxR9+3zmVw9ceOOx6Pf+FPWPF9M/+azmyAnRiRPt5+6Neif0+N/3p33xUsmhQznflp95tvSr25pyD6mEOZJP9yk+3BU4+2f1JztmPgyZ+3DbyNu075+csl9f/i6v5s7kHtb5VnZsDz3VRC+1chL6OYkDQak9rDIpS6B+a8zBnWgZ6/tK2/BwdfLzn+dWcc4M4cQ0zs8gXs/KdCDeiuLLKF5GuoPkOlDsIa3XUGxBqRP8lTu6mEuWldKJ+eezxDSyBwkTpNpDm9200kh5phCB7j6h7jauhmZO0xI9cieRP024dnCdJFaF472stAWaMIffpDelaMJSdDtz7Q8Wmm/JNgRnmndnGf5Y5byb52Fl6PaV2ukFdXCy5iG+J6TEvq3c/ViN5cYLg9uSNCg0o9ZHRf7QZg8rR/Hl9OInAlXQz003lrqC49TkcD+NmqFxBtbpuaAzKnzewD42EJwyzUmaCE9ScpK1NEITclRHL9pZ57Q4pEKCk1W0jgsGXJgjBR4cHcePwzi5QKMcOD5Jj2nIryoSq2UVOGjUeNCJEfL1CDluotFeXLJR7jorwY4IE45bcNaN0w5y3ILjThzVs34cYx0YpBGDt9ZM39k8wclrfayq90KrjDs42udk5MtXFYsbisXLo4ubUqdfap4dc2qn/JtT3i2VZ3NI19Qtf7Z/nNPWj/5hMi2n8wMsaROa+GgTs8pFD+b2JHfMLUw5NxXuazLLusy0JLOtq9zXppnltqn4tv7woXHaO/lcg7LtJ5H+xgotFXjCh1aeV63v5S3gdA8iZIiaCUkzBuczSF9Gsh8pDFIXkbaCssto2AgfXH5xbu07zep7Hdobo/oQqaBCD+1d3tW9wqmYR+FkiHg1pNWPoqkgoeueoeWPxph005VfumzhccOv9nvzNb5YmW1/xSy6fRjbgHwD8ssYX4VsKXhi5Vbl8iPDvn29zgdGAi+Med4YZ54ddn84tRSh3To4ufa9KhA9y5yQzPzUMPJdzcCnddK/N8ifrZQ+lC4Iye/g1KjDSydCS0cebdN/1Kt5M7f6udy2h3lDoa9//9ovse1y/S/RBQaL+3+A67Wtra1rV7auXb66dW1za2tM505pknepnd+eTAj/4lx47Rxtd1G+leSOkpw+mt5D86U0rZskS2juIM2T3CWc3ybQQmBCgx3t11etAbT50cFAHIBkBR2L6FhE1yo6ApCsomsNkhV0b6Bn9daxtf81sfo3ofW2Ws0fRwJ3Szx3dq3eM7T2UJ/vmcHA3QJ9cJ2J8Oyk2odGH7uPuVXivkFg2tbiRskcKZtHlR11HlTZUG0Fz4IqB6l2okSPKhuqnKhwoNwLLgOuFSUmlFjBtYBnRrUDVV5UulHng4BBrQ88N6o8qPOhxgmeFfU2VC1sb7aSejsaHGh205Zl0uBDkw9NfjR6aNciuyuwsz1wSxvDqdGgTIliFarmwdejXIsyMyqtKLKixIFiC0qs13fAtNCBRB2yjMg2otRNaxeRZ0CpCYIA6i+jfoXWOAnXglIb5XoJN4BKH7thETk6lDlQ4kC+EaVOVvICJ3EauRakW5C4gCQDUm1IdSDWhFg7YjxI8CM1gPQA0paQvoSsJRStoXwDvKWwauapeuaJRv0vak/zDF/c+LJM9Mpwx9/7BK9mRdz/r9T/7K56akr8Zh//aWHR/YKcB6eE/5RlPSA8S/uzQ7ty0JUHSTZ68jBQhP5i9BeTYS6nLYV2FYXMD32gm/zKsfCkeXintp8zIQ4aaqWKXs78WMicNEgzzLZP3zAjDdeM7JoeDJGJyLiEKKXQKW/0GB5V9my3jt61ZHp+SBTO6B92KG7RSVi6NjotZGm6WYzmDk3PTlVL8GQnxzK2Wy4K4tfuia6J3x8vxoVhRM6QDCNy7Uj3I9OPohVadw2JNsTbkOIlCQyiHOE5bhJvo6lenNUh0k5iXbhoxgU9YqyItiDaingbzi7QBBuSLIi3kVQP0l0oZtj59v313l0C+12Ntoc6nPe12R9q197Cn3+oWXOP0LSXr3m2VfOA2EWrHaTSTRr8LL6d5k4hYRxxkyRVSwrtSF5Atp6ma2jMHA4O0Ug9O51hx7sQZWFlesLyAoj1It77/1aubsS6Ee9DyjKyLqPkMkrWUbqMujUiWmf3bZK+ZZZ8+Wn1rFB7YXz8/qnxRyc67+kswoQoVNW6a6iWM1LPHhVw+rl0qJIl49GJJtpfgaHqW3ntB96tOPBGzY8fNv76Hu/A07HvPnL6tccv/uPxC2/df+jFpy699VTeF0/U/PBn3sEHc755vyM6ZiT1X+3nhWUHRku/7017d7jiRG9Dkvj0C8pv945+tL3vdZbyn2Ezn4Vqvts+9DHnX988/nNm1S1pXazzDaxLYho/xEkaDEob5+QraYGUXTb8hGi2SLvQN/CjRfTkbMJ/8E7tP1xYGhIhwalRRKsQP8/OdpNMNylaoZUMLXKTdBsptlP+CvL1pMxAaj1PiB3NK1clJt/LaZ0kaoAWW2iVlzb6SJmRVpr2tGi/UnqfadPSiml2oxu5M8iZQq4GOfM4I6WnR2isChdV5NLMHfnmXRm2nYWuRyotzzb4ODEze3KNj9d69pXY2SkL91V4g1LMe3Ktr4iY28ts7NjpPxaon+aZ76j3Q7gUNrTxN92117oM4emdrww5773QSg+Lbix3IGIMR8bpeS2i9DivpVEmnJjipLtJrocmmVixGk6mEQd6OEdUJMZAY434ZQpnF2iKG+eMiDcF5ThwYBgHJ3HcgtN2TqKDHJtmnTXQZIaWrYQU6slP/fhuBOftSFpCKsMuX+FkMeS0jhzUkJM2nHPgnANnnTjjYUV46UlrUJYhtGzsZu7go/yhExOWTtf6mH9d6l+VB66qAtdk/tVGnZQni2mWftg2/sOoeXTatzVmmxcpP1bM7+nuRruEjIxz5AN0tI2KaiFqIU3tYaXtH/MnWgWjY0rHyohrvce83GtZGrKuTzmuqL3eltFDXQNs6SQ6pQ8Ix2Oq1b0Rg4bH6zR/7PF8p177csj+XMP8njQ5Tg2F5dhJigupfmQGkMogzYdMH7IYZPt3tq8+POa9p0p2a84ASVJw2tZCRi8TsZcjsrLLNH/oX+ZUmxGtxPkRdrWLnTcTkjH6cr//bZHt5vzhT8ZcCePGo+Lp2yvn6NAa5JtQrEK+ipEVjK4RxUqQfOXWsdXb5Kt75cwjE/6nZcxbCv/Pc5fPzW7GzmzGq1cS1YFD4rkDTSPHRKpz4tkzXTPf1Q4+ldUcFscPzWjfltxGo5u2Z0keqRt5vq7n/cbRdyr7dj73z8PJ5Q190z9dzGZW1v6HsfDV3+H6u61J61zMEimaFKa4wtqQV38MLlPSVifhGwhPw6qcCc4fCckb3lasoOVqUqWhzQbabEKzGUIHRNf70v1oC6BjEV1L6FlFzyq6A+hbQd86upaJZBXdG+hZQdcaxKuk3X2z2LZX5Hx9ZO3c7FqEwvuLwn1as3J63HV4wPKpUHNfqYoUaagoQBtsj44tvq+6/K5s+RmJa0+NZme5gRYbIWBQ6wXfS/gO2uCjAj8qjKg0gGdGmQWlXlQt0hofuBZU2lFhQYUZNQ7UuFHrg4AB34dqL8q8KHOhzkv4fpRZUWNCte6GFgfhWyCwoNkNAYM6Dxq9qPei2YNODySeMHHgD62esGYDSlWEZyDNNvC0KF1AmQGVNhTbUOREkZVwHYRrR5ERGVrEqpFlQpELvAB4PmRrwLOR5mXUrxA+Q6scKDOh0klKXcgxguti1fiQoiRlFpJnRqYWOTqaOBWWO488I1L0SJhHuhPpDJKvBxEEkOBHUgCpi0gPIH0RaQFkLV6v/iYVV0j1+k3V/md7fS+2G0+NTpa2nR1oe2eq712x4IVG7svSzo8bS//cVPpcX8PLPfxnh1u/Gud/MJr50GDKg6ryP6t4tw4XsnrzIMlBXxEGCjFYQKSFpC8LkhwoW56YHftmZuIR49iNoy2krQ6SLvbo6G7lSOj8xA7X9D6r/Gbt4A51V+hAA5GJiLKHaibC3PoHNWN36sbuDCw8Ypt+aFR8u2vmcfv4PdOiEG1r2GQTy9Af4lVtNw3tMPbsssl2G2S7++tIQ/Wu7ObYR+I7cLIbCXPItqLAg8wAsgIoXEP+KhJttHKdFAUQbUK0MSzNQWKsv/uYop2INOGsDheMiLEixoooM2LMiDUjxoQLWpLsoxk+JFlICcMpdd0lXLy7LbBfZNvT6rqvzfGXPtsf+2yPdBr+ILLc0Wp5qkN3X5uZFGmRtUAbbKRiHimjNGMOaTpkLaDSTvLNuDRCIvrYESP0xCDrgpz+JqXHZMGxWppiCcny4JIVMU7EuhD//1OuSSvIWEPROko3wF2jPIaUGWiVFlWTO5vV3w6Kuqc+G5HeO9y5r6soaLCSaiQ3KRrChypZ47UcBT9UWsEaKIeshsoErP4qKuXfVik68Hbp92/xD3zUcuSDxsNvVP3wUtnXrzf+/G7L8ReLfniV+8OTRV/dnvHxS9WHkrrixK3n1CVfyI78p+SjnfbUNxYyP5gs/a7ytwdqD95b+97Ompc5dS9vG//nLtOPt0x8yJa8jpIvHzpY2nRD1SSrQkVL5ynfzap2ocJOexZvGmI+nlkttblbZDnDosctjQ9MnOXwI26L5mbvPCtE5DjiFDg9EHRyiJ4bYcWMsROHaMQAOTVMo/po9BCN7qN5SsKzvDcRGFi90qU2/jNTQs530dwFWmKjNT5Spidl83dJLB8O6l5sndvJmyaFU6RwjpbokaCkuTM0foqekpOjvYhZQLw1JNHIjjXSRAuNnwmLn2Nd0nOybDsLXTRehyRzcJqTpDhoqj0kzRSaYiLnpkNSF7ZlGTm8RTSv3iW/ety89XOf6bGK3g8l1p2HGoLODu0qcuCEAt+N0DN6EqnHOQ0uWHHWjowVkreES4agNB8uafBVG+eMksYZaKwJPytxWkvjnDhrpglOelGLr0fJUQtOM4jwsC6Z6ek5etKIozqSv0zj5nFgCIfncc6P5GVatMxONbHidPTcDOv0PI7M4rwDkQyiGFxcQoQfsT7Kcz/cYzk04a00MD2+1bH1LcXaNUXgyoT/2vjiBn+yoVb2/rDiwfEhTv/AnZXig+JZfqMqRyB7ZFzNGR2g7SL09FCJBE1CUlMPYRt4orsk8/zZpQ2Vd3XMttxrYnoti92WpQHzktJ6edrjaRn+RtJLh+RoEdMa4Y1tste6ptvO9RneH3THG7eK9ZuF+munRlb+JtD+pc2xLWkS56aR6kEm83tIVpobaX62aJMlmMVZISLlHFFg+8QGbbZyRI4wsWVXrTU4QYkzSsTokWtm8RlkaQnXRsuN7GTZszXd+WrD983jX3TN3Sicx8g6xjcwtoLxVYytYHQ1aPzqDePX/jC+dpd8+eGJ1T8qlp6TLx+Y2zo4uXJQGYiYWjk/yVyYWPxMoPqiUX68feZEh+popypq3HlBufhx08yzxa2PpvPvy+7kZEpoSltISttdJdLn0lpueOLtrNqukqbBwzGFl7e2/i9w3br6e8bw1pZraaNEMvWv/tma9tGdL37BKRqGyIVGG1psVMTQSg0tVNAaHYRuCN3oXEarHxI/OrwQudHm+93H1O5H1yr6NtDpZ/ctE6EDXX46sEmbAmhi0LsMyRLEl9GxESJaSvtCAAAgAElEQVRdDen27en3v9nn+aVXmzxpS1ZaIgZmLo46fmxbeCx3mFOoYnf5Hhr0HZreiJ7fipm7fGqUea5qYnvSEInvZeXJg3JGaMogK0XKrjSyC7Q0UUqzJ2j2BImVkjglTZ9hZ6pI+hgpnAbXAK4FtS5U2yHwop4B34MaNyqcqLSj2otqBlwzqTGQqvntTQZSb4bAiTo7aWDAs6LejiY7hA4IbehwcrpWb2kL7BRaUaFGvRH1JpRpUDSFUg3KTSiyIMeCHAu4DlTakadH1jxytaTcSSp8hMegws4SMqSFYTUwpMyMggUW1w6uC3VuVNiRs4BSKy2xIE1B8rVIXECqHrk6mqkJLdQhy4hUC9JNyPAg1Y8UBol+JC4jOYCURaQsIWMRWUvIW0X+CvKXUbCC4jXUbaBtdZ9i5ZUh9zNVqpPS2eLONFHNO338Z3uqnhysezkp4s70i/dLG19tKXqqW3J+pPXISM7j8rwnjI2v+jpf7k0K6UhEeyb6SzBUjJEiKEroSB6GiiCt2DfZ/+XM5J+nRsMl9WjhY0i2fUi2QzYYbprba5rYO9EWpOnZpmxjT/feMCgkE31Ur97tNTwwM3SDY/Je5+SDk113Nubt4KWFN+WFVydw+Mkhg7XbjLJdnqmbLdLwBRHH1BUmEwT1VdGOuu28ztPvFPTimBg5BlruQqEV+T7k+ZG9iFQGBUushk1kW3BGhUtz21LtiDIjxo44F2IcuKjDJTOJdiDSjGgLYixIdZHiFZLtR5oP2YvI8iGfIXWrtGmV1bTMrnEE1dtp5zpb4NkhtNzcbbq13XRDi2F7i3FXvZGdLiUpo0ieROEsyVGTAi0y55GrZfPsKDTRIgs900MPNm2L6GcfFgX91LTthzbWt830p55t0fqQBCu9fncb40D8f/mEPYjxIoZB/CKSV5C9iuINcNfBC5AGH2n3sXq8r4zbc2XFXdJn5LL7OmvCugvZvUVkooUz3bZtuIqO1ATJBSEDPNpfRScaOaOVVMrFYP0dJa0/v1n+7Zt1P77feOijhkMf1P38ctm3z1X/+FjR588Ufv2XrE/+lP7hPyp+utR6abg7duT444oPtvX/jYy+x7Efv3/qyCNTOR/0xj2q/dc/5y48rfl+X98/tsteo2NvE+k/IHyD5h55/ctK4S31elaFllY7SQOzc2DlnoGlR6ZW/7dzvdmrax+Kb6t9bKrtbmfrw+NJe+qiHo4rjNt3qRUXJxA9SS4p2BGj9IiYc7yZ/lLJOshnn+uhCcM0R8XOnUTZXFiL6/D88mBguUkqfytdxI7pZ+ebaYmTVthIxTyqDaFC8wvd5te77dvTZCRPya53oFBH06ZJgQbnxlnnJnFmjCTrEGVAjBlR87ioxSUjoo2Ivx4pbEGCFYkOxDmQcD0mwoSzM4iaJ6k2xBqRaECuKazB+Vij6aX2+U+GdV83zwd/X70jdWZntgW/juFXOY22kLNaRMzhkgXRHpq1TKJNOLfAylvFWS1+GQm6ME/j7TTGgh/GEWEi0V5EmGmsCweV5Mg8uejDCReOWXFMRyLMOO3EGR+Sl8g5Kzk2j+MmnA8ga5WUreDICI7KacQcjs3hpA6XXDjPIDZAznpxzIqilV1dqz8brjT4t1SbW5qNLdXi1TH/5ghzZcS/VDNR1TD8zrTxXo1yx9QAlYg4xYK9LX0P1/Q92Nx/c7+MDg6Rnm60t6O9E62dtLmdtEpoQ8cOkexnmWl60rOm8lxTeDZVrs1J97Up96baszVq0zT1PtvVR3oH0TtA2jvQNXxj03DKxW7Ve+KFDN36v+ZWKjQbAsM1nnEzU7t8QGx9kae/tdQQnL+Ai7NI9CIvgJKlHX1X9ne79wqMYY1+dheDZgNtdrKFPnaVEeekODqMLAfynZS/SOv8pMTKalikNQyncua9en6FtPds+/Cv3ZqbhDqMr2FiFROrkK9jbJWOLbEVa8Hy1ZvlS/vH/E8Pe5+ROZ+TOd+Z8H+uYH6b3DgxsXpCwfw64jw87rug2cxYuJqs9sVM+eLVy0lzKzEqz28dilPNY8fFc/uL+rYVD7NzenbVTu/4NePmFz5v6J+OLWk+l1W99T/C9drvcP29K2dx8xpfps9uU3XI9Q/94+uQ2AbaylAhg3ozhD40O9FsQuv1Oh4PmrxoX0H/ZYj9aLFBZEeHBx0M2hiIF9G3js4AR7JIq3W0y8sW+0mTk3QwdGglXLYc0udjiReDeld2SZfQ7Q2ReG9tmD+kXi41r6RM6FLktrhh27fNU2/22d9TbhycWPyt3xQ9tZipYqL7Df9sHLslrY2eaWBFtrBS2sjFBhxrCMlVBWfJWedbg5J6OYm97LPt9GwvvThIYwdIbA/JlJOyBVJmAp9BtQsVBvCdqPOiyg2uE5VOcD2oCoBrBs+Aak1Yg4bF16Hehlon6n2od6HRAaEFYi9EDrSZSNdyuGgttMEGnhyCGVSbUW5AmRqVWnD1KDIi14xiD6p8hGtC0iTJ16PURIvMKLWy6hmaM8fh6UjlPK000hIdKVigJRZa7SVVNmRMIUFJcnUkfQYpSqTNI8WCFCNydCRds73URkt8yPUjw4105ne4pviRuoysdZp7meSsIXMJeWsoXEfOMtIDyAygZAUdVzF2hTO1sbfT/lS55pF09TOlyphuMa/lVFHyg805d/PT97cWPymt/3tb2YvNoghRV9ZY03cjyXtHU/apsh6u+TnkX4doYzzpKoS0lCgrOdra7cpC9nzDDmnxdlX72+a5j4Z67pW03dot3iGX39rRxeoQU+30neOSbVPd2/SyG0dFdLw9ZLQjSKe4way+0au9y6G6fXFuv3lwX1fR9qGq8J7KEKmAM9K4XSG6xTZx71x/ODN391xHkL5z26yIPdrIHhawxAJOdesXFdO6JwtVSFOj1IJSM61cRYYbWV5k+ZG3hFI/UrSImkOsITjLizgHoi2IdSDOiSgTiXbhkhNRdpLGIN2DoiWUriMrgBQXct0s3ioRXIFwDR0B1LpQbIZgGW3rqGUoz8oWGra324N5s+ySaZqvQIaM5M/QMhutZWixEVkGZJpJqZtTZkPW9Haejf4qJAdbyG+99JCEc7yf/tyN7zvoL9KdMbbwSAs5b0O0C7HO36fBce7flWuMF3EMkpZIxiKyAihdJ7WX0biKrsts+dXP9fbWhXjFzJMK5cOqgb2DFUH9xVCLqFoUIquh0loyJqCjNazxOpaykT1YSQYrMCS4s7Dtl1fLv3it+sA/649+WPvLS+mfPHD6lXsjXrv3xN+eiXvvpeIvP+EeaG49P1p7dKLm16mc9zQxz84ce1D53X+MfMTWJ7wwWfKeivfeQulX+hOPTbzLGXmDNfQKBt5C2xuk5LN7T106+/Cl4tvypEFxkuDCsdsrRz8fmCsz6ytnWxoG4zpE/xSX7R6tYrv6/tMverA/9b7WumNRNZW3HG/GuREkziJFQ5MNNHqSnu1jXRig0TLEjdMKB21eps3MHwb9v1mudi1ujDmduZKxP+ZKaMYY4tWk0MauMqNsmkoWaYv7rqaFP4kWgnNkKJ2lXANSVCRtksRNkUtKEjHKzjTRhElyTk1SGCSbyKUZnF1AnBmpVpLuRLL194OcRBviXYg34/QsjqrIhQVcmEW0FnF6mmrCOTkS1btbbQe1i18L5PRL7vYsbViaPuicjsYZaaqTnDXgxCxizSSLQbyZnpkhMXqa6sVpDX6RcyIdJNrGijLgpzFyxooIL467cNyGowZEeXHOjd+sOG4ix8w47aaZ1xC/gXM+EsXgtB0RDkQxKN4ggsukzMEpdOM3FX6ZwkkdLrpxnsFFF04YcMG8u3npi/krVa4rsrWrU5tX1IGrKuaKgtkcZgI9dgVf9v207iGbca+ymzPWTPtFbImY0ysJGhwJ6ehidXYRSR9k41TShc4O9PSSzm4q7KBtYjS1h3Nb3xKqKpQMo/ZvzXquzjqvzTgvTzOrnbPcFvHurh7aO4hxBXtCyZJN3NIylh3dpfhEPJ+n3+Rq13kL6xL71X73lYZJV7NmtdmyFStffCBtGFFKFC6hco1ULQZ1ruxs9dwxenmX4ioERgh8rLYNkjeP82OImCDpLhS6UOlCiQc5DsrzsGvdJNsYUu18rmU4a2gkt2v4l3bVTS1attRHxjxEwbBkDO11bBtmgkaZXfLAbRNLd7cvPFne+5cKyWOl7R/0mz+TMWdUlyOnF1Om/cly+0W5M2LCFzm5eFHhvjThjVL6o2cXo2eY4yLF2er+AyWi/dE8Tmo7q3QovH6G9c7xJz852aUw/JbIzanr+p/h+u8+16vXtq5ubV3b2NrqnnGlNo93qW3v/nyBfp/C7lhkixfBM6DZh85FCJ0QuiDyEpEfjV50rGD4CsRetJghtKLd8+8l63W4LqKDIRJvkDRwQ6uV3aKH2L+j7/LD0sCrcvfjIhOLb9wlXWaLvVRoJ3XmXQLLm93mszJTutydPmzLHXdlq31xI7YjHTO/DRgO9Mx/3Dbzj4bZz0c87w2an6nThqeP0OJ5wjXTvFlWinxbzlxolopGtwVdamUnj9BiKynzgGtFuRHlZpRfz0p0UZ4F+UpOrZFd56DVDlLpQaWHU+fh8BdprYvWmEi9LbjBdKNAx6kzkAYfafSRZj8anaTdQbsYltAc2mEI6/Hf3O4PbTTSWhWtmkGFAxU2VOhQbQB3gRTNo8yBCoZdG0DiOOIUKDaiUIfMWcI1swVOkjGFLDUKFgjXRfIciJ1F6iwKNMhSI3KExqtJtgGZ80ieRo4LmU5kmUieEekLO7guWsqgcAW5y7+7gtM8SHMjjUHOOsnfQPYK0vzIW0XBGrKXkBFA/hLKV9FzhSi2QmRr7JKZoDMD7BNy/DS6O2nm7Rr5+dqqgsIvhGV/HWl5aajx6f6ml5qq/tbUdqJffLop6gHB4bDW07fzj+xL/JiTf4zdURQ8yGPLyoL1tbdN5YdbGndPFrJHC++eanl1uOHl0YF3ZON/EveGt4ppr4yop3eO9wZND25zqe9Ud4VMdYXqZLvNEzea5Dc6VXttI7fZZNsNvUQvDp4XbdO0Bmna6XQHcU/tCejuXRi8waO6Td7Mmm7fMdLAVnWFqSTbm6qCatsPNkzP/71Qzk6bYnEdyDOTXC+SzUi1IpNB9iKy3IjXIlaPZNe2giWS5EWkCdEWxNhxXodLdsT4aPYqzVsmGV6S5UMWQ/IWkWhBohXlflLrJ2Uudq0pWOBGiQe1y1S0QmvdbK6FFitp4TS7XBPGmw+rXeBw9bTEHty4QgUMkuaQYkceg3wnUrXIN7PTZmmEjJxV4piSXNTRBAuJtdBYM40zsaOtIVEWnDEhzoMEL2Kue5pc/zY3uRHHIGUJ2cvIXQJ3HfwNdFzG0EbY5NpBk1aiPz8984xi8Mkx0S3SMoxVYkoAZR3ktVAIMFqDCT6UfKqopwM8DFZAWrWtTfLNj9XfvVnx6Rs1373I+/Llko9fLPrq7cYzf6s+9ErZV19yf6hoOK0u+Wbo9F8kRx+VRv11OOMfyqLP5ZEvDH79H/Jj+1XlH06Jjs4mvT7+6W7Jmxh8j4rfJqL3g8q/fCgxP+bNkobQiPL9OV07M9of5A9HjusHzNp20ffyhn2jpeEDRUEjxRxr212Bjke1eTdXn9jX0VV7TqRk/diKsyok65C0gEQdybTQXDMpcSFFj2wbqpbRvEZ61/42vyEMrMuMhqTW/idye0Jr5liFU+ysGVKgR66aXW2izQy70f1Eu/VPLWpO8Ri7fAFpSpqgwCUpO2WBRE4gSskqceLEALmkISWrNGMBZ0YQM49cJ7vEjgwjYnWIXiDXQyQuGnFCjSNjOD2LiFlcWCCResQbkWpHop7NW7yhfSnCcOVQm5r1fc3OAmtw8gIn2UUTjTTOTE8ZcVSNVBstCpBoHY4rSOQCuWgmETr8rOSct9MoOztiHgflOGXCGS9O+nDChYs+xDA448UJB06a8ZsRZz0k5wpiGJy204suHDchikHiIrhXactm2MRWeLsLSWMhWVpWtAYJTlK0hGgTkr276wMHp9dFS9fG169NbFxTrl5T+q+M2s29OmXtxL9qR7/sVz1h0e2xKG9UiDhTouDJrrCuVtLfyxkcDR5VbG8V0Y5ejKjpoJR0d2C4Hz3daBFB2IGGdjR1E0HXnS2jEaPOyT6jpWveqXZtTboNLdKP23tpVx96pZBPUO18yJRqr0SWVDNhPiIxlOivVupXymc8vb7L3c6Vbm1AMusfMK41zDD/4I6HFWloHUMbmaAWF6vDj44l9vg1KvFDYEX7Jq3xkahRRCiQbkWuB5V+KlhDqo2V60GxE1nziJuhxb6whvl3JeNpfcrPChtCI0s5mS0hpd3s8gF2YTenRBzSoLpPHnht5vIfpZ5nB+zvdBj/zBt6WTB8QcmcHDP+MjD0ZXtTzMhkqz5QPeuLHrFFqZdOKTyHBi3nFf7YudW4maXcad9v5S1vJnJvOlPJTuwLElq318/Rv37z9YWC1uHZHyMLW/om/y9w3frvcL16dWtLafZnNE+Ixs0XMnmsN34JbnGTNg8EZrS6iGQRQgbNXogYtC9CvIzuZTK8BrELjQa02NDuQ/sSOpbQs4zuFYiX0L2IXoYMeIMb9GGNelqvYzf5woWOR/vtj4uMuwTGJ1Trf2zShiZJ2EliktzHyh24PbP9o6bZ7+pnvqxTHZXMnR/VHe7UHBt0fNeuf6xs7LZG4xOjq++rVn6cWP87fyEsSwWeEzVu5C1Qro0WWVlZKlbqEMlXodqOaheqbKiwgGsB14ky8021hn0N+pvqFu5utdzV7rhLaL630bOTa7xfzNzU6L230/tEt2V3o57y5h9q0j/bZr9F5Lh/kLmr07e7zb6z07qzx3WP2PKX8cD+Qf9Tw64HW7W762dJ5TQqTag2olKLKj24GpRoUGREvo1kmxA7Sq73xxUbkKuhFUZSMINMFSkyIGsBKQtINiBOj3QTCqxI0yBBjTQjqWBQYiWpBpK3hDQbMhdooQnphpBiJwrcKFhB/jqyV5AZQJYHOQ5k2pHhR9YSshaR7kfeKoo3kLeCTD94a2i+isFNlvwKq9qFyHGcHmXHmclpCw7M4LeZB7meMyo3b6y5qeXnztpnZK0v9jX+Y7rzoE78xUzls/Pcx0ZzHij/5faUz3ZkHAgvOx3Cj9lZdHIH92RozUl2f9p2ZTZLlhkiK9ojSuYMNj01NvY3kSS8vZd2D5MhOZ2SBzvmbmE0+2a7g03DN3inbjcMhWr7Qxf62GZpuHf8Jks/x9obZmgPmxRQUzfVdVPL6Dbf3M228RvnOnYoWljGodumxXvkHcFSEbuaG9IyEB/brngkbfjBeuPOcj1SdTTLSjLtSHcii0HWEtIZxJoRa0GKZ1vhIk31IdqESBMuWXDJiGgnop2IdyPSggtGRBuR5UG2j0aZcVqzq9RzX62Dpszt7/Dua2ZubHBvE3o5jbZHezw38Q2P9HiflHpvEWmf6rc90e+8RTB/W63h5kZnSIWOXTBHMowk3YkcF/LcSDYibo4ma3BejVMzrDg7SXQiyoAYE01102hrSIwVEUaS7CcJPsQ6Ee1EnBNxLsS6EedBcgAZy8hfR8EaipZQs47Oqxi5cuvMRpbdKJuP1859OzX4vkry0pjwgUnhfdMt98yJ9k2L7pgW3a1s2Tch3COtY8lqMFSB/kpIuRgRPNDQefDn2p//yfvmk5pv3q3+/JPO4/+rL+rZxl8P8H7oaj4xnP7mbOob4xeeHot4vOu7ewv+zmr+6d654u8nI1/q+XS7+MiDszW/6mKf73uf0/kubf0ktO7AvdWJX6RWFX4mHNxbMxhcLHu8w/aExPy13N4dWByZrVSIHvR03STP5/TnUFP7gx7RE6bSO+SJu0sinhP0DnyQP4TDEkQbkORAjAUxBqS7adUmyrxIN6KYQc0amtfChzZ+Mm1KXExu38gTuW3BVVrKN6NghpRaSKGOlBiI4P9Q9t7fjVf3vvd7b8mylz0za2qmHsoAKzCUE0IIITeE0G8OCYGQcnNCQhJyQudQBobpM+69927ce5Us22q2XGVZtmXJlmX13r8qrtP8/EDuWvfe9Zxn3Wf/E6+13593YUi9Nbpx9cnu5Z8MqOO6lkmlmhYpkTxFs5do5jIuzdIaFynS4hMJLfKxan37CzX3FWk5pcZ9HYG4Ri8KHccKTUfyTEi3kFTtvcVmdvwyzdI+WO85mq3nJBpxSU9KfKjwosJL+zfvloSSLTu/r52i7/efrPawEtQ0xUYuL+P8Ms6u4aqBVc6QTAe5toYvFeS6DpfMJMWNzxZZ57T0ipV9XocPF3HejAQvrnpxLYBEBokMrjP0cgAXXbjuR2KQZEZw1YkrTlyw4yszUhkU3kTNbTSG71Xs3CeyxXRrTwkD0Q1GVrszThRkt3riWuzv6XcGN3cVkRvzkRuKjduLWzflfrNYldA58XHLxF8kCydVK/uNyj2LQmqUx5lle2YHOZIeOiWiyoVo+TRnkEuGpWRaScekZFJEZBJMCCEWkiEBFYzRaTmEo+CNHO0b/1WbvHjU5lIzN8XKYp7oLtE4JDJMzUE+D6flsGX5fonor6Or2hyprmo51KIL8u2RmeD2DLM+YQ2L9AFZ4EbvWuAToelf+/QHuE7SY75vinlmYn3vgJ2KGdLlwYCXDodJtR65S6TSjzIbau10cAtNDG0MkDInrVlHiZ/UM6TOS6oMJ7ot1+d9adypp0p69jYIo7vn2b3L0VzV3gFFHFf9E+XGG7PMH5Xh/1zefl3ifXXK99WS/xuLv95kvTY2dEk8ljhtLFU621fcOTJLiiqcuLxxTRlJ0dxKXtnOWF5vsOwki+dfKB2IzhSwuxzs0fU9RWLO03/MbRz+hjv1aWr1otb2X8H1n1mcf9qGd287wjcqBSvfjOkahif3PfuHuPIFdq+D1bhMm1W0z0a4DAYYcBkItzBxmzWxScUBDLvBdYDvw0gQQyEMh4lkm4jWIQxCvE4EIYwypHk1qkBKc0dI4QSrVsnqXmGP+47PhH+5wLzWMvp4PvfeWllsxSSpmEHZwv7GlYc7NKfKlAfK557mm94V+z8VOf/BN7/YpTvTY+K0mU+LmN+u3npbav1p3/Iprjm6w4JqDdpsaA3QRoY2OkiDES0WtNrQbEWTHY121FtRrz/ZYXqQaz0z5Hpw2HWS7/xXoe+pofCBRuPJAW90q+shgf9HYvPhPh1p0H+3y/oI13WY6/j+WOCJUf/DUu9pofuI0H2fwPbETOi+EfeLM+4XRswPDNpIpxbNy2hbQdMKmnRo0KFGhzI9KTSSnDWU6dBkR50F1RZUGkm9ETU6FC+jZAVFSuTNo0yDUgOKLci3oNCGMjvKfaQhhGI9SVujBSHk2ZG7glIzir3RNQytDKB8ExU7KN9GyTpKAiizo8yGkgAKgygMomQdJRsoXUdxGGUh9N6kE7cxfhO9TmRokKQhKTqa7UO6FylOXLThwuqpWs9Hc5sDZmsn71Jz6SMK/j9WR86vdb/q7n/Rx391uenZsncO1n9yV+V7e8vfZX3z6f7iDw8UfxxT9Rmr9ypHVRm13Hhgtf3uheq9wtLDMv6rE2NPD49xBJMQTWFlea/LcGpteo9j7qh99rB9ep95jDPfQ1Q8OGRxrtlDlrF9Htlxo3C/opvtmNkXUB1dHYt2Ko/rJw+sCve65w6Zpw9Od9KZPkzySFvrEd5s0YiVSZBaf9YyzylaPNAYoDlG5OlQ6PrWdoi8IDJ8yAwgxxdXztAsF5LMiDcjyYEUG5IcuGzABT2+1uO8HglmlAdREkCWB2mO082RZ/uZuFrbSeH63jbXA0LfyRHPsV7H8zOh+4Zdj40Gfr7ge0hifVLiPsMzHelcOcO3PyTwxjZbSKmW5OlJoRPlXlLsoGl6JGiQtIpEAzKdNN2NBCvyXKQ0RBLt9Ko5JsGEi2akMUhyIc2LZM8/f64pHqT6kBVE/gaKt0jJBoqCaLyJ/l1I7ty9cLPCbdR40+3611eE39OKXtSOvaiXPGMc+4ll/Gnr1NOmiWf0Yy/ox15ZGv6xfOBxRe/jsp7vTvc8LBv4qXz005HxlH7pJf5kQYUwI1uU/CX/6qcDX0sGr8mzXpF+ed/C9R/qCl9bTnu57dff4b91F/+dU4t5vxv+9Mmc75HC/xZT+4d7G351oOC/kYTn91/9x4tXk669n1P2QnbjsbTm6OKB6DLJC4qdN5a2k6x3ZjYYkej9Fe5xM++EpvGEg/dwSPhDa/MZXdXp8aRT9fnvnW0Sxn7USa7OkCwrcn3I8CDHTSrXScUGijyoYkhNCD3b6N1iCTbe0m7Waeyv149xSpW0w402Izr86NkkTXbaYqdtPnazjlbLHuhZ+ZUqsn/IhPoVWqEmmTNRpVpyXU4ytJzmIJJkSJhnlbpPlKgfqV99uNm6v8L+gwH/vuI1Tq7zkdLVx6osSDcdKTD8csB7qtIRlWf5Ya3l2QbL8WIjyXTQhi1S5kKxDQMbTy6sZ1m2nkkV0LOSkxVO9lU1TTDj0wWcXUaKjZXnpmlWetVIzqroeRVNsSDBSTJ9+GyefrlML1noF6v0ogHnTLjmQKIHyQwSg0iNIDVCrwRwxYPUEFIjJNGPKy7E+/G1A8kMyV9H0Taqb6KROTO38W+KyJNj/rt5jruH3U8v7jwnX39o0PnHOaY7tDsdvi33b88FbyhCd9Qbt6csw8KFpxsH9w5I7p6Us5Y0exfkMZMjsCzF2hUx0g5M9tDlKc7aEmeGD3E/xsfo+DgmJJgdpTIxpkSQSohESOblUTPTEA1BOhzVP0DreI/yVRni5Zw+8feHRum4jEwsUvkiVjVRjPP+sPnRYe4zYrW0bcFQKXf02m716kMS67oieEusD45omSaF9etW6VsNE/cX8zjFAlI8drpr4VdC07GWJdJqQKUO3c4ofuyZPh4AACAASURBVBg5OrQzZOw2HWRQbWAPhmO6nfuHAqRITSrsqI6gjkG1k6QbogvV7/PkFaKF93jqB7ga9pidM84cnPRxZO69c8xzyxtvKdc/0Wz95+r60xP2FxS+swtjX0tyLws6axd15Spf4VKkSRfp1PnSZaZ09XqGevuagolXb6Zodso1m62a9ctS/f31CtpuotINOsTsPVd39IW/9oypUir7rhW3OJnwf3Vz/Rau39qGb+/eubV+e7dTZigcVAoXzY++/ve98Z37OrQ0g0+T+tk1C5TLgBsELwzBNp24GTMWIf0WcF0YYiAIQxiEiMFICKPbEAYhCf8Tt+IIu8u4p0Aal82PyRk6UDMd1zJPR31Ro4ETQ+bXZO5/bVs4zbVFN6vRuEK5YXT4UaqKrbGgbJU2G/fUaB/rNj/VuPREr/YnXCunapndarx3zP/EiP1HIvub8+HXh8yP1C3RyhXKC6Pdj0YrKpZRq0ObDc0mtNjQYkejGQ0W0ugkDRbaZIrlMrTHxW5xsZvcaHLQeg+avbTHzW4z0h4z6bAd7nOz+z0Y8NN2D6fXE8X1RvODrBGGPeDcP+I5OOh8YNh3b7/taL+b02VF3QKal9G4giYt6vSo0KPKhAo9yowoN6PahFoLqr5d6TGhSod8DXJXUbSKIjUqdai2osyKMhtKHSizkVqGVLhJqoIkLJLKECoCyNWixIayDU7VOqc6jOINlN9E2TbKtlESQqkV5RaUBlAURlEYFVso3kB+ECVB1G+Bd5PM3SLdXqQvIV2DdCNJNJIUF/IDpMzLqVonyWZ8pojLM7+3eKtJZ2rmZ88OX1cPxi/3vq1vfn664DH/0G9Wvnl6Lu9BRc4pZd7xhZxTI5f3DVyjsnLOXBFdrSDWnhO61nvkJXETuayJ6tMLoy8LpXuF4xBPQKZgrSj3a2b2hg1n9NI4NZ/oBHSZh+VBOGfjDONRutEYx+xRw+h+vfSAb+mEbmy/XnrcMHHcPH1iTbJXMRArbmfNDnDkPDrYQdp6fzJqHF3auD3hvfUfg0aatRBb5UGKCfkOlHhQ5EKxF0UhFG0hP4Jsd2yxm6RbkWRCogPJbqTakGzDZT2umHDVjmtOpHpJaRjFfuR5kGcnua6oAjenlqFVdjS4ogeCnHodu04f0+uNGwywey17eLaDYt+/8O3R1XPRbfqYhrXY2lVao0PRMq2yocxNS30kVYuLCzinRLwBmS5k2HHdiCw3LWdY2T58tRaVYItNs+GymaQxSHIj5dstPC/SfMj41vvNIGcd+REURlC2gYab6LsD4Y1Dski+y7EUSLetfn9FcNgx+6i6i2PmEpeI+CU0KKEBEXUK2S7pKdfU9y0TPzKOvWwY/2BZ8oVW8qGW/xeT4DPb2Ed20Xt64eeT3V/05v9xtvNDfdWfe/5yT9PbdzW9dbfw/HMDn/xo+INHpz47w//Hfaulf+n7631lT3OynqA1vzqY9gz72qt3FWbGX61tf+Z6zaEL1bEJTTStnV0q2FcpflXh//mE/dzqLSHDiCQf9GTFDmcdF2SeluScFiYeHrz2nf7LxyveP3H23F8f+LQIHwhwXYMMG/IDyPWTik0U+pHrQe02qrZRwRDeDbbkRpQk/Lgs9POu+VOlMlJqQIOb8tdpTwTNHtTq0Wg4yvXcx7Me6NYeGAocEHpQpyBVyyhZIiVKWrHKzltjZZhosZVkKVklGpKmOliou6veGZ2tIdfUJ8qtx2rdUSn6/SlLpypcJMMWk2s6XKA/VOKkV9Wcr2b3Zer21IdQFSI1EWQbUOqg3O3XNJuZy/7vnu9hxc8dLHHShDV8pcbZZVwz0xI/TdKRL5boNRM5q2Jd0pAMG1JdJM2FjxTkq1V8qSdnNewECz7W4IoLSQEkBpEYQmoEqQyuOHHdiXgPEry47kS8C0kBZIRIwx1Svo4sP+q3WYPr/31564rh9hfqG/+YiyRa7hRZdovN23nOjaHtXcX2nfnQraXQ7bnwnYXQnaWwf8yQPqG8my+GWEKFUxhT0NExzM0QtYxY52Mn+6AUkjV51MI4kfVgiocZIealVDEGxSikfEiGMSLAkBCTU5iUYIQHIZ8O9KOHS/pEnD4BhyshwlnIlyGdx+IKx2M6zljOrIwe7mn72ahGOWpkqsf09UtMo9o3pN/i60JF0rUEvuoz3spz1eK7klr3pbUfqRA93DT9SJP04Y7FqFIZSlWoNHKE69GdNpRaqfQOUe5CGkKTaS/X/peFwOMdK3tqV2mhhrZtoMaPGgZZ1pP1xnMy3de1PX8q59+fxWe3ymjbLKtSTLoXYxWbP9He/KnC/5zU+bs5z0O8hR+MLPz7cP1b9R+9W52XMaHNVPvyVsOdts0mjTd5zp64tHFtPvj5lDVxZb1Au92yFkmfsD3Xqea0rBFBCGMbbK6P9cfrz/3t8qBC/3lqTXW3MHLz5v/iCf5/g+ud3W9/sLdu7+5OrLmz++fFKtfb51OOvpt2tG4uqkBCc6XsJg0dDoLP/M9GiE3w/eC6yEgII2EMB4kkxBkP00E/RGFIvm1ADGOYgSjE7nPSillOjZxTNrmvXh5bMxfbZ40e9rJ5rpNiX0y3kdWqJx0WNFvR6aQ9DMqNtNZMezyoN6B4idZpj7RY4mpUJztXWaUz7Ka1QzzHgY61fd22Rwadr3BXnm9V/5Drempi8wTPdajPgSIlKgyoN6BOhzo7mlxosKLJiWY/mtxosqGboU0ulKyh1oF2hrSF0OBGmwf1ZrTp0Wrc1++I7nehw4EuP/oYDITBZcD1gOthDzJxImYPz88ZcNN2E23Wo0aN+lXUr6JZj7oVlKpQaUCtCdU2lNlRZkSVCVUWVJlQoUWJBoUG5FtRaEGJCSUWlLlQ6kCFA6UOlNpIE0PrGFpkRLoKpXZU+JDvIGVBVG6w60OcSh/yGJRvo/IGKnZQHkapE4VW5HlQ4EdxCBXbqNxG1QbqIui7CdFtKtsleau4KEeOCSlmJFqR7WdX7SDHgwI/KWNIgQfnlHGllrcWt9qdPqW4Xtd6Tj3wsar1pYXKnxraX/UO/Vxddr8q76Sh4rvLBXcNn4uaTo/RV3FU5Vgow2J19OI3d00U7Jku5EjLjslFLwjHDo9IyfAopuTslfmjxvmTQeN9Nvk+JRcaPtYEZGWYOuV77TLqVOy3yvYxS8eZ+eOOsRh1DzWLDxlG41xz9yr69/IqY6qyWZL+QzLevr4mdtfIX5YY/3Jot3nRe3eSgKRp/nmPqWRQ7kW5C3UM6iIo30Ieg3QLJ1MflalHmg2pDqQ4kWpDshXXDUi0ItWDdIZmhZHiRLIFKTbk2ZHvRq4XhR7kWEmVE5VOFK7SRjvp8KHNgVodujxs4frRIe9Jriuu00hrlLRRj2oTyldQvkrLTEhRI0lFErWsFAdJtSPbi2wPsn20gMF1E71ioomO6CzP/nwvrphJghuJbqS7kOJEsgfpDEp3kMUgKYDMMAqDKA2jYh0Nm+jdpiPh55WR7sgteUAqFL4p7bvLrnhwoQ22ARIYJj4h/BIEJ8FIERonjAjeIZiEB42iN1bqf6QrOaovjjHU3GP55iF7+QFX4wOahjeGP39E8PEDnW8/0Pr7B8pfvzf/F8ea/v6D5nd/MPz503Wv7ud//sOVig8m3j459lrM+N+PDv/9aPHbj/U2FMh1tuvDql8MaB/n60/yjPdI/A+MeZ+Z9b+zuvELqf1d1XqnPyyaSRurvn+6+L7xrLsXS78nTHuQf/2+4eunCj57/KOs/Oj3KvH5OOL1SPUgjyEFDMlnSFEQlQyaN1C/Q7jbD87dfG7UfKpy8gc803erxo9VzqNslfYECW8drT40mdHvixZvPCXf+tGI457+tYM8V0yflV27xK4z0SINu9ZCK/QkS0mSF0m6muQtI2MOGWpa7ELyGi4vkng1MkzINJEryyTFgOxvK4X1yLYhfhVfyHBNh9wAikMoYVDKINeGev9e4ea72vW/tEtj3m/kJCztyzbT+DV8OocEEylmaJ4HH87Qr5ZIvAHnlsmlNaQ7cN2Mizp8uEi/NuK8iV614twavjLiugfX/UgIIolBQhCJXiRakGRFghPxblx1IyWAgk1Sd4v03EZNBPl2zsDG00s3Umx3qvS3L0/60uYDA64bU6Hd2Z3bijt3FnZ250O3FwM31cGb85u3lzY2Rg3l4uUn5MvRwjEMSYhoiozLyMw0FuVELYN5YY9sCJoJrI4RjTRquhvTPEwPYUFCFFKyOI5JPoQ8CEVkQAzBGOano2QStkhAh4foiAAjYgjEEE9AugDZEmYVxGE/Y1YdN0zsWxzg9HX+TLQyvxS6LbVGBpYDY7atCevNYd1mkcycP+/MWwm9O2a6r0AQmzkYk88/mDNwpHT0Xp59X6+ZtppYA/6fytZf7l+lTStkZoeI1jHIoM9xt8iea4m8Kzad4XlIvhINLlTbUelAvuVYqzveEClVaM4LVT9uW4wWmKKmvNFjzkPT3sPyzbsVm/fImUdmAj8dc95dLXiqRfJq88hHPHGWzPgPofkLuSdjdbPBuvXNsj9+1n1xMXxO7v9C5krTbn5j2qnT+v82qD3drorpd5B+D8Th/f061ot//zyjtmts6cP48hGZeud/C9z8nzfX/ykQ37lz586d3d3dNXekgLfYNWPJa+7b+8p/HK6eYfVoOQN22mUlPAaDDLh+8BmMbkOyDnGICiPgBzDMQMBQIUN5PraQocMOOuyFOAiRH6NBFtfNalSyO9XsurnoanlUl/7QkOdgv422WQ6JmdghV1yLjrY6aLWFttpJpxOtbtrjox0+2uqiFUtIHaOly3t6vbEtRk6hnFOhPNmju691kVMwRcuVrLLpvTWKk+1LD3Ro7m5aONG2zCmfR7Ua9Wpau0yqzaiwodpA60ykyYlmOxr1aLHR5gDqHGj2kbYgq9Uf0+ZlN1k4HWZ2lz6m27J3wH6k38ZqM5E+VxTPSQc86PWi34MhBv0+Osxw+AHaZ0WbBq1aNOjQYEDNCmkxoEGFShUqDKg2odKGChcqbP8sPa7Qo3wVJVoUGVBgQ4EdRVYUWVHiQKkTpU6UOlBuQ52H1gdJtQeFa8hbQ7ULFQFStYGmG+zWSHS1F7kelAVQEyQ1IVQGUORAthU5buQHUBhB6Raq1tGyBe4tIr5Nxm/S7iDOzSPDTPLduG4meWFStoUMH1K9yPajPEh7btFsK75cursrlOe9NSXunM17T9lydnXgr67h38rrnvON/1bb+PBSwV2Gyu/KEmMm4jmynJjlEo68/MB85+MzPc9NC/8gGXlT1P/SxMCrk+KXBkVRQ+PgjkK2EL22eFI7ecS2dGxJyFIPs/Rj0fJemGcOuhSHLOMkoNof1Bx1zka7Zjh2KWexG6vDHPfiPSuj9wgbD/YVx7WW7eltOtJXtb+1LKaV9zel065y3yqTmo9mSlFsQJkZZXaU+dHEoCGEughqwqhYR5YH8Vp6Xb03cZmcnaPn5+h5Bb2kJl8u4PNFXNQjyYV0hmaGEe8iSR5k+UgZg0IX8t2oDJFSHyodtMpJm3ykwUarrbQzQPvW0cdEDQb+ZdBzN88R27rCrpijZUpSsEJrdLTGRLM0iF+g+UaSZqZJdpJgQaYbeQHkBEiCA+fW6FUTuW6iCaY9WS563YYrViS6kOJAqhNJXmQGUX0bGQyuO1EYJlWbKFtHzQY6NuNEWy8ubZd4bkm3biu2IhJNdV//45rx+z0LJxzSaLcIzATZXj68Y7yfWTzmEFJGDJ8QJsF+I//55bw4SxZcecRZAHMOmHIaqt5rb312seDlsp/H5v80tva3x6t+c7Lizbvq/vRo7hunLjzF+eI+tH74xFLpO8Ov7+19EYL3jta//4SQ16q0hRoWbH/kLj0vtj8usJ4Z956Rrz8663520f9r9eZv5rb/sbTTFrglXWmbG/ieof+0rv2eDenzjv6nlgpOCK8fLk19+/XUNvIBDxeWkepGBoM0C70kp4kLUekqUqonTQxpv0X7t36rvpE2rn70bEn0V42Hk4fjChZJ5dqRPvehNuORPtvD0+FjY5FjoshLiu03p5mfCrT3dC38UOz8kcgW06GlrUZSb6XlZmTMkEI5yV1AxiLytaTAjHw7ybaRZB1NNyPFRJMNuDBP8h2k2It0C7IttMCNC4tI1tFyBqUMctwo9KEyiDI/2kP/qli/rgu+UjLCuTDISVHtyTbSbAsuL5E0C61ZR6oNX6vIdS1NseKKDpcNuGbG16v4UoPPNbhoQ4Ib8R5ccuKaF1dcuOxCMkPSw0gM4boHV4xIdCIpgEQGSWGSu4OiDdRvomuD9oePDLj+x/LNQtedPsedSsVmniLUbNqZWN+d29lV7NxWbN5WRHblzA116M7a5p2lCDNu6RlS/HhGGSWdgmAUw2KMjmF8DONjUExDO0cXx+iChLhUMWtjZIGHyS7I+ZgTQCGGfBTLM3ROACkPwhHwRRgWQirBtIQIeJiZ4oxKKG8Qw0KMTZKxWUzKYdYf2Qw+szJ+UN1LVFwqk5weHDsrNcwuMFsztk25Y33etTVj3Rn33poM7opc24UTqy/lc+Mut7NS+DR1hNOgOjgeODq1hXbzmRFriXM7TWq5u3E+tt9J6vWoN6LLdXjEF68PZc/bv9s4c7/Itr9xlRQaaakbGbq4Bst5/Ua10vj1qO4HIzYqtmM2TOd3Tq/cODLhPT4XPDjL/Iti44TQ/YjY+eq0980x91uTjjcmbS+POz9Sh5OWw/XaULXSnzDLXFkMX55nrixE8gw3Wmw7WQrnv3UvPiF2RfMZ9AUxun2gTLznv/2urH+8uE34ZXqt2uy+vbu7e/vO/w1cd3d3d/1bN+skq+VCLV+2+p1n/8BJ7wfXQQY96HaA6//WAwy+F6MRCBiMBMH1/zPkOhyEIAJBhIhDB6TMQ9OhWJ4VQ16Iw0QQoXw/Bt0YcNFeJx0O0eEQi+slHa4Ynu9At5YmcTmVy7RigdNhRJqEVq0dGHKRpCF23TItk5HEcZou4VQo2H0Mq2ieJg4calzYny+m13pI0TyyZmipAunDtFBOz/ewc0ScrBHkCGjNLK71sPJmae4su1KOFAGt0KDJhRYfuiPo3UZHCE0+VrPndL/vMUHgu1zT/XzLgc61n0iZEwPWZ8eZJ8XM0X7bz+YCj0h96HViIACuH70ucF1R4hDp0qNlEW2raLKi3Y0GHRp1qFehUoVKAyoNKDehzIYqJyrtqLCiyoQaIyr0KNGhyIACM4rsKLahzIpSC0rsKHGg1IpKByo9qHWTagsKtKgykVonaQiifgPlrrgqLynyoMqLaicqrCh1IN+OLAvy7Mj3IS+CwjCqQ+jaIeJdMnuTSiNIXsRXSlrEIMNNU7w0J4wUL1J8SPYgi0HVOtq22L03aaqBXtX9XbkzqpyR5H6oar64xv/CNvTaQt1LlsHfa2rOrFQ8ZKg/o0iNmUlgTVynM5kxU10vV3e+erHhzKe9D73Vftd/1N1fM/THUemvpxXHBVIqnqSL6kOr88f0smOyIY6cT1dGOfqpuOk+GGdjdBPUPk1ccrZlmrpksRH1CaOAs9AJx+QBz/w9St5JWfcpQeM+zfSZyb4DMt7BvpaTncOXOhXzLSpLo9L9fNMcu3qV1pmRo0G5jfato3GdFIdQ7CV1YVrsRZKWJq5ykpdYZ6Xk7z2s9/tZH4zQ94T4REEuG5DsQgaDnAhyIshgSHGYlDHId6GcofXr0dX+w83ux0ThI+3O/c2WI83mB0fCtNtz34jrWK/2cb7hJ+P2h3imI/WauA5rTI+XVbOKvCWSpCIJKpKswfVVpNuR5SAFPmS6kezCRRMu6ZFkw1UDuajdl+0hCTbE25DoQqIDiT4kepDhQ+UOKd0kWW5S6Ca1YVQyMdyNB2ZvPKfeSbXf6nffnIjcnN+6NRdSD03+x2Db/brJU8uCvfO8aNXgPo34tGr0h/zqQ5O10caBaJcAVsFBC/8FTXasIwe+IuLJg6sYG5U0WAxb6V5rxyvykjdmLjy9dPlJ5bWnR997YODfT/W9dbTvdweLnyZ1fz69Uv1h72/i+n7Pab34ilTEV3kivVrPx7z5V7iGfxnQnxw2PSp1PyoP/UAdPC4yHRK7Hx4P/35xu4W5Izf2yLgPLXcf9I8+tTHzc4b7vcUUTtOXx5Mq0+8934XPpYg3I92PHA8rYSnqs4HoKzzyeTstVqLWhZpN0sT8uGPpcpvowfdyyPsNsdfEe0vMpNS6p15/tE7zw27TrwSmx7vUd3UY/lXk+6Us9HT/yt0Nc2d61S+PGh8RmPb06lhNOlaDDfkLJHMCyWNIk5OCNRTaUBogRT6aaUGiiWS4orKsOD/LqmBQ6ECyjmS5SLoZ11Sk2IkSN/JcyHagPEC+ne3i3fzv2u08XfjlknF6oT8qVRFbaKalTqRoSfwaqySIVBuSDLiuJclWJJjIZQO+XsOXK/h8GV+v4boTCW5cdeOKB4kMrvpw1YusMPK2kBpEoodcMuOaD/FhpISRd4MW3ySZXlSG6cDm46rt93Wb9e7dcWa3b5UplwV6bbcm13cVW7uKyO58cHcxfEu5vjHuWJGap2YdvDHtpZG5R0dlrKlpTE5hdoZOSzAthpiPSQmW5qh8DAtS6OeoSc5WC8hMNxb4ZGEEiyLMCTArwtIU1OPsSR7GhiEVYVQIgQCSUcxOkcUZ1oSA8HngD0EoJoIJTMrhd5wOOx5dFe6da8JEE2YGqXAgrpP7c4m2Z9rjk1qDcs+63LWp8NyQu29PWzZqxlZeKx7iZI6w60wo0tKhYPTEVvRw6J5h53VzZCZyM3Fw+U2e/k9Sx4+almjWFGm1RXHX/6QK1Widb/ZO/3kp8O6k82SBglVgRNIKsleen/QVrvreFekfFFqp0IbxAFvGHJ8L7xn3nFgIHZvbOKm4cf/c1pPz679aXP+36dD9Yuchif2nc8zflpictXWu+1apKnBJzlxajnytZJJWb9aYtjsNGx8Mal4WmU7wPRjawsjtKMEG56OCx954r2tadyGvNa2qyxvZ/Kdz6b9wC/+f78ad3ZFFR9bAskTl+uU75+j7Bex+H/rcGPBBEIIkDAEDroeMMOD6MBTEEANhGIIQBOsQ7UAYwUiQJWT28p1xfXa0uzCyDvEGxjchiUC4Dsk2JDsQrpPRLSoIRw+4jnEttEpJm92sNgen00NylbTKGNtjiypQsCpX9zfqYvLnWYUz7Bpt9Mg2alZi29Yemdx8sl17KFewt1EfVaSOKlkgeXJSZ2fnrJJSLS1eokUqWrEclTPFKlfSajWtV7Fzplh1ejR70BlCfwQdQTQzaPLTNs8Dw/67uY6TPbrvihx7uvWPiL3HBqxPip2PCj1HBuz3CxwPjAZotxddQfQwGAxiMEAEDNpW0DiL1hU029AZQLMFNauoVqJSjUo9qg2oNKPCicpvJV8rKi2oMaHaiCojSldRrEOxFaUWVJtRqUeRERVelNhRYkell7QytMWDUhNKdSg3oNaKGjdKDHHVTlJqR7kflR6UWVHmQJkPeXbkGlBgRaEPZSG0bGL4NmS3Di7fONBtx9cTSFgmeW7k+WheGFccSPAimUEag6J11GyhcRPdW5yuMD5b/NlAcMRs7kr982z1h2vDFwwDr1laXpWVP7PS8Liq6gFr2+MLKXHK+JiJc2Qq61Rf/69+XxT3dBFeqY97sY4+U4SPW88I5G9oTY+OSjkT05z5xQO2lfs00oOSbihHWeoxqpRQ5SgxL0QZZ6h5jDpmOLYZzobmHq/smGaAbRiKYuYPu2f326eOLXH3KYUHGP1jetH+1fG76hufbhS3/0frxMvdyk+nHB9NOp7oM57udd7TaD/W7z3UZaHVJpKrIbkLnNIVdrycfW2BJiwdaHTvzdbSD3isL8X0Cyk+GMP5FSRakOFCth+5DLICyGFQsoG8APK8tCqCCu++CvvDHf6H2tzfbbIfarCc7LM/POQ51GF9btx/hmd+cMT0qir0s3Hn/V2aQz1rtE6J7EnEz5CLCpphoMlaJOpooZ+V7yOZTpLmJPFWctlMkxw00UYv6+lVfWyOG0k2JDuR4kGCA9d9SPMhw4XaLdJ1G5V+FFkod2vP1M5LKzf/hyL8JM/0jjyYoAp1Om/J1ncXdrZGNQXtHQ/Nix5V9N3VWXqireJ0V+U9pVdiC87SrswYUXmUfogYeMfMvBdUOQfMJWxjaZQ+K8qYHWXLY+vz2au5LHPV3f7Rfxh6P1AnPCX68yH+7w4M/uaw6I8HBn8XU/U84Z99ei71DcFf9/Dejh0s+lrnjvD1vg86pU/l9B3LHI4qkMZ0aaL67ZzR0CHFNqvXRge9B8SBX82vV7p9/WOXF7gPLzQecfGetrU/vVp8L/dzTu6XT/89t4rzfhv5UkiT1ch1o8BDr63Qy9OcBC4937mvdv5om57mWzit7jOFQ899XRP7XkNc4tT+NElsvIQmz3JyFZys2ZgSVUyTmtOqpj16Ns98vN90T4vqQN38A92q92fdf5J67u3UseqWab2BFCkRL0LqFM1TIVOJPCOq/Mi3IMeAXAcp8iLXhCtKmu+l2WZ8PUuzXSTDgGwdsozIt6PARTLMtNxLyp2odhH+1muqzewF72PXevBe657clbhSKzvLxEpYJfFammxBkoXmuHFlDfFGZDhwRY+v1/DZMr5YwXktrhpx2YJzJlx2kMwgrjkR70XRTeRtomAdyXac1yLBg8yNf842lKwj049UP20MvajYrnDviny7PHOoQmbuNUQmInfmNm7PBzdlHqPMtSSzCsY1icKZV4cmHp1SPjar2K9cZE1IIR3HxCxkU1BNkMUxTA9DPcvSLrIVo7AoozTjWJ0gyhGyOATtOF0cwaIAS0KyJCVL4zDO7ZkZxDQf8yLMCAl/GCMSLMqxKqPyETI6iNERDA9hWALpJFbkbMfiAYv04EwzRpswy2PJ7KBY6wAAIABJREFUR+icZG+f+Mm2mdpF747CuyF3RpTOG3OOW4uOm30K+3udssdblChbpn1+zsR63GjoEcXWP3QR4c7urH/z6wHFWYWj0xlM6hY/dqmGUzAW2xF4YNj4pXiwVDYdP2mLn3V+Mm5+qnOVk6PCdeVjAl+6bv1dkeF+ru7AiA8DFjrj2zcXPD7nf1C5cXru9r/MrT+qYF5Rbj4/GzzM1bFH3Wy+9Ym+pd9xF9JF2jq55ZNW6Vstk38bWDwrMVSab/SYIgUzlj8MmR4WuQkvjOFbGNna32Oiz7371vmcrmnDB4nVrUMTO7fv7H5bzf9/Cdc7u7sKeyiTq+6X2xLyvmH94rO93XYMeMHzQchAHMJIELwA4QXBZTAYJKJ1CMMQhSHehGQ7anyT8rwY8kHkAc9GuH4ijkAUwugWJJsQrUO8g9EbEITBCxFRkNWzdpTvpj1+dK6jfwNdYTSvozGAdhfp8KDBzu7ws+ssKFazKvWcbDnNEXOqFftLZu8pGD+ZJzpWo3ikc+2hFuWBqpW9XUHaFECrHa3fnlddrFYXmk1osZNmF60yotuNFhc6vOjxoNmLpgBaGLQxaLORFgtpNpM2C7qcpN1OW52H+5zsDjvp8qLbg34fer3oYjAQwlAYgiAG3WjRoGkeLStosaHLjyYbqtdQp0aNBhV61BhQbUWlCxUulDtRbEG5CTUm1JhQbULZGsqMKHOi3IZaG21wocSKAidyrSiyoYZBawjNHtroQ5EJxWuo0ZN6O/KU+5vd7FonCp0ocqLMicoAqjdREkSuAwVmlHhRvwXubTJ5877lG79eu31vvgpX5LTMhiIbynzI8uOKh124g2Qf8tZRuYO6LZQzaF6P4t7G+aXT5bZGu78v/72ZjD8YhxLXeH9xd79q4r1uE/5KVfWgsfGxqYS4uZTYsUtUUvBAfc+rrxeRn1Th3xr2vNYc/Ww1fl29r3P6lwbLjxbmDgjFZGVlr1l5TDkcM9mPlXHWkoTMi7E2y9LOEv0kMYloYGG/Xc5hlo95F44bJRyjhO2Z3e+c3Wub3q/kxqqG49TCfdMd6Kr7TmNvSrFw/pkaRUyJ6u46zVNNmtiEMU7WwqGS1aO12lMVmlOVprjkac7lgehzXeTfa+hfu9jnZYfL7PTKMs4vkDQjSTLh/ApJtCLdhUwnMp1IcyLFjjQnctzIdiHbjQIfyjysMsehOh/NtMSUW/d3BaK6nexuW3SHZ2+H60C3bU+35UCP7iGh5US7ktMwH9uwvLdGS65NIVFJ0/Xk4iJJ0pEsJ810kAwHK9uDi2s0ycb61qh8dpkmmGKL/EiyI9GJZA+SnchiULeNpi203UD7DbSGMLTJnr11z0zkweq1owVK1C7HcW0PSLz/ubgxEtxV3LgzG5ziz7ze333SIn80bPtlwPKqWnhyvoNlmzhsn9pvHuToeqHlHjDwXu396nD/Oc7Aubj+j2L6Poj65s+0+UN250cs8ZWDEwWPrva8PfjFg20vg/9mzPAfjrW+xPrmFdT+jiMv/oP004clf2CN/JF2XXhWtjhXMbP2euXIwXPfsK50shK5pHCc1WMnwgiRbqPVxhryPbK0fdF8o31puCL3qeb0423Xj3dePfnNx/ub349NfIPz/nuvPf5OOv1NFfn3OvLBIM2yotBPM+3RNQwtXTvYqv+ZUPVWU9+D6UJaZt5XqeF82c46288+x2NfaCdfNJNzfHqeT851sSsWKNePXi96bOgzstt1nKYV2qo6Pqj9hUT3zqzzZKOC3WogVWqSPUUL5kiRBplqpChJiZOUulFoRY4FGRYUOJFnR/xaVK6fXFjCJ+O0MkSKLMjRIM9Ci90k1YiEVVrhQYEODQ4ysvFrzfb7Q+qDn7fST/iHaqyxZRb29VV6XUMSdSTFQjLdJNWGS1okGEmBF5dW8dUKPlnCl6vkvA4XdLhgwldmXHWR/A2k+pHhReNNtN5EYxgXlOSykZbdQMVN5G8jdx2VYSS7SWIAKea91fa3pJHs+Ujlsq99LSLb2FXcuj3l0Y5qS8XqP4pnn52ce2J0ijM3H6VYjF1YjFMp6MocnRyGQkrnRyEXQj0JpQQLYixPwbQA2wI1TFHFIDRSIudjdYKsjhONhKwIYJiIWhljrU6wjbN7VOLo8R4oRyAfAZ+PYRHmZ2BZYM/xMc3HtADCQQwLIR3HvBS6CWqd3jM3QCQdmOLTRSl7dZqlUpwaGPtS6fUpAutzvk2F+8aofWPSsTWi8V0cnPubyB5TrDw0EX5mjnllIfS2OlJu35IyNxYDN7LE6vf4irzxxfzu4YRu0ffS2uk1bnS+6JW+6pKhtMaZ2Qvjxi9l2nj56ou1c+TC+D3cwH/qb36+yDzBt0V1manEt0e1c0IZeUQV+pdp/6nJ8NOL4VeU649K/IdETrbABqEjZsTyUo/s3SZhWt/41Y6hf6/o+lOr5B8dM+d65opGVfWL1veGV37As9NeFxncBH8TQ6E9haOcH/4huZFfwZV9nFwl1xi/lXz//8HVFrlRIV6tk2jbhmf3vfTX2MoZDAbA84PnxZCfCNbBj/wzk8NlIF6HIIixdTK6gWF/1FiQzXWA6yYChowGIfRC6IUojNEdIt4A1wfBJsa2MBwCL0yGQqTDeJDrj+pl0BMGN4yuEJojaGTQ5QY3iJEN8EOk00ObrLR0iXWJF5vGI1fr6aXmmPShk1kjRxN6Hq6beoW39nK/8ZFuHWleoz021KvRakeTHc0utHtIixM1LjT70e1BmxUdDnQ40OKizR60+NDuRasZbVZ0utHhQJcTbW60OOP6XFEDPvQE0Mugz4sBJ4YYiMLgOqk4HC0IolWH1hW0raHdgg4n6i2oM6NpDbWrqDKgxogqK8pdKHej3I0iG8osqDGjxoRqMyosqLSjxk1q3aiykxo3rWeQbUSBhdT7UR9CQwBNHlLnQYkFZXpUG0i1Hflr+9uC0fVOFNlQ4kKFH5VBVG6gYhPFIRR5UMGgfQejt08tbn1ovPNvXVr60SDJ0JBKF3ItKPYiP4hUhhZvI8OHsk1SdxNlIeS7ScsWaV3HeVVM8lqy4Sa/Nk184Reqqo9X+z9ebXt+Y+ZvvvF3V7951tX1giL31FTKflnWyYn6Z8oGXnqzkvNCCXmjIe63HYdfrKG/qdrTOvsLu+MXSzNH5mcOmdcemOSSxWGWnA/1GHtRTBel0Migm4NxCmYJnLMsx0K0Rc6xyw8EFo+bRtle+WHf/DFm6ZRygCNtZ4110kkuras9M7miKBk3PlIl4xQt4tokEmXI0dI8M80zImMNyVqabafxKnp5in4tYX0oIO8L6HkFJ8OIJDNSbEh2Id6Ja1Yk2HDdggQL4k24rCdXzbhsQrwJyVaS40W+F+UMKfIi140iH2ptpCVAavyodaDBR9vCpMVNG+2cDusJnvVoi4Zdv8KuUNPEGRI/R7PXSKIK15Ukx0wy7STNSlOtJNlK4o0k0UKum8hlAy5oaZJ5TymDVBeSXUh2I92Fig103EHnLbRHwN3ExA0s7pKpG7ROg69mUOQBfxMjEdbE7ReWbld77sh2dhe2glO63Ln572kVD68t/NAw9yNZ92HN0FFG/egSb4+6lWPqi9UJz5hGXhddv0v81Z6ZS9+ZSzg0F39Ycum4PPuYMuuoKvfERCJntfRRVdWbE9dfHHjrKO/3se0vo/PX7NHEnyiL3xT+PU7yJ8g+IL3vfWdwoL5oQvOLMkHM2UZO+ggnixdbL3toPMDusRB+CO1Wtph5eXWr3qEVDf91sethceHhsdxjitLTiyUPjXy9t/Cd++PzC05/WEvf6+NcVLAua0mmD5kuemU2Jm2WnTTBKZx5vEryanbd/Sl9UcVryNfQcm1MmYmdrjxUquOUaFh5WpoxzypcYFWs0WY3Wly00cLq9tAGE2k2kT4D4a4+OKL7s8z+eOt8bL0a+TKaO0fTFCRnjWRrooqstCaIEjtybUgyIdtGitw0zY4MOyvLgXfHcH4e9REUW1GgJ2UummXDFQ0tdKLEgVIzuJHYmZt/Mu+82rVAP+sh5yePdTDsPCON19EUE0k2IMeJdCeu6hGvowVeFHpxeQ2fLeETJb5axbk1XDThkg2XvUgKIX8bOWFSv0EFW/tkt/cMevHRCD23irIN1G0j20drbtBsOy6v0QwfzmmQZiNFtgc6bCm6bUHwztxOZNorGFe9P6u6e9UYNz+P+RmiGId2jmVaPKKRxS1NQjWBBRFVj9FFIeZFUE5gaQxLo9BOw60m9lks8TDdC80E1maoYZZa5LGWqWjDGNs0wTFNRBvHY1dHOcqh6LEOLAxjZhgjfAwOYXYSqzIq42NmCLMjGOVjSIDJacyPY1EIpZAsieiciI4N0YWJqKUZqprkcLmvzFiXliI3F/13Jq2bAmtYbNmYNkdqZ/R/4+uiSpVHx5kPV7YuLm0kabeKNOEMuYNvu1G+4PqYt3ShZ+ZKqzBvRPZODe/AxVaaP3NEuPx7bm4JL6NudvbzMf01uTlH7nipbiW2XP+ImHlDGXqQvxolccQp1++Xh5+ZCz8zF/y+zP2aeuPNOeYRvpXVZcSABcMeiH33LjCfzNnPNvCvdQ//Jr38N2U9bzdKPmifbDVHiqZXPxtW/lxgOcT1oj+MwQ1wg5THsD6puPuld5rH1AkVfdeKml3/DOHc+d9V4f9PuO7e2d25cad/3prHWxpZMP/0rc+ivq6h3Ai4YXD94HkhXIdgE31e9LjB9WNsG5INjIaJMACuDSM+DDEY9NORCGuIQZ8F4jBGtzC6SURBdJsgYDAWJsIAHQ2whgKk3xvDZ+J4DAYi6I6gjUEng84gen2k20O6/GTAg3YHSpyo8dEuT2x/gNQu08a1Q1z7g62q/alCkieLbbU/xHXH5IySNtM949tH2pY5LWpSp0WzAQMB2u9DoxO9G5w2N7vZQBp0aLWg003aPbTNz+70xXRaSaeF9HhJj4O0W9HqRosjuse+dzCIXobd76V9lqhh9z5xKGbEw+bboiWRGF4AjTq0m9CuR6cRTQbUW9DkQJMe1RrUmFFrRpUNFe7/Ba42VH877W5FjQ01FtToUalDmQ6VFtLgRZGRVNjQEkADgxo3ap2odaLWhkYrap0o9aE8zKkL7WnwocKJagZlQRQHUO5FlQ9VDCoCqPSidz1m5tZP5yOPV09EnePi81HkGFESIHkMitdREkFeGEXrKI6gdpvU30CGCzUh9OyQphA5t8pKWPlP9Q1eTVH9374/m/aH1ZbPtLw/OaTvSsfjO0cTRVPXpf1/l3b/vaL9ncaRTzP7fv5CctTDZ9k/vLDnx1f3P30l7sfnYj6u/m5e60PF1Qcqak83VD7UV8NeEhHVGFQTdH4UmjmWaYnaVWznPHFOwjhKzTOnVkTH5of3W2QPLwzs1Ywc1wpPz/YcENawlgUnFoV7OnuO1fW8u2i31c95f1A2G1OgJMUadpON1tloiQfZZhTYkW1HtguFAVIWRmEEyV5cNpCLOk6aHSkOpNiQ7ECKC/E2XDTiogGX9LhowNd6XLLhkgPJfpK3jsIwCgIociPfRUoZlAbQFCC8G2jcRp0HrV7at07anei0Rw1Y9vausWuXaaUGaVPk+gxJW0a2lqaqkKxE4gri9Ugxs9LsNMGCi1pc0dMkC02yI9FCU6wxeR4k20mWHykeZLhRFkZpBBUMuOts+c19qtts2fqe8W1arUXyPMqD6LiJvi06tnNsfut949bI5u7C+h2FW6VxnZ2f/UFfw/7B+mNd5cd6qo7zyg70pFBRGWdN+MO1wdfM7T8ZvbK//T0O/4tD/Z/HdX0c2/tZjD5/31bbiWDjEVMWay2Voyr+nnLgw/HOd6eq3xSlPyvJ+bmy5HeDb+/n/R7Tn9OZD0jfWzHNZYnFUvWLpaPRSQJOjYbdpNo/4jg26GC1rdF2B+nxUsntH0yHSxeb5f8PZe/53eZ1bf3OvfHgAS5AclCUdCTLPo7chrsSx47biJM4dpz3OMXOSRyfuCSOU12HE9uyJMtq7L33HvYCEgQJgCBBsPdOgg0geq8P2EU13g/2uXfc++He9+yxP+z/YO4111y/pfiOufWoqfEEp3zYV39su+X+nguiyrhff1GjEfxDgYsTJMNNUjmkBhFnYy6M8s8q6BkpvaRmL/TxLvbzohdoygpS10iekyTrSNLK4Xw7TVzg5azycldovo7mmUmOlWav0qwFUmpEnpE2cVTupRqfsNP5qynvC3Itmz1I8+aRNInLw7x8I1NgJ2kmWuZD5jKuLJFUB1vLIWkF8UZkuXFlCe/1I91BG6+hMIg0C812kEs6mmglxX7kuVDihGInamjrV9P+x6sW8VE7Tg8crfbQFCuS7LhiQLQRSTZ8uY7TS0gw86q2ab4Pny7gvSn8cx5frOBLHblkpol+XPbgsh9JQSZnE+kmcZv7x4vXfqAws//owCdjvFxHWPs2U2rh51vIF1PkwiK5YsQ5O5I4lG/c0bWRatlrXdN0zl/pGj81qWVNFtZrCXcuiE2jzOoA0Q/zg0v3rPaJF/thmmS13WShG/O9WBjEyhhZHsJiHwyTcC0SvQbTrZhRQDcKz2rYtvVuy3ikcYA1DzGGPtbUKzBqmAUFnWyjUwoyocRQF1QKdHZibJhMDZKxbkz0YKqP9iigUKFvCJPDZEKDcTXWRpjpLtrXidlJ3uIoHVeit/cp9Ypk0ufTeq/N+6+PurdGzVsL7mvd+sBbHdORrbr7h7h/6vbeG/H/dsD7lHT9xS576vLW33u1n/QZrqiW/1Y7+OeG3veb+x+L6yBpQzw1d3xA9/PKlPjGzMKZ9YujnnL9TvLkxtGYEVpqenh896U57tmpwGMToVfmd34ztfFUt/upYfcPhr1H2g2k3fINwnb4Gp3c+V+6nfi17dwpW6xm/u/S6Q+79O93LKdP2BTc9bNjple6TI/0c0QeQMcm5PuQ74qabPQnn73yfkzHuOHjhNLydvXVGzdvHhzc+m948P+uuB7cOpiycOmKBfmM9bOYfN5/nhM1u9CxBXkAcg86t9AVgtyPdh86OWi2odmGOgSlF0oPVBw0O+gKoWsDch/kXqg30beFvg30cFD50B2kmhA6XKTbFT4QpI0mXqs9QrOJtiAkHJoCaPKjiUOtDWUGZOtRZEGlG8VelHOoD6CZg4RDawitbrZ+nRSvoZEjDSGU6lC0SFocRxSehxWOJxSmI4XTKJpCu53Xu4neDUg9J5sdP1YHnlHZnxvgHu8L3tXleKw39Fhf6Mle/w+GfT8cDDw7FPh+v+8Zjf+7Pd5HNP5IBRcuDzw3GvjJeOAncxsvTnHfH7B+e9B2uDfISD20yogaA2r0pNmCch1K11FvR7UBJTqUmFFhQ4UTpS4UO1BsR4kNJWaUGlBmQNk6alyocqDcgPJ1VBhRaUW5FaV2FJlR7UGpC7kmlDhR7UN9ADUBlAZRtIVcDvlucXWQlvtQuYWCHeQEkWtBrhEVflT4kKVHU0A0sPm4xstPUuHzPlxYRLobWSFkb6NwH7kbyN5Ezg6KdlG8g5I95G1Aeo323aTFLnw8S2OWP5jjuhrSWz7+3lLmH1eLP9B1XRjtj/6448qz7Qm/6kp7v/7zS4rLh5J+8VDZ7y71ffCH3Ecf/ifv/g/Z73wo/u6HzL3v0++eE37/NPviGf6rl459duEeRf2RqW4sajDXh9VJujROjAuMZY51TfIcI9QxFj7bGaapFUx0hC0N3jcnv7ev9pC66WRhyuHKnLtlLU/IpI8WNv9xyqbvMfg+ap69I3OCFq6g3EjLLEheRooZeTaUupHmQIwZ8Vak+ZARQowbX5lw1ihI8dAUN65YcdmEOAu+MuDcOi6ZccmIiyactyDaRzL3UXATRdeQxSHDizwPSgIo5lC4geotyK6iNoQaBzq8ROGD1MhIDYKmFZo/SbLmSdYyLgzjygwSVmmWicYv4twIrmgRb0WcFRcMuGDAJTO5YkW0Bef1uLRO42yidB/iHEjxI8WPVC/yQyjZQgNHB/dOam9+e2H/odGN2+pMJHEeSUvI9aLxGmkIolaHFu0DivmsVYdkaa1ldqlzLscbeM2+8h3n4pMLmqeGW26fbRYa24WmrqNLiufXKp6wZArnrrC1fxPXvn+k9q8R//pLROfpCFuuaLfhUKA0YvEiXcq+Z0r6cofq1WL5C7WqVwubX5LJ3tWc/U7Hq+h5GxMfk4n3ifItftmVP1yukT12oZF+0UTzR5myGVo4TrPHSKWWNrhIow+yW+FS7rPB8qWx/zDU3eaV3e9pP2kuCtOlsA2nxaW1Cc8ltOMTNaIXkWgghRySbCTRTpINNH2dJGtp6jLi52iajiQZkaRHsoEkGUnqMkmajsxfJSlzNH2JZC2TjGWauUZz1kmWDkmztMiIciut95FWJ+1w8FrWH+hY+sOY9YH6WZo9h7gRkj7GK1jB5XGSY2DLfDg/hksLNMdFMiyIX0SOATl2xKzgwiSp22DqriHRijgdTTOTaCPJcJMcF1J0KPOjdeO2XvefVze+W72M92Tk3FR4kZ1muZBixfllnF/BhTV8uoCzK0h1HK8LPt3sfSB24fF0/f055mMJ+keKXfcUWB4p9z1a5flumffhAtszTf77CvUPVeh+3G55oWL8+xkjpzJXTjU5n+rzPyF33lm0wiYv0phVfK7FZS9yQuKOjb/rrnZ4zO2T76j6jk3N0okpaBeodUXkWTzsmjm83EWWlXz3xJ2mfpGul7gm2Pl2zKqgHSArQ2RpACtDZGUYa0OwjJGVbsx3YG2Q6CcIpz/Ordy1qBQsq1hDDzUP8NfVrE7FX+ygs+10WsGMKchYF+lWQKlAbz/UavR0obcb3SrSqURvP8ZHeQMaqlFjfAj6SXa6i84N8xemeXMDPHUL+nrvkGp+LR3PnXf4533XZ907M46dBdu17iXP72XjR1oWn5/ZfnMh8KNe2/0KZ1iH84fTexfmuN/2rMQa9yqM+6cHrD9vGftldf/TSV30bANJ6mKqpk41aKIHh2tWDAUz1vzFQM7S7jPFM0iZZ6rcD7S6T9UZ7q+xHi3URdUYac0qbTSg1QJ1EH0+DHoxtI2pm1HzO//Q7Wcu7zfab8RPOT8c9783GUzS78g9188M2x5uWHpE7efLvejwQxaAfBfKTWHOKO+p339VIKtWzb4fUzC0sHpwcHDz1q1b/6840/+fLXzr4ODAtnG1SK2tGdBVtPYf+o/37mxYEXZxInVQ1O0VdHNiDcf2hA4NbYs1nFDDhfVtCDScsG+D3xMU9m0K+7aY7iDby7F9IdHQFr9vgx0ICQdD/H5OPLrD7w2x6qC4yy9Wc+G9HNNsjVT7H5jcPqH0CGVunjzAtnJsjZMvdYe1b/BLvKKmDZF8J1y+I5BsMbWcsIljJEGhcodRcmyLR9zKsbKdSNkmU2c81he8a4B7otv1UIvu9urZO+r14ooVcbfnyNzVu+ev3SG3Ha/Wfq/X+fyw68Xx0HMj26f6g0+ObT7Y736i1/PSVOhnc9yPJrlnRoM/nOKeHfWd6vXcrQnc3R/40VTo+VHumbHgM+PcY73254acT4+G7mxzHK83iStXDkls4e0eQYODrbWKZR6RxM6W68XVNrbJyzb6hHUets4lbvELmpyCZgfbYGHqzGyTTSQPRSk32Vor2+AQSr1sk1MkCbDNXnGjUyTx8+rdgkYv0xAQSjcF0i1Wss02crwKL1NgYqsdx2UbotZtpmlPXH+Vrd4WVW/Qco+4a/tI55ao0hrW4DvWt/3dvtBtFav8hDlxuU9QFBTkBZmyDaZqhynhaF6QrdillZu0hONVbbPS/bC+G0LVBpOjp2cWhAmG9yY8itr42eTXLGWfDl14RV9/pqM95vWO2Me6Mn/Ym/dg0V8fLXknovxttvadFxT/iBs983nbS2+Unnyj5uSvyg6/Wnn4lYpjv6k5/FbjsU+Up8rVP5vq/9Fkz5HJXuHqTKRuUmjW3unW3W2cOuxfOOldOB5cudcwcmJ98MTO+nc8umeX+x9aGn5sfOT3dbKLksF/SYfKB5baJ+xri9xeQtfSqZzx8EpzpMTNFK+IS4wRJS4238MvC4gbNth8N5tp46VZmSwXm8uxGX4aZxMnu46WhQ5VbLJpXlxZ52c6+Mk2JtXBpjv4yRZBmoMm2tj0gCh/h1+yzZZv0XwvW+TjlfpENRvCQh+b62VrNmg9J5RwEQouUukPUzjCu2yH29cONWujmnS3NdjF2cvCuNmITAubbhTkWwQJy+yVRX7CuijHy6ba+NGGsBSnMNHGXlrnX9YL4k3CNBebaj9WuslPd7PZHJMdZIs5Uf02K9mLHN6/a3H/f5lu/npp68XRYETqWHiBParGTzMcTOO2SLUpUPkODXoeG/dkW0ODvsCA2aGcKwxt/3aX+2nQ/EPr+FOLsihdB3X3sN7e26yql5zVp/wFInveIfnHwuaPjzR9GNn2YZgx+/bNuqjN6sP2rEPLeY/Mdb3d0v+bNPkDiW13xzc99E4im1f/06GE72t+z078XTz7Ibt0Nnz0o3+Tpb9X1j354/Sew19KD2UNRJWMRRVPRDbpIxQuUWuAqXeKVVfFndx/TQ8Pjv3B2HCXve5eb8tDm/Jn5mLFbfFPlHW03HdZGZm5KsgyhRX4hEUcm+YRpXkEBdyh+r3whu1Dko1DtQ42d0WUa2AzTILEdTbTLC4yhacv3F6uFxXr2WydKH89rNTIFq6FVZoFJcawCnNknVtY6xJLvBHtIXGjW9y6fr9i7Q21+6HKOUHRsLBwNrJcLypb42XPHGn1soVmUfqaqMDC5jnCMp2iPBvb4GFqQ8IiL1uqD6t1sGk2fpIhotDNz7AL8wLi8k0228Vmm3lNGzzFxomx0LND/nuq1shnyqh0w+0VLlGuS5TvFsXrIhJ0zMV5JmZNlOpkcz0nSh2P5qw+l2/8aZ3vu2V7jmh1AAAgAElEQVTe+/Ncj5f7vlPuf7zM9+NWz8sy5xMF+h9W2p+u9XxftnF3/vIDCaPP5689mmt9uMX/+IDv4X7P0+Pc8ZI14Xkt/VJHSzePKnf+or/avX8wwQ0Na78/OiFcXDq0rD0yPcKuzx9yLd7mnLvTNnxkpT3MM3KPcyTC2C829QpWVML5HoFhKnxtWLwyxDdMhOtGWW0f1Q8KTSNi01AYZ7xPPxnlX7lX3x9uG7vbOna3beiIb+bewMIp40DUqkow3xYxJRdPa0QzgxE9Sn53N6vuZ9W9Ik2vSNPH9vSJNH10di5qaiKyp5uOjkVOTYhM2iMz/QLD4r2jvRGDKlGPSjA6fNvg8APtQx/Mef1z3puLtt0p6+bw+lb7Cvd75epzw6435jf+qOVeXdq6S+0Nk7t/NLv96Tz3pwlPqul6qeHa6WHXy+q1F/rNTysNJ8rGwounIuXrr2r9NZ7rCmuobZ3LnnXl6HZflVsPV5jZEhOv2MAWm9laB9vuEXYGwzQhcadfoAmKBji21yMY45ipvf9j4dpzqztx5v0S0/UW627SjOvMbOjMNFfh2K+07D7bohM2Go/0cIKuLaZzI1zJsartKM1W2Lmaw8+9WdM7n1ApP5dVY/VyBwcHB7du/E/F9eatg1vbNw5kk8acznnVhPHJ33wYFS051O1lu/xMl4/f6eYrg4KuUOTALqvy8+QetivA7w4KNCFGzQl7Qkynj8pd4X0b4f2bAnVQ0B0UdPkF6iDTx/EHNhk1x3QFWE1IMLjBagJ8lZtVOY6pLCca9YLS1SPt9ruUnvDqtQi5M7zJdqjUFVnjE3VsCjt2Weker2mLqeNoM8dXXOXLNphWH9PqZ2p9TI2blXrEMg9bYTxUqbu9wUhzhsPa7eEqTtjhjurz/2hy+/6y+bBak0BqPyQ3RXQYwrs8Iqkzot0t7LSL5c4wFReu4cL7NoXKYESXP7zDI5K67+v2/fvAlljuE8hdET3BQ72bkWru233+h9oN4eVzkRKTsHo1XOYQqQPhXX62ek3cYBBITGyVnik3MI1uYZNP1OBlGj1Ms5vXZGdbnGyLi210sY0+pskvqLOzFRa23s+2ckyTh5Vs0AaOaQywrSGmhRNIg8L2nbDWbbbSzlTomcoVtswkrHQKJf7j7b6jHSFeqZMtsTNVdmG9l20LHVP572q1Hq/SC3JmoiSuiCq9KHeZpqyIm6/SXD+T5eWXbdCSEC3kaNEGU75NCziaH+DVbVApJ1JsMmU2YYGDubjCOzvzlxGfrDZV8+VPZ1N/33/x57q6c03qjF92pz87mPe0LC4q7fdHC/4gLn8jrPEdYf0f7m/808f9n6f0/SWm5z/fbXrgl+XMK9X8Xzby3lQcerv96JX274xO/nlm9LXF8Sf181FGbdT67DHf6oO2mbuX+u7ub4mcV5+Y7jg6p7h9Vn2fvO4eWeOPFZ2fyvrqFh3cYuBgyXdtyMh16rnyafdLhaORpavCFr+o1i4o1gmLDPwSK1vsZot9tNjN5Jj52WZehpGXaqEJNjbRReOtbJojqsQnKnDTRCuJNfLSrTTZyma4mWQbm2QVpzlJrIkk2Gi6l+Z42RKOyXGxeS5egYst9TMFXl55gG3dEcq2xJJAWJuPrVqPaLEf6/GclJsPNS6EN62Iy1bZ7KWwbJ0gcY1NXOXl6mnmKpuwwo/RCZIs/AQjL8XCpjt4l9fZywYarRcmO9h4M5NqPV69zaQ62BQ3TbIzuV62JMCWb4rUe/fO771rvvnpXPDZhmn2QrcgxchmrdMMO9O0zaj3mOFboulrDyxfi/Pcmts/WN7dm/VLjfafLc08sWH9yYw0bKmF7+ziu7qoS3PUo/6ps+JBW5ZIl3l4IenEWtrJlYwT+qzjjvzD/n99y5V/h77goXnNu5XdP85RPZmreTxb+Z2Llff9PlaUUvK90dJfq98VD74rHP2bcPFshOaT29pLovN6Vp6tWjhUqj3S7gxrs4RLrfx2d5gqxJbZmFKjuJNjVYEfj650D//F3nG3r+Pea+qnPZJHZ1KPSfPeiW7pjfiqW5xvYHPWIjNN9MIyk+LiJdlppoMtD4rKA/xMPZuxTJPnmYw1NtPEu7zCZtppljk8z3os18yk6QQFDlG2TZyxzk9YEOaahUVWcYWLLbCIKhxstZHN14sr7WKp+baWpTuqFm+vm3m6e/147SLNnA6rM7M1JlGdnVe4JigysaU2XoFFmGuhycuCMg9bu8uWB/m5K7y4GX6agVfhZYt9bJaf5rrZHBcTZ+QXOEiDV9zJHepxh1UuiDKmyOeKozn6kyUOUbpNmO0UxCzxL0ySr8aYhGU21crLtPGS18mZOdGlVcH5VXphnU1w8uNcgjg3c8EsiF/jJcyx0Uu8LxboF0vCFBMvbp39XCuKXicxVnHTbuTI9n0rNx/qcYiTx/iXFpgK3+GerXd1+917B9q9wJjhy/mVO5b1kUuzkeuLh6eH2JUxoXVcxC3d5RyLsg5G2YfuWFfzDBp2vZNdUrCrgwLDKKvrD1sdEOgG2KVeapoWGMYiTCMR7pmj9tnDprFj9qnbPXO3B7X3GfuPrfcc0XZ+S1UZrqoU9DeEdddEyeoEHVK+rCW8rVXU1SPs1gjVvWJ1H6vu5fX1s4Oj/OGxCE0f2z/ITIxFzI6Hr88c0k1EGufu7esQjasjtNN3DQwcnZv5lkT5fY2ue9q9MW0IScZNKRr9RxLD3SXL9/VzL46HXp4KPTniE7evCzvsLy/v/m3K/cGUv9h8q9x4M2lp++dq8729jpMzG5EterbGLBjeeU63k2O7pjTvlc1ysVOujLXtV7qdh+pMoioL0+QV9OwzI1dFc1eZLi+V2thuN6/XzvQ7mX4/O7bDn949MbP9nmEv1bRZbt6uWw2mTrsSl3YK1nZqrLu/UOjDGwyCLh/bu8sothk5J5CH+IrtE21e4a/PP/+H87Ipw8dJ5QWSnq1rNw8Obt36n4rrzYObX4+8Thv9yYp5+Zzj4wtp5NUzonYn5D7I/ejwoN0PxdeBpuA392u+RNcmFBzkfsj9tGeTqIKQuUknh3Yf5EH0bkOzAzmHdg4KDvIQ2jjI/WhxMu2eqDYHzZ+MKB05lDvAj+2lid3h2ZqwaDVNHibNLrRuQbKLxh1UcWjYgmQXLbtoCaHJjwovqvykhSONHKnaII2btCVEao2oWIHcjyYflXuPd9oEheNMvRmNjjC5W1S3SiXrpMHEtHqiBnb+fWDrwaG9E90BvtJO5VbI3JD60cpFyH1R8iAa7FTuFWkCd4zs3t67cbhRx5Ytomyd1xpAmQVtXmZg8+ggx5ZNI2cYtctoMKF8HbV2VDtQ7UCDG3UONDnQbEeTE/Ue1PhQ40e9D3VuNHFo4tDgRaUflduo3ULTJlpCkHioYpc0c8hbRc4yUhaR7UDNJho5YaVdXGNFoRnlFlSsoXiN1PpoiVlQpo8oW0bWGK0wIG4UuWvI0qM0iIIgykMo9CEvgEIOxbvI30IGh+JtyPdJzy5t9iFpjSnw0QQrPp363UBQ1pIv++Spxdx3xkv/LlEkftyT+XRv5gPK2KMFfxclv3Gs4l2kv0RqXkP966j6rbj6rSdbP/yw76uYgQ//0fq910ojf1aCn9eSN6Xid6rCUhRP58t+MDLxgm7mSMB8r3k6wjl/m3XyxMrgneOyExOyo2OtEc1FtDjvzvzKPyknuifW7NOOLa1np3vBldun/7Jr+U/yhWeq54U5s6TejCo7svTIMiLTgnwPCnwo9qLQjnQD0gxI0OHyOs4Z8aUZ0Q4kWIU5HiSacNGIKxYkWBFnR7QNCU6S7Ea0FZetSHAhK4A8P/IDJM+PHA+KgyjnSO02rd9GTYA0BVBiRLWF1NtpjeVQu+s+mYMtm0LxNHIWeQVGpK8gbZWWu2i9DwV6nB4ml5Zpgp2k2EmmB9FmctGMiyYS56Apflwy8FKc4YUbJMGOK1ZE2xHnRLIfWZto3GNH999au5mt33+jbZ49I8PnY0haR/kmJNfQehXt++i6ygxtv6m/1rN9ML1/dcjbvmB4tbfzQdv8E/OtVN8Kdyd1qmDtDrN2P28quksbzes6zUg/ZHo+Yfo+Jf1nmd6v2Onk2zu//NZA3S8lmp9nKB9KbDt5ruLI2cLjX5Z8608pzD8zD6kafiX7S0T/Wxj7K+n7G21+7w5JVdaHkqF7qpdopYE2e9Fgg8yJtgBaOeQ5kLFGmznUB+5sWawf+cSmOGZrFBoqwiazhXOl362tTHs2XoqzGsRrET+Nc6P4cgFpHqQ6keVGqhvRJnJFT2J0uLKM6DUSb8ZlA5KcSHMJyzfZFBtJsdMcPy/eRuPWadI6Eg00z0HKfLTKS4rMyNLSjFm22kAqdbR2JUJuurdD9+qA567mVVo6RwoWaMkaLTeSrGUUmkmZi5TYSa6epCyRFAPJcpMUAy5rSZKBFlpIpRdZDpLuRpaTJFrJZQMpdqPIJugKnRoLPKNYiUjpx0edYVkWYYaOJJtpmoNc0uGzSXw5i2gd4k1IMCJaj0tmXNTj7Aq+tOCSD5f8uOwjsR6kGJGygjOT+HgSnywhzkSyvDi3hjgrLlpoxQbTt3V8altUsoBzGlJkPj6y82fjfit3a/HawVhwfGT2meUFOr9AFoewOkLNC2Fe7SHrILEPU9+kMDh/2NQrWlcSixpGBdYUsE0S+wgs/WS9D9ZBnmWIsYzybJNsYCnCMx1pGhDou1hTH88/f2i9l51vJVop1Sp4fXX86kQqKRA2VIjyC3nF5TQ3mykt4Sm7qEpNlGqi7EHvIDSD6B+hql46Ns0bGcHkAJbGYJ4VOOeOTXezC/0R0z3s3MjhkYFI3cLRif7bZJ2/HjZOznn3KifsL+WMCT8fopnrpMXDDgT43U6x2seTm1iV643l7TMTnriVnQrzzQr9foH+6nvD3EmZienxomYFlQbSv3vXwu4l0/Wy5c0rI+6Lc1zS2vUXO+zCCgtyDKh2QRPAeAA9XrR60epGpxcaL3q9GNzB2E1M7t8/s33etJexttlk3i+c9qbMcVm6zRb3/pVpZ3jZItoCtGcLym20BSHzo90PeVBYOM088+aZbEl1z8wHMYU9U2vXv2mg3rz1zeN/3xa+eXBwcODc2M/tWasYNlS0D4h/8LaoeIoofJB7IfdD7oHCA7kf8gCUQXRykPuhDKB7A0oOSg6dIXSHoOLQyaGTg8yLzgB6N9G3g1Y3aedI1w7aAujYQe9VdG8xvbtRPZtsu5uRGZExyGbM0ERNZJ76UNoQLVpAgw3SDTRvo3YHVZuo3kL9DlquQraD1g3UcqjlUB9E7Qaqt1Dlp21chNxPMmdJlZlK/FQSILUGtnqR5AzQuiVe2QJN1DCFY7R0jBaNhJXN3V0681juwG0JUn62gpYOEYkNbQFIA7TDfUQTYBQORuEM63I9Mbn/4uje41LDyUYjbXJA6kd7iAztCYY37usLhNdrkT+KSi3aHGhykFoHrfeihUOTD40eNDkgsaPFBZkfbRxaOdrB0TYPkTohc/DknjCJL6w1KJS42QaboMmG2lVIXSg3otxIq/3IsdH6jXDVXliz+0ST73C9i1dnO9YXYgunkKdFM8dI/KJmm7hqhRSvUmkQNc471FdPVNtIlhvlu6gKIcuGbBfKvagNoiKIYj+RXycjB0S9gzwTkoy0dofkunF64mUNJ9NIOr74yVjS6+PySx/LE37YlfX0SP7JtvPhuX85nvuHQ1mvI/NVVP0ONW+g+neo/h2qXous/8OTsr/+pevDC33vfyz9wX9ksz/NYV7JZn4az38zVlRQd6+q5fiM6kjQ8IB7+R7jQGRg8Zh77NBCW8R8151VdXc39MaMmwwLnhvawMHy7kG/fSemc/FV6fTP1ObH1QZByyppslKpBwUmZBqQ7UAeh9wNFARR4UORBalGpJmQaESsFedMOG9DrBuJdmG2lyTZEG1HjANxNsTaEW9HmgtZHuR4kePjlW4hx0tyPSTHQ4uDKONIGYd8J6oCKHWQBi+ReFBjRJOFSpyk2hjWYjteoxMWTrElizRrmRaYkbNO8uw0z4qkZcTMIVpLMpw0wU6T7TTLQy8bcdmIFBcv1UuirSTeTlNcYbkcTXUj0YUEN2IcSOZQdg2N+2jnXp7ZLnPfODOgF1+S4h9qpNhQt4/Ga6jcQX0I3dcxdu3plf260MHU9VuT3OyK4cPxvqetM981dgvXWxHoFbi6YFIJV/t+sd78Q1tmmCGVtxTHrGacXMu705gncv3r+Hr5w+qyl2ukz2e3nkxqOP5pVthvTtMz+ffE1X3nHznHf/E5r6HkFflf/031Lqs6/3hX9rsjnaXSoam3ZXOn6o0kY4mp41BqRYUF5U4U2JFpQbaJNoRQ7hdIXf8YKtHU3TVXwlOnCbuLHu2s+VNMvYz/UQO+GKRxesRpcW6KxBiQ6Ea0FTFWXLTQpABJ9uGiERcNiLUh1opYA5JsSHWxOR6a66CZLpJow8U1mqjDlVkk6Um6CekGmrNOcowkT08r1lAwTwpXGLknXGFhi2dPlK48p7J8u9NEi2ZonREFSyRriVQ5UO0kVQ5aaiR5qyRtAZfGcWGG5jpQZKMFJlpoQaoO2Q6SF6BJbprhQ4EXhT6B5uqfjLf+1rVyR1wP/q4RZZtoxhJSDEizkctGnFnF+XVcMSPWhNg1XDHhihPRa7i4jItWXPEhlkMWR7NdJG6Oxk3i8zFcWEOsBfkcKeLI5VU2M4CP5nB2kWnYiFBv0bx5XB4issC3569WhA5Grl2bvXptyDGhHHl6dhzaGaKdJNZpnm85yjHG2tTE2Q//KOsbj7APCvRK2DTE1IlVJW+yLczQxzP3Yk3FTjSFLSrCtSrqngvTDUSMy8JW1ay2g2oVbF8NM9LEW+tkdAq2t4pVVEZ11Yv7FYxCEVZeI5Z0RLQr2Q4FT9LCdHeTLjU0A0Sm4Hf1sT2D6B8RdqnCJ/p52n6YpuFeCXNMHbXP3K4bvm1CIZjsFc1PHDJpD2sHhbLmCOlQtMZiqF903fmViuRYaI6ZVHhI5ybaHCcmdyK6rEc7TZes16KnXEkrm8WmGyVrNyp0N78aCj5Qt8Rrc5CadTRbyMjut7XXE823YqY85yZcXy1svDfDPa9wI1VLaj2kNQCFEwNOKGzo4KDeQc8O1DvQbGL4GiYP6NT+z1auJpp3inVXa5e3M6f9ubqrLZ5rDfatl6Ra1Jih2UPPHuSbkAUh9UHqpu0u4bnq4z9+u0o9F18u+yqzyujivqlDv4kK/w/E9RuQ/96NA9m0I7NT27ng+N5rHzD/KGE7XJB7IQ9BHoTCD0UAcj8UAXR+PajjhzIIeQAdQSg5yL3oDEDp/6be7QpBvYnuDag2qHqPqHag2ETbBrr30b+JAU48tCHQbBFlgDSt86WO8Fbj4YqJiHI9KbKg3IT2DUh2ULeHqm1UbKBmBy17kG2hhSNNG6j1o8qNCg+qOVqwTmJ6hPGd9HQLOa+gcWoa30NilDRORdNHaNkq8rU0bYLJHKepPfxEBZvUw6b209gOEiulaT00fxqtHsg4yIKk1fvvQ6G7B/yCZp243fTwQOgHvdwvBjyPtiyJG5cFCjvt8bEjoduGAo8PcFFtekHDKilbJh0c2jhS5yPNIbRuo96HKhvqnGhyQeajch+aLZDYiNQubrccla7Smqkwpf2uTm9Y3XJY/YKofC6ibImtWGKa7LxCPdPoYrs2j8v9d3d4TzTqhPmjx2q0t1fpScq4sEbPZM2gTI+WAKm1360KnKhZFhcts2VrQonlXqnhrowR8ukAzTCTSjcp9pD8ACo4VHOkMoB6L+m/RhXbSFvH2UWkuZjmqyTfgc9Hvyf3SCc00zkfLea8P1hz+tOuzO92Zz0zWXK88Ys7q04fz39HnPIbkvtr1L6G2tdQ+Toqf4eK3wob/yxofodX/rsHG//2p8Y//rn01M8L2HcaI36Zxjtbeqqz54NBxY9m+w5ZFo97l+6x9h9xD7HWHuIePKppva+k6eMxu03ru7HguqkNHQw5dzP71t9WrDynMTwz7L6914EOK6R2VOmQsYoELTIsNDeIdA9ynCi0I9+CfBdy3UizIcWJaCtinUh0Id4sTHfwUu1IsCPBjjgzYixItCPDTYo4UrmFsg3k+ZBqR5odaU5kulAUQIEXpT4qv0bqfWj0osqOSgsa7bTNR1udt2m4Iy1mtlJLCxZ5WWsk20DyrUgxI26RZGhJ2hotDiLHR+KtNNXFz/GTeAviTUixI96CRAdNdyFWH5nnJwlmJNqQ5kaKC5khVOyg/SqRB1+eClU5rr9TPUj+2Yh/apBiRu02GvZQuoPaELpvYPzGyYXdbPetyb2DhQ2Hzhw9oDplmfqOe/TEVDXcfSJnF8xK8ULfa9qeP7hKb/PlwVZ0eE3xy3nVqw7FTwKKF+39b0gULyY3HkmsEsZWRn2ec+cHaXd+UfLYJ7mP/OYfh//w2UMNWW/Vvncq/eOfZuek1rV3/kvR82lBy3O1/Y932PgJczTbRtL0JNuAbAsyjMg1oMqPRg5VHqLc/P60oXGuQtn4+/b6T1U9VZLBwZeylfinDPGzJFaHyyu4uIpLJpzR4ws9vWwmMVaa6EW0HTFWxJgRY0K0GRfXEWOmqS5RspXNsJE4A4m10lQbiV0kl6Z5cWu4uIS4JZq6SjINKFhlqteZUh1buS6QOkR1S6KqJVqy+Hi37ScDtscUZrZ8BTmLtExPSnWoMKJYTyssJGcZyeMkcwElbtrAoXCV5qwj3Ugy1lBgQ4aVJNmQ7UOmHTWbUYPXzlgPzveY740fwHuaqGIjP3uJpBiQbcMVHblixBUzLhsRZ0LcOmKtiDYiVodoE+JNSHcxlXunendO1RrwsQqnh3BxhSQ6kO5C6S7NDOLzORLtwEdafKol2Rsky4rUORSsEM3240vXa7mD8Rs3e32cxqRTTf19apJd0RK9nvHpWNs4Yxuk/iG+f4w6NNQ1ILYNCdbVxNRDVxWkvzoy5q/stOyQfZgMVh+uTAhTVoStD7LmMUZWGpFz5d/G2k7oe8TzisOZX4TL8qMWFXRRLbz0D/az96MkDWK1Gg1t4X97ny0oCuvqhaxDEH2B6VQJujUYGKApycJ/1Yn6RzE8FnHuH0xjsdgwxuiGYRynvplwx3jYvIKOt/DG5OzadNTiCDuqIqPq8H9Jf1I9JlMYQw8njpEcG0m3ocCDigBag0cnr/Lqlp6Y9F2xbJ0fs6Tp9wqMt4p1BwXL19/vd5xsXqAdTtJsh8TKjG7+p/56qm7vz5q1z5Y3fj/uP6U2ner2IkdLNLvoCKLRAyUHuQ/yDai3oNmBZgeDWxi/jvFrJ+evnjZfy1zlyvTbWZOe1AWu0nytw3vz3KTjSLUWHX7070C5hfYQWn1o8qLFJ2g0Mb/84ifvJ0rH1t9PLC9t1WxdvX5wcOvg4MZ/77z5H9jCB7du3bp1cOPWwS2tZSNTsSCddZzLrKQvvSes1aHDh45NdOxAsQV5EPIA5IGvfeD/vhzkW+jcwv8FIpYHIA+iM4TOEJQcVCF0b0G1BSWHVj86ttCzCc0ur387XLNFFJvo3oFq576pG/81uXmyRsdKfLQzQJR+tG+gbQ81QTRtoY5D4wY6r0IaQsMGGjnU+76eXaFlZiZXxy9Y5eetMtnLTO4SU7zAFE6QojlS7yaNHGrtaHTTFi8t07HJY/yUPpI3SpsMaLYRiQdtAbQ60OEn8hCV+o7I3ccUVtqspdJ5sdwY2Wb8Xo/jkfal+1TGY7L1452Ob/W4nxrmXlAHvi1z3CG3RjQZaZODdHCos6OdQ/sOJF7SbOO1usLkfkGzma1coHkjvMIxts1wu8L4crfxeLIirHhKVDZDCqdQvUCbLeHVVl7uIqkwkyorKg20w8VUamnKJD93GdlamrsQkacl6Yu0bZu27VH5NmnzMfLgoSrjofQJflwvPqmjXzbSc3XMxU7myhCJm+C3emmJgxaHeIUcslwoDtK2XabrKrJMuLxMMqy8hk2U+mi6A1/MPtriqZ/om8r9aCn/w5m6z6+oEk+p4p4Zyr+j5swd1WeOFf49LON1ZP4S1a+h+jeoeg1Vr6PqdV7Tu5Gtf0L1W6Ka357WfPKp4ulXG/hvSdk/NrEXZE9VTiUMrp5xrz7h0x4LLp2waiLWO6h/UuwZi2ypebB9VLrguzHrubrgvNGj24hTzL9aO/6sxvzYkOv+Xpegy0WVAbRYkbeIuGWkGpBqJplOZNqQ50CeGwUcynZRGEJWANkcsjdI9iZJ9iLGGpbiYVLdSPYg0YV4GxKcyPWjOISCINLdSHUh0UYyPSTHhwwvsnwo4JAXICUcadxCtRcVLlS4Ue0jrRyVBvmtnvu63SekK6LGBVqpJQVakjVPMheRYyZFZl6zi1dpo1lmkmzhZXhomofEWkiuD9luku4m2X6kuxFrRrQ+qoCjsWbEmJHsQvEGanfQtEH6rt67cOOf1lsllv1Xcsbw5258tYJMO4pDKNtF6T5q96G4geGb31rYz/IeTO0eTG0FFqwpavm9ttnH9ZrDw1Ww9YX7Bxm7Mmy++5e98jcdDd91F/DXZc93ql8ubX9UIn+hR/ML+dArlf0/Smu5LbE2Irb6zi+L7kltv69g4Pk0xQuxWc+1V7wzUPFR5uevyro6ZUPaMtVIqmL4T+WKlySjvxjmwhPn8OUUKTQjT48MI3JsKPWhjEOpF3UBoto9OXsjN3Qw6Ag0Di+dbR56vWFWfF6JM+M0zYSLWlzSI9aGaCvOr5PLFpLoIJeNuGgiST5cMSHGhFgLYky4YkeMDSl2UbKF+XIRF9dIvJMkGHnJazRhicSu0hQ7U+hEloHmWWiFkWl18KqNTPEyr3SBLV8QVsygZkYoNT2gsLzUb3uoWXtHk4mpXCfZc0ypEbkmZFoRs0iStLTaQ9tukDI3UsZI6gKSDOSx4BkAACAASURBVCTXinwzMtaQpkeGHbl2SDcfmbl+Wb//p4bJwxeU5PzEiUY/SV5AionWbCLVjNh1JFkQY0KiAwk2kmTHZT1irYi2ItNG6jdva917rtF0MlqO9yT4dBjRBmQ5kONErp9k+nDFgssu8oURp/Ukxo2zKzTXQ2pC6Nv/tna/2n9rev9Asm4pGJS1Tb83qw3T64lpmVhmYB2jtmGeb5RxDMM5yLoGwnQqYuomegXWOmhHTnju2SNtWWFWDR2tjSyOESoqws39YvugaFh6Z1XW4w1pkWtKsaHvRGlMlKJcZNDw55T8+NPhX356+7+K2e4uWljJ//xcZPRltltNZXL+uS/YiorIzi7a189LiGOrG8UjU4xEIk6KFucmCReHmYV+2OZYx6RgRc3X94qGmjCvPmKcun1hkC6M8JeHI+okT2h041XaUNTlfpJqRKobBUFUhYj6BlFyROq6b2HnrUVvlv5qgfFGkf5G8dqNwrUbn0yF7mhaJBIj6s1och8e3jztuBE953+z3/bCgOdRueOIwhUpt0NiIr2bqLeiyoK2INqCUHLo2UDPFvp2MLaH4ZsYvf7DpauJ5v1C3XaBPnhuwJq+vFdtunppxPlwk5ZKrFTlR4sZEi9afGhxQuahyq3wghH2yTfiK3qKOobfTygeXTLfOviay/Q/F9dbBwe3Dr5OGN8KbO1V9OuL1TrJwNIdL7zDxHRA5oecg2IPih10+CH34OvIstwHhQ9yD+QclLtQ7UG1DdXGNx1ZZQjK0DdirAyikyPqHXT4SdcWVFtQ70C1SxXc4aFdftcWmgKQBiMGd5/o8T0hd5zsdjw4xIVJjJDa8c1C2S00hFAdhHwPrVuo49AQhIRDLYdKD6o9qOPQwKEuiKogKnyotqHOgDoLGjyQBNHkRIOdNDlok4dXYWeqjbRmhTaZ0OxEswdtXjSbIHVQRZA0O5gaY5TcCakOkmW0WUibnTYbjigcd3XYHm4x/UDp+Z7S+trc3sudrh/KHS8OBZ9Q2Y81rN6u8rFNBrYnENW7wbYYvj3gO9m8dLx6jqaqadYIzRlh0rsO1UwcLhs8Ht8uOCOhKQMkexyFWtSaSZ0duVpkL6DKjqYAal2oszPNLlJmRLmVVHuRa44oN7NSPzr2oLxOpCEq9ZEKM1IWkbZGErX0qyHmcjeb3C/InuWnTiFxmq1305QFnBnhJ2pp/AxN1/MKDDRTi/ND5OI4r3id1vuR4aYFQXw8/lCts3ZhcqHwfWPxB/N1n1eo059pv/RdTfrd0ssnJV8eKfobk/wKsn6B6t+i5nVU/47UvI6a10jD21Gtf0P1m481/zGl/73flkX+pBI/q8aH8m/F9fz67ExKweh5w9izlonDu9b7bf3hxm6RtU8008lWlp5QTUjmfbe03msjxmDhgP7l8qETkmW2135slDs5viUaDQkGtmirG6kLNMPEy7AjXo80OzKsKHSiwIv8DZTtI38T2UFkB1HAkewALpnJZZMw3klTXEjzI8VHMjmS5Se5fmQ4ketDip2ku2iml2R5vqlcc4LI9qHQS8qDpIpDnR91blR7UOWjDQFabRVW6e9qWzveMsvWT9GSBV7uNP1KSi90hJUaxCkT7GUl86WUfFDHfKrgne6hX4yQaAOyXch3IsdDsny4pEP0OkmwROUGabKNxNqRFUT1FlXsUWUgvI/70eLuq322F8oXbj83htNLNH8DuV9/F0Io3kHtVcivYvjWkfnr0a5bI7u3Jva4CWdVp/LJldHHFxQRs03U0hvpHBD7+o7OaX4xpP6zXvFbg+JnGtV/FEi+da5IfLbkxFeF/xZdciK28u6PE8M/zwz/IjMyoepoQr0or/PB/O4fVZX/LPPtE8WfPHnl4xdLmmprNNOZnRMXlfMfaXRvD5h+pnLSC/2ImUOOGVkm5NlQFkTFNoq3UBxEFQflNXZo5521/YKlwDnlyluypWc61qLSF/DBBInVI3oZV/SItSPegytOkuhBvAPnjYh1INmNGDNSHIgzf7N/95KBpJrCMi3s5TUSa8QlPYlepfGrJFlHsy0k00FzDLTCQqsNpHSFlq3RklVe4SrNn6WFi6RcJ5BawhrXTnZ4H+/xvDjgONmiZ6rWSNY0LTQhzYiYZSQs0jQ9yXPRxk1SYiEFy0jXIsdESuwk10RSV5GqR5YNlX6q3n92fu+zSdd3ohvIZ0pBpuFwpQenx5FspnU7yLQhTodUF0n2ItWJdC+y/EiyI9GJZBstDfCaNsilSXysxsUBcmUE5yeQaEGWG5ku5PpIMYeLRnyuJxftOGvABSvOG0hakBTvQH714antf3E3J6/d6vG7/zWYoBw9NbdM13UwzsA+R7llsUFN7f2wDcM5EmbViFblMKuIs4eaOulsC39ZfmiqmbH30/VOOlzPn5Yx5kGhoYedkwvGWo+uqo7a+iOM6ojRevF4E29JwZtsJYoqgaz+sKSeqjpJYwsjUxxpbBaqNeLuHmFNLVtXy3Z3U42GtEipqocZHKZdSsFwb3i3jD/eQxZHqXlRoNWQZbVwvpM3raCrQ7cv9YU55yKt02FzmoiO7jcGTda3a+dp/AQpsCLdhZIN0nqNavZR54ro3X1sducD/X6u5Wah4XqR4Wbx2vVi3c33xoJRFYso16PJhO7Q3VN7l+033lJZHtc4b1Paj7ZYo9odR9XOuye5Iz0eoUR3uMMZruJu69kU9HDo5qDewPAeRm9i5AYztvdf6zcyLDcK1m98NWK9OBfKMd5MnvP/sl1Pi+eoIsjv9qJ2CU1uSH1QuNEdEHYH2b/GP/KrDyQDq2fzGhKKJf7Q1zzhm//3Qrn/5/n/nHM9OPjGSr5169qtmz2rvkz5Yues9Z3P4nmvn2danejgoNyFfAcyPzp8kAfRzqHj64xSAIoNqPbQfY1070O1CdUGlBvo3kLPzjfV+td+soqDMgT1LpSbUF+FfAMSt7hng98ZgjQAWQCqELqD4sFQeKftmMJ6l8Z5stcu7nJFDl1Fgx0VHkg20cahmUNtEPUhNG2hbhO1HOpCqAui3oV6D6p8KPOh9Gt6gw0VTlR7UOdFgxe1HrRwqLaiyY12DrIA2ryQ2NFsQasDbV60etHgoPWWiA4vabGhxQkZB/k25CFe13aEnDshc35f4fuZ0vWbXu+P5LrnO3Q/alk+1TT3SP3UTzod36qcjmzXnexxC+oXH+xxRtUtCMrnadkClTh4zfawoqHbMxRRF+oiY2SipCG23IRKO6rtqHeTahepc6HBCUkQbTtoDNJ6N8r1KF9FmQ6VZpRbRM1uYRsHyQ4dOKByjhSvIVmLIidKgyjiSEmQqQkykiCtcSN7GZmrtNrJKzLTWC1NXmViJ5lLw8zlAUHCOD96mERPkFwTrypEikK0ksMno/c3ekpmR2fy3lnP//Nc/dmy3pynms7e03r+vo7L31Zeoim/QtYrKHoV9b9F3euoexM1v0Pta6h7PUr6F1r7u1e7ThdMnLmoeP6f8kdOdz6RN/1B/ET8R+orlQPvzQ88bJk46py/Y30gwj58WNvK65fwOlpvk2oSF107Wvt2/fT6H1vHjleMEPk6Bn0Rk3sPTV8XKu2Q6FGiQ5aBFrmRqEeCHlku5PtQzqEkhIJtlO2imEOhHTl6FNiQYkLsCtLNNMUuyOWQEfqGJJwVQJITcVaS7iVJTpLiJgkORJsRbyL5ARRxyLSg1IoaO+rdaPChzokyN2o8pNFBy5e/3+34/aTvwZY1pkKLMj0t1dGYTnquSZw/JYrr530uFXwmZT5uYE/L2U8V/C97Eb1Asoy0yIYcJ9LtuLKKBCNNc0TmemmRhxRvoDCE6k2qufbAwo2HewJs/CA53Y8vRnFRS9J9KN9H7iYyN5ASQFYIJdto3YfmJp249l/r+7Ktg8n9q+OB3vmV3y723TcrE002UPvYidDSQ0vtUaPdL0sVzys6npHIn8hTnIxvOZYsP/VV7V0fpQujKw5dKhB9nii8XHTkSvm30uV3JLceKtY8nSl7rqzyF235r3917snXP33qn7kp/6xuf7es/c9V/Z+OOv8+zf24eR1f9tF0E8lwIZdDcQhlWyjfRukuSjlUc2jaEfdu/UV/I2EllDQfSpgKvPl/svaewY1fV7bvOgcggAeGYqfpII26lUrZM7IsS55nSZY1I5fD2JaVxpKsHG1ZV1nqVuhWRzZzzglGjiRBAEwAmHPOmUTOwB+Bsdlsvg+tqXvnvndrau59VfvbqTpff7X2Xnsv08IDsgXyZQ++GsXpaZxfxXkbLrpxzonzLpxx4Jwf6QzJDNJMP7J9SHHgzCq+mCOnlmmqPTHNwUl3klNT5OI8zVom+RZa6WWLvbTUQnMmuFIbLZmiuVOc3Flc7kPRKC2aZAutROqOq2OS61w3qdxHlKv7axYTVSukZIhUj0O0iKwJnO5i5c/QvBlasMRSBlC9iOp5VK5CEqRlbmQvktxZZM6gxAfpBqt155czVz5osSb+tQpnhvil3uSyAL6eRYaNarZR7ELmLPIDyA4hP0gLY6gII3eVlHlplYeUrtKCWXzZRXOdKHYjcwWXFpDlRpaPFoRY5QzJsuOvgzg5Ry658NUKOefGV1Z8sYqUAKRbNxqjeb7d/it7ozvr3SuZpsEj3QNYmqFzg8QxEecd4y0Y4Otmu3s5tvZEWxu1t8HdRZ3tZK4Z7gG+sztuugmLrbC1EWc7tRixZMRsEwJjyd6hpNVWzmIze76ROLq4K62cSUNctwa9jcTUQBuaiKGFNLZwRGJuWSmnuppTXs7R6jjmVmoywdiCji60daN3gPb30aFeOthFekwY6iBjXRgxYryFDDVhpos/25Uw18MOLCQt9fM01Tyx7hv9lPsH54zc3BWSYyHZdig30LZLO9cgtiQ2MsdNnldnNi8vXSlb2i1b2C1b2M6eDP1KNsrPGKB50yzVCu1gfjy9cXZx837N4pHhNbbedtDku63Hd99k9I6R0N29vhu6nEd6gvtbfLcbA0c6o2gJoSOG/g3auUH7ogcGgu8sbuXNR/PG/J+3W1IWdy/Pbb3e7rxfs3Cw1sY2R1HvQY0N2iD0ATR40cxwhcP04ZfeTamWtk29c6FM2za6+//G6X8Frv+eoH7t2t7e3gqzUdI0Je6cq9S1Jv3seU5xFwzrMERhiEJ33SccQcMaGtehD0MfhIGBcQPNm2jaQHMUjQwaGLREYYyhiYHBj4YADH4YgjAwaAhDH4VhDYYY6hm2IZzUyEBjJ3oGDetoXkNbjBoZCOZONLp+0ed/ZsD7i05/YvUkhMtoYIjOD6mTyMJQbEN5BYo1yKOQrUEchMwBpRdiPyr9qPSgwo1KB6Q+KP0Q2iHzQOSCyAGZAxIvFBHoN6F2QbIMjQM1btQzqAmiNgCNe58+yFF7oPBAFYI2BsMadAypD7P0zFG953jF0N2l7Q8K2h8ua7rxcu2RsvajRa0/1SzfI5/hVQ4lqRcS6lb362z7ax1HtV62eI6j80Fppyo7p2iEZrfTom5aOERK54k6CJkHMh+RB6gmRFQ+qP2oDUMZogoGQheUXsicEDmg9hJDYH/zGtVvo3mT3eBHVi9yF1AZhHwdqk0oN6CIQRqEyIdyJ8pcRBak0jApCNFcPz03wT7dSU8aOef64lL7WQVLqAoRUZRWMbQygE+676z3F/W0DOW8sFz+Vl9T6ht1p48Wv3lC9MGRsrdPCN6hWb9LUL9LKp8l4mcgfRqy5yF+DpLnIH32gPYtlvyVI+p3H9K995um9942ffxx+6l3Or75rv87/fgbyyuPLU/e4pu6caWH75o4GBzd7+/fZx853m04UCZ/a8Dm7bMwFxrH/kHYRyWTUCySWjc1hBI714hyGRobbYhwGq6QHBsuLaDMBwEDURSlfuT7UbSB6k2i2oIyhnInSuwQ+iEOozzArQpxC31I8SLViTQXskNIdSHFQbJ8uGhHmgupTqQ6SX4QpWGUMyh2EVkACjepCUAWhNAOgYtofCzFKhXN/NRk+ctM+Fb1Ii2aIIIlyFzsOi9PssArG6bZg7yi+fjcJU65gyXy0XInzZ0hmVMkZ47kWpHrQa4H51dx0YFUV0IVQ6UMqqIoikB9hde9c1xt4X3ejA9acW6RFtho1hIuWJHLoGAdOVHkRJEeQuE6FFfReAV9O/fNbOZ7dnvW9oY2rGP2j7yWB1yjPxnQHApM3r1qTuoS8Pub/7VUerhAxsrVJmS3HU9rvL2y95FTJYknSw98U33wZBY9V7QvTXbTpZo7T8pOpNQ+mK77+UXp3a+fTHz907t+/f7tT3371Fu5xe/K2l9T9vy+wvgvFc1/7fU9LpnDyU6kLJMcBnkxlGygdAOFMRRuoJyBOALx2oGOrWf7mBdanF8NRz9tWnmmbuYXjY7bqxfoV334dBRn7bjgxAUrzq3itA3nQ0gNIyeCwijyQsj0krNW8sU8+WQWn87SDEdCiiUuzUIvzNOCVVq8whUHiMjNFltZWWPkTCcnZ5qdMc4ps5GMWZI7xxZZSME8X+OnUidLHWaLbbRohCNbSq51JZbP07JpUmdH5QTS+1hZU3FZ8zR/kZZZaIUVpXMQLkMWJBVBpM4hexo5k6hwoDoK+VZcx5VfDUb/8WwT+cKEAi9XEOSVeXB2npR4oVlDiQO5syj1oTwEyTpLeZUUrCBvBlVOCOxxdT5OziS5OIN8P3LdyHYj241CL0oZWr1Oi3z4chhfT9BMJy478ZWFXArg82X8eRYpERSssUXBV6a2zZt7U9s7vbaKzombBgfp8iS1TFD/DM/ey7G3kWAfdXfyraYkbxd1tsFphrUF0w0kNHHjtIGM6rDUhdVOMt9CZhsw3YCpZtiGWZ6R+Gk9mTLA2sFe7Ywbb6KdGvQZSJuBGHRoMKLWAJGUm5vDy8nh5OdzMzNZEjmruRWt7cRkhqkV7d3o7EFXN+noRGc7jM3oNKG/Hb1GdLdguJM10Zs03k0d4xzfNHuxL04tSC4Un8o1dN38mZRzqY+e7aY5M6ymdTKwy+5YR8EMqQ/t719/bulK6uKVquVrFTPbVUtXvuicO/Z1edy3Cm5aA83S8fWrLyxee6fHnaRbpD1rqLcmDIQP9ge5LfYbegIP9PqSWy1xLQ5Ip4nOyjKGSGeU9G/Q2jmObJBV3XVE3P560/gpTfu7ooYzA860mSt/MtpvEY/cqF64s2+d17vFaWCgdkLnQYMX+gBtCMR9VHDs8bdFxqlL1YbPM0RLHuY/06X/CVx3r3eFd/d29/b21nd29aP2bMOMfsz1r299GffGZf71k8KG0PdbN4YwjOtojqE++L0wNa993wQ2MjD4oPd/H7FuCH1P3/8+qQ1SQwR1QdK8Rhoi0Hjj9T6iWoHOh4YYDBvQR1Dnh9CCSvs+ZeChFs+PDItHlctUuEJkFladk0hXidhBZCHIGEgZyNaoepvIQhAuQWKD0AtBAGIGIgYCL1RBqgmhdAnVDkj9ELqofo0l85DyZcidkLogdBFNECo3av1Qe1Hrh9KdrPUna1yoWoHcC3UAOgYNDNExxBCiLR5e3ezRys4fFBtvOvu3g9n6I5qZG/SWEw2+G/SuGwxuft1SvHY5SWfjKC1sjZUln2eLFiBapvUMkbtpnYfIlqjcAqUdCjeROonQAYkHSh9kLtR4iNIJqRsqBioGmgg0YTSsU9M2Na8f6VyP0/ogshKVFaWjKLWikoF0HfIYUW1CGkO5k5RbidAHoR+aKJGvIdfHLg2TQheRBGm5C9krLIEbZR5UhCCIoIQhGR683/2QIfg3o3I274VV6Ufy9uwHJZ8cLnzjQMHLSSlPP6I9dbDspX2SN0jBb1H1FKRPQfYMRM9C+gLkLyTVvhWneBWylyB+HtXPEPELfMHzrze+1zLz/MzMsaVpjmPugH1832o31z99Y2jqSHTuptDCXU3y/VWq9wfdgQ5r+GT91ImKUVI6hewJlDsgdZG6ICqsRMlQRZSUufHdFMl0EGEEik0Io8hzIM+B/BAqwtBvk6YdCENQxEjrVVb3ztGmSELOUHLpUlxpCBfncWkeWW5kuZHpQo4X6ddNTB4UBlARRhmDcgaiKKnZgDwIsRdVLgisEFuhtKNqjiNZvKFm4bhuLlkzc0Aym6C2chpdXLODI5vFt1p8JOd81UROtiNrAeV2lFqQMU0KZpE+hgwLcn3IcZHLHpLqwwVboihGxAyEUci3YLzKbQ1zU3vxRgs5t4RCP/I8uLhILlqR6SW5DDICpCCGFC+KolBdRdMWBnZOTG1dtu90R69NbF7p9elHLO+Ojr+32PsH78RPlpqOzDU+1Nf5TEXdiWw1L6/hUH77ncXt92XU3PqXS0hX3XE69/DH38V9eJHzYeaBT4vvOlX80PsZ//jO5Vu/LTv6XhrnoTdw36uHX00/+apI+6Zh8oXa2bvLTE8oe7/sZ+7JHsAXvUi3I5dBXhTFURTHUBBDDoM8HyqCUMVuHdj5mdl1u2LxfrXleOnAYdnsHX3hf+oIJl3qwqc9OL2EFBdSbDi3gDQ3yd9AfgT5DPKDyHLjwiq+nsM3i6wLLvLdMq/Ck1S4zMua55RYOVmzcWkjNGuMW77Iyh3F+S5OzjgnbZSeHyQZUyiyUGWMJQ4id44obJBZSNUyBCu0wcVt8nEqF9iF40RhozU+UjBFi6dpyTKtcFNpEFUeWuVB6QLKF1FuQ84y8udRtIxyJyRhVAZRt0nbdziFIzhlJqIAxEyiOkhLVpG7AkmQ1q8TZQiqIFQMNV6JM++w1EFcGkbmFGTeZHPkBy0B+m0LMmeRZSEZy8h1oNRHKtwk24qUFZyeoCmz9NIsybIizYkzDnxtxUfz+HCeXAjjQhCV6/d3bksj18Y3d7sc0vHZ26YHqWWcWofhHqLL7fAPUGc7LE08hynJboLLTCwNWKjHkjl5sG5fpyRuUMcZamL16Fhd9bRVw+2s50x1YGkAc22YMmC2mU42kkEdeg3oaSLdTaRFhwYDGo1UquDk5SaUlCRXCRKrqvdVlicpVTxTO2lthdlEza1oa0d7O9o7YDbDbEZLC9rMpN2IViPMJrS30/6upKEuOOfiA0v7rT38Tv1NurbsL6RG3ifqpMLpxMw+WjQHY5gObMe1MChapa2bd87s/mV5t3D1WvnStdL5ncrFq6/Wzyd+KeGk1iaVmmlx681tjrPua8+aVuKMrv0DsR+MRR6d3/yHgfCRNt8j4+H3l6/+Q5MtUb1EVDPE7EdzEL1rtO8K12DnSft41d0/lPacbBz7WG4607pQvbzzRaf7LunwUeXUvW0MrzFCO7cP9m5S+TLq7Gj0ozEcL5tjPf7GC1/k1vYuv3+pvLquY3N39/+rE/xfUq7Xru1du3bt+xDY3QXfRoFhQdbrKFA08/7vFxJLB+j3aAxB54cuhOZ1NEShDUEXhD4A8xoaI9D60Xxdqob+B6D6Ybjue/JDH4QuAN31tdcodGHUBLjNkYSmMGr90IahW4c2BnUINQzqNkjdGmoCtI6B0IXqeVIxC+EyWx+gUguECxAsQ+iFbA3yTYhCEDsgcUEQQHUIojAEDAR+iL0QuFBhJSIfVWxAFIMmguolVExAaYWcgTQGBQO5A0oLlFYonZA7qdJ+wBBE9QrkHtQEUB+CIQSdDzofTEE0Ofmq+XtU8/cIRm8QjuyrWUhutCc2evgGD1frpJoVolkgdRaoHajxQLoK4SKRWKC00XovkTtRtUQUdmg9EK9AaEOFFSIPpD6I7ZDbILFCbIHUBrkHsgA0DPQx6GNEGTxUz7AEcyhdhsiFahsqvajwozqA6gBEYZQHUOxEhQNCH4RBSKIQrpPiEIq8qGZIzQ4KHMhzQhpDiR/FPlRGURzD5RA+HHy8OSBpEo5nPTujPnXWcOGuqo/vEX92m+SDuwQf3Cb68+HqV1nZv0PuryF+FsrnIHsG4ucgfwHKP3LVryZqXoPqBaheguJliJ5/QP1SzfhrwxPHZ6ZZlvm4lVHWiCmhU51gVHBmW/fHJm+c6zlaWvrjhu66CXvMMOX/xLBwuGwUWYPInESlH5U+FDtQ6oCIQbEHBR5aFablIVLgQa4beV5U+FATgygMgRdNa2gMEwPDbt1BXTihNfb7ha2HJMM3K5YSRQxODuPCNDKtyPAg0490HzJ9yPAiN4CyGKrWUBRAWYDKN6CIQuKDxAmBHUI3JC6o/KTWd7fR+3CL826z54et7rt0C8l1S/HNjjjlJHJ7OFn99Ew7J2OGXJ5DtgUlTlLuQNo0MkaQO4kcGwo8yLHiko1cdpAcX5JsG+V+1Gyj7Rp6NhNambiLnfikj5UTRA6D7DDOOpDtQ7YPWX7kMqRoHZlBVK5Dv4fWHQzu3Dy1c8G527V5bSpybZTZarV1Cfo+b+59YXzshemR54dH3la0P3lZfTRVfeLrqr+7oLrtvOTe91L4b1/kfFd10+ms5MuVB7OUB4prHmhrPjlQf/5v1U9/nnXLmZKb3ktP+OWXf/dB+ecnde1PGadfGlt7RO+6uWb2jYWNN80uzoeN+GYeGUFkMciLIj+E4hjKNlAYQlEA6nVW2/YDIzuPmhl25QJVOCFdgS5AB7ZvMAV535nIJ0Z8N4PLHqR5kONCeRj5YWQzSPPggh1nV3FmCafnSZ6XVxIl55e5Za54kYtVvMIWOlnpYzS1lxYO00u95JtumjaLS8O4PMpKnyGZS1QdJVIfSlZQNo9qCxE7UDxOVX6i8hCVndY4WZI5lnyJVltpySIVW1G4QKRulC1CaCeVTpTOo2gcxdMonkPpCqp8ELhRbkOJBXVRdudugsoeL3Ox1H6UL+7T+FHtgcgDsRPaGGnfSu7Z2NceuWPy2lG9g1TMkzIbBM7DXZsvz2w/UtZBTqrJpSGcG0P6NKq8pDqAzCWcnyPnFnBmipW6QL4cIinLSHPhjB0fzuHDeXxuJWfDuMCgdDtBu/HGdEwb3Onz9w5OoHNcYgAAIABJREFU/2R+gjomWSuDsPTCNUitHVhuhq0l2WqkNhPsrVg2YrGZ9qo55edp2VmWNJ+jqEgoTeeUp7EKv2PJ81kjLXSiDeNmjDRi0IDBRvS3oLMJnSbS0gBjMxpbiEDIElTzKqvYldXsKiG7to4nlXAUMpbJTNra0WpGexvMJrS3oa0V7e1oaYHZDKMRJiNMrWhuRXt33Mjw/vFB6rMc91vv7VBxasUParqbH09vx5neBJGPXp4j5Qx0UTq4RZvc1BBK7o7928pulmWvfGm3fH63dGH3/FDsJ0XDcd/WxuU20uxGlmjo3j5PvnPrvS7nIZPnieXNl2cjz44Fnh4P/WYk+MFS5PPZyD81rN6sXbmx3ZPQF0U7g84gOkPE7COioSOynpf0A+/LTO8qe4tnY/lTaz9Xjd2qmLynlUk2RlDLwLRJ2zYhs0LrRgNDGhjul5KDj75cbuhNV5o/Ta0aX3B+b0n6P4Lr94jdvbp3bW9vN7azpxmw5DWO68cdP3v1I/pWCl/voHoX0bug90AfRPMaWtbREIbOj3o3WhjSHEWN+3uONjBoDEHvhcEHvQd6D/Ru6N3Q//umbH0A9UEYotBHaEskuXWD6AKoD0EbRn0YNQxqwqiPoi4KeRS126Q2BmUQagYKPzXEaJUFJbOQO1EThiYKeRTSMKQ+SH0QBlHlRbUPVT5U+yD0QuyFPAg5A1kUVQGIPBBYIbOhxgN1CLVhaIJQ2qC2oMYOjQNqO1Qr+xuDPJUXchdq/ajzodYBrRP1XjQE0BxiG0O3da4/bIreVe85pncfMDj36R3cOhs0VtQ6UGOBzob6VVKzArUVilWickBjg3QFQhuqVknlMoTLkFohtkFgh9QHiRsSG+QOKBxQOKB0QemhtQxqQqgJQRuGwB0vdifL7UTshIKBIgJJCJUWVKyi0kUkQSLyotiCCgeEAQgCqAigKoKyAKr8kEZR4cflWRQ6iXITxUFkuVDEIJ+h2SF8OfJYk1fWqx8qemNUdfJzzTf3lH1we/WH92u/OiF4n2Q/lSB+hV30FMr+sN/0CUf9GhE/C+lzkDwPyQts6ev7a94lihehfg3yPx0Q/TG9+y/dQ3cNjtDJcf70SNygmW1S75OX7i/LSWrTHnMOHalX3VTbVjXjXutfCBU0Tz0nHzsknkT2AHKnIPCR0gBKXBC6oAkRJQMxQ2rWIXbj/ARybFBE2a1b3M4YrXHTWu/fD185XGelilWUreLiPFvEHFKsHC0avL3GRlKH8UkHzs8i14kMFzI8SHcjy4MsDwqDKIugMIxsLwrcpIpBlR8VdsjtkDmpOAiZlzZu0frAj1vdT02Ej7f47tC7bq+b3aeZZItnSfYozZ1hl0whawICHyr9KLajwo5yKy5OIGUCWQtItyLLjmwr0l00y4/cAF+0RsVh6Lfp4N7h/q079G78VYuvx+Kqt5AVQIYL5xzI8CHDh3Q/8kIoDqMyitodGK7BtI2hnZundr5x7rZvXJsM7Y269gZDscLxy6mmh3Lq7y5r/FFxy8PnhPwzlZxzlbe88mX826f/7k+f/t1LHye8+93Rt84ee+Xb5G+qj4tMP5VX/Nb01SvCZx4t+fyx976+6cXPkn7xRvJF0XlJ/+S76rFbJUM3tjj36+1PTm29uXDlRyX9eLeJnncgk0EmgxwGuQEURknpFipiUG/DfDVp6Mq9/Wsnai13GjwP9KzFa1aIzkUMAVo2i48b8UEbObdEUoNIDaAsSivWcMGObxZxwYLTS+w0B07PkzPz7EI3O2MVFxfYlxcShB6SN0/zZ+nlfnzXgUsD+HqAXlqgF1bx3SQVupE5SfOWqMBFSmZRPEtLLci3kwoXypaoPESVIVZ9MK6JidNaueJ5FE1TmYsILKRgGsWzKJojVRZStoTSaRRPo2gJ5RYI7ai0o3gJZTYIXLQhdvvY7kfL1/5VM8fJ7eYrV29vW7urc/sGrRsFfaxG7y3jW48Phh7ucP3zUOiYYpCtXiJVFiJz/MPg2utttptOK/ClAZ+249tB5C5C4EKxnVyaw+lJXJgjaVZ6ep6m2ZHqwHknTtnw2QI+mcPFAMndQl6MFG9AEr7RHMoP7A6urfYsPLUwn7AyxPcuHVvs4041w9rNXjazXJ37HR10pQULTXD1kFUTHa4j/fWcDvW+qoz4nAucrO84Famczpp9/QZWr4H0GdFthEmH7hYMdZMuM0zNaGpBiwnmdjS0EIUyrl7HbWxBs5k0moipnTY0E6OZdvfStg4YTd+jtK0VnZ3U3AqTGSYTWttIewcxmtHciv7h/aurNztXTqz7H5npuV1dflDbdDbFMMH7pIvmummxD5k2SGPxrdsHupj9Rndyo/2XE2tZjmvCpSvS1V3x8k7+9Pof65b25XTHKSbj9MtUu8BvXPnFSKDKvvV+t/3HHe4np5gfNM3/23j06THve4vRcysbv+mw7FNPJ2oWjvaEEvvX0BZCR4g9yHD7Ywlm98+aZr40jbylaksZClwaY35ZP3uoYuAevXN/CwM9A20QTVHUhlgKO9G70RhMEM2wnvjg2Y8z1P2zf02tLtGY1jZ29r4XnP/7cN3b27v+ye7O3rXrk9dpT7jAMKnotReomxN+/vLN1f2PDTM/HQ4nNLn45lBi61pi6xq3heEaPLwGb5zJH29i+M0hrjHIN4b45gjPHOYZg3xTiGcMco1BrjHANQb4LcH4llCcMcRtCvAbQ/xGhtscju+K/v3g5rHWcHyDP7E5wm+KcXXR+LoYTxvhaiM8TYyvCfNqQvyaKLd+g9uwltAY5dYGuDXBeH2UZwjz9CFePcOvjXA1IX4tE18TiVf7+CovW+Vlq/x8RZCvZjg1DFvp56j9XI2XV+ONV3n5daGEeiZBz/AbGV59gFvr59WFePUMV8/wDAGe3nGswXdHSzRe6+M1BOOb/PxmT1JLILkpyGtmEs2Rg53Ru7rXHm0PP9IW+FkH8w9G7/FG93Fz6GBrKNnoT270JDV5uPpFfpOV3xTg6dzxOg+v3pdQ602o9fE1jniNLUHj4NV4+CoXX+3iatyJdT6e3sOrdXJr3Tx9kKf182o9CfogT+ePNzD8xnB8Y/SAPny7nknSeOP1YZ5hnadl4tUensTNkzPx9bGkuhBHaOWKvRxVNF4VjleGOKoYVxnbr4kmyANxJbaEUjdHEEpQRDllwbiyULw4liDdSKwIxZ2feqQpULs8Nyr4bFL2abEx8xHR53dXv/9sd869gg8Plr1yc82fE8UvHjZ88NhMwRHRW8myV/m1byTWvpWkfnN/zXu3NH6arH07UfeXI+p3Pm39bmD6zODIA72DST09id09vI7OhEZDkkKVIJcflMqOahvvURpeH7VaF0JXe1a8RR3LL9Qu36m184qn+DJngi6SpGD4Qh9b7ufpYtyaCFfNJLRsJNcGOJnT8dpwwuD2Q/NX3l7efL3b8W9D/nPuvW+GQvdXDewvmODlzidUOzlCe7LOd3dveF/FGP9SX0LmEr8imChk+GXe+GI3v8zLL/fyREGeNMwRMvFlXl6ZiyPwc+TheE2YbwjH1TI8ZTCpMZJgWourdd6gX/3xYOiW9sCdpvB9Jt/f65aSRZNJFdPJKjdHvnpEHzisDyWJ7AmVFl7pEid3mpM9yylz8Sr8/DxPXKY1WRjkVTLsXFdckeuIPnLrwM5RUySx0Xt/m/+j0fDPcvt55yaSJRvc4iC/wBdfEOAVhfh5AV6Wj1vG8AVhvioW33yFq9/kmLb/r/HtW+Y2P7Fvt0d2pyLXpv1XZ5k9jaM5c/iZYuMDaZJD2aobcgSJeaKEHOnRfMV96VX3pJTdkSf/x0z5PXmGn6bXPpCn/5HC/PR4/VdD515pu/xaXdWLX+f8+E9f3v3WNy/8rW3oTMPgi5qhu6STB9q9t42F37Vd+2+L6w+Jx3nfDSYWhvilkfjSCL8swikP8wRr8eIYR7bONV85NrL1TxNr97c7f9rn+9x69bNx309Uk0dkc/GFo/Tbdt6ZwcTLy7wsOz/XE18Sipes8StDCdn2pBLXvkp/UqHrSLk//txM0pnp+Nwlft7SUan/WLXlRql1f/Hc/uyp/Tnj+9JGklJmEnId8QWOpFz74SrPPmUwocyWWOXgFi3xS5cTZa74CmtSpSNJHUlUxHjKSGJjjCezJcktBxtdB7UrNxj9+w3efTW2JNkcr3giQWCJFzviRS6+3BEvdyQK3fECV7zCyVfYeUInTxzi1jCH+tZ+M7ORtRT5q7bvSe3Q67Pr769un7Jc/YNh4eGGxd9Pxz61XPtkOPTxcOi/jTJP1E/eXDu9T720X+98fGrjt+3We6pGk9P6eRd74/OWkgX+eIkvvtKRkLG4L2UuKWfpYJU/PtfKyXdyshwJqS7eZTs3w8FPc8TnReKL13nVMX5FKFEZ2dfIfGbbbo/MjVueW5g97Bg/5Js5MdvOt/XvY+YOugaP+Idu9vYmrxh5lo54d1+ytTVhzsidNHPHzPuba48YNDc21xw16w6N9BwY6OJ0mDjd7fFtZu74yLGpsWN9PYmdHbz2rgRzB7+9K763P9nUlmBsje/ti5+YTB6b2L+0cmvvwMGmlrjBUf7E1P7uXn5PX0JHV4K5ldfZldDZHd/Zze/uTejuTezpS+rpSezr44+MHrVaH3Q77tsI/gtjecKkuFGl+qNkcODRwv74XHu8cJ0rZHiKwNHujUent+9stDza5X11lClyXlPbr+qtV7Sru9KV9czJwC+U84f07v2zW4njG0lDsSfntvK8e2eGAz83Wn/Y4X2w2//ydOzb5e2XB13fLqxdntt4xGhP1Fnim5287lBif4TfG40f2j4ytXXjQPB3k0z6cixzyJE36iidj/3RaD8onEnSWI6awommKKeZiTeH401MkmblyaHIPX3MwVbm8DeSA4++XK7vy5EbP7r8t8FF+97e3u61a1f/f4DrtWt7167t/ntYXeTKbm2/rdAw2zLu/PWbJ3mvXbrH5D7WFmIbnOwGN20MUoOf6l3seh9LH6DNQdrgpw0B2uCjDT7aGKCNQdoQpIYANQRow/UK0gY/NfiIwUcNPqr3U62f1oeoKcLrCN9ojrJVLqrwUqWfKkIsFUNVDJWHWJIAFfioyE/lIaqJUu0arY9SbZili7C1DLvWH1cbIHIvVYeIyk/kHirzUrGDJbURjZPWBmm1iy12seUuonRRXZjUBlHjZGncbKmLyn1UEqByD1vhp8owUYWpiqHqIEvDUFWQo/DfqI/w6r3UEKB6FzXYaIOTpfcSfZA2RuPMsb/v3vhp98Y/twWf7l77kd5xuMGW3OKJb/Rw9a64OltcvY3WLZJ6G9V6qcZJFcsspZUttbIkdpbSThQrtMZOVU6qdFK1k6qcLLWLVetiqZ0slYtd4yUKB1E6qdxGpKtxeoZqg1Qf5uhjR+QujmSZrWNYdWEqdbFlbirysaVhKvbTKjet8FJBiEiiLFmMSsNEHKGSWLwkQnNXaKEtrpJBkZdkeUhOiF0dYavXubUbnDI3vh6/T+bJ6W5rzXpmWvVpmuHSDwVf3Jj/2o8kfz2U8cdjVa8dqn6FXfn8D4ZTnpgoYKf8hlPwB5bkRa7sFY7ghTjJMzfUv51Q8xpVvnx/zfvStm+7tU8Pd/xhsO9nnZ3HunvZY1Pxnf284cnE8ZEDYs29ZYbP5R3iKV9oOritGbS9rxn7QcUAr2ySlK3QGobVtMmqC1Ghiwi9VB5mqddY2k12TYTmzrELltntV+jElSfntstce3XOTbk1UjEZrHXvfNWxcH+pOS7DzC6aYImsHNP6fbNXf2Syka905MIYLfLQEg8tctN8Fy32sir8tDJABUFUummBneY5URWgdZvc+jWqDkDspQomrikS1xzlam2HTJ4EvSdZ5zhqih1tYfjyBVbZBFu2QpXWBK3vrpZIUvEkOdcTlz5JUic4RTZOlZ9UemhpkOYESaabU8nQ7HmSO8fR+I90b987snaLchbnOo7W2b5c3Ho8uyvuq3F2tpekOWmqnWZ5aR5D0/wkI0CLYzSfocUMkcSILMJuvkoHdnhD0Sen1oucV03BKxOR3QnX1dbASurgnzP1936bz0mtTipSJhXI47MUR89XnThXdsdnl46kCH6QIr3/ouju0xU3nxfekKu6u731z93av8jlv80ov+fTnDtePvvPbxUX//Ci4tAFZXJWM6+kN649cNvMlXetu++Oh39QNUK/6qe5AZrP0ByGFkRp6RqtXKcChiWPsfXR+8c3HzJaHml1v7p89Zzl2sedKw9XDxwtnKRfGOmpwbjLFppiI6l2VpqdXxBiZ7qRuswq9HCrfJx8KytthXNpjp7sY5+fii91xGXPJVU7DlVPHSqZ5p7t51wc5qSNx50e4pxdiMtycnKcvDwPp8BKMybiMqZp2izJmI6rsNPCVZq1FFdmYZdZuSUBVoWfo/FxSpfYRXNxmtWDJl+Czs6WzbGVM2zZLLtsmitbIWVztNxKyy1UbKMiGy1ZZkucLI0TVQuk0s6uCR9sD/+i13N5af2bPsepMc+ZcffJHssHLdantXMfTW2kWfaKrXuFC1eKl66eGw78QTbyQ+nUIZ3971sDT05s/naQecxgTzxvopf72XnLrCIXpzLIy7PHfTNGPx7gnJ2OOzfBTreRVCcrxcm+YKWXLeTCCr1opSlBmr1B86PI9tCqdSpde7QzUufvmVx4bKifYxnhWTuoZ5jrHOQEpji+wRuWWxKsbXGzBrLaylk28ycM7OFGVpeB9pppZwft6+b2trPajLTNRM0mtLSg1cxqayVjo/zOTk6rOa69k9XZy2nt4LS2kdZ2lqGF3WSm87OHFqcOrs7dMTN2r6aGZe7kjE7ypifiJ4YSuzvijCba1Ew7OjgjQ8lD/fF9fTxTB23t43b20vFR3sL0Ccf8rdapGwIrD4w0HdNU/7CyUfp4yTjNW6aVHo4oEK8KUL3vlv7NI7LFQ3WWF6djVc5rooWNipmYZnlbOb8tmI+cG7U/LJ+Mb/ayxpj4wdD945snbXuXhmM35I1w9I7DrcFDBsfz0+tvDnk+H/FX23c+6rbcpVvk1q4SvYV2B0lvhHYytD/G7Y8+NBq7aLmaMRn8ut+VNx99pXHuUPkgS7JCG8PUtMVuiJEaN7uRYTUHac3cLS2uoy3hY4o51r+88/zJTHXv/AeXqosULeHNK9ep+D8nzP3vwPV/Qu3e3qwzWtAwKe21lNS0xj/6Ii/HBL0fej/0Xuj80PtQ74PWD33g+2uI+gD0Puh9MPjQGILWi3ov9H7ofND5ofN9/3r9nmJ9ALUB1AShD8McSWhf59czkPuhDEEdhoqBgoEkiGo/Kv0QMpBGoViDagOaDSgYKBgoAlD4IfJCFoIsBHkI8gDVRFDtIiIH1YZIfRQVVlStonoVMier6Qpp2kFjhNQHUTQLgRvVUVSHIQxAFoQqTNRRyBlIIxBHIGISNAxf54fWC60Leid0buiD0DHQh9G8tr9z6+He7SfMzLM9m//Swtzf6DugtXPq3Wydj9TYULOMmiXU2aH1o8YLuQWSRQiWILR/71hWOaF0Q+2GwgGZHTIHpA5IHZA5ILZCZIPCA6kLMie0DGoYKIKoifEVXrbSCm0Y0gAqVyCyocqFMhdK7RCEIFxDGYPKEIRhiBkIGAijqGCQY0exE+Vh5DO4HEH2Jid/lVs8z80d4p5vxZvqQ9+aT6plpryXJtRf/EXw0d2izw4UvHSb4K07BX+9S/1hcsmfaNEfHhlNf7D+FPnsJ+TMY0h7gqQ/SS79nBQ9sa/uNU79m5A/90Pla1LDK+r8JKPgrrGml/pbn54ef2hu8kiPCQO97BYDT1D/dFWPWDczMubflI6sviDoOZphREYbyhaJhEFtDPXrUAch8ULihcgLBQPFGoRh5C0gb5F07LAHrvxsaOuNblfONCNfiqW0rhSMeiumw1+0Lz9RM3ygqA/nuyD3Hh/a/afecPKlNpzqQJYFOW7keJEfQGEQhQEU+lAUQFkQRX6UBFF7BbotSAMQOVFhJWI/lB5S4z2ht/9qMnK4OcRrCCc0b/KbIhylBWXzUDhRuYjMMZo6gPN9OD+GlGkUO4lsCxVrKAqiMITiMPKdtNCF9CmUL8c1MoebI6zUXnq+i+TNJjQE/tns555sImlOpLpwzoKLq0hzIt2PXIZUbKIggnQ/0v0oXYd0C4276L5GereTu6PPTq5XW9d7o3uD7muD4c3yJeEnuvveK6XphhtzdYcL6g6fFZx4/jPOy6d4T70V9+IXN73wdeLJnKN//Jx3WnA8u/7WktZ/ztQ++uZ37DfPsd5MufelvAt3FbUivwfCWaLyo86Pvi3+yNUTHf4DRd30iwby5SgyQsgIIZ1BdgwlmyjdRlmUqNa5eubxsehPDTPPDa99MLf7fv/6k7XzB9PbcKoVX3WQlGVcdOCCA5k+pPuR6sElGy2NsPODJHUl7vIsuThDMxdI+iyp8CSoI5z0KZoycZNikXOhh37aSz7vpedGcXqcXrKTi1acnSOpVpybw/kRcnkcKRPInSOFi8iYpfkW5CzRIjvJd9J8By1aJEWLROCkEgtVrUK9TOqstH4VgjkqsKB8HvnzyJpGwSyqLJC4UO0klS4icaB0DNWLaFq7ZXDzlG2nwhY5ZZx6srL9sYqeG7/UJH/VlJDRf1vxxE+rp541WFKn1xSOncz+5Te0o7/TWn7a7H92+uqb01dfGNl6ssXBTTOS6nmu0EILLCTLjs/G8EEvTk1yUm2sL8fpJScueXHRjYt2fGfDNxacsyDFh/QtXF5HRhQl66hi7m4OyHyDwzMPzUzS1UG60oHlblh7iWuAbW1LXmwgq2bMGDDThCEdBnToMaC9CW1mmFvQbkRrC0zNaG2j+mZoG6A10BYjp7uXtHegox39A2R4hNPcDFPb9ZYv7e6lM+P7pweSpvpvUAlISwPtHaKLK7zpYTrVyzE3wGiire10aiJxaoQ30sNqa0ZbB2nroROjbOf8DbODx1cmD0SttzqHbzBUJ/9N9eG7mrG4FAvKGBT6aCXDkbnZretstQdF03f0RE469iT2vaq5rfL5dYXt6t/mt3NmY2/3r/5ItwKtjTMcfWz+6suz62cWtn4pXkD2KKc3dqIjdHOb9+7x4HPTXqFrt3wx/FTzzIMdrsMmNxqc6GDQyaAzhJG1Gya3/7y8l2PZOjPgyJzfesPsvrF04KZ6O78piJZ1NKxDH4HKhVo/NYZJvRVqB6vex/2k7Mjjr1U1jWbITB+mVo8uOP5db/6nI9f/Olz39vY2tq/qR1ayDVONY67nPz5Ln/6SW+OA/rpT6foxJgY6Lxp837uC/wNcg6j3QOf9H4D6H+t6cl5dENoQmqLEHN3fHKOaAGoj0ES+56ssBFEAohDEDCQRSCOQRCCLQMJAHIQ4AGkIoiBVbUAchiAEQYAq1yDwke9tKQEoPUTpRvECBHbURolhC3InyqaRMwaBk0jDEPogD6I2BLWTqH2ojUFx/f8oSxE8oPcRjQNqL7TX72YEvh85N8a4rZsnWmMPmpnfdW48Y4r8zOC7WWvn19pYBg+td0AxD80ytC7Uh1AXhNoJ2TLEqxA5IHJA4YHSBYUTKicUDsgdkDkgc0DuhMyJ6iWUzlGFFwofFB4ovEQXJeowFOtsTSRB5YHcB4kPggUiXITQgWo3Kp2Qh6HchCCCCj+qvJAHIAmimkGRH8UBlAZRGkNFGKVRFDH00gA/pY97qp79Vyl5voj+sfRtSaNRdq6r+p33c9+8Pfe9m8revlX45u1Vb58of+Wm6lcPVPzxt8OZd5a/xTn1c27u71Hxewh/h6pfo/o3Sbp3knTvQPLsT5Qvqw0vNhTEtxVz6y4navPv6NL/crL3VzO9t3c3caTyW0qNObKxvlHfWtN86CVxR3xOB4qnUGmlQgblIYgDkPghcUMRhNADoQ/SEKoCRMigxIbUGdpwBUI3LZqh0snHekOfDYc/73L8qWbsT/qV14yrP64yHkhrxrdmUulIaN66ZWDnqGAWnzWQlHnkuFEUQmkUBSFkeZDpRGGAKLah3IAyShq2UMtA7IXUD4ELYi9UDJG6D9TY7ulwc+odPEP4ePP6Ca2XXTKCimkiXEbBBL7rRvoo8leQ70NxEEIGsggqGVTHUB2hNesonEWZlUq87PogqZxmp/WzU8Zo1jxH6b27hTmU1kVP95FMFy7bccGO806ku5HtQjVDq8K4sIKLFmT6SOkGVFfRsIOOXbTvoGPrzvHNVNvVjvC18fDVCeZKW9j1Vcdbf605mNl2PFVzIEN1OENzIkN922XJiS8z/i5F9o8XpMc/ucz+LHd/muaW85WJX+Rz3kylr52jb56+7c+ll39UbKJZg6iah9IB7TqMO+jcON63fl9X8Ihijn7Vjo8HkBFEehBpIeREURhD8QaqN1G7vb/3yjNz0T8PO0/NXTm/sPuCwX6kdAiZAzRnDmU2FIVQGEWOC/kuZLuR6yL5bprnJeeWaKaVlTlHU+ZJvoUULrMVLq5kKTljnJc2eUS5wDrbRk+Osj4doqcGyfkZkubEt/Pk3BQuzeDMFLkwT9IXaeEqiizIW6ClSyRzCilTpHCFlLlIsZPmL1JNkKi8RGVnt3iPDcZu7Vu/0eBml0/QykWULKBwHpljpHQREjetj0FopxVWUrpCqleIxkubgr+eu1LmuJreOvnbYt2+0+qD6X041Ym0SeRN08IVZC3Q0oUbhcOvti182710btD+Qavlk8Fw+ure5bnd9/s3/tTq+ZFq8ie9kePSWZxtx6lR8vkMvpvH+SV62Y5vZkiGk2T7kOZGmhvnXDjrRKoT6T5kbiJjG3lbKPAgb+Jh9ezfRkyDs08sznBmuslsBxZ7YB9jzXewl9p4CyYst2HOSJY6+d016NKhoxHtJmJshqkJ5mboDbS+8Uht40Pq5ueb272kAAAgAElEQVTVLX+pbf7I2P+Frvfnta1Jpj5uRx862ki7mfT0sk1G9LST3j46PMRZnb7JrOU0ajDQxZqc4izMx4/10A4DadSitZ01MMKdmuSMdmO0lbbq0NVB+vuJa+W4bfLWibZD9okbvJM3mxU8afW/5jYbb0rvQa4TJQwKwihhSE2I37WNovl99a7nhgMn+x1F40HhSEA46q8a95ZPbb7YZH24dfVOg5PWWX46vZ3muZY7EyiY3/hR6SREq/G9m4dbg4cHgncO+U7ZdvJX1p82zp8wLBzr8hzsC0HvR+sGuqMY2jgytfPC/O4307HTk/4zY/53O53Hy4Zv1XuOmRlq8KMxDEMM9UGoHajxUWOU1jqINsitHKSPvPjOueq6jtX3L1aU15k2ruzu7e3t/K/ORvwfwvX6n6vBWGnLnLhjWWgaOPz4S7zztVQfhJb5/q7h9Wj06zbg/6BcAzD4//31f1UB1Aeun8tHXQi6YFxDMLH+eih6BBoG6jBUYSiY71dupGGIwxAxkIS/r+vQFUchiKA8iNIASv0QRSBbgySIKjtEDqLysTVB5M8TqQ8aBqoQEdpRNQ/hAlQOvs6PgjEIHNDFSEMQ4uXvU2uu61eJ/4DOE1fjgMILtR+1PtQ7obNC70ZDFC3bXPPWUVP4AXPoiWbv7Yrpg7oVjtbKrbNT1TLkM1AvEr0XGi80fqidUFggs0LihNgJuQcKD5QeKN1QOv6DeBXbIFpF+QJR+qEKQO6F2EUVPqoOQcpQzdr+mhCRe6EOE6kVlQsQu6EIodoNUQjqbcg2UBVApRsSPyQMBFEUhJDDoIBBQRCVPggYFHhpiZ3kWTlVLlqywkubxuetvzG6Gru05qxnGw3nn5J8d2fxB0cv//p4yq9uPP2rWzKfviP32QcF791w6Rn61oP0q8dI8W+J6CmIfwvxH+J1bx/QvwXJ0z9UvyZqeqOpILkxnarPENW3pC6NZxb/cLztmWbdnVWqh0Q9+jHf9rznmqTH+cuK0biiSVRbIfSiyIVsB4rtqPJA5CLSAApdKAnQSgZZq0ifJ7krSFtgiRjkWJC7BD3D7di8xRw4Xt3Lu6jfXzh+oHicm9pDLoygcAmVDk4ts6/vCq2ewheNOD+NHCcqIqQ8hgtWnF1GhgNFAVK7i9oNqBnUhCDzQOwltWu0Poa6MOo3iC52rD3ywESE1xmNa1u/pSV0s3qBXdQN0SQqxlglY8ieJEWLqPKgOorKCIRhqowRqRdVLmginJoY0saIPMBu3KJSJy513C1f5l/qJ5mLR1vWf9LgwMd6enEB51eR5kCqC9+5kOFGkRvlPqQt46tpnF9FHoPyLch3oL1CzFeJaRO1wbjOjZ/3Ravc14Y3ro2Hr4zGroht0q+a7vu4Oi6l/lha/cG0+mNn5UfOiQ59mstK0Rz/WnjoZHH8F4X7UlS3fpIZ95fvyBtn4l48e+8HRZeerOpnZQ4ga5RUWCBwQeNFx9axvu2/ru5+ObP2e6OP9XkLPupHWgBpAaT4kB1GLoPyDWiuQbaZ0Lz2ycpVwep2wdxW2tzaH7QT3IpBvtZFK6YhWYIoQKoDKLLQQivS5pFjwZlp+s0kvTBHC6y0YJFb6GQVrNKsibjSmbj8YfblQXb2RHLZJOvbLtaFOXpmipwZI+fnySU764KFXpyh6dPk8gLOLiPVjnwnMuxIX0bhItInSfoiq8pDiy2kYJ6tdFGND3I327hxeGjngYntn3TH7lIu0JIuVI2jdBKCeZRPQWgnui3UrRGFnad10sp5Wm2jal+S3vbx0tWznfZfZ9QnfSvnZJjj8weRPYW0cWSN0vIlFC2jzI3MCZLSfUfx1B9ql17Wz3zZFzzT63tdO/Vmk+uTHua5psXftTlvK+3Hh7X0zBS+mMfXi/hygX5rw7dLJN1FMr3I8OKyB2cduOBDWpgUbKJwG2U7qNiBOLpfbz+9tNEw19o/9fjyMG+2ncy1YbmfOMbjVnqSlju4CyYy1YilTv58V5JJhVYtTA1Eqz9S2/SgxvyQ2vwzTevbTUMVvfMjk07vlIeZCK5NhWM91p7G8eLa3g8Vzfd29vNHhjk9Hf8Pb+8V3Ph5Zfuu7wMa5O1U3S2pFMcKlmss2fLx2B5bnuM0clDZM7aipbFkWbIlB0m2rNA5N3MOIAECIIkgEAAB5gAwNHPqbuZM5JzTH4Fkk91s8j6w29Y5N5x7p6ZO1fdCsop84MMPa++19qL9XRjsI529dH7+gGvuwZF2unAt9cognRjf03uZ9OtIVwuGB+jYOLt/FPNzdGWCzF7GFR2u9sO4vM9rfsx49aErray50YMDHffW1Hy3brjtZ8IJpM+izAvxdShvQBVLGbrJbvCheCG13fGvvfqTXQuFvQv8jllR92LlmDl3kvlC7dLd/UF2q+MLw5F8/7bOf12jj3JnYk+I56g2SLrC6PSzJ5jnFpMZ+rXXeqwP1C3SVjs63eh2ozdKxm+SmfUH56+/Yth+bzr51pjvg2nm3fHwP0pHn2y3PDKcoLootAy0CWiTaAmjyYd2Bt0M6jwpzUH22/lf/MUfGgYNOVXdp4vkeqd/Z2dna/vW1vb/F7PwfwKu2zu3dm5dv7XTvxQo081q53wfZFbih79NVRmgXUNHEO13hsO7g2Jt4Pa9fm0EnQw6Iv+vZA1CG0L7Ll/DaIygOQxt4Iguzqpn0BRDQxQNDBpiqPsMX3fLcBQxKHYnt3HI45AyqAxDFEEVg2oGijXUXocqDlWEKIKQeSH2oNpLmhJU40GNizYmoPZB7YbSx9IEkDsJ7hLqAlS7jkoHKoyotEEVRF0MtdGUJs8RbQAaP+pCaAigxYc2N9p90DHQJtCZYHVHHxqI/tvE2pebDQd0VtpmpzUGlspA1EtoMKLJCbUbjUE0uFHngsYFtQcaPxoiqA+iMYT6ANQe1HmgdkPhgNxBlF7InZA50cDQ9lXSEIHUBZmLqH1Q+qAKHWqN7dPFoQ6hygbRbhgpDnEACoY0b0G5hpoEqsO3Z+nKNVQmUBwBLwSBC7IIlOsoDaDYh3I/0TBUm+BU+XB89OnRZKNpoTPnuRn5e9nNmY+cf+Xgx9957NIPP3fhJ08UvPYvlX+85+gzj597kf3GP5F3v07TfkAKfojKn0P2Eqn/1eH2t4jq5QeVrxd2fVyZ+WD5h+yyj1jCo7Qh46Do+F7Rpa8M9b3R3PvKVeeCPrIz412Tjll+3aTfL5yBzAS5AxV2cN0os0PgQYULfBeKHSh0oNCFdCPSDaTchQIjylyE60Kxk8gY0rLO7kxS7hxO9SFvHqUmWuaDII6aJGpDe7oih2fWD2j9ODOEU1PIs0AUJoo1FDhR6CSqJGoSqE2idQ21QSg8UPkh8dCGBOpcUNtQ76ddzKPDsUf73ZzLwZS+1fu6Q/vls7TiKqfODNE0qubBW4RAT+R+KBOoTUIaonI/qTKjzEA1EVS6WTVetsZPZHaULh+p9z43ndh/pgMF5qcGbnypcgrHBpHnQrYNeR5kOnDBiiI3KoIodCPdhEw78r3gxUjVBiTr0GzQzk1S7wPPiPbknq7ET2dWP2VuTa/uDPqDeRPpp7ufeF+UUqD7QmHLw3/Mp++XphY2PnKmip6VpH5QzL4gPvBRAevDUs4fiuhLx/a8fek77wu5Txe33SNYAHce1U5II5AnoV3lXN18ybD9aWCneCHySu38nj+34ug0CqLICSI3gNIYuAwECWi2ULdx7+VYkWenP7CtXkkUXLX9sv7K3sorR9oDKLqCirnb/8QCG3JsKLLSQjtOTNK8JVpmJEXzVGJmq/0s0cqe8hlaPEvTp0jG5IEqy11cAz07STJXkLlEMlZImoGm22iWk2bqadEKKbKSQj8KPCh2IceOTCNK9URkpQIHLTEgb4bKbETjRdkikVpJR5Ldu/ZQf+T7Y+tfVCyS0m7IZonaSuodqLeh2Y9GBuowpyue2mRni6ZJ1QJLbX1kMPjatdAPBP13XdCQvI7DVYspwhVwF5F2BQVzKF+G0IIyDym3knID8hZZOVfZ59vuPt93V/rw3vy+u7KH7z3T92Dx8JGiy/RsKz3Vi08m8bEepy04aSbn3ThlwVkzzlqQ5UO2D2UBjiZBqgIoC0O6Cc0GtNcfG0qedG9e2d4atnNN9icNQ7AMEFMfrKNwj6eYhw7Nd5K5Dix2k5UB1kwP6Wndo254VNH5cse0cNw1cc2/MhGwLkQjBuaGIbKzELo5H7m5wOzMR3aWozcN0ZvTfn/j6KnBmbsnpui1YTI7tbdRd5em7fMri59fGT4405My2s3StaKzEx0dGOqnV0bplau0fwQDo5idIktXyWI/mesl5tkD9oVDoZXHLIMPDDVxGlvuU+lerx1pe10yx06bR7kPFWFSt0kbGKj9eyZuEZUbeQsp2sCry6uFI9YL7SMlndPtC6Eu+9p7vZbUuhUyEscw8+OljdrwVrOFKZ8NXZqIPD/oebTPd1DnTukPPDWTvOTcSV9inht07W8wQuvBQAAjQTqR2De3/sRC4k3jzT+Nh18ac742F//95OqX5XP/1GZ6cihKdwWrdhXaNWjX0BZDSwRaBp1R0ho8mD+w51uvnxI2K3vn38usarw8cePm9vbOrVt3zj/8r9j6nxgL7wZfd7b9yRufDuklPXrdhOOrv/jdng8qODoGHX5ovWiLQhuC1n/74LA2CG0Euii6duH6/zwT/htftWG0h9EcRnMEzQFOa/hACwNNAHVh1EXRwKA+hjoG6hhqY1DtrhKjkDGQxSCLQxqHLA4JA2kMkhikcSjXUZOElIE4BEkQVQGII1DG0ZhAnZ+0RUjHGmpsqPFBFoPcD66elM7QRic0PvBWqGAOpeOQWVAXps1rUHvv6Yiymvyo96EphMYwmkNo86PFgwYX2oKkK/YPo+vPT934ptaxr9XC1vlpm+9AV4hq9KTBgiYPGkNoDKHejZYg6r1Q21HvgcYPTRCaENR+KN2o86PeizofFG6WJgyJB8oIGmJojkETgMqL2jsat9aX0hg80h6EYBkiG9QM1GuQJ1EVQE0E6gSkUShiUDCoZdC0ipZ11MaJPMLWMIfaoocamUNN62yeGxl6VEVIwyptipOiZXzc+92+cLPL2lXwev1f/rldl/XD4rcPn/v550tf+Lzw+W/XvvcV3pv3Hf/x5878gnX8BzT3p6T0Z7TyBSJ/lShfgfy5Ay1v0bpXHmz8TXbH2aLjD+S8TfL+SEv+sqfs4yNnXic57x4Z6HqvdTh7PhRaDu4sejdrxy1vaCZTykYhNaBSD66RlrtR7gTPA34QFX6U2lBsQaEdRQEURVAcQq4bfAZlDEqjEMQhX6eq6+wSK85cQ7kNqlUoNyFjIAmS9vjhmdVHJyMp1XM4M4TzM8heIhUeVt0aqoOo9BDdDVq/DpkfDVHU+CD1oMYPsQfVbohtVOWiDZGUtsjjXd57uqz7eyKHu9f2tfmpeJFWrdCyOeRfQZURQhP4i6gyQxGAMgCeCeVGVNkhC0MTRX2I3RGivCkq1hO5NUXueKh4JPVUD4rMnGrb4YIpHB8gGUs024SzJpy14IIVBUHk+5DhRJYbhQEUh1AeIxUJlEchTkAZAd8MrgOadbRvpA4kfm+/0Z3YGY76T/e+/efWI6dqD2Uo7z0rOPxeHuec7IFc5QMXqthnK1L+mEn+kMf6UzHrjRz6eubdH/HeOq5WfbWoneb0HJa6qMhMpB6oY2i9zhneuWuM+attS2q+cbrP/i8lnfR3DTi+gMIYsgPI9qEsAS4DfhK1W2jffHI8KQxvX3atti0HK4ZWXpUNPCAYTRHNk/yrKJpCgQW5dhTYUOiAKEDzXTTfTqVByrOSsrm9KitVOqjEsIc7kVIySzOmaO7ygVLD/vRFcn4Jlwwkz4xMM82w0UtmZFhJgYMUmlDqoCIGxS6S50ChFRV2InYQgYlwTchbIQI9agxU4aJSO2kKQXsdXdfvGV7/3rXNx2rmKH8M9XbUO6F2QG2D2o4aG+QO0hDgNAZTZWai0NMe3+cnVx9uXqEFXbRkkJaNHRJaKN9NSpaRdw2lK6iyQuEC3wW+FeVL7Go3rTCRnAmcn0W+DSI7Mufwh15ycphcGqaZV+mpMXw4jpNGmu6mF5wk008u2Pfk+8klBwoiEMc57fEnxjYeb/HQCiO7dQ11/sMjibO+W9ObN+Zjg5PWf7MspqwMwDQAYz/MAzANcpb6Dg80kaFWsnL14Mwge3HqsYa2Z/uWWmYjweXQxpR5bdy9NeC52WJONq4wXfa1Dn1w1Bab8m5Oh3fmma35yK252I3eFXnPtc+NjmFp6b7O/i992vzz4YmfeG3f6G1k6dS43I6ebtrTR4ZGyLVxOjSEvl4MDpPRMbIwk2qYSrFMpMz1wbV0T1D/cGDm0bG2Aw21X9QO5lePLTwrnqMX5ki5H4IgxLFDbWt7K41U7WUPJ9mXYxBYHuyMvjsbOdF87URdX7luUrcQatfH3mqd59QuYziOq8nn5tbl7rWqpWDOLJO/spFr2Ti1svaXpRuvTTB/Xbierr9+YTnxu8noF7qdB4ZCqZPMPfPrX5i98dTM2sv6jd/OxH454n5nKfbSRPjzspkvNpgfvRwlXUl0rkG7Ct06dOu3jwNq4+hMUl1wv1LP+uknP3z7fMNV60muOr1S4w7FdnZ2tna7bLa3tne2/+sNTTs7u/vcrVs7O1NOpqxrtnnSyVdc3vvt1/aW95OuGDqCt9G4C1Hdnaa53Z7XjsidwxGfff93cN39JS0RNEXQ5D+gjbLqA1CHoI5AHYWGQV0MmthtvipikDOQM5DFIGEgiUEWgzwGKQMpA3mcqK5DEkMVg+ooauJQrEG1iaYbaN+ELkmHb9LRLWgMqLdB5qa1XiidqLRA6UK9HUoDZHpI9VBZUGMjzatQBVObvId0YTQ60eBCrRd1IbQE0ORCkxvtDDqTe0dWvzu7+USj8WC9eW97iKUNs7V+1BrQYEdzAI0MGsJoCRJtDC0hqEyotULjQUOENMWhDkHhgcaHOh/UXqi8qPFBGoEyAXUM6gg0ATT4ofajNogGDxoDROM5VGelVUuQutGwSpq2IU9C5IPQBYkfqjBkfigjrJYEu56hqsC+Wj9LsHywWv+EynJXxSRHtEjyZ8G10tp1UmZjZY9zPu7Am9J/FvaVNLdWHvt3zbtfulZ//GTt8W/KPzrC/eVDghefkrzxnbZj95S9StN/QnKfpfxfEMmLRPUaFK+RmpeJ+LlDyjcPaV6/R/nipa6zLRX/orm0p/4i0eaktucckJ0g9Vl3t7UcnXbql6I3RpxJ4aD5rZprj3AHaeE4CheQMYOMRWQZUWJDiRP5ThR7UGxHkQN5HuQFkRdFdhh5UfDWUJYENwZ+DDWbqEqg2IISB6piECcgDEPsgtxKelYfXNl6otNE0rW4NEx4JvBMENqhDKPaB2UI2uuQhSC1o8YJkRNVftSEoAhA4iJNCVrH0NowS+n9YrvrcLfz0HDyQDeT0uiglcuo1KP4Gq2Yh9gGgQWiFUgNkJqJwIiiZZSZoAig8QaaEqmDa/tql3BWS6vMh3qSpOgK58zg3jwTimykwoeCJWRN4NIULi7gkhNnLUi3INONDCcy3SgIo4hBYRglIZRHwA2hgkFVGKIQBHGIYqhNko7NxwYif50KdEUj+UN5f2p44l0R5+0C8no6fpXJeqvkgWPCrx7jf/m9/C+9nvbwr/O+cUz2Vtnl3PLOT0839N9/rhOZU1RoOCBzQ2CDIoDOVfbEzadN21/qt/1gNPxKf+DbtYuHMjrxThe5aEc+g0wfcvyEt4ryOPhxaLbQcfPx6c0P9Am1ZbXLGOX1zbwkufywZBS5fcgYROkUhC5SHgDPBaGXSKK03MWp9nLEXnbJyl2Nni92+A5WLe6tXqFpI5ycWVbRMjtfz7k0uyfLQIucJNONXA9yXSTHRdJNyHOCF0KxCwUOcH0oD6DIB74XyhBbySBviZTb2aoEqTAR/hKpclCNj2rjaIoTbez+sY1vX1t9tHn+rmYrS+mCzIQ6K6RmSKxQOqF2kuYAUXkgMJAW38GZzW/NbhysGEJBLxXM05LR/WIDykwoniPCBVrphMwHiQ9CJ7iLKF0A30HKLKR0EaXLqPSgzIhSI7tgBafG2HnGlBIH+fAK3r2CswZ6xoTzFmS4kGlHmY+WREh+CHXxw5fD/zqx+rOpzS8NMPu7/Kg1fP1qXMHsDDq7+qd/urxySL9AjaMw9WK+lw5rj/R3PdPd83pz55utvb/pn3y7+fKvuq9cGtMPL0VudOpjxd3WP8im3qid/EXN1afK+r7dtPz2RLh41tdpYS5bE6Ph7bnV7dnozZn49lRovm/+2ctXHugcfr6u96R28o8Lpq9bFh+vV+JyJ0YG0deHkVEyMorhYfT3YqSfNTxIp6f2rSzcu3Rt3/wQWRmjXv0DjOmrxoEvVpffr+y6VHXV+I2CaVqkB9+PMjckAVq7RkUhlDppTRxyJxQ+Wuv7l/mN/5iNnpkJyfSxAdt6q5FRzIc/6rYdrjOQsSRGY68tb3xqj3FnPNkLseyl64XL1wsWGZlzo8Gx1urZzpsJ5Sww+Yurf51jfr0Ye2aaeXI69vVp5hcziRcnmJevhT42XX97Ovk5xexDDYaHe8Kkk0HXBnTXoUuiIwldEp0JdCWgi9OedU6Li/MX3t3fe0PYNiZsHP0wRzIwY9y6oyu3t7d3tm9u34nP/NfCdWtn92TTzi1mc6t5ysbrXOyY87/2cQZ9/pP9bR50x+/U40TRGYM2gvYAtCHogtAF/g7Ov69jQ5/Z0QY+w9fd+XAErVG0hjnayF0dMdT6UR9FfQxqhjQwqGc+w1cG0iikDKQxSOOoiaGGgezON+VxSGOQJyBPQBpD7TqattC5QwduPnBt88G+MG21o8PL6Y2wVWYiNhGZF6ooaY5RpRUKMxROSKyQWFCtR42T6lZpo/tuXZi2edDiRNUSlA60htDoQ0sU7Um0MeiOPTQWf6TJdFBjTW0LpHZGidbLavejyUG1YTQyaI6gLYpWBk1BqB1QO9HoRqMH9QGoglD5ofGizolaJ2rdUIegjEORRF0CmiiaGdIWhzoIRQB1ATSFoPIerPPslTlQHYAqiaabUK2jOgS+c3fhBzVDFQFaNk8vDdALvfRMB/2ogf1hY+opHTnaSNIHOeIAqYpC6KVVjpQyC+uDK+RE78879RVtjZUff7/32JOLTccz2i48KXybnfbTfUX/9mD169/sPXFY/gblv0jzfkLPfYtmfR9Zz5DsZ2jhj1nFz+7N/NG9pc+zcn7wXcFvJLpL9TVvSvO+XH1uT2vBXZq0wxVnH23rlZoTN5eYW5Ip6w9FffsLx0jpDNKmcHIax6Zx3ogsJ3K9yPYhw4UcH3K8yPEjK4DMAHIiyI2igEFRDLkhFIVRzqD6OqpXIWRQvQrxKsp8yDWjxAS5l7St7mn23CueZ2ePIWcW1V7UBKGOQhUh8iCUIdRHIfNAbofUAZEbYj9kXkjtkNlIG0MUXtT6OY2BZyaZb0xE9/dEOB1hjkSPwmkqcZIKK/KWUG2F3AaZDXITRAsoWUKxASIr6gKsy1tsbfiLY6sPiSZIRj/hLXKkJlzqZV8aYxdZUWBHoQs5VuRbkG5AuhmZTlw0I8OCDDuyXcjzoiiMoggKgygOoCwMbghlYVQyhM+AHwMvAiFDNNepxvqo6ur50YXaxWneWPmbvK++mPPYccVr5+ve5/aXdBlGOpevXDZNNEx1NMyNaGaWef3mX1YOHzmpw6VlFAVYZXZOtQOVXqgYMrj5kH7nJ4trDzQvpHQ67tX591Uv4y/d+HCGZPqQ7ke6D3kRFMdQzIAXg+o6Om4cubL+s4lo7lKifNJzUjf9tLTvoGgElwZQOg+pFYoguE5w7ahKgBciXDOtclCuIYW/dE+z63NN5i/UrhzkTeGTLnp2kuYs0LPjnMwVjiRK+WGcM5OSIMr8pNyDfANKrRAEUR5CiQ/FXvCjqPBDEWK3XiclLsrz7akK7hH7aJmRFFlITZi2RqjEQuR2to65qyf23waiX2rXP9Rs45StEKGB1Nn3aYOsGgep8aIugDoP5DaoPeiMHhpJpFbP4LwW+SMom0yRLKfUrKB8mlYZIdLTcgcEERTZUWZF0QpKDCj3oNyLEgsqnBB4UGwD14FSC6fYjg9H6fkFfDSDP0zhrBmnzbhgQ64HBV7wA2w+gywvrWG+Mn7jxYWbz01vfGcwcF/dwl7Zyu+WNoc3d4bdff1Xf7g4vXdmnDU/SK+1HdI2f6f5clr33Fjj/KJiYbnBZG43mNvmLdqlUGG3+UXe4Fczhw6fGsGJQZzqx5kRZE+jwfvw1dhF93at60azeWMwtD29trXA3Jpltvuds3Xj73aMX5gwjw0YG5qvvTWtf+rqyP6ODowMY2wYQ0MYHsXAEBkcQJeWtDWlaDSchgZOV8feId3+oRaWa+mhsPlR28QTWvXXFC3nPxA3PHaigX7STbNmaLkT1SHUMqR2DaIYKlchiEMUQC3Dvrz+xdm1/3YlcNxyXeXd7nDtyJYTMn0sf4b5WoOJ9gb3TK++brnFM1+vWIyXrqyfmmNOzjJ8041m/8ZUcrPP5ms0MDXLEfFyRGBcv7QQeeeK69lrvpeX4v9xzffWNPOJcf1308y9sjlULezThVldMWhj0CZJ23Vo49Axt7Me2ijawqQ7uZc/QL/9yu+zpY0jhqNZ0qqGnsT65s7Ozp1Z8Pbf/ML/5XC9tXP7b9za2tlZCSQru5ekw6aGoaUv/Pjt1FNSVk8UOga6MDoj6ElAG0GL93bw5m/g/JuLWBeGNvj3H/1PLuL2ENoiaIuiLUJaAoc6GE5jCJowGmJQM9AwqI+i7jOb15ooFHHUJCCPQ5m4LWelDKlJQsygKgp5ErIEqiKQxaG5TjtvpQ7cOKg2760YA/8K1PMdgFEAACAASURBVK49LQG2bJnwl2iFhTb4H7p281GVjeRdhcQCmQ1SE8QrqFqirX7S5EyVLd7fzbBbfazyWVQus7uiqLOjOQLtGhojpD1OOoOkbpmt9aZ2hO/rZmibi7a60WhFoxMqD+q8aAmjLYpmH+qcaPCixYUWB+q9UHlvy9ZaF6n3oc6H1ghtX4PARWojaGJIS5y0xFAbQI0LKhcULohtHJXzSH0I1V6Iw2jYRNMtyJIo90MYRk0SsjBLYOEUTXNyRzn51+i5PvbpPs6FYU7OFVZG356c0T0VDlLJoCIAiZdKQjizsF9kP+XemfIYWjN/3H/2yfn+S+/Ufnw4+xf3Fr/AKfnpkepX71P+5rD0dSp6iVQ8R8uepRU/Y/F/zq54gVY+T8QvsAXP3a/8LRW+SLnPfUtzOmu6sXu5t0J0Ulp1XMT9i0xV1Dc3M6r3tk7afl/V/rm0VpwfRtoMzs/i2AxOrJAsP3KCyAkjO4rsILKDyAoiJ4y8KPIY5DMoiKGAQX4UuWHkh8GNoWINwgQRJFGZhDSBigAtcRG+g8icROpDuf6Q2JVSbCVZS2wFA00EqiBqvJC6UONCjQtyF6kLEakfighaYqgyo2QWohXCN6LUDJl/n475p7Hg5zsdVGmjUgvhzYK3BJEF5UYUGyB2QOaF3EOkVlTMQ2CE1E/kYdKavHtk4+EG4yM1yylpIxyeieZO05xrNO3KnotXUovtyLEhy4x0K9JtuGjCJQvSLEi3ItOGbAcKfCgMIM+PggCKgigNojyM0hDKQqiMoySI0hDKwiiPQBVntbn2q6e/WTfFXWLmNjabLIO1k52T/vA8k1yO3dAHt4etTLverZy0n2gcfzq79cBHrTjTj5wpFNhQ4KWljn2SEBFHoEhAu3bX2I27lUYimUWzncpMSB/B73txTI8sLzLdyAqgIILCEAoD4DNQrqHtRspA8mtDge/qDN9oW3hKM3Nv9QQtukZFNqoJkt1PIaUGyDyQMyh3Eb757mYmRaBnVS3c1WQ/KJw7Ipzi5AyRYz30/DQ5O06OXznA8+0RM8hyIN1KhAwEYSoOo2AZ5VYI/RAwKA2g1I+KEKr97IY4qXCiwETFfuQbSMky8hfAdRN5mCrdpMKIGhsdWt2jCzw9svr1VsMB0QQEK+zW0KODiX/UumjeFSp2Q+WH2g6NAxoPGtxEvICcPhROosKIKuOR+gC7xgmxFWIvqfaC60KZDwWLKLag0IsSL7hBcH0ocxFhEPwAiry0xE8q/JxyNz4YxLFxesFGL9jJWTNOmUiag+T7kOOhOS6S5Ua6mwojd9cGHiybeaBw/F7uOD2nJacHftTpr/ZstHiYbmtn//QHHQP/3t77asNgpmSg40Tj1R8UDT9yvuu+i51PFI58o2D86ZyJfzw9sucv/Th+FSdmcWIJZ0w4a8JFC3LdqAzTjuR3pjY/MG0J3DuNru0e/9Y8s2Ngdq44PK2z2hGHoXN5tHlKPmAoHJn/bk83a2iYMzScOjKS2t+7p6+P3d+3Z2CA3dWR0lh/QKlkqTRsnTa1R8sabr9Xf+1x+9SDw+1frtb8+VLnxJEzg/SigebakGsBz02kIVRHUM2gKo7KVZRGUB6hTTfoyCYZidw3wbxn35K7dxSGDenKmsp2Q7CUeP2yfZ/OknKVedZw6wPTzWz9RpV5K3OBOTEdEFh22nzbE7E1dVdj9/j4oD1Wt+Tnz4c/vup5bzr4p6X4W1cC708zZxavfzCf/GKjBcIlNITQsQ5dAu27JqY1aJPoiKItjPYo6YpBx+xvcbNePv31X37ScMWQVtl6gqtYcfj//1PyPwnXnZ2dWzvbt3a2d27t7CRu7Qyu+Mt0s+2TvqLqVs5/f2m/eIT2rqErhsth9DDQRdEaRFsIbSG0h28fFtZF0cH8Ha5tAbQF7pD1/8LX9jBaw2gOsFqChzvjRBOAOojaEFRRNDLQRKBmoIzccQ7vatYYFHdEqjQGWQKVEVRFUc1AzEAcgTgGeRKN61CHUbwCnh4CCyq9VOwCf46ULiF/kah8+5oDnJxRWjQFlRs1LshNqF4Gfw6iRaIyo/TKA3U+yjMS7jIqTBylC/wJUudEC4M6PxpCpG8N7R6i9e7vYz4/sHa31s9qsZNmM5R6KG1QWKF2os6NRidpdJE6J613EI0VtW60BGh7GGofqQ+hMUS0UTR6SWsEEicUXtQFoAmhkUFLgjSFIbdCZIHYSVS+u5oZKvdC6IKSgfYWNBso8qIogKo4LbPTtAlaPEP506mlk5yjrayjjanpfZy0QXbaIM0YolmTVByAkoHATQQenJ2/T+IQhnaml0c+/ehLV7L+Wa87fqH13IPFv3p2IPtewRusvJ/tL3v+kPAVtuAlKnie8v9tj+g5juA5Dv8FWvkylbzMkr58f907e2t/A+WrkL6wX/z70pVpQ2y7bXRJfflq3eC4uvdq3eWpLFnPUx/w2e8q8GEPTozj4gIuGEimn+QxyA4hL4rcCHJCyA0jN4J8BoVxFMRQEENhDAUMChgUMiiMoohBMYOSIEqDqIhAHKOiCAptKDGhygppEGXWwzUhVr4RxXpWexLKIKp2+wddkLohc0PmhTJCRD6qDFNtAtVGlM9TpZ1KvVTmSW0LP97l/+Mc871WA3jzpMJAlVZ2rQ8FU5AtodYKiQvVHsicUDghd1Klhyi9EDpoHXNvU/BewTw+aSXp0+xyJ86Mk4xppE2xMuf3lbiQZkWaFelWpFlxyYJ0G7LsyHYh141iP0oCyPch0428AAoCKA2iLARuANwQysPghlEaQWEQZVHI47Q9SVsirNboD8ZiMt/G4vbOyvUbK9FbxtWdBV+8cXjmTGPvb1RjX83tZh9rxalRpFtR4kWFHcVOlASoILBPzECSRN1NqOJEHSZKD22OQOVBziQ+6MDv+3HShqwgCqIojqE0Di6Dkgi4UaK4Tlq3aN91VneQtttpm43KF2nFNERLtNZPhDZSaqAiJ+HZSEOY1PshtnIU7kdaw5yyCQ5/cp9ons2dpcWTNPsqO32cnp/EuWmavnyfNIEcKy6awA2Q6gQRRIkoggITSu3g+cCLoDxEKsLg+1EVpoIASkwQWFC0goIVlBqI2EOlESoLEpkbIitrYIM9uk7rLQ+2Ox5q1R9uNj0ysvq1mY0ndRaa080WzRONB1IrpCbIjJCaILVBZEC1CQoXZE4iMR7WeKnUi2o3pGGIA6h0oMyMMj1KHMj3o8RHyoMo9aDYDWEEwiCKHaTQhnwTLs6ziu0004yTepJhwfEZcnKZc8lKzhlwzowTepy1Ui5D+RGSY8Yn1/D+JD6cxskFpLkoz32wdPHxkmvPSq+9XT9wvnP0I/XIvwlGP3ei9cBRHf7cj6NTOD2P07P4eBrvTeCPk/jYjBN2HDfimAnHnTjpwnk30gNI9yPHC67nkMLzzXbvr3Ted3pcv2+fz7viuhq/OZsId9quqaZbtMtDqgmRrONHw2P7m1v2FpSm8oV7hbwUQQVHWMER8DgC3l61mjM0ypqa4RiXD/qc9/gMX+ute2y8+/vy+mPvK9ruyR5HRQCiJAQMhGEiZiBwo8wFYYRUxlDBgBuBcA111+nEDcysk/HkU5Pxc+ZN3jyjttzQWG9JDKsX50NPdusfuRL9wfLWd2eYdw3rXPt20VIifT7Mt91s9e6MBiJtslNK7ntXjd5hS+JTffDYFedfZ2OvXwu9M8F8MBF7fyL8LZ0DohXUM2jfgG4T2uTtHrbOOHRxaCNoD6HVh65Yal9y/2nZkf/+67L64Urd+F+yRO1js5v/ObT+5+G6s7Urjrd2dvyJTfWwUdC12D3vfeXjC/T5vxxoc6IniZ4EunZF924HTgQdIXTuFrhG79yX+OwQ2Hfn4HDw75RtD93Wr61hNAX3dzB728Kk1ovaENRRNMagDKI2CjWD2ugd5/BuOCcOeRyyGKQxSBhIE5DEIY1BGoUsCtUaVOtQr6EmCnEUshhqYkQWI7IAJGYIjOAZIbCCu4KSGap2sNpDEM1CboLYiCozEdsgMUBi2S/zHZBHUO1DdQQCJ4onUGuDLo7WMFoZ2rtxuC9Oms1snff+gdV/uBw90O6kTUYoFqGxQu2A3IwaCzQ2orGj2gDuDBUuUqWb1RikGifUdtLoJY0+2hSE3AqNl2jjaGPQHoNuFdp1tKySJoZILKhyQhFGfXKvInxAFgTPjkov1AnSuIlyDylzEQUDWYRIo6Q2ymqKUO4C53QPPd7KvtjNzpmiQi+VRKg4jJoIUcUgZsAL4KLxy41M6/Wd8bEW/pv3jud9a07xR74u4+v833+vM/vhgjfx+pc5bz118P1v3n/hWdb7/7Tv+NPs498gZ5/ec+rb9Ng32See5pz/3v6L379P/RZUL0HxPJX86s0hRS8TW2a2lqI7y8yt5cjNEXvyaNPcPeldJO0qzkzg2DjOzSPdgawIshhkRZEdvo3YwjgK4yiMoSCOwtjtLwviKLwD14IoCiIoDKI0DGEMlTEUeVHgpFUMlW9AGEe+eb/EuVfqgNCIWg8qTOAaUWmH1IVKOyQuyDxQhIgihCobrXERuZPWOKnGz2lgHtTG/rEj+ESd+bstS4/XTrMlSyyxDRI9kdhRpUftLOR6VHsgtkNiRl0AujVS6yYVC7TSjPwVyvOwBC6c6qcFRlpswbkrOD+OjCWab04t9iLDgXQ7Mu3IciDLgVwPyfMi24N8Pwr9KIugKIB0O7K9KAigyA9uCNwgigMoCoDPEF4CWX7wVlG1gdpNKNdoxyZtcHyt08EN35jcvGVKbC6GmdaZ5XOtva82jt9/XIuPBgnPCZGPytdREYYoAG4UpVEqYlhVUYgTaNmGOglFiFy+SXpuUkUQJ0fwThven0Amg8JVlN8A7yZ4N6hwk3ITyPZBto5aBto1MnrzyJXr92u9KB8nVUZSbaJSOxWZqMJO6lxQuog2xtZF7tdG71F5DhTN7S2dSS2c4BRP0exxmjbNyVmiZ0aQMY0CM6fUc6A0gAwTchwo9JLKOARRiBhw3Si0o8gNXgQVEfAC4AXA9aMiSMR+cFdo3iK4FioLo8YLoZUI7GxNhChcrG6G3eym6sVH+nw/Gl99dnL1pfm173cup+bpOCI9W24m1QuoMIBnRbUdGj80YaIJoy6AuiBUbk6tfb/KQ4RuVFip2AuRE1I7+AYUr6DIiXwvSp0otqPIjcIgysOo8KBIj7xFZC0i0wJekJaHcdaILCM5N08/nsF7Y/jwGk4tkgwH4YaJkEGOg2Z5cdaK0zacddJ0H3JDlMsg3YYMCy4tIW2Rnr6KP/Xi7V72yTHOxWkcW8YpJ07ZccqG404cdeCoFUdtOOrEcQ9O+cn5AM3wkiwPyQqQDD8uuZHmwAU9Tk3ty5qjZ4dxvOdw+UKe7+bVeKBzvrF5unnYZR/2W5onjw5O7Lvcv6dKxsnJ28MrS62s2s/j7eeVc2TSlI4OzuQkx2k56Fo+GNE/ah68a7T9Kw2tOb+tHjqUPUdKfBBEUZEgggQVx4kwgDIHytzg+imfIeVRlEVQyaB1lYzfINMbmFhnj8V+qd/g2zabnDu1pptS83rufPjNK96X5+L/sbT+8ynmL6ab6cZbRUvXuSurAuu6xrEx4os11BVqFPnjFv+Ea12t950YMbx3NfDXha0/TSWf77f+y2UzR75EWqLQrqFjA9rdRtRdmRe9vZdsCaEtQPoTdylmWN/59R8yhI1jhg9z5XxVRzSRvE28//1w3dm+dXNnZ8HNiHrmPx2ytI4sP/nTtzgf8zn9EfQk0Z24XYPTHkS7D1ovdAF0x9DJQBdBR/Qzydcw2gN3ojv/o6dJG0F7BK1hNIdoc+BwV5RdH4A6iLoQ1AxUYaiCUIZQE4LyDl8VzO1Mzq5zWMLcsRDvbmHjUK1BtYZqBqIQka9CkoSYQWUQlS5U7cJVD64RJWYInVCEiCKAigWisEBmh8wOsQmVy5BYidxzl4ahUj/kSUgTqHRBHYb2OnSr6FyjvdfZTQ5oFqnWc+/wxuNDiUe7fXubDFAvod5E6t2QWyAxQG6AaBF5UyicodVGIrajyk4bfKTViVoDqvVE6aZtEdqTZF9eRXuY1Zdkd8fR7CdNftocJAozqkxQh1GfoCLnPfIQEfrBD6KSgTyOKh+R+aAO/a10j6jiVOilxUaULJGKRYiskMchW4eUgciLqhCU66iOImPlKW204cZOX4+46p0jS5U/mepNe1dx9J4Pnnms5M27T/xw32+/xXrrawc++vbnLj17+Mz39l/81z2Zz9CCH7Jzf0jTvsfJ+zHNeSa18Cf3a34L5UtQvoCal/aJ33mtW3o1llhkduYjW5PONUH3yvcKu3CxH2mTODWB47M4b0CmB1kRZMWQxSArjNzIHbJ+VrN+RrYWMCiIID+CvDAKwihmwIujIo7SIEoCRMCQmjVwfbgwzxaa9srdKDCgzIaSBRTOo8KESjsqnZB6UeNFjRcKN+QOWuOBxE2kblLtJFJ7an1gb0Po3o7EPw2Gnh4OpCgtROGE2gKNm7Z4OcoFFE5B5IcmCC1De2+gOc5WuvcI9aR4CaUWorwOSRDls8hfxKUFnBvHpQnkmtmlnlRuANluZDmRbUeBB/keFHiR40a6A5kuZLooj2GVM7hkQZoN2W7ke2+r88IA8n0oj6Akgiwv4SWJ8DqqGaiStCEMiQVK93cmYrqNnWveRNnA1J+ar/5zjva+i304PYbqMKv7Fu1cYymDyF+iFQ5SGqT8+AHxKku5ioabaLsFdQI1QbSt0vYE8hbxfj/+PIITRpTdgOgm+Jvgb1DxNuXFkWZGvpMoNqCJo2fz3untb44z+4ovI3sIFXq22k1rrFTlYHUxaPOzWwJ7O+OPXrn+reHIl+RLh3OvsrKn2OlT9NI1mjNBcwycc0vk1BUUraDEySn3pRZ4kGVDnhOFHvAi4IUhiKI8gGIPijzghVARhoiBIIrqOKqi4DpQakDeApEFqCYJzW0LPWmMkkYXag202fLwRPR5/dYzzTM/qBv5nnz4yAkpOd1AS64it59kdJLMQfD0RO4idUHUR6DyQ+6BzAdl8HBTlCPzgu9A7hxLZEW5EWI7+AYUzaHci9IwKffett2V+lDuA9eGvBVkLyLHhEI38t3IdCDdigIz0pbo0Xn8YQQnJnFxiVwwkjwncm04ayAnLOSYGSdNuGDHBRspDSHXg9wQKU2giEFBFNkWpBvpJcvhLCPnkoGctuKYHZ9YcMqJcyGc8eGUB6c9OOPGOT9J890vYB6Xxh4VBL9QzRzhBx+WJB4Whb5cFXyc6/hydeCRcsc9pV7CCz+lDZweDFz2rK2sbRijW/Mhb8/8n0YmUq5OczT1KTx+ilx5pL35IYX8oEi8r64ldXbqkGXpc5N9d3vmHrf23zfbek9r8xsnNL2H8gykkoGQAY8BPw5hHNUMEQZTJAyLF0CJj/AihBcFn4EogMYk2uJkbP3/WNr6h9mNt003qxxbteZbkuV1vp4pXUxWrGxmr8RPLif+Ops4urT2yUToaLfp/GXTJ+1zZ7vmPr26VCyvVOk0uumFHktIOGE5OeE6scBcXN7444TvhauufU16dIXRvcsXBtoodLtJlhDa76CnLQhdbG+Xh/Wr099640TdqD5d1Ha2RLlo8d3alZD/y2L0/zq47sZ8tv92Bmr11vaw3ivQzWnHPeWqzv3ff/Wuiu49vWH0MOiIoMWPFh/a/Wj3QRuALnzbQtzJoCeBy3Foo7fvHOn+5h8OQ8tAG8duZaw2ivYo2qJoCuxpDxzpYIjGh7oA1BHUhlAbhCqEmiBqQpBHIA1BFkYNg5oYZDFIGVRHIWEgZSBhIGZQHYM4hsooygJEyEC2CsUG5OsQRVHhI5UBlLtRaka5A3wvKgKoZCBkiDxC1X5IPaiyoHoJohUI9UTuOCx27Rc5UBlAZRSVfsgY1K+jfROdG6TnOjQ21JnRwRwa3nzsSvIbA+GHWmysZiPq9dA4UGOBwojqRfAWUWoA3wSRCWIHanaTNlZIDai2QOEl2hi6GKKyQWqkLR6iMKLWiA4v2lyk1YJaPRoCqGOI1HNIHeKo4qiMQhBCdQiyIGoZqBnIg1AwkDCoiqAyQCRBSAJQRCGPUtUq5GuojoDnAz8KRYJURXBh6fMNbqE/oZGdlL19eEH07Fjn+d8qjj526t8fOvuTJ4pf3Jfx7zTrp4dFv3xY/tqjjb9jy36JyueI7EVa98qe5l/Thl/R2lfZjW882PEeu+5XqPk5lC+i8uUXG8uuhZLL0e0Fz3XdtOdU3eyj6T1Iu4qz13B8CsdWcMaINDeyQsiKIiuMzBByI5+RqrHPvOjtlxdFXgQFURRFUcKgKIr8ILhRlARQEkCJHxVhlHhR7GQ3M4dqQ8heJjwTimdRvIxyO/gBiONEvQ5FFFI3ZE4oXKjxQh4gEj8Ru1HjIR0J9Kyl9iUeG/J/aZA53LXKvrzK6Yuh3cdudh6umkPRFDRhdKwT3XU0RYjaxREbackCFbtpfRzqMNXYUDlF+Cu0wk2yZnF+jOQ7aL6TU+RErgs5LmTZke9BtgNZdmTZkWFHmh1pu7mjANKsSLMg24l8H/K8yHAgy4VMJ4oCKIuAz0CYQFWUKhgIvSizsIR2lBnvaQ/9otX4LL/v/rTWg9mDeKcZn4xDyqDzJh24RYduULmHVhhYChspNrHLfByuh6VeQ+MW6jZRHYGcgZKhSi+ODeIPAzi2iIselG8Q8Q2UMihlUBJAsQMFi7TCQWVxaDdZ125+ZW79/uohZGipyEAltv0dESJf3tvmu6ubebSPeWY4+ZOh2DcuBx/VGO4un6D5w7R4ml6aoGcn2YXLyFzA2TlcXCRZJmSY9ha7SJYZmTbk7n7scKPATXbPVRZ5UOhBRQiCCIQMhFFURyDw0DI7CpbBt1J1kCiCkHjAWyENYdqxhiYfvRw60O/60aDzw1Hfq6refy6Qp35UyTlWdzC9g5PWsD+/41BR//6CyxzuAC0dYfPnqMIHqR81EcjCVOI9VOuH0IxyAxWaqdiOihVUGiEwg78MgYsIooQfQLEDPAcEdnBNyDciz4o8BwrcKPWhwIMcD3LcyLMh30qz3Tg+T3NNyDGSCyvkop6e09OzJnraQo8ZcdrMyvXRLDfJduO0FWecyImQfIZm+pHtQUF0T477wCU751KAnHHiYwtOO5EeRmYCmTGkM0iL4YIP6T5k+/ZzI4fLogdLo4e5DKcgcKAsepAbOlzqO8L13s0N3cuLHSyLkkIGeSaavvTj5nDhMjMUuHXNMdo+8HRfH7u7n9PScKS1/khP2909DfcM6e5tqWeP9B4ILD9qHLi/mc+Z0B2e1h3Uqr8r6Gr9QtE4eH5UMOAz4EdQyUAUJ6I1Uh4lpX6U+sENoiwAfhiiGCrDkMXQtkmv3Tows/mj5Y0C+5bYtlFluMFbWa+yJFv9O4O+nWbLGt+UzF5JnluJpy0xudPB4ulg9hVvxVygx+qpF19QFb/bNdDVZ/Mplz3iZabauCYyrf91Kvj9sUBKfwiDEWhtaLCgLQBtGLogdCGyq/q6kuiMoyOcqoumHK28/4dvVGjHBC2TH2aKu8dmb2xvb2/vbO1sbe1s/e+B665i3flblfpub050/UbrhFnQtdQ55333Umnqj9/5xyb9ob7woe4Iaq1o9t0W4LtL1l152smgdxUD13F5FR0xdEShC/299rUjeXv5rIvdHpFrGbSF0Bw4rGM4bSHU7UZCw7efMgR5ENLdF4IsCmkU4gjEEVRHUBlBVQRVUYgZVDOoZCCMQhiFkIEoClkC4jgqgij3gh8CL4xSH0o94Psh9KIyiEpmtwiWiEIQ+iAwomwFPCt4FsqzHawJEaEDFQ4IbZD40RBH2yp06+i7ibYYmkO4fD11cPUfxuM/upZ8ss3B0drQaESzFwobak2o0UNkhMAJkQNSOxQeSAMQ2SGyQmSHyA2REwoPFC5UW4jMgVoHNA7SGSWDSdLDkC4fapehDqAuCQ2zpzV+SLsGpQ9SF6Qu1PigZCBPQBKiyiSR7ep1/+1rEookqkMQuCENQx5FVRhCBvJVKk0iw3SfxFbuXu1QZ0jePDxe+O15+W/Lao9+8Q/ffuDP3/ty1R/ZxS+wuc/vk76aUvM8Vb5Am9+A5AWIfwHtq3v63mHr3oLiBahfOtj+u5SG1yD5Oapf3Fvxaunc4HJsaym0NWGOfDq28Pu66UMXhnB2Cqdn8NE4ji/gtAkXXMgIIjOIjN0VUfR/ZGoM+THkM7fJmn8HrvkhlEZRkURJFJluFPpRHiKCKCnyE24E5WHwg+xG5i5VgBbpWcIV5F9hVdmJJELFaxAwtOkWVAwUfig8kLmpMkxkYSoNEImLtq3T/g2ii9zdE//KkO8bo8FD3WF2d2JvT3xPb/TBgeg+8SxttLF6o1TrJ/VB0hRg63y0cmavRL+3PUQ1UVptQPEQKbqK4mukcBonenG8BxeX9uQ59pf7UeBBjgvpVmQ5kGlHug0ZNmTYkG5Dug2ZTmQ6keVAup3kuJHhQJodF2zIdCPThUI/rUpS1Q2UhVBoJ2I/Si20xIz0GVpo4YgDODeAkz04c5WmzeP/ZO49oxu7z3Pf5/8HyJk70mjNqFxZso/lIq1YchLH/chxHCdRnOUmW5LlXMtRLMu2LNuSojYq04cEC0iQBAtAdIAm2HsBe53hDKeQw+GwF/SyN3ZFYedweD+QoyRn5a57V1bOOXev/1rAwhd8wF77h/d9n/d53riMzBAad9C5ha4NMrRNWmKk2k/LlsiZq8i8ebhappUJ2FdQsQ5DDNYkqV1PrWTpu+fp29fpKT/SoihMENMGKU6SbBYqDzVEqCNAzW44GHrx9seub368eRlneqhhTlkXPFgffKiLfbDV/bn24H9v8P3qUuKVC8L32t2fdd4gxdcU2mmqva7Iv0Fz5pE9TTWLODaCU2M4uU79ngAAIABJREFU58HpZXJ6+p48H1QLUHmRGUZ2GFkBqP0o4WGUoY2gOAqDAKMEYwwGEcYwTF4UL6FwidojMM6jZAolIVjDpCOB1hhxxQ+NbHz7fOTNxitpHTd+bR144D0rTjcT9bCi4DLJH6Gl46m2aaI9T3J7SfYgyR8n9hDKWForwxk9UOa7pyIAkweWAOpkVMmkIgLzMvQ+WPyw+FHqQ/Eyiv0wh2HyomAWWXPI8SLbj0IOxQK0HDQM1EGo3MgNISuC3BC1S8TIKk081TE0N0xyWJrPkTRfijGuMMWVWhEnlhVpEXLSg3N+qDmaFSVnwiQtcm8Om3rcjQ/deN+HD4I4E0GmjKwVZCaQLSM7jjQBGSyyo0iPIp1DhgyVfFc+n5rjP5zHUbWAjCgyeGTK+zxWCzAkYRf+pJPLCmz383Ptgy84K+6qalG2t6W2VitcTYdstoeczoduXrt7efzIxY6jDWWfba1/psP1G1fXG5UDdd8tmUD6Ekp56OLQr8DEw5KAMYlCHgVRaKMoEVAqwSjBJMEswSajegUDt9C3RrpjTy9sGH23S5c3tAuraROSYZptmHK3TfhqLnlsl5YNk1HNbKJ06dYfPTu25dXq4NZwbHdyeXKs5MfjaV+5UpsxcWO4b6ilbaC/ZUFQXWWfHArefSF6+Kp03wVe2eZFg4fsBYd38ui8U7z1r2N4SzG4diS/J+XJXxwrrqsdmX0zq8LcOCivr93e3b29c3tnZ+f2/7s0+L8Grv+Osv9WmuyV4o7hedvAYuc179+98FbKC6eeGOR+cPPW17uDpHJpn6adSXTH0SWgI4oOET1xDK5iaA19CXQI6OTQyaNLQpeM7gR6VtAV328sd0joENEeRRuvaOLv647RZhYNPGol1Aio5lHF7/O1nEM5DzsPmwArD4sAMw8jB4sEiwS7DLsMqwyrDIsMvQCDALMMkwQ9j5Io9AL0Aop5aDmU8jAyMDEw8bDFYJFhkFEqQR9GaRBGBmYZBvmgQzzsDMGwDIMHVj8aZbjW0bGGrm3SsQmXjP6YYkg+MMw/cV74kit0f1sQjUukKYBqP+qXUOeFww+LG3YvKryoDKKchdkPox+WIKx+2IIweWFYRlkY5QxaEujcIK47i8+1LOoY0rGCWhFVLBrZI508bQ2hLgxnEOUhOERaGYfBCzsHuwwjDyOLMhllCVK9CnsExYswBkm5DFsclhWUr6NMRklEqfedDu5cXxy1vv5nI+eemM3/Xpf9dz87948fe/WbD+c9+9maVw8bnj/keI7an4bjOdrwIsp/AvPTaPgJGv8xpfEXxP4sdN9VWp47YH8e+qePGl56oUU7zLCz4u4NYWd0mau4PP1649zREwN4/zKO3cSbU3jfgw/9OB3eJ2taFGlRZIvQ7GmD49DEkCvvq4VzROSIyJGQK0EjITOCfB6mVRRISAshm9nX/uQGyd6qhjaMosAhe5A6fNTsRdYVpdVDdMspJhY5y7R+DVYOVSJqoigLEWeUOFhiCZAqlrRvokWmHdLHBmLfGZF/PiY/MRC+u0dQdHMHm5bvrZs9Wjlzf5v3oTbP/Q3L91QsHapeuKvBc8B+9a7yK1R/ERkjNHs0VTWQeq6fnOlXZl2mJ0boiVGatpCa679bxyE7iAwf0jz7WE1z45wb6Z59xKb5kOZHug8qLzJ8OOvF6RDNFpAdRWGU5AVSSjmqY3FqFuluFIaR60fWMrKWaRFPs0NIW0T6PMnyEHUQahZaAVVr6NnCxR0MbRCXfKglQtVXcfqq0socaV6nNh7lMVTwKAnDLNGyGI5dVbw9Tj+cICeWkM1T6wq0MrJ55LKwy6QsprByKFxAs3D/xM63J9ZTtZfhCKY0x5TW6S/0BL9/Sfp84+zf9bA/aPF9p3rx07qr9xivpWqHFCVXae4UsiaUpUvInCaaJaqax1tXSJYHmUGcWaTpc/fk+5C2iHQ/MlnkCtDy0DLEKBI9h5IoSnnoeZTK0EvQczAFYPYQo48ULUA7T/TL1Oqhdp40rqI5Dteq8tLmVydXz94QNK6x7Ivu75ReuKfgorJshlYtKGp8pJFBfZRUsagMocJHnQHqjMA4T+0+UiMRJ3+0IaysC6EqjDoe9TLqEqgUYPFD74bNDZsHlkUY5lEaIKYwdG7k30TeLPJ8KOSgk1EoQMNCE0FBGNk+ks8gj4M5jvIV4owr7QJyFpDrRRGPgig0TGr5JvJYZISJKkxzeZIewikf0YgkO4qzodTM6L15UZxYhipC0hhyhsVZFuk8suX9lk+WhIw7qoUMHmlRqCSaLT1WtvKVGvkrlfFHzHGaySJTRlYSWavIXEF2EsUrKFujNdLnh6U0/0rr0mj71ayOy7/q6v+L/vNPNPQ/Xew6pm1+8eL1P3N1POJofK5/onFwYd48Old4xfOM80bquRloBZQmYErAHCfOBMwxootBJ6BUQjEPowSzDEscljjscVQm0byO7g30rNMrm3+/sF3sv/3BdfEnvcunbgqGy1PpjuoMY222se63p3ILhiZKZhP2ufUm/0Z37PaVjd1J7/K1ig8WM7/CZ3919sO/GM16ttt6uvnSsPqq9xdX2E8MBB+8Fnv4inSkL0RaltHiJ21RtPPoltAjozuGvjUMbmBk+0jjnOI7r/zozdzmy94TJTUqQ62XkXZ3b+8ZRtypIf+XwvV/ZO3W7u64XzR13ay55K/qn/z43/zsyAn710fE713gHm/239XBo1tAXwK9CXTF7gyTZbhkdMXQI6NbooNxdPDoFNAtoyu2fzpkdEroFNEhomN/+JrqEo52yWiIol680xz+93wt42EXYONhFWARYJVIeXJf4vQRXK0xmGWYJVhkmGSYZBhk6HgUR6ETUMTCwMMswCLAIsIagy0OexwGEXoOehYGjtgSxBKnBu8D9Qx1+GEMwBxB4zq6dtCxjrY1dG+jL4E+DgMy7Zf/26D4xfbIIy5e0RSBYxbVHjS4UR+E04OyRdi9qAigMoQyBiYfdG6Y/bAswuKBYRFFMzB5UCeR7ltwbaBBRrOM9gRaEmhbQdc66nhUBtEUOeDiD3fIaJRRJaI8Cmec2HmU3IB9GaYQzFHYONQlUbVKKlYUjevQB2CIoDwOcwKWVTiTsERRwsLG/nR27XJcril5reGdT80V/n1fzRuv2l5/+O2/+oLxpw8b//EB6z8ddv4c9mdhew4Vz6PyWdifITU/heOZg2Uv/kn9sS+Wv/d3VWdf7TefHGmsWJi4yosz4saUtDMpbV/ycBVXlt+t9xz+sA9vXcCxWbzvxvsBHA/hHANV9F/hmsEhR9qHa46EbB7ZPNQi1DzUAnJE5EpEIyI9CHUE+gQKJGREkBGGJgpNBLkB5IRQKKGYQwl7wBFUVniJNUi180Q9hfRxYg0TQwRVCZRLqOBRxaAsiAqGOKOwh0itgCqZ1EQUDcF7GgKfbw082eH9osvzSGfk7m72btO1QxmNh7Ka7ynouyev52jpxUNF3eR0TaruEtUPkvzO1KxWxQeViuPtypPt5PU/Kt5opq+1kd+10t+7yGu9iuMX7tEFoNqTMu1pmrxQLSN9GelepPuQ4UeWB5leqDxQuZHuQWYU2THkysgXSdXa0bp4asY43j1P0haJNorsINK8yAxBwyCHxfElZIVREIUmjBwWhTJ0PJo3yOXbyhu3FSOrtCFE9ZM4OUx0flqznmoJo3iB1MZgiSDPjWIPKZ7GOwOK9ybw/jWcW6LmTWqKI9MHVYSWJlGzjsoErBFY3Ipe+Wuzt56oWyaGKcXoJu2N310+/exl8WdD7Jdblv+kYfkT1bP3WmaocYbkXcTpboX2Os2+icxJUjiP7DmopvD2ZZycRx4DdRBnFlLUngPqZZydR7ofag4Fe1bYvNIRh8ZPzTHohf0Go15AKQtbGA4G5jAMXmIOktIQ9EHUJNCyjeZ19O8cvrL9wo3EG5UXXjG7/iKv4tCJCkVWv7LoMi0aoaXXiH2e1nOoEVEjopKBww/jAvRTtFWAK6GoFx9sl0mziGYRTXseaizsYdhDsAdh8qDUC7MbxQso9KLYh4IlFExBt4jiIEpEFEdREEAhg2IWRVEUcTDGUSqjVIBBgI5FvhtZc9C4URRBIYNiDkUiMkLICNF8kRZIJItFeoRoJKgZZIbvKuBT1SGkBZDB4kyQpDFQcVBxyOSRxSGTh4pHdhxZCWTKUHE4y0AlISuuyBHu18uHCxlFDoNMHpkxZCaRlUD2CtSr0MShj6Nuk3asfrw3/tPrK38MxS/L0UvBwYuLLddD89d4od19peyCtmu87nrIPR/b0o0sf0039LB6DGmzxLTXFJRhlxQ1CVqboGYB+QxsSZjjMMowx2CSYY7DnkBVAs2baN9GZ5Jc3UqZWv+pd/vM3PoXqqb+ujtgjt4e4ld6l1jXmK/3mr+qd6JizFfrS/QIt8Y3dsel6PXJgZnqE+GiH4Yzv7Go+vbFtKf7S046+3vevHTzNzekv7oiH+lj7xsQFO1eNM2jO0g6wmgJopMnvTH0x9CXwMAazm8eGIwqXjr958+/XTU0l1vR+26u4+LN5dt71eO/UvV/deX678i6s7u7s7u7urUzOB3Wdc82TzAF5W2H/vL5uzQdR13CI538kU5e6eJoox8uFi4ZrhhaObRG4drTEvPoFEhvDB0COiR0x/ex2rVHWRndMrpldO4NaDm0RI92yEdaedRFUC+gVkSNgCoRVSIqRDg5lPNwfFS/7vMVjr1VnBhKBRhEWOOw3IGrRYY5BqMMHYcSDmYZZhEGEQYRZpk4EqQsDqsEMwd9GAYOegGlPIwcioIoWTrkDB6p42ENwRxBVZy4dtC2grYkejcxsIo+EQMrdGDt0QurX+kMPtwePtIVQ9k06rxoDqIpguplVCzC5oU9BGcYjhBKF6BbhNkN6xys8zBMQTsJ7RRqONpzG00JNLFoiKA+iiYZzStoXkFLEi4ZHSJ1CQ90xEijiDoZZSzKeVii0HtgWELuFAx+VEqoTqJqFdYYLAKKvCjxw8DAIqEsjnKJWDliEGGLPjWW7NvavTp3vvn0l6+qvtjd8PZPSn5x72vfeCjtu581//K/uz5UFj9HLc/T8p/A8WNU/gT2p1H2LOzPpFpf+OV5+7Asjkurs6vbS/HdxdjuvHhrStyaTNyalLZ75zlN3/wPtGPk1U789hI55sEHXhwP4AyDdHYfrulRqDioosjk95dwsnlkhKGKIJNFRgQZzD5rMyM464XKh9wICnjkcchlkcsgJ4TcEHJZUhhHqQwDn2qLpFg81BgiJQGiXkKBD04Jzhjq1lC/jgoOzhDKAnBGUM7CHqY1HK0M0wrvoWrfvU3s4R7uUHfgc4PiY82ho02e1IpZpfVyqnnkcM1Sqn3mQI2bOK4Q242UVpm0SKntwrdGxF8M+79iuYJT7TjhIunnU4qXU4v9NHOenJ09oF44oo8gw4PcAPJD0ISQG4Tajww/0v1Q+ZEVRG4QWQGk3ekV57LQJYguSSxrpEI+UsnS45dwalZpXkUeg5wgMn3IDkEVVGSzyAgji0OeAA2HfAFaDjaJ9G3/H5O3/nx+54nxpKJhkdqmkXYBmhkYmNRiPylcJi2rcEZhCFOnTNXTODaCt2/i+Dwp4Wn5NvI5ZAaQJ8CaJE3rqBXRyqHR84Urie9f4FJLp5QuLmWA+cz5+BNNvr9pWHis9NIB41WFdYoappB3XWnxIe2CMvsKsiZo/mJKwSLVekjmLM5dx8kbSFuEJgS1H6fnDqh9ivQFnF2AykeKZWh55EdQEKI6luQEqCGG0judJ5MIAwsrC7uA8jisHKwsHHcEBw1x2rlGO+Sj7f5XrsX+yT74pZwa5RlbSm5binbwQMnIQctoqvnSgZIrStMMNbtpFYNGDo5laMdos4iBNbSxyubgkfY4mtfQkkA1g/IAKsL7NpnlDErdKPFAv4T8GRT6oPOh2AOdF+YgDAwMIvRhlHhhjMDAoSQKHQ9rDEYZRRyKOGgiyA+iKICiAIpD0IVRzEIdhiaK3CjULDIjyIwgi927/0lO6B6DRHMiyGSRyeCUB2khqCJIZ6FikSNALSBLIJo9svJQcTjHQCUiK4GMONJkqGScE6ASkSkjK46cGNQxZMeRG4duFdU7aNiAa/3gyMY/z291rexeXUmOs7FZcXdG2p2Td69ym1Px7ZnY6hV2/dXqaw/mDtGcWWKSYOVgEFEqKCoTtFxGQQD5YWKMQcdDL8Ecg2nvYRtDWQw1cbSsoXebjqxhgPnM5Ppv3Le+3ul70OX5Wf9CenOfsetCTe81S31/x2VPSW1/YV2ftn3AODg85AsMDTUMZv+Y0T6VyHvq8u+/2m/LGB4ba5zwvX5+4dlL3ucnEw90+kg3CxeDnij6BXRG0RZBRxS9MvqSGFrF8DqG11LPx1I+MN731C91TaOWjvHXsqzNg9fWtvfY+lHyzf8Xx4j/iXDd+ej7+dXt5jGfsWeqZ4J5K91I//rlu63jyh4O3TxxiaTBTztZ2i2gLYQuHm0MOsQ7g1gOHQK6ZPQm0ZNEV2y/FdwpoVNGVwzdMXQm0CnDxaGFo83cgy4ppSmKBg51ImoFVIv7fP2oft3jq52HlYeFh5mHiYNJhEGCjt9v+u85Ou395GYZBglGGfY4yhMwStBLKJVglolDRkkIWi+MQThkOFZgS8IiQs9Cz8AQOOSIpNqCsAVQy9H2ddSIaJXRvY7+NfTE0bNOezc/NZT81nD4/tbZI72ComGRtDJoZtESRaMXzlmUhVDGwcnAGYJ5HqZFWJdgnYNpDoYZlMxCexOOEGnaRqWMuhAaGVSzqBHQtEJaN9G5id41tPKkJXi4NXh3C4vGKKpCsCxDH0I+C7UH2bMwR2jd2n62gYlDiR8lHpQsQ+dVVEjEzsIYplUJWr2BovDjbXxVYvf8jRHn23/af/wz3XV/+FHeC4++98PHNT9/5nzaUx3vK3K+j8Lvp1T/FLYfw/IsHM+g7BmU/ZiYn/unHvNM7NYivzsn7MzFdm/Ed27yt2bY7dnY7jizUTXie6vh5iPHu/HPLvxhHO96ccyLU2GksfsjovQoVFFkCsgWkckhR4YmhiwOqiBUAahCUIWQHoQqDFUY6UGkB5DmQ4YPBSz0MikSkO5DZgBZAWSFUCDBIMMoplqFu6wMtH5ow9CGoeNhk1GZROMmnHGUR1EZQVmAVLC0kiflDK1iaV1QWRNSVoYPtUqH+mIHeuW72tjU6jnqmEX5PGoXlC5W2RymzllULCk7w4pW3+Ee+UBlSOGY/Vzt9NPVV/8iu03xQQM51YG8MZT6UeJB2jjSF2lx5JCZh9aPghAKItBGUMBAE0ZWEOc8SPdCHUKWf28FluQEoWWINYmKNVrKE7UH6gVoF5XGSKpDgNaLDA+y/MgKQs0QNYvMMDIjUItQc8jlkcujiEf9Gi7cvvvGrScXbj95NfGp3iipnEPOKM5dpgUzyiIvdCypW0O9SCpZqo/i7THy+hV6MkAyOFLIQyfSQoFoBJhENCfJwC30ripH1/58fPV0ePeFnsVHmvz3toW+NMR+sd3/kGXiQFa/ouCiongCWaOk+KbSvkTyJxXZN1IyLpHM6wdMIaKaJho30ieQMYmMOWQsQ+1HlhtnZu/KCdAMN1TL0IRQzEMTQm4A+UFaECLqIPJZ6CSUCjDxxMwj3wd9iNhixL4GkwALhzIeZRE4I7RVpgNxZaP7T5oXnu9Y/lv74Mdzmml6Iy3sT7VeJYaLyrJxhXmUqruodohoh4l5EtV+lC2TurByYBsdMhoC9/Xwh1xJuDbQJKOKIZUMqqKo5lEeRGUQ5nmULqB0FsXT0Plh9MPM0HIZpghKIsQgEEMYRUuwhmAJojgELQtjDCYZBVHksciNIp+FkSN6hhT6iTGC4jC0AgoFFImkQEQOjxwB6uheS+ZgSfRAEYv0ANQiVBGcdJOcKDJDSI8gnUEWiywWWQLSeZyM4FQY5xikR5EpISuOzAQyV5Cxgow4MmWo48hfRfEaCleIZhWaVWhXUL6Dhh20b5GLt/50Ol4pb/V6Apd83HRsd1LemRJ2ZmO7w15fn3vBcpP7s8y+w5lT1CjAKsMmwMDDzD9Ql7jXGrnPGv64a+3+ptV77dwhO3N/S+Ke5riiVka5jKok6tbQlCSDa2RQop3Bx0Y3PtkcpC2e706vqoZn86o7dQ1D1qbhbFOdyXVe6+q2Xrhs7btg7Ojsm1ue8XnHHG/6C751Pf2Hjbmnay9P508G37nkf/U695uZxNcuhJUdbnRHMCzhgojuEFoZ9MQxkET/KgY3cX4bw5vK8/G78ttTv/lPH+qba8/Pv5lTVlrbLSXW9oi2V7b+/wKuu7s7H+Xw+KTVivNztoGZzjHfM6+eIj/8/V2tbvQm4GLQGSG9/KdGE58dFGiTDy0RuDh08vtSpg5hv1rtkO9UtCI6ZXTJ6I6hO4buBLpldAhoF9HCpbRFj3bHSGMU9dy+vqlaQBWPKh4Ve81hDg4O9ijsPGw8zFEYWRgFstcHNkukchXlyX3bYcudnoZZhk0mzhVY4vtDVoMAM0+tPEr8MIZQFkf5OhyrsMf31chmjhqDh+1hYveiOozmVdSJaJHQuYbBbfSuoXsD3Zv3961+e1R+uH3uaA97oDVEmkQ0MGiOoDWIOjeqWFTJqIjCHoB5CSY3jF4YPdD5oPNB54V+EfYIajbglGHzwBlGZRR1IlpX0L4O1xp6VlEdQvmsssH9YKeEVo7UczB6iE2g1Su0OkFrkqiWSV0CZdK+w4ZdQBkHRxSWCKmWSX0cDato2ED1BvKZw85ofvT2hZsXDL/85MiHnx6t++Xvy9745Bt/+03jr/6+7bVv1b/yUP7Td6m/c7Dke8T6LCn7+aHylw46XoTxRyh95puVGeeD0jy/OyXeWkjemkluT8u3J9lbM+Kt/mX+XPv4P5hGlL9vxst9eP0m3vHhgyDORqHikH7nqDhkifvj1VwZGhlZ0TtwDe7Dde+ogsgIIs0PlQ95DDHEkR/FWQ+ywsgJQx1AfmRvrE6LmSM2Eflh5LMoiEInwiyjIoHGDZTLcERQFkRZYG/7gtaIpCKC8iVaEyA1QdrIHOxKHO2Op9YvwjpCLTPU7qaVPtrBoGYC5lHqXDpY56fZnXdltaa+48Q7NuW5RvpGGX3VqjxWhzfrkD9NTBzSryF9FIU+WKIHnAloIygMozAMLQMtg9wgMn04t4xT80h3I9uHkgh0LHRR4lwlphgxxZDtJqolFAZTXGufubB11DiJ4wM4fhMqL3IYZISgZpHDIi+KPA4aFnlR5HLQyWi5heHbh8a3HrsW/9Nh4Stjmw8MCcQ4gff6yOmLqXv7mjoJFQllFY83h+l7Y/jwOtUKyJOQz6NYhCEJYwJt6xjexvC2YnT70amtXy7dOjcd+07LjT9r9z1UOfulNv/9xrEDlnFafIXaZqlxBrrplBaJVvqV+lmqniBnh++yhUjOJHJuIHcOaZNQTSJjDpkepHtwbgHn5u7WBEmWB9m+PZEw8kLICVBNiOYG9/926ARiEokpitIQCv0wM7DJMMZhEVEmwhqFjSHVAqkXSVeStAY+Oyg8NRz7Rn/kvrLJAxWLpC2CLgFdImlhSH0AbQx6JOoSUOZFuU/RlSQD6+iJo1umndzHh2PUJaFVQmMUdVHUCaiXUcOhwo8qN8oWYVmGbRmGBRgjsESJXSZWCSU+FAVRFEKJH4VLMLpJdYTYeKKOICsMk4yiKPIZ5LMojBJrHIUhku9DSRBFYehkGBPQyaRAQhYDNYucKLIZRW70XoOMTA9UEeSI+y0czUcdnSjUArJYZAs4zeCDAE4GkcZCxSMrBvUK8jdo0TZyVpCTRP46tBvQb0G3hpI1ZMvIlJGXIOZbcN5G2w6Gbz06k6xL3r7MBXpmRm5K0g1pbYKPT/ChgeWJ2qml7+ovHc0cp/kcDHudvxgMAqzyveWxx2qlx9r5xwfin2qTP1Et3F0e+ni7/AnXyuGGGMoFVMfRvIW2DdK/gUaOtESJ048m9lNXkxrmdk9oc9izNuJdvxhau+JfvcZtTiTkwZnpi25mNCLNCWvTNycumN65YPhte6vdeGnm1f7lZwe9L03Ir8+t/V9j4rfHhI+NRNDlRy+DPpb0cRiO4cIKhpMYXMXgFobX6cXVuxyX6d+8/OLJ0ubLng+LajJMtR6Gv0PWO2Ki3X/z+r8Jrrc/guvu7q1bu7dnIjHLwOwfR5bbRpeffO4N+mL6Xa4wujl0R9HDpXaFH3IxyjrP4XZB2c6jS0CnABeHDn5/IWff7l9C153O8B5ce+Loju3jtkNGO3+oU7rbJZHGKOqjqOf3xU17p4LfFzeVcbBzsPGwcrAKsEowibDK+27DtjtYNQgwSSgVoOdhlmGRYZShF2EQYRRhElEuoUKGIwazBEcSZSsoW0VVEpUynDJs/D1V4qFqFtUiXFtoltEmo2MNvbfQv4XudfRuKnvXnxheeaw7/Fif8HCHeKhdRqMPDX40BtEcRHUEFQycDGwhWPywRmAIQe9HUQAlIRT7YPTDGkaFBKcAWwjOKMqjqLqTFFTHo0VAbRj2RTj9R1yxg91xZbNMdR7ogqQ5RmoF2AKwe1EdgpNBzQpq11G7hpYNNK6jMoHWbbRtoXEFNSuo24BVVjTEjkd2r0Xcjvf/tvLlhwf0z+fVHHtS9cy3ba983fbrbztf+YblxacqX/1++/ufcLwE7Y/+1Plm9mL/v5yveKZJe6y/eTgam5Fuzwo7i8nbC4lbM/HbN+O719mE/eLUL6tHHzjpwm96yFsTeGsO7/jwYXh/wno6jBMhnIhAJUEdR14S2vj+hl92FKog0kNQhaEKQRX8V76mB5HmR/pegAyHPAFZYWSHkcsgN4RiFgYemgApCB8tl1EYQT4LDYtiEeYY7DKq4qiWURaBLQBHAPYAqeBog6yo5UhtQNkcptUP0fDrAAAgAElEQVQLpMWXMhB7ZFB66lL4G+c9yiYPrY0QxyKqF1G7QMsWkXEBZ0bomYED7zUcTutIPdt6T0bPwWPNh95qPHisg568hMIg9DzOzqDAR3QcDGFljUxsLHTLyJ9Hvg8aP9KWcHIOJ+eQtozcMLQCtSVJEYMsNzEKyF6C1g8dC5OUWhM/0hih6kt4rZeemKTZPqryId2PHBa5UeRxyGOhYZHHQMMgJ4oiHk4ZfRup47cU7YHUjtCnL60+2iPRtPP4fRd5Z/hg9hzSPMjlafk6Uc2QY2Mp6jA0DDUnUcCjWKaOdZQn0bqG4S0MbyjPbzx+feu56fXfjMlfrhp/pPZmqmNcWT6lNE9Sy5yi0kud86TBR6u9MC/Q1jit4BQls8i5erAyRAvmiGYK+eNQjeHMNFQzyFpEuhtnlnFm/kBB8O78MLJ8SHcj2w9NEJoANEFSwCAvjJwwtAxKozBzKA3CsKckYGAX4IjBLsIRhT1CykKoZUh7jPRvoFdMGeTv6eYfGRQedbEPtoQO98m0Q0DnnYePS0L/Ctpl0hB5cGj1E0MbB/uSih4upUe6fyh+tJdFawT1YTRE0MyhRUSjgOownB44FuHwUGcENi+MS7CwsAswcyjxo2gBxR4U+6DzwRAgeh+xh2mZhMxlkuuGiUFJBIUsdBz0EooE5IehDaEgCC2DYgE6CfsJ6izy9oYdzBGDfLCAg8oHNYccHmp+P/5PxUAdRY6ADA5ZUahFnOPwgR8nAkQtIVdG3go06yjYgGYF6hg0SRRuwbgD8xaKEsiTkMYgk8NZP8kNU2uMNMtoZR+9JFXGNgdCZSMLLwxPvH1+Km9s/kz/9ZONN3pfqbly3+nzqSUhGJOwx2GKQR+DLUGrNmFLUrMMEwsLT00CrDzKZNhixCLDJMImo3YVrZto20DTCsoF1Mnoid0/dus1z+1m5rbLuz3g2x0J374i7U6t7M7Hk9cG/jic97vWMq22vtVeWdVZltlakVcxPKQaXfj54OJzI5FXpjb+ZS7x2lTy1antVya3nhzhHhwIf+Zi7IvXN746tvb4aOyRS/K9ozId5DEgKq5IR5um6A/ffOrV9LorHpW59aTWObHg37nDsn8L0/8kWv+r4Lrz7/J3bu3u7mzc3r3mFkw9NxtGw87uG48+9ULqm0UPX5BTenh0MOgS4GLRETnUyae2RdEaRuedbJwObp+ye/KlvWnrR3DtltElo3NvBJtAR5y0RQ93SQfaRdQzqBdQJ6BWQM1H9SsPJ49yHg4Odg52HjYRFmHfDdEmozwBswijCKMIg7Q3MIBBgEmGMQ6TDJMEkwiLBIu87+VUvgpHDM44nEmUb6ByFTUx1K2gKknKI/c3icqmFbSuo0lGWxxt6+i4hZ5NdK+RwRUMJu/ulL85vv7U6Mrn2sL3u3y0dQGNfjRE0BhEQwS1DCojcATh8MIWgNEDwyKKF2Fwo9SDomXoPDC4YQvByaFGgJ2BJQJrEBY/9IuweuDwEpsHpqCyRTraF6e1YeRNomQRLSuoE0h1kLbLpHudtMZQGURDDHUJNMho3UDNKhrX0bACO4+aNbTcQnWc1PIvL2xc2d6uaizUZb3WYPiwofHEy7Vvfsn68lctv/5By3vfc731vba3nmp698GCZ5Sqvz+i/se8GxdntnZvxjZnE7dvxHZuCjtz0Z25+O25le2pxM6MvDM0E1C1Xfmu7rLi9914d5q8NYe353HMh/cDOB1GOotTIbznx/EIMuPIWUXeKgrj0MrI26tcQ0gPQxWBKvyvcFUFkRlGxp1PVEHkRvfz2tRh5DAo4aklhmwvtOHDFSI1sMgPIz+CoihKOOijsPGolFDGwuyDPUAqOVLNoyZKykOo4Ui9jFqGDMjKkcTDfezTV7jvXIre0xtRVAdSa/202otqBvYAVMPUNK+wuGnuRVoyQdVXU0/0ktdryB9aybv9tGARRSHku5Ezj5IASsOPtMk/uJb40SD74+7wZ4qu4tQVqGZxdhZpy8gMQMujREKxREpF5PhoEUvNMrKWYQwfrI0rTQGaNY4zQzg3Ss7MkHMemhfCiTmSEYRWQF4UGg4aFjlR5DLQsCjkYJFI6woZWiddAi13E+sC0d1MLZmgJ8/jrYv0xESqxoesANXJND+Kt27QAo5oWFIgQi8Qo0BLBeqQUSVieIuM3iIX1j82tvbzxS3V3Mbf2sfuLrn0aGfwwap5hXmcmMZpY4Q2cbQ+TBsYOBZou0C714klSLTTB8oDSquHli5C70b6VWSMkewFZM0jcwlpHpx249zSEZNwQO3D2SWkeZAd2J9JF4Sh41HMUb0AQxRmFhYGlghxCMTKwcGgXIRTRhlHHCysftrIKFwi6ZTRkSSdMrp5dEiH+hKf7ZYf6eQ/1hc/2rd6YGhNMZRQDMaUAyspA2sp3YnDw+sPDq081ht/vD/xsIv5eIf8xaHkQ+0B1PvRwKCVR3sUrRE0R9AQRk0ITh/sbth8sC/BMgt7CLYA9MsomYduGqYlmPww+6kjAp0fxX6YBRRFiDEI/TJKvdCHYNpbLhJRyP9rLavloOWQH4U2iiIOBRzyOWiZIxaZqsPI5pDLI1/cN/7M5pEtQBtDnowzEahFaGSoBJwKkQyOFCZQvIrCJHJlZAnIkaGRURBHcRLmdVjXURRDroBMlmaF8d4Ncuoa0dwk2glinLq/ZTnbz14MnotEPz8zcv9wy5HrV77UMfS6uqPv0TOth7Vz1CzBJMERhyEGkwxHHBVJlMdhEWEUYInBFkPZ3oa9BLMAm4jqJBpW0bKCljhqJLTEMbyDsfVP31xL9++Wu7drl7Z6/TuXY7s31rYmZi9M1Z/1qp++9voXGzJ+XdLQ+G6h4UOD/jf2hu+XDX674sKP2iZ+1r/wu2vi29PJ1yZX35rd+e3EyovjiX+a2f71/O4rM9svT8R/dVV+aSzx4/HEk5flr02sfn3In/r88a89/27FwHReXf+72WUDV2Y3b9/e2f0PQPq/Ga7//uv33ya3tgenQ6buhcbrYUNN58N/+dxXtA3fvywfaXWji4NLQgcLF4tO8Y6rML+P1XYeHSK6JLg4uAR0xdAdR2cMnTF0yfsj2O44uuNwyWiNop25vz+R2sKhgUUjd0ffdMdcopKDc69FHIVDgF2ETYBV3JcB22VijcEoopSHWYJR2Nc3mWWYZVhj+3bE1r07Q9x3UixLwJmEM4nyVZTLcMZQu4XaDZQLysrofZ1JNAiol9CaROsaXBvoWEFXDN0CBmO0N/G5a1tf6JP+vCtytHmWutxwMWiX0MihgUVDBDU+VHhQPg/rPMzzsC5Ct4jSJZQuonCJGEMwLBFHWFElwxSAdgF5cyhcgM6NEjcMPmILkvIoKldIy9rhDpFWzUN3E1Uc6dtBxypaRXTFMbhBh7ZIC4cqhtRGUBtEk4zGdTRtommdVCdRv426DeIUYAn+9UW5a2vH3uowOM1dg231zdkv2V/5vP4n33D89h9a3/27+te+bH3p40XPHdH88LDmx0j7wROOk6fGB08Mdgyy/M3Y7g321ixza16+NZvcnpI2r4dk6+DYLyqufDLtPH7Tg7cn8IebeNeN90N4L4DjIZxlcDKMt704ySE7idwVaFb3o1c0ErJ5ZLBICyMtgvQg0oJICyAtCFUIWRFkhLFXuqV7oQ5CG0UBi0w/ciMoYKlB3tuMPFgmpZo45AdREEZhBAVhFAVhDMLkgW4JeTOwhlAn0gYOFX5YAiiTUZ9EzzpGtzAg3tcd/lKX/686lj/X43mghVE45mG6jqogqnhidRO7BxYvsXhQFiD2AMm5QdLHaLaH5PuQ50FhCNYI9O572sSPNXm+4vK/ed73cuPoL2uvfS27C39oRtYNFHhgEGCUUcCiiIFZgo5FIUMdazBIUHuJiaWlXpwbJ5opalkimhkcn8KZJahDyAohj0U+i9zovhdxDoPcEHQSrdlMcW0o22RYPSgYx4dDeGeYpF0jGdfw7gV8MJmSHVJog8gN0twQji/QHI4WRHB8ihRFqTlGigVqZkk1h76E4tr2xy6vK9uDH7sovriw9spg+HHD5YOGG3fVuKn1JqyzpDlIB1fREUYHh9ogXFEyEFO0Rol9UVG2oKz0weFRVDDInIRqMuX0hdT3u5WnRsjxUfrhVfrBdfre6H1FvtQPxhVvDNIzszRjWZE2TU+OKjOu04xZolmipT5SGiClHlowS0vnlUXzqUXTivyJVP08LZ6hhVO0eJY6Pfe0B+6unFLULNCG0IEKt6LFTxvCigbmSOXCvVVz93QKyr7V1IG11IFkykBSObCSMrh+cHBD0SWTVuZoj3xfO3O0PfJYV/ypixuPNAdJUwTte2auLNrCcEXQGkCdHxXLcC6jIgDnEhxzxO6FfgGGRRjmYV6AzUudIZh9sIVhDKA0TEzR/VWiIi90SyhegpGFJQadgBIBegkFURREkM8gT0CegKIoChloWeSFDuqF1GIROSw0IjQCCmWUyMiTkC1ALaAwgewoTgVQEEe+jIwoMjhoJGhj+9ah2QKyBOTFUBiDLoHSOPQxGFagT6BQRi6PPJ6WyNTIkXKRVMrK9sTHR2WVb+HC0m8496fmuw72Vn+sp/dNS1fHtwt678m4mqKPUFsMegEGESYZNgk1a6RxCzYZpRxMEmwx2OOwyjCyMEdhFklVEm3raEtiYJO4EqgXyMgWru3S62vfmV/L9+w4/NttzO0rid2pRHz8csN08U+W3vv8tXe/1Zr7lt3Veqpr9JWm4RfqB3/gHHq6/MIzjr6X6keerhz4/cXwqemNU9MbZxY335tKvDez+eHNrZNTW+9Prb1zc/Xk1GrW3C3V1PYJ9/a/3JAe/23up77zisF1zdg2+kamtbb76urGzu7u7Z3/3HD1/+H6L1zF+Q8uae1W542goe+m60Y4w9h4/18+95y59+l+9q66eTT60fqRE5O0byPcIaI3hr7Yv4miE9Ap37FRvKNscsn7neG9pWAXd7BbfqBXpk0RNPJollDDo5ZHLYcaft9fwrkHVx52AXYedhFmHmYeFhEGHkYRZglmaX/59aNji8Em798ce77/ZhEWGWVJOFfgXIFzDRVJ2GVUr5CWTbRsoCZ6X3P4cJuIWgktK3Al0L4K1xq6ZHQJGIhjaF05mPj4YPzLoysPtC4p2zxwBdG+l53OopEhdXvmEm7YF+HwoNJPbGEYvNDPoHhRYRFgZmBhYYpCuwzNDApmYA3AzsLIEJtMymKwCyhPoG5L2RI/3ByBbR7VDFybaF9FRQjVAbQwaJPRFkNNGPUM2iS0iGhNoHkVzRtoWUPDKhrWUB+Dk/tUt1S5utsx1p+R88HgxZ7WqjMZTe99zfTzrzp++63q3z9p/81Xba98Uv8zZP0tNTwD009IyT8+VVfwsqui0eudEG9PcrenmNuz4s5yfGc6GG++svBqw8if6kfp+wP4dR/eHMMbM3jXi2MBvBvAhyGc43AmihNRnJWgTkKzgrwVFMSQLyNXRI6IbB7pEZwLIf3OUYWQFkB6AKoA0r1I8yLNi6wA8hiSz+77M2jCKInCIJNSMcUoHDBEkRdCfhj54f2kWL0PpcsomiWam9C7icVLDbPQTxKbj1TwqJPgitORddLPPTgkfqYt8Ne9geev8492BFE0gaIJYvcTwwLVz6LgBmxuOPxwhojVjZwJaD3IZ6BnUBoh1Umla5MaPUdrFu/J60d678Mllx/QDqWc6UrNPq9QjeHcNVLsg46FjkWeHzoBFhnlvKIuRs0cMheR70NxGKVhGBiUBKhmkXxwg6b5kMtCzSCfQ24EOcx+ZzifQ14EWha1W6Rhgxg8SL+K41fx3iW8cwXvjSNjlmTO0g8m8YdrirNumu2j2SyOLyPdT/MYqvUjfSm1eo1aZBREaI0Il0hH1w5fWflvXYEvdAW/NSq+Orv5ZOPsvY4xheUGcUXRI6M1Tvo20RVDl58O8AfPy4cnNw+OxI62R2j5cmpDAM4ZNPhgnEbWKFGPK951KV4poy+Z6EsOxc/tKT+vPPhy5aE321N/105/9kf6qwblr2pSXnLSl+zkFafilTrlW+30vR5lxjVyqkvxB2fK+zX07ebD5wboGzX0zSr6Byd9v46crH2sdOhbpb2KX+aQsw3KyukD6p6UMzUpH1Yo0pvpyXJywql0TpB2Zt/Zpl1Em7gntkc7g2YvaQuhjaGdzCNDsSf6pYN1PtoZR+cKOiS0R9ASQnsIrXsmMAuo96Emuq8ztwZh8sLsgc2DsgCsYVgDxMHCwcEWgskH3RLyFlHIoCgEnR/5HpREYJZQKqKUQykLbRgFDPIi0HIoElDMoYBFQZQUskeNEs1hoOGRx0PDo0gihjjyBGgk5HDQxvf/bhYmkCsik4NaQJ6EghgKYvsW3IUJFMZRFINxFeZV6GLQxWFahXEFWgklcRiSKBFgS6LlNoY2vjS7aQ+evzb/9zevfqa86st/bPuwZHDk66bL95pnD9kjKAxCH4VBhkmGVUZ5gjRuo3IFZgFWGY4EbHGYZRh4GDnYZFSvonUDnVvoXqUj66j0ocpHLq6Razt/PrtTGNrtZncvxHYvibHrS+NzrbnuvGdvvv+Nnvd/4qq0tE1ON4fizcxmT2KnfWWnmb/dFLpV616pdSd1k3yZb6M2vN3Ab9SxG3WBrUr/ltOzbVrY0sysZc9varw7eQtruTMr6mn+W+/lP/yX/5xfPfzH3htvZlstjQPC6p45/85/ukj9D6//iXDdW73lVjdaxzzW3rnOyejxPMf/+dVnvpnvurd2Bs0etLBo4dH+UTaOAJeMgbji8ubdQ0nSzKCZRbuwv4qzn/8qwyWjfW91h79jPiygnT/YxT3YI9JGDs0x1EdRy6JeQL2ABhnVPCqFff+mMh7lAhzivr+ETYSBgz5K9ghq4GGS9geuFhm2OGwx2GOwSrDKKEvs09ceQ3lyH65V6ygTUB1FW5L0bdNmnupvPNIuK+slNEhoYNAcR8c2upPojWNgBYObyoHVewcTT1xef7yPP+zykc4AXGG0RdHMoClKm0TYFlG5iEo3qn2oD5LKCMxu2Bagn4feD0sYtjBsUVLogWYaFh+tFmiFhOIAjFHYRVjCcEThXEXFyl2NSVoRQlkEVXHSuAqDB+YlNHFokdAmoT9OR26hbwstHFrCaOBQv4qGVdQm0LyJ1nU0yMpW9kxwbSQcqOmovHTzSmvJay7n68ca3n/S9vJT9W89bnjxIe3PUnN+SC3P0ZYXSe3zB+w/e7WnfESIX+c3JoSdMen2dX73urQzk7h1LShltV3+u4qxA+oR/K4PL/XizXG8vYB3fDgWwLEAjjNIk6CKEfUactaQswLNCjSJfbhqpP1snGxuX7uRzSE7CjW7Hyqe7sc5D04v4exetowf6hAy/Di7jLQlGAXoeGR6icZ/tz6KLA9ygsgNQ+2H2g2tF8U+FPlR5IOZgZWlDoZWRBR1IqkMkaoIKsOkmSXNXlrvPtwU+mTT4l91LH/OOXmg+AYpXqaWAIquwzCLcj+qwnAEYQ/C6oVpGUXzKA2iPELKWeLkUcFAO4v8G8ibQNHCYaubaiaQOQbDAtEsIG0SWh8Kw8j3osBDijkUMak1LC0Yx8mLUM9A60cRA4OAPC9O36S5QZobVhbyVCdRdYRkh5EZhCa6b4hTEEVhlFoTxJ5AjhcnxnDsEt6fxDtTOL5AClhSGMXpBbw5gXemUtLdqTkMzjE4y6BYJrowNQepmaOGECn00XLuYJ+c0st8+mLs0e7QV7u9/9C++PJF9uUR8dPV07RujjR46KB8z8WNe3tXPnFl676R+OMTa1+6vvm18c2vXl//3KB0sHKWlnuJzQ37Esrc0N8kudeQNU7PXqan/m/q3jQ4zus8077OCxBUkZRKlKXPspPYThxXbM8knmRiJ5Oyk8x4q0SOY8WxPHEykW15t+zPkkiKIinuK0jsWwON3twAGo1GY2/sG/cdXLADve/72xu6ARDL9wNQ4qnJ/JlK8tWcOr+6+kdXV3Xf73nO81zXZengsPT22I6D1/LfvPbUu7eeOTcpHXssHXogHby94+2rBYfvFpy+v+vkSMEbpqePXX7q5J2nz0/sPH/lqaK7+WUPpYv3dpQ9Kih7tKP4UUGtbWej7ddNj//SNPk7p9p2XOgp0MzmmQIFyun8ktGdyus7mybz1Hekuls0PsZsp8O79bujI0inl04vbS7MDswuWj1Sb/DF8cSOnpCwxBhKMZRmMIbFS4ebDjcdLprtqOeE2UtzBF0QjR9tCKWXegc6GzoX2jDaIOoQ1S6UTtROFPNUzVPlocJOnVeqjYuqMBU+URWixk+dm3KnKApQHKAmiCJAmZ+yCBWxZ3XZghI/570URSmJUh6nUqZcpihGkUxxlPNBDi1IpTGpIsMpP0VxSmXKZMoTlCcpT6JYQruKZgX1CsqsULwnuq9No0iiSFGdpEKmVEaRpn2VW6ufs2aNwZmRySPGoX36y6YT/bc/rrzz4mDg9yZyBZp5Tj+gxIUyjiqBNiGaltAlUUSpl9EkqZe3hx6VMbQpWlawLDOwREdGWGRpUKZ+kTY/t5by7+e+bdvo9Gevu+yT94enjacen33pxo8+2vWPH+8qPjI4fn1gznU5kr7iTVy3pm5701eC8t3I6h3P2n3vk8nQ+m3/yr34+r30Zn9IvhJP34st34pkx/25hvlE6b3w+cnw2Rn5yN3I62PO//xGyfs+88opZa9xfOqNQl1lU59fTm9ubq5vrq1v/p+BmP636982XDc31jY2133JZfMNq3Zktv+B76fvVuX98Su7SyxSf4SuIB1+LEH6QtvIw/4EIwlxObVrTBbtfsx+OkMMJOiPbxeN+xLbkqDeEH1BLKH3jOthesPPDcTf1xenI0p7hNYg5ihtMboStMk0R2mKoQujj6CPoomiiaKOodoazolQH6Muun35WvdeuGoSaJJoEqj/qTgsb1/WNmRozNKwRFOCphDNAVplepIY/ZTOPtsc2dMWozWEOUCHTHeWvhQjWYYyDC7vHn3y3Pjyx26s/tGN3PMWn+h10ecTvUF6/HT6MQfRL9KyQIsNk50WG00utHa006hnqJgRGo8wBNC4KZ2lakHUuUSpVZRaqXJR76XehdKJzo8qgjZTYFp+pj2LSqZBFm0ZdFFhSksD6/Sk6IqKyzkx/kQMrNAVkbr8GDwYk5iymJboXsWyTKcstQf+x4x8M7t6xRfomp5sUZ40H/qiuffENzWvfbb21T9s+MnThV/fW/p3e1TffMr4jb2tr7zQ9D/eHDVOxZ88jm08jm/ciT2ZkNfvp9YfZtZveGLH2298tnFib+0kr18WP77GLx7wppV9bva7OeDhUIhjMieTnM1wcZnCLBcyXMxQlKAozsV/cs9FOR/mfITCCBfDXApTGOC8jzOef07Wk7Zt5tFJuzjl4OgcJT7Kw5x1ikvuZysj4ryL824ueDnt4IydIjfVwW0iZn1S6DKiMYUqRM3W97xIrVVqCYhmF/rFfINTaB582PT4Gzf8HzHMUz5PzaxQTgutC40XrQ+VH00AXQCdD7Wb5pjULotaDyV2qd4nFG6hdqF1U734VPFDqfARFYuiziUq3KLMSbmfqqgod0tVNlG2mFdik0omxOFhcfYBCi+VfkoDXHRz6rFU492hy3LMKk4sSBfcHLdy0k6xn6oYJT4U8S1/g6ROc9rBoSneecjBR+yf5uAiB63ilJfDC7w5y4FFDswXXPBJpVEKI6IqIzWtoApQ45B0Qal2MV9l22uJfPKG/Pm78ueHvS/1uf6i3/61Xuu3xj0f1d561jS1azwmDUQ/cTP1ysz6KxOrX32Y++Mb8h/fin9ixPNi5+Kuxuk83RS6RzQ50DmE1k3NrKh9xMVrnL/F+Xucuc+ZSc4vcN7BGUdBqXdHiZ+zHi74ueDloksqj+ZXePJPXs5/o016o0c6NJx/6oZUOCHV+VFHqfOj8UvGpDDlRNuq1J7O1y3uqLqX32iTBuS84VVhyQmzLHXGtjslu8O0+zDZaLVidtLuoz1Ah492NyYXzW4MXpocNNue6gu/b0gWlhQDWfoiDMYZlen10ekSPQGpyyuaHagXRYsfnRuNG5ULrR9tGF2IRi8NIRrT6GTqIpS5qfOi9lPvpHqeGofQeCVdWFJnRGWMIi+lHqo81Hooc4jyCNUyqqCoc1Nmo8q/sz62V5XkrJMzXopiVMgoUtSkKYpRHOdSlEsRTrh5Z06qSnAxwtkQZTLlMhUy5TKVMrVpNKs0rKJbpj5LdQJFmqoU1UlqZJRpdDlqklQmKY9TE6U9I24sfWFx+Zeh1Q6brenR7Otdkx9UT78wJn/JtvEn4+GC09c5eZfqAPVxVO/9VSpj23DZmig1kW0Ojz6BKU3nMj3L9OXoWKI9RnuEHpnra+Le2u/edFZfuXa5u/qh5g3rmZfu/Pw/9b/+5/3FBwY7mwduThiG75iuTHbdWzRcfqgduFs/+kAx+mBgJnbfuzoZ3bwXXL0VyN2NrE5mNodcsb5Z16gt3DkX0j7yFN5yHxi1vzZu/cdrvpcs9t/8WdVTf/D3+8rNhsuz+4qN51UdC7745ubm5sbq5sb6+q+Otv5rrH/TsvDGVhF7bXPTGssYry6ox+d77nu//c5F8aevPF19S7Kk6I68p0+PMZRkOM1wkoE4fWEsEbpjWOIMJLfzdcu+PpRhIM5wjOHo9gzPVmFnQBbdkb2D8V29ATpDdMl0y3TJWFJ0JWmJ0RBC7UcbRBdBG0MbRxNDFaU+gmqrRLwFR0wKXYZ6+b0R2ASaBOoE6sQ/QxO3wtWQw5DDkMKQwJSmOYkhQINbNMSEPvC+3uQei4wpQEecdpn+DKMrDKYZzOVdflJwdfXXbiz/0c2Vj/RFdvUFpN6g6PbR6ZEsAVqcwuwXZi9tflr9NLtpDqH3o5tFPU3NIkqvaAgJlVJCPHkAACAASURBVIvSGRR2qhyUOqjwiPowtQGqvdT4UfhQBlHJaOLPmLMF2iR1YTRRtHEaZdpzdC3RlaQviyUlepJSV0wyBVE5JEMUXYjuFEMrjCxL/Slaw394T+5a3dBMzB5u6VG2qBre/erNzgO/vFLyJxXf+tOetz+i/M4Hy79VUPTSXsPff7TvJ7sqvv5NfdnDUHYqsfFAfnI3sfI4vf54ef1xeuOaPXq6+8ZXex5+RP+Qnwzm/ewGP77LWw72ednv5oCLAz7eDnIkzskUZ7Ocz3E2w5kEZ4LbvIgLEQqj2zev5yNcCHMxxMUQFwNcDHDey9HF7QnRU05OOjjxnir16CJn7Fz0Uejngmt3cSD/kl9c8HDWyWkHFzyU+FFEqY2KmjilQZQR0bqEPoLSRZ0PlRedR2qNSuZ4fkdkR7t3d7vnedPcJ9sff6T+7vP1c5JiRlLYUNlFvZ1aO3ofhqBoCIiWMD2y1C2jsVOxQJVjixct9H7ULlGz8HTdrFQyhcJGuZVLDoodotpHqT2vwi7VLEo1C9KFRxwZ4/wEJY7tJ7/iIMetnJ2XlDFOOTntFqcc4oRdFHqpikj1CVESEJUhyZQTTQlJEeLded5d4MQ8705x2sFptzjtEYetHLZyxM7JAMcDHHY9VRiWLgYoDwulLDQxqS5A4bykcOxu9/6axfnVicxL/Y6/G/P/117rlywLXxv1vXpT/nzH7KeM975yR/4v1yL/fXr1tGOzyLZ+aj63737sq73WT3VMS423MM8UdHif645IXQ7aXDQ5aPCjdor6aYqucfEW5+9zdoJzj7kwz1knZxy7q4KUeLnooyRGWWyLaiRqQqJoUZyfEmXzKP1CFRCaIOoY2gj6KIY0XRu0PaFBRuOjwUV3XPSmGMiJkRX6knTH6YrRGaI9TFuE1hBGHy1eTAFao7RGMAVp8dPkRuegyUezW7S5nhmR8y0B+mT6UvREGZAZkenx0OYUrQ6aF0SLU2r1oZ9Ha0PvQx+gKYAhjCGMwUdjEJ2MMkylh/KtcPVR60CxiDogNUaoDVIVoyzMeR9lbqH0i9oQ1QGUMuo0tT6qFqlcQOHYXecW5+a5FBBlMqUyVTL1aVG7RHGccwFRGJLK4uLwIiftokqWLkVFqUyFTJVMhUyFTG0S3QrqHDUyW0aa2rTQrVKTokKmWkaREI2rVMuUxqlJoEmI7qx0OfOxh2tfuh74Wu/cfyq6Ik5f2zmU+dh07sMmZ/67tzh8X1S5Uceoj1MnUxOjNoZKpi5KVYiaiNAkaEpiStOeo2eJrgxtaToSdCWxpBjNSHefvO+2/NXBuyr9hQfnX5p//aOL337xzk8/fU176d7k1G1PdMAhd057h2ZDl13ZXmvSOOlXPrCVTtiqH/g75hNXnImeKW/THVvDDZv5nmfMmehbjKhuzJ4dnDxgmfx2640v6i7/jvbO852251ute95U7/jDb71+saHl2tzhMsPpqpbH9uDa5ubmxsbm+j+hmNb+D/Vy/9L6NwzXta0W4vXNzc219c3NxUBaf3VOf2W2+77zW/vOSp979em6u9KW1XVL/TOcYDTNcOqfp1r7kwwk6U/Sn2QwwUiKy0tiNMVIgjGZUZneLRZxlP44vTEscdEbeX48mj8QozeNJYklgSVFdwJTHF0QrZ+GMM0yhiRNSRqT6BNootsjOvok+hT6NPo06gSKMLok+hSaf8pXGbWMRqYhjSFLc47mZQxLNC7Tsi5asugDNIVoTWKOF/SnXxjKSm1B2iN0xOlNMrbCUJqRJW6scm3lheu5P7y9/DuDkWct/nxLkHYPnV46PZgctIcxh2mL0RKlwY9RRh9B7UZlQ2VHYUdho9pKmYtaH9Vu6iPUxaiNUhOhKry9q0PUhlGG87TR51oSaELowqiDqIKiKSX0SbRxtGF0QRoD6PxSQ5h6D/UOuuLi5oq4mc2/nRW9MRp9zw9Gq2NPhgPyQVPvKa1aue+v+4/8+UDn8S9X/sOnGl/7Pe1rzx7/bx/SvPprrT/+j81vvKw9W3/r7qNQdiqxNhFdfZBYnUyvzWTWZxPrU77cL6/N/Wjk8Qerx8WRUfGzcX5wm4Ne3nLzlp39dt5y8aaHw2FOJjmV5vQSp5KcjHLSwykPZ/ycDXIuxPkwJzyceo8dcdrNGQ8XfJzzcMzKCTvHrRy18q6Vo9btuD3h4KyXCyHO+bngeaoyUlAa4pyD07b3Tq4uFGFqwlRGqAhiXqJ7TTQk0HhRe9B4aAjRGEMXpMktWqz5pgWpeeZ51Z2XOm2fNFnzlbNCNYfRKdo8oieUf2WpYGypwBQQRp/Um6LJLdXPUzFDnR2NC2WYIjfFcxTeK1BPSYrHXLxP4SLFfgq94vw8x29JVVahclM0xYHL0smHlHlRJlDEKPJwbIGjVi54uOCTSkJSeYyTLqk0IupkSSlT5BUlAdGUlCyroszOuw/Y/5izTs7ZOG2TLgY5ZGX/HO/McXSBEy7ecXHYI1WkdhaHpfNuSoOSNiouzVG4KNXY9zTYPtA292f9zu+NBr43EPhyy/Sf9Lq+cjXws+kn+x+u/OJ6vGhx5dKjxPmp1C99a8rJ4KX7nuIpuXoqffS693NNtwoaH71wU/769PoP7+d+r/2h1PaIdpswh9B6RfkkZ69w4b5UNEvRLOcfcX6O0y7pnGdvdYiLLoo8VIaoClPq4ZKH6gjqJPoszRkMabpW6F2mLUpHjJ4MHauiO4fBj8GF0UVrAMtWp2SC3jiWED1+Oj2Y3bSEMIZpiWxrP0xb8o8YzRHRGETjQGen2YnBkd/qe244icVPXxBLBEuC/gwDMt0+qcuP0UarTer2C7OLhkkMNoxRWmRMEVpDtIQweNH50MsoA1T7UASp96D3o3IJrQ9thDov1SEq41QEqIpQF6bWT4UXRYj6GOoU9TEUbursT2k9e5QOcWlBVEZF9VZqRlHKokbmYpATdnEpKIrCHHgsSkJUJ8XW1aliCUUGRRplhsYVGtdQLlGXRruEfgldVqrLUBiiJkltgqqoaF5BmaQohCor9T3ZMZbeeS1ZMJaUGmY5d5Wjd6l2Ptsh72pyceYRF+xC6UPlRxWhXqY+Sa1MXYy6KMoo6jjqGC1pOrP05OhconsJSxZLGotMX4LB5fxrqT8fnqgw1k6UfNf9+u/M/8Pu2e9/aOznf25prB1Z8DfPxdWPvfqpgHkx02bLqKd9JQ9cp2+73rpuf/2m+607gRMPQ2/2TfxtfdfLyu7vNAx/s9byX0tNn63s+vgl44cudbxQ2LvztFmc7qBhUhqOFhxry//cd793VmW+Mf9ulfl4he7Rgv09DtPGP8loNjbXN/6vCNf1rQ+8vrG2ub6+ub6+vrngSzZdntNfsXXd83799RPSF76zS3NbDES31bWDMiNJRtIMJBlIM5BkcAsvvBWuSUbT4soSQzJ9UcZSYiRBd4BhmRGZwSS9W6fbiDSc2Hs1kz8gY5HpTdGbpEvGFKEpTGOYljjmJK1LmJZoyWBM0SijiaKJ0ZShMUNDCn0K7ZYOKUlDehvhpE2iTaBL0pihOUdLDmOOlmWasxiWMWQxpmmQ0ScwZejN0JvZY1l6X59MV5j+HBaZkQyDSYZSXF3Ou7ryGzdWPj2x8tGx0G6LW7IE6N6qcvvocNEToT3I1vBuk5emIA0BlA6UC6jmqbNRM0f1LFVOav3U+KmLogijCFLjReFB6aU2RHWYmiCKCJW+Z5oiu1sjGPw0RdDLqGUuOTk/K7QBYZKlzrToSEtdGdpl0Z2Qrm2IW08YjUvjEVrdosnzdFf4jYXctXT2aFvb25Ulmv1/bfrbvcOK7/648acfq3j5dxWvfPDMF/6gd98n2g5821x+Myw/kjcfxFYfyisP4usPE+tTqbWZ5MZ08slkdLXngfftrrufKL8sXbgh3rzM925KhwL83MHPF9lvZ5+TtxwcCXJS5rjMiSQnE5yKc8q3DY444+e0T5wPc8rDoUUOLfLOIu8scNTOOR/nvBxe4MgCh+Y4MMOBGQ7OcWRhu5f4QpALYS6EKIlI1dGdVVHO2jlr56yDc06KPdRGUESpilAdpD1HxxO0Mno3eit6j2iIUh9E5ZX0LqnZIXSTUsP0hxpmfr9h6tda5p/pcuX1eqUhWYylGE1IlzM7LDFq50WjR+hdlD8QZfdF1bxQ2lHaqPBy+BHnHwuV/fn20NOKKY4OUTRNoYtzAenwDGcfSoYYCg+n7lK2IBoSKDPUJLnk4PiUuOiSyn2cc3HeKRU7OD1PiV/UxKgKUxaQamNSY1rqXpaaZQ7eEofucnyes05OLXLMzjEHB2bZt/WlLXDMwX5rXmE8ry5TUBUsqA5JFwP52nhe6aJU7X6mK/K7/a4PaK59RHf/j/rdXxoK/lnXwp8Oh/582Put64EDM0tF9vXO8HrXdPjiFdtbQ4uHrtpP3AsVPcoqZp+8NbrwO9UDH2iz/feFVXVktcOfKLu/+Gnz9XzNdeomKHvApTucv8qlCcpmKZ2n8CEXZzjnlEp8O2tDFHko81EXkhQBcWmei1Y0McxpLCtPD2X/w9XUZ25mdpoWUD+m0UlXcpclKSlm0MxhcNMUoNFHiwejmw6ZXplOP60+jH6aPRj8NAdoCWOI0hjFEMUQxBCg0YfWQ70djZ1mNy3uvd3RPT0yHTHafbT4MMfpTtEdE50BqTMoOrx02EWPj3YvzQu0ueiI0CHTFaM9TpuMOYQhSGMMTYA6P/VBGiIYoujDQh+mzovCRq2XSi9VDur9aGLU+Cm2ovCi2ZoGjKMM5Wn9L5rkvCorZQ7K/FQERUWIqqCkTVDi46RNKvZL1XFO2MVFN3VJKlMo0qhy1C9Tv4J6hYZVmp6gW0GVRbOEIYdpWRhXKA5KJTGhXUaZRCFjWEaToVqmIZ03lH5+JPgfbkaf6QlQPs/JR1KVa7fOt9cQFLU+UR8S6gSqOPVB9HF0SZRbePYodWE0Mk1JWtP0LNOTpSNNR5reLCPLjK0ymmEk/sJI5CVjX1PpTx++8XHHj1+c/u7/c+ennxku3dc3PND42Fn50F02laiaWdYtLGkXM6VT8RN3fT+76fja2PRL1x1fu+X7xr3A1yaiv99vf79p8v1di5/os/9my0RBRd/O8sH8ioF87YQw2uhyS13+Hb2Bp4otO/70u/94vM50beFdRceRisY709b1ja1gXX+yLSdf29xc+7+moWlz85/5FusbG5ubm+trm9M+2Tg2Z7zsMt+2feWHB8UXfvC0/qEYSLwXrhlGl7ZPqwOJf2EPJhiIMxBlKMpgmMEQ4zKX04wuMZJjJMNwkr54/oi892pCGohj2WozjtIZwRTDGKU1RlsCc4LWJKYkLQmMSRplGmSaEjQm0CfQb4lgE+iT6JPokujee6UhjTGLKUfLMsZljMs052jO0ZjZfnNDkrYcliUsWWGOPdsT2NUri75V+lIMyGIwwUCKyyv5N9c+dmvl964lPjIWfa4/UNAXlAZkLEEsHjpcdERpC9EZoN1Ns40GKwYXKhuqBepnUNtRzqKconaWOg+1QaoD1ARQuKixUu9Abad+y1UXoCZIlU+q873YFpUMYUxpmmSUYcqdlFpFa1IaWpXa4zQHsch0hLHIjDyhN0FPUAzK9MiiS945kP7jK5EGq+Pkxf1v/PRl3YEvd359d/exL15sf/uPFN/4ZPFfffjiX/5e5+t7a159raf+bmZldmnzcWbzkbx+P7F+P7E+nVibSa5PpzYm4+tXFuTiwYdfrL+ad3KMfVf58U1+NsdPbbzpZr+T/Q72Ozjs43iEdyOcSHAywYk4x32c2PKbejjh41yIc172z7Jvln1z7FvgHRtnfeKCl7en2DfDvlnenOLNSd6e57iP83EuxrgY3JaNl4Up9u+uDnPBxyUvRR4uBVHE0WaojVHhp9Qt6ZKSIU1tAEUArRu1gwafZAhIDW6p0SU1e0Sjc0eX58NDsf/Y6fu4yfpil23HQIAhmcE0/XHa3NTPiLoFobWKhjn0M5LWKil8VDionOPSHBes1PmkpvAzDaEdlx6LS3e5+JCT89JpH0cWJEWQ+ihFXlHrF5ZMfm+W2gCFDi7M5ytjeZV+jj4UJ+zSJWte+aIodlEdojxAdQyFTE0ETUTSyxyZ4EfDnJgW5QFxzs2heQ4vcsrJwVkOLHDYyUkXJ6x5RZG8oihH5ndXhfKqw1JpXFLE8sqsvzGU/VCX5/0113ZXXi7QTn9g0P/HI4FvXvX87WjoK4P+ly97/6R/6gv9U4cmQmZrZp/p1qcU1165t/T2vdWD1xPf6V/8A82VHVXXf8PiOxvZbPfHtY9mtDcn3708/4WmiZ2Fo5Tdoey+KJumbIbiSYomuTRB6SxFnoKqSJ4yRkWMqojQhIXSJUrnhMpHd7ZgPPfZhytvezaUvrU3uqZ+v3pwt/J2gdn9gZHEb3fb8073SVorzT7RHJYaPDS5aPEzsMRQkja/aPIJfZCmME0+Gtw0etC50XhQe1G5UDtROVE7UdrQODEGJZP/hV5ZMkYwRWnx0xzEnKA7jSVDdwpLit4wvR66Q3TGaQvSEaAzRLeMJUW7TLtMRwxzBGMYnQ9jWDLF0GypmuNovdQtoFygdpGqOeqcaMKot8QhQWp81AdQ+qnxU+N/pkF+WuenbJ4KJ2VuqvyU2qkNCVWY8zOcmi5QxaWKAGV+Ubc1EpNFuYJymfplVFm0qzRsoFpBtYQuiTEt2rKYl/PbnlDuzVOnqJVFfUqo02jS6FJoZHoye2/lvjaT+95U4rNjoeca7FRP72lxP6dzFGi9aEJoE6hkFFHq4+hktMltzI4yjDYiWtJ05OjK0p2lJ4clx8Ay15+IGxsMZSSL909vxc7MxIxDvd1nvtX3k9++fviPRi+9OtTVaL4zWf/AXTkZLZ6SCyeTJZNLxZOpo/cCv7jlfvW650ujjj+76v3ynchX74U+d9//nGUB0zyWMEMJehyi2yp1OaTORalnVrQ76ZYZX8obTe6tGpE+/9q3DlUYr8yfqOs6Umm4PmXdbgt+jxnxHujwX7Wd6d88XH9lbXVi5TY3pzyycWzBcM3Zcd36l68dl/7iZ88YZsVokmGZ4SSjaYZ+RYnzq8m6dYodTDGcZFRmPMGYzFiC8QyXc4xlGckwlGJApi9eMBp/7kpSDMj0p+iXsch0ynTEsCTpStAuY5YxJzDLmGSMMkYZw1a+JtHEUcfRp2hI0ZimIUVDCsMSugQNSVqWaV3GtJWsWxGboymDIYNxCVOazqzoXcKSwRwXJt9zI5m8oSVGs4zEGEsymmE8Ld1efeHGyu/dyH58KPKbg4EXBoN7RmSpP0S3mzYfphCtYdqDtLpottEwj8GOxoHGiXKBOieKRRRzKKzUulH4qHRR7ULlRu1ii2+s8aD2o/JR66LWQZ3taYN3V3NINMk0p1D6qPEKZQh9hrYspihNAdGeoiVGsx+9C7UTQ4i2OK0h2qN0xp9qcX9//IHSpCo9u2+g+DXzV3f1vP6fzD2nPlv/nV8vevm3iv7qw5Uv71G88gHND/++v1bvmx1IyPfiKw9jTybia48Tm5OJ9anExkPv8o2ZqHnC+f3WOy+eH+fgTfbf50e3+ckj9tl408pbNvY5OeDjUJjDcY6lOJ7kaIR3nLxj59AW3N/JMS+n/Oy38fM5fjHHW1YO2DkZoDDKm7P8Yo79ixxY5G0rR1ycjnI+ycU4F8OcdlLooizAJfeuqoBUGKDQRamL8i17s0xFiGIXxR5K/FS4UXglZVQ0yqj96P2SwS/qFiXFnFBZhdEnev35Q/739wY/1ub+cLv7KUuQAZm+jLCkRFcwvzO0syssGhclk4OGRWpmKV4UlW4q5imcFCU2qr1CF93bGHm6cp6T17k0JYrsecU+Sl1CE6MygiIp2p68//bmS/NrH1JOcG58V72zoD4knbovnZ3ZURXnwgIlc1R4KfZz0SMqwtu2xKqwuGjl0F1OzIjiYH5JWLy7yNvTHJnjtJ23JrfP+sddnA1I53y8axVnHU9VekWpXyjlvBrvi42uDxsXX6h/UFA4nl87ITW5hGL2kxbXD6/ZP1k09lGt4+Pq6R0XBkTF9T2amd9pmP5gxdUC/cKezuhvdfk+YbZ+qOHxBw2TO8pu7qp//NLNyA+77v5YM/Caqvebqr4vVl999uQQl25Qeo/KSSofUfSAMw+58JgaG9X+vfVyfqVblIWoiKANi3ZZ6skylP7gRPZVx6omtnFjef16KGu85y+6vvCz0dnjs4lDd/xvjc5/uKhDUj0SJjfNNqnRSqNNWGQxnKUnTosXrRWNA50T7SLaRbQLqBfRulC5UXqo86Byo/cLtRedF4NvT1vkmfYtS1KQZg+tUTpTWJbE0BqDKwxnGUqKy0v0J+iRscTpCGHy0i3Tk8YUwRynXcYcozlMo48WL0YnDXaaQjSG0bipX6TeitIu1C6hC6GT0WZQ5ahOUB3dwpVT45aU3udNsqi0UudC4eOSnUonNTZhiIkyF+dmRLFV1HgpsgpFiOoYyiz1q9TnqM+gSqNOocvR+ATtMg05WrO0ZWiRaV8S9TFR7kMTQxES2hSaBCoZQ4oWmZtr/2F27V3n5i/d64bg5oE7yU8Ypj/QtCAVPcpriNOUQJNAI1Mfoz6JOok6hSaFNkFDAmOK9hxtGbqW6MtIlmXal+jP5I2vYIrmtzi/OhGpdMTbbH7z/Qd3p6dvXB8buznccX9C99hV/ShYOZ2onF+pnF2pm31SPbd6cWbp6MP44YeRn97x/WAi8v/O5t6ZX/7hpPybQ3MYH9MbYCSJJUaPlx4flgh9QSxu2v1YYtKI/LTiSt4Xf/C3B8pbrthO1XcfKtFde7Sw+u8Vef/e4bq5ubm8sfnYKzeMLZquuTuuL375O/ull17fY5iUhlOiP8lYmpHUNonpXwjXFAMZBlOMpBhNM55hLMNImtE0gwkGZAYSDKbojdMn7xqV916WxWCC4QyDqS0MhRjOYpHpkulO0ZmgM0FHgvYEbUnMSYwJmpLbPQh6maYUjUmakhjSknmFpjTNGUzLmHK0/Mo2ZmnJ0JbFnKYtTVuKLpkemc407emdfcnnri1J40sMJ7iSZSDBcFK6mdt9M/fx26v/eUz+3aHAR4dDHxiRnxqMYwnSFaU9gimIOYI5TFuQZieNi9TbqLVS56DSQ7mTCgcVHmo81HmodaJ0oHag9qAKbjfsKePURVD6UblR2YXK+v4W3w61X2rOofRROEuZl6YMTUnakqIxgNKOwUOjA9UCdR7UsjAmMQVp9tEcRR985UHy6vLmiHXRqDlT+63f6nzjD3Rtb/9+9T9+RvPjz5a88mfKbz9f+bdS3ctU//XTjT/4TMvpZpt1Lr05mdqcSm9OZjcfpzcfh1buWuPjtljhtcXPKq4VvHuDfdd5/Sbfvc7rU3n7HBxwsN8p9vt4O8ahpDic4lCMt/0cCPB2gAMu9js54OJIgBNRDnn4xRw/n+GNBd52cTomLqbYZ2PfPMdsHHNzNMSxKCfinI1zIUZhlPMBznkpDlPoKyjz5Z/zcsZOZXBbPlgXpyJMsY8iPxe9lLrz1SGh8mNMoo+iDkqNYaFw5Nd5qLWjtwujVRjmn+sIPNvseMro3NkjM5ihN5Pfn9nRE9rbJ+/pCEu6RZQzotYqVc1RPicpPKLCyvn71M6gWBB1roJKe0HRnKiySi0y5W7KA+hllG6qXDTJwrL6gZHUp7ute84MSWW392jdHL3OofH8Epso9lATROWXygIcdXLRJyniojIkKsOUBKSaKBesUomPc15xwiEdt3FshlNWjts5sMghB0cXOeoWpyOccOVVxHbqs3sNKVHtl6qduzT2j3Z4dx/v3nvUkv+WKe/8sFRyh0Ojz5Xd+vXDTdJP9NLxYY4OirL7qJ00hND7MQeF2Yt6noYZdNMF2lmp/KY4bMk7MVZQcuXpM8Zn3qza80aN9OOagv1tBaevShWPKZugYoKyuxQ94tQspS5Uvrw6/7P6CNVWat0YE6JnRVhWxfCTD95Zfd2z1pvZuBZbncis3V/afJDcvBNJ301k7ydyt9xyxwPH32mGP6J/tLc7QqMXUxCLLAbTdMZpCaFzobPSaEU7j2oBjZX6RepsKN3UuKnxURdEE6QxhiqGPiYaAs+3ynkNEfQxGsO0BDHH6EhgSdObpCdEX4T+hBjKiv7oUyPxF8ez+a2eHV2B/L44ligdAXoidEdpi2CO0Rqh2UOrm3YvLV4aHegcNDhFowO9G0MQY5jmGIYkuhTalGjMoopR50fj22sO7dF7KLUJTZhKtyiyUjInGSJC65cuWfPKvaLcQa1D1G09XqdRLaPJoktvX2M1pWhdwbyKeYWOFdqztKbpSEttScqcki6BNi50W16TGG1LoidLW1SaWP3cXK7Cu9EX3hzyP6m8F/6GcfrpY5cpsYqWJIYE2gQ6GW0CTRpdmoY0TSkMSYwpTEuic5nOJbqy9C7TGac3TneSGmee0vrpq/ET1tRgOH0rlB6bDz4Mro67ks0zvvqZoHou0mhL1S0s18w/0S08MVg3NPMrusVls3O127uqd2U0zpTRl9Msykfuhz7dM5/fYs3rDUk9PqndK3X6pJ4w3VG6Q3TH6ZHzB+RnqkbzvvSjrx0oabkyf1rdd7D4l5fvTK2tb9vH1/+Vj6n/wvr3C9fttbGxubmR3di874rrxmcMN23mazOff/UX0ld+srdpRhpZYSi3jebfxjD9LyfXgTSDKYZSjGQYSTOSYSTFcJLhxLYCdws+PJCkX947Fn/uqsxonGGZoRSD6W2bbF9CDGXpkumS6cvQt0Rflp4lWhPooxhSNMiowzQlaNpqfUpgSGPKYV7BlKM5Q0sWUxZTlpYsxgytaToydGXoStMm0xETnTJtacxpWiO7BuSnry0xvMRYTvSn6M+Iy0s7r6U/eDX76Su5T43EPjoU/o0RefdQQljiLWIzmQAAIABJREFUdEXpjmIOYYpilkWnTKufFgd6B6otjn9A2jLAVwWp86Fyo3aiWqR2jmo71X4qo1TEtwpr1IVQ+VF7ULqfVtv3KH1Ux6j0cPYR51yockK3gjZJmYOSBeqd6Fxo3agjqFI05WhJogugCoj22N9PL3fFli72j71dXn5m//8wH/2ysePNz2tf+0PFd/609O++anrro9Wv5he9lK95GfVXdxZ+/VhnS8eNRfOEo+vBnPnWZMfdWeP4A+Pwvd57C52z4X0djz5Tc/vjqqkPlU7lHbzJT8f4xwFeHcz7h4H8714X37vHDx9IP3oovnNDeu2meO2W+P4D8aabfSEOxjgucybBYSdvzPCGlTfdHAxxNs2lDO+4OGjlpI1TXk7HOS1zTt6ekT0T5EKIcz6Kopx0FhS7d5eHKA+K5ty2oaEqTomHsgAlQS75KfJQZkfpFj0ZDGHq3Wh8KJyiPiia4vnNPqnZKjVZUS9IZnfekCwG0gxlGEjnD8V29jl2dtj2dASFeobqCanWRuk0l2Yoc1PhpGaBVh86B/W2nQ2RZ/Sy0AYkU0wofWgSqGIUTaKYpUOmI4PKmq989FHTYn7h7T2lMwWnrvLOZVGyKNWFUcS5YOfoAqe8ojpGWZATLo7bqAoKbZaiIGdsnLRy0sYZJ+c9XPBx2iOOuzmwwIEFTvjEhbg46pJqkwWm5V3tSUkf5+TEs9WPn6+5Kx1sy9tvlvaZ95wc3HV6RDrYJf28Q/qeYcfxEenUMGeGRd0UOq8wJCRjBkMc9SKaabTTQvlQOjUgneyTTo3tOnunoPBq/oWuglNdOw93FBzpzjs5VnBmVBwfE8dGOTLM6Rucm+KMi8ooysAujX9Xc5Tm6I6+9HNtPupnxUD6+Vu51xY2jMHNe7nNu5Hlh8m1qczGfHJzRt6YSj95HJUH78+ox27ubxv/m/apT7Q684xe0RmkO0iHD+OWQNBLkxvtHMpp6uaoX0S5iGKO6jmqFqi2Ueuk3onaQ30QdWR3Y/iZxgjKCBqZphjmKG0ynTLtUUxBzD7aQ7THaYvTEcrv8j/V4kQznW92iS4vPX56fPQF6fbREaYnQ88SbYntQnFbkGYPTQEaA+hdNAYwRDHEaIqjj1EfoSYkaqPUxakL7jT4nzF6USxS60UTk/QRyqalsllJF6fMIZU7RLWLGpvQuKl3oQ6hl2nO0JykOUVzGlOG7hXRt4FlFcsKPVl6svQsS/2rosEn6t105ERDglo/qhjGLJYnwpIR3ZHfnFn/B+fmGcdqxXy68qF85rb3K82T0sFxyu20yrTE0cnoE+iS6BM0yTTJGOIYZYwJ2jJYVrBksSzTn2N8iSGZusWC2vnfHQ3/zZjz3OhM96yr5fK9jrGHvxyfvNR7o2zsUdnV+Yqx6fKBB7qHsU77Rod9XTefa1zIDbs2rjpX7sY2xqI5wwNbVc+1d03jn1f0v690JF/zOL9+Qqq+KinvisobouyqVH9f9ATojUsDiV3V49IXfvjXb5UbLs+c1vUcKGkYujWzvLr+ngJ9c+NfGcf0L6x/73Dd2Nxuc8qtP7nriOjGFpqvu4xXpv7bd94Sf/njZwwzYijDgIwlRm/ifxOuqe1ep3/eMkMJRpLb/VBbF7cjWYaWGIy970ro2StBhqOM5hjPMZZhNMNYltEsFplumYE0IzmGcvRnaZcxyZiSGBMYZJqTNCcxJGlM0CDTnKY1hzm37f7c2m0rtC/Tsyz6V+nN0pOiK0lvgq4k7amt6xnRm3r/7ZWnLqfoj9EXoy/BWEZcye2+uvKxK6sfHUt98mrmY0OJZ/tlaXuKN0ybn+YgLTE6ZMwBWpw0uNC7qN8SnntRBaiLUOdF5Ubjpt6GykG1gzI35QHKQpQFKQ9RGaDGT42X6kBelXuvOiJVypSHKHNSFKc0Q2VS1MlU+Cn3UOVGHUCz5VxMoVmhYRWdjNJHm/wX02tmOfNTvfk7hSXVZ37Y+sZnu/U//37X4V8vfPkPa/7h5ZETz5d+I7/oL1C+tFP5yre7y2qHBkuMPeqhG4aRG3rL1ZbRuxrLVV3P9Y7LD++7UpbHsfqHcZVjtc7+5I3b8n9rnfqtQ11PfaNGeqks/+u6/G+25b/S8dQ3u6SXW/K/1VXward4dZyf2zi4pdDycyLEITtvzXHQy+E4J5c4JYuL76mhL8W5FBflGUpkiiKiLisKw7wzz1mnVOrdUerh2OO8S9MvqIP5tf6CniecmuHItCj1U2SnxEeJn7IQZQFqQ2iCoiNNmyyqbaJ0jno3So9QByWtS2q0iyYXjZ78nojoCYqhhOiPSZb4roGI1GsTHXM7TbaCugeUXaXqEbXz1DhFTRilnwYPzRG0AbSBAmN8py6AyiVMURQu6oNUOTk3gc4tLEt5hijFsy92Bj5jmso7MvhcnaPgxD2OTnDyIcUOLvk5ZaPQI8oinHdQGuCki5MeoVtCKVMVoSTAscccneKsl8IIFbKkSHLCxrdv8uZCXrHMcTsXfFJDVmqO7emMSLVOUTyzt3aq4NzVgqLHBRWTBeduSz8zFbzTlvdOl/SDNulnfTtVIakuSKWDWg/qODUJqmJU+lC4qHWisgvFA3F8QDo+Lk7dlC4+EGfGpCMW6eht6cgV3u0Vp65K7/RJb/WIt7p4o0ccv8mFOUqCVMcp9+zW+PMa43SufOz+5pdG/bvqrrzvauTL86tF7s3+4OZYNPcg9eTh0tq9TOJmKD4Z2ZiMrnU9mn23pefv9D1f1F/7lGHq6eZFqcOHYZrmOYyLNFkxuDH40biom6dmgSor1TYq56mco3yG8hmq5qhdQGGl1onSS7X3fbp4niZMXQx1gmYZs0yrTHv8PbtlnBYZk0xrHFOc1jAtbtqCdIToCtETFn1bXVRxetJYlulboTtLdxJLmu4kXQk6U7TJmCIY4zRv/eEktzsr6wLUh4Q6VtAYe6HBK2ntwhiTGuOSMS21pUTNpFQ+naeRUYSkOi8VC0LrFU1xGpIYcrRuAXtzdK7QvYxlhYE1htYZfsLwKmMrjGQZXpZ6l6iYwxShLY1eRh1DJ4u2FWFMiZbYzsHUJ29lP2Fe+Ejj48/1OQ4tLB2bi/9F60LesRsonHQnMcvbzNfGFK0ZWpMYZFqStC3RtnVgXWJkmetr0q1VaSQpdM73N3n+YDD03fvhBnvcdG3aMP5Q3Xtd1T1W1T1eP3K76cbjxtuLjTdsjWNzg9Pydfdmr+OJfi7d41wftT+54l69GV+7HsuOLEQqB2a+2HBtl+ryrsaJPNX1XapbezQP8vVT+Y2T+c2PpPZ5+iLSYHxn2aD0+R987UC54bL1gnrgnaKGodszuSfrm786d7Oxtrmx9m8adv8/hOvGxubm+trm5pPltc2Hdtk4umC87jRdW/jSd9/O+/L39+ruSMNbB9D/pafpf7qFlf+nPZhgJMloitH0dnaO5bic42qWAe+LV8O7ryYZS3Mlx+Usl3NcWWFkib4kFpnBJGPLjCwztEx/joEVLEuYk7QmMSUwJTEkaZDRyzTKmDK052hfpm0Z8zKty3Ss0LUs+p5Ig6t0yXQlsCwxtER/jr4VhnNcXmVwKX9QfvFqUhqKMiKL8RSjSQYT0ljifePpvWPyH9xd+dRA/H3d0fyBLINxBoJ0eDH4aA7TLtMWosWN3oPGSf0sSht18yjtqENow9R5UHioc0m6ADUuqrxUR6mMUxalLEpphNII5RHKI1SEn6qNPl2fpiRISYCSGKVRSmMUR6mNoQqLujBKWSiXqUpSJaPMod+gdZUWGUPo/ePpw/4nxffnflJ8/vzZ18zVP1K3HPpL3U+ePvXS+0//5fOVL0tVfyWqviLq/ua/NBwesC92TUz+8vr1tgePzLcem68+7L4/03ZzsmXscfeNuQee1IR/5U5g7W5kcyK6Oep90hPYrLkvv1p//T8f7fnAvq6CX3Tl/6xH+n6H9FqP9N1BvjcsfvFYOhTkoF8c9fOOnXecHHJzzE1hiOo05XGKfFKZT9TGqI5LpTLnQ6I4zDkvF3ziUojDNt6e4/CMOPKYt++Id+9z6MbOwknOThW0Z6QLk7xxRRQtUhmgLEJ5GJVMQ0oyZkVjnIaoZJI5O8HJu1uVeUkdQL3lz/EKY4RmH402mqx0uiRLVOqN0usTFo/UNJdfd//Z5rm9ba6CLm9eZ0QyRkSDhyYvxghtMt2pp9pjBRoXSjeaOJV+ar3U2CiZoVWWBpeoe/h0o/23W9wc6haX7u9uCUvnpzh8n1OPKHNRFqAyQlWYQhtVQak+RWWQ2hiVMcoDkibOqTnevsuJWcoiaHOSJisK3fz0Jq/fzi+PSafdHJ3Lb8hQYt/THN2jcXPp4R6Te2fRDfYNFhy7sePNlvwfafJ/9suCg+Zd74zveK1r1y+69ly6L528Jp16IMq8VEa2ybfVfmrcVHpQeqmzUmOn2kulHcWcVDMlVdgpD1Pip8xJqVsUuaUimyiZ4uIkhVOUzVPmojxEkXNPXVDUhPMtTz55b+Xl+6m/uhZ46YbviH293L5Rv7DS5cjdSa1Nra6Zpy6/21j6y8vDY1PT5qu3z1tu/5Vu/PcNcx+0BLB4aXejn6BpmoY5GudpdqCxU2OlZlFULVI6R9E0ZbOUzVI2TfkUlTPULlLnpNZFnaOg1vWsNkp9YHvwvVnGFMcYpyVKaxhznJY4xgimEO1RzHFaYrTGaUthTtIWpzOGJYVlia6M6MnQlaRLpj1CR0T0xOmI0BWjOyL64ljCmAOYg6IzJkxRyRiTzAnMcYwh0RZ/3hguqJ6hxSc1hCWFX9KF0frym11UPKDaLunjeToPFTPClMCYpXUF8zLtS/TksDyhf42hJ4xuMLbO+BpX17ixLm6vcS0jjWaEziOpfWKrzNaXozODIZrXs0K1J8+UzG+OifI5FLM0OvYOhX/iWT80lfmsek4690DoQjSHaY6gT9K49diRoSVNQwLT/8fce0Y3ep3n2vfeADlc05ZmRrNGluzYlu0lyy2ffeIaO7ZjO1myUuQinZNiJ05cZFvWka02mpGmsneQRAcB0uwFLCBBsIEk2MDeG0gQvbyoLzrY8f0g5fic72R9f04SP2v/wFr4/977efZzX3cY3QmijpJ+loxG6fQRdIm0Hu/lJuuT7d5P9nlemPG0B04WXIdzu/tzpqMZ637LxFb9xHrbgmFwy6F3HcwwqTl3asJ+2GOK1a97O3cjQ7aDEfuRjjkZcu+3mxNvTzi/0rl5TmWig37avEPFk+mSGU7VJml30G6GaPzoD3N7g+eL+jlf/9l/f7W8aWQ7s7r7reKmoRnD/vFZW/euo/Xk5NSE8x9Z//nienKS+jdfUfLoZMHsrxkxNE6Ym8cNz/z0bc43fnZZMkm1YfRHfk9Z2f+PuIb/l6Wn/jC0YQyFMXz6FhuHLo6RKIZCGAhyRtgbM/EL41EMxzCaxGgSuiSGk2Rk78zkMxjHYBzaJAaT6E9CE4cqis4oOqJoj6ElivowakOoY9EaRUcSHQl07KFtH617aEuiLYb2CNQJqGNQR8/EVXuAkdRZuntvFKpARl/oylSSM5ngzh09OnXwqdm9pybZxzTMhV73jT7X+3ocaV2ucwNJ0hNEnwcqJxodaPKgk0W7F80O1LpRaYV4HZU7kBsg34XMCbkfAjcqnBA5IbFBbIPcg0oWoiB4XpR4UOxBsRclPpQFwPMRnueiguVWeFEcQHkAEpaKYigKooKFmIU4DGEM4iTEcYjCkCdRf4jOQ3RFoWRJV+zLCwkFk8hTdvz8wW1eZWZx+92n8p59vPSF6/efucb/LkR/Q8XP08Lvfy7v1zVD48qZFeXiqmbJoJxY6ZjZUOqXftuvV2rXVLqtCaNvPXQ8zxwuMyfL7uOxrXDHpK1Ku1Xeu3azY/kfmxb+TD71KdnktYLeS8Uj5won0wtm0wpnLvA3zvOdtMiNIhcEbii8F1sDHx+IfGMy+WWN+6/Gwt8a9L+3ZiOteBG/GcebCzTPhLc38NBE8u24t4t7VrxjxW0Tbm9zygK0wHa+wkFLHVTmp/xdkr+K+wsodpKKEPh+1LKk/QAtMVQxEJtQYUDmPEo3IDNDzqAhhLoQFAxqA6j2Q2IkzRY0mdBkQ5sX3QGicqPRRDud3H7vE1OJj46GPzYSeE+/n7ZZ0WYlA3H076M3ijYnt9aSUe9Gg4c2hSB0oNYHhR01DqLZJyo2vdP23h7nB6RbyF5AtZ1ba8ODMVq+SaU28KwotoLvh5zl1AXSFAEU2UhDDA1hlFloLcuROHBrGjm7KHejJkKb4ri7gZem8IvJND5Dy524tcaVslyhA3dnbtT704qMnBo/R7KFn/fQV6fpzRnOT1TcF7vT7k+TmyP01jR5czqtcJUU6EnOKArmIbCC70Y5A4EbIgcEu+BvQWCD0AG+AyIrhBvgr4K3hrxN5BiQuY3sXRS6UOxBvhG8DeRvIceIAiPyzMi1kwJLhsBDCh3nZOb00tHr0tlfb0TLVtzNW6xiKfD2iLFk0tFmYedDewOLenGboqpHOTI3NaBfqdOZCsfs/9Jr/mT7YlrbCqnfRtUKqjah2EHVFmTrEG6iYhu8dRQtonAFRaso3UTpJngbKNtE2RYEFogZCB3g7zxS5eBWOiFnUHXaop1GWAZQz6DJg8YA6ryodqD6dLrrQzWDej8aWDSF0BpAhw9dQbT70epBiwvNpzYeF9oYNDvQxqAzALWHaNykx4N2O2q3UWmA1ASBCQo3WoJEFbrUHXikfIUjMdAWN0oNtMKGChOtc9I2L5GtE94qR+KAbJu0MlAl0Jl898sTQ/8hBo4wdATdEcZTmDzBxAEm9qHfJ5MxOhggCgNKV2hDAF1RjB/SwQSa3EQV5CpZ8G1oCUPuQ12Y9BySvuhj+shn9eGnKjcySlZJlRuVPlT70HBq9A+hJYDmAOp9aAhCFYI6QGs3OY0r3NYV2rR2rnb5ccXUHzWtPtlj/+d1ti16MuM/mDEnpq0nk6ajCUtilNkbZw91rtDwtn/Suq+3Hg7vhJVbPsmqs8YQ6HOdNBti5bPO25rlV7rmviEeeIw/kF6jp/VL3IZVrmQ2XTybIZ6k5WNUNEubdtAf5Q5ELuaqOV/76fO3hPVDhix5z1tltdqZreThaYrcybshrUen7d3/NUPrv1P/6W+uv7fxfHqH2Ds+XrAG6kc2GyZM9fqd7/z8IecrP7ooHaXD4dOk4jNx7f8/rTj9vkVHG8ZwGIMshsOY3MdEEoNBDPgxFMFIgo6EH9XHM0ZZjLBnqblDMTK6j6EoBgLQBqENYjCIwRAGohiIoT+Jvn1o9tGzh64Y2iJojqAhjNYIOk9nLwm0J9F2Kq5JNIWgipP+Q/TEoGbRF4Y2gaF9dIfQxdLeGLpY9CYuzySvLsXpTPK6/uCZ9dRz84cf6XBc0Lig3KGdVqic6HBD6SQdLrTa0OxGqw9dQbR50HxqP3dBYiQ1v+ODuyHxQxyE0AOxC8JdyMxE7kCZBWU2FNuRbcNDG3KdKHKftbA8LxF4L0hYUsSAz0IUQSmLwgBKWfAjECch2ockAXkSiiSqDtCQQGcC3TF07pPOg+vaxJvWY5U7+Ka8+o64QtFR+lrjS39Z+c8fzvqbG4LvZYi+c7nqh0/LXssa7J7YZlomVmrGZuoGp37br28aXRzZcDVpl1qG1tUz5gV3bCN8uOw/WnQcr7lS42tBaedIaas6p2ng5ZqRHyh0z9fonhFr/x9e/3skgxli7dWa2QvS4Qzx4CX57MUu2wdmk19a2P+rtaNfWI4LHSdyR0psPsxaDbw6bv6SSEd/1YGf9+KtaZJjRZaVCHxUaE/j7eK+gWQxJI9Brh35bpQy6Qo2ozKIEjskXm57jFvLIGsVDzdQbENlEBIWIhcERvBXUbCAvBXwdyGzQeZEtRcNLGq8kDtR46HtLFWzaHOjjoHChQYPWt20x39+MnFj6uDp2cNvLh19Ux/5/IjvfX3Oy6PB9MkDOnQAtQfSBVq9fkMbRqvzNG2QtgXRbOf2BzmqwIVW32PtLk7eOHLmIWHQwtJmF7fGwpFaiWAX5Tuk3pPWlUhvj1KxHRVm2uTnquOockNqp1UeUrCGwkWIHKiP0eYo5e3i9izN3KGFtjSeA3fWiMiXJncjd5Ujdl8SOGjRbrrMi1sT5DfjaYVmbr6dvLZ2Lt9FHlo4uTZyZ4tKWLTEUOsmjT4oWTSzqA6eRb9J3Kiwo9yECgcq3KhwosKMcgPyVnB7AQ82UWxGnpkUMCgPoyKA/G0UbqDAhCw7Mh3IcuCB/RzPm85zkYcGclNDfl2X/rD/E2Ldy03at6XKv8+RfyZT9nxt/33NrHLRPOeMzBpds5uOhXVmejs4Zo1PuU96TJEHE2vfatOnl4wQmRFSOyRGiDfAX4dgE7wNFKwgfw4lKyjeQuEWSrZQuoVyC8od4PsgZsFn0iT2S3V+SJyoZtAQQn0QCgZ1DOoZVDtQ7UC1GwoXFM6zI3dC7kQVgzoWjSE0BdDsReu7wSHNPrSG0BYlnSxabWg0o5NFVxQqFioPUTGk1QmpETIbqfeTGh+p96Etmt4ZelS8Se5oM+rtVLJL+WYUbZOKXU6Nm6NgwNui5Tuk0kn643RkH31J9O5Bk8DgAQYPMXCIwSMMH2DsEBPHmD6gU3HuSPjCeIz0OkirGdkzkJjRFIDuAGNJdLOoc3M6WZRtodJHmiJoi6J7jw4dXp1KPDrgoeIN8Ay0zgu5E1UsaU6gJYYGFi0BqPxoZ9Dqot0hMhilWh+3eilDMZMuHHiqWv+FhoUb8uErLRP/tO4bTKaW/HuTu5FJ096E5WjMkphyH+j9qUnvyYz9YNa6P2SJKTd9inn7w/Hdl8eNP52wf19r/2K34ammmcerJi5WTXPq5tKUq7Rqkpb1nS8bSueN0/JpKpun8iUqXyVKW0Z/OCNTxfnqj/7+rrhm1PBQrn67tFY7s5k8OlXWo9Ne9V0Lzv9VzuG/U//54vpv9W5XfpI4Tq1Y2eax7boJQ4d++0evFab92QvnSru5gywG3iU0/a5z7WfR/25q+u/OQAhDYQyF0B/EcAT6fTJxgL4gen0YimFkDyMJri50fTZ6QR/CWBTjSTIahY7FCAutH0N+MsxiIICBINQ+dHigDkMdR88eNEloYlDH0J1EWxwtUbTHodpDZxKdCXQk0BlHZxztYXRGoY6jNwJ1EF0BdLPQRM9AUZooNGFoY0QXu7GceGQ5eVEf/2N94q/H4k+329I0Tmg8pC9E+uLoiUAZQKsHrS60eNHOopNFiwdNdtQ4ofBAboPCiSo3xA6IvZD4IA5A6IWYIRInhCYIzCg0gGdDiRPZdjywI8eJIgY8H0pP58Cec8LgOX4QpR4UB1EQRGEQFRGI45AkINmHNAlpFOIIpEnUxqGMnMank7YYGl0fUTMi39Fv1w0369puFuQ11d6qrX7pJ5U/vc7/zsWqF6jouS/UvDUVim26jubNoXGLX7vrGTH7xyzsnDM5tRuZ2onM2uJLwaOF8OFC+HDZe7DuPZjaZX/bM8GrV2XV9P5S1v8PNSPfq9Y+pxj7ikj3ZJHqkfyOSxWa9HIVt1yVLhzmNi9/YT32g83ov076XtT7by/EpcZU2aL/RdXsN2Qjjz9U4Y0ukruOe5t4YEa+m+SbkbOWlmfAG5O4PY2HW8g0IXcHQi+tC11qjELhR+c+1Ptc7QGnZhe3hnFnEaU2lLpQboPQjLJNlBrAt0HshtSFSjdqfWhiSV0Qcjdq3FxlAKJtFC1DYoXCTTRJjB6kzR5f1e+9rz/0pYnYcyuJv5kOfW889My479N65xPD7rT2bVq5DMHStWH/N9ein1Nuvb/JRDustM12ucN2o2HzvHT5gmiZ5I6gYAFCD2qSpDlB67xEZkLVNlU6uZ2eJ8biT/UFqHCNNtg52hjtZWmVFaVbaHDRWiuVbIG3QkVWTlOECK00a4VkLRG+nVthw705roKhAiuyVomE4fBd6fk76cJA2j0TeW2Z5m7TnE1a4MStHWRbSQFDs22kwE7bjqBMkM4Y+o7Rd4z2BBoCqHVBbofMB0kUohgkYQhZVHhQ5kQJg7ubJMsKng8VXhQ5UeqBJAJZiFbYkLmEfCMyrch0IsuOh5YLFV6aZcLLM5zbo+lZoxcyF9LyZx8vHrh+U3z+luQpifbHo45fdS+/WDP4krinTDmmMwSnrYezjtQCc7LIHOrtYb01Ih7a/VhuNxWvQWqGeAOSNQgNEBnB30TpBilaQ8EqirZQuIXCLRTvoMyOCgYVHshDRMZcrvdyFAykLjSwaAmh1gc5gyrmDMqvcKLKgapT9JIL1U5UOVDtQL0bjV40etHoQqMdzU40etHAoi2EjjA6w2h2odGAViNaXGhyo96Khl3UbEK8iIpFSM2oCkBkAX+byF1XxJZzWfNcgYkKjVRoIqUG5K+kiSxpZXZaYCZ8M1WypHcfA4foDkHpQXsQ7SF0751tEmn3MJLESATaKAbjGAjTAX9anxdKE2SbRGSmCi+6ohhKoi9E+uJUHaEyEyQ2NLFEGUYbS/pDV8aSl9vdRLIFmYk0+tHgQ40HDSyUSTTF0MRCHSEjSdobIZ1BaALQh86NOi9X6T9Yrf9o5eiXpONPlAy8X7X2k2WfcoedsbETRr9+NzJj2Z+xHE07jmfcJwuOo1nbyajloN/Idmwy+bPW5waMjzevnm/c4bSZSOfOxR7rFS3DHQ6S4QgdDNFuJ63fICXDaaVDXOkcp81F+2NkIE4G9jN6/efeUVz8yo9+llVTr9u+L1XdLa8bW9xKnjpZT86wwf/Rc+D/rf4rxfW0Tpv1g5PUpjPSNLFTN2bomNv9RVZFxp9+P/2dmnSNH/1x9IbRz6I/iP7gmRd2MHo2DR6InBGJh8IYDp+9vI5EMRiBhkWXB30haOMYSWIoxBkNXp2Jp09EMRrFaJBM+DAahC6MkfAZ6WlhWwFZAAAgAElEQVSApZoAVftoXxBdfrQG0RpGZwy9CQwm0BtHVxxdSXTvoyuB7hi6wugMozOCrii6IuiPYySO/uAZHKo/gb4kNHH0JTCQwFAEuiR3NPH48t6l6dCT0/Fv62Mfb7c+0u8lA0EMRNEbR08CXREovej0ooOFKoKOAJR+KBnUOlHjI/V+VPkgYyB2Q8zQ6iD4jlOSJwQeVDjAd6HciTI3Sj0o9iDXjSwnChiUeFEcQGEQRT4UMhfFYVrMIN+L/CAKg+BHIQxBwEIShyB61tQKopC9Ow+vPe1U7Chd+eqgo28vVT4080698vW7L9199buCztxv1734uOLvL4m+90Hxj7P1vcvexCp7uBhJzYVSi2xqKZRa9J0su47XHCfrvtRqJNVv80l1vfWjytqh2hJljVI3pxxbrNBOv92z/Kve7Z8Mmr+jMf/FkPcrfc7Pqx1PqSw3em03dL6LA460HtP5LtPl1p1rzTuPtZo/2Gn726ngawveFzpWrmf34Q0NSuY4TT7wbSg1QegA344yNwoZiFgoAqQ2xKkPQGpAnZ8qo+dr/FAwpPsAzWE0sXQ4dk7t4vIX8c44KbWCZ0WZGflGVLjOmNIiBnwXZB7U+Eg1i8ogqjyoc0C+S2ocaGRoX5IMHKAvyR3dOzfIXlW7/2Jp/5c7R6/Mx1+eCv3dsPNr/btP1C0QxQSkK5wO35OToe8v+HM2oj9sWUqXzZAmc0aD/XrlOidfB/4iSteJ2ANFBNIwZCwaQmiLUG3snNZ9bYB5rMubITee63K/f+nwvNZNWw2ceiOtt9BOF8oXSZWR1LtppYsq7FS4Q4XG9DonR2IiJRvpMiunYpfmGajAxhU7ydtTj0it52QsfjaB2waSb6F3ttLLQvjNMordKPPhnpEIA1DuQb2PsSOMnWBwH+oEWgNoMKHegaogqiOo3UddBEIWBW6U2MBnULpDik0osUBgh8AGiRPVflrL0pxV3J5G9hayzMiyIdNM8k0XK5wk20rvbdMH6yTPQHMtJMdIMhfS+EsXGjev1i5+onH58ZIumln1F3U6ydB2rW5TZ44uMCer3tSaJzXvOly07I2vhn9YPUFL+iHfQOUWqdxBhQnFNhRto2gDuQZkbaLQgMJNFBpR4kCZG+UeVHghD3HrA5eagqj0QOFHQxTNYVT7UelDpQc1AVQHUB1EDXt2ak9PADUM6l2oc6PWhToH6h2ot6HGgRoGjadONhcabKgzQb4JmQHSbUgNkG9CvAzxMiTLEG6B7wTfTES7F4XGS4VrXJGTCvwoMqHcgNwFWrpNC3fw1hJydmlzFJp9aOKkO4wWD1o86GRJT4Kcrk1pEnT0AL0h9ASgZamWfWwycWM8RIfdpMOJsk3SwqKZpSMHaPVCE6KTh5xOFvnrtIGlffuoZyFzXRgIXOhmIDajPkhaAqi2osaNJhadMdK1h3qWqJPQp8jkAdQRqKN0OnZhPnpjwn+j1fBoycil4iFaPv5HnVuvb7MDzL5+Jz5uiY8ze1PegznX/rx1f85+MuNIzVlTY7vJHiNbu+W/NWX7XOdaeosBnS6oQ9AErw0Hrmq9tMeDniC6A2hj0OpEswkNO6g3UaULvSz69tC/n9HjTfuN8PK3/uXXvOba4Y07wrYsQfPkqvHgVF7OCEb/BfVfL66pVCqVOjpJHR2kUtvueIt+97ejOx2zzreKG67+6fe5L5Wkq10YiKI3jP4ABgLvimvk3afWGLRRDEcxEj1baBqOYyiGwRj6wtCw0LDoj2IkieEohsJUF7mmj10cZzHixpgf4yGMxTCRxFgc43EMh9HrJb1e0uMmnU7aGUB7gHQESVcEPTFoIugOQRWFOgl1HH1R9LFo96LFC1UYPTH0xzCUOGNW9CYwfAjtAfoS6ItDm8BwDKN70O5lTMaeWE68dzr2tYW9P+71Xh9kOdoQBqPojUETRTcLpRudDLpYdLJQetAegJJBtR1VXtQHUc1C5oPYA7GHVHkhsEPAnK2WiINnuS58Fjw/yoMo9CDHgwIfSvwo9CMviLwg8jxcnu+ygEW+B/kBFATBC4EXQKkH5Sx4YZSxEEYhTkISPYuLr4qiMQpFADwjrTT8whBTetki3cwrNc0/eJD5Du+2outOScsvSpt+/rDllduqEs3myrI/uhhILfhOFn0nS76Tedfxgv1oyX686D5e9J90LO/wOirEnXlF1XclLdV1Ki2/SX2nQfVPUtXfKUaf79n+htb9aa3/Q72uDykdf9TsvtRuv6J2cJo2aPMWxPOQLKFmm3YyaLFzWqzvbTM+Kp7A2ypkTUPsoB2nfvk4UYcyeqKkwkoqveg5gO74idnjS01GCBZob4J0BC/WuLjVLtLoR7kFJSa0Bc8Nhi+2GEnBCKdoEdkbKLCh0AYZi9oEqiIQMChzQOSG1AWRD9IIakJocBN1hHRF0eBAJ0tVcajjZDh+bWrv8bHIp0aD35sK/c/F+I8GTc/17H6u3fCRJsOnx0NP9AY/Obf/9Qnf1/ssP1qNv9C99mHl+oVOhtvgulq9Qwv1tIGBwo+6AOrcqPdDfUDGT85PH1zUhs61OzNa7VfaXFS+canLcUPtuNi2db3XnNFnudjvItIlWrObNnxA20K0wUNrjdwGM0fN0gY7KV1Or7SQ0jVatJYuZGj+Om6P0qyVG3U+mr2Mnw1y8p2kxE7LGJLtJe/s0lIvBAHwfZCF0BTFwB6mji7MHH5pef8LU+HHupzcFiPqragLoimC9hhqbSjZQr4JJVYI7CjfQsEGeGYIHRA4iYShdUGOyIJ7elK4jpxtZJrxwIosa3qZM0PoRoELpS6UuFDqO00Cp7I4UUQhdYO3jrxJ5I+Thq0/mY++POGsWLQO+xMNk8tdizu9S+be6W312EbPhOFes/b6GxU0uy2tYDAtbxT5C8gyIGsDD1ZxfxcPjchaR84aCi0oC6DMjzIfyliI2YutEW5dEFIXqgJoiKMpjOogyuwQMZCzkAfP6OJnMc8sqlnUBFHtQd1pI+tCnQv1LtS7UGtHjRUKOyqdZ3khcicEOxDtQGqG1AqJFSIzhBaITBCZIGMgddGKresVq9yKHVoVRqGd8pwosxCemfLseGjAQwOtj6EzBWUSLT60ONDkRUcUXVGqThJVGO0BqMPoCqHRg+4oHY9/xnDwA0Py84POa2ozqdxClQPqGIYOMZnk9Ie5A2F0M+CtE4E1vW8fjQxKDdw616MDIW67D60h1AdR7UCNDXUMWsOk5xCtEbSGycgxxhMY9NORwNX5ZMZY9HIPm650c6p3UDLDrVr5ZI/x5dVgiyk2ZIuNO+Kz7PFCLLUcSs3ZD2ctB3OWgznHcZ8pXr3if2fU/q2u3asNm6RpG90uaFh0M1cHfY8N+dBlhdoPdQgqL9rcaHOg3Q5VAOoo0cShSUKbvNi+m/bTvMef+fnb8sEq7fLtsqZcSduCwbp/+rx6cphKHZ38R3tu/p36wxDXk5PUyfHpI7PFG1NN79YP76qmXbnVPe//8xfoD+9mtNkwGEdfBH0hDIQxEPm3MxiFNvp7e8JxjMQxkoBu70x3B6MYiGI4gZHE6V/c4fD1qWDGmBsjXujjmExgag/6BCbjmEpAHyXTMa7OD+Uu1QSg9pN2N2lxos0FdQCdAbSH0BFFZxhdLLqC6GLREYQ6jqFDaA/OyNTdIfTFMXyA4X2c4pmGkxiKQXeI4QRG4hf00ffNRp+ejj82zKb1B+lgBP2Rd8U1hHY3VC50B9EZRCuDjiBaPaixo86PJha1LKReCBlIvJC7IbBD5IEogAovZCHIwmccWmEIIhY871ludr4H+R7k+ZAXQH4A+cwlPnuuLIg8BvmngAUGOU7kMShiUR6CIAJ+AuIEJCFII5DvoSYCeQASP8ocFxus96x7g4GDui3z3WblK/dfK8/+F8GtZ/i3vlGe99/FgtdVXeV609JK8GjZczjvO1pmThYdh9OW/RnrwZzzeNZxOGONTZns8w73zK5jwx5WT2zmt/b9Ut71vLz3i4LBJ0VjF6R6IpmGdBLyOVK1RZsM3Jp1Kl6jdXZaZ85ot3A7TdzREEd3SDvjGR2ea52mK9UrRLwFiRN1UVRHoEpyp5KfWkyc40+gaAItbjK2f22Y5coWOW12onJDbrgo2j4n2kbZJu7M4/4Kig2keBv5yxkttkuSVWTOE6kfVSyqw0QRhcALvhMC+xmarsKLyghtiKLOi3o/6oKocaLJi2YWmgQGo+eGo1TlvNjr+KLO/4mWjQ/XTj07ZPuHKd+PJsOvzCf+UmX92kTgswPWL/TZvj0X/vMh62e0tst1y9y65XOVC1S+xq2znmtxpjeaaI0hrZ9N641k9LIZHeYbGssjzZucymVu8w6nZRe1O6TJyu3zXB9hacM6qV2mTTu0l6U9QdLkSG9h0pssaT1eqvaSajOndBm3JznlO+cEO+T+At7S06xlbqHpQr4FL0+SOxvkoRNZu6j0k0I/eehAsZfUxtGQROM+WsIY2afzx3+8lXrLlvpnze6f91m/Oe7/ls7z3tbtRzpdnAYbCmeROQneDkrttNyOwk0UbqDCBKEZ5SYqdKaVm3F3CsXrKN1Bvhn3rHjHgmz7Rb6PU+RAoQ/5LlLiRxkLPkskfhQyKGUhDELkQYUFIgfaEnQk8ZcrsapAShtI1M4sNE9MN+ommvqG5S09pQ0d/I7e2zW9n7372/R/LqM/UeBeH8mZxd0Z3FtGlhnZFmRvI2sLeTYU+1HGojyIUj9X5r/YzELhhsQMhQvVPjQEIfeizEYVLCpZSIOoDEIWgDQAmR8yP+RBVPlR5UaVEwoXZE4oXKjzopZBjQu1LjSwRLlHmuOkNkjENgiMEJsh2oXQApEDYg8kXgjdEDhQ4aB86w3pbnrJGpV6UOZCwS4ttZMCJwp9yHOC5yP1Sdp1jIYYGkKo96HWjUY/WiJojpC2MGkLoNmNNh+6oqTvEKNHXF30A4PMB9XGD/Q50ms2UGOkfWEymsTcMXd278pwjNaYiXgDBfPcrgBVsyhcyag3v2cskd7Gos6HWi8avWjzoNOLzgDawuiIoY1FXxLjBxiPnJ+MvmcyfG3Yx+1iuLVOCHchWT/X5XhubU/oOFFb9rTW/dHAyXRoT2tyqeY3lcOLbf1rbTqDbjPYZ4zfnbB+qWPrQoOBtFvRwaAriD6W9nqv9fuuDvipmoHKi+4g1AF0eaFyQeVCt+/s66oO06H9iy0b9Ad3n/7uG4UtY7K+uTfLGkuq1Jtm5mxT6d2n1ZPU0cl/+APr/6H+QMQ1lTo+SZ0cnaQOj1LH7nB8cMlcp9tQzTik7TOfee5F+p2XL1Qv0lOmf//v9ayDEQyE0R/CYAhDMYwkMJI8Va+z36NJjCUxFsdoHONJjEahS0AXo0PMo/rA5dkQmWQxGcFUDFMxTMcxu4e5PcwlyHzi3Fziymzyxnzyo3OJp8dCj+n83BE/GQiik0G3H31RqINo86LNR9r8aPWhN4aBBNQh2hsjA3EMJ6Hbw0gSw0kMxaE9FfgkxpMYjWE8dnU69N7ZaMZE5Jo+/shIhPYG0BNAbwjqMNoYqFzoCqKThdKH9jBaWdR70BBAawB1AUjdEHsg9aOSgdAJsQcSBgIH5EEoQpBFIAqikoXUC4ELJQ5k7uKeGblOFDIo9CMvgIIALfJcFrKcQjey3chikO06i53JD6AiDGEE5THCj6MiBGEU0igqg1D4oQgRqR+l2x+Sb7w6ZhNMbQmGp39ZJvzhSz99881/yrn/gwrxvWrBrytzv6PUlKuNG8uhvQ3/0arnZJk5nnMcTJnic/bDGcvetHlvynIwbGQ1BodifDWne/rHTSNfrx59f9VEunga/GlUrzzR7/rmHPvcSuyZufCzi6HvTkbeKzbQ0u3z7Z7PTEa/PMJ+eiTwcR37Z9N7/7J1cNN8eHPr4NlO44drli/Ummm1J607dGOU/fyY6/Pti4+WjRLpJjQxOnZ4aXyf22ohlcso1KflzV0R7CB3EXfmkL1J8gwkawtZm5xqPyndhGCX1HshdaLYijwrcnZR4UClG5UeIvFC5kWNDw0+1HpxOkKQONAeoT37RBlCsxtdPmjYc0PR60oLRLPvH2L+YW0v03SUtbF3U+//V431rweYZ0b9/zAffG7c/d96LB/W2J9qN12pnOTeV54v7L8oGf9I89zTNXpOVkeGbIpm9qZVzKVLVq92WNKFU1zBFKndQL0JtUbSaiOtDsgtRLRN21yk1U7kBtpspI3bVLLGke9w2pxUvkFyZnBPT+4vnxcweGMCeWu00EQytzIeGrhvrOCWEQ8tuGvFXRMp8dFsFx5YIY2iJoqmfSgPoYph6oCzlroxHX+6Y+d66dCjzWvfmGHL3cd5C64/r53hPOyjhVMkZ5bwTCgyIW8HRSZILRDvoNyAsh3C2yV5GzR/BznbyDYi24x7FtwxkVzrhVIGWVZOaQh37cjzoNhLSzyk0IoHOyjxoCIAeRgKFgoW7QfQxL+yti/1pTrtrNbqHl831XT3F1TXvFUuf6u6g9c7mtM08JXXBNznc7i/acgoHOLeVOGXPTR/h/IcyDEhx4IcK3LtKPSAF0RZEDzXhSovlTkhdYBvhMAEkQVyB6ROiNxEESRVLKSnsnoa6hyCNAQpC1kAlQHIAhAxZ3nAp5MehQ/1frRG0RJBtYdILeCtQbADsRkCI4RmiF0QuFFhBc+MQhNyDRdKtq8IzETkh4RFvhFFNlLEkFw3cjwoDaEyQVr2IfNCzqDRj/og5AHU+tESIu37aI2gJYhmH7qiRHtIhw6h8qPGhDYn1cfosJdonBkT0UfnDtKnk9zZRMZEJL3VQQqWkL1Eal3c0QPUuanQ9MRIPL03BLENdV40+dDNngWO9bBQsVD6oAlj7ABjCe547IKWTe/y0w4vGq1ocKPG/UiP7/m1WIP7ZMR1NO44mvCezIVTi6FD7YZdObxQ3zddr9uQThgLZt3P9xrfozSgww6NH2oPuj1Q+2iv59oQc1nrhfo0hsh3FknU44PGBbUH6lMEQphqoxcrJzh/+5uv/Gs2X71U3j15s7ha1jxo9rCpVOpUTn63O3tmUflPrz8IcT0+OT4+deicnJycHKdSqWBsX7fubBjebJu0/nZg6dv/+gbn6z88zx/kjpxCcMIYiGAoir4gtGEMsBgMQZfAcBzD8TMNO/W5jsYxnoA+Dn0c0/uYTGAihHEWoyGOLnh9LvzIbADjXkyFMRXFTOJMXGeTmEtyFw6uz+99cnX/OzsnPzaknp0Pf3k5+ScLyY/pw4/rw1dm4+kTIdLjRrsLnV50B6AOQx2GKoBmBkovNGGMnF7x9jGawGgc+kOMJjAehz6J+T067n/PfPhDi9Evrh/++cbxY4Me2mOD1o9eFp0Muj3oYtERQisLZRzNIdT7UO9Dsxf1PsgZyLyQBSD1QMQQhQ+VDMR2VPlQ/S75U+GB2AqRBeVmPNzCzQ1kW8D3ocCDAhYFLPLc6SXuK8Igsp3I9aLAh4LTvjaIkiAEEfD3KC+KXC/hxyCMQphEZQLVLBpYyJwoWDtfNPOxiuFfje6Ujy/8pqjon375k5//4u9v57wjahZX835aX/GDu6rcu3N9vR52KZpaCaVWfScL1r0F6/68/XCBOV5gj8ZsbPe2UzazzZ8y39Zt/VXP0p+oNz7VY/+ULvjM+uFdJtUYSrUxh2+NOL5ZNffpkukrrw/hTR231p4m271WvnI+f+yGfO1jndavayzPdm/+Ysr/9qQrc9r+nGr2x3OBIk+KHzwUOcONVrZskXmuZZny9Jze6DlNmAoXOOXTeEODN4au5W/Sm7N4bQpvzeGtJdzZAs9Oq0Lg26nci3IzKdrGWwvIN6PMjkoPaQkTKUNkXlTaITdBboLYDLEdEufpohMaAqj3UHWEDMTRFYKKhdLBGQx8ZvXgq0PMP08Gf64PvKizv65nn+0wfltt+u6A9asay2f6fR/usr+/zvCRqoVnWpa/XK75RHHzF8raPni/9vzNmvM5A5z8sXT5GhUv0xojeEu0eAnZ0yicI1W7nGoLKVsjZQZaaafdUSLeoYI1brsThdPI0lGJkUh2SdEMuTOJrEUqd9OKXdyZSeN56B0T3ljKuLlBb23h/i4emPDAjDsmvGPG2xaUx1B7iJoomvehPoHuCMsndPYASgt4kxDOoHIjXbr+6Zqtr5XrH3lVRe+O0ZIpZE0jZwe5m6gwP9IRu9bkw0M98lZJ8S5KnShyIceGO7u4Y8JdM+4acW8nnWc/X+ZGrgtlQRT4kedGngPZduS4URYEz4fSIMQRyCOoDpHuQ9Kb/NzCwYtz/psT2+VjG7VTxoqBuXvtml83an/TNnOre/ZHcvUHXhOl3+q4rNi8Wr9NXlXiNyModKPIjpxt5NiR40YhA54XvCDKWCrwnhO7UeFGhQslVlQ4IXZCbIbQAoENMhfkXojdkHlQ6YeChSQA2anc+iAPQOhGiZmIGCJjURmCnEWtlyg9tM6N0k3w1sBbQ9EaSndRYkHJLngmlNlRaEbRDgo3UbCeLti5KjFTnhuCOApcyLOiyI9cD7JcKPYTQQiVUUhZVDhQxaDRjxo/ZH7UsmiLE/Ux6ThAYwzKBOnaOzPvNdjRFuBMnWAqcWlp7+NLB19cOnhiPJwxwFwYDXC7XChfRvYcJFb0RDG4T1s813pD6YMJKP1o80AVhCqM7jC6TyNBg+hlMRA8N7l/RZekSje6PKTXz+0JklYXNH6qC316bu91Y6rJndI5T0YsKZ0tNeY8GnXs9Vvi6t2YdGT7dvvUX1cPfb5+/vHmLdK+C40DaidUbnQx6HbRHtf1IfZSnw9qF9ReqP1Qe6H2QO1Bjw/qALoDUAfRH0sfDmcUdKV965ffe11QpVkvatS+xqtp6J70BWJnFP6T05Xg/2ivzf9P/UGI6/9ys3j3uhHbP54zepvGtpQTJqXO8KO3StL+9Pvn7jVc6PVj8HQazGIwgOEYhiMYDkEXgy6CERZDIWgTGN6DLomRGMaimIxjeg/TB5hKYiZM5lk6GycTCToWur4YvjrHkkk/9GHoI9CHMR3FbByzMcwmzy0eXluIf2w+/O3F+NcnAy+s7b9sSL2+efyPi+FnVkJfWAl/dJZ933j0/BDLGY/SwRDpD2Mgjp4INGEyFCejCTqeJLo4RuLQH2LmEPo9jCcxd0gWk+9bTn5lbf+ri7HPT4c+PxN+76DrfL8TvS5oAuj2Qu1FN3tmeGiJoZZFtR8NQdT5oXBD5oTEjUovpD6IfbTGD5kLIhfkPshDkEehOB1wmSAyosyIrA28vYl3djhlfmTaSbYP+UEUssj3XRYELpYFkONDjhvZLmR5kRdARRT8CErCyPYh24uKGIR7ECYhi5CaAGr9UPiInIXACb7hyQ77vfW4yhpqmlnJa255o0zw8/zi1x/8KvfO94p7sr7Q+MaznUX3J3sbjSati533Hy66DmYsyQX/4XL0ZDOe2oikNsOpjVBqOZyaCKV6/SnFTuz1BfbZHsc3Gre+27z6jZLB999Wp98ewet6/Gqa3FmmzT5S76UlG8icJUWLKF2hpUu0bO4R8doTfP1Hq/WfbJl9UW+ttrCD7L7O7dMs6rtGtS16/Q9qh6480OB1DV7X4Bfd+F4zftx7+dZS+k9m8EMdfjaCV+Zw10wlLG2IQR6gtX4q9ODBOt5YpHKW2xSCwMypYnBnDvmbENqI3AmZHeUWVFhJlR/1blTaaAvLGUwSVRCqINoCULFkbP/83NEfzyY+0WP67IDtb0bZv9KYv9Nvfq7H/OJM9H8uhP9h1PvxKuM5wcIXtda3ltgfNMz9t7LBJ/J7MopV1xRjaQ9UtGA6vdbDrXaSohVSbiB5S3hLjzfGkbtGeSb6YJ4WLHNKjRyFg9Y4kb+SoXCiZAuv6ZA7z2lgqZgh95aQuZTe6M9o8NKHk/T+DF5dpr/ewM9nzt3dwT0j7p9G4Zpw14R7VuT4UZGE/AA1cXTuQ5eisyk6FkeTGWUzKJ0jvGVkzuLtadxZxJvTeGeRFG4jfxn35nF3Hdk715oiX9VFL2WO4bUx5BmRu0XubuBNI26b8bYZt8y4Y8IDE7KsV2Q+Lj/wbrh3GLwg+EHIwpAkIY6dkSnFCSjiUMY42gNOt/9aq/3x6o2/6Ldmb8XkpoOS5dA747aX+k1/Ier/XKHyk5kNnB8U0Nd6OTwzHszj5giyDchxIMuCLBNynCgKoIxFWRBlLCnznRd4Kc8LYRB8N3h28B2Q2SHYBf8UROUmVQwkdshcpNoPoQOlJoitkJohMUFqgdAIgYFUWlDpgtgHMYMqM6nZRvkW8jdJ8RYKN5GziWwzHpiRaUD+DgptyHei1IcKL0fouFbloPnrpMBNSlnku5HPIIfBAweyPCgKoiwIWQLyBOQsFB5UMZD7IWNRFUHzHu3cJ62ns+IwGsNQRtERRgeLoSQZjpyfjHxgKfYeteU93ZYnxwNfWd77kI6l0g3kT3ObPGj0kr4I6fJd1obSx2MYiBNNAr1RqFi0htAagioIdQADYTIWf3Q0/LTWd6N9l7baaaeHdtk53Xb0udMmfF9diz20HDVZD7Wu417rYZ8l1Wc56rbsS9dCvx6y/7Vy69NlY49lqjj5PbRqhagDGGDR60C3Fd1uqN1pvZ6rw4F0DUO6POg+bVsDUPvQ7YM6AE0QvSz6wmQ4dknNpL8uv/itF1/MrVcMbj1UqN/m/VY1MsPG9s+k5N8eWP+LFpnerT8Icf39OkNTnZxaYFOrDrZ50lg/blLOON7iNT32Z8+n/SQzo3OXDCcxGMNwBEMRDL3L8R+KYiiMYRbDkXenxFGMRTAZxXQCU0lMx8lcLH0xdm1+/8r04aWZvSszkScXEk8uR67OBK5ORdLGAmTCh3EvJoKYDGEihJkomY+mz0Wuzka+tJR8cTN123D803nP/1jy/M0K+7XF6BeX9j+ymI0iZMIAACAASURBVLgwG6YTLHRBjIYxFsNQCBofUXtoj//ccJT2sqQvRPoCdCiYPho+P5k4Pxn/5PLR/9hNPbuR/Kze/v4hM7fHRXuD6HJCxaCTgdqPbhatQTSxUO6hPo5qFnUB1PqgcEPOQOZBpQ9iF0QOSM0QmSBwQuSG2AcRC6EfQicRWsDfJnwjCjeRZ8XdXZrjItkOPLQhj0G2C9kOmuu8VOblFriR5cYDOx66kMXQ8hiKWeT4kBtAAYtiFuUxCCKoYCB0QewiEh+RhVDJQuJG+c758vUvKy03Z/2VG+7qhbWybt07IsWb2XdfK77zcmvpG52lv2ou/UWr/G5Pf8Xw6h3V3CuNU39X1v/9ssEf1iy82m2UTnjutC692bF0r2c9v898p2f7cwIdzRwi/DW8rcNrY3hzEffWiZDh8Dy0zM3tiFOFDXenaJ6B8HaJlIHEjlozbXGgwQGVj9sRuFi9da1y7LMNMy/1m/JmdngjMw36+Xl/omx896l7KrzcQd+ZpC/r6avLF95ZS39tFq/M49dLeGkZt3dJvouIQty2FKmPkPr9NJEPN+cpz0VEXhQbkLeGW/PI2YKYodV+iNxE4oXUBbELVV5IHJB7UeWkLX6qDpFGDxQ2aMIYCXMGXed7jY+POz/aZ32yZeVPeowvTPheGHS9OuH9q8apRwrHaKXxw0PMd0ZdT4p015o30xsNV8bZx0eYD7btPNZqRfEC3hrGbwbxxhheG8Rro7g1jyITHmyQu9skz0FKLZRnRuZGutgLnhk5S8hcpAI3EVqRu4ZiE7eBPSe24KW+9DfH8LIOry7jtQ1yc/18oR0PTLhvxX0L7u/ivgn3nchlURhDRQxNh9CmyOgh7fZBtIbCGeTqkDmEO8O4p8e9OdxfwsMN5Owibxv3V3FrEW8t4/ZmWpb5wjtTeH2A3F/E29t4dRVvraLYCR6DQgYFThQ4kOugha6LIh94PlSwKI+Ax0LIEuU+Bk+gTkDqQoUZfDeEUVK9x+1KULkBRdOQ7qT3hr60dvj8lP9HOuaVce/rY85/7TN+oWbsgmgovWwCrynpO6N4cw63FkjBLsl244EL2VZk21DkAY9FeRgVYZT50yXBC7Iw5UdQHgTfS/lelDlRbkO5E3wPxKdJpUFUOCFyQcagbBe8DQjXIV6DYAN8AxEZIdpCxSoqDOBZwNtF+QZ46yjcQvYGstaQvYEHu7hnQ6YTBU6UegmfJfwISoMocl8Q+WmpCXk7tMSLXA8KvMhlcN+OTBfy/CgMQhCD/ADVe5BHUMlCHoEsBlkUdXE0h9DoR20ACgYNPnRF0XeMnj0MxDC+T3Qx7miEalycftdT87FvbR1+dsB1rWGLW2u8rA7QFhe6AxkT8cfGYpcm9jGRwEAIzV40slAG0clCHYX2AEMJDIWuT0U+1u+4JBhN5w1zJbMc2TxHNEUq19Dvuz7l+5ftRIkpKdqOKnb2pOuJ/OngG8Oev20zfVixyZVuQLGF2g1Su0YbdtDtgpZFHwu1FyoPupmLg4EroyGqYdDlfldZvdB4oA5Cw6KfhYZFX4yOJjNaNrj/mPnBv/7NO/JemXbtbVFHlqRFt7idODpJpVJnSef/xZL6b/WHJ66/u3ecnKRSqYNUascXVS1a6seMXVOukrqhj//tj+l3X7lcvcAdiWE4hKEgtCEMhaGNQJuA9gBDe2dpOboYRiMYD0MfwVQUUzFMx+hs4pG5/SdnDz4wFXt8Jnp9OvqeqcgnlqNf34g+u7r39fnEFxb2Pr2Y+Phi7OmZ0Ad0vqvDATLkgz6UNhv/yPLht1YOfrx5+Iu16D/Oe783H3pmIf5nC9FPLIYvTvnIhB+TLMZZjIcxGiMDYTS60MSQzgDtDJBmN+S74K9AtkGaHWjxXFQHPjkW/vJU4FPDOx8bNV8bCWAgiD4vejxQeaAOQh1EK4PWANqjqGNR44HciloH6p2otp/RDCQ2VLogMUFshcADvgf8APgBlHtQwaSJGeSto3QbFbukxEny3bhtxD0Lcp3ItuOhBVlWPHTSTOsjpS6SaUMmgywHMl2kIIgCFnl+FLIoYFEQQmmYCKMosCNvF6UOlDhR7id8L2QeyDwos6PEms7berrG+P1O460BV91WRL1lqtUOS/qGxJr+6kn98PZ2ZvvQnzzseOReL32tCz9R4dUR3JmiJZsfEpuuZE7h5iC9p0srnKdZw9yCaSqxnOtmkT9Fs5dQykDEUmmYlnmpxMtt8tLKTSpe5lQaIXJS1RG69unQYbo2TpU2VJlJY+CcykPrZzhCHb2vviwa/7Bg8AXlfJZ26Y36/o9nNqXl9F+sXHpUOMe92Xfhge66dDtdYn2i1vVHWQvcN+fw+goe+IgwQurCRB6mCjfuL+DXkyjYoRI7LTXSh5vIMaKSRYULRU6UOJG3SUpNKLGi2AKhGzIrqXOixgjhNhGZ/1/23js4rvw6F/zu7du3sQDBIoczO8my0qgs+SmUki3rWcF+krySLMmyJGstPcWZ0QTNyNbkGQ5B5EZHNDo3Mg0QJECCCRkgcgaIDBIgYud0w+/ejgAYsH8AHD/v263aV7W7T67yqa9QF43+A9VVv/5+55zvOwdNQbo1RHWE6FaPqm3rj66sP1G79ETNwiM1S0ddsx+uXchW91CGGfZCVNEazrjmVTTdpi5t0efWHzq7wWpGmIJevNOJ56/htz14ZRyvz+L0Iopv03Ye2hDe2KDVAorDMHhgj9D1O3T9LqwhGJahW4TBDc06VR2mmwjU83i2E7/pwavjeGUab67jjTXkrGaaQij0osCPPC/y3CjwoiiCEgJNDKUxNNxB2x008nBtoHSB0s8gbxTvDuHkKN6dRO4CcpdRuIZiDwo28c4S3lzAm8t4ew2ntpGzTp2+ibxbyFmncv3Qh+jzcaqWp8wh2IMw+vDuhkofYEvDKI2ijKCUoIzAxVNddxQz+8ywDOcyCqegXoQziIoITBvIX4DDTbcl6dF7TIdInVnMvrr5hT7h6an433Z7nmpeRN0MKuZR1I83e6nXxmj1EqVdRYEPBX4Ue6AOoJSD+YDIJdrOZTfE6HICM4EhAmMIpWEYAtC5KRePch7lB7Y0ApsPDg9sAZR5UboO8yosK7DchnUdti2YbkO/BOMqVeZHqRul6zBsQL2JgnUUbaDEjZIgSjjKRFBGYJJRSlAqQBPILAtnWjjogzBFoQ9DHUVhGAU+FEcPtYcHNvSKJCqTcMmoSKHmLqrvojqB8zJ1iVCNUeocj7ooLsepzl107VK9O2iNooNgaAcDCYynjszf/czy3Ue7fOyFW+/rDWa3cJRjgzq7rRqWT4wnj46k6aE0BuJoCaOZR1sSrQRdMvpTVO8urnD0Ff/xzmhWS1BRv0aXTaick2z1HOVcos4Fmb7Eh4bJ346Rb3a7v93n/8dB8sUL7ofti4zlJhzrOBfGNQGtAjoEdIroIuiNoZOg/QDc0T75oYE43SWgnTssBR9ITzpltBN0C+jh0SUre2IZ1iHFd1773C9O6a6MOdtmTpkbHefaljcDeweMce9fV7T+gcQfLrm+Vz2/v78fiqX6lr2Ng5vN456qztlvPZNLf+XnKkML00fQH0cfQR+Pfh6DMvpT6EmjN3k45nA4ieEYxhOYSGEySU0m6bHE0andp6Z3/nQ69qEJ8r6x5IcnUx+bjn9lMfWzW6lfLCZ+srD78/m7zy7vP79877mlnZ/MJD7RE2C7vdlj5IPT8U9PS9+ZjT+7cufpm6kfLyW+uxj/6pz8qdnYwzcINSJgSMCQiBEJQzL64miR0JZAdwpthLrKU01BVGygxkddEHCOw7kIVb3NVtxma5ez6peebPUea4vQbTzdIeOqeNi6vxTAlQiuCWgIoNqLGi91LozGCOqCqPTD6UW5F2ciqPbD6YeNh53AJsEmwsbBFoUtCr0HBjeMHuj8lCGCPB9VEERhEEUhFIVQHEZJFMWhDH0gwxhCUQT5PuR6UBBCCQetAD2BToJeQqkEswxdmDZEKH0EpQL0PLRhOGXU7VFOCVo3TD44wpTZk2lZ/WLzWs6E/8K6MCLsLkl3ZqPSyLb/6bpB6tUuSr+BvFmqbJuqFmD3wxWlHeHj9QT2AKrCiouEst+iCmZp/XbWmTBdOIaXemjtBm0Ls0UbJwpX/viM77MDyQ+e2/7j8xsfuOTJrgnjcozqvoPLO3BsQzdJWeeYi17ltc2M+gmFsTXD0HLEOsTkXFK8cy77jaqs52zZhVeyLMMZ6o5MzRUmrzlL3fP+JrfqUugDA+T5qdivWrayXm/D86N4dx0WiT4Th+0mrVugTo4ifwrmTcrgRs4iirdQFacsAvLcKNhGyW1obkO7DXMINQS1YdSH0RRFdYCybNLVm8z5bfpKAJf8qrbA8cZbSuMoVTzE1KzBvpp1JqDUraDUR9t80NyCZZ223EThMN7qxe/78cowTt7A2zeoN+boN5Zwao3WRakcN20I0NYg3likT23RmjAKPAonoSpjdE0aDhmGALRrsGyiPMQ07qgqBeqtCfyyG8+P4vRNqN1U3jbe3MRr63TB1hFzFPnbKPAg34e8EAo5lIjQiFAL0AiwSAqXjMINvDKF34/hnRm8PYe35vHWEt5ZwelN5LqR70O+DzluvLOGk7dxahMnt5HjRp4bb3tw2o3iLWiCMIi0RcQ7y/jdPN5ewjs38dbaQ6YwpQnCEIZJhIHAyMEZwRVyfO7ep9bu/Gn7+hOOCUo3SdcFqaotunLryNXk4yN3jvQRXA2hMYJLQQwIR8eTnxhPfbTD+2dD/LFLq3TFON5pwTPXmLeW6MJtFG9D7YfahyIfSiIoE1AmwkRQRjIqRbYqDFsQlhCMXpR6UOaHyU+V+eGMwBmCIwq7RLlkujoC6zpKvSiLwBCEKQiLD9ZtWLdhdcO0DeMmjB4YoygJQuuGfhtqL9RBlESgi0AfgSEKAwetAI0InQBdiDVFjjl4Sh+E9uAWG0VJFMVRqCOH6gedCANB2cG5lmGRUZFC7Q4adlAn0Rdk+iyHSh/qw2jgqQsJXEjgWlzRkUSdGz1JDN/ByC4mdpnhRPYgUXZEMq5Hsns9VMUadLezu8hj4zHVgIzeGPpkdAloI1RvHMMxDMYVI3t0e4xqCqkuRehLXqonSrWFmKrlI+ZRVWk3fbpNabmpbCN0S4hp9CuqNukzG8x5L13vRtU2an1oCqNNQkccbTG0imglaCfojaEngVYZrYTu5I4NiFl9BB0iOmW0C2iLok1Eu4x2GZ1xdMnoIrgey+yIqHLqmK/95juvmW1di7oLwydLG+quDgR5+T3aOKSL/2nE9X8Rf3Dk+l7cP+hIP2jBkvSd8fXoudG1pvHtC8Mbz+fajv7nf1D8szWjPYrhHfRL6CMYkjAooU9GfxKDuxjcwWAaQymMpjF2gBQGpIzJ1Idn0p+cjX9sQnpqJPGJib3Pzd398tzeTxbSL66knl2OPbuQ/u3S/j8t33/tVuq1Rfm/jkc+NxL6wDh5YijyUM/2k/3Bjw3xnx0nX55Pfn155ytzic/NJj6ykGYnRIxyGI5iTMQwQc+B2zWG6wl0SWgX0BbGlTAuy/TVGNVCcCmKugiqedRGULlJOddP1HmVrjVY1lEdwBkf6jx0vYdq8NBNXtRuwOVBdYSq41AbQU0ElVE4wqj04UwAVR64fHDycApwiLCLcAhwElQkYJNhFFASQnEQxii0UZRwVDGPggjUUWhFGAi0URQHsi0SY+BQGEBeEEVh6ASYZGgJpZdhlGGQYCAwSjAQ6AjUPPQyNCL0BBYJOi9d5qdtHMwiVR2nGuKwbdD62RPa8S+Uz73U7tVPBX53bfGRd1vxxgRTGoHJi6ogqjk4QnBGUCM+0pZk68Mo36ar/JT1Nq27Cc0tOm8Obwzj9Rkqb4OuCCl1K0cNqw+fjz5S5z9WdvNErfuxyzxbH8YlgvYdNMXhCNA2L1Xlps8H6cqlI9XTrKVXZWpXqa8rXr3C5rYr86+pND0q2yCrH2JzWul3mxntdfqdlkfsN461+ek2/yf6Iz8c9Hzn/I2s3zfjpT68sUKVhSjjCgpnoF9C2SYKNyhdCNoADGHqzC6qYjBEaLtIn5eoizHqfAz1Mpp3qGu7aIqhUUJzkmqW6Oag4qIHjW66TaCa3IqzN+nyOco0S9uXqKrtI5UhunARjiAMq5TZgzIv1Ldo/S1as0zlLCBnBac38eoqXlnFyW0614M3V6g31ujTXryzpsjzsIYI3lnF27eh9kMfpCskqH3QBOlSHlaBPp9mbAH8ugc/68dLi1TOFm2K0CVBvLuBUx7kehlDQFUaQr4beVvI8yOPO9zTp+FQHEChH8VBqiiIt9fx5hp1ahs5W8hzI8+N0x7k+nDai9N+nPbjtA85XuR4cNqNXA9yfcjZxqlNnAzglBt5ayj0oSCCgjByvXRugMrzoMCjVAeyyyIoCUAbhIGHSUIpB3sUlQHmqvDnc7sl4f23pgLf6/V8bzLx8+W9l7fvPr2+95fDfrZiHM4FnN3CUIyaSWZOxR8f5P52Mf7irbvfHyN/enUdv2vGS310oRclYWh8KPZCHURRBJooTAQGDrqowkKyq2XK4oHFA4sbZWsoW0PZNixe2AKwRWGLwBSGgUeZSDuC0CxDu4myMAw+6D0odcPkRukGSteg24RmDcUbyPciL4BCH3QB6IPQhaAPQR+BPgpDBJoQ1FFoOGjDtCF83CXT5hCMUaglqAm0PPQCdAK0wqHqUE9gJDARWKTDUnb9DpoSaCQ4E6FqOTgDqOVRK6BWOBzBeCFOXYyhTcbEPkbuYWSXGkrSo3EMSOjmMcjTvRzOrGdcjTwymlINxdFNcF3EQAy9CfTFqRGJGiJUC0/VBeha9/E2QXnZR3VxGEvSnRxlm6E1A1D3QDOsKL+Fs9u4xuEyj2YBlwVcFXGFR3MUFyJoIWiPo11CO0HbwRZRDt0xdMpo5ZhO7uEBktEZRlsAHdzhezoIOslht7WTR0+CHto/fsHNPGN49BvPvGRsrO5ZLa7tPm1tbB+YFpKpg/lL77lN/n+YaPg/FH+45Lq/f/f+/r17+/v3HiT7ibv3Fn3k2tRm4/Ba81Sg0NXyJ1/7FfWPb2c0LtBDMQztYGAHAwkMxtGfxsAuBtOH+evIDoaSGEpSYzsYS7GTyT+Z2/vsTOpTk7FPjCc/PbHzxem9b8/d+/HC3acX0q/eSr++vPdPi3deuXn/jZV7ry8nfz0d+tvJ0OdmYo+NE+UYj5EwevzoCjHdkaMd4Uf7+CdHxCfGpcwxkR6JYjiKSYJxGYMSrkvoTaB/Bz1JdMfRI6KTP1wi20ZwIYxLMi7EqcuEuiSiLsKcCT3aEMio9NAVfqrcB8smjBuwbsOxCfsGLF7Y/XAGYPfBFYQzAkeEqg6jIgCXF64gHCIcPBwC7AQ2AjuBPQaLjLIYZZRQEoGRwCBCy0HDQROGJkgdVKjKCG1LKLXcMbOgNIiU9vBUU+YEDNJh/qoRoSMolWGKQUdQIsAQQ0EEhSFoIigOwiTCSmAnqN/B+TRqRFTxqIpQdQSWDUo/dcy+TBVPImcKBWvQeOEK4ayEMwTVPN0YUzVGH6rbZmu36LLbtMtLV3jhWkfxPJW7QpdxdG2cPk9gd8MeQrWMqjAq1+k2mWpL4zKhO3bRLFPdaXbgPn1WQm2AbpGZhm3WMfnI2UVG08qW9GRpxlT2ObpyNqt6Rlk2oDAOsebRLONIhmFYYZlRnds4ej2My2403H6oK/qjG+KXXON0bh/eGMAb86ydQLcJq5eyRKAJoCRIGQm0PtgEVAowRyhzCDUhpiWNMwGYb9NnBarKh3IfGqJ01x26M624EmWrblPWObp6jalaY6rXadsqXb5JV24xVR5Gfyujys80ilSlR1EThH4F6gUqdwavjuOVG/jnWfxuGb9bQY6fzongDQ/eWkPeFgoDSp2At1bxxjJy3cjzo1Sky2XKxtFlPG0UqDw/cj0KTRS/GcGLk1R+ECUCpReofD/eWEeuG8VBFHlYo59Ru3FyGye3kBtEXgQFHIqiUEcORv4i34c8L/L9KI6gmENeAHle5HmQ60auG7nbyD0w8Hhw2otcD3I9yPMgz4dcD05vH3h7kLeNogiKoyiKQs2h5OA5mGHmaV0QmiBKAtAeXOkILDxsYbi8TNWtT1Uvf0I7+jHnzCcvLf5wOvjzofWvNg0/ZOigiruhG6WuhugbyT+aj39+Kv7NG/Jb3vvvru78ZlL85kDgmGWcLryBnFUUhaGOoCSE4jCKQ9CEYCTQcdAGjrlkxirAFIQ5AJsPzi3K4YHJj1IvnCE4wrBzMEdgCqM0ANM2DOvQbcLghtENwxZMHpT5YdiCfgMlWyhYRf4q8twoCkEbRSmBIQx9AIYADBHoeGg5aKPQRqENU7rAMYfElHEo5VAqQCtCS6Al0AvQi9AT6An0EowyjAQmGWYZZRKcCarhDnUhjXMEFSE4eVTLOBtHjYQ6gitxtCZxOYW2PQzfw8hdjN7FcBpjKUztYCShmt05Mb1D1XuYC+uPLSaYyQSG0+gg6JcwuoP+FEYSGCY460XpMt0YPDqUoq966a4oM5ymWkXUeWnnFlXppur89FURV6K4yqOF4JpItQhoi6IlhCthNIdxhUNbHJ076NxBZxxdBJ1RdAjoiqFLZK5Hjw8R5jpBp4AOHu1htPPoiqE3iU4RLSG0h9FLlP3xI+VTiu+9/YkfvV1cP1jRvnDKeU1XcWl8aTV19+7+g7mG7+1a+w9y/R+I+/v79/bv3du/f9ip3t+/c/9egE/0zvsaRtYvTHgd12789S/fUnzlFxm6S8wQj+EU+gn6RfTGMbiLwTQGUxhIYTCJgRiGEhjbwUQ6cyr98bm7X5je/fxE8jMTic9OJ780u/u92b1fzd379fy9Xy/uvrqye3Il/ebSzltL919ZTD4zG/rRuPevp/n/NC0/PEPoqQhGAxiNYoRDXwT9AtXLoyOEriC6AuiKUAMEQzyGIxjiMUQwHEd/Atfjh4sHWiRcJrgWR4OAehHneFzmcI3HJRFnOboh+khLgq2PoNwPVxSmIGUXUC7AGaUcIqw8LBHKGoU1grIIyqKwRGATYA7DKsISh0WCRYJVhkWCmcBCDpwGMBEYRBilAypFGUeVE9oRhSEAC4EtrqjcQe4mW+g97kzAKEAjoEQ4vDUbCEr4Q9mwVoCBQHegNCZQE5QQ6AgMEqxpOFJwpOCMo0bGGQlVEmoJdWWHupLEeYm5EFfU8JTJjZJl2umhKyPUGYFqJNQ5QpeHaNNaVulSlnOLqQ+yzXHK4YNrk3JtI28JZg+akqiTUUdQS+ASUS/jsowWju5P09cTaJPQk8J1me6LoyFAXeGYzhhTtaTUd6mswxm6Xja/i9X1Z7omHz+3mG1sZzUdSvN11tKrKupk37nCulaYq8JDPRLdEEJjBH3JP51P/rLX9wHTcLblBp5uhzpCN+7R9QQFazCGURpGiZeuElERpRoJjJvIWUTZJl0doqvcdI2PaeBpxxZV7qFq/YoGgarw0s41Kn9UYZhiDbOscZEqnEbeDbaeZyy38e4Ea90+3kjoA8PPK6N4aRC/HcBzw3hpFq+u4I1NnI7SRQJKonjHR73uwVtbeH0TuUEqJ4CcAK3mqMIgirzQBWl9mLES2sjj5SW8ukwVuKk31vDWGm3iaZOEQo7Kj+D1NeS4DwqVVIk/W+enT67g97dxOooCHgWhw/ZkYQgFIeQf8GsAeQHk+pHrR67vkEpz3+PXByyb50aeB7kPiPY9rs3xIMeP/AiKI1BzUHMoCUEdpdThIxYO6jA0EWhCKAlDE4WWg0mk7IQxR3HyBvJmUbACwzrObGVcDijLpqmCdhR2o3KevrDx+JD09fnY67fTf9ez9fICMXrvFq3fe+lG4rkJ6e/7hCdrb+HN63j9Bgrc0PtR4kWJFxofNFGoQ8rSYObBbUkXhTECSxgOD+x+aELQc3AKqIjAxcEcgnEbZjesXpRuQbMOnQ+GCHQh6AMw+GDwQR+ANgJtAFofNGFoOZRJKJWgi0IXgT4KfRS6CLQc9CKMPIyh4w6SYeZhiMIooZTAJKJUgl4+ZFbDASQYZZRKMEkoJbDIqE6jMonKGN2QgkuAg6BmBw1pXEygLU1130HHLjr30H0HXUlqeA+DSfTJmN7FeAoTadV8+kSvoDqz+kc3xIybSXp6B+1h9EqY3MNo6nCczlUe+hW6IawaT2X2E7olwHTLVIMP9VtUcwi1XvoSj+YIdbAMu4VHi0i1iGjh0BZFSxStAlpFtMvoTqF7F91pdMno4NFB0BmjusjRIfnEiMT0cOgmuB5Hh4A2Hh0irkvoJegm6E1QY3dV/aKq8AL7zRf+5lVjWeusuXnipKXJebFn1RO+ezgf4r+rAv8ryf5BxB80ue7v7/93n9Td/f19MXln7HaoeWy9acJdN7D2dI7j6H/+sfJFw5EuNzUeR6+E/iSG9jB4FwNpDMUxksSghKEYJvYwmnx4Mv25+ft/Ob3zxYnEX0wkvjyz+425Oz+Y3fv1/N2n5/d+sbD77NLum6t7p9f23r2Zem2ePD8T+dFE4GuTkc9M8Y9MRbJnBNWkQI1zmBQwRTAVOxxAMZHEaBzDCfTKVEeQ7g2jxYPWIFojuMzhGkELQVsS15K4KKNZQiOPcxE0hnAhhAsRnONxlseZiKKBP9HMM/UhVPKw87CJcBBYOJijKONQxsEswsSjTKCsEqwEVgllAkpFGAQYeJQRyhaDRUKpSJkllBGYJZRJKJMOmkwoIzDzVCVRnZXx7k1og7QzBguBJoJCf6ZdynQQGLhDKZOewCBDH4NOQomAwgiKoyjmoOYpLYE+Dg2BhodWgFGGQYZeglZAKY/KBGriqJdwRaKuiDjHo5ZDnUhX81RtgG2MomiOLvehfBu2ddq4oLAu0tpFVnuLsq3TdWG4gqiNoMoLynigSQAAIABJREFU4xZdI1DNu9SFHdTyOB+l+3cVPXdQ5YflNlrjTFsMrlXmejxjiBzr4z/QH8u4FKSdS8qSPlVhl1J9XWUaZR1TWbXjx+tvfKbt9lOmKxmn65iSJkXxFTanmT3dzOr7FRc3Mju5jMtRXCboTRy/Ef/dUvKlns0fdXlVL7Ti5TW66S59dQfaLag3ofdD7VO23KMvS3Q7UVZsKQy3lVUh9hyvqHRTri3Y12FcpixrVMkychdw+gbencDbYzg5gXcmkTNP5y6j4CYKV/D2At68qdB4stSreGEYT4/ghWm8uoS316jTHuS4cdpPaQhKCFXI4y03Xl3Da2t4dxvv+qgCHgUiNHFoCTRRlPhpXZjWhWh1iHp7C6+tKEw8CtzI9zBWCeoAcrZx2ot3t3BqG4V+FPqp017qndv0yRW8chOnQ9AkUERQEEahHwVeFPpREECh7xAFPuT7kO9Fvhf5HuQ9yFlz3Q/qwB7kvkeoB3R78KsXp9047UVuAEUhFPMo5KGOQB1mDFG2NIriCEoihymdJnIAyiBSRT7krqM0gtII7AIaUqjiULJIOW8+dp37+q30r27GS9x3r0T3m713iiYjlRs7VZtJ7Wry9ML9nNl7Lw+JX2jZyDKP4JUW5MxCtwm1DyVBqP0oDlKl3NFyAn0YpQSlBy2PECx+aLZQ7EOZTDljqBTh4KDbhn4DdjecPpS5YQrAJqEsBj2Bloc2CF0A2jC0AvQ8DFHoI9AK0D9ooOh4GA4qwzz0IvQC9NEsh3DETqCLwsTDRA4PpkmCkUAvPmBWAkMMxjhMEsoITARmCU4ZDoJyGWeScAmoklGfRkMCLUl076Frh2qN47KE8zwuC1RfGtdEdD8Qdc7sKiakI/3hx8fE7DmJWkihX0RHlL6RwpSI6SRmdzEu44yHcnoVvXGqxY/qmzjvo5o4nA1QPSJ1nceVMK5EqVaJbpVxMYKrHFpEtB54UrkH5hkenSK64+jdRV8KPQRdItpFRYdwYjB2bFim+gX0EQzG0RtHWxjXwuiKYSCOfhGDaXr0fvYVD/2C8X/99gsvGhrtXYvFZ7oKrA1Xe8YjUmJ/f3//33YM/2DjD59c/028l/sn7uzf8pPWqc3zY1vnJ33F1T2f/MYziu++mFU9wfTGqKE0hghGYtSAhCEBw/FD5fD4DsZSj0zt/tnC/len9748kfqzyeRf3Uh/f37vZ/N3fz2788xs6jfz6d8s7ry0kHxzOZl7O/X2gvDbG+EfjPu/Nh3+/ET4qeno++fkhycJhsIY5TAhYELEBMG4hLEYRuMYTWNsF/0JtPKo3cLFKC6EcSmCS1Fc5HBBxAUZNWHURXCR4BLBRQ6NYZzjUSeiVkSNgGqBruEeaSJslQArD7MAqwizcLjw/ECyZJdgI7CJsEuwyYdKBzNBqQgDD030UK+k5VB6MCtYgkmG8aDodHCYBZiCKPBQmoPdODzUHIqjKAkfKZcYywGzxqCPQ5+AIQa9DK0EDYFaQGEUeWEU8dBJMBBoH9yyDdK/UrIjDoeIaoG6FMfZMC4J1AUBFT7UcXD56LoQSuehn6XMqwrb7ccrVx6tXHp/7fajrnXauUVfiCsaEjgroFGEI4iKCNWyi5Y0XAHUh6ipe0wrwRvjlHoNdWmUBqFezb4sv79P/lCL5/tjIpvTjXdHqaJJ5PTSZSNPXFl9pOlmRuNNqn458/LKRy/PnrC0s/bBrOY1tmGBqZyiHZNUw+rDA/KTfQLTTR6d3PnWyq5mJfFa8+xXSgcUv7iE385TZ3dwZYey+2jNAmXeQAWPBp6qXEfFosJ8k7Vt08ZbtHaBUi8gf47SrChKt2j1GnVqFW/fQt5t5K9T+Zso8lC6EKUJ0iUhKncL79ymczw46UWh/4QpRJ/cwDtbOO1FYRDqA2FLGOoI1BzyQiiI4nQIeVHkc8gLIy+IwggKoyjkUMxBw6MwiJNbyPPSGg7vuOniCK3lkeNBgR8lYeR5cdqHXC/yfYeytdMevLqBlxZV+T46X4AugZIUimMo4JEXRJ4feX7kB1DgR4EfBT4U+JDnQ64PeQcs60eeF7k+nPYh56Db6sUp74Nn3yFO+5HjO8x680Mo5lEsoEhAEY+iUJZZpLVRFEehicDAoUw8vPyZCEoJDDwsIsoIjBwcBFUJNKXozuRji3s/Duxrffs1m/uXvPdbNnfs08HCEd9b/e6XhjzPjPheHhN0N3cMi9Kv+wLf6AofN4zjrVGcnIZmAxofinlo+WynzDpj0IvQEZhiKIuhTECZAAOHUgJrHA4JLgHGAAq3UeKDPgRjEKURmAmsMVhiMMkwEGh4aDhoeOhjMCVhkqEToBFRIkDDQUugj8EUhzkBUwxGGWVShpNkOggMAowPUtJDSIc4aN8YCPQJGOKHCmqzDLMMM4GVoDKOmgRqYqiLoyGGSzG6PYGmKBrDuOhHcxhXRKonjdY0muPoSWF0h7qxd3Qh9aGlxKPTJHM+jZk0NZ2mh0TVbAozBDMCZlNYSJ+YTTBnbtNXwuiK4qIf5wKKzgSaQrgaRv+BeYZDG0FnHJeiuBhCK0EbQauAFgGtPNo4tAvolnA9gYE0BpMYSKMriU7C9EaPj8jsUBI9MfTFMLqDwV10ymgJo0ek+hMYjGNEYgdJZmkP/d3XPv2LnJKGAVfb3LvOa9rqlvGFjeSduw/I9A/JcPN/H//OyPXu/v6dB1qnO/f3vUKqbzl4fmy9eWK7sm3hW88XZXzlF0fzG58YIdnT8onx6JdX4h+bk7MnE9nTqSOTcva4fGxC/uCN+F8s7nxjNvm3s8lvzsR/OJ94Zjn94lL690upV5aTrywn31xJv72UfmM29vaCfPpm4s0F6dcz3Pfmon8zy//1HPnzOfkj0/LRSZGdErNuyBnTJOOGxE4SZowoR+TMiVTGaIppF5jGgOpSNLtdUl4Oq/qIqk/IaOGYi2GmhdAtPNslqTplZQtRtZHsVpJ5UWSbCNNA2AaJPSuxtfyxmugfnxOO13DKCp6pFNlqwtbIbE2MrYmzNXG2Ns7WxtjaGFsVYytktiqmrI6xVTG2MsY6CVvGsYaQqizKmqIqq8jaCesgWTaJNUZpY5ixEtYZVzplpV3IsAoZFkFZyrFWwloJaxbZMj7Lwb3/TOwhh8haY4wtyVplpU1mbHGlNcFa4qwlxppjrFlWmmNKe5x1JDJcSZUzzjpk1hlnXQlldSLjXFp1Nn6kQc48K7LnRboqyNQLbH3oSI3nxEWiOhtVXRMzm31HazfYcn9GVeiRKt9j1Z6PtUgfvCIxtUHVxURWVZStDpxo3cm6FldcIMquPbYvRV/kmGvkyGj6WGtIqZvOKvdm1ROlaYstXX2o3nekbJYtGHtYM0y/3qnU3GQrAkdbyZ8t7+RE9n+/mP58eyC7Qzg+Fv+r5eRPV+LPru9974b8yJW1j3YHv9oT/fS1wPs6fH86yn92Jv5aaL82vH+qY+mr1usn8q5Tv+9VlvqPtO0dbU2qLFsZZTezr0RODKeyW8KZ57aPnPdlWm9nWldV1luq0mVV0ZyqaPGY2aMsusWq17I0vgy1X2WMZJZymYYIawirTBxrjLLaUJY2kqUNqordGbooa4486ohkl4YzTDxbGmVKI2xZlDVFWUOINQRUNiHLJalshDUKWSY5o1RSGgTWEFEawkpjhNGHmJJApiaUpQmryqJsGc9qgypdKMvEqUxchplntX5GH2QNIZUuxOqCSkOINYSUep/SEGDVgSOG4B/VJI5YUrQppjQnWEuCLSWsLszqQgdQ6oPse9AFVdqgShtUHfxVH2b1YVYXZrVBVhNkNUG2JHAAZUlAWRJiS0LKkpBSHWS1EaU2rDRwqjLCmkXGLDBGIbss9HgFySgTWCtROEXWJbOVCbYqqaxKshVJtjzJVibZqmRWeVpZHmNq40xtkmm5o5rYf3zuzn+5lf7FVOqfR5OvjpBfdXn/vm3jRx2bX29Z+25/4GfT3Gs3xVrv3lnPbu60+OKk9FdXtrJz+xQnB1S2TaUzypjJ0Rryx+djRyrjqnJZaZeVFUllZZKpTrLlKbZyl63YZSqSTK3MVnBKo1tp8KhMPGsSlVaBLZfZirSyMqmsTKoqkipngrUnWEeMccpseVJVuaOqSLFOmbWKSjPPWnmlVWAdsYzK3YzqPbYqwbikh8/G/7gpecQlKe1E6ZRYR1zplBUumXHFGFeMccXZ8oTSFVfYZaUtztqTrD3BOGPKCpmtjCkrZWVtLKshqWpKMo1xtiFGn4/TlxLKrrSqI0HXB9iGkKqFY7ukrMFdRbvMtsRUA2nVxK6yP358NvHUnPCfFoRHZriHbqYzb8QfHhU+vhh/ck5ULojMSpxdTr9vOfWzjXufb3VndnqzRomqQ2BaBNV1iWnxZg3xzLDADPCqfqLsFZW9RNktqq5L7HWZuU6UPSLTQ5jrhOklygGZHU2oRhOZI4mM4VjGUCyjjzw5Fv/QWPxYv6gajzEDhB2UM6d2mfFdZjSlHJTfN0a+tJR66kbsyd5w5jvV2d985u/ftZrbZowXht6xN1Ze6Vvz8ncOZUv/jVXzfyoT/T+Jf2fkeii43r+7f//u/v79e/v7QurO5Gb0yuR604T7X4bcv9c0fujrTx/55bsfv7b0l7PxH6zsfnaWHBsMZw9Fj42JT45JH7kR+/iM9MlJ/hMD3q9NC9+fif18PvXcYvrFhdQ/3dx5aTHxwqz0+s2dk8t7b82nfjdHXprjn5+JPrss/XhR/P48/91Z4UsT3EdGo0dHQsqRkGogpOoPMb1BZijEjnKq4ShzPcB0+Jgr25mtwYxuke3gmYv+rA4hs0NgL4aYi+EjfYkj4+nssVhGZ4RpcjMNm0zVbcZ2m3G5VRWhzIqIwhlkKiN0ReBITfgDF8nxuqiyOsrU8uwZgT0jMLUCWyOyVTxbGWUcYcYSUlhDCmdUUc4pK0Wlk1PZOdbFKx1R1s7RBj9jDimtHGvjGWtEYQ0rHBxtF5TOmNImKS0CY+YYC6coi7JWkbUJjIVjHIS1i8fLw++vFzNtEYWNZ50Sa5MUVlFhERiLyFgEpVVU2ojCKjI2UWETWCdh7KLCLtB2nq0gbG2MrY+xdUJGRYCt8LENPHuGZ108WxlUVW1nuLzsefFYV/zRjnDm2Q1lVSirKvD42dDxM+7HLocebQ4/coHLPuNnTTdVxtuZ+lWmdo1qcCuvhbL7+PeNkS9Nky+O+j7YvfrwpVsfaQ9/oM370e7Ah6+uPb8gvz3g+071/Fcrpv6iZvbjtbc+fM77ZEvk61NS4cbeb3q8H7eMZVfd+sJk/HTgfu5s9JVh//fbNo6aht/fdPMfhgI/unb7g3WTn+nZ/FLv9n8d8Dx/3fOXlv6MlxvpV7sznb7sznvHu9JZ1R6VZulYufvoxcCJ5m22Yi6jxp1l9bFvTikKp49WbGcWL7On5rJK1rNLvdTp5QxLUFUaZNU+RYmP1QVZXVCpC2QYg0qtV2UIKksCSo2P0WwpdT6FyfOIM5xpDLCGgFIfYPQBpT7AaH2Mxsdq/YzWQ6s9tNbHmKJZDinDItAav0LrV2p9rNbLqLeZYg9bEmS1YdYYZssiGWZeaeEUxiBrCKvKokqNV6HxKLReRutTaL20zkvrfEqdT2Hws1b+aKV4rEJQGnjGKCothCnjlYYgo/UyWg+j8Si0HoXmEEyJR6nxMiUeRuNjNT6F+uB17wN4mAOoPYoSj6LEp9AGGG1QqQkymiCjC7EmTmnhFOYoa4sy5ghtDB8vjxyrFlmnnFERU1RKbLnEVkgKF1G4JLZcVpbLbLnMlkusS2ZrYmwtyagmTJPM9CSzOmPZze7jTduP1m8+bBk/bp19tCGQfW79sZ7Q/3b7zstbd0+vJc0rqfyp6D8PBr7cMH+8sJPNG2Y1i6xlm3UJmeXc4418VrWftYVZp6BwSUpnTOWKKZ0i6yAqp8Q6JLZCPnImzpr9tGaVsfqVFTFVZZqpFOkqTlFJFJWSojKmrIiz5TJbTpgqwtRKylqJqSZMpcBURJnyCOPglA5JYY+wlSJbLStr40wdyT5PnrgYz6gW2QqidHFKZ1hpFxR2UeEUFE6ecQoKp6B0iUqXyNh5xi4oXAJTSZRVhK0WmTOCopGwlxNsk6ho4pjzHHuWYxpFxWU541qSviAyTULWJZJxSWAvC6p2wraRY73xrEE5o1040hb88Az5wBQ5Nk6OzsUypwTVSPBjs9KHh30PDbqfXIg9uZj4yGz8azcTz64kP9e+8eFR4eEB7sgAYfr4rEHu2FD0xJic0RtVdQeYLr+yN6rs4zP6iKpbZFpDTFsgo1dg+gXlgMT0iqrrYvYAUV4PMT0hZS//8DD5wA3pyTGS2U0U3SRrTGL6gsp+LmsiwUzG2Kl4xgB53xD/Y/edLzT2H/nZyff/4I3XHS3O9tn86o4CV3Pb6AwXi+/v7x8sPN+/f/89J+t/kOv/63H/vZrAex/uzt799ZDcOec+P77ROL5tbhr+yo9/f/SrP/9cWdt3x6WvzCQ/Oio/MSQ+NCS+byz+0fHYp0flz4ySj49yfzYhfndu96fze7+a331mfvfZ2Z1fz6R+ORV/YWHvnxbvvHQj9tyk8NPJ4HcmfX83E/7JPPmbyfBXJ7mPj0SOD0WoviD6w+iNoE9EVxS9HHojuB5CuwddflwPoY+jegRcCqKZwyUZjQR1HOo5XIlRHQlcCqHRhzoP1RhE5TbMGzC74YjAFoE9DBePShGVIl0tHj8rZpwR4eIOJ4ZXSCiXYBNRGoEhhDIOZVGURWHl4RBhEw6XzZUJsMowibAQWGXYYnBIqIyhIgYLgSl+6KszHnR6RBgl6EQYeFhjsMZgJWyleKSWh42Dcwf21AOdhQS9BL0EHYFeeuDPkWGMwSjBIMEUgyVGndmBU4TBA2sQ9jDlFKjyJMoJKjm6Lo46maoNK2o2qMoVptpP29aebBY+2r3zid745zvFp84HcGoMOaPIm6Dyx544t/IP0/IrK/EfDnlfuyXqbkVe7lt+esz7/Iz87Z7w4+dXj11ef/zq+ivr6eHU/rR0vz+we3bRo+6czG9f+kHd+EeMrZ90DB99s0HxVjOj7/143fTLI/6v1kw+ZJphbctsjefERW9GzdRR1w0qv/+odfahsiG8cY0qGGOtt6iiCbp0iakJ0XVR2uRD3iqlXqX1t6G+RRUt0uZVqvAmXl/C7xbpIi+t9eDkMl5fwTubVGGY0kSg9kMThiaCogCKgygOoCSEfDcKPSgJoDCIkhCKvQeTDTKNQRT5UBhAoR+FARSFoI6ihEMxj6IICsMoPNgbKKDAh3c2kONFnh85HpxyI8eP/Cg0Em2UoeGgjkDHw0SgF1HCIceDghAKgigIID+AggCKQigMoTAMjcCaRcYQRVEUJSLUHIrCKAwc9lYPZE0FfuQ/wHu14vwQ8oMoCKAwiMIACgLI9yPfizzv4YtFUZQI0AgPVjCJ0IkwSrRJonQ8SqIwckdqk3AmYE/DnoItBWv6ELYd2HZh24E1DccOXLtwJGHgYE/g7C6a9+AIQjuPM0FUBmC6jZog2vcwuKtc2PvUyv1vzaeeubXzT7PpH7Rtf7J2OqtyBsWj0K/A5IXZB5uQWSdmnI3CEYQ1jPIknEnY0rDtwhqHQ4ZJhC1GV+1QVgKNB3ofXARVO6jYhUOAIwIbgS0J6w7MuzAn4JBRk0BNHNUElfzhEXbxsEswx2GTcGYHZ9KokemzJPuyTNfF4JDhjKKChy0Ccxhm4VB+eADLASTYJFTGUJtEbRJn07iYxrVd1BNUhtAcQ71wsGAVzRKaJVxJ4FoclwkuEKo1Tl9P4zJ3uOq1JfrwuPTQdILulzAgUzN7GBDocaKaJuxA6KmZ+Ddv7X9n8e63F5M/Won//GbycwOhz91Ivn+MPz4R/aNZ8tSk8MQo976RGJo2cNWH6zz6RQwQqo+gJYArfrQLVLeEHonqi6NTRCdBt4S2MNp82UP8Y1Nxpo9Dn4iRJIYTGCAYEJSTyazxJPp5ajLBDpOj11aPFfwL+61nv/GiRt88Y708nWdrttV3Lq767925v7+/f3f/3r39e/v7d/9Pc3L/wOPfKbkePu3v7+/v3z14jMbSIxu+C1O3G8c9/9K38ty71ie+9I9/8pv8X/Zs/2Jx/zvTqa+OSV8Yl740Rr45Jn9zXPraBPmbaenvpmM/uSE/PZd4bib+3JT8wmzyxfn0y4t7L82nX56J/2469usp8R/mxO/f4H4yS745y392wv/IwBY17MFwCMMRDEUwSNAn4zqhejh0hNAVwXWBGpDQFaE7OVz24RqHqxKuJHBBxHkeTRKaCBo5XOBwkcclnmrkYffA5KZcHCpEVAko5w/h4qhK7sR5ia3hUSWiWkIVQQWBg8DKwybCJcMuwi6iPAanBKsA+4FImMAWg02GPQZ7DPY4HAk4Zcohw0xQFoc5gVJyaF01SpQpBpOEMgm2GOwybDHYhCNnSGZNDGYZ1jhKCbQ8DASlB1IOEYaD/pAEo3TYTzLKKJVhkqnyFJwSLFFU8KgVqYYEVbGL8gSqJDQk0Zimzyap8ijMbrouiko3VeNlzogKV4jWztPGmY82ef9uOPrsfDR3M2Z0xzvIncsbvKb/lmvW17pFrnlidZ7UCx1rTxj6KNcSmnx0W/R9/XyRe3dSur8QuTt2M3K1f/5q73zzyMq7F0Y/nt+YWdCcXTH+wUvL2ZrOh8sGPnF1/YmKTZV5W9UUPXLWjcIxSr+CnAW2bPOY9SadN04bVin7NnJnqKJZFNzAqRnq3VVKvUWXhyiLD+p12riFklvIn6cKVlHoRUEQajc0azi1hVN+FHMolVBKoOMPfUolIRg4lIRRFIA6iOIAisMPhjlHUBzINkaoQj+KoygKoziMEv7QjHFghSrmkB/B6QBy/DjlwykvTvqQG0BR5PByo4tDLSM/gtN+nPKiIAKDBCOBRkAxR5eQw4kEBREUcdCJ0AgojKCIYw08a+ShE6ElKOKgFlDMoSCMwsi/RRiF0UM5m+aBaURHoBehE6AVoY6iIIzCKEp4aAk0BBoJWgk6cvhTT2hTnNYT5IdQFM5wkuP1e7ClYU/BuQPHLhw7cOzAnoY9DVsKthTsCTjicCVhFVHGwx5DdQINKdhCsG6ijkNDjLqQpLrvYug+pu79LzfvfHrx/hemdr918/5fXo9k6vqQ30XXrEE3w1R46fIwzG7GJZxoIJQjAoeIGgk1cbjicKVQnkZlChUJWAnlkmALQ78JvRtmDhYCZwoWApsAOw8LD3sc9hQcKVSmqLo06lKoSaAiCpcfjhDKCRwEdoLyFGr2UJPCGZmuF7MvSqoLEuoScMmwBVERhMMDm4+y85QzDptMuxKwS7Ae+OhkyhWnq+KoiqMuhUt3cfUOLiVxXsTlBHU1jXMElwiao2gK4zyPRgnXklRbGlfTVFsaVwgaQ7hK6Lb4wyOJrEERXVEMy/T8Hj2zw4zH3je788mF9Fdu3vnh7bsvrNz97cqd39yK/+5m/LmF2N+Mc1+fFL84FfmrOf5/v73z9Ynop/q2/3wk/NGhcMZ1P7p96ArR/QRdIfSEqINZs9cl9MroFtFHMCCjV6Svi0f6+BOjHN0fxpCMsTSGeAyEqVFybDr5+Vv3PzUuf2CY+9R8+uNXlzKfKXrsW797znCpvGVOW9+d62w61zXqiUqHX/D39u8efun/G3nwf5Dr/3fxnr3p/oO5//fTu3dX/VLrrOf82EbjyFbBmZ7P/+C3j/6XX37L2f3ycvq5pXu/mEv/dIr8ZEL84bjw9xPiT29IPx0XfjZNnltKvzgTe/FG7KXZ5EvzOy8t3nlxfueF+dSL86lnb8R+NS3/5Ib87Qn+r24InxkLPTYSwIAP/VEMihgmuM6hl8OQiN4IOnxUL49uAW0Hw/eDaPXhWgAXw2ji0RRBYwRNBE0ymmU0S7hI0CTgAqHOEthDcEZRQ1DNo4JDJYcaEbUEtYQ+Sx66JKvO8KgUUSWhUj7ceFUZQ1UMFQQVBBUyXAQuEeUELgKnCBeBQ4JDgp3ALsMRg02CRYBJgEWGLQ6bDLMMnQCjeLCYGjYC+8H7CWwSbZWOV8dZh3CY/poJLBIsMZhjKJNhlmGPozyN8jRcaVhjMB9cwGU4E7CIVIWMs3E0xdAko5KgLo66OM7EcDGN8ymcTeFCiuqIK67wqNhEwRy0Kx+95nthRa4kdztiO20h8fyyp2ba45rzuRb9TW7SHUoN+1PFvYufdHbRBb0wLqAhgOYQ2gjdIT/VHvzOdfezA1tFU37HTcE2uPmyve0bxY3Hf1+tVHccObP8ZIP3iH1NVX4zUztKF00qqvx0I6dw+aicJRStQb0Bq/dIXUBVdhvqRWiWcXoJxZtQe6H2U8VhaEMwBWHiKQMH7TaVv0Lpt6H3ofTAnhSC1k0VeVEcRgkHDQ8TgU6AOorCAEpClJFAw6EoBHUY6jDUIZQEoQ6hmIc6lGXmKH0EhvdqAAdGTA4aDsWRQ/mSnsCahCMNA8EpL/J8qEzT5/apyr0HZBlBUQQFQRSGYJHhSkNLoJeg5g8tVcU8NARGAnUERSHoicou06U8DAQ6GVrpULOmIf9KnzoCrXi45uHgHzPFYJJhjcORgjWOMgkmCXoCjQCdCL0ELYFeRmkMehkaCRoCnYRSGbYE7DJVvoNSMbtSULriKJPhiqF2F5V7KN+BKw1nChU7cCXhjMMZgyOGiiRqE6hPoTqN2h2cS+NsHDUxNO3+H+y9d3Al5Znv/+2WRtJPmpmaAD8YBl+iyzj/bGODXQ4YYyibNcYBLzZgGzDJBC9e2xgHdskMk4NyXuUcj7KOTpB0pHOUNdIEjfKJnd7O3Sf//pAG8K7r7q26t+7d9d6n3qqpOee03u6u6vfTz/M+z/dBawxtUXTH0R+nRsIfP5+4c8z4woj+4WGJLpzA8VEqe57KuUQLEvH0AAAgAElEQVQXeel6glIGOau7y7n0MoJ8FSUaGiJoMqj6CEoklEmo0FCooEDBSR+OnsOJRRxbwgk/ThC6wECpiTIdhTIKRVSaqImgykRthGqModpElYFKghI/CoMoFlGkojKC+hhKFRTzKNrc3SpldWioIshjkcsjm9ldE9pZtXp1s3hlnXpFFb+3nN1Xzu+tYK6qE65qEHdWC9e369dUcde2KRkWDRY5tVu6ZlC50iFnDkkH+7TdndxVA/wVls2bhsT0Rg71AlpltCto09AmUe0y2uVUC7nKqacNyegTKYdCj4i0XUi1k5um9QeWEs9dSjx/IfqPF6O/Pqc/Pis8Pi38Yla5z8N/cyz0+Lzx82npqXn5+Xn9HvvmI7Py8+f0Z8+p97j8H3N49/RsonMTAywGGMouwinDLsEpY1iiXCpsJNUa3DXMZo5J9LBMOQgcApyEdpD9bv0zc9F752N/Pxv+ybT2yJT0hZMd++/7h6888eYbNSMn2yfeyG4+Vto+MnNRMSLJZDKejCeS8URyqxbzvUrWv/z3P7D954Xr+3b5Tse32usERH30rLd9dKnBtVrYO//I705c88UHbn3+0HP2td9dNF88K70wJz06zn53YO2nY/wTHukxt/TCnPmbGfNXM+pT49xTLv7pae3JWe3pWfWZGf2ZGf3ZafOJafNBt/hdj3K3R/zmjPypCZI55E+1CbSNoCeIngCGCVwihkLo81E9PnQz6BFgYdAbhMWH1hBaJbTKaBTQRNAioUlEE0GjgEaCNhXNOkpY5PpRxKKMQ7mAcgEVAqpEVCqokugaYV8du6uaoFhEsYpiCSUSShQUyyiS3o8YF4ooICgULuNW2s7dzyPII8gWkbfl9crIkZBDkCPijIgzIrIvwzWXII9HHkGOhtMydYrZXSql5Arb32YT5CjIlpEtIltGoY7yCMqjKNRxRkI2QYGMEhmFIo4G6BoTHXHUKqgiqFbRKNMdBppNdJhoktFgwhKlnQbdI6Fq44qapZ+4hEIuOkC0rtVg69mVhqkLNVPLrStCv2A4xdgQq9p94ohPLpnd/Enb1G1N525u8x3oI1fZpR0tmyhbRuUG1cWmDLA7O1f2V0zdkOve9Wo//Y4zveQCfXQ65fAcXptJeecifufG7ydTsv10YZA+tY5XZvHa2R1FHJUXwLHVHYWBvaVBHDqLN2fpkyGc4nGC4JiAdzkcJzjMI1vFKYLTLH3ShzeX8a4Px3mcJDjK4t0gfYLgCLtdUnKE35KQpA4LeDOAQxze3io7YXCIwbtBHArhHRbvcHgjkHWap3NYFGooiSFbxxEe7wRwKIg3gzjE4KSEXBPZEeREkKfhXRYvreEPa8iTURLGcQlvBnEogHdCeDOEdxk6X0EewTEBhwmOEhwRcEzBIRHvELwj4BCPt0I4JOC4nFGk4hiHI/J2pvcxAccIjko4quCYjGMyjsrbwf8TBDkKchSckpGto1BDZRTlMZyRcITDmwwOMTguUK+zeDWEMxpyVRzbYjOHt3mc1pFnoMxAuUa969+dR3BGQrGGchmlOioiKDdQqqHMQKWJahPVBlVhotxETQQNUTSEUaGhTEW5igodVVE0JFEfQ5WGWhONOtWh7Glnr2zd3NcfTG28QJfNUAUzdPY5vLOIYj+qA8hZTc9e3VlDUGug2kC9QXUl0RVFh45OjbYomX0qqhiqTkirWr262Xugg82q2kgp9tKVUmqVTmWzKJPQGoElSncnqQYVZSJVpaEpjOYIWsNoVtEkolVBs0Y1qFSjhnoZ+et0eWBvm5zVKqOWoEpCCUGJmFqrXN0lX98jHGgTD7aK1zaxu8q8WcW+fVWB6y3kYIe8u0m4oVu5ujN0jV3e1aejQ8zsEa4bk6+fVQ8Ok2t72Ku7Q9cPsNf0hm50ivt6ebRzsKjo0tCrUrYINWTs6CVX2pQdwyLsGkaj8Jjo81OWAD0k3H4u/Jv15D+e0341r/3qnPkDd+CHE/4HJ/ivjwRvc7PfmSXPLpoPu5mHPMzPpvhHpsnTM/KvZ+UXJ5nfTDPPzArfdPiu6F7Z42BSu9YoewAjBKMK5VLpMZIxErrKwR1wcvs9JGtU2DcqHxhR9g8EPzyufHE2dsek/t1p89G52LPTxiPt5255+sjBe5997M1/OdUxebh64PXc+rpO+6qX/T/Nk/9l9jcD1+R727HxZFI0Y7MbQsfUet3Yes3o+j8Vd33ivicPfOuxh8t6Xl/U/ulc9M8L2ouTzHNT/HNT0tNTyi896gse/bkp/SkPeWKcfXJGfNzDPD7O/GJCeHRKfMhDHpqQHnST+13KvW7jjmHhyyPMp0fZvb2b6FqHTYCVwwBL2yX0COjwo8uHLobqk9BPMMhhMIgBBm0hqpWgmkM9QatMNUpokNAib7O2gaAshDIWlQJqCKoVlBGUsagSUEVQI6NGRCXZ1Shl1Qso51FKUCqhWEQRQZGAIn67gXOxtB00zpdRvOXgEuRLyJeQS5Cz5RAQ5GzhVkSeiHyyDeAtnzVfRJ6IXILcLRIzdB6zr0qhSgiKVeQbyJGRKyCXoEBDiYFSDeUGijXkEOQTVCio1alaExUa1RSBJYlSAZUEnTG0m+gKw2KiO4L+MIZisCbQJ6f2MZ8ZDr0bMF1aYtwvDQf55vmlvmV+YEN2BUU3R+wBvuG8t/bspY6zy45NMiUmHUy4Jai9OsU90Oe9vXNzd8kcTs2gdJNq4lDLZbSIeHcCr9jp/BWUBukCBn+ewzvL9BEv/ngRr29u1zMUitRplnprA2+t4Zgfpzi8uUEf8e8tJNTbl/DWGnVUxGFCHZfxThAnBRzjcZQgT0euiGwBRwM45MdxgpMiTsk4IeEIjxME7wZxhNsuJtlS23mX3xZhf28PcquK8YiIwxIOEbzDZhaJdK0ES5jujqNOQo4fuSG6SEjN47LK5bRikS4QU8+IGflq6tEg/dpKyp9X6Nc2Ms+IdL6YUijSR7eU87i0XIk+ydBH2R2HQ/QRdkeRShdKKWck6qi4LXX5DoOjPE6I1FGJOkEy8iWcEnBMxnERJ3mcJDgh46iCkwZO6jip4biK4zJOEOQpVFkEBTpyVBRHUapTtXE0JVEg4W0v3vDjaAhHQnjdRxWoKAvjNMEZkTpB8MYajgdRZqI8gqoIKvQ9JUparoByE3URNJioj6BaR4OOZh1NOpp0tBvoNNFqoElDaxhNOupV1MqoU1Gvol5DvYG6raGhVkaNjBoFlRxtEan6DRz1UDnzOD6PnE3k+1DGoZxJqwxc2SrR9QI6TXRH0BeFNQqriT6FHjWumVJum5U+OcReY9l4cMF405/485L5g2EurXABp5ZxchXFPrpXp+1Rqluian0ouIhqHzolqjdM9UTQJKJbpkajGNKoQZ3ultDKoi5AN/K7O8SdnSIaCKpENOpUSwyNBt1mooZBbRBNPJp51DNoI+gQ0SqgTaA6JdqiUh0S5VAwrFK9BhpFyqJSVo2ySikWQvcRqjWIOj/VLKJDpro0dBnoNdEfhjUCm75jRNzrVlIdCpwahg1qWKGmDIwrGNHoYe1Ti+EfzMv3j7HfmyJ3uZlbx7y3T3K3jjG3u/k7Z+S757W7psnnXZt3eELfm5aePx9/1E0ecQX/sGi87CF/mJZ+N6ff6/B/ZYz/opvs7V3bOcTtHpEOusTPecgdU/xXprhPOIK3e4zPOcm3pqL3DEv3e9Tvz+nfmVDucXA/nzOe8ZBvHG79f+994fM/f+XVKmt2x+RrBZajpR32iQVihP9Pw+R/pf0twHXLtqIH8URsq+2QkUxu8NrIvK/VtVo9tpHTM/uTl44e+MqPbv/l2y/0LL58Vnlhin/G5Xtmgn1+3vjHufAf5sK/nRL/wcM86Qo8PBZ8yBV42M382BX63kjoq4Prd42yXx1hPmL1XzPg39nvS7WsZlguXjUS3DPCUfYgRnk4BcouUnYZgzysDHpDVB+BU4ZDhJ2HjUOXH+1+tLLoJGgTUM+imaBTQpeKThlNBLUCGkU0ENQT1ImoEVAvoIGgXkSjjEYFVQrKyK4GflcjjwoOZRJKJZQSlApbr8PbrM0TkE2QJ6GEoJhHEYcCgnzx8tjKp+BRwCNfQ4GMQgGFEgq2GCyiQES+jDyCfIIiCcUS8rn0Sml/k45SBSVh5BHkssgTUaihSEepgXIDZTqKJVSoqDdQr6BeRZOBOgUtOlVJUElQq6LFQGcEnXH0JeCIYzxBT0aumdIevCCViZFhyZxk1GGfaGPEzuVg/6o4skYWGHlk2dd+dq1p3tt5bn10g8zysQUxZltj3nbO31Ezel35TGbOHI5OUScv4NgFHD2Lw+eoU6t4axGvzOKUF/kMDi1ThzfpUzyOBHCMp07JOCUiV0FZBEfZ7TLQrQr9YwKOhDLzpNQTDN4JUScUHJdxTMBRFtkEx1mcIMhVka8ih+A4v62Fe0rGaQmn5O1qxaNbrV22cEtwiMchDu9y23JXW6w9IeG0sh1dP8LjJJfWqKUOGCmeaMZMLMNl7OgRD9jCN/aL19WuXV8e+HB14IaqwP5c31Wn2OtzgtcVrF1b6j1Qzny6Tb+2WrilXUnNDlEF3N5q8YY6+fpidtfR9RtqlCvK+Fs6tQPV3MdrtMxjQRwO4oSIQzxObJ2tRJ8WMgpknCI4paBQR4mKI8y2iMFpBdkSzojIVpCjIV+hqqN0RRT5MsojqIqiRke1gvYImiWqXqJymLRSji4MIs9HtZsoEXEmlFpjUnkEp4Ko1tBooimM9iRdHU4vJaiQYElQHRF0xFCjoEaGJYo+AwNR9CdgDVMDYbTraDfQqKBeRZ2CJg0dYbSF0RpBs44GBQ0y6lXUqahT0CijUUSDiMIAsv2oFtEso0lCo0S1KFQNu8+i0RYF/SYGIujTMSiljEpXT8qfHCdfcfE/O8u/vMS/eUl9eYbkLsXenWB+1jH9rZbJT7Yu0SXnULNJ2yO0I4zKDRSvUzV+dBL0i7BKKUMamgMpFm7XlLlz1twxrKTYNPTKaObpWm5/l5LWGkSDH60cug10x9Gio0ZAu4xOFe2EHlJTho3MYX3XsLJvWNzvEKn2zVQbh8EQ7ITyhGl3jOo30EbQp8EWQb9O9elbUTGqV0S3hm4DPToGdQzIcIYxrGW4pT1TMuVWMGZgRKdGNYxKmApjMoLpKD1hXD9vfHFavn2SfGqau9kT+tA4e61buHaC3DKpfHJCvnmcO+Bmd46FrhvnPz8p3Tut3DMa/P4E9/ic+pxbemXe/O2M+nf2jW+OC98YJXeM8PdNkO9NkZ+d1Z5cDD/ske+x+380pT4ypf9sPvLYXOTxKe2X88bz8/rT89oLs9qjloVbfvnu1fc99/Bb/3Ki3XOkyvp6XnNFx/CFDS6STCaTyXgylvgP1drmf8L+NuD63ubr5fhwMppMRpPJmKqHF9eE7onN+rHNSufyK8WWz33/2X13/Pi72U2/O8s/uyA9N6c+O02edIeeGWeedPp/4fA+4vR/q3ftjkHvl4YCtznYjw36b+j3f2SYXDfE05Y19HjR54MtiAEvBvy7nMIVLj7VEYSNgYPAKdBOHgMhdGzAsgkrC6dEDYnoZ2FjMcRjkMAqo5NDYwBtHLpl9GpoJahiUCtsO7L1POoY1DNo4NFA0CCjQUGdiBoZFRLKhcx6cV+TRJVzKBNRJqNU3kpWpMp4uiSUWsamFPN0MZtSxqdW8nRpiC4OphYzVDGfVhJMLWboQoIiFkUEBVJKKaGLWbpYoIu5lAKeLuTpIn5HEUcVcChRUBmlqsIoEtPK5H0VZHepQBVxKCLIJ8iXkCeiQESJggoN5QqqFDTpaNFRyaGMRa2IWoIaQm354jUyWhV0GuiIYiCGkQjckSsmtdeC0QE54ZbjHr80wWhDfq3tQqjp7PpYgFsXhXUijW3yHQs+14ZhWxLdgdgUm3D7SPbwwpfLR+jKSarNT1czyF3F8SXqxDqOLeH0JvL8KOZwOkjlEuTyOB1AHoc8gpMMsgnOiDi9tQmt4giHQyyOCjgjIVtCtojTQlq+lFFAcIyl8hTka8gnKFCQQ6giGXkScmS6KIx8FacEHGdxmiD7coA9Zyu0Lm1HiY8wOMpuy2Yd43GKIFvEKYLjHE6JOC3jDMEZAScYFPDp3Wa626RnwzevJL6xlrjBxl7Tx19TfWnfiamU1+f256zvLw3Sx730H5d35/G7q7ndbfKuDuWKNrKzktvdQFJawihkMorYjHx2Tz6ffiq0p0LMKOezykMZhcE9OUzKiQCOMzhOcFjYFu3KFlPymIx8gjM8ShS6PZ5SLlCHL+LoJZwK4TjBaQWnJJyWUGagNkKX6zgtUCUqasOoN9FhwmJiKAKXnuoK08XrdG0AVespgyrdweHUIt3EotSHggBqFNSpVKOOejHFYqaVcVkNCpoNqidG90fQpaNNojpldCqwa3DF4IxTw2H0yOjU0KagjkeLijYVPRFqIIpuHe0KmggaRTRJaJBRq6BWQZOMLgNdYbQb6DDRZaBPRbeCHh0WbkcPm9VHMh3GHrdx07j61SnzhwvaU+vqK165cIO0bYi9a0yfl3XxkUk+Oe6PVM0yb46vF2ya2Zvh7w5d+qKH3NjPHmgP7KlZT2sI0t0kxamlWrlbJrXPjwtfGGW+OiPdNSV8Y4L/wrCQWXMeDZfQsrmrk9vVK6JbQB/BkELZtQynltUVvLo7eGBM2TtMPjMi3b8Y/tlq7PkV87cXtNeXtEPL6h/Pic9dEO+d9H59hv30GNk/wO3o4+khgRpkaZtE2VU4DQyb8EThCmM4DGcYTgWjMmyEHlX3zetZ04T2iJjUMaVhTICLYELBTJSailKTCj3BXzVDbpkmH5pg945t7h4LZoyFdk+we6eFtOFQqiuY7vZneRh6lMl0k6snxU9OkXsnlQdm9AemlQfd7E89wR+5ArfaNz42Enhw1nxmWnvU7X9xgfvdOfLrefXnw/xjY/IzZ8O/mtN/txB51CM8s6C/dNZ8eVJ50bZxxxsV+7/97G1PvPWnGsexNvdrRZ3HyjrsE+eIZn5gMY//X7j+h7J4Mhnbgmsy+V6bhO0PzXjSS4zRc8H28dWG0dX83rOPvJJ/4KsP/H+P/eHJVs9L8/JzU+zj475HXczDTvZbA/6Pda9d2bO2r9+3r9eX0rlG9wfovhD6QujnMMjDGsSgF9YQBnj0hqheLtPKX+GSM+wEAyz6GQywsPjQtolBATZCORVYBfRs7B1h9g/6ruzdvMoa3N3v3dvr2zvA7HaS/UPcFZ2+/Y2b+9uCWR3BKwfIwT7+QJ9wYJBc3c9f2UXSGglqCOoVNEloVtAoo5akN0l7WySqWkA5j3KCUoEqY65qFw82Mje1CDe18R+2kCvr+YPN5Jpm8tEe8fpO4com9lMW+Yam0E2d0v4GEfkkrYy/rkW8rkW6sob7b03k6irmxhb5mnruY23k6iaCUoIKlS4Vt5TKUwqZ/RWhtJxLKGBQrqJcQZGIMhXlOso1VKiolNEcRqOGcoJyEbUqGlU0KKiV0CijIwxLlO6OoEvHgInRCD0ufnGadImxKS464o1MeOXRgDy2qdsuMMui4RPJWZ93wwhPB8jwudDkijm5EZkOJieCcceqcMZ18ccDyzcMbqBzHY1eVK6ichMlAeT5USBsO/QFwnaIu4CggKBIQp6IHAW5MvIk5EnIlnBGwkmC4zzOkO3PcyQqW9hVrtKX95ipEpku0pAv0FUKdTpEFYhUvoQTDE5f7lWSLSFX2k4cyyXIk5BNcIzFMXZbnDJbQq6MPBm5EnK2KC4jR0GBhAIJuSJKRLpbz5qJUXPxfbPh26bVXWUzeNOJP43i7XmqkKFKBFQpVLWOUxzVHEW7jt4IHGHKrsKi0hadblLx9gW8egmHGRwTqDMyii5nlWdf7qZyWsIJCSdl5Mgo0FCmpNVJaZUyylWqI4xGHrnLqWXrODxPHd7AuxxOKjgu4gxBqYoyGSU83W7SXTE0qug0MRTGRByzkavPRW5yy8jxHBziPjIU+tKEeI/dd7918/E58Ttda1/v8X9ulNxoYajsS6jiqVr/zsZASrOMzggG4xhOYDxBjcZgIahYpxwaJqOYjFDuCFpC6NcwoKFPw1AEjjjsEfTIaA6gOYR2glYJzYTuEK4eEj85rn3KLt9oE3cPcFk2JX0kTPcJ6f3C/kHxBof4GTvzw7Pqo4viH1a1E5tmmd9oC+p9m9J4UF5Wwn7FJGZkVSTDPn5kUxteJba1UP/Fje5zwbFAbEpMDgbC1ZvqmYskdz1yajP22wX+sSn/0wvkN4vSqQ2jeE3JXiL56/K/rCntXPz0Anl68MKLU8Gfjnm/4dj4iou/Y1q5e964/6z2m/Xwm/7wMa9ZsBE5uRo+sqZXhGJNAbM7aAz5Dbs/OrQuWVeCHkYe2pDalqVef/T4DPfyInl5Vf/JZODZc9oz583vntVudYvXjIk7xsiucWX/mLLbrWaOKTtHhOtHQncuKF+YJVe4QqlTBBOEmlJSp6UPTQmfWVI+uUBunZc/NcHfPsV8aY7/8nTo2+fI16e5O+f5b14gX10Qbp0JfXWO/fJZ9ksL/JfPsl+a4z82Ke0ZFa8alz7mIp9wMjcM+a51em92+W4bI9f1+PYNrt/hYR8b556bkf5xQf2nS+aLk8EnHOvPeqRnp8xfTRu/ndCe85DfLigvjTOPlA1/5KF//m/3vfizw/XHOmberbK9UdBc1eW4FGBiycurdiKe/Ldywf+Z7W8Drsm/EGxOXN5+jSfjiWQsGY8lE1Iktugl1un1JtdyxfDaGxWOr//opQNf/tHX/pT9vH352Sn2UXfooZHQ3fbgDYP+lF5/ymBg74iw28Hvc0npNo4aCmGEo8cFajQEh592srSTUIMMNRikbGymQ7h6lOxzCHRfEP0haiBI9bNwEnpYpPsZDAZTbP7b58U7p5jvnpW+u2x89Rz55nnlrnPypyaYW2f5r52VvjIh3jVvfHaE+caset+i+aVJ8Qsecses/HmXdG2vQDfxlMVEj4ZuBRYFLQLVxKa1kP2dYloTj2oe1YSqI+mtwu42YXcjv7eRvbKVT6/l0urYrGbxinays4nLbBWu7lT3trF7GgI7KwSqQEorJ7tqhJ01/K5asqtG2FnJ7a0jO2vYrJpQVrNEVUkoIVQBR+WHUELo2jCV69uV799bo1DVGqqMrUFVmVSlQVXpqFSoBpOq11BO6HKCGhFtKt0dpi0m1alSHSq64pQ1TtvDcBiZLvkHK2oBEx7lIxOByKhXGwkpA14yvMbPBQmjhWfXGPsl35CX6V9c9ayQyfWIezM66Y1PehPuzYh9ValbEv/BHfxY79pOi49uWafb/FRjCNUBlIeoMoYq5VFCUK1StSpVzqEgRBXwyBOofAmFIspkqkJG0RZxCbJ5nGGpfEIVERSKVCG3u1pOKxGoHB65AgoITgXoYnZXvUgfvkCf9tLZAfq0nzrD0zkEpzhkC1T+5ZSxPBF5EnJEnCJUjoQ8FXky8sXtMHvuViI3QYGIMhW1GlWtII+jKuQdA+YVZxPpkxpaVuiy8zgxQx1bpAt8qS1qarOGCo5u0agqHtUsNWBQToOajO6YiqQNkJQqX1rROv32HF6ZwJvLyCUoValCGRUiKlWqTEbhVqRBRIGEQgmlOlUV2WpbttMSpps0tJi0PX6zS/72tPaZHp5+bYJ+e4XKvlzNVazRtRGq0URnOGU4iUETFgmDKj1h7phWPzQrPrIZ/64rcGffpcNMrCpotAf1YdEYF/VFUZ8h5gCj1AfVd2f5u1ouHmzf2Nu+fItLzOwnKX0KPajBZtCjZqpTpfskuimAHrJjxrx2LrxzWErpYbOGyRXj6r5RPcNpwqZjUEEHS3Vy9ICY3i9e2St8zS2/uGLmMXodqzZ49ZJ15d2LwusX5efm+efn2T8tknfP8TWbRsOG3rSp9PpF6xpju8QPXOR7LvrtK/41SSe6SXRdMHWfrs1x0qxfnPcLs/7gRYbMBcSJDXF2Ux04z7QuBvvX1e41vXdNdrLKWECcCUmLrLYoGI6lQO+FkIuJuHy622e6NkxXMDbBJ/sCakNA7OD1NkZv5bSekOwISWOcbl2X6qf9zQu8PRjuX+WHlkIen+gJyWNBeWyT9/hC00HOvuS3rZCRFbVvVewLqW4xZg+ZbiFpC4Xb/XrtZuT1Re4PF4TDG5Gja5GXL0i/X5LfXNZKA9EqX+yNBe3vJ/jPjgduHGNvmdFvmte/sCDdt6L+cF38hVd7as14dl1/alN97gLz6orw0pLwm4vin336o0viD89y/7im/2rTfGhB+vtz4o+W1dvmpIMu4SMe5QY3f7UruHM4tMPJZXnkq1zKzXbyCbf4KRdz7xR5xM2+NGf8cVZ51LHy8NjmEzPys5PG8xP6L93kNzPiU33nP/9y7v57n73zuWOv1Yweb3G/XtRxprp7ZPK8rBnbS/e2Y3RZMfhvxf5m4Lpl79fnxJKx+JacRzyRTEaSyUQ0kQyK5vjFYIdntd61XtB37sm3K266+7GP/vilBwq7np8K/v146A6b9yse6dNOcotDuGlYuGVcumFY2G317R1ls8bZ3R6yb1La45H2uIWsMWavh2SNiztcfJaL3TXk+9C4cP0UuXqC7BrhdgwxWcNCmo3JtLLpY1KmR7xmlDto9d08zF0/yh5w+G9wMNfZ2GuHuGvsgYPO4Iec3LU29vphcr2du97GXDnAHLCT64blK/u5fb0kw0LSu8WMHjmtS8oa1FJ7lYx+NdMi7u/kb7ApV3STnRYp3SLtsIg7OsS0VnVni5rWwKe3iuntYoZF3dmlpjSSzDYls13N6BToko30YnZ3tZBSQVJrxMxGMbVayKgjqRVcei1JaxBTG6SMVjWjWdrVKKZXcum14s42I61aTisXd9WR67vkq9rEtHqS0aykNkhpTXJavZjeKKU1iR2nT2gAACAASURBVGmtSkarnFYvZNRwqU0ko1vJGDTS+7U9TiNjSM5waDtsEtXDXTVKfrGidanx6aDh2dQ8AXUiKPathfp97IZmqMn4vJeZXGGmNrgFVpryCp5VYc4X83hjM5uxmbXY9Hpscs0Y3ZBbVsmPrRdvalvaVbeUVr+8s9GXVr66s5HLbOHTawOZdWxqo5DZKmbWsOl1fFYdSS1mMqqltFolvVFJa5LTyklGpbSjRMgsIRlFfEapkF4tpZZLOyuFfdXcwQaSVUwySkhmmZRWxO+sIhklvqy89d053rSTa7tK+LRiIaOUpBVyaUV8RoW4o1jIKCPpZSStVMgsJekF/M4yMa2YZJSSjFKSVkKySqX0QpJVQtJLSEa5mFEtpzZKu1uV1KJgajmfZRGvGVYya9fo0/O729jdFiGrwZdVH0ir8qXXspm14s5GLaOZZI4Z/89sOG1C3zVrZPRxqYVLGacupJ28kH784o4Ty2n5oZ1NalodSasQ0xq11FY9rVFMrRZ21kgZlSSzQU5vVdIapawWJa1F3tUtH+jVdvUoqd3ybid5wR85vqZ+veZC5uGzqWWhrBqSetqXUaumduppHWpql5zq0DNdym47f8ukfMc5+ZFV84++WC4Xb5ei5WtMi4+4ibSh6nIkGklEo4lEPJGIxuNEM0fPr3fOrjetkDMX2NcW2TfXjX9eVV5d0148K/18Tn78vPLrS/rT58wfjAufs6//0mseD0V+e0H8583Iq2va4WDkLW/shQXtgQnhe7Pi96bJ4+e0P/six7hYvs9oYzSrX7CvbM6GyMSmsCAo51lpiZMXReWirFxU5Alv4HxIXgzK84y4yInnWLIYInNBaTZElkTVK2tegfhEcU0gXlERFN2IhCPJaDSZjMeTZjyhhqOCIq8EQhOrwcFFf9ecd3SJOe8nohY2DSVsyEbYDBJtjVcvCOroqt/jEyZ98oRPmuTVGVG9IGkzfm4+RM5x4iJDlgX5QkgaOO+rnlpuX/LP8JJfUkU9LBkRMRKTYlEpGtFicT0WJ2qYlcPLjDwX4qdCwkxQmvbLY6uMdTk4cElwrinTXHyWj076tUnGmAgYYz7ZtslblpieVcXKxOpXSem6fHJFeXNF/slZ5rYp5rYZ8tVZ7idL2k/Oy1/3+O6fCr21rGZfYH49sfrSInlpjn1oNvCz8+KTZ+W73d5vuv13e9ibHes3TrBfnpPvWZS/uCB+YkI8MBK6coLsmhD3uphPeUKf8oRuHuM/amf+zs2+MEf+MCP9bDj0PUfwybPq8/Pys9PkCZf33tzugz/4/Yd/+PtnTrQfaZ16q3zg7YKmpt7htSC/LRMcTyTfq6TcXr/jyf8bFv4Pbon3Qgx/2YfIiMYvhcSBeW+Te6NyZPNI4/i9zxzaf/sPP/z0K3e2eO4YJbe7jTsntLvHtdsd5Jah0MF+/80j4gEHt8MRoGwByhaibSHaGqL6A9RgEANBqt9H9W2iy0v1BtMdwhUT8n63tMPK0H1B9LOUQ8SwhBGJ2tovGZTQx6EvhO4gLBwsBH0EAwRWCb0EVgWDMvoIemVqQMGgiAEBfQIsHFo5qp2gU6T6dAyY6NEpi0y1iakWbr9N3jkgUN0MugjaZDTKaJLRLFEdKtpktCvoj1BdBt1uopagmqXqBbpepCsZVPGoE9EgoYJHFaEqRapKQb2GBpVq0Og6BcUsClmqUqIbVBSGkC9QNXpKg7ivQ0pr4qk2Fa0yWiWqVaWqeTQIaFPQpKBRRKuBVo3qkOkWgg6RthroUmmrRFtDVw74HjxHLGJihou5VtTxDXOCUad50rfs77rk31CNkKhNbYRYJSqbcTkW5c3YvE+YWlfc6+b4Rsy9nphajU2uhsc2zOYl7v6O8bT8IVQuUC0bVKufagjQXRoaOaouhLogagKoDKU0q3QdoaoFqoqgnFBVhKoTUUtQLqFCQSlBvkDlCSggKFNQqqFYQAm3v06iCwQUSigSUEyoEoIilsoN4Z8u4JUlulCiygnyt1r+scjnUCCgcCttm0Mht13OVEDoAkJv/fF8ETkC8niqkCCfRwlBk0m36ij0IY+lqsnOZoHK81FlDN1BUvsVutqLw3PIXUNlgKonqBHRLtFj5t7F8KfPR/b0+VFxASWrdAVL5bI4GUROkKqS6FqZqpPRoNBdUarToJoV1Cto0NGs0RadtmhUp4o2meqWU7v5PXYVFmGnVf75klHkVR9un6Petqa082jnqDoeJSF0qdRoGC3B1Fb/1WPSx6fYJy6pZwLhOk7v5fURzhgNEud6YDbALwfJRojTw9F4PJ6MR5OxaDKR0FSNCXGrm8HlAL8Y5Cc3mWlBGw9Jbr8wyaoeRh9ltb5V1u6XxoRw15rY5JNG9Oi0GnVxhuUS33lJ7FtV+ta03nV9IBS1chEbH3WJERejuwKadYnrX/BbF9c9G8FVUQ0pGqNpgqISWZEMQw9Hool4JB4Lx2LRxPaCvTXCsXg0kYwmkrFkMhZPROMJMxqLxhPJy4vFB5eRWDRMCMtyjCDKimFGtjSCEvFEPJJMRJOJ2NbPo4mEqBuCbhAzLEeiajRmxGKxRDIaT2zNHonHE8mkGUswir7KCKyqR/7aihWPRsOGEdb0eDgSi8biiUQ0kVDDEaLqnCyvS+rwGtN1drPvHONcVSb85sSm5F6VnEtSx2KofUUYDJluMT5NIhNMeNRrNF8kz41cvGvC/5VZ+e459b459Wvu0J3T5NHF6DsX9dNz3lenvYcuaa9OMy/Nkpcuxb7lCt7Yf+7B89rfubirBjf2eYRbxrlPjAWvcPpTB/z0oC/F5s+0+a5zMR+Z5q8cCewaCHzUodzUF7jFEfh4/+on+9e/NUoecKvfcXjvqndd9dgb+775zP0v57/ZMHak3vV2QWdh/YBnYUU1I5ev968Wqv6HL1/9H7a/Wbj+VdvCbSyZZJXw1ArbM73ZNLZRPnTppdz2T37vl7vu/PlN/1T1ue6N29zyrXb2k/3Mx4fJpzzi7ZPyFz3qR13yPgeb4QhSgxvo30B/AFYGgwEM+NEXwgDBIA8roYbEDJe0d0zcYQ9hMAQHwRCBlYddgk2FVYZVwCADK4chCVYFNgN2Aw4TQzpsJuxh2MMYisBuwipggIFThE1BnwpHGHYDzgjsEQyFMWCgS0I3obrZ3Taya4jQvQR9EjpYtPHoVNGhwaKjx4Q9gYEoLCq6ddSxsEjokVHPoIFBs4h6FZUqGjU0y2iUUR9BfRjV+vbGao2BOgM1Ksp5lEuoM9Fu0j3qziE9w2GiT8GARlmjaOBh0dBnosuERUNfFPYEXDE0BtEhUDYTPRKs8lUzyh+8RjuJjAqxUX941Bd2rsijfmM0qA2usr2roaFL/qWA4Fn3LnHEq+qbskrUsF/U5n3i+Ko0vmZ6NuKuzfjoenR8LebcjBUtkkfHNj5t29htYzFI0EPQo6FTpIYjGFLRxqNBQD1BNYsaHvUiqgRU8agRUCegXkGdjmoNFVvVkyoqNZSrWwnYO2ul9CoZJQpKCUoJyiSUERSyOOrFqRDdlqAaFBQEkMMgh0UhQamEMhGlEkrE7bKoQhlFEspFlBJUS6jVUK+hUUWjgUoZrRptTaR0h1EpoJRDi5jWIaNGQ72JOoI2iSr3I+ci6hlYdHQZ6NIxYNAT4esWw3+/nPjWGJtZu4CaZVR70aKgSaE7tlDKo1NCr4G+MCwqWkVYDAwkMJigOmQ0hjCgYiwJV5y2ilnj+kG3/IQ33BNO9niV3zlXPtmy+DEnuXs2+uEO3962jRtntVvPR+6ZV567pJ4IqE2c7hKNRUlbU/WgahAj6hclTtMjsXjEjEYi8fjlphpbzkckEomY5mWfJBGJxcLRmBGJSrrJKhoxIpxmegXiVzWfqq2yZI0lnlW/dTEwekG2n5d7z5POc0L3OeJYNjybsWlffCoQGVkTRlcD0wGywMgXQ7JfVMOJZPTyrO87QH/l0d961U7EY7HLuY/bn7z/m397WCKZSMT+O75U4i/3o/6iXcu2R/aezk0ivtUy8wPHJmLxeCwWj8fj8biu6wLPE46XRSlsmIamG6qWiMeTiXg8vnVcQglHFv3M4LnVgaWQc10cXZdH1lXHpm7zGfZQeIwkXKGoa1MfWVPH1yNN8/yLoyvfnww9MGs8NBf+6XzkqXOxx8+bP5oXH58hz88wv5rhDl/QX51hfjPNPz4l3tx/4dqxwK2T0pfG5OtGhVRn6LpJ/eZh6Qonn+rw7h8LfHZe+eKk+MVp6Usecqdb+YyT29O7gf4grDw1wNwwLn7LLX++dmHf78vSvvPi5x499FLuwLGWyddLu4+UtXc7Z/yCfPk+xv7GIsB/1f5rwTWeTMYTiWQimkzGwtHYBq+MLPrb3as1rtVsy9mf/qHo4DcezfjeCx/JG/ysg//IiPSRUe1GG7nJyV3vYq5xhA4MslcNMTv6N9G3CSsHhwgbDzsHmwCHDJsEmwy7DBtJcYi7xqUsV5Ae8sLKYlCATYBdwpAEKw8rB/tWoY4KmwGb+Rdjq827Q8eAiB4WQwRDBIMc7CLsEoY1DKsY0TAkYkDAEE8N8vQgybKKu6wi5RQxrKCPQzuHLg1DJmza9ix9CrpkNIbQJaJXQguLhgA6GHTqaImhQUMLgUVCk4I6FQ0mGgw06mhU0SijRUGbgg4NnSp6NTjNXaP6dTZxh4WDTYczAquBkQiGt7rTh+EwMRLGZIweUSmLj+pjDkwrt89IT14SB9TEeFAfY6MTbGSGiY5vSC6v5Fwlzg1tjI8PbwhzPvYCI0wubdrOrXfOLi3zKh+NLxF1YoN4vOa4LzrmjbvWE+OrCc9GbMab7F2LvuQJ3GpdS23fRG0AzQL6VDg09HCo81PlQeT7UBNCK0GHgnYFjQRVIVSH0CSiXkK9hiYDzQYaNdSKqCIoJyglqRXcniYJpQJKRZSLVI2GOhW1ElUqoEyguuOoE1DoQ9GWYqWIistwLSUoJttILuLQIKFNhTWGbhMDYYwnUkcjWUMGPSDTTg3Nm+jg0CVSfWJWn4waAS0KunXYTWrEpMZ12qXsnAinjIdhN9Anw6PsmSU/vxh566JxW+f5PW3LmZbN9GEpYzycOiSjYo1uFtFA0K1hQEa/CKuGsQjGDTg0dEmwmxjRqUkjfcr88Kx5z7zwDm/0heMTctjDiM4gaVpTy5f01mDi5EVyyquUcUZTSB0U1BlJ2dBVEomo0bgZT1wWIN3aKEskkvF4LBqLx+OJ+BaKEol4MpmIReORWCyeTCQSicTWV4novwZVLGqauqzIITZ0fn11/OLyyEXv+AoZXVP7lqTWeaHjLBneiI6savYL3NiKsCrokhkxYvFwIh7dUptNxN8PVG1J+vxlwmnisn1w2sQH7N9dNhKJ2L9F7789MH5Zi/W9XcR/NdfWLYhvATnxF+eQiCdMwzQNMxFPJONJwzBUVTVN8/3v4/Fo1IxGjXAkokdiQdlYDInOZb99Nejc5O3rQs95/+AKP7gsDK2QUb/hWNdqZkOveLzPT5PfzkR+ezb61IL54Iz04AT/8xn1oXnjPg//8Jzyi0ny41Hfd0f89wwzn3AGrxjl0m2hg25x30gofYTfP64eGNP2DHMfH2fvmxfvnyXfmBI/PRa6a0r6povcMuSjLJfglDAS2eGOf2ggeMVbTTvu/81/++HLPz3U8E7jxKFq51tFlooOx9lLm0Y0tq21lIglE/85esb9T9p/Lbgmtt+so1u7sPFkUjRiZ72kZ97XOu79F/vKP9fYvvn0W1lffmjXE6/dVO066GAzhpgUawAD61T/Ztogt2OAo/tD6A/BSmATMUQwxMHOws7BLsOhwC7ATmBXaaeye5zsG+PS7X4MBDEkwaF9YKiwa7AbsIdhC1/Gqgm7AbsOuw6bhiEJQ4RyipRdoKw87IRya5g0MKVjXKLHpF0Txu5Rca9VpHpCe8bIx9z8pxeNAzNG1rhEdwVh4WEVMcjBTjBq0uMxDGnol2Ez0KuglUU7i26GdpqUNYYOFZ0iugk6ebQJaCVoJWiT0K6hw0Crhg4DtigcJvp1dMp0B8msWN3VwdCjGjwmNRPNnDavnNSvm9APjGnXeJQPe+SPTyh/d954+oJyZ//5P67IPVJymIlPMUm3EB/lTU/IdAt6/1poXlS9qjEVlPr8kuVS4GyQqGZcEeWV1c2pixtLfmHK57eubHjWyLwv6t6MjHtj7vW4eyUxthob3zCHluXXRlY/3TpPly+i0otGHu08mgOo20DVJkoDqBHRLqJPx1AM/SY6FDQIKPejkUeLiHYVnQaaFdQLaCJoIKiUUSZRZdyeZkJXCSiTUSGjVkeNgjqZqhHRINHdEVQyKPKjiqBCQrmMSgllMkpElBIUbnn5CqoFdCmwKfSYkT6k7LDxNy1GvnMx9uhq4la3mNa+ivZ1alxJmzavn9W+Ni19vC+4v8e3f1S8biZ81bR69Zz61XPhn66GPzcR2jfgvXaI7Hf4v31ByQklLEws95L8xkXpT0viCxekF1bMpxbEex3B69u9dN16ml3M9MgYETBmYszElJo6pWVORukx5ZoJ6YEV8/ll8fCG2sXrU4I85mUWQ0QNx8KJ5DrRnSsh6zrb6yOjvDYdEEKSYoZjYSMaj23hIn45qzOxhZfL/08mk4lEYqtdVfw98HzAbdvqaJKIJxLRWDwWj8ejMUNUBH/Iv+5dWV6bP78ytbzuk1TRjAb08DQn9V1irZdkx6oy5lPGvfxcgAkqevT9RzmaSEbiyWgiEUu8L4H6vjre+0/9v4/P/4Fl49/5wbbn/IHpt/31eCIei8W2rngLr4l4fEvObxvsiWQyFk/E4u/xOPHBzmqXLyEej28fkdi6r8lIIiHqhhSOEDPCGdE1Xp5a9s9scFOb/PgGcW6q3ctizSXpzDx5e4r8cVZ81M38aJz97UL4z4vRJ+eUB2fl702Q77u4n82oD8/KD07J93nkjwwzqdaNHc5QxhhJGRUoJ0cP+w+6/XfNSneMsDf2r+7vXUrvX86w+7J6fLRlE4M8Nayl2oTdlZMpP38n6zsvfPul069VOt5pHH21rPNUXY9z6gKRze27lIj/ZUrw304E+K/afy24bvuuH9yDTSaiiWRAMt2XmJ7p9Xr3RpH14u/OtH/2B79M/doP0353cnfLfKqdh5XHAIshHkM8NcShL4jeIAYYWBkMhWDn4BDgILBfHg4Jdg1DaqpD3DNOslyEtkmwKrCrsOuwm7CZGDIxdJmmDn2buDYZVgmDMoYUWAVYGTgE9IfQ6UcPQ40otEulRiU4BWqYp+0MPbCZMuilh0M7R5mbR0MfdnlvnQrdPS/fOcJ9wcF9fEy62slTAwHYCQYFjJsYj8CuwW6inYNVQ4eAAZV2heFQYVfQzaOXoF9Gr4Rugh6CLh7dBBaCPn2PO/LZBeOrM+oNFj/KL6HGd4VDvnkx/OFZ7a5F4/n1+LvBRC6TyCOJcjFexcXrgnGLLzLOxG3B2MCm7gnFPRuxCV90Qo5YfdzQJWGcUcaC/DxDBNkwovFFnvRf9C2zYjQaTybjUV0zFEMTtVVvYHhlc2SZmViWp9bDY+uGeyM6sRofXUnYVo2ei2K2m/1S4wLVsIhBHnYdgxL6eHRz6JMwGEFvBP06HBE4oxjUYRGpVhHVQVT56F4N/Tp6DbSJaGBRz6JJRL2OChEVXEYLn9kmo1JEpYRKCZUi6iR06FRfmOoxqMoQCjbQJKNZR52MGhEVEs4wKCEo4dCoosdEt7RrVP3EnPLDlegTK+b3p/x/Wo8Ur8ZLN8zfj6+8OMs8PEX+zkOevCAf35S6+HD1hpS9LLxzkT+ypr16kbx2keStqLUb0ulzwdcWgu+eE96d9Tf75TGiOwW138vNhci6YkyzSs8l/4RfdAbVU2e9L88F/nhR/O056b7RjW/PkbsnyffnpMfmpBcWlF8v8keW+F6/PB0klwgJiaoomZoZC8e3cBhPJJOspq/L6tmgMB/g/JqxvT8WS15WT0+8H4L9YGvN97I9/xXcErFkPJaMRpPRWFyPhGVNYYnCCIYgqpxAAiHCk1VvYGZpZWHNH5IM0UyEJMNHFK8oLwtkhVeCWliMxPT3AqPvz/HeaXxgtn89/f8eu5xHmfjg5W+5o/F4PJ6IxRNbd3j7FSOejMWT0Vg8EovHEvFYPBaJxqOxZPw95vx7LN+i1F+cQFyT5JAvSHhJVUwfJ4+tBPouBdovhhoWQk3LUt2aUnlJqtuMFlyUX3KtP+Ty3+UW7nGxv1uI/ulc+NdnlV9OkQcc/m8MBz86HDw4wuwe4bJGuStHmY9MMJ/zMB+1Bvd0bdJ9XgyG4OAxzMPKwCqlDps7my5l/L444/5/uP2pw78utB5umjhU0ne0zNJudW+G+L+4Rf/qxSP534u3/w3Yf024fvDx2w5Q6JH4Bqu6LgTbJ9cqRzdOdJ197M2ym+99Ysc9T2T9c83uLh89qmNEwQjBCIGNxQADO4GTwEngkOGUYedg4+GQ4RRhF2GTMSRjSIJNSnOpe8bVjFGFthPYtlxYY9s9dchwbsley3CKGBIwxGOIwyCLPhYDAuwynCKcBMMyhhU4ZThlyqXAxmAoiAmCaULPkowJaYeN2+Fgdjt9Hx8J3OXhvjXF3OVmvzRGrrWHrnORD3mU/dNalkehh8n/z96bB0l21OeiRyMMBMYOG3zDxu/d8L34OQz42vHs6+stAAPGJi7v2Ri8EEhCIMBgDMgILIQwSKAdITYhQGiX0Gg0EiOk0Sw9W+/d1bX1vlfXfqrq7JlnzT3z/XFOVVfPSFjIsv3CzC8yuqvqnDp75Zff91vyJSX80qlg3yzcdwpqx7wLivjli+hVC+FvFILXzAW/nPdfW4jfXI7fvui/pWC+vWh+aDu6aMW50WKHQnUMiEdq9Mo5670r/ke2o0+sgqtXwdd2wv3t+Imm/1QdHG3BM9XgaCU4sQlHt+DxVff0djjXonNNma+LYosUbDLd9SdbINcCWzDe8sLVtmfA0E0i18cburXZtSGm6c+OxCR0op1Gb2ajPrrenq14hXpYaOFCi801+XSdn6nQQxv400Xn1aeq2rGGNg20OaBNudq4q41DbTrRzkTaaKhNI22OaBORdsTWDpnaIx3t0e4Fp2LtdKid8rUTgXbU144E2tFEOxxrPwDak3DfYednR6D2BNCejLUfhtpjUHs60k6iCybwBWci7UBPO2jtO4q0w5H2A6AdtLQfAu2Aqx2B+8ain83H/33We8cquqopvtMV+/XwSBce7/mnuvGpGhzZtmZNuByjiW7w5Ka5AOMep4AIB3MT0YobFlpO2YSbTrTjRBUnajhRO0iafmQnRA+CJvQqAOyAACAcoNCOQiOMEOWMS6JkzDkgvBvRdS9Z9nEZhGUvWoWoHiCLUJ9xwrgUSkjBBRWKcyVYRpaEUDR1C0qpdtXLXWYm1C4+pLOAyXNa36SSQlCCKEYsSXgYYxeAdg80OmG7B9u602z26o1mq5Nb25xa22y4ABBag7Ck9+pugAmTivNU4ZVDezt3T3v2+R8Crv29D2faywxd+5mBUgmpmBCUC0R4QgSiknBBhWCCUy65UOJfUKozgNpVDrKdcskoRcB1HMMIPI8jDEHQcWDVhWuGu9J1F3ug1AHT28ZkHZxpBfu3jWsXupcVnE9tsBs2+NUL/j+W3U8UnY+WwQeL8J2z4H+Odf+w4Lxryf+bvPOxDfTBBe+NZzqvGNH3jdvaNNRmwgsmwL6p3k8/vfGSax978buufd0l13/oq4dufnzu5v3jN9977MDT0xvbOsE8PehUDx8edfyH3qV/P/tJA1elVP+e7o6lsjE4U8pP+GYHjK/oR/KtA5ONmx/PveOz3/ylt1524V9c/rJvPP2yM9a+XKzNBNoE0CZ8bTzWxhNtItYmA20cauO+Ngm0aaBN+xkBHU9XC7QxcOEU/LlC9Avl+EVTnjbuZTCZThmR1kecdLWpbAYJbRpqU37mbZ30tblYm4u1HNFyVCtQbZ5pC/RF8/ilxehny+ilhfDCAtxXABfOgpflwM8UwX8rhb+34L+7Gv/DVvzpDfapbXF1TVzXUtc0+T9u0/dv4Es26fu2+UXb5H3b7C0F+Gtl+HuL4CMbwdeq8T0tcmc9eVinx1w1GqgTrjxpsynAJ22cM3HZFmWDz3fFfE/lumqsy0aqwcg2PFEPj+6AJ9bcp7fCIxtgZD04uh2f2A5P19CxrfBkCq4tUWioUkPOdcWkgfJ2XDaD0ab59JY+23S3TLcT+VKpmPFt213rWG6MCSWYIM8yW9XaVr1dapnH1htznaDQSApNVqzzuSYf3Y4emTdvLZvvPln7g2Pt354BvzzZfXXOe+1c+Kop8DPT4KcL0b58fEERaYVYmwTaSVt7qqc9ZWrHAu0Y1EY87aSnnQm0E6F2CmunsHYi0U6hCybYBaeCnznjvWg00c5Q7RTSjsfaaaSNRtoZqJ1wtaesC0Yi7SlPe8LWjnjaSV/L4ZcV499cJu/YZp9uy2926BNQPmnAsZZTbpl1AOsw2DC8TdOrOGDTBs0grnnRas/bsd26B1ow6EDfCCMYkwBTQHCYxAmKEkK4yGJwpFJYSsIwY3F/3ug+o1Rpjy76Fbb70Tq7FCflCv0NSakkk1JIIfu9uuKKCUmUkFwppni2wjBd7NPVPWE88uxPJJccExImNMDUxzwk3E8i07MbHaCbwLC7jWa7VqtuV1c3ahstq+qGJqJ1AFsA+oyR1CknpRRcSiFl6s0VapcanoWuz7+bfm5u1x9zm0pKKZWQikvJhaRMEMox4YRRTHlCBGIScUVlFkzcdxUPoPW5yNB9lV4yzCI/gh7wIaSEZGFSgnPOwzDqdnvNertW1TcrrXy1N1ZzR5vgwJZ165L9xVX4pZXoC/PhNUvhDRvJ9av+lUXzw7nOlRvhbTV0byX4fg3ft42/CQ8HAwAAIABJREFUVDTeN91805T5i+P2BePevnHwssM7L775sX1/e9X/+Tefffd1D3/xkelbD0x++d7D33t8ZGZxE4RJ/9oqrhRTAyd0+o9L9Qw+7P989hMJrs9gciBzCaVgiDabzsSy/kShce/Y9nX7x99++Vde8aZLL/ybz7zsm8dePGZquUibAlpKQyeANu5q40Ab87UJqE35GXCOAW0caFNQmwm0yUCbCrVp/8Wz4BeL8Ody7r5JR5v0tHFbG7e0cVebBNpUoE1F2nSkTYfaVKTNIm0Oa3OxNhdouVDLU60otLLQ5pm2wLVFceEi+7U18dZ1+bYl9sZl+vo18sdr9PXLyZtX8F+u8ouW4iu20Fca5K4GfrwnjxhypENP6ORoiz7ZpIca9MBO8niD/LDB9jfE1yr4xnX/66vwoY1gpIHzBp+3eNFhE71wsuXn2tHItnV4rXdk3RzZcY5X7MMr3ZmduLzDCg06W4/zLVTskpLBZ7t8piPneqJoqzlbzVoiZ8h8VxU6Yq5LZ7ts1lQzPTHaSeYgXUIi74STXXem4+Ra1rLpl9vuhgUiJgAmqx2j6oEuAJRiGgfQczrtztJWbXK7Nt2yCnqUr9NCTebrfLZGTm9HT1eSRzbxfdvs1u3kn5atb5nsO4a4roGvqiSfqpDLNulfbODfWQx/KQ9emgcXzHgXluMLZiLt8aZ23NUmIm0q1iZDbTrUJmNtHGmzQsspbZq+aAy8bBxoJwNthmqzRJvl2ijSjnnacVs7HWijoXbU1kYDbTbcV45fvYw/2MB3ufIkENNuPGsFZ1r2sW19uduNCFFKgSTRIQgwZpRHCSZMMCG5UpjxGNMgSTDnmfgpBcYIJ0kfGncBYNiZOQC6fo88wL/d1MHBynuf9SFI2kXMwQ9hMPL8MQJPUiVUCaEoFwnmQcyChAWIB4iCKDRc0DYCy4OmY7e73Wbb6Jq1pr7d6vaCpONHbRfYQUgzaTSba0ydfSYvkA2o5L+iJNAuy9xD7JUUSjApuZCMUYRxghgmjDKeul65EKlK3J9OLY0Z7jtidw9Q7tlXf5jEsxAyKaQUUnHOMGWYsiShcUQJFUJihHwfJKHfbTeb1UqzVm9Um61Gd2tHX2gY41VjvAbOVPwDS+73VsHXV+A31uOvb8Vf2wxvLPVuXTS/uQ0e7pKTDp9x+Kkeum/Vuj7X+dBY+w0jjf96Qn/lkcrLvz5y4UXX/eI7rvrzz97z+Qemvnxw9ub7j3/7wPEzuWXT9c+90vLs8/nPD6upnQfXvu0VKohUPYjma/appe7j+da9o1ufv+f4Wz/whV94w8Uvfs9VP/PdYz871tqXA9oM1CZ9bRJq00CbgpnnchJok0Abd7UJV5sB2jTQJqE2FWpTsTYR75uKXp4LXjHnvTznXTDuaRNAm4TaRKhNYW0Wa7NIm421aaTNxNpcoOUDbS7QColWIloRaWWsLXBtXmpl9gtl9LY18rFN+s8b9Isb9Ks1+a2GvLVKbq2SO2rs/pbc32JPtMkpg806YkLHRzbBoWXn0LJ7aMU7tAIOLjmPLXuHlsHxbfTEivfEBhipJadqyXibTHtyzlenu/6RbX2i4SxaUa4LDm92j212x2vWRK07ttOdaYHZJijo/nTDLXRhruON1nrjTffp9fZY05u1opwdTxvhnIPKQCz4aj6QpVAVYzVux4e2mseavTHDKftRwQZ5E8yZ/njLPbPTmWl1KxDWINiynRaELcvBhCghYhg2d6rNnWqzZZRq5lTTHd22czukWJelpsg32WyTTLf5hM5GTT4K+XyilmNVjFQ+klNQnLTED1vs7gq+YZt+ZJP8xXL49i3660V/35G6NgG0IrtgXmgLVCvHWolqZaYtcK0stALRTlsvOW1eMB1q80TLh9oU1KZj7ailHXcvHIP7Jp1X5L3fXaV/uJG8YwNcW/HPeGjZT9bdcM0F84axYlh1DwKc8FRmVYorRblIwhglieD82Z7F1FGXPZbP8rT+/8p2w2GZUISJhPAIsQjxBIsYIeBjEBA/lJjgMEIwwGFECUsQBVHiRDHAOOFil431k3n+TQ5VDQcVP1/eOhzrK1Q/kEspoSRPwVVKxgVlgvGU/PcHHwOtvf8nvW7yHPDJFglBmaBcMCkwFzFjYSLCRMaJCGPs+bDrwJ4bWC6JwjgIHdMyW+12td6stWuVerPe3qw0F7abxVpnfLM1UTFzelDu0mKT5lv8TJ0c3ILfW7fuWDO/sdT77pJ1qBGPGGTUxCfa4f4145Z89RNjlb89UX/DiP7aI5VfvGPkJR+65RXvvPJPP33H5+46fdujuVsePPXN/ScOjy9Wux49S8r4ibfz4Hq2DcayUqmYyaYT5SvWyKL+eK72vRNrV3736Jve94Wfe9NFL37vVa+4a/y/zMYvK4p9U7E2GWmz6II58lNz5GUz8YtSH+pcpE2H2pivTUZajmoziTaNtVmujcILz5i/UAC/UApfPpNoE5E2FWq5RMujLLwzz7U5pOWglvO1XLgvF728EP/qfPKbC/RXyuilef9XCvD9W/SrbbbfED805FO2OAHlmEdGev6ZXniqG5zqBqO9+EwrHG3AXC/Om2imi8fbeKyJx1p0Quenm/RMm462yUyTzrX5eCOZrAZzjWBK96ddNBOySSvKd/xcC042wKmN3shWb7JqztfMpuX3YKjDsOUFbS9oOrADwzYMVlrd9Z69Ybo1GO54fsX11xywYHszPXuiY03obslL8k5wstouuXC6ZY1uNtdNd6lj5XVnvGmObDaXHdAKw47v93zf9kMQxAkijHEpJULI7Bl2Wwddq9oyxzbqh9cahVq0WGflFiu0eb4tCh1Z7Km8JfNAlW2x2GPzPbZgiEVTlLtxvu7n62h0Bx+u0seb4qEmv349vmTJe8syeP1y/BtL5KdL4YVzwYsW8b7F+MKF8Kfmo5cvJC/PeT8/Zf1cMbywDH9xPvrdheT1K8mvjHd+owje12QfbiZfaOLHAjUC+dMdMGeCTozqQbRqgbqPtm3gJIiliSlCpIkqSmZv96iRGQEaJJMIybjkImvDSwdP6XBgap+EyX6Wx0CJGbYX/pcypPSlvEpyKdMCDUQIzCUVSkiOKUdYUa4Yl5wLlvkXB+Jun4+pzL36HJD1xzqjsy9E5jV+ruB69ldFdtDpkWYBsEwJJgUVgknJlGRSpu5s3p/wu4+UiguV3VkuuZCDwOq9kJTSWcGYwIQjwhPMIoxAgDxIYMiChPpxaDlA7wHdBB3LbXTMRrtWaWxs1dcq9c2qvr5jLG61S9v6SHFtYrOdq4NZPZ41aKnHC02SqycFncy10Hg9OtOMpnpkvBOfbkdP1MBdK81b8jufHdu+/Ez1oznjAyXwrjON19xx9CUfuOkVf3nVmy//5ie/c+yWR3O33H/6Kw8eOXhyZqPejdngfomfkDSb52LnwfVcG/RNafiGCglv2lF+szuy0Ho817jj+Mrl33nyj99/9SvfcPErL7vxt/fn31jyf2dZ/rc59Loi/v0l8ftF/No58tOz0b656OVz9EUTsTaTaHNUyxNtLtZmoTbta9PRBbPRTxXCV5bjn5lHFxQibQ5pBaaVhDZHL5jDr5onb1zB71xnf7XO3rdNPqfTb1v8AUfd3mY3VNHNO8n3qtHTNjkD2WknOemGp2yYc8MZA+R0t9Dz8gaYatozDbfcDZbMYM1NypY/0/FmO3Ci6R3b0Mca3mQbTLTsuQaYrIJRPTy5bZcasNzzZ4zgeN2cc5MVSEtWlHPjScMfqRrjdbPiRgBzlvakWeq+lJwrKTnrVzTrN64UkhJQaiDc9KMGDOsA6D6IlYq47LmhbnqGCywYWAGyQhRSTrngQsi+ey2lAUJxJgmwnF69rTfa3Z6z0vKOr3ULLVTS+Zwucrqaa6tiUxabfK5J8i1SaJJigxTrtNSUpboobaNSjRTaPNcghRYtGaJgiamuHOmJJy3+WJvd2RJXbMXvXQs/sEMub/FPtdk/NtlnmuJzury8ij64Fl68Cq9riYcNdQiIu/XoLj05E6spn864uOST2a5X9ZOA8BixBvSLLX3D8rZN14uTNAh3T3jLWX1P1o1yybhiXDGeuegI5YQKyiTjkvUxaQDHaVpHpg2mBYekYEJyuduYEIxzxjjjgvejYFIYfr7d3xDSy4EbVA5jolCKK0llmtEqpZJC7GrVz7S5/qIBWP3Lx/Zs4LornstdP/Dwtcq+OGCuXO7C2/B21HA30CflaS4RV5IryaSgQg6qV6SuRSIUlYorRaUkXFEumZBcprOopXipmEhv1tBAQiqe0lOWkt30jkvGOcIsRjxGIkxEgDEIMPSJHxEYMx9TiJAbBTa0Lcu0rK2Gnluvn1ltnV7vTGybM3Vnpu5M7zjTVa/UxQWd5Lo81xWFJiu12JzO8gYvdtl8my/qYk5PTjXsAxvtrxZ3Pje9/clZ/YoyuGo5+sR07y23H/mlS7/4yj//5Os/cdvHvnv4hkdmvvzg5G0Pnnzk2OziVsvfnYH1nEDxn3g7D67n2rCrSQyiRQLEalZQ2jJOLrUenat/7/jmZ24/9keXXPVLb37Pr1/2+Xc8OPp3JfDhdfXeZfbOov+OEnxLEfzPOft/FeHvzsevK4f/tQB/Ph+8aMbTZmwt72sFrOWZNptos/5LCtHPFuOXzwX7Zjwt7/38XPhnS+jzLfGwo4446kSPTXpiJuF5JGbd+GS1e6bSXbDCTYiXHL/ogLLplTvWpuM3vLjihmtdt2kBM0h6MDH8xAiSpgt0D3agr0O/58cdGOkw6IVxL4jtKPETul7Xl3vWUtvcMYNcpTPThke2u0c228Wun+uAKQNMG2CmC2aaZqFpLOi9HdsBCRJSKc5xEPiOg8Ig7R04Y1wykbmGnrGjzC6poILytJc/p7BAFo/KhOJSCiWV5MLrma1KrdLUTy+tT9WNuYY3XXVnmuFUE83qPK/LQlOWGqLclAt1WWqkb2WxIYpNUWqKclsVO7LQFfkuLxl80VZlWy321EJPzutivitzlpgy5XRbFixZ9GTeEjNdNmvynMGnu/ykSSctXvJIzg6WAS+041N1c9GCTYhXTHC8Up/rGACzALGOH3QC300ixAhPxwZ9VXBP7E+WNSpVmvjZx1RJqCRUECopy4AWU4FpymVT3qOYEFRwzNMmiVBUKZplmaayZL8JntIp3idqKe6Ks9pZvtpnzhbNRFCRUeps5s1namkw8cAZ/C/82jKnb79u+7+ic95DMgdAyHcPbBjHhx2lew9m71ihT1WzF1wJIjhiHDFJhGRSZKUUlWQqKxbF0yxcqdhuFpOUSnKV3qk0lCm7R5QLQnifoQpMJKEcEY4IDqLIBaBrxTZgMCYwIRAxGHI/pCGyIVpt+7MVe3StmaubYzvdU1VzqhfNGsmcieY6yZyOCh0yb4hST8y2yeEN53gNjtaCmTY+UYEjFX+8nsw18OgW2L/Uun2hdmOpev1856Y1/9Yt9Lmc/o67j/73D1zzqv/3Y2/+2Fcvv+PkLQdnb9k/8pWHT+w/OjO/WXWSeO8v+hzX6k+8nQdXNfhxDwUTiH6Mx0C1kiqNdcK0ZsH8pn10oXtwrvnd48tXfOvwGy675pfffPFrL7ryr+54+gsl8OWquq2Gb9sJrtuCV6x5f7/kXLEdf3AjeMu8/bq8/app6/8ohq/KBa+cC1465/90Dr4qH74uB95U8N65AS/bAbc04ydNdcJnj7W8pyruRDucaNjlHli1wxUTVEFohklCstKkvK82UkoIxoizhFDZZydcCiY5U4L3XT3PUHOM8xB6cewzThFmFojaMOr4UcVy2zDqeJEJ4y6MzQhZEeqAUAdBywNeGBHKE9+HhuVbTgIgCaLED2I/wHEsCBUs5U2UU8opY4iSCJMQ0QjjIEEwit0gcCB0XN+Htg8BwhFhjAmMCUFYUKIokYQKwkMQWh27sdOsVGrLlcbo6vaKCeyE6zCq2P5KDyx0/FI7mq2GU9vBXB0t1Fm+xXK6LLVEuc1LHTZnsKLBi11eMkXZlWVHlS1ZtNhCh5davNxSCw1ZaopSky3UaL5JZ1t4to5n62SmhvINVO7RBSgKPVzqkYJBZ5vxWMUd2WxONaxS052t9pZtUGx0G46/ZbkbTR34YegHMQQ4jCgmnLIBKGaYlJJUygWhDOFBowgzQgRlkjLJuOJCshQ7hUrlViokZhIzgbhAjCMmMM/YUqpGsrSLV5k4yWTfBZjKtkowJZiU9KymJJOCccGGlMw0OYSLNPZUnBWJcy6mDgvSP14c1KBnPmfRj/tL/hfBVQyBK1fpOOMZzmWAiHxIB870ACkxF4hJzCXmAnPR56/9PUqRyuNUKr4XXIVSVCkiBJWCSk6zAVCqW0guJONZXDEiMQycrtFrtK2mzoJExlSElEeEJySIUNWGJ7c7j6zqDy23TzThTC+eM/CcSedMnjd5roWKDVRqk6LBiiYv9kReZyc2vOMbzsi6O1GLT66DkVUwXcX5FhtrhE/tgEcrcH81eajJbiz0/vo7h3/1smt+6a8/9cef/PrHv3v0i49N3rT/zDe/P3Lw2FR5vQaCaJDTOHQL9746b+fBVSnVjx08G1z7b3Z1q9SYUn7CqibM7RgnFxuP5Wp3nFj91HePvPWjN736Ty79zb/88Cduf+TxFT0H1GlTHO7xh2vJ/ZX4nkp8y1r0+U30j2vhP6wEH5kHH5gHFy/671uOL1sPPrsV3KfTwzab9PliKCe6weMV5yuz9evGKvfPd/It4EDke36EME+PiTMuqExBk0spJGOMYcIZ45gJJoY6GCWZEJgLylGccCoE4/2TE4pxluDAgyhCmcaoFEqwIFwpxff+bPZcG6EEEwxjjokkLPOoMSEYF4RLKgQXnDGKcAwg8vzEAkHXigwvsWBoeKHh+B3Tbejdaqvd7C1vNjZbVs1wdcertbqtVtfomFbH6nWtaru3uL2zXqtvt3vbhlf3AjtEfkJggiDGEFNAqINJN0RtmOy40ZITzOtgsgVGW8F0M8npJN/jJYuXXFXw1IKnliy50BXzHb7Q4osNPt/k83VRrvJ8lc1UyEQFn96Ojm8Fp7fQ5BaeqdE5S+R8MR+KRQcVevF0Jzy12ZlrWWuGu9ExlxqtFb3XgbED41bXrtRbnUbH6zrQA7EfcIQZJRRjHiXcj4kf4iAiQSxCxCMkEBnw1JSqZgDGhRqAHOWSCEmEwELi7LXEXGGhsEjfpvRIcpVSpaxRKYmQdBdcM5E9JVj0nMYyHFVMSMYlTRtL6xukTaaLziasA4/vcxF0zyHEP6JH/leAqxDybPZ5Lnym2Mb7F4331d10EJMhn0y138yryqRkQhKmCFeYScwk3b0g6aXmRHAqJJVZzvDw4CO9R/2Bzu6IpD8eEUIQylCcQNfr1JqderNTa0DT5mEiIyriGCW+7oJi3Rnd8UZ24EQPj3XQeDue1uPJVjRejyfqONdkxTab7/Jyl5V0WmyRUouVdbbQEQu6LLZYocXyLV5oi6IuCx1ZNNSCqxYcdXjR/OjXDv36u69+9buuevtnvnf5nSdv2j/z5QdPffXhY48cmy5vNEHYn9VcKtUflrwAt+0/qZ0H1+dpqS+2bYP5ijG63Hmy2Lr79MaXHh5715Xf+NW3feA1b734/Z+97aHjpVILrUM176h8T8zqYqYjZw0x3ZOTPT7R5aMd/mQtfGi198S2OdeLpqvOyTV9ZNO4J1+9q1D/bqF+e6764FL30FJzbKPlwjCLMGRCECYIE5TwGLEgYUFCghjBIHK8yPYC0wkdL/YgixIWocgBsGeHDgwdSAKU+HEMgwgEIfBDF2AYBi5AQZzRJsaSIEJBlKUHDBxsz+VHMxyaIZVgDAVRYHnY86nnJzbALsQOxC5kMKQgSFwAbNBtm70eMOywZoCNrrXT9Zom3DG8bcvbcUDF8pou9OIEIuxjGlAeIAojBOIEYuQT7BPsE+pjElEaEupT7mHai0kjQGtOWDb9Qs8v9WDBCGZ6Qb6HyjpbbPOlllhs8IU6K9VpfofM7qDJnejUBjiyFjy5ETxVjUe7PGeKgitmIZoGQRH4mzBq+ZGTEC9GII4B9CEAEAKCiRRSMEEQRlGMwjgOogD6EADXdmzTsg3DNazABTiMaJyQOOGIcMIysjKUgKGkVKn/NQ0VTv2pSmWlbYedFTKrAS959olgQtG+yp4yLSpSz18qL5M4oZgIxrM197Z0ipcBQvTjXcVuXFUWhfSstPTZ/Ko/rskfjbjPsMv+2kPYmY02mJRUKto/XyazYQdNP5e7QxAiBi0NxdpF1v5gJRu7ZP5UsYcWcymJlFRIIhSVMt1jitN9CUHRdB2pWOZn7Uc2MSVYeiKMSRgh4HpGo2XUW17PsJot0O4i12ch9UOyUOtNbZmnNtyRLe9ExT1dcY6td09WrPGqN1pxx+r+WDOabqNCDxd6uNAleR2Xumy+w0ttWmyRfIPMNViuwecavNjmC121ZKqZRnz3yZVLr7/vNe/61P9499Xvuub+q+8bvenAxC3fP3nHIyNPnphZ3Wr6ETn34p/nqT/azoPr87L+Y8WVCjHvePFSw51YNw6X2w9Nbt/82NSl1z/wW++64tf++KL/fckV19/52Mk1c95RJVMWdDrXwvkmnqn5uTrMN/3Zhju6pZc7bjNMdD+pO/6q4c22nWLL3TbCdR3MbrYW6sZ2s+e6gGKCwhAHIQkiHiUkiCLH83s27FpAN0C7B1pd0OqAVg/oBuiYkekGPdtu6GatBTpWZMPY8ZEXhBZwddPRTWA5NEw4IizBgnLB+n2o6EesPI9Q06ynk4JzRghLMPZD0LNA1wSdtBmgZ/mWa9ueCfyFrXp5u7nTA9s6WGtYK3Vjo+Osd+wtw61aroeoj7mPGcAEEOph4iQJwMQIwioE9TBs+GEnTHp+0gOBHaCqG+y4QcUCVkIA44AwFxErZj2ftgBa7oLZujmvg6W2X27BfB1MbbsTO+DUjjNac05WzMNb7sl6eKYRzDpoFkZFEGyFsZ4kHibknKuQZuoLxhmhKE5CPwj9IArCKAgD6AfQD/0giWKKMO/LvIPYUTUISpJSCME5Z4zxPlNUQk6MjS+W5zllnXYnidDWxlaz0Qr8EHgAxdjsmRjhTrsT+uHS4rLRNddW1iIYdlud2I8CzwemIzATmCrMFKYCkYW5QrvWSOXovciaCqTpfBZqV8nke6nesOorh2OYBwkle8C370uVz+sZyp6jH/WASaXEbgCX4LLvXR4QdCmJSJXzVL+VqYTO9oDrQG9Pm6RC9L3UGelnUhIhBriLeQq3u+CakuDM+d3HbCoEzqR7FlMWExZTEVOZMBER6scYBgnwA8fzLRB5QRwGwLHcXsdsNjo7O+2dmqmbVs9s1ZvdRtvsWqYDJtYaB0qt45vgyFI713LnDa/YdRcNsANiPaANiDe9aNkJVuxowQynmmCi7s52ghk9mKzDyWowXfenm8F0M5ptkQVLLRjq+Lxx3f0jf/axm1/3zk/9r/d/6f03HfzC/advOjD65f0nvvOD04fHF1ZrHT85B1bP23Oz8+D6vEyeHayBmTBhsqZ7U5u9o/PNAzPV24/MX377oTf/3Zde/db3/+F7rrjmridHlpvbPquFcsvFm1bYgkkLRjUvbIWoHSQtEHZhZAaJGaNFw1zvWlGE4wh7YQQQihEShHGEfcv2TTu0ndBxgGG47a7b7LrNjtvsuK2uq/dAzw4MJzScxALI2W0EhNxHIiQyojIkIsA8QCzCaVxG30unspIx/fQF9Rw5xLNdJylTnTMAwOkZ0Hag7To9Q683dja2Ws3uSqU1u1mb2mzMbuvLLW+jC8stswKijo9MiNwg8QkDhHiEGXHSgLDiuus9w0pwL4hXDXPFclYMZ8MGTRht9Ww9iNdssNi1V7umGSOAcYBwkCBImM+4GURtG3RdzwHQ80DLBoVKc3q7seUnmyCe7zgF3ZppmQtdsO1GWzBYsk2DYNS/yUwpKgQTAjMaEZTOE8aFoJSiBCVRHPpBHEYoTgjCjFCKCSVUpFXqh3yWfSjaHbwInrqnGSOUESo477T1i99z0cFHH11fXbv2C9fkpmfuvfuefG7uoQcevPt7d5UKxUOHDhXzhbvu/N7G2vq3v3XHQnn+4IEDxULhO3d8u7pdefiBB7/7zW+xGHNERIxFgmVCgGnH0FeEKcozfyHiAvFdtTkTM6WiMgt83SOWpjxsEIQsZBptNgiVEkpwNRw/LMUecP0x8DWLKuqX4U19z/200UHjlIshz7EY4CKVYvhchojpsGauiOjDoZB9P7dknDPW377gVAgqGWI0IbsebtrnoymQp1s7h/4KRCVi6V+FGU8oSwgO4sgF0HSAYVstvVNvdhutbrXRazT0+k6nUTU7eq1S39pqbG7W1jd3tnYaW9XGVr213TGmtvXj6/qKGTZBCDH2CQKEQi4DxgNCIkIiSiPKI8xCys0EtWGo+7gBkqoT7XhxFeJGyNuJWrPjh8eWP/zlh3730i+85q8/+2ef/PZHv3n4Sw+PfvmRU1/ff/y+J8ZPzi7v6HaIB3nY5xNsno+dB9fnZbshUENOSKWIUE5Etw1Y3DFHVztPFpr3nNm8dv/4e665848uufJPLr3i07fcfmw6rzsuVgop5WLWdEDdduuOV7XBjgN3HL/iwKobdHzUhWHH980wNGBgw8iCkQGCngMsx7csYFnAsUHgBQjGGEbED1mU6o2cJ4QnWCRExFjEWMREJkQiprCQmPOI8ADJiKqEqYTJhCksFEmbVFRIwiXl/XwA0e8600ySHyUGndt7JkkyMTExNjY2MzV96sTJkWPHJkbHQuhzSlEUK64QEW5MdD/aseFSy1ho9rZ7oGaHLRg33cAMYp/QkFKQkJpp112vYjtdPwYJDxIBEAGYQiY8yjxGrSTuhYGdIEApwMTHxEc0wMzuCliDAAAgAElEQVTHDFIGGO1AYDg2DnwKAQ1AFEDTdSt6p2JYvSixY+JEyIqQgbBJmIOoCUPLD40gdMLQDMJeFOlRtGk5K3qv7niYs10PHxc87Y4ZF+kMKJyLNItR7FYXHE6A2ROgmsq/fZRSUk1PTX/5lltOnTqVy80+/PDDqyurTzxxaKdSuf666w8dOjQzPV2t7Jw6cfKeu+7WW+3DTz5ZreycGDkxNjZ25513NhvNL137xYMHDqQpkhRhmiASI44pQ4QmmCaYZY1wRDiiHBGBaErLJBES93GI7ka3DnEyKdO6fayfcjNMeZ8lyqlf/67/Wgzn80g5FEKVQqmgjBMq8G7stCBUYNqvI5imKjGRUtLBUKB/kAIxgbKlgxWGwS/7Sh8IOSap55vtNjZMhXczcJgUqZI8ANf090K47NNfRYREVCVExlhEmIcJgWECgyQIkyjGUYzjJIK+Z9ue47rAtT3bsUGzaa5s1FYrrfmd9nbHbRle1/NNGNl+4kXEialHBSAspDQmOEJJEKMAMR8zSEhAiY9xQFBISUhpSFmQ4ADTkLKY8nSWwITJ9ZZ195Nn3nP1V3/7kqt+/8PXv/vGBz9z38mbDozf+ujo7Y+dOnBsam5py3T8fladGurfzmvAP7adB9fnZXIQPiwyXO3jq1KKKRVg3nbDlZYzu9UbWWg/MlP96uHyx7956H9//MY3XvzJ91x+zdfueXh2ftkNokSpUHAQJ10YtKDfgEHVAbrjuxFrgFAPYzuMYUJBRO2I2DG2Q2z6cReGPRgZftz1IyuKYRgLyhXhCjGZUBIlKIxwFLMES8oU5ZJQnlCWUBKiBEYIxiRIaIhEgIWPRYBFiEWI+4hLZUJEgnmCBaKK9sNWs+yLc5PyB9qgisKoWqlsb2xUKzu1ys7G6vrs9Mz4mdGxU6dPnzh5cuTEYqm8tryysbrWajQ94HDBGKWMUClUQhjEBIS02QMbHWtZN7Zt2/B9CwIvQlYQ6dDvxYmLmRcTiLgeoA3D23H9bQdWbFgxvIYDGo5nBhEgFGAMCAGUugi3PdByvGbPMlwPBBD6HoCO69keBKYHNpqtpuMGjEeYhjjxWQIIAhhDRAGiZoJ6YdINkO4n9SDesMCGAdpuRBgfZmPPRsuekbdll2zYxKDIu1RSEkKUUpxzSillTAgRJwkhBECQfqKkIhgDCDhjcRxTSjnnCCEAAWMMAEAxyQJ9M9GZc8bSF4xSTpmgTDA2SO/Jbm7qZ2VCsuxtllXCslTazH3IxG6jXLE+62W7K2exysMxyUz2d8EzkTyLj2Uixc5BJhKmAhOBiURUEZrRSsoUYQpTiamibOBJ3RVjh/BS4l1GLs7F1JR67jpcudybTyx5Kjif7cTd9Ubz4XwbKSjlmAhMRIJ5jGgQYeAnDohtEFkgtDzf9QIAoAeA4/qu53QNs6VbnZ5n2I7hrNU6I0uVx3OruS1dh7GDiE8EJBwSATCHCfNjBhLmJgmgsUdjlxAXMw8zgJEdRF7CzQDZEfYJCzADiHiYQkR9SpBigWBVBz4xXv6n2+5742VX/98XX/0n//Sdv/vW0WsfnvjKI2duP3D8/sOnjk3Pr1R1EKJn6+nO2/Ow8+D6r7S9OTxD5EQqhZlwAlTpwcKOPbrSebpQe+DM6hf3j118wwNv+sgX/+Syf/rwP990z6GnV+t6wpRQKhbcpwxgGmICMFs33FXT2XGBR5kB4y3D3bC8igOrrq/7SS/AXT9p+fFG16jqXR/6MYQJANiPWILT+gNZ0CnnkjKRMB4RHhEeYR5hHhEWYOEnHMYMRgQEyIHI9ZHnJx4kQcQjxBPMMcn6tX5v2CeyYg9sCKm4FJQHLthZ36xubDY2K42N7dZ2Va/We41Wp1qvb2w1NitmS99Z3ayub3ZqDdswAgig5cQOYH6oGJdSMCEx5XFMEeaYyYhQLwrNIOgFQS8IOkHQCYJuEHT9oAH8igs2bW/bBjs2bLq+ESQdGNkxhowHhIWEhYQChCuW07C8ruP3QKAD2IGwB0DHAzr0dT/UYejGxMPUQrgXhD0YdEHQgaEOgy6MeiC0YWTCqAcCE0YgwH6EYYhQjCghqZYrOP8RmueziaLPzxP5bLs498O0KNSwDJ1Zirh9k4MXclBLSgzf2SHhN8UVcXZjXFCehvOIgcg8UEeHGkeMI8oTzBPMEWbpiwRzRDgmHBOBiEiIiJGIkIyxTIjARFC6C64JkQlRmCkiJOmT0RRK++kxKvOtKsVUXwreFYeH4pJEBq6pI5YP+Vn5HsKqnqVWRn8jXGDKE8yihMAgdkBouqHp+oYD2obb6rrtbq/ZbtUbtWq1VWv0Wu1uo+V2jNgLYhhaPTC91nqwuDbVdNyYB5T4JAkRhjEGiICEBIj6iEJMNrrGsuEsGeaOH29YoOL47SBYarVXDLfU7LT8CBIWIhJimkjBlLKjaGpx9aZ7Dvz55Tf89qWf/72///K7bz746XtPXXdg4isHznz34KkfHJvJlbd100toOk9uWhTmPJ6+MHYeXH8sGwTODwslu5xVDS8b0FupgoR2HX9Td+e2jRNLrUdzO7cfLX/qzsPvuOpbr7/0yj+99FNXXv/Nwyen6j075pIq5RGkh1EdJisGWHPAuukYIe4ESRuGLRBULa9mey3Pb3tBDyYGCGJEKSYUJSSJSIIYIllvhQhDmCaIxgkPE+4jChPmJyLEPEQ0TFjaIsRjxGPEI8SihEQJQTgNZ82kztTdRdOIG84p52zQBQvFhaSMJZhFCQ1iESEZYRURlVAVExkgESDux9jzKQxVTBiMKAwJCJEXxW4QujABPoKBoIxxxgQVgmcJhTydXVuKlA4JydKujPGY0BBjgJCDkJ0kRhwbUdSBgQ58HQAziJwIuREGiPtMugnt+rEOwy6MOl7Q9nwdBjqMujA2IDIgMmDc9cMODA0YgYgGMQ0TmhCOKaeUMyY4E2k+ouBMciYZ44QKwjihFBPBnyklYfBEPJvD8UdnpGTaqRp8e6AsZ6WWhDgHNs9iwueoC/2CfzxLfN2b/7lbVILvbkCchaZScpFVxkgrNXIuhXgGnpq2vayx7+tNZ4Yhqf+CIyIQEYhITCWmEhEZ4/4jRARmgnBBuSBMICpjImIqEioRl1jsJpum+IrFrkpMZPq5Iv3ApYGs3XcwS5alCAum0qzTZ0uN7cvaQzm+fOC+5ZJyRThHhPgRhiGFEYZB7ELYs0HXBIYNLAcAACGM4gghRAmVQuKEdnVjq9KcWq+NNrotJEPEfYogJVFCoxgHmPiEAoQBRoBi3Q9qLmxCaERx24MdENgJ0qFfd/0GgAATzCVXKiBsqdr+9qNHL7rqq79zydW/+6Eb3/nP937yW0eue3DsKwdGbz946sGnRk9NlzZrbRAkQwLw4AzPxdbhUPXz9lztPLj++xmRyotw0wSrDTO32TuxoD8ysX3bodzHv/H42/7hpt9/9xV//ndXXfv1u0YmcitNfduBOuI7MNqwvJoDAKY+ZZBkPzYnQkaQdP2kB8O25VkgCGOMIoSDCEGIoY9hgIOYxohGiAQx8UMeRiJGNKEMMUmYJIRTIhjj/Qp5Ugg1oDq7IU2Zz7BPbAZlckVaqodRShEmQUz8iEdIJEQgIhFVmCnCJKISEYWoQEQmRMZYxlhhJhMiEVU005kll/0CBUIoJqQQXDHKGEs4xWkM81BN2qzcEWOcc973e0vGOaI0QAjGCYiRGyUGDFuu3wah7gIrCL0k8TGKMMGEUEYJ51yI3UKBgnMpzgG5frbHUOcq+sCjRL+YYLbO7ld+rDZAzz0RuYPagPKZXpz7udyztQyI+2lU/RJM/dHgwA161jb3gHU/3kqkVRHS4YVQjCtCFVacKkGZokRSoYgSJBuBCcokYYowRViGlz+iDWMqYhwziYlCWCZURUwmNE3qzYgpYjJhAvEsUCjNNEVcYN6P5t1tEnOBmUCCY8mp4GnGMBW7abtZaV8huRRpgHF/xLFbmLBP2fuvuRJcCCn6qT4C83SYlcZmS0QFogIRlmCGCCOUM74nP0lKzhiKYh8Cq2c0qnXTMA3bLW63Dq/Up6pmC0ZdH3oR8mMCEupi4iIKCIOYhoSEhESMQUwgpj6mPqYBZYlSVCmQ0JWd9oNPjf3dtd/6g/de9Zvv+dyfffrbH/z6k//8wOitB8a+9eip+3945vBovrS207UB+ZHDwfP2gth5cP33MDk0JBRKRYSbEFV6QbnqTKz1Dhfr951eveHRiQ/d8tCf/cONr7/kyr/62Oe/+I17nh6dq5tuwCRSCkoFGQOYeZh7RADCAMGAJA4hZkxabtC2fMMJPBj4fpDEMcEEY4IxI4QTRDGimHDGJOeKSkGUyIo6CtkvWtMPNVH92uRSqD6c7p1Ksy+QZWXwOGdcZGFQQqUsj6eBH1nwaJarzzmnlBMiBuvstjSXgknGVFrTnHFBOacs482McoxJHFOUSEoV50qkhXC4lEKKod5xaIgtlEoIjQlNqaUcoFa2xnDIzVk17obfDgmCsl/ZTwqVKeNKDm15z7f2ls5LjzM9cZGecnruggvRvwIig/tUbBWSZVkme1q/a88yTgYK5p5Sv3Jw+1RGStMUVin7jDOVQTmTginJs2xLwSSnklPBiGBEMpo1ShWlkhBJiCRUIioRY4RxwlOnpsJMYiIxlpj0VyMSE4nwj2gKEZX9JSohMmGMMEmoJIQTphBTmCqc7m6oYTLUsMSpSsz76TRcEa7SBF8qJE3ngu+HPZ+bYiRShSC7SrshBXuu5W5Mn5RSpk9fWgmSKkWFZCxtijHFeb/84+7TJQQnBGOUBBDYRq/bbHYbDbvT9UwTOq7veEbHWql01huWDv1tw6hZbsPxtntWxXJqLqg5ng6hESZWhJ2IODEGiERcJlK5CV6ote556uSHb7jjDz509W9e8tk3ffyrl970yNX3nLjxkfGvHBz77qGxgydmxkurOx3LR/Rske08Hf03s/Pg+u9hQ1Rgt5IilQpi3gXRlu4Wt3ujy/qThcadJ1b/+YEzl9xwz5v//po/vOiTb/vAZ9535XU33nnv6fKCDqFPuU+ZHUVd6Ldh2A6SToj0INL9UPeDpgfrDmy4QcMFNdetOm7Vcbd61nbPrJjOjgUaJmgboGm5O7Zdsdy6BWGQYIwZZYxxSmkcI4wJwQQjQjHBCGNMWFo5SEixJyRniOEJpdLa45wzgnEU0xjRGNEYp3VxBaY0TEIPIhjGMIhhgP2IRogighGO4wQliGBKCaWUUcoFoQoRkRCCKMIY4YQggmOEYsQp68/enREzShjFlLE0ZocL0e/R+tUZpJRZEaMMaDJOcg5t3P0kO8fdsx160++RmBJcirQyJs8I9V7uuVfr7cu5z2JiMG15Sqb2OD4z+niWziuGpN9zFqcLhRJEcSnSYvGcp4lBPNUqGM8yaylPrzvNPhS7Gbe7ReQHAeScccq4okxRqggXVHLGFCFp6Fwa5SQoT1u/0hNXwy8Iz6TUflSU5Ewwqkh6nEIIxmTq4x/4elPvg1RsIMxmnv49BQuHWjp8yHJvhMoqgg5d7WHrDyaHlIN05WzSBTV40sXgX7oV3s84OleOEFJwQRHBcZJESQD9JEqSOEnihKB+UUyhGOdR6Ieug0BIYBIncRBjCLHlAb1ndiy7YzmVZnuj1mrZwEtoxHjCWMv2js8tX3/vob/5zK1vuOzq33rvZ//oE195900Pf/rOI9c/fPprB898+/HRh45OnZxdXq91vCCmQuw+wbva93lw/Te08+D672mDn95gVKuUUoxLGOOOG2zqbmnbmFhuP5Gvfmdk4fPfP3PxjQ+//oNf+tU/ff+vv+U9/8/7r7juG3eP5oqGbWNOkVSBVB7jNkJWHDlJbMexHUcuSjyEXIScOLGi2E0QJDSgNCQkINSnDGIGEuSEoR1HEUIIYUIZZZyLTCTmnDPKKKEYYYxxmqy5G8I0dBppbkLqHqXp11BMwogjIgmThHNEaYxIhGIYBh5IlWqSVf7jMkv9HCT5pMMOyVPeJWXflcc54wQTSqkQfWHzLGTKjk8NSZx7+8iMs8ksDFSk3e3QnNnD5RCG3z6LmJuqiv1rwjNn5qBr3dP2wuzeR0H232b/hxfsnTJ875K9hCor+jvUsk8El4wJLqTKZvEWNItZ4s/Qhkv5Z3ifhfkMgoelEJwJJjOOzSUnnBPFmKQik46HN8izeKiB0JpNLyPTaWF2RxVcUMFSfp3Wg6CK8yxcmUvFxFAN5LNbP6VVDXy9iirBBOOcUymo4kxyzgVjaeszctZvXDApmBI0o/EyKzvMJee7ogJjnBEuWPp8Kq4UF1LwfgTY8PPTH/nwdJyRlhBRSijGOKNZ/qjgIkmQD33fc6HnwgjFMcJRkAR+DIPQA4EDAhuEDmQRkpQxQgzDPj2Zv+GOB//io9e+9i8vf81fX/X6j9128c37r/zeyM0PT9x+YOKuH4ztPzo1MrO4WGmZIKB75N9Bz9MfEex9Js/bC2vnwfU/xJ4BYpVSlEsQ4YYFN1vuYsUeX+s+UazffWb1hoPTH7n14B9/+LpfffsH/68/vegt7/7IJ79w84EfHF5e3gAAPPe9xlKuWvaOC1/AM0mUWrGtdct6AX04sVKLXauLzk0MeP6GlVrtWr0oegG3yZRaNLpGHP/Lq/44Znkef0H7vESpJb0D2AtZagdiVm53AaUv4DZdTMu6DtAzbfN54IBUSqgOjBb1bs9/Ie+RGaLVjmMFL8TzKVNHvzL9aKbZq8FIcC4ZUWJQAFwFEV5Yr33/hyc/deO333zZ1a/9y4+/9m+uevPl3/jArQevvufoLQdOf/3g2F0/HD9wfHpkdmFxu2nYAaLDVfWHO5nB4G/3zXn7N7Lz4Pofa7tK5HAEYsIEiGjXDbZ0u1TtnVnXnyjVHxpfv+2J3MduP/T2T3/9t/72069+66W/8bZL//ySj1/9pdsee+pYobxYLC8VysuF+dXC/FphfjW/sJJfXMkvrhQWlwsLy8WFtVPFlftOTH7/9PREeXVhcXN5eatQXi7MrxQXVgvzK4XycnF+pTi/Ukhbumh+pbSwUlxYyZeXC+Xl0sLqoJUX1ubn10aLSw+cnvj+6cmZ+bWV9Z3i8npxaa28uFZe2tNK/VZYXisurZWGPi8vr5eX10v9D+cX18+UV+49OXVotlRa215Y3Sym6yytl5fXyyvr5eX10vJaaXm9vLxeXl4rL2dbKC+vl/qtvJK+2F1tdGHlgRNTh6dLC2tbxcX1uaWN4uJ6aXG9vLxRXt4oL22Ul9bLSxvlpbX5pXSba6WlteLyWnF5rXROS49zYmH1/tMTR/ILpeXN4uJ6Id31cn+b/aPae5xrez/fPebS8np+eW12ee3IRG6ivFJYXi8urxdXhg9gsOba8Ivi8nppeb24tF5aWSutnHWc6+XF9dHyyvdPTR3JzxdWhna61N/IUr/tLtpdml329MXSenlpfX5xfX5h/XRp5e6T4yOFxfLyemFpvbiY3sHV0tJqcXG1sLhaXFotLa2WFtO29v+1d26/iWN5Hv9f9qmwTalmpPkPdh9WS7BJtfZttRptVTA2iSohJNRoHnb2ZVvaXXUnlQuX6urp6q7p6YqcYQypS2pCkgqVK/dgIOGaBDBgwBhzMZBU7cMxCdXd89Ya9Uh89dFP3/PzuRBz4CQxPsgEP+LoOuMPB0In655j66vNV/tBjz9y5At7AH5gGI8v4vFHvH6m32cYTLO+D/uCjBckA4zHz/h8TDAUp995vnizTbs9R4GIzx/x+iMef+TIHznyR7wAX8Tri3h8jMfHePyM1x/1+iO+QNQbiHr9kf6gUY8v4vFFQsdxbyDqeOf58uU2vXN4GGTAqfMGGU9gYNoH5Kk+QASY65/30BfaPwoe+cMHoajbH6bfHiytuVZ3fIdB5sgX2vME3Z7gd682fzP3BJ343Z1/nbg1OvGrX/+nymTTfmb/7ZM3n37rmnvustq3nr/ee7Mf8ifPczzfGvhdR74E8mML6HBN/dtouLj+LTVw9ebHD1/1vxZS/rzRZe+92Oqy1WacrYXS5f0Y+zp4/se9+MJL/29+v/7rT7/+R/1/I588+Id//o9bqvvwyH1IdQ8auQeptLBKC6m0kGoMUt2HVPfgkfuISouoCAQlEbUWVt1TolpEo4NUY7BKC49oYRVgDFaNQaox6F9kYNUYOAqpxvodjsEjWmhEC41oFSP3IbVWiZIISsJqXHlXp8DuQ2otNKKF1TisxqERHFbjsBpU1ipGtLdQXIHikLpfHNEq1PggkBqHUBzRkBBKIBgJa3AYvadAtQrQEMUhVAejOgjVQagW6icVqFaBaiFUHhdBcRjFIVQHqXWQGoewezBGKDWTiGYcGdXBKI6oSYWagNQ6GCVglIBQAkYJGCVhlEBQEkZJGCUhlFCghAIlIFQHocTH6BQa7S2NTqmZUI6OQ6hOqdZCKA6pCUhNQigJqW8AAynUOsWITqGWu1JgOgWmU2DEDSgBYcQtlIRGJxWaCQU6DqMk8v1xCQgbQO5KbgtjBKwhYOwGCCMUGp1idBz5ZBLRjCsxHYJpYY1OoSEU/U6uH8B1t9dtIYyEMBLSkJCGhDBSAc4JRiow8vbdCeSTCQQbR1ASwnAEwyGMgDESxsDZI2CURFASQQkEJRA1cRsllSipREkEIxFQ7SMI5ShxZ3Ti9ujkbWwcQXUwplWiYwiKI6gOQXX954iEUR2EaWFMh2A6BCNgTAdjWgjTQhgOa3SwBocwXC5iuPIuCY9OwHcfwKN6GNPewbS3US2M6WBMB6M6GNXBahwBU04t9w+eXBglYFQHofhNVOMQit8e1SOjBKzRK+/qlRiuVI8h6u9NdRy8NOARHBnRAuARLaLGETUOq7VgRJkR/A5G/OIuqUTH7qC4EptQYuMwel+hHoNVOIQR0N3xX/6b6Z+m/vffP/1m0uz83Tcb/7eytfSnra/Wdv7sOnjrjUTT+bLQ6PQuP34bAe8l11eTwcWGq8G78D98+PDD/5wN9dNquLj+3PT+R2f8+/cfWp1eWWieFWvRbNWXLu9ECy88yW/eRubWPL/98vXksmPSvDZldkyZ6alletJMT5rpyb6Z6mMw04ZlmcllemqZnlqip5bpqeX+ITNtAMVlOT+1RE8uD2CmH5jpSYuM3KeZNpjpyWX7FDhk7Udrv5pVrjxlkSsDP3VtQFcW2mChjRZ6xkIbLXJx2mKfttqnLTTAaKFnzA6jhTZaaaOVNlhBHXraShut9IzZMWN2zpidMxbnjGVtxgIMPWuhTRaHyeqYtdKzVnrW4jBa6WkrPW2ljaBPax+bY8bmmLE6Z21OkJm10iYrbbLRJis9a3XMWh2zVuesjTZZ6YdWh8lCm2y0yeZ4aHOYbE6Tdc1kWzPZ1oB5aHOaHjtNNscgDx87Hj6mH37heHhzyGmyrZlsTsDsY+fsY+eszWmyysxaHCarw2R1zgJs9IxNfmyysdEzj2UP8rNWetZCG2200UobLf2ixQ7OG0jKJ8FCGyx2o8UO2hrN9IyZnrHQRjM9baYN5uuTb5++flLM9LSZngZzyWw3mO2GZbthyT61ZDf8AOOifWaRNi45DEu0YYmeWqKvzaSM/cESNbW0Or1kn15cNSwBKOPiqnFhdXqBMixShkXKsEBNLwJWAYbF1elFamqBmlhcfXADNbFAjS9Q44vUg8XVSZBcoCYeURML1MQiNf7oBv0jSv9oRb9AjS9S+kVKv0CRC3IkH62ACCroFyjyEUXOU/pHq6DV+CNqfH5FP0/p5ylyfoWce66ff07OPdfPrejnVsi5FXJuRT9PgTg+T+nnKf0cBY7q5yhyboX8/Dk5t6L/nNJ/RpGfrZKfU8QcRcxRxOerxBxlWLb/19dv/uc71xK19ZXTTa0fru+FPNHUGcvVGq0fXjsYrpM/Kw0X178zXb7/0Oxd8a0eW2sli/XwBX+QKG4z2Y1wboNhXUzexeQ2wtkNJrfB5DbCWReTA2wwub9EciDvYnKbTB7gCrMuRmazHzflTMHFFPoVCjIR1hXJb0ZZgCvGuqL5rWh+K5bfirJbUfZtjN2JsTsx1n3Cuk9Yd4x1x1j3SeFdrLB3Ujw4Ke2flPZPS/unxb1Tdi+e34+zB4kC4DBROIoXvfGiN1H0JkreRN8kC95kwZcs+BNFf5ILAFKlYJoLpCuBTCWQKQcz5WCaC6a4QJoLpLlQmguly6FM+fiscpwph8/K4fNy+OwaLnxeCl+Uwucl5rwUueAiWS56UYpmuViuEstVY9lKLFuN5cqxHHeSL5/mKie56mmej+f5OMvHWT6er8XztTgrXJNghURBTBTqiUI9Wawni2KyKKaK9RQnpEtCihOASXNChhMynHDGCWdcPcPV00UhXRLSxXq6WEsXhVRRSBVrySKfLNaShVqCrcXZWiJfi+f50zwfz/HxPH+aq5xkyyfZcixbvjZMthw+L4XPS8wFFzkvRc5KkfMSc1YMZwqA4zR7nGJDKfY4VThOFUKAZCGYYAOJXCCRBfjjF4P4Ts8B3pMz78mZJ5Y5jGUOY5mDaPogmjmMZg6jmYNoZj+S2mOSu4BwYpdJ7IaTu8ep3VBqN5TeDWV2Q5l3oYw7lN4JptyBlDuQ2gmm3gZT24Hktj+55Utu+ZLbvuS2N7nlSWx5E9ve5NZRHLB5eOq64QTEjYOY6yC2sR9d34u+3o+93ou92o2+2o28fMe8fMe8fBd58S4C4gs3s+Zm1tyM0804do7pt4AQiPbtoP1tEMTV7cDqVmB1O0Bt+alNH7UJosxzl+/bTYD3Dy7Pty7Pt66jP2x4nv3F8+zN0bM3h8/e7D9bP3i2fvTN+uHX60dP1w+fvj786tXB01cHT18fPH19+PTVwe9f7n/5Yg/w5MXukxd7T17sPVnb+2Jt97Hz3ZO1XWBszp0v19zfvTl0uoO7wfjJGQnlGFoAAAJgSURBVFuoiuJHN6iCzxcO9TPVcHH9+9HNvQKyLj98aHevas0OV2uVam1OkLi6VBLaXK1dFmQqdalSb1eEdrkucXWJE9qc0C4LUrkuyZm6xAl/hcEKH1cGzcuiVBbbZREYqdKQyg2p0pAqjc6Pwjc6fKNTE2XDNyS+IfFNqV/s8I0O3/rrtDtCqyu0unWZjtDq1tq9WrtXa3fr7U693RHbnQEj1VudertTlzr1TkfsdMVO99o0pG5T6jal3jUtqdeWwDZ8l5J0KQHf7bV7vXav1+petnsDdC/b3UupN8jNNn+dAaSry87V1QCXnavLnry3f39Lg95Vr3cFNr/qXF51LsE39l5Kvcub3QN7l9Lg6J2e1O1J3V67I9Ps9JpSt9k3jXa3AWK702h1Gu1Os91ptKRGq9Nsd5utLtiMq9HsNJodsSmJrTag3vw+A/mW0JCpia2a2Ko1WrzYrIktXmzyYrNab/B12VSFRrUuVusi8BVArVERxEpNrNTEstDghEZJEEuCWKo1yrVGudbgeJHj6yW+XqqJRV4s8WKpJpZ4sShTl021XgBU6my1zlbrbEXIVwS2KrAgVutsRU7myrUsx2c5Psfx+VKfokyuxOdKfLbEZ0v8RbFPgb8oVLNFPlu8SZ4XqmdF/rxYPStWzwrVdKGcLpQzhWqmwKfZSqZQybCVTL6cyVfTgFw1naum8tVUjk/l+FSeT+Wryew1lWS2ksyWE1kOEL8oxS9KiSyXyJbiF1yarXA1sSn1Pv4jdeBe6uHi+jPWcHEdaqihhhpqqJ9Yw8V1qKGGGmqooX5i/T+9ZXOv4ffA0AAAAABJRU5ErkJggg==" /><br /> <br /> <b>Drawings</b><br /> When ever we draw any object by the help of Specific Measuring Unit then we are working and creating a drawing..<br /> For Example, Drawing home..<br />  <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaUAAAEQCAIAAACft/w/AAAgAElEQVR4nOy9eXBb5dk2fiRZGo0se2xZo9Uj2ZI82jXaF0f7Yo9jy7a8jm153xd5vMVOvCRxEggBQkJCVmhpoYX3fUv68RKgtCwBSqF9oUApLdC3LW3pQks/lrIWCv7+uH85v1Mtx5JsJXGiazIZ+eic5zw65znXuZ/nvu/rRtayyCKLLK4NIJe7A1lkkUUWlwj/H98hWWSRRRZXL7J8l0UWWVwryPJdFllkca0gy3dZZBAEAuFydyGLLP5/ZPkui0xBo9FUVFRYrVYCgUAgEKxWq1QqRb8lkUharbaiooJEIpFIJIvF4vF4aDTaZexwFlc9snyXRUZAIBBkMhmCIFarlclkkkgkg8FgNpvRHXQ6nVwuZ7FYCILo9Xoul0uhUKxW62XrcRbXALJ8l0UGkZeXp1KpYFbLYDCMRiP6lcfjaWho0Ol0dDpdr9czmUzYeNn6msU1gE3gOwqFQiKRyGQyhULZ3M5lsaWRl5en1WpJJBL8yeFwsPadxWLhcrlEItFkMlksFhaLRSQSy7eVX6bOZnElgk6n5+TkUKnUzWpwE/hOJBKZTKbi4uLN6lMWVweCwWBVVZXJZII/KRSKUChEEEQul+fl5ZHJZKvV6vP5yGQynU4v31ZeU1NTWFh4WbucxZUFCoVis9l0Ot1mNbgJfCeXy/ft22c2m5VKpSaLLDQajUaj1WqNRqPRaDSbzVqtFvuV0WjU6/UqlQq+VavVarUa/Xy5OpzFFQi5XD45ORkOh68gvpNIJLOzsxUVFWKxWJhFFhchuIjY7dgdYj9nkQWgrKysr6+vtrb2CuI7sVhcVlaWn5+PrtRkkUUWWWwcubm5AoFAo9FsVoObY9+VlZVtVoeyyCKLLFBQKBSDwbBZrW0O30GkVRZZZJHF5oJKpWb5LosssrgmkOW7LLLI4lpBlu+yyCKLawVZvssiiyyuFWT5LosssrhWkOW7LLLI4lpBlu+yyCKLawVZvssiiyyuFVyJfCeRSDarQ1lkkUUWKMhkslar3azWNofvrFZrXoaRm5tbWFjIZDKZTGbRvyNqI3xmJgB2B+yxsc0mOkuiBqN6EtVg7J+xO0dtxP85OC3jX59Evy7RSddtIe7FT3RUol8a92rEPTDub4xtOe5NSfTT8vPzc3NzY0cdnU7Pz8+HD5ke4XHPvsECIJel2wAikbjxLtHpdKFQ6Pf7GQzGujvTaDQajcbhcHJzcxOdZXP4rq2tzW632+328m3lGfpnNptPnjz5wQcfvPf+e1lksWl4/733339/eHjYYrHYY2Cz2fr6+pqamsq3lcd+m1E4HI7ybeVRBT2ilC+jFHZjv7VarU6n89L33OFwFBUVxfaNSCTabDaHw5FkU+Xbyrdv3z48POx2u9fd2e12z87Onj17trGx0Wazxd1nc/hOLBand2xK2Lt371oWWWQAWKH5KKhUKiiykcVlAYlEUqvVyezJ4/EUCoXb7RYKhTk5OXH3gdu9Of4KLpdrNBp1mYFIJDp79iz08y9/+csTTzzx9L/jqaeeQj88eREXLly4cOHCE088Af8/vh4effTRCxcufPrpp1999dUXX3zx/PPPf+973/tBDL7//e8//fTTP/3pT5988kn0vFg8+eSTL7744oULF77//e9HHfjoo49+9NFHa2tr//M//3PhwgW0z9h24rb59NNPP/744z/72c/W1tY+/fTTn/zkJ3A49oc//fTTr7/++l//+tfnn3/+0UcfxXYvUZux58UeEveop5566sKFCz/4wQ9efPHFd95555e//OWvfvWr//3f/33rrbeeeOKJ2FuTDJ588snHHnvsV7/61VdfffWvf/3r5ZdfvnDhQqI+p4QLFy689NJLP/7xjx977LHHHnvs8ccff+yxx5544olf/OIXH374IYwonDpBOp2Oz+en92hksXGk5K/Iycmx2Ww4O2wm33m9XrFYXFBQUJgB5Obm3nTTTdDP22+/HUEQYgzQxQ4ymUwmk2FFJj8/n8PhcDgcg8FQVVUVwEVlZaVWq/3tb3+7trb28ccfLywseL3emhhUVlYODQ1t374dKg3G7UlTU1NPT09VVRX2wKqqqmAw+Kc//WltbQ2M4thjcYAgiM/nW1tb+/3vf19SUhJ1OIFAyMnJ8fl8TqfT7Xar1Wo6nQ5HpXQWHMAVJpFIBQUFTqfT5XJ5PB6fzzc1NdXW1lZZWel0OmEiE/ey4PwuKpVqNBoDgcArr7zyz3/+0+FwbFa3EQSxWCwSiUSr1W7fvr2ystLv9xcVFYVCoRdffDHLd1c4UuI7CoUCIycRNpPvHA4HmUxOr5FksLKyAv08efJkon24XK5UKtVoNFqt1mq1OhwOq9Wq1Wq1Wi2bzSaTyTm4YDAYVqv1D3/4w9ra2meffXb8+PHx8fHZGExNTd188801NTU4vW1ra7v++uunp6exB05PT8/Nzb3zzjtra2tsNjuNi2C1WtfW1t58882o9REUqDiiUCi0WCwqlWpzi0IwmUyNRmMymQoKChAEgUKLY2Nj1dXVVCqVQqFotdpU/fV0Ot1gMBQUFBAIhKeeeuqLL77Q6/Wb2GeFQlFdXV1YWAgDgEKhyGSy7u7uH//4x1m+u8JxRfPdJlYSisWePXugn6dPn467g8PhcDqdIpGIQqGkVyyNRCJZrdY//vGPa2trH330USQSMZlMrhiUbysPh8NerxenqWAw2NTU5HA4sAc6HA6Px/PWW2+hfMdisex2u2k9WK3W0tJSBEFsNtva2trvfvc7DocTe1ICgWA0GrFvHTabLRAI0rgUsS3Dh9LSUgaDgW6n0+lWqzUSidTX1+fn58NGqVRqNpuxuyUCiURSKBRon0kk0o9+9KMvvvgCW8lsg6BSqdXV1a2trdiNKpVqdnb2ueeey/LdFY4s38XnOxKJ1NTUtMFTQNEslO8mJyfNZrMnBg6Ho7Ozc12+a2lpcTqd2AOdTqfX6/3DH/7w5ZdfajSakpKS2traQCCwLt/Z7faOjg6BQFBVVZUS36EgEokGg0EqldLp9JSuCY/H0+l0iVb0sXwHFh+ASqWaTCZsPcZYcDgclMcBm853HA6nrq7O7/dHLesolcrp6eks3135yPJdQvtOJpOZzWaLxWKz2TQajVAoRC2OJEEkElG++/TTT48dOzY6Ojodg0gkcuONN+KXEeno6Dhw4MDk5CT2wMnJyZmZmb/97W9ffvlle3u7x+PRarVqtVq1HtRqtVar9fv9Y2NjMJ9F+U6pVEIJVyiJaTAYEq0qEAgEhUJhNpttNtu69TOJRCJEVprNZpydE/EdgMfjWa3W2MNJJJJWq9XpdFFsuIl8RyAQVCqVUqmEqA673Y79Norvsv7ZKxZZvkvIdwiCUKnUwsLCoqIiPp8vlUqNRqPf7/d4PH6/32AwlJWVlZSUcBJDIpE4HA5Yv/v4449XV1fr6+vbY9Dc3Dw3N1dVVYXT28bGxkgk0tLSgj2wpaWlo6Pjz3/+89raWl1dXSKveSLk5uYODg6CfQfTYZlMJhQKRSKRQCCQSCQikUiv16+7ispgMJRKJawAEolELOmQyWSYuopEIrlcvu4LA5/voEGDwaDT6dAVBi6Xa7PZ4hpNm8V3DAbDYrGw2ey8vDyIzne73dgdovguFAqxWCwOh8PlctGFUSqVyuVyq6urrVYrh8NhMpmwnUKh8Pl8GDBcLpfL5cIFJxAILBaLy+XCVzweD/3JRUVF2O3ohcrNzeXxeGhT6AoAnBodljweDxwvBAIB9kS3Y8uZo9u5XG5eXh5sz8vLw54CXcyNOjWbzUadUfCj0AaJF11e2FPw+fzc3FxoqrCwEJpisVgikUin02njQafTqdXqVMd8lu/w+A4Hubm5VqvVZDIZE8NkMvF4vF//+tdra2sffvhhf39/WVmZPgYqlaq2ttblcuGcrqqqqrKyUq1WYw+EQqu/+93v1tbW6uvr0RGTJIqKilC+KywshIcZjBcglEAgYDabU/IagYfBaDRCQViVSpVSnbl1+Q7AZDL9fn8gELDZbAqFItEpSCTSM8888/nnn6fNdwQCQa1WGwwGGIomkwlIB5/vBgcH4SKYzWaVSgX7sNlss9nc09NTX19vNBo1Gg0wAoPBsNls6IAxm82o60ar1ZrNZvjKYrGAYQiWJnY7Wt9KIBBYLBa0UK9cLoftXC4X3R8OgZ9DJpPhpOh24DVYrEC3m81mkUgETYlEIuwppFJp7KlNJhP6mqTRaGazGZoymUzolaRQKNhTY812qVQKTel0uiNHjqwlxhdffIHPR7HI8l2afJc83nzzTZjP3nLLLf39/eMxGB4ePnDgAP58trW1dffu3SMjI9gDR0ZGJiYm/vrXv3711Vcb5zsGg6FWq2UymUwm02g0UqnU5XJZLJZUX6Eymay/v39ycrKnpwe7mpYMkuQ7BEHcbndTU1NLSwvOINmgfZeXl2ez2VD/DJvNRlMv8fkOxx2sUCgSucKziMXIyAgO33322Wfl28pTajDLd5nlOwKBAHz3ySefHDp0qLOzcyAGvb29u3fvxo9HaWlp2blzZ19fH/bAvr6+wcHBt99+e4P2HcSjkMlknU5HpVLLt5VrNBoIvjOZTCnZdzQaDQ0fIRAIZWVlKR2eDN/RaDR4+VssFjCjEhXw3AjfwfIF1i9fvq0c/TMu3z377LMworL+is3CxMQEym5fffXVV199hX5eW1v7+OOPs3yXLC493x0+fLi/v38sBiMjIwcOHAgGgzjttLW17d69e3R0FHvg6Ojo+Pj4X//6143zHazfCQQCmUwGmfAqlYrNZq+7fkelUnk8nt1ux4/Lk8vldrsdWBVnN3y+IxAIEonEYrFgz0UkEmEGFPvz05vPgldaIpFgs+uFQiE6PUTW4zuLxZKoca1Wy+Pxku/MNY7x8XEs2UXx3SeffJLlu2Rxifnuo48+Ghsb0+l0sVnHZrO5tbXV4/HgtFNdXR0KhaxWK/ZACIH+/e9/v3G+Q/2zXC7XYrGYTCZoLVE8CoIghYWFOp3OZrNhvQc41wFWPK1WK6RqxN0Nh+/y8/MtFksibcSCggKTyRRl6IF9lyrfkclku92OJTvws2Pn9bF8NzU19fzzz8OIcjqdiRo3Go2QypJFMpidncWZz3755Zc4pnRcUCiU5IPPs3yXMrB8t2PHDrfbvT0GgUBgYGDA7/fjtFNXV9fd3V1RUYE9sKKiorq6GuKNN4vvojofy3fw2EMwilAoTOmMCIIQiUSRSITSVlTjcfmOQCDodDqz2bzuDxSLxWazGV0gS3s+y+FwsFnlJSUlCoUCu0Ms3+3cufP2229/+OGHH3r4oY6ODqPRaLfbXS4Xak3w+fzybeVDQ0MtLS02m81kMoGnksVieTweVAvE6XSC6zYnJ8dsNqN6JG63m8vlIhedCS6XC92uVCrhFCKRCN3ucrnQ1UaBQIBuh69AKIVCocBJ0e1wzYlEYvm2cvTULpcLvV8ymQx7CtQbIxKJUNERp9NptVrhFZiXl+d0OuEUTqezfFs53EQqlYo9tcfjQV0iarUamjIajbt27Xruueeee+65Z5999plnnnn55ZdfeumlH/3oR88++yxsj0QiDofDnRxcLlcoFAoEAkkOgyzfpQyU7z799NNbb711dHR0KgaRSOTQoUPrxt/t378/EolEHTg9Pf23v/0tc3xnMBhQ76dQKDQajVFP/gYB3k90SYtGo6F8BzZgcXGxxWJJnlghcxaGEIFAeOaZZ9Jbv9NoNMA7JBLJYrFEKcdFGeNKpXJ1dXV8fLynp6e3t5fP55MugogRbiORSDabTSKRxG7HAt0OwT3rbkf7RiAQsNuTOUWSp173FEmeGqdL6CmwpyYSiQQMtFqtXC5H/+Tz+Xa7HT+nMwrgJce/9SiuKr7bt28f9POOO+7I3Fmw9t3MzIzdbo+VFfB4PH19fT6fD6ed2tracDjs8/mwB3q93oqKio3bd7/5zW8SXWqYewoEAohv2NzkWQCbzVYoFBCVVlRUpNVq+/v7A4EAh8MRiUQqlSpVBzGCIMXFxWq1ms/npzGfBYDfBkEQuVweG+Hs8XiwDKhWq/fu3TsxMQEOJZyrpNFowEzLIg2UlZVh33wFBQVofneSuHbns3Nzc3/5y1/efvvtQ4cOZe4sWPsukb9ieHg4Gf/s4uLiyMhIlKNjYmLi7bff/vLLLzfCd++8887IyEhtbW0jBqFQqLm5eWZmZnR0tKqqSi6XczgcNptdjEFpaSnoFYrFYolEUpYY2N1KSkqwjbBYLB6Pp1KpampqIpHI3Nzc2bNnb7nlFpCTEQgEJSUl4hQhEAh0Ot3AwMAf/vCHTz75RKfTpXHvOBwOqIfFfpWfn69QKAQCAYRnC4XCoaGhubm5/v7+wcFBnIiTrH92I1AoFFhxTCaTmeqdvXb9FXa7fXx8fHp6Gt+w2iBQvlsXi4uLOO3ceOONOMf+85//rKurS1XUID8/H/gOBy+88AJ4gSGVbXx8fOIipqenKysr5XK5QqFQKBRSqVSSGFKpVHERNTU1MzMzaDtwFyYnJ8fGxqampl5//fW1tbXPP/+8uroaIgHTg0KhMJlML7300hdffDE6Ohrl6kkGNpttamqqq6srVt7WarW2trbCK2dwcNDr9Y6NjUF4UJbvMgeVSoV1SbFYrFSL71y7fKfX60OhUGtr6yaKZ8QF5HutiwfOP5CoBa1WC5NWHITD4dLSUgqFQk0OFApFKpVOTU3hN/vss88Gg8FgMFhXV9fY2Lhz586RkZHh4eHBwUEw/erq6kKhUENDQ319faLyCDk5OU1NTQ0NDaFQqK6uDrhyaGhoeHh4bGxs165ddXV1dXV1wWAwFAqBqtI//vGP5uZmkHJJDxaLxePx/PznP//nP/9ZWVmZRu0FOp1Oo9ESlS+gUqlkMhm0c2Afg8EwMTGR5bvMQSQSYa9eQUFBqrUMr12+MxqNLS0tnZ2d+BKmcUGhUFwuV0VFhR8XPp+vsrLy0Ucffejhh6677rp9+/bt27dv//79+/fvRz8AVldXl5eXEy1U2e32O+64Y3V1FY7CtgPYvXu3QqHo6OiYm5ubSQ5zc3Pd3d0mkymqKWz3Dhw4EDXLttvtGo0G1R3QaDSoZLTNZkvUf3DGQc6jTqfDtqDX66NCqM6dO7e2tvbuu+/GdaGkBNJF/+wmluDDgVarzfLdFY4s36XDdwUFBcvLy+3t7a1JoL6+PhnJfLFYnEg4JBAI4EcjA8hkMovFiq09FhcsFis9Ub9M47v/57tra2vvvf8eJHtspClSBvTvcKDT6bJ8d4Ujy3edqYYsIghCIpHw0/vTAIVCScS8fr+/sbFxc093xQL47v33319cXJybm4tEIna7vXxbOeSQmc1mq9Vavq08mQiVLN9dZYBCl+ifZDI5GRVYLK51vmttbe3s7JyYmAiHw0B/XV1dXV1dnZ2dbW1t7e3tExMTUFkCeywEZG56l1D5jSj4/f6Ni49uFaB8Nzg4qFKp7v7W3UtLS0qlksPhNDc3Ly0tNTc379y5c35+ft1EhSzfXWVQq9WoIguCIGw2G0dqMC6udb5ramrq7e1dWVlZWFjo7e31eDygSWm329va2mZmZhYWFiYnJ0kxikOZqBtZXFwcN57oGuS7f/zjH319fQiC9Pb2zszMIAjCZDLn5uZCoZBGo6FSqYODg3v27MGfkmf57ipDNh4lfQDfNTc39/X1CYVCGo1WUlJiMBhKSkoYDAbIItFoNAaDMT4+Hst3paWlaB7PZoFAIECYW9T2a5Dv/u///b979+6tqqoaGhqamppCECQYDEYiEafTaTKZ5HI5m80+c+YMmoQUF6QN69+lhK3Id4lc6lcmsnyXPlC+6+/vRx8bLpfb09Nz/fXXo3Yyi8WamJiI5TsQLMxEx1QqFSp+C7gG+e69996bn5+XSCT9/f1g31kslpWVFYfDoVar8/PzdTrdf/7Xf+LryAPfZe27RBCJRFVVVah28ZUPpVKJLVbHYrFSrTyX5bvm/v5+jUZTUFBgt9tVKhWDwaDRaEKh0OFwQGR/JBKJ5TsEQVAp2k0HLMyjP9/pdF6Z/goajdbb24smjaOg0+lxc6pkMllzczO+JBTw3QcffNDb24sgCAT6IQhCIBDm5+e7u7u5XC6LxVpeXp6fn8dv6qrku5ycnNzc3I2XKhUKhc3NzbH3biMg4QL2gTxWdCOFQoEgx2SyBuVyOdaiLyoqSjWf7Frnu8bGxs7OzsOHDx88eLCnp6exsRENr21vb19aWjp06NDw8HBcvgMNogx1j8FgOBwOrVYrk8lGR0d7enoydKK0kZeXd+LEiaNHj2KjbYhEol6vR+VbsLmiRCJRp9OdOXPmxhtvxLmzKN8dPHhwaGjo5MmTc3NzHo9HIpGYzebR0dHh4eGpqalwOLxugN5VNp9ls9kqlUqr1dpstkAgUFVVVVJSUlFR0dbW1oIBREFBqZPu7m673R6V6ieRSAwGw+LiYl9fX2lpKSQFyuVynEpPUOXSZrNFVX2ChAexWKxSqcLh8Ojo6AgGw8PDw8PD8HlsbCwQCLjd7v7+/r6L6O/vr62thfpQsJSEfwXIZDL2SSQQCKnGVF3rfNfU1NTR0bF79+7rrrvuwIEDN99883XXXbd///5Dhw7dcMMNe/bs2b179+DgYFy+QxBEp9NlVJ67qKiorKzMbrenKoyeaXA4nB07dszNzbFYLBaLBWYC1LVBBdBLSkpqampgxkEkErVaLYPBKC4u3rVrVyQSSZRUj/pnGxsb7XY71DMTi8VlZWWQqVpSUiIUCrFKG4lwif0VarV6eHi4p6cHJ0gibb6j0+lOp3P79u19fX1tbW2NjY1tbW2VlZV9fX3d3d3hcBgiChobG7dv3155EX6/32w2K5VKrVYLpTi1Wq1SqVxeXr711lvn5+cHBwcnJiaGhoa6urqampqaE6CxsXFlZWXXrl0NDQ3oRtDTBzrbv3//3r17x8bGBgcHBwYGuru7e3p6oFYBaCiMj48vLCzMz89XV1ejaTMWi8Xr9QaDwXA43N7e7vV6Qagqc7jW+a65ubmjo2N8fHx0dHRoaGh2dnZwcLCvry8SiUxOTnZ3d09MTCSy75CL+kWZ6+SVCQqFMjMz09TUhJJOYWFhT09PXPF3hUIBCRVo5BSFQunq6hofH4+7WI6u34Hk8kZwieezNpttZWVlx44dOD1Pm++ArbxeLwjJGY1GsVgsk8lQiQSRSOT3+9vb23t6esB66u3t7e7u7u3tHRwcbGlpMZlMOp0uFApNTU3t2LFjZGRkYGCgvb0dao3CWYhEYpQSFIBOp09PT8OLP5GOU15eHrADhUJRq9U6nQ7k7fLy8qC+EkjmNTQ0hMPhjo6Ojo6O9vZ2KHUyMzMzPz/vcDjwq7nDRBj9k0AgpDqvz/Jdc0dHB2Stj4yMzM3NDQ8PDwwMTE5OTk1N9fb2RiKRoaGhRHyHIAiLxdJoNDg7XGUgk8lHjx5dXl7GDjWRSGS32xNJ4wWDQa/Xi12godFoN9xww4EDB2IpD/ju3XffxR/6yeAS23crKytvv/32H//4R5xF9PT4jkwmo0W+odgYVDLDwmq1qlQquVwujQFspFKpAoFgdHTUaDRSqVQGgyGVSnU6XWtra1NTUyAQUKlUaP3MWIyPj8dVEiIQCPn5+VKptLa2NhQKQWkxuVwukUgoFEphYaHX6wUJfiKRmJOTw+fzZTIZ2jeYDovFYq/XC0XRcK5D1j+bPjaL7xAE4XA4er0+DZm2rYiampoTJ05gTZjS0lJYSoN1oqj9S0pKysrK6HS62+3G3lCpVHry5MnY8YTy3cb9mJeY744fPw4j3/7v1bixSI/vpFJpKBRis9lMJtNsNtPp9Nx4wGmBw+H4/f6pqamoC04kEqlUqkQiqa+vn5iYgBBUSGjB/jOZTFNTUwcOHHA4HDabLerb+vr6ycnJhoYGiURCp9OjHgTQH06k4I+itLTUbDbjk1GUf5bJZF6j/lkCgcBkMiEGuLi4OBlraxP5Drk4sQXx1ST7vEUhEAi0Wi1aC1WpVAaDQVg2lslksUvOPB4P7D6tVhuJRNCS2wKBACQ5o/ZH57MikYjw70i1q5eG7wgEApvNFovFR44cefPNN3/zm9/gOA3T4DsQcK+vr0cQxO12p3EdmExmfX39gQMHFhcX8ctXokxNjAHOdi6Xi2rHx0IikZhMpnWDVeVyORSuxdkna98hFApFoVD4fD6tVltaWgq1EbxeL7aOQVzgr99NTExEIpGuri789TsscnJyxGKxw+EQi8WpSm9uOSiVysLCQoVCwefzJRJJZ2dnXLIDgEOwoaFBpVLBcieTycSW+8IC+O6jjz7as2eP0+n0eDwej8ftdgcCAXjmk0em1+8KCgqkUqnT6VSr1aWlpUwmk8Fg4EtAp8F3FAolFArBoEov5FOv15vN5qWlpdnZWZyRzOPxUpVXAkCN9kTfslgsq9Wq1+vxmVooFEKWNM4+1zrficVim80W13eZn59vs9lwVtZQ/2w4HF5eXt67d+/KysqBAweWl5cXFxdXV1dXV1cXFxeXl5dHRkaSX54Dkwf86yqVKr0BtCXQ3t6OjvJAIHD99dcnWjwWCoWHDx+GzEcajdbV1YXzGkfjUUZHR6O+wi/hFgsSifTiiy+u4RaETQ/w2Fit1kSlbxMhDb7zeDwDAwMMBkMul6ehBU8ikZRKpd/vX1xcnJ2dxdlTq9Xix28nQl5eHk46OZVKdblcZrMZ36VOIpF8Pl9PTw/OU39N632CZC4+E0FGatx9sHoBXV1d3d3dXTHo7u7u7u72er1p/BCQPheJRPfff/8LL7zwyCOP4Cc/bS1AeQe1Wl1SUiISiQQCgUqluv7662MlXnQ6XWdnp0ql0ul0QqFQIBC0trYmMu4QTP7s4OAggiBEIrG4uDgUCvX09ExOTiZZzJDFYiPrdgoAACAASURBVPH5fL1ef9993zlx4kSqKhr4UCgUDocDZvSpIg2+a2lpAT399FTphUKhSqXavn376urq/Pw8ft/Su1Aw4070tFKpVJPJ5HQ68R9VIpHodrt37tyJ46cSCoVYxqfT6anmsG9VvuPxeEmGVhcWFsa1Jjaif5cSoB72V199NTQ0pFar9fFgMpnQha0tAYPBAKFSGo0GJa9wOHzvf9yLpfW2trZHHnkEdiAQCGq1Gj7bbLZEQRso3/X29lIoFI1GU11d7fP5TCbT8PDwrl278EMQeDyeyWQyGAwajWbjiqFRgJDpNKpQokiD77Zv3w6XC6eMN4/HMxqN2BFlNpvhRDwer3xbeTAYPHjwYHt7e6IWqFTqRqxglUqV6HVOpVLNZrPD4Vh3klRXV9fW1pZMZGXauGx8x2Aw4l6gZPiORqNh/dagloGjqSmXy2Ptgij9OzKZDCrnUaBSqSQSKSrwJ3mg9Ss+/PDDpqYmDofDjwGPxwMvfhrtXxaUlpYmCj3p7Ow8ffp0Y2OjVCptbW09fvx43N/FYrGCwWDckY3GGw8NDSkUCvDBAccRCISRkZFEqSYUCgUcfBlK8iMQCCqVaoNe41T5jkAghEIhh8PBZrPLysoMBoPf7/f8O/x+v1KpLC4uxg4qgUAgl8t9Pp/b7a6qqrJarfv27ausrEx0ooKCgo28+FUqFU5IvFarbWxsXNfT4vF4bDZbRl/8l4fv1Go1FNzy+XxRVyEZvlMoFNiFBhKJtLKycu9/3Hv3t+4Oh8Oxwz0nJ8dqtUadCOU7k8nEYDBsNpslHoxGY3V19fbt25uamng8Hs6PiguU7z744AMcRissLMTxcCV/rs0CzllycnKam5sT7UMikQYHB/v7+1dWVqamptra2hK1o1ar476iUH3jo0ePcrnc4uJi7BQGKoHFDgwOh2O1WjOa66LX66N0HNJAqnxHp9ObmpoUCoXZbIbg3pTuF/qtUChcXl7GKTUN690p/RYs8PlOLpePjIys24her/d4PDhPGYvFwrqDqFRqqguaGec7lUoFnjWfz+fxeMBxWVNTYzabdTpdLOuvy3ckEiluJ1Qq1de//vWOjo6jR4+eOXMmyqCD6nnYLej6XSgU0mq1OFa02+32+/1QLgvnx8cFynfvv/8+znyBzWZvhO/kcrnf74+Kikr7n8fjwanZlp+fX11djdMZs9l88ODBhx9++MYbb8Q3tZxOZ+yzivpnjxw5giCI3W6PypEcHh6OCm4oKioq31ae0XlQYWHhphjgqfKdQqFob2+HBy+NSBRsO/Pz8zgr0Znmu+Hh4XUbUSqVVVVVOKsQarUa66+4EvU+iUQinU6HzDjslBBmdrExuuvyHZlMjqulLhQKb7rppt7e3q9//ev33fedqMVdyILAbgG+a2lp6erqgjNCPrb8IpRKJTyu11133YMPPVi+rRwb65gksPZd5vjO4XBwudzY2Kj0QKFQKioqcH5R+bZynKXV+vr6wcHBm2++eWxszO/347QTN4gBjb9bWFjQ6/UDAwPnHzyPlfHo7u7GXkkQ5soo2SEIYjQaNyW1M1W+02q1zc3NFArFbrdvhO/kcjnU8020w5XAdwaDwePx4PDdlolHSZ6G1+U7kUgUu/CnVCrvvPPOV1555ezZs3GfVbRcPLZLwHcdHR0KhaKsrAyW3lEZCZlMptPpcnNzR0dHb7zxRpfLdcXyndVq3VwVM/zqHIWFhYkGjc/nO378eH9/v8/nGxwcPH78eKIZB8TuxW5H9T7379/v9/tHRkbuuvsu7B2HgrDon5mWbEAQpLCwEMdXkBJS5TuNRtPS0gIF3q56voPCvjhT1C3AdxQKhcPheDyeJO/Wunyn0+millE4HM79998/PDyMM3sikUhR0Vso37W3t5tMprgzuJycHLVavWfPnvvu+47T6byS+W4TF+kJBILb7cbfRyaTwRIqOHlgo0gkuvtbdzudTrC28vLypqenb731VnQlAd2ZSqUmYhDguw8//PDUqVMEAsFms0XZbn19faipXlBQsFlMhAOtVrvxlTtAGvZdS0vLtWPfeb1eHPtuC+h9lpSUuN3uhoaGJM+xLt9BEgV2i0AgeOGFF9ClcY1Gc+bMmajnH8e+A76LGzBJIpHMZnMwGIQovFSDS5Grl+8QBAE1NEhcZ7PZVCp1YGAg9rUxPj6+urqKIIharYa09tLSUrVanSgFBZ3P3nTTTeCswD5IYrG4t7cXXRhRKBRpOJFSApFIxB/0KSFVvlOr1a2trRu37y77+l0y/gqVSlVZWYnDdzKZbAvofZLJZJvNtln2XWwnxGLxhQsXTp06tX//fgRBCATC+Ph4Z2cndp+ioqIo0zdJvrPZbEqlUqFQ+P3+LN9hYTKZwuEwrMDqdLrR0dFEOZJut3t+fp7FYsEYqKiowPGHoPEofX19ZWVlfD7fYDCAiUcmkzs7O7HS9sn0c4NgsVibWKgkVb6j0Witra2QsUMikUBbKY3QKA6Hs7y8jLOcmmm+GxoaWrcRvV7v9XpTeoGl+g64FHxHJBItFstm8V1OTo7T6cRuUSgU999/P4VCOXr06MrKCovFmpycbG5uxu6jVCqjxlmSfGe1WnU6HcQ9bYTvMuqfvfR8V1paKhQKeTyeRCLJzc0NhULBYDBRdD6Hw+nu7q6qqkIQJD8/X6lUqlSqRMMaW5+MSCRKpVKlUun1egOBQCgUGhwcRJU2aDTaJQhaVCqVG1emQpFe/F35tnIOhwPSSSCaFCthkuifzWYDqaV9+/bhONYzF39HvCh5va5Pyev12my2jEp+ZpzvBAKBw+HYxPksgiByuRwb4w4EhyAIgUBobm6+6aabFhYWsMcCbUVd7izfJQI+31EolOLiYnQZRSKR9PT0QPixWq2OpTw6nQ4/DSRt0ZgehULB4XBi9bjR/Fk0n0yj0TQ0NHR0dAwODmLDryBpbIM/dl2oVKpNfALTyK8AUTkmk4mOHxKJVFhYWFhYWJAErFYrqH4uLy/DJY0LMplsNpvTnjJHraxhAWu1drt9XbO0tra2qakJZzfsYjGCIEQiMVVhjozzHdQ5DAQCm2XfIRczVJK/N0qlMjYH6BLz3VUznw0Gg1GFctBbVlxcHDv1Q19OdDpdo9Ggb53CwsKFhYXYE6H2XXd3d9RXUa4Jr9fb09Pj8Xi8CeDz+fx+f6olDqIAiv84Z0EBEr74raXBd4ODgxUVFXK5PL0RAoFfLpdrdXV1YWEBZ0+tVpteBh6JRELzC2ORZD4ZiURyu93Ly8s4KdIqlSrKX3GF6gUYDIZN5DsEQdhsdpJLlQUFBTj5s8B3UGA7dh8ikWi327P2HRZcLve++74zMDCA3cjn861Wa6wvFbmYTA6q7tgxMDAwcMcdd8QmDwHfffrpp3feeWdHR0dnZ2dnZ2c4HO7p6bnhhhu6u7tB36G9vf3mm2/+wQ9+8MD5B9B/5x88j/18/sHzDz380OLiYjgcjhWDWBdw0q997WuPPPII2mDUKbCfH3r4oXPfPTc1NYWjbZkG33m93uHhYVDfSkOkAAxkn8+3vLw8NzeHs6darU5v5p6Xl4dD9FQq1e12m0wm/PksmUz2er3d3d04T/0WiEfJzc0tLS3FSWSJQkr6KOsuJEP2OI4+CvCdTqdzu92xLygmkwm1TrJ8h4VUKt23bx/WIiaRSE1NTVVVVXGTH81mc09PDza2PBAI7NmzJ26kFfDdlgbOQlgafEej0Wpra0E6OL31Sq1W63a7l5aWZmZmcFS4YbSn0T6NRsP5yUwms3xbuU6nw7d4iouL7Xb7ltdzh58RCoWSPEdK+nclJSV2u53P50fNWQgEAiQAGQyGRFa0Xq8PhUKhUCgcDkulUli/wCZj+/1+uJpZ+y4Wer1+aWkJ1r9JJJJWqwVJBYPBgL1K+fn5JpNJKBTm5eWpVCp4wzc2Nu7cuTOR4sBVwHc4Nzo9PXej0QhPkMvlSiOTpKioqKen5+DBg7t27cJZ8CKTyQ6Ho7CwEFRLsWAwGEVFRUwms6ioKGo7iDLhpFqKRCKXywXqhziQyWRXib7x5vpno0AikXQ6ndVq1Wg0RqPRaDSq1WqolYmvNFu+rRyKY7a1teFXHdZoNBqNxu12byTeONN8t7mqEvj5FQC1Wn3PvfdMT0+r1WrsnSorK7PZbFCc1GQyoZO7vLw8jUazsrJy55134rw5gO/+9a9/PXD+gT179qyuru67iNXV1T179px/8Pzf//73tbW1N954A2pm7sNg7969Bw4c+MlPfgKD8IknnsC2kDmsrq4+99xzGeI7iUQSCoVYLBaDwTCbzWmofpLJZKvVOjk5GWsh5ufny2SyioqKsbGx2tpaWNuxYWC1Wh0Ox549e86ePetyuWDhAgAFMysrK4eGhqqqqmQyGZ/Pj2Jkl8vlcrnWrV8Bsu/4BuyW0fvc9PW7KBAIBD6fD0WIBQJBMg612dnZP/3pT3/+85/37dvHZDJHRkba29tb/x1QyXj37t179uy54YYb0hBcvGT5sxuvXoiCRCIluf6g1Wpvvvnm2DEKa6axi0E6ne7AgQP4r3q0Xo/Vao0rddfV1fW9731vbW3tuuuuizs7o9FofX19MAinpqaS+SGbguuvvz5DfEcmk30+H4QcFxUVicVio9Ho8XgqkkZVVRWTyRQIBLt27aqsrCwsLCSTyVAIweFwQJn54uJinCeuq6srkTwymUwuKSmpq6urq6srLi42GAxOp7OkpIRMJlMoFIPBoFQq2Ww2zACwYmt0Oh3KNvp8vtbWVqPRiP+IbQF9lOLiYpvNlnzlgY3UJxMIBMnrne7btw/6+Y1vfIPH4wUCAZ/PF+t0c7vdUMti586dqQZzI5fKvpNKpQ6HQ6/XGzYDVqs1KsIRBzCCk9yZQqGs+9pD+Y7D4TCZTCw5gjRAMBj87/++f21tbX5+nkgkYmtTEAgEpVKZm5sbDAbh5i4uLibZt43jlltuyRDfIQgCs5bKykqbzSYSiWA2A8aX2WyOK2VmsVggoaV8WzlMgGQyWWNj49LS0tLS0sDAQGNjYyQSGR0ddbvdYrGYw+HweDyoaI6FUCjUaDQHDx5cWFgQi8Wx3/L5fCaT6fF4GhoaeDxeWVkZxOf39/f39fWBpd/f3z86Ojo8PAwFuQcGBgYHB7u6uiwWi0ajMZvNTU1NlZWV6alGJ4+M8x3UKgwGg0meYyN8JxaLcYTCo7Bnzx7o5yOPPIKvWKtSqVQq1QbzZzPKdwiCUKnUuDX60sNGUpc2CDSfDPJzoZI0mUwmk8kajQacfQ8+9ODa2try8jKCIBwOBxvTB4muDQ0NVxnf5ebmWq1WpVI5NDQ0Nzc3MzMzNjYWCoU6OzuhtHZc9Pf3d3V1wTp1Q0NDS0uLXq+nUqn9/f3Hjh07cOAAiIm6XC6fz1eZABUVFXa7va+vb3h4GIIo0Xlu+bZyMBR6enoWFxcbGhpqa2tra2urq6tbW1unpqampqZmZ2enp6cjkcjCwsLc3NwEBpFIZHp6enJycmhoCGyLTBe6ukTz2eTTejfCdyKRKNEqeCxQvnv44Yfxy5SA1XMl+yuuJsTW23Y6na2trWgknd/vx/IdgiCFhYU5OTk5OTmoUEpjY+NVxncIgnC5XKvVarFYXC6X2+3WarUkEkkikdTU1GxPgNraWrlcTsIAKo1UVFScPXt2YGCAx+NJpVKZTAYCaIlgNBqdTmcgEICEDQCYjWq1WiaTGQyGnp6e0dHRkZGRkZGRsbGxcDjsvgin0+lyuSDOweVyOTGA6rRVVVUej2fdyZlAIMBGCNLp9FRrwlwi/TuPx4PVv6PRaHw+v7q6OtbuS5Xv4GXV3d0dDAZBRL+xsfGuu++6+1t3f+vb37r7W3ff/a279+zZE3sgyncvvPACvlW4KXyX0fW7qwmofYfynUwmq62tRVN0YvkOicmjRPlu165dl6znhw8fzijfAQgEAjDXRhpBEKS4uLi1tXVzR10iRUUSiYQ6MUgxSH4ysQXijZVK5fbt2yORSCAQQO3VgoICuVyu1+tj431S5TsGgzE9Pe33+10ul16vl0gkpaWlwWCwo6PjnnvvCYfD7e3tp0+fjl35RvnunXfewa9UkuW7S4kovsvLy1MqlRBrCWPd5/Nh+Y5MJqvVapApRYO8UL7DcmKmcfTo0UvAd5sIsVjc1NS0ruf0ysHWiEchEAj4YYRYpMp3BAKhqakJSs0qFAp0KYdIJKK+ubm5udimUL77+9//fgn4LjufTRIo33E4HFizQ22Z4uJiKKZ+/sHza2trO3fuRBDEaDSiNzc/Px98SnV1dXBzT58+LZFIzP+OmpqaQCAASlabApPJpFar//M//2Nr8d2Ww9bgOwRBjEZjhuJRqFRqd3d3R0cHeKBQdx6RSPz2Pd9uampyuVxnz56Ntf+z9t2VCeC7d955B4qBRQ2b0tLSjo6O+++/f21tbWlpiUqlRikU0Ol0Ho/X1NQEN3ffvn0QFYGF3W5XKpWxteg2iNtuuy3LdxlFLN9dcXqfAoGgfFt5hvIrAE6nc2JiQiQSoccCTCbTsWPHjhw5ElfhHeW7v/3tb1m+u3IAfPfJJ58sLS1B6Jb6IkCI8NChQ6+99tra2tpDDz/kdrvlcrkaA4VC4XK5vv71r8PNBRswClKpdBPDFVGg89m42hOALN9tBEql8krnO1iqA+2zZJAq3+Xm5tbU1HA4HMjRk0gkbDbb7/dDinJFRUUoFIob4Jq1765MoPooFouFSqUWFhYWYZCfny8UCiGT4eTJk2QymcFgFBQUoDswGAwKhTI2NgY3N65/NpEqskgkghvNZrNZLFZBQUFKcTkLCwtvvfXWb37zG5xbmeW7jQDr90Auum5SamHLz2cJBEJ7e3sgEODz+RKJRCKR3HzzzXfdfVd/f//g4GBfX9/Q0FDc6L9LvH6Hz3ex5dOuWaB8NzAwYLFYrFarFgO9Xm+327/5zW++8847u3fvVqlUOp3O6XTqdDrYQa1Wl28rR1Mdkue7/Pz84eHhe+695/Dhw7fddltzc7NGo7FYLG63O8mAao1GMzo62tvbm0j3FMny3eVGxvmOTCazWKxNrNcTC6lUeuONN/b19aF8l0x48yW273D8FQaDoa6uzul0bmLO/9bFo48+Cvfl3Llzbrfb5/NxOBwul8vlcjkcTmlpaUNDg9PpnJ2dFQqFIO7W0dHB5/NhHzabHQqF0EaS5zuFQlFTU1NfX19WVlZfX79z585IJDI1NbVjx47W1lYcUTYUWq12fHx8YGAAp15alu82gsLCQmwdPgqFkmodpYzznVgsDgQCUerqOEhDL2Dfvn2nT5+uqqqCJbzrr78+Jb57/vnn8QtpZ5TvVCoVSEUGg0G3272FggMyhOHh4ZMnT95333dOnTpVUlISqxKu1Wp1Ol11dTU6tYkSX9PpdOe+ey5VvjMajdiaMkQisaysrHxbudfrXVlZCYfD27dvx++5TqebmJgYHBzM8l2GEFuf7IqLv0MuqgRnyL5js9k7d+7k8Xh0Ol0ikUil0u7u7kgksq5eCDa/Al/WFSZKHo8n1WBuAM58VqFQBAIBKJVtNBrr6upcLtfmKp1sUWg0mmPHjikUiijDikgk6nQ6hUJhNBrRgOSoQWkymc6dS43vyGRyZWVlR0dH3M7YbLahoaFktIuzfJdRbJl4FJPJlCG+o1Ao1dXVwESlpaUSiUSv1992220PP/zw/v37ceL+UL67777vlJWV4ciKmUwmcH3gm4FxQSQSE/GdWCyuq6vDCjxYLJb6+nqn05nRkiVbAuBjlclkVVVV4JnVaDSQ9gcSx9XV1d3d3cCGzc3NOp0O9mGz2SaT6Qc/+EFKfFdUVHTixIlES6hUKnV4eHjdqt5Zvss0tgDflZaWer3exsbGJM+RxvqdTqebnp5uaWlRqVSoK/Yb3/jGkSNHGhoa7rzzzrGxsdijUL576623Xn755R//+MdPP/30D/8dTz/99FNPPfXyyy+//PLLP//5z3/6058+9dRT2G/RQ2KP/eEPf/jUU08988wzn376aSzfFRcXNzQ0oDcPdTNZrdZgMOjxeDKdOH2Fw+VyfeMb36DRaAKBQCKRiMXisrIyEM+AJHaRSAQKQgiCsNlsqN1VVlZWWFhoMpkeeeSRlPiORCItLy9jnyVsQo5MJhsYGFjX7s7yXaaxBfiOSqUKBAKfz5c5f4VKpbJarVQqVSKRoJmwp06dOnDgwMzMzIMPPRhXtwvVg7o0+Pjjj1HNaw6H4/F40OJ4vb29u3fvRp16Pp/PZrM5HI7kdZa2LhKNCpvNdvLkydiIECqVimpVUSgUtVoNG7H7pDGfRRAEpwR4KBRyu93rhj5k+S7TUKvV2DV0NpudqsD9JconS76cWHr6KDQajUKhlJaWlpWVUSiUqampn/3sZ+e+e250dDTR2tyuXbv+gcEHH3zwjwT44IMPUv0W3fLhhx9++umnn3322Z///GeYXDOZTLvdTqFQUOG20dHRU6dOwRNIIpGcTiekAHu93quP8ohEIplMlslkdru9urp6YmIi7l0u31Z+2223KZVKrJQDiPRWVlaiWzgcjlqtjlInNZlMqCh8Sv5Zt9tNJpOjeI1EIt16663JBJBe4XyXk5MT++uiQCKRamtrkwziJZPJRCIRpyDGpiMvLw+71JOTk4OvYR6LLR9/hyCIUqlsaGhwuVxisVgikTQ1Na2uruJUOwfAxcooCgoKWCzWwMDAysoK6lciEolarZZKpRYUFIB5giAIehdBXEyv13s8nnA47HA44mr8po28vDw2m11QUABxvBwOJ416COmBQCCIRKLybeU+n08oFFKpVLFYvGvXrrguaeA7mUyGXjcWi6XVahkMRlRpmOLi4pGREaxpZjQa0+A7BEHYbLbP5wOpJbFYDNlscrk8tnhxXFwWvisoKODz+eDYEYlEIAEJio1qtVoul5eWlpaWlrpcrurqapfLVb6tHNJUFAoFTIxUKpVMJlMqlZWVlU6n88SJE/39/SCtJpVKy8rKysrKZDKZAgO5XA5CT1DxCspTQBl1mUwm+ncIhUI2m02lUi+jqCKKjPOdTCYD8b8kz5FGvHF+fj4Mx5KSEqlU6vf7d+/evWPHjpmZmZmZmdtuu216ejrJs2cCtbW1Y2NjWNpCKY/JZKI+XyKRuLS01NzcjO5pMBi6u7udTufGX6EGgwFCZ2+++eb777//vvu+c+7cuXvuvQckZLRardlsTq/2aPIgEAgCgQBrX9Dp9EgkEncWabPZbrvtNnh+qFQqBBLDlYkthdXY2Gg0GhUKBTxRNpstjXgULIqKihQKhVartVgshqRLEVxivistLbVYLNXV1fCyl8lkZWVlcrm8pKSEexFCoRBuvV6vz83NJZPJVCpVLpcDZ8nl8vr6+mAwKBaLvV6v0+mk0+krKytgOqjV6oaGBqh+GQwGpVIp8KlYLBYKhfCWcjqdTCaztLQUeI3L5ZaUlMBbquwigFiVSmUoFNq7d+/AwIBcLqfT6RuXtEoDGec7CoXC4/G8Xm/m7Du0ZZFIJJPJIDCFy+Xa7faTJ0/+5Cc/GR0dTaadDKGxsXFycjLKiiGRSKD84fP5fD4fn89fXl4+c+ZMlJ610Wjs7Oy0Wq08Ho/P5/NSBJfLFYlEO3bsqKqqWlpaev311x84/8BLL73005/+9Gtf+9rQ0FBHR8fAwEA4HB4aGjpy5EggEABR75TA5/M5HE6i+0skEsVicVwrtaCgYHJyMi7f2e32e+69p7Ozc2VlBfwSxcXFdDqdQCC0tLQIhUIej1dcXAzMUl9fL5FIQIM3FAp1d3c//vjjG+E7FCkZ15eS72BUcDgcr9cLnCIQCAoLC1ksFphjUqkUrDNQSzeZTBaLBQpaReWrBAKBYDDY1dVVWFjo9/v7+vpKSkpAtx21anNyckwmE8gX19TU9Pf3Ly4u9vX1zczMgFSHw+EwmUxyuRzcSpDYV1BQgK5KU6nUnJwcJpPJYrGkUunc3Nzq6ios7CT/qyUSCbYoSmFhYfL6vmg3LsV8NsqN4vV6JRIJj8eLXW5Mj++YTKZQKJTJZGjIiMPhOHfu3NGjR9cNI8g04vIdgiAkEsnr9d77H/def/3109PTMzMzEJtCIpGCwSB6I+12e2trKwhe6VKEQqEIh8Nf+9rX3G53JBI5fvw4FB7au3fv/v37IbBjfHx8cnJyZGTk4MGDR48ehTr2KZ1FrVb7/f64Iy8/Px/IOu6VweG78m3lLS0tHA4Hario1Wq9Xg/RJ1DFSqfTGY1GcMdrNBq9Xo/uw2azr7vuuk3hu5RwyfjOaDSurq6yWCyTyVRdXQ0SCRMTE5WVlW63G511wryVy+XmxyAvLw8GZE5Ojs/n271797nvnjt79uzS0pLf7+/p6Zmfn9+xY8fs7CxMkhYWFmZnZyORSCQSGR8fv+mmm/77v++fnZ09cuQIGiBJJBLZbLZYLHY4HFarVa/Xo2JZsEoA6g/FxcUUCkWv19tstrKyMp1Ol/wTugX0PvPz88VicX19fUlJCbpaFA6HJyYmamtrBwYGol6hafCdTCbr7Oy02+1lZWUlJSUSieR73/veG2+8MTU1xWKx0Ft7uZCI7xAEodFog4ODx44dW1lZaWtrg43FxcX/9Z3/2r9/P/ypUCja2trSfj45HE5nZ2dHR0dra2tjYyPUkO/u7l5YWPD7/TKZrK2tra2tLRwOt7a2er3e9M7CYrFiX11UKtVkMuG8wAsLC2dmZuLyHVbVLg00Nzfj810m6sJcGr7jcrmtra06nY7FYqFrHTk5ObW1tVKpVKFQqP8dYMRFAV5Rw8PDExMTLS0ty8vLt99++/kHz99///27du1qb2+HKSq0Bi9aWHKl0Wg0Go1IJObm5oZCoT179sDtA7HV7du3g7ZgMBjcvn27Xq/X6XRer3f79u0VFRWBQMDhiN5ULwAAIABJREFUcHi93rGxsW99+1t79+71+XyNjY0dHR1JPqFbIB5FLBa7XK7BwcHybeXoIC4sLMzPz6+srIxNOUiD7/x+fyAQsFgsCoUC9NEef/zx1dXVgYGBiYmJ+fn55NWoMgEcvkMQhEQijY2N3XrrradPn0bVnisqKiD2FfxlNpstba8Ci8VqbW2tqKjYsWPH4uKiwWAIBoPz8/OLi4uzs7N2u72trW1hYaGlpQUE8dM7C4/Hi3LqQV1g/CjCvLy8gYGBuHfZZDKB6klUjDeRSIxdv4sdlEeOHMHhO61Wa7PZWCwWi8Xi8/nFF8Fms0EZhXMRRUVFbDYb/ZPL5WLzN6NwafjOaDS2tLSAcYdeury8PBwRqlgQCASr1VpbW4u+R4uKisLh8O7du++4447FxcWOjg6Xy5Xo9hUVFXV0dBw9ehR+i0AgMBgMNputp6dndnYWavQMDg6GQiGZTAbrdEQikcFguN3u2267bX5+vr6+/vDhw01NTRUVFXfeeWeSHuEtwHeA5LuVBt+ZzeZAIADBd3AsgUCApVkQFCrfVn4ZfUP4fAeYnp5eWFiQSqVYtzKRSKyqqsK/4uuCyWT29vbW1dV99tlnr7zyisvlQks6tLe3t7W17dq16/3337/r7ru6urpQf3GqiOU7KpWazIOdyPoDvmOxWFGK/0QiMbZWpMfjidpy7NgxHL7Ly8vTarUgj/jwww8/cP6B8w+eP//g+QfOP/CjH/1oZWUF/JUajcZkMsHSO2zR6XQ4lUUvDd/Z7fa6ujoEQRwOB4FAoFAoLBZLLpenlOwIc8xYfQrgzcXFxXPfPReJRHbs2NHX1+fxeDwej9vtdjgcNputs7PzlltuGRsbg6p+NBrN6XQ2NDR0dHQoFAowAOl0ulgsDgaDU1NTfX192KA5KGwmkUjQfOT9+/e3tLQk0+3Y/NkrTv8OQRAikWixWDLnrxgaGpqcnPT7/dj8ChQEAmHHjh0bmRxtEMnwXU5OjkqlgvJRMDiA7Fwu1waZmslkDg4OyuXyiYmJ6elpu92OXo3Ozs7Ozk6fzwfVRdra2tLW4Ivluw3CZDLl5+czmcyoUkpEIjE2j9XlckVtQaU3Ub4jkUhRVejodPr8/DyPxyMQCFBWZmhoaH5+vru7G3Ygk8mnT5/2+XxMJhMdPzhT/kvAd1QqNRwOQ+mrUChksVhMJpPD4UipUijEbOHXqKqrq6uvr4crA1vQqxRVLQjcIL29vYmKmtrt9qWlJXSOIhKJoBR3T09PTk4OgUCAurTJPKFlZWXYs1yJ/gqVSlVfX9/e3p7kOdLgOwaDwePxiEQi6AUoFIq+vj54mMPhcCQSOXHixKWMioxCMnyHIAiFQtFqtUQikc/nezweSKTduFnKYrFGR0ch7E6pVFqt1vn5eZTvent7FQoFFHhta2tLm7Oi+C7J2TeRSFQoFHF3NpvNMJfU6/WEi4BDAoEAkUhEtyAIUllZCWWu0C0nT56M4jsKhdLX11dfX49alDQabWFhobu7u6mpqampqbGxcWVl5dSpU4ODg2g3nnzyyddee+3IkSMzMzOwxe12J/o5l4DvIDsYQRCJRKLRaFKNtkX7EAqF8O9RIBBIMoZMr9drtdr+/n6c30UkEpubmysrK+HG6fV6MpnM4XDKysoIBMLIyEggEFi3GCOCINhbjG5JppMoMs53BAKBRqPZ7faM5lcAIB6FzWa73W6Xy+VyuRwOR11d3eHDhy9jokKSfIcgSG5uLlAeJIFuSoASk8ns6elpaWn505/+9NRTT4F9Bz6izs7Opqamffv2vffee8ePH29vb09bczSK74xGYzIqLwUFBdPT04n8sxqNhkKheL1ek8lkMBhMJhNM9isrKyEszmQywVDxer3oFnAX3nTTTbHzWTKZXF9ff+TIkZqaGthisVgCgYD/IjweTyAQwM6g+/v7X3/99Wefffahhx+CLZeX70wmE4Sm63Q6rNJE8qDRaCaTaV09yv7+fpxfioVUKjWbzVEh37GgUql9fX1gnZFIJL1e73a7YbyNjo6q1epUPa3p4dLV274EfCcWi2PtWyhUdoXPZ1FQKJTybeUmk2mz0h6YTGZ3d3dvb+9rr7327Xu+7fV6I5EIXI3W1taWlpY9e/b87Gc/W1paamtr2xS+YzAYSQ6pgoKCqampuM+JxWKB6SeNRqNeBBjpubm56BYgbioGsE9fX1/c9TsajdbX13fTTTeNjIwkIxUZDodffvnlX/7yl4cPH4Ytl5fv0JVKvV6fXtRBXl5eY2PjusbU8PBwMs4rCCP1+XzoIgAOjEZjU1MTfCYQCBBihSDIyMiITqdLZsxwuVzsXcvNzU00iU6EjPMdj8czm821tbVJnmOD9p1UKm1sbDx27Jjf70cpIz2zf7OQEt8hCAI2/2adncfjQSxoRUVFZWVlUVGRSqU6evTomTNnxsbGioqKXC5XZWWlw+HQarWb4p/l8/lJzotx4u9g/a6oqChqZQrWgqN2jnVNoqWvY/0VHA7HZrP5fL7Z2dl1w+Dz8vIsFovNZkPX/nD4TqlUDgwMdHZ24oy3DfId6pvWarXptaNSqTweT9RSZhTy8vKmp6eTVGODiJNkFqykUunw8DB6wQsKCmC8DQ0NlW8rT2bMbAG9AC6XazKZLg3fgSIQn8/v7e195plnvvt/vtvT05PMukBGkSrfbS6KiorcbndBQUFxcTGXywVv2ttvv/3RRx/dfvvtEPNRXFzM4XB0Ol3yZYKjgF05LioqSt6+i0QicaftGo0mc/5ZAJ/P12q1qb5acPiuvb39/IPn77vvOzhDbiN8ZzKZJiYmwKIxGAzpTVnKt5WvmztYUlISV1IoFijfhcPhdXfm8/lNTU3oz2exWMB3IyMjkAqybuDxlolHufTz2ePHjw8PD7vd7h/+8IdnzpxJqZ3NRWNjIzqFTAY5OTloNYYNAsq2jYyMuN1uiFIMBALV1dWQ5h0KhSAKFJauOjs729ra0GIRKZ3FarXW1NSw2Ww+n1++rTyZag8IguTn58/MzEAOQFSDNTU1wMXp+WdvvfVWGIRo8M1mIfZcKNCgvwzVnzWZTHa7HZ7w5AV0o+D3++12O/5oVKlUqH8GH8B3Pp8vGecGlUr1+/3o66qgoACoZ3R0lM/nl5SUrFsvYQvwHYFAyM3NvTT+ChCHgM/nzp07ePDg6OjomTNnLnv+7NLSkkgkoiWHSCTy61//+o033njjjTdevwj0M7o99n/snrDba6+99tvf/vbNN9989dVXf3kRr7766ssvv/zSSy+98sorsOUXv/jFL37xizfeeON3v/tdbPvYU8ftA5zl97///WuvvfbrX//6iSeeSNI7RKVSDx8+/Mtf/vKNi0Dbf/XVV/l8fmFhodFoRMMgICSioqIiJycH3YIgSFVVFWgToVtOnToFg3DPnj3EzUNOTg6OMFSm+U6lUkHuPZFITNsSDwQC62atJs93ubm5BoOhpqYmGb2snJwcyHhDj4Xp+ejoqEAggIwO/Ba2QP1ZlUpVV1eX0XgUFFCvR6FQ3HPvPS+88MKxY8fMZvNlr4Dj9XpnZmZuvPHG3bt371kPu3fvvnDhwtpWxltvvZVk9A+FQvnmN78Zt5F//etfoHhaW1vr9XrBPoW5bUNDA9QX9vv9MHarq6sDgQBsAQMfte/uuOMOq9Xq3iT4/X6cXJ1bbrkFTpohvkOLjlOpVPyKeolQUFDg9XrXPTZ5vqPT6Uajsba21u/3J7N/Q0MDKlaYm5sLPUmJ77ZGvHGm9T4BEI9SWVk5PDx8eX0UKIhE4sDAgNFoNJlM5vUAgRdo7Bjgq6++evXVV59//vmfXsQLL7yA/QyI2oL9ELs9biNR7cdtJG4fsLu9/PLLDzzwQJIlh6hU6qFDh55//vnnn3/+jTfewP7qd999F6uEkSrq6+uhnU2fz+IAdZJkmu9oNFp6fMdmsz0eT6zDJwpp8F2U5GoiQAIZfE6D76hUKtYyJRKJqVZ6uUr0jQFx41EuL4hEYl1dHYPBSF4idP/+/dgn//PPPwexvC0BGo0mlUqTzEvLz8+fmpoqLi6mUqnBYBD7q9977z0ul0ulUqOWAgkEQmzQTOxLHl8fJUO4BPYdCHmSSCRUHDtV+P3+8m3l+KGdGeI7AoFQU1ODJqikwXcbB/US8B2ZTLbZbJd4/e5KEFNFEqyv42Nubg775H/xxReZVuLcXPB4vHUtCACTyZycnITJr81mi7LvOBwOGrKAgkgkxnpIfT5f1Jbjx49ffXyn0+m0Wi3Qfdr+ioqKinXX79RqdZJ8R6VSdTpdRUVFMgW5qFQqLETAn1i+Ky4uhuKC+C2QSKSouNRUY/IzzncKhaK2tvbSrN/BJZuYmHj88cfPfffc008//fjjjz/40IMnT55MqZ1NBJFIxPHoxcX8/HwU30G0FFS0cF3ZsNvtDQ0No6OjTqdz3T1ra2v/6zv/BePP5XKh83ew7zgcTn5+fpTBTiQSY4dgLAOi63dXE99ZLJapqSkweI1GY3rpN06n02q1ojKccSGVSlOKR4HaA+vuzGAwgsEgavtj+Q6MO/yoQOgY1t5nMBipRoxeVfYd1Os5duzY4uIil8u96+679u7dq1arb7jhhsuVT7aJfBdrxVyxsNlssdobscjNzT116hTYv7F8B3U2Yvkumfi7q9K+QzDMbjAYuGnlk4HQMf7aKIvFmp2dTeaBRePvEpUqx0Imk/X396MGGvWi12VoaMhsNieT2xPrr7ji9D4BUcIb5dvKxWIx5H5HNbFBvpNKpYcPH4YEyYMHD/b39yMIsn///lSb2ixshO/gyUf5rrGxUaPRqK94KBSKUCgUCoVitSexkMvlDofjzjvvhMlvFN99+OGHer2eRqNVV1fDJE6n08FT2tTUZDAY1Gq1TqeD0R8KhdAtcK1Onz59dfOdy+VKb5WjqKioqakJn+8IBMLY2Fgyq2lkMlmn0/n9/mTsO41GA88jQCQSAfWMjIyYTKZkPK1bIP5OIBBYrdaenh6TyaRWq8HOamtra2xsDIfDDQ0NUWb5Bv2zAoGgoaHhrrvv6u3tPXfu3IkTJw4dOnT06NHLtZy3ifZddXU1ayuAyWSy2eyGhgaBQAD1CuKCwWBIpdKzZ88CO0Tx3QcffABTlfz8fA6Hw2KxOBwOhBbR6XR0C1iRVCoV3QLZaV1dXVcl35nNZngo9Hp9evYdhUJxOp3rKkIODAwkKSCqUCjsdvvg4OC6tT46OjrAzUIkEsu3lYdCIbjFoBeQTGbYFuA7JpOpVCpbWlpkMllpaSmwW0FBgUQiUalUsRkkG88no9PpfX19Q0NDSqWytLS0urr6MobgbZzvPv/8c+C7VP0elxc8Hm/dTD4SiXT8+HEIOkX5DvDuu+9yuVwSiRQb2hL7nMeu+6A+n6uM7zgcDsz7QH8UChil1AKBQNDpdKAYioOGhgYcZVMswKweGRnB599AINDT0wO91Wg0PB5PIBAolUrQv7NYLFGJg3GhUqmwORiseFUE8HF55rM42Ph8tqWl5dZbb+3q6krmCmYam2jfQfUJVeahVCqhlmjaUCgURqOxp6fHbDaj5VCjACW3Y+ezKN8l8s/GXs/Ylc0TJ05AOysrKynfs3SBJu3iWEYb1/vs6OgAmcy2trZAIGAwGPR6fUpt/j/23ju4jfPMH18U7mCIMgCIAQiAA5Iog45BLyQ6AWJAsAAs4LD3osYhKVKVqpZEWZGbLKs7VuJunxx/5cTJ+FLukti++G5ysePLJXEuk8wkN5PmOHYukaVc9PvjOe1vtQuAAAjSKvyMRkO+fLdgsfvZ533K59Hr9aOjo2RlXDxg+YUfga5YfD6fz+fj12R19XV19XU7duzIVg2m1WpHRkZ6enpgq6qqKjh0KpWCNez09PTQ0FA+CbPQ8hH7lc1mFyR0iqwD39FoNB6PF8hbp3eV9p1arYaw91tvvXX27Nn9+/dD04aC9lNClHw9K1gzVFRUcLlcJpPJ5XIFAgGHw2GxWNCWu4i98Xg8lUrV3NwskUiyzcm4nsXzXdHx2eXl5a9//etXr17dsWNHMBjU6/WlbVuOBwi1BoPB/fv3gzT8GukFAIaHh0FVCd4TKIrK5XKfz5d/8hqKol6vN51Ok5N1wfrbvn37+fPn9+zZs2/fvoGBAZ/PFwwGGxsb3W63TqcDDcGRkRFwJnA4HJfL1dfX19/fD+qt0E2hqqqqpaVlYGBgZmYG/whAG2/ozw0UuWvXrsnJydVck/yx5nyn1+tbW1ux5lsrolT5xidPnmxtba2rr/vJT35y9erVgvZTQhTBd4uLizdvB/BdU1MTtPUsDpDMzGazy8vLURRFUZRGo9HpdBaLxefzKyoqhEJhTU2N1+uNRqOpVKqhocHr9YJ0CuyByWSCljdszmQy2Ww2l8vl8XgZj8jlcu12ezQaZbPZHA6HMI3H4ykUivPnz2fjO4FAwOVyCWYIuH4IV4xwhWk02szMDNAKjUZjMBhVVVV+v99ms5W2DaNMJgM59crKSgaDkY9k4er5zuFwpNNpgUDgcrkwEufxeIW6O+x2eyqVwiiPx+P5fL49e/b8wz+8/MQTT8zPzwcCgYqKChRF6XR6WVkZZtNRKBSRSDQ+Pn769GmwthQKBXRz7+7u3rZt29TU1Nzc3NjYWGtrK2G9qdFovvj0F3fu3GkwGLq6urZt29bT0/PUU0+RY+5rhHVaz+afHrlKvtNoNBQKRSwWf+1rX/va1742Ozs7NDS0ou7C2gHPdxQKBZ78bGCz2QwGA6uvuH79+ocffviHP/wBnpCOjg6IVBYBo9EI/YycTufAwMDRo0cfe+yxN9544+prVwcHB0EcfHh4+Kmnnrpy5crjjz++vLx87ty55194/sSJE93d3VCnvXnz5jfeeOP1118/efLkAw880NnZ6XA44F2d7aBGo7GlpWV0dLSuvk6j0RgMBuyvOp3O7/dnW8/++c9/drvdTCazq6vL7/d7vd5AIAA3xuDgYDAYhBHwk3R3d4dCIRhRq9U0Gm3Pnj1k17BAIDCZTF6vd/UtiSUSSV19ncFgyLNyDsPq+a6ysrK7u9tqtVZWVmKLfQaD4ff7QdGg7BbgZwaDwSQBRVG73T47O7uwsDA6Ojo+Pn7ixIlvfvObz7/w/JYtW0BultCwgvD8slis7u5uTCu7vLzcbDaHw2Gv12u1WhsaGhobG+EGcLlcXq8X8v7C4fDi4uK+ffveeOONxx9/fHZ29tChQwMDA3l+IzKZjLCeLVTtbZ34zmazrU/9rEqlSiaTly9fXlpacrvda7eKyRN4vguHwzt37pzLjtnZ2fn5+XPnzj300EOPPfbY5OQkj8eLxWKwcFhlozKr1frAAw9cuXLlkUceWVpaOnHixNmzZ9va2jCrRC6XO51OSGGHe728vDwQCGCpiwKBoLe396GHHnrwwQeXlpZOnz79ypde2b1794oas2DokaMKGeMVEJ/96KOP4DZAUZTFYjGZTBaLBWcCNimMwB1CpVKxEfjGHQ5HtkeIwWA4nc6iOxMhCAIus+IyOkvSb9vtdu/Zs0cgENTV17ndbpFIVF1dPTs7OzAwMDg4OHA7gsGgmQToxU6n0xkMxvT09GOPPfaFL3zhV7/61fMvPJ9OpxcWFhYWFrZv377jFnbt2jUzM9Pd3d3Z2dne3r53797nnn9udnb2woUL+ARgqCZMJBI+nw/kFJ1Op8/ng/6zfr/f6XTqdDoQDYtGo9XV1eCDyvODG+78eIVarY7H43n2W0NWbd/J5XKTyXTp0qU7pJAWz3cajcZut5eXl5Pft4Dy8nI+n9/Y2AgrR9jKbDaDEbGa9axUKoXbOpFIqFQqzCoBMoX1rNfr5ZPS7t1ut16v53K5HA4nHo9DBwnosKHT6To7Ox9++OFkMpl7Hc3hcCQSSSQS6erqCofDAoFALBYLBAKFQnH27NmM+ShQP5sxPktekxKYlEKhJJNJYc6O2iKRyOl0FtrFqby83Ol0rkaKoiR8hyDI2NiY2+2Wy+VbtmzxeDxtbW1Op1OlUoFwJh5GoxGy25xOp8vlcrlc8IPD4YDlQiwW6+zsHBoacrvdPT09e/bsiUQi8Xg8GAzK5XKofKiurrZYLNCXva+vr7e3F+hvcnKyq6vLarXCO8BisVgsFq1Wq7wFUPGUyWRKpRLsSh6Pp9frZ2dnl5aWPB5PQQbaXZCPwmAwZDJZJBJZn/oKuVy+sLDwyCOPlKr/wyqB5zs2m51PEjlB2szpdMIz39nZid1ShUKv17e1tZGfNAhnGwwGq9WakSPAUQ1x4ZGRETIhSiSS5uZmg8GQ4+hmsxkSjEOhkN/v7+zs3Lt3L/SH/PJXvpzRvoN6Mh6PZ7xdeoBKpZI7IhKy1ul0+sLCgkgkyn2dKyoqzGZz/lVZKIqaTKZCF7AElIrvEASpqakJBALJZLKpqSmZTFZVVcHbhfC+0Wq1LpfLbDaDt6S8vBw8JwKBwGaz9fX19fT02Gy2dDoNPTGOHTtWV19nsVhcLldra2vbLbS0tDTeQjwe12q1DAajtbVVo9E4bsHpdIIhD6cB/0skEovFYjKZenp6FhcX0+m0SqWSyWRCobDQB/wu4DvA+ugb19bW1tbWLiwsXLx4sbu7u7+/f2BgYHR0NE+xmrUAnu/KyspWdCpD43c8WWN8t8r1LIvFMpJkS2QyGTaoUqnIKfsOhwPrL+FwOASkHjegx1ncKVVWVm7ZsgWWliWMz0K8YkW+QxCkoqIifwE1j8ez+iqdEvIdgM/nKxQKmUwGvGMjAd43sVgsFArh35dms9lqtYZCIehb4na7I5GIUqncuXPnwMCAwWCACWC4EWC324PBoM1ma21tbW5uhk5jGGCCzWYDGTStVouiKPX2FprF4S7Qv2OxWHK5PBqNrk+8QqVSMZnMycnJo0ePnjx58pFHHjl79uy2bdsK2k8JQYhXrMhZOfiuqalpNfko1dXVWEd3DEKh0O/3V1ZWCgQC+IEwwev1ms1m6HHh9/vJTqtUKlXEycDCnM1mYx6ZjPFZDodDiDVRqVSsZw0GQnSPRqNt27YtH75DEMRkMuUzUyqVliSds+R8lz9EIpFQKISsIx6Pl1E5TiQSDQwM5LnGhOyl9UzmV6vV4FEB8Pl88is8N9ac75RKZTQa7erqyvMYq+9P1tbW9vDDDzc2Nt4JS1pCPoper899u+fgu3Q67Xa7VxQNzQa/35/xW0gkEoFAwGq1hsNhsucYZE7MZnMkEiGn9VIolP7+fo/HU9wpQWoF8AhhPfvxxx9D9LOpqQncskqlUigUUiiU7u5utVoNI+DL6+rq0mg0MCIQCGg02t69e/MsL2UwGC6XK/fLmEqlulyukrQD/gz57h4AQQ+KQqEU6oG9p+KzYN+JRKKenp5/+qd/unr1amdnZ1VV1WdIfAS+E4lEuS93Dr4rTtIWD4VCQXir63S6SCQCbh0+n9/a2jo5OZlMJmOxWH9//+joKARYQMsTqAe/OfTWWc0pcblcSJQl2Hcff/wxLFUgfqdSqaCTOnJLxRruE4hUVFVVaTQa8NbDnHg8Tl56Z4Pdbs+dD1FE379s2OC7zxbrwXefib7x6dOnR0dHg8Hgf/zHf9xR+ncYf2VEDr7r6OgAv2+hgAIvvV4fDAY3bdoEobrh4eGmpqZAIAB58y6Xy2Kx2O12n89ns9lGRkaMRiP4ra1Wq8vlcrvdTU1NUOYN1dAWi2VkZKSuvk6v10MfmUJPzGg0trW1wVdGjleA7Ua2qsh3BXkkGAzmz3cCgSD3ssjpdBaqG54NG3y3GqAois8wo1KphVLEmvMdl8vVarXxeHzd8o0RBOFwOFdfu3rllSu7du2an59fvWVUNMh8V1FRkSNKm4PvWltba2trawpEdXU1XP/BwcFt27Z1dXWBCrTFYsnmtxKJRLt27cp2hjKZzGAwQKBjbGxs8+bN7e3tdfV1Wq22iHNraGgASWqCfQfxWTabvabxCgw5tAVBvTH/XeXGBt+tBuT+ZHdcfFYqlbrd7hX1GDCsvj9Za2vr8y88f/bs2XQ6nbF3/XoiYz2Z2WzO9jTm4Ls89XnIsFgs0Osrz/kSiWRhYSH//fP5/FAoVNyKTygUwh2cTd+4iH7bNBptdna2IL6z2WxsNjvjnyQSCaEH7mqwwXerASE+K7gD+zECyMfIxmWr5DutVqvRaGAPdwIy8h2NRrPZbBlXtTn4rre3NxQK5RZJd7vdUFYF8Pv9zc3NoH6aPwrlOwRBuFzu+Ph4MBjEn0xdfR3+ZMjw+XyQ+oBkis+KRCIOh1NEv+2C4rMAgUDgzNIBx2QylZChNvhuNbg78u+guA9FUWxJK5PJDh48ODw8bCDJz5eqX88dgmx6AWVlZS6Xi+xjysF3kUgEiiKzoaysrLq6ms1m41tE02i0uvq6grJkpVLp2bNnC0qVqqqqgqJL/HH5fD6Hw8lxwnQ6nZyP8n/23Ud/lEql0IIe2ydcz2g0ivXehpOMxWLYCIIgdDp9cXGxoCoIBoORrcLMYDCUynmHlJo97zfcBXynUChCodDU1BRUzwGF1dXXHT16dGZmhqybcp/wHYIgFArFaDSaTCb8SjMH34XD4cxd73Ho6urq6elxOp2gSubz+VQqVSgUKujhr66uvnjxYkEfs6amxuFw6PV6r9cLx9Xr9T09PV6vN/cJQ1wVIfEd6AVAxiKEUzweD6xlQJ7X6XR6PB5Y7bpcLmwEor1QMzA6Orp169bNK2F6evrQoUMjIyMZP9r09PSBAwc2bdq04n62bds2MjKyYuuvDb4rGkajEZ+PWUTcvFC+wy8myGkeGfiOSqWyWKxgMFheXo6PtWUzH+4fvgNIpVKfz6dWq7G8TUI6GH49Gw6HMze+DwYDgUBDQ8Mzzz7T0dGBL9EVCoXQ4zX/c25ra/vK618pKN0sGAwuLCzw+Xx8LfCOHTsmhG/LAAAgAElEQVTOnz8PS9ds5zw4OEhYz2L+O2AuMGlBogNuOFAowo+AqYgfSSQSL7380re+9a0333zzO3ngrbfeevXVVx8h4bHHHnvty6/luZM333zzW9/61vnz58n7wXDq1KnidNjXFAwGI/+i/c8QEokEX/LIZDJX1KogoFC+CwaDQqFQqVTW1NQ0NjYSrlJW/13+bsX7je8AKpUKGkcJBAKHw4EPuhdUT3bp0iVyeanf788/OQNBkM7OziuvXClIRGtiYoK8shgcHPzc5z6Xe0NM9p3gv/voo49AVA6fT48gCIVCId9LhIpjBEFOnDhx847Er3/964Ici/kD0yXEADLIQqHQZrNFIpHp6WmXy2Wz2aBQDGCxWKDm7MCBAxB0gpVBxn8ej6exsTEUCrndbo/HE4lEoPzGarUODg7Ozc1BVpPNZnM4HKA1T6fToU52lXXHpUKhfBcKhUB3XqfT6XQ6Qtc9+E5v4zsejwf5EHke4/7kOwCPx+vo6Hj44Yfn5+fn5ubgUcf4DnRTcmiryGSyy5cvk3nHarW2tbU1NDQkEomm29HV1dXe3t7T03Px4sUnnnhieXl5eXn585///He/+93HHntseXn5+PHjX3z6i8eOHWttbYX+SvF4HL+HRCLh9/vn5+fJ+roNDQ1PPfUUKDVlO2er1QrvTOC7v//97//7v/97s0A9dzLFQz/Gv5MAO4cfyH/929/+BtYlfg62H2xbDJ9++ukfcfjTn/708ccf40f++NH//fvoo48+/vjjv/71rx988EFp+Y5Op7tcrsuXLz/9zNPHjh1bvoWTJ09u3boVgkJSqVQsFut0OqFQ2NzcrFQqQfyVwWDU1NRA3zuo/9doNN3d3d3d3Wkcenp6QGZqenr6xIkTQ0NDPT09Q0ND0WgUVhIsFqu6uhp0d5hMJoPB8Pl80WjU7/dPT0+fOnXqwQcfPHr06Pz8vN1uL+jVSwB5UVhoQW5BfMdgMHInRWTgO7lcHgqF8mk/Drg/+Y5CoWg0GpvN5nQ6JycnrVarXC4HTxDGd11dXQ6Hw54FZrM5Go0++9yzZCEsp9O5e/fu3t7eoaGhQRwGBgb279+/b9++rVu3njlz5ty5c+fOnTtz5szTzzz95ptvnj17FkbOnj17+vTp2dnZRx55ZMeOHf39/fidDA8Pt7a2zs/Pk4suvV7vSy+/5HQ6oYA84zl3dnaCD06n0y0uLnZ0dHR0dHR2di4uLoJQVT76xoQMFSqVunv37i1btnSQANptU1NT5D91dHSkUimskePnP//59vb23bt3Dw8PY9suLi5u3boVm79379533nnne9/73r/8y7+8+eabP/jBD95777233377X27H22+//f3vf/8nP/nJqVOnVuxrUxCCweDp06f3798/PDwMvEaYQC7Rp9Pper2eSqWKxWLQCJiZmTl8+HAkEoEVBgE+nw9LAampqYF3sEQiMZlMer1eo9FotVpIHddqtTabDZSmHA6HQqHADk2hUGKx2MLCwmOPPba0tFSo4jcGpVKJ7yQJomQF7aEgvisrKwuHwwqFAvPJEvQ0M/AdYN3qye46vqPRaAqFwu/3y+VycOERAoUFrWfPnz9PTk/zeDx59uqGdVBXV9ezzz1rsVhAJjefDaenp8mdUzo6OlZcz0qlUthQJpPhS9Og0FgkEgUCAS6XCyXuDAYDtO0qKipAIB4ip8lkUiAQYHPodPrOnTuzxQ1QFMVLVBLQ29sLdy90SiUs6quqqvBpejwer7u7G8p7VSpVV1eXzWaTZ0JdfV1vb29ZWZlCoShVvCISiRw/fhxLo6HRaCMjI42NjXgPKUR7nE6n1+uNxWLxeNzlck1OTk5PTw8ODu7atevEiRMHDx7cvXv34OBgOp3u6+sD0VBAf3//xMTEyZMnDx8+PDs7e+7cucOHD4+NjW3btm18fHxycrKzs7Opqam2thaUu5LJ5PDwcFtbWzAYTCaTMzMzU1NT6XR6165dRqOxvLy8p6cHDlqo3w2wzv22qVTq2NgYPI9gDptMJnzUIjPf0Wi0FUuyMdxXfFdZWenxeAjnnC0+29nZabfbyeI8GGw222tffg2aueAxMzNTUBundDr99a9/vaCLv2XLlpaWFsLg8ePHX3zxBZPJBEVpZFgslvb2dnhF19TU4E25uvo6s9lcVlbm8/nAZAB5SwRBAoGAx+OBEdgWorcwAgbI0NBQjmWjy+XK9unGx8fh7gVNHSgfxv5qMBjwDyqfz8dKZVAUJSdXYWAwGFCyVqr8O7FY/MADDzQ2NmIjarWaUBVHoVBQFNVoNG63Gz6FTqdbXl4Gg5rBYBgMBq/X29fXNz4+HolEzGZzxpcEg8Hgcrk6nW7r1q39/f2RSOTgwYPt7e3t7e2Tk5Nzc3Pd3d19fX3pdBpFUYlEAlJRUPgMxYhYq9m6+rq+vr5du3YlEokitKHWOR+FRqP19/fD4xmPx5ubmwmnnYHvDAZDMpns7e3N8xil5TswWAraSWmRg++gJIsg8JAjH6W5uVkqlUpyYmFhYWZmxufzhUKhUCgUDoddLlfuh58MnU536dKlgj6m0+mMxWJ+vz8cDodCoYaGBqvVurS0NDo6WllZme1sxWIx1pWCwHcZtfbyh8ViySEBAFKXGf9E4Dur1YrnO51Oh490U6lUm80Gd6nb7c5xu/L5fDDESsV3IyMj8/Pz+Bi6Xq+n0+lg5NbW1no8nmAw6HK5lEqlWCwG31wymSQbVkwmUywWp1Kprq6u0dHRZDLZ2tra1dXV2toK7j+Hw+H1eoPBYG1trdlsplAoBGZXKBR79+4dGxujUChKpRJEJ/v7+8G9G41GQb0dQRCNRpNOp2dmZiYnJ4sQE1z//DuPxyMQCCKRiE6n43A4hDyHzPYduP0+E/vObrc//PDDn2EXi2x8p1AoMlbR5uC7fBpQVVdXE0JICIKYzWbyYA6IxeLPf/7z5GyjHKiqqiIEUhEE4fF4K75sKisr4Q4m8x08ugS3IIVCIUdjCfXRNBpteno6t567zWbLWGtI4DtYQWN/hcUyYT8CgYDJZOZWri4t36Eoun37dix3VSwW9/b2JhIJvV6PJV3i0/sRBDEajU6nM3e2mlarTaVSXq/X4XDw+XzYA34nTCbT6XSiKAotlvCora09ePBgJBKBX3k8nsFggDW13+93OBwdHR3gDdy8efPk5GQ+AtRkrPN6tqysrLGxkcPhZHsWsvrv1kffGNwofr//6NGjBw4cOHDgwOHDh7/3ve8dOXKkUJ2sUiEj34G7N+P8HHzX3d3t8XjIHmU8IBsArzFnt9tHR0ezFYdmhEQi2b17d0EfUyaTDQ0NgfIKBghT5Dhbu90Ozc+QLHwnFArJ9bMrxmfzqZ8lN9wCEPhuRajVaplMhlV6ZENFRQWIDpSE78Ri8f79+7dv347lNnq9XplMlu0jczgch8NhNBpzl5NrNBqdTjc8PJwtW5PNZuP5DvrtsdlsuJjHjh0bHx/PuCHY8nq9fmpqaseOHVNTU3v37i0ibqNSqfD2KbTCKGgPhfJdIpHIUV2Tge+qqqo8Hk8ymczzGKu376CSSSgU8vl8aGH1Geb+kJ9POp2eQ28jB981NjaWFw46nR4KhaD3Sp5L+4LqZ8vLy0HS1e120+n0gs4NRVEsH4XMdxwORyAQFFc/W6g+CgYC3xFWBgS9SQRBKBQKuds3GUwmEz5dSfjO7XarVCp4VeSTFg4a6yu6tnU6ncvlSqfT2c4Q4zswsevq64LBINxdFRUVBw8e7O7uzrF/Go0WDAaHhoaUSiU0CF3xzEuOQvNRYOkAvmby45OB7yorK61WK9mZnQ0l0YPCKFkkEq2+2ehqQOY7g8GQo+tzDr4rOoqPIIhUKjUYDHa7PZFINDQ0cLlcFouV7VGRSCQ59KBQFIVuL/F4vLGx0Waz6fX6onPKqqur4b4n8x2PxxOJRARDmEqlEtRQEATBllEAOp0+NzeXz/cOrRXwIwS+M5vN+JtQq9USuIBCoYCPcsVjAUrCd8CwNpstH0cNm82GPhIrVgEbjcb29nan05nt/sTzHSatiiCIQCBobm5eWlrK3YaQRqOBQgTYj3a7fZXtLIpAofGK9vZ2q9VaV183MDAADSTxEz7jfBSI/VsslieeeMLhcJw5c+b06dOXLl06cuRIQfspIQh8h6Ko0+nM4RrLwXfQn4zcS3RFQDapVqv1+XzpdDqRSKTT6c7Ozmg02tzcDDWJtbW1sOhgsVgVFRUTExMUCkUgEEgkEqlUqlAolEqlxWJJp9MdHR1dXV0dHR2JRKKrq8vlcmm1Wp1OV8SJGQyGVCqVcT0L3azLy8uj0Sg0l7HZbHC3NTc3Q+6ezWaDfJFYLAbdBW02m0wmo1Aoi4uL+TRhAOVk/EhB8VkEQeRyudfrXfERwvyAq+c7kUgEUelgMJjPMwVN1rOpIeBhMBgGBwcdDkc27wee76AyGsZRFI3FYvv27cPzHfQn4/F4AoEAZLRHR0fn5uZ6enpAddzv9xcqkY91HAbQaLSCHNNI4fko4+PjEPV2uVxVVVVQ041NyMx3oJi4Pv3JIG3VZrO1tbWdPXsWQRAKhXLp0qXVBPtWAwLfKZXK3BmSufv1FN1/FqRKQqEQvgoCRdF4PA699aBcBvTc4/E45NNOT087HA7QRobGIOFwGP89gsMOEoOLAI/Hc7vdGeOzLpcLTpXJZMKnrqioAOphMBjYCDyZKIpiI3DP+P3+ZDJpMBhWvOu8Xi9+DoHvbDYbnu/0ej0+3xU8WaB6gB/HA5RXwuEwLCdXz3egq4rk5DsqlYqiKJPJjEajyWQyTwNcr9dPTEzU1ddlex/j+c7tdmNsxWAwotHovn37oKwA0sWHh4d37tx56NCh5eXlgwcPzs3NDQ8Pj4yMQM1GW1ubx+MplO/WXy8AHpm6+jqZTIaiKMGQz8B3tbW14XB4feor5HJ5TU1NNBp96KGH5ubmnn3u2Vgstnnz5hMnThQUbSwhCHzndDpzr0HWQu8TQ8abA/P4lpeXe71eqAcCT5xIJMJH4sgxlrKysnwMhxwQCATZ4rMcDofBYJDDrGTDjWCjUSiUdDpdVVUFvuOampoc3z7mAwEUxHfQLwVBEBqNZrVaCUtjDocDmvgCgUAoFMKVXD3fqdXqqqoqyJ6DERRFlUplMpkcGhqamJjYtGnTxMTE0NDQ1NTUxMREQ0ODxWLJh1k0Gs3i4mIOd+SKfJdKpeRy+YEDB1778msXL1585Uuv/Nu//duPf/zjn/70p1evXm1vbzcajb29vVBdU0QLpHXOR2EwGA6HAyr21Go12ZbMwHd0Ol0kEoVCofXUc3e73Vu2bLlw4cL58+cHBwf5pC7R6wY831Gp1BV927njsz6fL0c5d+5K70gkQlbf4nA4/f39kGbV2dlJdtyEw2F4FUN2PvmER0dHV3NWvb29ueOz+dTPEqpHaDTa/Pw8WPTAyDluAEiGx6iKwHdOpxMf0zQajVhtBoVCwduG8FTg3/8ajQbL0eHxeKXKR4HKE9DI0ul0MzMzO3funJmZ6ezsDAQCFosF7HG9Xg/uiHA4nI9aB51ON5vNg4OD5GJkDLn5bmlpqb29HZwep0+ffvHFF371q1/913/9189+9rOPP/74+9///uTkpM1m6+npwdIM7nC+o9FoqVTKZrPpdDqLxeL3+/P13xGuOPR+Hh4eJlsHq+Q7pVIJTQJPnTr16quvPv7447Ozs3cI3zGZzHzMb1giYb9ifBeLxaAzfHGQy+VktpXJZH6/n8VicTicuvo6sjHl8Xg0Gg2bzWaxWH6/n6yjB53Aij4ru92eLT7L5XLB9UO4nkX3r0BRNOMdBUIs8DOB79RqNd5qq6mpwS4RdHTD7weKoAnyNoAS5t/p9fpkMgmLR7COBQJBNgNWIpE4HI7cuYEALpfrcDiam5tzlB7mw3cmk6m3t/fRRx89duzYa19+7ZUvvfLqq6++8cYbTz/zdCqVcjqddxHfUSiUzZs3Y29cOp0eCARW8N+BPkpnZ6dSqcRaI/b397e2tj773LNPPfUUITNuletZhUIxMTGxtLRks9mmpqb27NmTTCYfeuihO2E9CxoVK25CqL2DlR2yuvgsgiDV1dVkJ6ZMJsPuGJ1OR44zOp1O7Kn2eDzkoKdYLC6uFhJQU1OTMT5rt9tZLJZQKCRI82fMR8mT7zgcjsvlMhqNOW6GQvPv8CgrK3M6nWAvExbdXC63VHxnMpkEAoFcLs8nAK1Wq8E2WXEmvHtARyfHnHz4bmho6IEHHiBvDnJyvb29RfOdwWBYz3xjOp3e1NRkMplgOeJ2uwkGQdZ8lP7+fpPJpFargd2MRmNra6terycHK1cZr9BoNPPz8z09PSiKJhKJ48eP8/n8Rx999LOqKsPzXTgcnpubGxwcHMqCwcHB0dHRBx54oK+vr6+vD17L0HYaQZC+vr5IJBIqCrFYbGlpacuWLRKJBH8pmpqaUqlUMBiMRCL9/f1kQzgcDqfTaeibsW3bNowxKRQKg8GQyWRzc3M7duwo7qwgGwvenwS+c7vdNTU1PB7P5/NBl1uxWMxmsykUSlNTk1QqhRGwN+PxODYC6a/z8/MZPfRUKlUmk/l8PkImCpVKhc8+NjaWD98RXgxMJhNcdTBeVlam1WoDgQDm9BGJRBCvWLHh+oowGAxqtTqZTOYT31SpVOvPd/39/SdOnGhra5uenp6cnJycnNy8efPw8LDNZgPdhKL5DsJu2K8oihaaCFVovAJOUigUCoVCTJEXQ9b1bP5hlFWuZ2trazkczrFjx65cufLSyy9Bh9OhoaGC9lNC4PkOpIxz+7Pq6utOnjz57rvvvv/++//8z//86KOPPv/C8/ClkoVPCjqNzs7OF1984Suvf+XgwYP9/f1DQ0OpVAofA1EoFOQgI1YfiiBIVVWV1+vt6OgYHh4eGhp68MEH33jjjaeeemo17S5lMllG+87r9YIPxGAwgMKH2+2GmWq1GhsBe7m6uhobAcOqqakpd0RepVIRTDCHw0GhUIaGhvB8V1lZiX8mBQIBBOnwXkUqlepwODJqriiVSrfbbTKZEonEoUOH/H5/LBbLkX2ZD3Q6XV193eLi4oEDB7Zt2zY5ORmJRGw2m1KpVCgUhDeWSCTy+Xz5rGc5HI7dbm9tbV0934H/7otPf/FnP/vZj370ox//+Me/+93vvvvd70L79tWsZ1ePNe9fQaFQmEwmIeqfAyXpt02hUNRqdQnbrBSNgvQ+Adu3b795O4CG4vE4ltNUKCDWWVtb29DQMDk5+dhjj128ePEb3/jGa19+rbW1FeY0NjaeOnVqeXl5dnZ2fHx8YWEByvICgQBM6O/v/853vvPOO+889dRTDz300PDwcDAYlEqlDAajuLPicrkQ+UIyrWc5HA6NRiP7wsjVMmSvYiwWyz8DCZJa2Gy2TCYbGRnB853L5cLHKwwGg1wut9lssEzJlqdGAKSk3Lhx4+OPP3777bdXqfep0+n4fL5YLFapVFKp1G63d3Z2bt68GdrXNTU1DQwMdHd3t7S0JBKJ5uZmYMN8nj6DwbBp0yZyOjeGFfkulUo5HI6JiYknn3zyC1/4wn/+53++//77//7v//6b3/zmrbfeGhkZWWW8YvVYc76DZ4wsUpQN95UeVEbs2LEDLiCI6964cQPy0bu7u8GJUBxAy9toNNpsNo/HAz19GhoaQCLN7Xabzeaurq49e/bs3Llzz549u3bt2rVrV0tLS0NDg8fjcbvdfr8/FArV1de5XC632221WmFvqzmltaufzbOuBlJJLBYLg8EQi8WLi4tw8bds2YIgCKGKSKFQuFwuEPK12+0E/aUcEIvFN27cuHnz5i9/+ctV8p1ara6urgajEj/O4/EsFovT6QyFQn6/3+v1ulyutra2RCJhNBrzeZS0Wu38/HyO2zWffJSKioo9e/Z88ekvnjp16vXXX//ud7974cKF//f/Xv3mN785OjqK8R1QXqF8V11djbeO2Wx2oUVpa853VCqVw+H4/f51y0cpLy+vrq6G9Ks838Brh9XwHQDju9UsG+9Y8Hg8yCsubXx2bm5OqVSWlZWhKIo9VJCFW4YDjMNqIBgMNjU1vfKlV+CyLy4u0un0cDgskUhgMp1OdzgcEAEDfVbsiPh94oVJoEkmSAp/+umnN2/eXL2eO5bmEgwGcwReoHtRdXV1MBg0mUw5JE4x6PX60dFRt9udzdm9It91dXUhCMJisaAsp7q62mKxdHR0DAwMTExMHDhw4MiRI11dXVu2bAmFQj6f7w6PVxTfbzv/WrlVxmfVarXL5VpaWlpcXNy/f/+VK1c+28ZLJeQ7SNfUrz10Oh1IZazDgVpaWjLqfUJVk1AoJOsFrMh3VCp1586dqVQKus9gvjaZTAZWD+iDYt1BKysrwffX0tLyta99DS77I488YjKZkslkMBh0Op2gPTM4OPjoo4+2trY6nU4siZfD4YD9C3uuq68DRqNQKBaLxePxmEymrq6uUvEdk8mEJzYffTAEQeRyOZj2K840Go39/f12uz1b/hY7ez1ZPB5fsX6Wz+cnEgl8h/U7PB+lGL6j0+kVFRV51vohpV7PLi0t4TVg1x8l5Lu2tjbwSd8zkMvl0WgUvjIC33k8HpVKxePxYrEYVLlqNBqIfra3t2u1WrhP4Mokk0mdTqdUKtVqtVAoBL6DPxHuOsrtwI/DD6Ojo3DZ5+bmCFsht2eTEDbPuFtsmlKpLBXfIQgSCASoVGosFsut8Qeg0WjQ9mRFh6bBYIDuSyvqQdntdh6PByLGTCZTqVQGg8GlpSWw77KBTqe73e50Oi0SiQQCQf7eAAx3Ad/BO5yc2Z8Nq9e/SyQSTz755BNPPHHp0qWXXn6JkMC1zigh3+VQkbp7UVFRochUTwZ5zgiCiMXi2tpa6BQDLjmhUIiNAAPyeDzCnGAwWFySOZaPsnXrVvJfyfooeaKqqqqEfKdWq8fHxxcXF8PhsMFg0Gq15FQJPJRKpc1mWzFKq9FozGbz0NDQinpQkEvI4/EUCkVdfZ1SqaTRaIcPH84tY15RUTE4OLhv3762traBgYFsFcc5cNesZyHYn88xVsl3Go1GqVSmUqmWlpZUKrW4uEjuE7ieWD3fXb9+Hfiut7cXOrDcM/B6vf39/Rnz70APikajkYPs5EAE2cxJJBLFKUTkzjfW314/mz+qq6tLyHdCofDgwYN19XVlZWUGg6Grq2t6ehpCSdBWkRDULisrg/hSbt0qvV5vtVrb29uzJZDn0DcuKys7duwYNDlCcAZvVVWVwWCAAFcoFBodHZ2ZmRkfH9+1a1cReTkymQyvEspmsxV5qODgcU/57xQKhUajYbFYSqVSLpcrlcoTJ07cvetZQnw2Go0yGAz03gJkoSPZ4xX6wuOzdDp9dnaWnKSSD4aHh3PzXf5Sd3iIxeIS8h2NRtu1a9emTZuwEYVC4fP5eDxeVVVVXX0dlpGHlWFUV1dHo9FYLJbRZQaNaBsaGkZGRqC/cCKR8Hq9ULBUW1sL/gQ+n2+1WsvKysjptB6PZ/fu3Xq9nsvl+v3+kZGRLVu2TE1NJRKJQCDgdrvh7tVoNPF4fGpqKk+BwpJjzflOo9EkEoncwqd4rJLvoEvT1q1bJyYmZmdnN2/ejN6p/XqyIdt6Nn/NhbsIKpUKJEbyj8+S864JKWPgv0smk5Arg+1BKpVCGzOHwwFK91i8AsaNRuPy8nIOvtNqtS0tLdjmwB2wynM6nbBnt9sNpiWFQjGZTKA919nZef369VLxHYIgsVjsgQcewK9dzGYz3vah0+ng3tHr9WazGU4VJAvxd1Ftba3D4bDZbOl0urGx0e1219TUiEQiFoslEomkUmlVVVV1dbVWq/V6vc3NzaFQiMfjxeNxSLp0u93hcLilpWX//v2jo6Oww5aWFpVKJZfLgSi1Wi3kx8BJdnd3g1LeZ1LiueZ8h6IoiDSsf7wCfKhsNru7u/uzyj0uiX0Hln9vb29DQ0NxlVt3JgKBwNDQEPARVmgBsNls+eu5k/NR5ufnLRYLh8PBNPIQBEFRVCAQgPQe6OXBPVlWVgbjDAZjYWEht//OarWy2WxIlsZOCUufhh5DmA0FMxkMhtPpLKF9B9i+fTtedp/BYLS3t8vlcsjEEovFAoFAIBBUV1ebzWbo/OByuebn58fHx0EXb/v27Tt37jx58iSkCgPfGQwGk8kEMrGQX9nc3ByPx4eHhy9fvvzwww8vLS2dPn0autZ2d3ePjY2BMiPUmXq9XvgfumgGAoGWlpbZ2dna2loKhRKPxzdt2nTkyJFCdesAAoEAb7ZDymRBe1in9exn0m87Fot9+Stf3r59+759+wrtQ14qlMS+gydk9fp3dyAkEgl4iyQSCb7DmdVqhcfVarVSbwFcQpFIBPpIYF1yGhsby8rKYAS5xXfFLZew+OzmzZvJf4X4bxG7FQqFJec7Npt96NChPXv2OJ1Om82m0WjC4bDZbIZEHyydCLKLgKnVajUUIPv9fr/fPzg4+MADD+zfv//xxx/ftm3bxMQESOZhGB8f37p16/z8fEtLi0wmi0QiIPisUqlsNhs0hwJYLBa73Q6ie0NDQ8lksr29vbu7G8LrNpvN5/P19fUdP378zJkz+/btK26lYjAY8FqHd2K8ArJ/I5HI+vOdTqezWq0+n6+5ufmzWgmunu/+/ve/P//C808++eThw4d5PF5xSsJ3Jng8ntPpfPLJJy9evPjiiy+89PJL586dO3/+/Llz565cuQLxaGgKA6Ud8OWC5xtGIB3BYrFgI3DzpNPp4ogJi1e8+eabZ86cOY/D2bNnr1y58vwLz8NJ5o8zZ868+OILf/vb30rLdwiC0Gi01tbWffv2bd++fW5urrW1FVoAR6PReDwOFi5ooGOPkkajwT9WVCq1qakpFothEV4GCfB2QVEUxHRZLFZtbWFX1/4AACAASURBVC003MF2zuFwVCoVCJFyuVyDwaBQKHg8nt1u7+/vTyaTCwsLhw8fHhsbi0QiRXSeBdwF+Sgb9WSF8t3OnTvx61kMX/3qV3U6nc1ms98rMBqNyWTyz3/+800Srl27BpFQsn+d7JAlj/j9/uLisxMTE+STKSFKy3cYnE5nR0dHKpWKxWLJZLKrqyudTsfjcbjOFoulsbER9GLT6TS4GuFPoHlnMpmgWjEej89kwuzs7Ozs7Nzc3OHDhxcXF7ds2bJt27axsTEoQzSbzYFAYGRkxOVymc1mt9s9MTEB2gGRSGTv3r0jIyNtbW3FhXrwuAv4DkDOR8G/c/DY4Dsy312/fv369evQjuMeg0Ag+MUvfnH9+vVr165du3bt01v47W9/W1lZyWKxCOUxVCqVXFdH8OjRaLQtW7YURytjY2NwMnAa+J+vXbsGMYdPPvnkL3/5C/5ssQmfknDt2rW//vWvn376KXyba8R3+UAgEIjF4oqKisrbweFwFArF1NSUSqUSCAScnABpWACfz8d2gmlzrSnuDr6jUChOp5PQ52Vubm7btm3kRJ4NviPEK/72t79NTk4mk8mJiQnMKX5vgM1mg5xGW1tby+0AVeqKiooi8lHy6bedDeFweGJiorm5GU5jcXGxt7cXfm1qapqZmXnty6/t37+/t7c3Ho8nEgn8OWNb4dHa2hqNRicmJkAv4DPku3sAd4H/TqVSRSIR0JnxeDxAYcPDw319fZs2berr6yuhvvE9xneYccflchEESSaToORxz8BgMLS3t+PDFBj0ej3EZ0uo554PLBYLPpSv1Wrx72mpVNrW1mYymeRyOT+/+g0GgxEOh5uammDZvsF3qwHkn2K/0mi03IUlGfewtnxHo9H4fH4kEuFyudi58ng8l8vF5/PJnpcNvstWX7Eavc87Fli/bQIwvYB88u/I9t3c3FxxtGKz2fBuJvvt/WfVajXQNIVCASHSFY+CoqjFYnG73X/96183+O4zxzr57/LpkATY4Lts+caNjY3l9xYYDAYkSZAvgs/ns9vtKIrGYrFwOBwMBhsaGmBtm0gkGhoaYATu3YaGBmxEp9NRKJTp6em14Du9Xi8WizUaDey8vLwcUppXvFGlUmnJ81E2UATWnO8qKioMBkNTU1Oex9jgu2x819PT4/P5PHkDBOKhGGAdYLfb3W43HDRPuN3u3t5eQsdFgNPphKp1+i1Ahh2CICB6DCMQvcWPwByXy1Vc/t2KfAdnhddzBD0og8GQo5Knurr62rVrG3y3SuBbXCIIAknOBe1hzfkOemUmk8k8j7HBd9n4rrj+ZA6HYzWqyPkjFArlbiWeEVh/MvJpc7lcFotFqM+HhSRhMqGrJ5VKHRkZKS7/bkW+g/PRaDSEovqamhro7Z0x03OD70oCvV5P0EfJf+EIuKf0Ue4xviPoBXR1dYEZlScgqX18fJycQboWSKVSra2tFosl/zO0WCydnZ2ECCwA+E4kEpH7bZO76BJazNDp9Gz9yVZEnnyHoiihbSacG9RUkQ+9wXclwd2Rj4Ksoz7KvcR3BPsuGo0Wqj7C4XCi0ejafDIi3G63QqEAQfM8UVZWhumjEABdd/OsnyVc4dXEZ/PkOwRBjEZjRm0oEH3BxJMBpdWDum9xF/AdpFBt+O/yRza+Ky4+u25RXafTWUTGaY74LNh3BBVcKpUaIjXQikQi+F/pdPr27dvXmu8oFIrH48n2FhcKhVB7D049mUy2wXerh9FoxOffiUQie4G6A2vOdzU1NYFAoL29Pc9jbPBdjv5kbrc7/wCCw+EIBoP9/f1r88mIiEQibW1tVqs1/zO0Wq3pdDrjetbr9ZrNZhRFQ6GQy+VyOp0ejwfe7ZFIpK6+DkYgW8Xv92MjcrmcQqGMj4+vqf8OAP3dc+xNoVC43W6xWKxUKjfWs6uHSCTCpz0yGIxCRUPXaT37meij3AkoeT5KQT416P+wNp+MiLr6OpVKVajXz2KxZFzPulwuCAgwGAwmk1leXs5kMiEegqIoNgLWU1lZGWEOJkJXKAriOxqN5vF4cjedodFotbW1g4ODpdW/20BxWA++gz4dG3yXJ0oYn6VQKGTv/hrB6XQWkQKSYz0L1ZqE3jF3SHwWQ21tbT4N8GpqajbsuzsBa853BoMhmUzmbuSBxwbfZVvP9vX1RSKRggQ14/H4+Pi4VCoFodq1g1Ao7Orq6urqCgaD+Z9eMBgcGhrKmH+H9dsuIj67dvUVGftXuFyuFRNxNvx3JUFVVRX+22GxWIV2p1kP+w5F0RyeXQI2+K60+XdcLlev12vXGHq9PlsTv9zInX+3/vWzRfCdVColGJhkbMRnS4K7QC8AsOG/yx/Z6mdjsRiHw2EXCAaDgaJooW614sBisQo9PbvdnnE9aLfbmUymUCjE399wPck6z59JPgoeTqezPGfDgI38u5LgLshHgabuqVQqz2Ns8B1B/+7GjRvgiurq6vL5fHX1dffMP4/H09vbm7Glns1m0+l0bDa7sbHRbDYbjUaLxQJcA1FgGAHbMJFIYCNVVVVUKnU917MIgshkstwNAzD77qc//SnWT2MDhUKtVtfU1GC/8ni8Qpt2oyiaf0lGMXwnFApNJlNzc3Oex9jgO7L/zmAwlJeXF7eevcPB5XI7OjoIdbVOp3NqagoYRCwWQ0tAhUIBvC8UCrERSEeAxs8wAmHZYDC4DvFZPBwOR47bFbPvfvWrX7W3tzscjvyrjO9keL1eaGCE2fjl5eWYwhudTscyCsrLyzEvJ7QVxq8MsAtFWDEQepiR62cDgUBBSxCpVErW3MyG0uujMJlMwsgG35H7V/z85z//+c9/fvnyZWgDmsOPptFoNBqNWq3OPe0OgVqtbmxs/O///u/rJPzud78TiURUKpVsDZFbUpFjuMlksmi+A8MQHk6bzQYPKiSd6HQ6sB/JAQoej+dwOLLtFotX/P3vf79x4wYoJ2O4ceMG+Qpgg/DDjRs3sA2xP3366af4bbGZhD3gp924hdxHh60y/hV/Pjdu3Pjggw+SyaTT6fR6vV6vNxgMam89gxqNJhgMwnggEMBsMblcHggEYNzn8/n9fnjSy8vLYQT+5PF4xsfHz93CE0888Q//8PKLL7145syZc+fOnT179vLly5s2bXK5XN784PF4WltbCdnpOVCk/h2Xy21oaGCz2ZiARG1tbSKRMJlMc3NzBFWJDb4j8B2Gq1evVlVVKRQKlUqlVCprb4dSqVQqlQqFoqamRi6XV1dXwzg0IcX6gWLINg67ynaIjONwSgUdAsZra2sDgcAnn3xC/rAfffRRZWUll8strn52YWGhOH0U6IuG3HoTm0wmFEXZbDYkRSsUCplMJhQKGxoayGl3FouFLD9ZXV1tsVgUCsX//M//ZPxa73b86Ec/4t5qTVlyzM3N5T46Wdw/N1AUXVv/nV6vj8fjW7dujUajgUAAVgdUKrWysrK/v3///v2E+2aD7zD/3c1bS9qPPvrovffeO3fuHD65XCKRSCQSsVgMP8CgXC43m809PT16vV4gEFRVVWEWdHl5ObQlFYvFVVVVHA4HxlEUxcYlEgne7QUj2P/YuEgkghHYFWbs8Hg8qVQK41KpFHuTsVgsbFwsFuMz43w+35tvvvnuu+8S6ODDDz+E1gpFxGepVOrWrVv9fj/cS2DqOhwO7S37V6PR6PV6m82GH9FqtWazua2tDTZUq9Varbavr8/pdKrVarPZrFQq4/F4W1ubTqez2+1Yn0PYs1wuj8VikUhErVbjj2Wz2YxGY3d3N+QbY/jNb37z3nvv/fCHP3z//ffh/2zAzyH/j8159913f/3rX8M9A7cNrAx+8IMfZNsbYRD/V0C283n33Xc/+OADOMoPf/jDPKWei8DWrVvxDwLhufif//mfQpuUrnm8ApCtzI38ktzgOzzf3bx58/r161NTUw0NDYuLi0NDQ5FIxOVyhUKhMRxGR0ebmprgmTx8+PCZM2c2b968adOm0dHRdDrtcrncbndXV9fExATMn5iY6O3tdblcLpero6MDGx8bGxsZGQmHwy6XKxaLEQ4RjUZdLlckEhkZGcHGJyYmUqkU7Kq/v398fHx0dHR4eHh0dLSjowPqxqAr88jIyMjIyOjo6NDQEMh5NjQ07NixI51Ox2KxPXv2EPhOIBBwuVxyfNbj8RCuGKFGmEajhcNhmUxWVVUFiYdqtXp0dLSmpgZLRbTZbD09PTKZDBtRqVRjY2MymQxIHEaGhoZgK4lEUlVVVVtbOzw8XFNTA4QOPcLHxsZqa2uB0CUSiVKpHB8fl8vl0luQyWRHjhwhGCbLy8scDqeEDTY5HM78/DzhKC0tLWw2u1SHwB/L7/dDR4714TuMxzHcvHnzL3/5yx3Kdxv5KPmDzHcVFRU8Hm/btm01NTVMJhMKD/BCIwwGw+l0BoPBSCRSU1NjsVhUKlVdfR00t4duUgwGg7BJxnEURaEHFVRr4ZHx0CiKlpeXY7ui0+lUKrWqqioQCAQCAVAe9vv94EBxu93QT9Lj8USjUYlEkkgkOjo6oKMT/lP/6U9/0uv1LBYLPhEszysqKigUSiqVUigUMAKxhba2NqVSCSN8Pp9KpTY3N0ulUpFIJBaLYbWVSCRkMhnWSYtGo0UiEalUCiP4ObAVPMPRaBS2qqyshAVyIpGorq6GrWBOY2MjYU4oFMLmgIbCpk2bCEy0uLhY4lsNQQYGBghHKTRdI3/IZDKwWN977721izhv2bLlZnZcu3aNLJaTG2vOd2q1Oh6Pp9PpPI+xwXfkfGPQ1O3o6MAH4/FQKBTNzc3Dw8NY7q5Op5PL5RqNhhDhWmvA/TQ5OWm320UiEaH1n9Fo7O/v7+vrS6VSJ06c6O/vHxsbg3wUv9+PvcZv3rz5ySefOJ1OBEH0er3FYjGZTFarFSpqoY06jMDnVSgU2AjET7VaLWGOUqmEEajYpVKpGo2GMEelUmFz4CaUyWTYiE6no1Kp+P1knEOhUIRCIZwzVh0cCAQIz+qhQ4coFAqNRqOXCBQKhcwODQ0NFAqlVIfAH8tqtQLfvf/+++BOKeFnwY6ysLCQg++uX79+x/Edg8GQyWSRSGTDvssT2eor0uk0VGu1tra2tLT4fD7o2NDT0zM0NDQ4OIhPpADpESaT2dnZmUgkAoFAQYVoRSAYDDY3N/f09AgEgmg0ivkH8WhoaJiYmEBRVCaTJRKJ4eHhhYWFjIzw4YcfCoXCjA2oyG2b4X2AgUKhkJPvCHOoVCo5gEuYg5Aiv3nOIees+P3+Y8eODQ4OjoyMDA8Pj42N7dq1C2Rd8owt5hN8bGpqGrkdkUjE7XaX6hAYHA7H0NAQrGc//fTTX/7ylx988MGRI0dcLlcJP5HL5dqxY8f09PTw8PAICaOjo4ODg4WGStZpPbuhb5w/stXPYpcevjP4plUq1cjISGNjI94TWllZmUwmwW7i8Xhms3l9rDw2mw2JRxaLJSPfxePxvr4+CN0ymcxwONzd3Q3WAYHv/vjHP2aLz5KvJ7l+1kt67RPmMBgMch4WYc5qRgh3+8DAACFbxev15vlE3JlQq9WQYYNhLVbo5O9xlVi/eMUG3+WJbPZdU1OTUCgUCAQ8Hq+2tjYSibS3t0MEA092PB6vvb0dX9HJ5/ONRiO4xgVrBmieAv5jr9drsVgEAoHwFgQCgVwuT6fTmzZtgpRRDoczMjIyOTkJvxL47tq1a0XHZ0GmKfccFEXJ6XLkTJeiRwh3e19fH+G07/bumiqVCtazWOR0dna25Efx+/255bYKxZrzXW1tbSgU6ujoyPMYG3yXYz0Lep8Oh8Nqtfb19R06dGhmZgafaMbn88PhcCAQIBThCwQCaG+2du3KHA5HW1sbJHNKpVKfz0f46+zs7MGDBzF9eYFA8PDDD+/YsQMisBjf/fznP3/ty6/94z/+I0RpCIKaGfXcyXxHTssifAsoipJzBsjfFJnL8pkTIikwZ+S7e8O+W2u+o9+q1igJ1pzv2Gy2UqlsbGzM8xgbfJeN7/A2S2VlZTqdjkajFRUV2FWCbhVg2UkkEkImB4fDIfueSgsajZajnlGpVDY0NGCfAviuq6sL/HEY3z388MMIgvh8vqqqKj6f7/F4eDwel8uFWDOFQonH4xUVFTAC2YXxeBySV2AOlUqFK0OYIxQKYYTFYjEYjFAoRJ4jEomwOQiCRKNRbITD4cDRCXMaGxuxEYhUhsNhkUjE4/GwOYODgwSD7h7gO0JG4Qbf/f/YyEfJH4R8FIzvWlpaIH9CLpd3d3f39vbibwWdTtfa2oqnG7KUZlNTk8PhkEgk0jWAWCx2OBzk+4PNZmO6xHX1ddhjX1FR8eCDD87MzEDQGeO75eVlBEGcTifYX1arFVQS/H4/3Bgmkwk8/X6/H9qPqtVqbA6wfI45Pp/PYrFQqVSj0YjNgeum0WiwOeCIrK6uhhFw0tNoNI1GA1thc2pqavBzqFSqUCgk7MdmsxEyxUKh0N3OdwT/3Qbf/d82EokkHA5v8F2eyGbfdXR0GAyGeDweCARGR0fxSU9sNru3t3diYoIg6ltTU4Opj6jV6rGxMbfbrVar9WsAtVodiUTC4TD+BKDYAKIlDAYDiiXhT3w+f3l5effu3SDZiPHdiRMnEASxWq1cLhcyNgjXh3xXkKuw85mDktpjk+eQo8PkOflspdVqCUvstavBWh9ks++cTuezzz373PPPPfPsM9i/l15+adeuXUUc5e7jO5VK1djYuJF/lz92795983ZAfoPb7a6srDQYDMFgEN8JjM1mh8Nhq9UKWjcmkwnPEVBOq9PppFJpWVmZ2WxeO7OCxWJhCa4MBsNqteLVLMrLy/F8x+Pxjh49Ojk5SVjPAt9BALpovc87P15xtyObfdff338zE77zne8UcZS7j+8AG/HZ/DE0NHT58uUrr1x56623Ll269Oqrr0I2WTQarauvGxoawreUZTKZwWDQ6XRil7eqqsrtduOtv9raWsjUhcIDlUrF5/MrSg0ul2s0GmHVJhAIPB4Pwdgk8F15efm2bdueeOIJqMzF+O7BBx9EcHxH6F5GpVLJkU1CfIBGo5HLjAhzUBSFfOYcc1YzQrjb+/v7CU9OEb0r7yiQ+W5mZgZBkO7u7ox898YbbxRxlA2+y4V7gO8oFAosfJRK5fT0NIIgVqsVctna2tr6+voeeugh7AsrLy8Ph8Pk5w3KvMhnYjabXS6XZW1gNBobGxthPctgMMjrUALfMRiMiYmJl15+CVOrJ/Bd/v2277T4LHnkfojPEvgO0yyAH+4XvtNqtc3Nzd3d3XkeY4PvIA9WLpdPTU0huNxdaNlVV19nNBrlcjmPx2tubg6FQkajMduFEgqFGPFpNBoyCZYWIpEoR/02me+mp6dPnjwJnizCetZut0Pint1up90ClUqF2CsI0sEIgiCxWAxFUWwE9AJyz2EwGH6/nzwHmBobiUaj2AgwOHlOY2MjYU4kEiHMGRoaIpilgUDg3uY7PNndR3xXVlYmEonyj0Zt8B3YJiqVatOmTcgtSwdBkLa2tqqqKovFEo/HrVbrwMAAfHNlZWUmkynjteLz+bC29Xq98XhcJpPVlho1NTUymaympsbtdm/fvr2lpSXbRyPz3dTU1Be+8AVCfQXwXV19HcRDw+FwOByGyjlY24ZCoYaGBhiBK+DxeCKRCIyAvw8/ByKkdfV1MCccDjudTjqdDnIG+Dk+nw8/B0EQq9UKc8LhcF19HVRuRKNR/BybzYZt5fF4qFSqTqfDtoI50Wj0frPv7uv1LEGnoaKiIhgMVldXb+gbE5CD7zo6OiwWi8FgMJvNer0eX0aKomg2ygOf3ZYtWxwOh9FoNN0Og8EAYsiYMDLhV/zPOp3OlAl19XUTExNtbW3kpxoPFEWhvhJ+LSsrm5qaev6F5wnrWSxekU2wk0wTxY2s3Z7JIxKJhFC+dg/wHaG+gryevR/tOx6Pp1KpOjo6QBEMzPve3t5t27YtLS2NjIxs6H3ikYPv8D4pFEXxoU8EQRgMhtlsJq9YRSKRVCpls9mE+RggLZbP50O6LPYrxDTgBx6Pl0MuWK1WY9+Uz+dDUZRKAoVCEYvF6XS6qakJRsRi8dTU1IMPPgifLmN8Fm4ewvUh170SorE0Go3smyPMQVGU3ESRHNUtboS8qIdeS/iR/DO07kyQ81F27tyJIMjg4GBG++7b3/52EUe5+/iutrbW5/NB5hfkTCAIYrFYmpub0+k0Oda2wXfZ+C6dTns8HlDWdDgcqVSqubkZ/8wwGAyDwYCnPKPRODw8bLfb7XZ7JBLx+Xywrd1ud7lcdrt9fHx8cXHRYrFYrVaLxXLgwAGwIq1Wq8vl2rp1q91uhz91dXXt2bPHdQt2u93pdLpcrkAgEA6H4RCNjY3Hjh2LRqMWi8VxO0wmU09Pz7PPPbt7926LxWI2m9vb2/v7+597/jnItskYnxUKheT4LPl6EpL+MuoFEOaAsZl7zmpGyHoBhCcn2+vnbgG2nv3DH/7wzLPPnDt3DqI0Fovl/PnzFy5cuHDhAvwA/584caIIfr/7+A6wYkNiDBt8l43vML0AAJ/Pr62t1ev1+NsIZO/gZ5lMptfrIVkE5ldUVEilUr/fX1NTA0YcKNBhm+/YsQN/AfFvI51Ot3fvXtAFgLJWn88nEonABoRxg8HQ1NSEoiidTi+7HXQ6XSqVdnV1NTc3g7qZRCKZnJy8ePEiIf+OkI9yl+bfEUbuvfw7vV4P39cvfvGLjFo4BPh8viIq/+9KvqPRaC6XayNekQ9y8F3GS19RUWE0GuHaikQi7OPX1NRk64haWVlptVrhNvL7/RMTE9ifduzYAdVXcCb4I1qtVsiPQRCkvLzcZrORVbxZLFaO+lkURd1uN7bWQ1F006ZNjzzyCGSikfmOyWTy+fwi+vVQKBQy35H1oMg5K2Qdp1KNDA4O3mN8x+FwXnr5pTfffPPQoUP5UFJxSid3H98ZDIZkMtnb25vnMTb4Lhvf9fX1NTQ0EFQ2vV7v4OBgIBCora3FHnKlUjk6OgqpeWTU1delUqmFhYWenp6DBw/29fVhR5+bm8P7y/AWkFwuf/DBB5ubm0dHR+fn5xOJhNfrxe82EAj09vbGYrFsH40cn52cnHzlS68Q6meB7+rq66LRKEiHer3eQCAQiURgbdve3h6NRkOhUCQSAT9dIpGIRqOgGq9UKtls9uDgIDYH7u+WlpbGxkaI2zqdThRFW1tbc8yB1W5DQwM2UldfR6fTyXOi0Sh+DmQ744+FIAjZdYO9V+5eyOXykZGRPCcHAoH7gu/gGHX1dRv2XT7IwXdkuwZDRUWFSqWCaCk0ZsznQDKZbPv27SdOnLDZbOCSO336NKS5OBwOt9s9NTVVV18Hf5qcnFxYWCA0PCZAIBDkuJky5t+dOnUKIiEY3x09ehRBEKPReOrUKfA5WiwWvFMSRVHKLcAI6BFwOByPx2MymcbGxtrb2wlzyFvlHoHBPEcgIIONlJWVYSOw59raWoK78G6PVyC4WzQf3Ed8h2zoG+eNHHzX2NjIZDLLMwF67giFwqamJpfLxWazM04jbFJWVtbb2/vsc8+CInw6nb762tV33nnn6WeefubZZ15//fV33nlneHh4cHCwp6fnxIkTBw8e5HK50Osn4w5VKlWO5u0Z7buLFy9C2RnGd2+//fbhw4effPLJCxcuWCyWaDQql8s9Hg8mfED2uwUCAavV6nQ6a2pqRCJRPB7v6ekhzCGcGIqi5KU3eYVL/jjFzeno6CCEUO7AfBSJRNLT05NOp7vyQHt7+759+44cOZLnzu8XvqPRaHw+P/9s8g2+y8Z3PT09WFf2jPB4PG63G3xk+fQHcLvd8/PzsCSBa37kyJHFxUUoDHA6nVdfu4ogCI1Gq66udrvdx44d83g8OY7e2dmZQ+iQXD+7devWZ559hrCeBVy/fv3ixYvQmQwui1qthu7XBOJgsVgzMzP4JhJ+v5/Md3dafPYO5DuZTLZly5ampqbG/JBIJLL5iMm4X/hOLpc3NDR0dnbmeYwNvsvGd2Qf/OrhdrshPqtQKCQSyaOPPoqFa5VK5ZUrV5hMpsVi4fF4NpttdHQ0995y631m1EcZHR0l2HeAP//5zxcvXpTL5Xh/IofDcTgc+OvJYDAcDkdTUxP+QMFgkHy/EVgSqolzz0EQhKwpUNxIe3s74THL38Oznshhnq8S9wvfwWYej2fDvssHOfgumUxqNBpV6aBQKCYmJoaHh7FTffqZp3fs2AG/KhSKb3zjGyCNiSCIRqM5cOBAjr0plcpAIJDDyUjgO9C/27lzJ0H/DuvHeOHCBYVCgS1jARKJBKNdCoViNBrLysrIS8Xp6WmDwWA0GrVarUKh0Gg0w8PDWq0WO1ubzdbd3Y2/nhqNZnBwUK/XG27BaDROTExATUv+IwaDgTCi1+v37t07Njam0+lgxGq1Ejj6DkEwGFyj1k73Ed9RKBS8YFFubPBdNr5LpVJ6vV5bOqhUqsnJyZMnT9rt9rr6OovFcvny5ffff395eXnv3r1ffPqLP/jBD/x+v8vlcjqdk5OTy8vLUFuWcW8ajSajWAsGAt+BvvHCwgIwGsG++/TTT196+SWRSBSLxYLBoN/vD4VC8OXu3r27t7cXTgnKdePxeDgchjlyudzhcHz1q1/93e9+9/vf//748eNqtVqr1ZpMJvypQm0c4SPo9fpdu3b9/ve//90t/PGjP/7udhQx8tvf/vZPf/rTHz/6429+8xsY+fDDD9eim9fq4fV6IfhTctwvfCeVSj0eTyqVyvMYG3yXTz1ZqeByubZv385gMFgsFoqiBw4caGlpAa+ZwWAYGxtjMpnQ7SEajU5OTubeW+71LCRqYHwH/Ss6OztB3Y/Ad3/5y1+eefYZKpWKoihEaZhMJjyKYrE4HA5XVVVFo1Gov6bT6dgcGo3moC9z+AAAG8ZJREFUcDi+8vpXYD+7d+9GEITP5+djtpSVlT373LM31wVLS0t5f0vrBz6fTy7FKwnuF77jcDhqtToWi23Yd/kgB991d3dDV4RS/XM6nQsLC/gUqvn5+d7eXrgvpVIp3mGn0+mOHz/u8Xg8Hk/Gvbnd7o6ODtAiZbFYEDPB/urxeNra2tra2jDWrqioOHny5K5duwj9trH17KVLlyorK8l1uzU1NbAkxJzlhC/d4XBceeUK7G3Pnj0Iguj1eoiK5IZOp/vXf/3XP/zhD5988snHJcUnn3yC6cHhT+xOAyzF1sLEK5rvcmwFb1D8bQY9Q3KQwIbe59qihHwXi8U4HA67dGCxWJ2dnePj43BoOp3+yCOPxONx7Mz7+vpsNhu8YM1m8+LiYu4dam91aXA4HFqtlsvlcnDQarUdHR3YDcTj8UZGRsbHxyECS45XgP8O2BB/faBuN5FIlJeXwyChdsJut7/ypVfwtCKRSPK5Mdxu98LCgkgkqiwpRCKR1+slqIncmXyHIAg4dku+2+L4rq6+DiqIzLfD6XTKZDIOhxMKhQi3GZfLJbSfx2MjXrG2KCHfrUWH5oaGBuA7mUwml8s/97nP4eOhTqezoqLCZrPxeDyz2bx58+bce+NyuXAzQbcd8oTu7m6skwmDwYhEIj09PdAlktxv+/LlyyqVisB3UJtoNBrHxsawlQ6B79xu96uvvkqglXy+Ba/Xi68mLiGEQiFB/fzOXM8iCEKlUt1ud8mjFsXxncPhAIULDofDuwUul6tSqcLhMIvFylim4vP5sq2C76l6MrVaTSi3/MxRWn0UCB2UCkajcXp6+vTp02NjY0ePHk2lUhcuXNixY0cqlers7Ozt7T1w4EAqlRoeHj506NDy8vLx48fNZjMoo5AB+iipVEooFCYSiYx8V1dfNzk5yefzhUKhx+Pp6enZuXOn6vZ+27/97W+//e1vf/vb3z5z5symTZv27ds3OTnZ0/P/tXduMY2cZx8fH9ayDEbYIMBg+bAYAca28NlmwcbYrGUOhjUYhA8cDMb4KIMJ5rC7HMJhU6ImbZXNNtom0GazS5JWatRs1FbJRaWq7ZdeJVc9XPamV+32IFVN++138XwZzc6MBy/LUlLmp9VqmHln5p3T38/7vs/7PGOJRCKZTAaDwdXV1eXl5b29vcnJyUwmMzMzs7S0lE6nY7FYKpXy+/1LS0s///nPiXp37C9u25U2iCl96kilUtC7R48eHR09ODg4eE7CeiqIRKLiA3wUyYn1zmQyYZ0rAXCf5PP5uMCaAMyzxL2oZrNZo9Hw+XyI7VoMJ7Tv2Gy2xWI5A/uupKSkmFANZ8npzq/gnh4Q3Fwmk129etXj8XR3d3d3d7tcrqtXr7q/pLu72+12w8re3t6mpiZIJktxTKFQqNPpZmZmtFotxGXBYjQaA4GAz+cbGhr6zne+4/P5Ojo6cOOzv/jFL0ZHR2dnZ2Fyay6XGx8fN5vNiUQinU5bLJZAILC4uGi3291u9/Lyst/v7+7uzmazU1NTCwsLJpNpcHDwgw8+wOmdQqFAI8cU4gz07re//S2kUmpvbz+H/ncoRqORmFXyWXgWvSP2vfJ4PAjcTap3AwMDw8PDHA4HN/+nu7v7qaT81OJBKZXKrq6uSCRCdNd6Fr07h5zn9mxjY2PDk9E0j6W1tRXC1VHD4/EgMySu20WpVCoUisbGRrlc7na7Kysrq6urYbYvqne/+tWvQqFQPB6HaMmZTGZsbEyn00Wj0Vgsptfr/X5/Npu12WxdXV0LCwuDg4NdXV3xeDwUCiWTSQitSGzPQmh76mqfgd797ne/q6ysRM7l/AosEC8L7SF9ds5S7wYHB9FuaCwWi0UkEpHuQspJ9E4mk7VdaYtEIpAZCyZ+Dw0NvfTSS7lcbnh4+BTjG59DTlHv/H6/Xq/XFYdGoymUSEylUtlstomJiXA4bDAYIED8senHIPi7xWKZmJgIhUJWq1WlUpGWbG1tVavVWq2WorZ6vV6tVqvV6qGhIYh6gtW7cDicSCSuXr1qs9lA7/R6PeidwWAYGRnJZrOQfQL0zul0onqn0+n6+/uJeocgiFqtpojSjDxnvfvHP/4Begf+N+dc75AvNeW0GkxnrHek7txWq/W5611FRUVzc7Pf729oaJBKpXDNJSUlDoejo6MDl6IUofWusN55PJ7yorFaraFQKBAIjD1JMBjMZrO3bt3KZrPXrl0LBoPJZBIiAlATjUbj8fjY2Ni1a9fy+fze3l4ymSQWC4VCIyMjMHZ2LHw+32Qy4fxRfvnLXz673v3whyR6d2xP/NnoHbzz51/vEARhMBh6vb6hoeHZq3pR9A4o/hy03hXSO+LszkJwOJy2K22kHzabzVYqleibx+VyfT4f6dgCDrPZ7PV60feey+UqlUrSzwAm9hdZ1ZqaGlz/3anYd6R6hyBIaWmpXq8vJHln0579Cukd0NDQYLFYnjFB+EXROzabDdnIzmC84hxyinoXCAQgMyE1HR0d8Xi8r6/v0qVLEJoNjkzqRMpkMrVabTGPpqqqqtDcCfQ9ZrFYkEgoFot5PJ5jq2q328fHx2FI/QzaswCM0JGm4qXtu0KUlpYaDIaurq7q6mo0ut9THeGi6J1Sqezv7yfG5ykErXeF9M7pdKI5pylgs9mRSGRwcBAypcIMU5hVSrRrIJVXMS9ibW0t6YsCzpUikQhBkOHhYQgXDM3eYmoL03iRs7LvAIFAYDQasQktgXOud5WVla2trdgkmUQgbSa4KFKXbGpqUqlUT2W1cblcrVbb3t5uNpt1Oh0MQBW570XRO7TetH1XDBR65/V6xcdRV1fX0NCAHZxyu91arRZuKZFn1zs4iEaj0el02GABXq9XKpXW1dVR1FYkEnV2dkLdzlLvEARhs9mtra1ms7msrAy9fKPRiOboOF2evT1bWlrq8/k0Gg34YFOomN1uX1xcpNY7SDSsUqncbncxvRk4wJAfGhoqfpYIrXfk0HpHER+lubm58ThaW1u9Xi8crba2NpVKEQ0ZlFPRO+Dy5cupVAqcyxAE8fl8SqWSuqr19fU9PT1gI+D876LRaGdnp9lsjsfjPp+vpaVlcnIyEomA+3oikbBYLB0dHalUqqenp6OjY2ZmZmRkZHZ2VqlUXr16FTd/thACgcBkMtntdsjrNj4+fuwckpOB1buTjc9WV1cTA4uSAjEBizysxWI58eyxqqoqbPITai6K3tXU1BgMBvQLPBZa7yDmYn19PbSttFrt045XoJFB5XI5tGcLcYp6hyDI8PAwOJchZDmnSamursaNV3z22Wdra2s7OzvxeDwSibz00kvLy8uBQGBzc/PFF18MBoNLS0tf+9rXpqenZ2dn9/f35+fnY7HYzs7O6urq7u7u2NhYOp3+5JNPitE7FIlEAt42xXgXnoBnbM9eunSpr69vcHDQYDBAFGuKwuXl5ceG7XQ6nXa7Xa/X9/b2Fh+7CAuXy93Z2fn+D76PBpig5qLonVAoVKvVvb29RZ7jgusd8mWMWZlMBvGXNBoN6F1/f39FRQWpV4dIJJJKpVKpVCwWy+XyUCiE9sdTq+Tp6h2qcXw+f3R0VCKRSCQSqFhlZSWfz0crDAs8Hq/tShvOvvviiy/+9re//f3vf4cgJbDw6NEjWPno0aO//vWvsIBuhQVsAXSy6qlMy4cBN6DQO8lgMHp7e8G5BxV9lGdsz1ZUVEDmMw6Hw+FwPB4Pxb7l5eXHelb39fUJBAKYY+PxeE4wW7axsfFf//rX48ePP//882LeH5PJdILITl89vQPOJj7KOeQEejc5OXnvnXs/+vBHkDrnw4cfQoMUpo4eHBwcHh5++9vffu211w4PDw8PD9966y3o2WlpaVGr1aOjoxsbGzAZiMFgUJ/9dPUOPZdIJNra2nI4HFAljUaTTCYPDw8PDg7ewnB4eLixsYGLb3y6LC8vF3nbKUgkEugBC81y8Xq9wWAQesSSySQ0WlFI9a74CuDy8FJrZTF6h51NbLPZTqB3TU1NoHd//OMf19bW5ufnwW9cJpOlUqlUKpXEkM1mX3jhhROMR3/19I7FYtH+KE+1y+rqKu6jhUaWz+dbWFiw2WxNTU19fX1bW1tGo7GpqSmbzaLms1QqVSgU2IdE3a6ENA7FvO5VVVXHxmLAfmY9PT2NjY3ohKR4PH7t2rWmpiabzba/v+90OhUKxeTk5P7+Pliv2Ph3aNAkHIXWU/DKK6+Ul5dfLoxcLpfL5RRbRSLR+vo6ekDS+2kymcLhMPqnwWDAJWYltmchhkdVVZVIJMLFjxKJRDh3GaFQiHVppI59UIzeYeO22+123AtQWlpaW1uLBrNCa4WdndLY2AgRrlByuRyCIIFAgPRBfPzxx9RVIuWrp3dyubyrq+ts8vWcQ06gd/l8Hvt5f/HFFxAfIpPJ3LhxA8rU1NSgnhNOp3Nzc9PlcsXj8ZGREYisiSAIg8EwGAzj4+MU5+JwONhAchS0trZS5B5DEITH46XTaXBMQRDE7/d3dnZGIpFQKORyudbX14VCIdRqbm4OmjbNzc3vv/8eqDmp3uG073+fBLsGWxi71ze+8Q2pVEo6WqJQKGQyGeiaTCaDib1ELl++vLW1Ra13qVQK9xVlMhnsOABR74xGo0aj6e7uNhqNoVDIbrdDMIX29na/349VT+TM9W5gYKDtSpvD4RgfH9fpdCMjI16v12g0bm1tQUBpBEEaGxtxEa7m5+cRBBkbGyPVu5/+9KfUVSLlq6d3yBnm2z6HnEDvlpaWsC8KqnczMzOrq6tCoZDFYqlUqsXFRR6Px2QyfT7f/Px8c3OzXC4XCAR1dXV+vz+dTq+trYVCoVgsNj8/n06nMwQSicSNGzcePny4sbGRTCaJBYBUKpXJZN588837D+7n8/lCJfP5fCqVikaje3t7Ho/H4XDU1NRAuBSNRpPP55uamphMZnV19crKilgshjtzeHgIrXVcfONCkG6l2CWfz1Pc6oaGhvHx8Wg0Cm2xQkxPT1PoHZ/Pz2azqBAAiUQC+6kQ27MQ2Q32Qs8Oroi1tbU4N8Az1jv0GsHDXCaTgc/K6uoqauIR7btsNosgyOjoKPahoL89P/nJT6irRMpXUu8Quv/uacDp3T//+U/Qu5GRkXg8nslk0ul0Op1eX1+fn5/PZrMHBwdutxt7hMnJSUjHVVtbCx55CjLkcrnBYLh+/brVapXL5aRlgMuXL09MTCwtLYETCWmZ+vp6kUgkFoshGTPurRofH9/f389kMgsLC6+//no+n4/FYi+//PLOzg64vFLoHdGUw5Wk0DuK8QqwiHt7eyHIM2lEDSAWi1HoXWVlJfHrSiQS2Ng/RL2D6GzgHRmJRGw2m06nm5iYsFqtgUAA5xaD0zvqj7CkpOTYHBTY3kOi3o2OjlosFofDMTMzo1KpgsHg4OBga2vrN7/5TdRZD7Xv0JufyWQQgt6hPIveFYp/V1ZWRhq80+fz/cf0jsPh1NbWEjMQF4LWu0L2XS6Xu3HjhkKhkEqlJpNpbm6uu7vb4/Gk0+nNzc329naHw+FwOJxO58rKCgRZKoYiXeQFAkEhp2UcZWVlOp0OwtI5HI7Ozk6Px7O2tjYyMtLf3992pS2TyWi1WolE0t/ff3T0QC6XI8XZd7gUEMWoXiG9q66uzuVy2HdyYmKiUF8ntd5VVFQQ7alEIoF97oX0zmw2i8XiWCw2NjamUqk2NjZkMllPTw+4XqKAkwOCIFwut6qqyu/3l5aWXiqAVCr1+XxcLrdQgUuXLkFYaejHIE61HhgYuHz5ctuVtu3tbZFIlMvlJiYm6urq9vf30fkYxPYsTu9wT+Rkegf+NwaDAZc5oL6+3uVycbnc0dFRyIqHJRQKkfoqnoXeNTU19fT0oFG8j4XWu0J6FwqF5ufn4RMVi8Vf//rXIbJIV1cXtpOOwWDEYrEigxoymUyz2VzMeIVYLC4yGbNQKITMKaiasFisTCZTVVXFZDJtNtva2hqMCKtUqtu3b0MTCTc+SypqReodtkAhvZuamnK5XAiCRCIRyMDb1NSUTCZJC1PrnVAoTCQSuDHuZDKJnW1C2p41mUxgLvX19YF7GjQJZTIZmlQE4PP5NpstmUyurq5ms9nr16/ncjnSPopkMnnz5s2jowfQvVCoj2JlZSWfz9+4cWN0dJSYSwt8mIRCISSNDIfDcK9WVlagExYhs+9w7dnHT3aknkzvLBaLTCbr7OzEJYdyuVxgwzIYDOIkRT6fT+qGdRbx7wC6PVs8hfRuampqcXGxoqKCx+OFw+H19XX4DYfZCBwOB4IM8/n8l19++fXXXx8aGrLb7RBszuFwdD2J0+nU6/UGg8Hv9xuNxhZK1Gq10+n0eDw6nc5kMjmdTtzROjs7tVqt1Wrt7OycnZ195ZVXIpEIGvSYz+fncjm1Ws1ms6VS6e3btx0OB4fDcTgcb7zxBnirYfWOYsiCtAwFhfRufn4e5PuNN9547bXXEASRy+WpVIq0MLXeCQSCdDqNtrkYDAaLxYpGo1hzmNS+s1qtk5OTdrt9eXkZGtTb29sul2t2dhZXEx6P5/P5crlcbW0tjJxCTwWR2tpaq9W6vLwskUgKlamrq4PxVolEMjMzE41GcVeUTCY9Hs/w8PCtW7fMZvPe3t7S0lJ7e/udO3ew7VlcBiLQu1AoRPogfvaznx3/6hM4Wf5vDofjcrkgpjEKj8fr6uqqqak5C70zmUzYP9lsdmlpqcViwa1HaL3D6B1ufDYWi83Nzc3NzWWz2VwuNzs7m06nE4nE9evXJyYmjEajxWKxWCxWq3Vqamp7ezsej8fjcYi7OTs7m0wm41+SSCQSicTU1NTY2JjP5xsdHQ1QEgwGh4aGwMUsEolgDxWPx1OpFMz06u3tjcfj6+vr+Xze4XBAfcxms81mm56eBusjkUisrq6ura0lEonl5eWdnR1cfGOi2JGOxhYSPlyZQnqn0+lgTIDJZIJp5na7fT4faWFqvSspKRkbG5ubm9vb29va2trd3V1eXk4mk6gphGDGZ3/zm9+Ar4lWq7VYLI2NjWDz8vl8sLV5PJ5Wq8Wl+uXz+W63m/ixkMLlcossiSCIUqkk6l1PTw+Hw6moqABHP7PZ3NzczGQyNzY2iPYdCrRnnU7np59++umnn/7Pl8CfBwcHarVaqVRS/7Li6O/vP4HeIQii0WggTTsK/CSXlpY+3/wVLS0t3d3dgUAAprBAl4FAILBarT6fj5iOnta7Qvadz+eLRqPj4+PhcDgYDIZCoXA4PD4+HggEOjs7YZoR4HQ6s9lsKpVKp9MLCwsLCwvpJwF30N3d3Tt37rz2NNy5c2dzcxNSSWCPBifKZrPQ5pqcnDQYDBYM/f39EFE5HA6DgIZCoenp6ZWVFdL+O1LzrVBLllTpqPUOQZBoNGq1WiG6kUajmZqaIg0ShRShd7dv385ms36/f3Z2NhwOh0Khvb09aAMCqH33pz/96e7du9/61rdGRkZaW1sVCgWLxXI6nRUVFWw22263QwxUXMu6tLTU6/UW2Z/A4/HQCYXHotVqcX2FCIK43W4ul1tTU9Pd3c1isaxWa0tLC4vFunXrFnZ8Fqd3YN8xGAzS3CZlZWXHRrvAIZFInjHoHhHu885PxmazodkFlw0rxWLx5ORkLpcj+gHQekfUu+rqah6PZ7PZRCIRgwwWi4XtjWaxWHDbqWGz2WDdFA+TyaTI14M2YHH1QSOm4WAymQqFAlLcWiwWnN5hVezxk7YexUrc7hTzKxgMxvT09Nra2uLi4szMDIUTYjQaRR8HcWhCKBSCqy2CINvb2yDfDocDm5NPLBbj1CGXy8GYSS6X293dXVpaWlhY2N7efuGFF3Z3d3Hz8Ovq6tbX11OplEwmUyqVMCqlVqtFIpFIJKp9kpaWlqGhIalUilsPo+fQ+dV2pU0mk8nl8sXFRWJmyKmpqZWVleXl5d3d3XQ6vbW1dfPmzVwu9+qrr6JzwhQKBWn/3TnnuesdKWNjY5DOYmJiAmev0npHbM/29fU1NDSczLA//5SXlzc2NmL7uQtZcKSbSJURLbayskJ99pKSEuqkFgiCzM7OogfEmU5MJrOysvLVV18NBoMOh2NxcdHv97tcrrt372L9USQSCbRncRUrLS0VCoV8Pr+8vFwgEECW1fLyclxnN4/HMxqNIyMjSqWyvb09Ho8nk8mFhYVlAisrK7lcLh6Pr62tEbfm83mwx8PhMDQte3t7icYgm80WCoXl5eV8Ph9qVVZWJhQKsd9jQ0MDqf/dOec/o3ccDker1RqNRmwfB0DrHU7vHj9+/Nlnnx0dPbj/4P6777179O7R0btH2AXsP3QNbhO2MCxjCxA34dZQbCIWKHRS4ulg+e17b3//B9//wx/+gJMtUtWjGMcgbQJ//vnn9965R3qZsHDvnXtv33sb7i3pXT06evDrX/8aPeAnn3wChd9//70XX3wRUh15PJ6+vj4I2Od0Ot1u98DAQCgUgiPcf3D/4cOHMNsUW7H7D+7D2Yn/0GeNVvL999/76KOPDg4Ovvf293p6eurr6/V6vZ2AzWaz2+3QdUXc2tHRoVQq6+vrJyYmvvu97x4cHHz48MMPPvgAvXz49879d0hrde+de/9fpaMHP/7xj//9738/pu27YvSOgv8+vaO+ZURw7Vmac8vvf//7bDabzWYhF3gKw9zc3Jtvvvmcznv37l1wO4fZ+KnigJLgj/LRRx+deq3QRv15hta75wuTyRwYGIDekyLZ3Nx8hOHPf/4zxQK6TFoAWwxWYnchXUM8IPZ/CkjPfuy+xFOQ7o6D9BqJV0S8QNzdwF01bqHQidBNH3/88UABvF4v7jnibhFp/Yvk5s2bXq+30KmPxev13rlzh7RWpPeTYg16IX/5y1+I4x7nEFrvnjtqtdpkMhmKQ6/Xm83mdgxtV9raCwC+l8SSxF3QkrhdijwgdTUozl7kXtTFsJUvVJjiPuDKF3NzirxLRqNRWYDm5maNRlNMJQvVigKNRtPc3Fzo1MfS3Nys0+lIrwu3THqvcPcB1tjtdmLUv3MIrXc0NDQXBVrvaGhoLgq03tHQ0FwUaL2joaG5KNB6R0NDc1Gg9Y6GhuaiQOsdDQ3NRYHWOxoamosCrXc0NDQXBVrvaGhoLgq03tHQ0FwUaL2joaG5KJxfvbPZbJcuXTrZQWhoaGiInGu9a2hoqKKhoaEho7KyssishyjnV+8EAoHZbDabzSYaGhqaJzGbzW63W6VSPZW8FK93HA6Hw+GYzWbID0Na5hT0rrGxERL00dDQ0FDA5XI1Gs1T7cJisYpMRS8QCPR6/cDAgEQiKVTmFPROJBK5XC4NDQ0NTWHUanVnZ+fAwIBarS5+F6vVOjg4qNVqqfeCrcFgcGdnx+FwqFQq0mKnoHcIglRXV8tkMikNDQ1NYcRicW1t7VPtIpFIit9FJBJVVFSIxeJCBU5H72hoaGjOP7Te0dDQXBSe0DsaGhqa/3povaOhobko/B/CArwJhbMfQwAAAABJRU5ErkJggg==" /><br /> <br /> <br /> <br /> <b>AutoCAD</b><br /> AutoCAD is a software application that is used for drafting or engineering design. The CAD in the term can stand for either Computer Aided Design or Computer Aided Drafting and is used to assist architects and engineers to draw 2D or 3D drawings or models.<br /> <br /> <h2 style="text-align: left;"> AutoCAD 2015 Mechanical 2D and 3D Class1</h2> <br /> <br /> <b>There are 10 steps for download AutoCAD 2015 with 3 year license</b><br /> System requirement for installation the AutoCAD 2015<br /> <table border="1" cellpadding="0" cellspacing="0" style="width: 600px;"><thead> <tr> <td colspan="2"><b>System requirements for AutoCAD 2015</b></td> </tr> </thead> <tbody> <tr> <td width="100"><b>Operating System</b></td> <td><ul> <li>Microsoft® Windows® 8/8.1</li> <li>Microsoft Windows 8/8.1 Pro</li> <li>Microsoft Windows 8/8.1 Enterprise</li> <li>Microsoft Windows 7 Enterprise</li> <li>Microsoft Windows 7 Ultimate</li> <li>Microsoft Windows 7 Professional</li> <li>Microsoft Windows 7 Home Premium</li> </ul> </td> </tr> <tr> <td width="100"><b>CPU Type</b></td> <td><b>For 32-bit AutoCAD 2015:</b><br /> <ul> <li>32-bit Intel® Pentium® 4 or AMD Athlon™ Dual Core, 3.0 GHz or higher with SSE2 technology</li> </ul> <b>For 64-bit AutoCAD 2015:</b><br /> <ul> <li>AMD Athlon 64 with SSE2 technology</li> <li>AMD Opteron™ with SSE2 technology</li> <li>Intel® Xeon® with Intel EM64T support with SSE2 technology</li> <li>Intel Pentium 4 with Intel EM64T support with SSE2 technology</li> </ul> </td> </tr> <tr> <td><b>Network</b></td> <td><ul> <li>Deployment via Deployment Wizard.</li> <li>The license server and all workstations that will run applications dependent on network licensing must run TCP/IP protocol.</li> <li>Either Microsoft® or Novell TCP/IP protocol stacks are acceptable. Primary login on workstations may be Netware or Windows.</li> <li>In addition to operating systems supported for the application, the license server will run on the Windows Server® 2012, Windows Server 2012 R2, Windows Server 2008, Windows 2008 R2 Server editions.</li> <li>Citrix® XenApp™ 6.5 FP1, Citrix® XenDesktop™ 5.6</li> </ul> </td> </tr> <tr> <td><b>Memory</b></td> <td>2 GB (8 GB recommended)</td> </tr> <tr> <td><b>Display Resolution</b></td> <td>1024x768 (1600x1050 or higher recommended) with True Color</td> </tr> <tr> <td><b>Display Card</b></td> <td>Windows display adapter capable of 1024x768 with True Color capabilities. DirectX® 9 or DirectX 11 compliant card recommended but not required.</td> </tr> <tr> <td><b>Disk Space</b></td> <td>Installation 6.0 GB</td> </tr> <tr> <td><b>Pointing Device</b></td> <td>MS-Mouse compliant device</td> </tr> <tr> <td><b>Digitizer</b></td> <td>WINTAB support</td> </tr> <tr> <td><b>Plotter/Printer</b></td> <td>Same as AutoCAD 2013-2014 — system printer and HDI support</td> </tr> <tr> <td><b>Media (DVD)</b></td> <td>Download and installation from DVD</td> </tr> <tr> <td><b>Browser</b></td> <td>Windows Internet Explorer® 9.0 (or later)</td> </tr> <tr> <td><b>Side-by-side Install</b></td> <td>Supported</td> </tr> <tr> <td><b>ToolClips Media Player</b></td> <td>Adobe® Flash® Player v10 or up</td> </tr> <tr> <td><b>.NET Framework</b></td> <td>.NET Framework Version 4.5</td> </tr> </tbody> </table> <br /> <table border="1" cellpadding="0" cellspacing="0" style="width: 600px;"><thead> <tr> <td colspan="2"><b>Additional requirements for large datasets, point clouds, and 3D modeling</b></td> </tr> </thead> <tbody> <tr> <td width="100"><b>CPU Type</b></td> <td>Intel Pentium 4 processor or AMD Athlon, 3.0 GHz or higher with SSE2 technology; Intel or AMD Dual Core processor, 2.0 GHz or higher</td> </tr> <tr> <td><b>Memory</b></td> <td>8 GB RAM or greater</td> </tr> <tr> <td><b>Disk Space</b></td> <td>6 GB free hard disk available, not including installation requirements</td> </tr> <tr> <td><b>Display Card</b></td> <td>1280x1024 True Color video display adapter 128 MB or greater, Pixel Shader 3.0 or greater, Direct3D®-capable workstation class graphics card.</td> </tr> </tbody> </table> <b>There are five step for download AutoCAD 2015 with 3 year license:</b><br /> <br /> <b>Step 1:</b><br /> <b>Open your browser in type </b><a href="http://www.autodesk.com/"><b>www.autodesk.com</b></a><br /> <b>Step 2:</b><br /> <b>Click the Education community </b><br />  <img alt="" src="http://www.onlinediploma.pk/uploads/Education.png" /><br /> <b>Step 3: </b><br /> <b>Click on student tab Get Autodesk software </b><br />  <img alt="" src="http://www.onlinediploma.pk/uploads/students.png" /><br /> <b>Step 4: </b><br /> <b>Click on colleges and university student in student software tab</b><br /> <br /> <br /> <br /> <br /> <b>Step 5:</b><br /> <b>Click on Autocad</b><br /> <b> <img alt="" src="http://www.onlinediploma.pk/uploads/Click_on_Autocad.png" /></b><br /> <b>Step 6:</b><br /> <b>Click on create Account  </b><br />  <img alt="" src="http://www.onlinediploma.pk/uploads/create_Account.png" /><br /> <b>Step 7:</b><br /> <b>Fill the complete form and check all agreement and click on Next button </b><br /> <img alt="" src="http://www.onlinediploma.pk/uploads/sign_up.png" /><br /> <b>Step 8:</b><br /> <b>Now click on sing in button </b><br /> <br /> <b><img alt="" src="http://www.onlinediploma.pk/uploads/sing_in_button.png" /></b><br /> <b>Step 9:</b><br /> <b>Enter the ID and password and click on sign in </b><br />  <img alt="" src="http://www.onlinediploma.pk/uploads/Enter_the_ID_and_password.png" /><br /> <b>Step 10:</b><br /> <b>In this last step choose your version Autocad 2015</b><br /> Language English and choose your operating system 32 or 64 bit……. After that click on install now Arrow button and click on download…<br /> <b><img alt="" src="http://www.onlinediploma.pk/uploads/Autocad_2015.png" /></b><br /> <img alt="" src="http://www.onlinediploma.pk/uploads/and_university_student.png" /><br /> <h2 style="text-align: left;"> <span style="background-color: blue;"><span style="background-color: #ea9999;"></span><span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Class2</span></span></h2> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> <br /></div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> <b style="box-sizing: border-box; font-weight: bold;">Installation of AutoCAD 2015</b></div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> <b style="box-sizing: border-box; font-weight: bold;">First Step:</b></div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> In this step open your destination folder where AutoCAD Is Download.</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> Right click on Setup Application</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> Run as Administrator</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> <b style="box-sizing: border-box; font-weight: bold;">Step 2:</b></div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> In this step your AutoCAD 2015 is going to starting of Initializing the installation setup.</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> <b style="box-sizing: border-box; font-weight: bold;">Step 3:</b></div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> After few minutes your Install interface is open</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> Click on Install button</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> If you want to custom installation then click on Install tools and utilities But I recommended you click on install button for complete installation.</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> <b style="box-sizing: border-box; font-weight: bold;">Step 4:</b></div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> In this step select your Country region</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> Check the round button of I Accept</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> Then click on Next Button.</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> <b style="box-sizing: border-box; font-weight: bold;">Step 5:</b></div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> <b style="box-sizing: border-box; font-weight: bold;">In License type </b></div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> Click on Stand Alone</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> <b style="box-sizing: border-box; font-weight: bold;">In product information</b></div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> Click on I have my product information</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> Then Copy Serial and product key from your Mail</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> And paste  on product information</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> Then click on Next button</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> <b style="box-sizing: border-box; font-weight: bold;">Step 6:</b></div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> This step is last step for your installation</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> In this step click on Install button</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> <b style="box-sizing: border-box; font-weight: bold;">Step 7:</b></div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> In this step your AutoCAD is going to Start</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> After few minutes your First interface of AutoCAD 2015 Is launch.</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> <b style="box-sizing: border-box; font-weight: bold;">Step 8:</b></div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> Now your AutoCAD is installed</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> Click on Finish</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> Now you restart your Computer</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> And open your AutoCAD 2015 from disktop</div> <div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"> <b style="box-sizing: border-box; font-weight: bold;">And enjoy it</b></div> <br /> <h2 style="background-color: lime; text-align: left;"> AutoCAD 2015 Mechanical 2D and 3D Class3</h2> <h2 style="background-color: red; font-weight: normal; text-align: left;"> <u><i><b>AutoCAD 2015 Mechanical 2D and 3D Class4</b></i></u> </h2> <b>User Interface or environment of AutoCAD 2015</b><br /> <b>New Tab </b><br /> One of the first things you’ll notice in Autodesk® AutoCAD® 2015 software is the New Tab. It displays as a file tab when you launch AutoCAD, when there are no drawings open, and when you create a new tab. The New Tab contains two sliding content frames: Learn and Create.<br />  <img alt="" src="http://www.onlinediploma.pk/uploads/new_tab.png" /><br /> <b>Workspaces </b><br /> The Workspace drop-down list has been turned off in the Quick Access toolbar. You can turn it on or switch workspaces using the control on the status bar. The option for classic workspace has been removed.<br />  <img alt="" src="http://www.onlinediploma.pk/uploads/Workspaces.png" /><br /> <b>Ribbon enhancements</b><br />  The Ribbon is updated to support the dark color theme as well as improve efficiency for accessing tools<br /> <img alt="" src="http://www.onlinediploma.pk/uploads/Ribbon_enhancements.png" /><br /> <h2 style="background-color: magenta; text-align: left;"> <a href="http://www.dailymotion.com/video/x2luypv_lesson-05_school" rel="nofollow" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class5</a></h2> <div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">Units:</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> It is used for set the unit for creating a drawing. The short command of set the unit is UN enter and select types and precision for your requirement.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">1. Choose Format, Units...</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">2. Type DDUNITS at the command prompt.</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: DDUNITS or UN</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">3. Choose a units and angle setting.</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">4. Choose a precision setting.</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">Limits:</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Drawing limits were mentioned while explaining use of  the zoom all command. When the zoom all command in chosen. Auto cad zooms to the extent of the use defined limits. Limits can be thought of as the extent of the drawing area. The Autocad drawing area is in theory infinite. As long as you continue to draw.Autocad will continue to give you the drawing space…</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">Choose Format, Drawing Limits.</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">2. Type LIMITS at the command prompt</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: LIMITS</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">3. Type One of the following options</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> On/Off/Lower left corner <.000,0.000>: 0,0</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">4. Type One of the following options for the</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> upper right limit:</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Upper right corner <12.0000,9.0000>:<b style="box-sizing: border-box;">36,24</b></div> <div style="box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <div style="background-color: white;"> Drawing with lower left limit of 0,0 and upper right limit of36,24</div> <span style="background-color: blue;"><a href="http://www.dailymotion.com/video/x2luypv_lesson-05_school" rel="nofollow" target="_blank"><br /></a></span> <span style="background-color: blue;"><a href="http://www.dailymotion.com/video/x2luypv_lesson-05_school" rel="nofollow" target="_blank">Click Video to Watch</a></span></div> </div> <h2 style="text-align: left;"> <span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Class6</span></h2> <div> <span style="background-color: red;"><b style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">Line</b><span style="background-color: white; color: #333333; font-family: "open sans" , sans-serif; font-size: 14px; line-height: 20px;">:</span><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><span style="background-color: white; color: #333333; font-family: "open sans" , sans-serif; font-size: 14px; line-height: 20px;">This command is used for draw a line between two points. The short command of line is L enter.</span><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><span style="background-color: white; color: #333333; font-family: "open sans" , sans-serif; font-size: 14px; line-height: 20px;">The following method for draw a line.</span><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><b style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">L enter</b><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><span style="background-color: white; color: #333333; font-family: "open sans" , sans-serif; font-size: 14px; line-height: 20px;">Click on first point</span><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><span style="background-color: white; color: #333333; font-family: "open sans" , sans-serif; font-size: 14px; line-height: 20px;">Give distance of line</span><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><span style="background-color: white; color: #333333; font-family: "open sans" , sans-serif; font-size: 14px; line-height: 20px;">Then press enter</span><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><b style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">ESC:</b><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><span style="background-color: white; color: #333333; font-family: "open sans" , sans-serif; font-size: 14px; line-height: 20px;">Esc is used for leave the command when</span><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><b style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">F8:</b><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><span style="background-color: white; color: #333333; font-family: "open sans" , sans-serif; font-size: 14px; line-height: 20px;">F8 is used for draw a straight line:</span><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><b style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">Angular line:</b><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><span style="background-color: white; color: #333333; font-family: "open sans" , sans-serif; font-size: 14px; line-height: 20px;">This command is used for draw aangular line between two points’</span><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><b style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">Save file:</b><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><br style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;" /><span style="background-color: white; color: #333333; font-family: "open sans" , sans-serif; font-size: 14px; line-height: 20px;">It is used for save the drawing the short command of save the drawing is Ctrl+S</span></span></div> <h2 style="text-align: left;"> <span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Class7</span></h2> <div> <span style="background-color: red;"></span><br /> <div class="videoframe" style="box-sizing: border-box;"> <div style="box-sizing: border-box;"> <span style="background-color: red;"><b style="box-sizing: border-box;">Line:</b></span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;">This command is used for draw a line between two points. The short command of line is L enter.</span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;">The following method for draw a line.</span><br /> <span style="background-color: red;">L enter</span><br /> <span style="background-color: red;">Click on first point</span><br /> <span style="background-color: red;">Give distance of line</span><br /> <span style="background-color: red;">Then press enter</span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;"><b style="box-sizing: border-box;">ESC:</b></span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;">Esc is used for leave the command when</span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;"><b style="box-sizing: border-box;">F8:</b></span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;">F8 is used for draw a straight line:</span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;"><b style="box-sizing: border-box;">Angular line:</b></span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;">This command is used for draw angular line between two points’</span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;">The following method for draw a angular line:</span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;"><b style="box-sizing: border-box;">L enter</b></span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;">Click on first point</span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;">Give distance and angle</span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;">For example @10’<45</span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;">Enter</span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;"><b style="box-sizing: border-box;">Save file:</b></span></div> <div style="box-sizing: border-box;"> <span style="background-color: red;">It is used for save the drawing the short command of save the drawing is Ctrl+S</span></div> </div> <span style="background-color: red;"> </span> <br /> <div style="box-sizing: border-box;"> <span style="background-color: red;"><a href="http://onlinediploma.pk/quiz.php?id=419" style="background: transparent; box-sizing: border-box; color: #1b242f; cursor: pointer; text-decoration: none; transition: all 0.5s;"><span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 14px; line-height: 20px;"></span></a><br /></span> <br /> <div style="background-color: white; box-sizing: border-box; font-family: 'Open Sans', sans-serif; font-size: 14px; height: 30px; line-height: 20px; padding-top: 5px; width: 735px;"> <span style="background-color: red;"><a href="http://onlinediploma.pk/quiz.php?id=419" style="background: transparent; box-sizing: border-box; color: #1b242f; cursor: pointer; text-decoration: none; transition: all 0.5s;"><ins class="adsbygoogle" data-ad-client="ca-pub-4394602645660880" data-ad-slot="8336519527" data-adsbygoogle-status="done" style="box-sizing: border-box; display: inline-block; height: 15px; width: 728px;"><ins id="aswift_2_expand" style="background-color: transparent; border: none; box-sizing: border-box; display: inline-table; height: 15px; margin: 0px; padding: 0px; position: relative; visibility: visible; width: 728px;"></ins></ins></a></span></div> <span style="background-color: red;"><a href="http://onlinediploma.pk/quiz.php?id=419" style="background: transparent; box-sizing: border-box; color: #1b242f; cursor: pointer; text-decoration: none; transition: all 0.5s;"> </a></span></div> <span style="background-color: red;"> </span></div> <h2 style="background-color: red; text-align: left;"> AutoCAD 2015 Mechanical 2D and 3D Class8</h2> <h2 style="background-color: white; text-align: left;">  </h2> <h2 style="background-color: white; text-align: left;">  </h2> <h2 style="background-color: white; text-align: left;">  </h2> <h2 style="background-color: red; text-align: left;"> <span style="background-color: white;"></span></h2> <h2 style="background-color: red; text-align: left;"> AutoCAD 2015 Mechanical 2D and 3D Class9</h2> <div> Types of line <br /> How to use Polyline <br /> Purpose of Polyline line <br /> Purpose of following  commands in Polyline <br /> Arc <br /> Half Width<br /> Length <br /> Undo<br /> Width<br /> <iframe allowfullscreen="allowfullscreen" frameborder="0" height="400" src="http://player.vimeo.com/video/138177722?title=0&amp;byline=0" width="100%"></iframe><br /> <br /> <b>Polyline:</b><br /> This command is used for draw a poly line. We make different types of shape through poly line command.<br /> The short command of polyline is PL enter<br /> There are the following method of draw a polyline<br /> Click on first point<br /> Click on second point<br /> <b>There are the following command for poly line.</b><br /> Arc<br /> Half Width<br /> Length<br /> Undo<br /> Width<br /> <b>Arc:</b><br /> This command used for convert line to arc. The short command of draw a arc is A enter.<br /> <b>Half width:</b><br /> This command is used for change the width of polyline. This short command of change the width is H enter,<br /> <b>Length:</b><br /> This command is used for give the length of polyline. The short command of length is L enter.<br /> <b>Undo:</b><br /> This command is used for undo the object or polyline the short command of undo is U enter.<br /> <b>Width:</b><br /> This command is used for change the width of polyline. This short command of change the width is W enter,</div> <div> <br /></div> <div> <br /></div> <div> <br /></div> <h2 style="text-align: left;"> <span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Class10</span></h2> <div class="videoframe"> <span style="font-size: medium;"><b>In this lesson we learn about </b></span><br /> Comparison Between the different types of line<br /> Line<br /> Construction line<br /> Polyline<br /> <iframe allowfullscreen="allowfullscreen" frameborder="0" height="400" src="http://player.vimeo.com/video/138178807?title=0&amp;byline=0" width="100%"></iframe><br /> <br /> <br /> <b>Difference between line and poly line.</b><br /> The lines and polylines are two objects with different properties in autocad. Through the Line command, every time you click, the part between two points is an independent unity, but the part between the first point and the last point consists of multiple separated independent unities.<br /> You can select one line among them to edit.<br /> However, through the Polylines command, they are always a unity which cannot be separated. You can only operate the whole unity when executing attribute edition (e.g. picture 1, when specify object, what the line specifies is only a part of it , while the polylines is the whole of it.) <br /> <br /> The Line command can only be used to draw lines and it is easy and simple to operate. But, through the Polylines command, not only can you draw lines, but also you can draw arcs, besides, you can execute relevant operations [ Arc/Close/Halfwidth/Length/Undo/Width] to the menu.<br /> <br /> You can also close it or edit the lineweight etc. e.g. picture 2, you can draw a polyline with changing-lineweight lines and arcs.</div> <br /> <br /> <br /> <br /> <br /> <br /> <br /> <br /> <br /> <h2 style="text-align: left;"> <span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Class11</span></h2> <div> <h3 style="background-color: white; box-sizing: border-box; font-family: Oswald, sans-serif; font-size: 2em; font-weight: 500; line-height: 1.1; margin: 0px;"> AutoCAD 2015 Mechanical 2D and 3D Lesson 11</h3> </div> <div> <h2 style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 30px; font-weight: 500; line-height: 1.1; margin: 0px;"> <span style="box-sizing: border-box; font-size: medium;"><b style="box-sizing: border-box;">In this lesson we learn about</b></span></h2> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Purpose of Dimension tool bar</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> How to give the dimension in any object</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Purpose of linear and aligned dimension</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> How to use arc length</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Radius</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> And angular</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Purpose of quick dimension</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Diameter</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Center mark</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Dimension edit</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Dimension text</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Update dimension</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <iframe allowfullscreen="allowfullscreen" frameborder="0" height="400" src="http://player.vimeo.com/video/144601694?title=0&amp;byline=0" style="border-color: rgb(0, 0, 0); border-radius: 10px; border-style: solid; box-sizing: border-box; margin: 20px 0px; width: 809.391px;" width="100%"></iframe></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <br /></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">Dimension</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Dimensioning is the process of adding measurement annotation to a drawing.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> You can create dimensions for a variety of object types in many orientations.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">The basic types of dimensioning are</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Linear</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Radial (radius, diameter and jogged)</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Angular</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Ordinate</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Arc Length</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Linear dimension is used for check the dimension in linear shape of line.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Radial dimension us used for check the radius. Diameter of any circle shape.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Angular dimension is used for check the angle of object or drawing.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Arc length dimension is used for check the arc length</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">Dimscale:</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> This command is used for change the dimension text style and size</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;"><u style="box-sizing: border-box;">Dimension tools</u></b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Linear Dimensions</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Choose Dimension, Linear.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Click the Linear Dimension command from the toolbar.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">Type DIM at the command prompt.</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: DIM</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Dim: HOR or VER</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Aligned Dimensions</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Choose Dimension, Aligned.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Click the Aligned Dimension command from the</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> toolbar.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Type DIM at the command prompt.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">Command: DIM</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Dim: ALIGNED</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Radial Dimensions</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Choose Dimension, Radius or Diameter.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Click the Radial Dimensions command from the</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> toolbar.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">Type DIM at the command prompt.</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: DIM</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Dim: RADIUS or DIAMETER</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Angular Dimensions</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Choose Dimension, Angular.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Click the Angular Dimensions command from the</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> toolbar.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">Type DIM at the command prompt.</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: DIM</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Dim: ANGULAR</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Continued and Baseline Dimensions</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Choose Dimension, Continue or Baseline.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Click the Continue or Baseline Dimensions command</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> from the toolbar.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">Type DIM at the command prompt.</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: DIM</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Dim: CONTINUE or BASELINE</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Leaders</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Choose Dimension, Leader...</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Click the Leader icon from the Dimension toolbar.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">Type QLEADER at the command prompt.</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: QLEADER</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Leader Settings</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Type QLEADER at the command prompt.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: QLEADER</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Type “S” at the QLEADER prompt to change the</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> leader settings.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Choose a setting from the following dialog box.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Quick Dimensions</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Quickly creates dimension arrangements from the geometry you select.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Choose Dimension, QDIM.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Click the Quick Dimension icon from the Dimensions</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> toolbar.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <b style="box-sizing: border-box;">Type QDIM at the command prompt.</b></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: QDIM</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Pick the objects to dimension.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Modifying Dimensions</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> DDEDIT</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Choose Modify, Object, Text.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Choose the dimension text to modify.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> TIP: The actual dimension is placed in brackets <>. Text can be placed in</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> front of or behind these brackets. If text is placed between the brackets, the</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> dimension looses its associative properties.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Stretching Dimensions</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Choose Modify, Stretch.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Choose a crossing window around the area to stretch.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Be sure to include the dimension endpoint</div> </div> <h2 style="background-color: red; text-align: left;"> AutoCAD 2015 Mechanical 2D and 3D Class12 </h2> <br /> <div class="videoframe"> <span style="font-size: medium;"><strong>In this lesson we learn about </strong></span><br /> How to insert polygon<br /> Insert polygon in different method<br /> Full description about polygon <br /> <strong><br /></strong> <strong></strong><br /> <strong>Polygon:</strong><br /> It us used for create a polygon shape the short command of polyline is POL enter<br /> <strong>To draw a circumscribed polygon</strong><br /> <ol> <li>Click Home tabDraw panel</li> <li>At the command prompt, enter the number of sides.</li> <li>Specify the center of the polygon</li> <li>Enter <strong>c</strong>to specify a polygon circumscribed about a circle.</li> <li>Enter the radius length</li> </ol> <strong>To draw a polygon by specifying one edge</strong><br /> <ol> <li>Click Home tabDraw panel</li> <li>At the command prompt, enter the number of sides.</li> <li>Enter <strong>e</strong>(Edge).</li> <li>Specify the start point for one polygon segment.</li> <li>Specify the endpoint of the polygon segment.</li> </ol> <strong>To draw an inscribed polygon</strong><br /> <ol> <li>Click Home tabDraw panel</li> <li>At the command prompt, enter the number of sides.</li> <li>Specify the center of the polygon.</li> <li>Enter <strong>i</strong>to specify a polygon inscribed within a circle of specified points.</li> <li>Enter the radius length.</li> </ol> <strong>To draw a rectangle</strong><br /> <ol> <li>Click Home tabDraw panel</li> <li>Specify the first corner of the rectangle.</li> <li>Specify the other corner of the rectangle.</li> </ol> </div> <br /> <h2 style="text-align: left;"> <span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Lesson 13</span></h2> Full description on Arc command<br /> Insert different types of arc with command<strong><br /></strong><br /> <iframe allowfullscreen="allowfullscreen" frameborder="0" height="400" src="http://player.vimeo.com/video/138188700?title=0&amp;byline=0" width="100%"></iframe><br /> <br /> <strong>Arc command:</strong><br /> <br /> This command is used for draw a arc between two or more points.<br /> <br /> The short command of arc is A<br /> <br /> Arc command is also located on Draw menu and draw bar.<br /> <br /> Arc Command<br /> <br /> 1. Choose Draw, Arc.<br /> <br /> or<br /> <br /> 2. Click the Arc icon.<br /> <br /> or<br /> <br /> 3. Type ARC at the command prompt<br /> <br /> Command: ARC<br /> <br /> 4. Draw One of the arcs.<br /> <br /> <br /> <strong>TIPS:</strong><br /> <br /> Except for 3 point arcs, arcs are drawn in a COUNTERCLOCKWISE<br /> <br /> direction.<br /> <br /> While in the arc command, press the right mouse button to select the<br /> <br /> <strong>Following options for arcs:</strong><br /> <br /> three point arc<br /> <br /> start center end<br /> <br /> start center length<br /> <br /> start center angle<br /> <br /> start end direction etc<br /> <br /> AutoCAD 2015 Mechanical 2D and 3D Class13<br /> <h2 style="text-align: left;"> <span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Class14</span></h2> <strong><span style="font-size: medium;">In this lesson we learn about</span> </strong><br /> How to insert rectangle in AutoCAD<br /> Rectangle formula<br /> Full description about rectangle<br /> How to insert wipeout  shape<br /> <br /> Purpose of wipeout shape<br /> <h2 style="text-align: left;"> <span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Class15</span></h2> <div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Full description on Circle command</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  insert different type of circle with the help of command<strong style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></strong></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <iframe allowfullscreen="allowfullscreen" frameborder="0" height="400" src="http://player.vimeo.com/video/138193180?title=0&amp;byline=0" style="border-color: rgb(0, 0, 0); border-radius: 10px; border-style: solid; box-sizing: border-box; margin: 20px 0px; width: 809.391px;" width="100%"></iframe></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <strong style="box-sizing: border-box;">Circle command:</strong></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> This command is used for draw a circle</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> The short command of circle is C</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command:</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  C enter</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  Draw tool bar click on circle shape</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  Draw menu bar click on circle</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">   Choose Draw, Circle.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">   Click the Circle icon.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">   Type CIRCLE at the command prompt.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  Command: CIRCLE</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">   Type One of the following options:</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  3P/2P/TTR/<</div> <center style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> >:</center> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">   Pick A center point.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">   Type A radius or diameter.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">   Pick A radius or diameter</div> <span style="background-color: red;"></span><br /> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  Diameter/<>:</div> </div> <h2 style="text-align: left;"> <span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Class16</span></h2> <div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> How to insert Revision cloud shape on AutoCAD</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  How to insert different type of command in Revision cloud</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Arc length</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Object</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Style</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <iframe allowfullscreen="allowfullscreen" frameborder="0" height="400" src="http://player.vimeo.com/video/138194534?title=0&amp;byline=0" style="border-color: rgb(0, 0, 0); border-radius: 10px; border-style: solid; box-sizing: border-box; margin: 20px 0px; width: 809.391px;" width="100%"></iframe></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <strong style="box-sizing: border-box;"><span style="box-sizing: border-box; text-decoration: underline;">Revision Cloud command:</span></strong></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> This command is used for draw cloud shape.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> The short command for draw a cloud shape is REVCLOUD</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command:</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Revcloud enter</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Draw tool bar click on Revision cloud shape</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Draw menu bar click on Revision cloud Ø Choose Draw, Revcloud</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  Type REVCLOUD at the command prompt.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: revcloud</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Minimum arc length: 0.5000</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Maximum arc length: 0.5000</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Specify start point or [Arc length/Object]</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <br /></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Revision cloud finished.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  Click the Revcloud icon from the draw menu.</div> </div> <br /> <h2 style="text-align: left;"> <span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Class17</span></h2> <div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> How to spline in object</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Purpose of  spline in object</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Different between polyline and spline</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Purpose of different command in spline</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Close</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Fit/ tolerance</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Start target</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <iframe allowfullscreen="allowfullscreen" frameborder="0" height="400" src="http://player.vimeo.com/video/138195251?title=0&amp;byline=0" style="border-color: rgb(0, 0, 0); border-radius: 10px; border-style: solid; box-sizing: border-box; margin: 20px 0px; width: 809.391px;" width="100%"></iframe></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <br /></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <strong style="box-sizing: border-box;"><span style="box-sizing: border-box; text-decoration: underline;">Spline Command:</span></strong></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> The SPLINE command creates a particular type of spline known as a</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> nonuniform rational B-spline (NURBS) curve. A NURBS curve produces a</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> smooth curve between control points</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 1. Choose Draw, Spline.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 2. Click the Spline icon.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 3. Type SPLINE at the command prompt</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: SPLINE</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 4. Pick A start point for the spline</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Object / : (pick point)</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 5. Pick Points until you are done drawing splines</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Enter point:(pick points)</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 6. Press Enter or close to complete the spline</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 7. Pick Starting tangent point for the spline</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Enter start tangent (pick point)</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 8. Pick Ending tangent point for the spline</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Enter end tangent: (pick point)</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Spline options:</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Object Converts 2D or 3D spline-fit polylines to equivalent</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Splines</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Points Points that define the spline</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Close Closes a spline.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Fit Tolerance Allows you to set a tolerance value that creates a</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> smooth spline.</div> </div> <h2 style="text-align: left;"> <span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Class18</span></h2> <div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> How to insert  Ellipse shape</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Purpose of Ellipse shape</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> How to insert Ellipse Arc</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Purpose of different command in draw a ellipse</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Center</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Arc</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <br /></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <iframe allowfullscreen="allowfullscreen" frameborder="0" height="400" src="http://player.vimeo.com/video/138196990?title=0&amp;byline=0" style="border-color: rgb(0, 0, 0); border-radius: 10px; border-style: solid; box-sizing: border-box; margin: 20px 0px; width: 809.391px;" width="100%"></iframe></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <br /></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <strong style="box-sizing: border-box;"><span style="box-sizing: border-box; text-decoration: underline;">Ellipse command:</span></strong></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> This command is used to draw a Ellipse shape</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Creates an ellipse or an elliptical arc.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 1. Choose Draw, Ellipse.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 2. Choose the Ellipse or Partial Ellipse icon.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 3. Type ELLIPSE at the command prompt</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: ELLIPSE</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 4. Type One of the following options: Arc/Center/Isocircle /<Axis</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> endpoint 1>:</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Ellipse options:</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Axis endpoint 1 Defines the first axis by two specified endpoints. The</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> angle of the first axis determines the angle of the</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> ellipse. The first axis can define either the major or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> the minor axis of the ellipse.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Axis endpoint 2: / Rotation: Specify a point or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> enter a distance</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Arc Creates an elliptical arc. The angle of the first axis</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> determines the angle of the elliptical arc. The first</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> axis can define either the major or the minor axis of</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> the elliptical arc.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Center Creates the ellipse by a specified center point.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Isocircle Creates an isometric circle in the current isometric</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> drawing plane.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Rotation The major axis is now treated as the diameter of a</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> circle that will be rotated a specified amount around</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> the axis. You enter an angle between 0 and 89.4</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> degrees.</div> </div> <h2 style="text-align: left;"> <span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Class19</span></h2> <div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> How to insert Donut command</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> How to give the diameter of donut shape</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  Purpose of donut command</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;">  Purpose of fill command in donut shape <strong style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></strong></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <iframe allowfullscreen="allowfullscreen" frameborder="0" height="400" src="http://player.vimeo.com/video/138191242?title=0&amp;byline=0" style="border-color: rgb(0, 0, 0); border-radius: 10px; border-style: solid; box-sizing: border-box; margin: 20px 0px; width: 809.391px;" width="100%"></iframe></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <strong style="box-sizing: border-box;"><span style="box-sizing: border-box; text-decoration: underline;">Donut Command:</span></strong></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <strong style="box-sizing: border-box;">Donuts are filled rings or solid-filled circles that actually are closed</strong></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <strong style="box-sizing: border-box;">polylines with width.</strong></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <strong style="box-sizing: border-box;">1. Choose Draw, Donut.</strong></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 2. Type Donut at the command prompt.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: DONUT</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 3. Type A value for the inside diameter.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Inside diameter : .5</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 4. Type A value for the outside diameter.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Outside diameter : 1</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 5. Pick A point for the center of the donut.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Center of doughnut: (point)</div> </div> <div> <span style="background-color: red;"><br /></span></div> <h2 style="text-align: left;"> <span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Class20</span></h2> <div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> How to insert Block and make block</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Purpose of insert and make block full detail</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Draw block with command</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Make block with commands </div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <iframe allowfullscreen="allowfullscreen" frameborder="0" height="400" src="http://player.vimeo.com/video/138202503?title=0&amp;byline=0" style="border-radius: 10px; border: 5px solid rgb(189, 56, 41); box-sizing: border-box; margin: 20px 0px; width: 809.391px;" width="100%"></iframe></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <br /></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <strong style="box-sizing: border-box;"><span style="box-sizing: border-box; text-decoration: underline;">Blocks (BMAKE)</span></strong></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 1. Choose Draw, Block, Make.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 2. Click the Make Block icon.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 3. Type BMAKE at the command prompt.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: BMAKE or BLOCK or B</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 4. Type the name of the block.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 5. Pick an insertion point.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 6. Select objects to be included in the block definition.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 7. Click OK.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Note You cannot use DIRECT, LIGHT, AVE_RENDER, RM_SDB, SH_SPOT,</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> and OVERHEAD as valid block names.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Insertion point</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <br /></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <strong style="box-sizing: border-box;"><span style="box-sizing: border-box; text-decoration: underline;">Inserting Blocks</span></strong></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 1. Choose Insert, Insert Block</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 2. Click the Insert icon from the INSERT toolbar.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 3. Type INSERT at the command prompt.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: INSERT Or   I</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 4. Choose the name to insert a local block and Browse...to insert a</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Wblock.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 5. Choose the insertion point, scale, and rotation of the block.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Block Inserted with</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> a zero degree rotation angle</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Block Inserted with a ninety degree</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> rotation angle</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <br /></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <strong style="box-sizing: border-box;"><span style="box-sizing: border-box; text-decoration: underline;">Typing Insert (-INSERT)</span></strong></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 1. Type - INSERT at the</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> command prompt.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: -INSERT</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <br /></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 2. Type Block name to insert.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Insert block name or (?) type name</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 3. Pick An insertion</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> point. Insertion</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> point: pick point</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 4. Press ENTER to keep the same x scale</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> factor as the original block.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> X scale factor Corner / XYZ:</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 5. Press ENTER to keep the same x scale</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> factor as the original block.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Y scale factor</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> (default=X):</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 6. Press ENTER to keep a rotation</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> angle of zero. Rotation angle</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> :</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 7. Pick A rotation angle.</div> </div> <div> <span style="background-color: red;"><br /></span></div> <h2 style="text-align: left;"> <span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Class21</span></h2> <span style="background-color: red;"><br /></span> <h2 style="box-sizing: border-box; font-family: Oswald, sans-serif; font-size: 2em; font-weight: 500; line-height: 1.1; margin: 0px; text-align: left;"> <span style="background-color: red;">AutoCAD 2015 Mechanical 2D and 3D Lesson 22</span></h2> <a href="http://www.dailymotion.com/video/x2o4a0g_lesson-22_school" rel="nofollow" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class22</a><br /> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> How to insert Point in object</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Purpose of point</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> How change point style</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> How to divide the points</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> How to measure the point </div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Purpose of single and multi points<strong style="box-sizing: border-box;"><br style="box-sizing: border-box;" /><br style="box-sizing: border-box;" /></strong></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <iframe allowfullscreen="allowfullscreen" frameborder="0" height="400" src="http://player.vimeo.com/video/138205185?title=0&amp;byline=0" style="border-radius: 10px; border: 5px solid rgb(189, 56, 41); box-sizing: border-box; margin: 20px 0px; width: 809.391px;" width="100%"></iframe></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> <br /></div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Point Command</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> This command is used for insert the point or multipoint for divide and measure the object.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 1. Choose Draw, Point, Single or Multiple Point.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 2. Click the Point icon.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 3. Type POINT at the command prompt.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command : POINT</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 4. Pick A point on the drawing.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Point (point)</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Point Styles</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Changes the appearance of points and point sizes.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 1. Choose Format , Point Style...</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 2. Type DDPTYPE at the command prompt.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command : DDPTYPE</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Divide</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 1. Choose Draw, Point, Divide.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 2. Type DIVIDE at the command prompt</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Command: DIVIDE</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 3. Pick Object to divide</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Select object to divide: (pick one object)</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> You can select a single Line, Arc, Circle, or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> polyline. If you enter a segment count between 2</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> and 32,767, Point entities will be placed along</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> the object to divide it into that number of equal</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> segments.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 4. Type The number of equal segments to divide the</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> object into/Block:</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> (number)</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 5. Type B to specify a block instead of a point to insert.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 6. Type The name of the block to insert</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Block name to insert: (name)</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 7. Type Yes or No to align the block with an object</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Align block with object? Y or N</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Number of segments:</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 8. Type The number of equal segments to divide the</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> object into/Block:</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> (number)</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> Measure</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 1. Choose Draw, Point, Measure.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 2. Type MEASURE at the command</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> prompt. Command: MEASURE</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 3. Pick Object to measure: Select object to measure:</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> (pick one object)</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 4. Type The length of each segment along the object.</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> /Block: (number)</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> or</div> <div style="background-color: white; box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 20px;"> 5. Type B to specify a block instead of a point to insert.</div> AutoCAD 2015 Mechanical 2D and 3D Class23<br /> <a href="http://www.dailymotion.com/video/x2o4axu_lesson-24_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class24</a><br /> <a href="http://www.dailymotion.com/video/x2oxhwa_lesson-31_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class31</a><br /> <a href="http://www.dailymotion.com/video/x2oxi5x_lesson-32_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class32</a><br /> <a href="http://www.dailymotion.com/video/x2oxigg_lesson-33_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class33</a><br /> <a href="http://www.dailymotion.com/video/x2oxio8_lesson-34_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class34</a><br /> <a href="http://www.dailymotion.com/video/x2oxj5d_lesson-35_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class35</a><br /> <a href="http://www.dailymotion.com/video/x2oxjez_lesson-36_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class36</a><br /> <a href="http://www.dailymotion.com/video/x2oxjpk_lesson-37_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class37</a><br /> <a href="http://www.dailymotion.com/video/x2oxk1v_lesson-38_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class38</a><br /> <a href="http://www.dailymotion.com/video/x2oxkcg_lesson-39_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class39</a><br /> <a href="http://www.dailymotion.com/video/x2oxkk1_lesson-40_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class40</a><br /> <a href="http://www.dailymotion.com/video/x2psf9o_lesson-41_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class41</a><br /> <a href="http://www.dailymotion.com/video/x1ztwrh_coral-draw-lesson-44_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class42</a><br /> <a href="http://www.dailymotion.com/video/x1pc169_lesson-43_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class43</a><br /> <a href="http://www.dailymotion.com/video/x2psfwg_lesson-44_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class44</a><br /> <a href="http://www.dailymotion.com/video/x1pc4h1_lesson-45_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class45</a><br /> <a href="http://www.dailymotion.com/video/x2psgko_lesson-46_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class46</a><br /> <a href="http://www.dailymotion.com/video/x2psgqb_lesson-47_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class47</a><br /> <a href="http://www.dailymotion.com/video/x2psgyc_lesson-48_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class48</a><br /> <a href="http://www.dailymotion.com/video/x2psh5h_lesson-49_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class49</a><br /> <a href="http://www.dailymotion.com/video/x2pshe1_lesson-50_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class50</a><br /> <a href="http://www.dailymotion.com/video/x2rahu4_lesson-51_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class51</a><br /> AutoCAD 2015 Mechanical 2D and 3D Class52<br /> <a href="http://www.dailymotion.com/video/x2rai7e_lesson-53_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class53</a><br /> <a href="http://www.dailymotion.com/video/x2raika_lesson-54_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class54</a><br /> AutoCAD 2015 Mechanical 2D and 3D Class55<br /> AutoCAD 2015 Mechanical 2D and 3D Class56<br /> AutoCAD 2015 Mechanical 2D and 3D Class57<br /> AutoCAD 2015 Mechanical 2D and 3D Class58<br /> AutoCAD 2015 Mechanical 2D and 3D Class59 <br /> <a href="http://www.dailymotion.com/video/x2rdxox_lesson-60_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class60</a><br /> <a href="http://www.dailymotion.com/video/x2re0au_lesson-67_school" rel="nofollow" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class67</a><br /> <a href="http://www.dailymotion.com/video/x2rnc39_lesson-124_schoolhttp://www.dailymotion.com/video/x2rnc39_lesson-124_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class124 </a><br /> <a href="http://www.dailymotion.com/video/x2rs0jz_lesson-125_school" rel="nofollow" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class125</a><br /> <br /> <br /> <a href="http://www.dailymotion.com/video/x2rnea4_lesson-140_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class140  </a><br /> <span style="background-color: white; color: #3d596d; font-family: "merriweather" , "georgia" , "times new roman" , "times" , serif; font-size: 15px; line-height: 28.3333px;">AutoCAD 2015 Mechanical 2D and 3D LESSON 141</span><br /> <span style="background-color: white; color: #3d596d; font-family: "merriweather" , "georgia" , "times new roman" , "times" , serif; font-size: 15px; line-height: 28.3333px;">AutoCAD 2015 Mechanical 2D and 3D LESSON 142</span><br /> <span style="background-color: white; color: #3d596d; font-family: "merriweather" , "georgia" , "times new roman" , "times" , serif; font-size: 15px; line-height: 28.3333px;">AutoCAD 2015 Mechanical 2D and 3D LESSON 143</span><br /> <span style="background-color: white; color: #3d596d; font-family: "merriweather" , "georgia" , "times new roman" , "times" , serif; font-size: 15px; line-height: 28.3333px;">AutoCAD 2015 Mechanical 2D and 3D LESSON 144</span><br /> <span style="background-color: white; color: #3d596d; font-family: "merriweather" , "georgia" , "times new roman" , "times" , serif; font-size: 15px; line-height: 28.3333px;">AutoCAD 2015 Mechanical 2D and 3D LESSON 145</span><br /> <span style="background-color: white; color: #3d596d; font-family: "merriweather" , "georgia" , "times new roman" , "times" , serif; font-size: 15px; line-height: 28.3333px;">AutoCAD 2015 Mechanical 2D and 3D LESSON 146</span><br /> <span style="background-color: white; color: #3d596d; font-family: "merriweather" , "georgia" , "times new roman" , "times" , serif; font-size: 15px; line-height: 28.3333px;">AutoCAD 2015 Mechanical 2D and 3D LESSON 147</span><br /> <span style="background-color: white; color: #3d596d; font-family: "merriweather" , "georgia" , "times new roman" , "times" , serif; font-size: 15px; line-height: 28.3333px;">AutoCAD 2015 Mechanical 2D and 3D LESSON 148</span><br /> <span style="background-color: white; color: #3d596d; font-family: "merriweather" , "georgia" , "times new roman" , "times" , serif; font-size: 15px; line-height: 28.3333px;"><a href="http://www.dailymotion.com/video/x2rnlvz_lesson-149_school" rel="nofollow" target="_blank">AutoCAD 2015 Mechanical 2D and 3D LESSON 149</a></span><br /> <a href="http://www.dailymotion.com/video/x2rnmh4_lesson-150_school" target="_blank">AutoCAD 2015 Mechanical 2D and 3D Class150</a></div> </div>

AutoCAD 2015 Mechanical 2D and 3D

AutoCAD 2015 Mechanical 2D and 3D Auto CAD Turorial in urdu Click To Watch ...

Read more »