Contact Us
FAQ |
We will match any price
CopyFaxes.com
Save Big Today

Leave us your email and we'll send you a promo code for $10 off your purchase straight to your inbox!*

No thanks. I'll pay full price.
*Minimum order of $125 - Valid on reconditioned products only.

Emails sent to new subscribers only.

Kodak S2085f Document Scanner
....
*Images may show options not included in price. Kodak S2085f Document Scanner
previous image next image
  • Kodak S2085f Document Scanner
  • Kodak S2085f Document Scanner
customers choose us for our low prices

Kodak S2085f Document Scanner

Model No.:8001703

Condition:New

Availability: In Stock

Shipping:Ask About Free Shipping!

The Kodak S2085F Flatbed Scanner will scan oversize and fragile documents easily. It is a compact scanner but will scan at fast speeds of 85 pages per minute/170 images per minute. Make use of Smart touch technology to automate complicated tasks on the Kodak S2085F Scanner.

1 1 N/A N/A
Product Image Kodak S2085f Document Scanner Kodak 732-832-7744 310 Park Avenue Lakewood, NJ 08701

$2790.00

FINANCE
Click to apply now!

Product Details

Specifications

Accessories

Reviews

Product Details

Main Features:

  • Compact design
  • A4 flatbed scanner
  • Easily scan oversize and fragile documents safely, as well as books, photos, etc.
  • Scan Speed: 85 pages per minute/170 images per minute
  • Large touchscreen
  • Smart Touch technology to automate complicated tasks
  • Scan directly to apps

Specifications

General Specifications

Speed B&W (A4 Landscape) 85ppm
Speed Colour (A4 Landscape) 85ppm
ADF 300 sheets
Duty cycle approx. 20.000 pages/day
Format A4
Duplex Yes
Capture Colour, Greyscale and Black & White
Optical resolution 600 dpi
Max document length 4,06 m
Max document width 216mm
Connection(s) ISIS, TWAIN, WIA
Interface USB 3.2 Gen 1x1 Compatible, 10/100/1000 ETHERNET
Size closed (L x H x P mm) 457,2 mmx 254mm x 370,84 mm
Weight (Kg) 18 kg
Electric characteristics Running: > 50W, Sleep Mode: > 4W, Standby: > 0,3 W
   

<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAB4AAAAQ4CAYAAADo08FDAAAgAElEQVR4AexdB3gVxdo+NL3q9V7btf52bNgFEqqAQAABFZVuAUFUmigqKlhQqYKgFKmh916kEyChE0iD9N4r6e2093++2WyynJwkc05OXSbPs9m+Z96vzey8+81oYhNSYe0Sl5CKGLo/3vpnWPvb1t2Xgpj4FFC5ee53P3yES+0YBT6l7bqfjapdf8IHlfZJ28JG+eobU7nZb1/4oKlshY0KGzW1CfvuCx80la/wQeGDpjZh3/3rwQdTVf7Oq3YdCnzKGJCUkoHc/ELo9Qa4y5/RaERBYTFS07NV2u8kbFRpo6Id42rtGCqPdTYak5DC5bNK/TtrW91929bpzz24CcuwOcu+xO+6YlwTZRJ2ab0NaKwVXlxCmttUjOYwxtRBWrs7PsKsdowCn/BBc77tSseEjQobdSV7NC2L2u2T8Kodo8AnYoypX7vavrBRYaOuZpPK8qjdPgmr2jEKfOqOMbl5he7C+dZYzqLiUsQl1qwnd+93Ej5Ys26V9Y2rbqtdf9dHPVg7aS1ijPWEib39ti7/s/fvi+e7rm0I3Qjd2NoGrCKAVROkasgGVg0+lp1tPuNZNRjVrkOBz60/NGEBW+jQvXUo9Ofe+hP1oNAf56gvtm5gcz9P7TFG+KDwQeGDzrcBtccZgc/5NlYfPzejPyJMi0vKaiRV3e2EVqsDZTKbtg1En4ybdPCasVHSpdCfm+jvOmmLxiZW14ew0eoyMY3DTt+vIb44vVz1qdfFvdXqe6FPN/BFldut5QRwfO1fF7mdUZviMd1XgwGYYjLdd3eMpnhM9wU+1658TPVluu/u+qPym2Iy3Xd3jKZ4TPcFPuGDzrYBU5s03Xd2+er7+6Z4TPfr+3xn32+Kx3Tf2eWr7++b4jHdr+/zXeF+U0ym+65QxvqUwRSP6X59nu0K95riMd13hTLWpwymeEz36/NsV7nXFJPpvquU09pymOIx3bf2ua5ynyke031XKae15TDBk19Q5G4cb53lLS/XXvs+YILZ7frRTHVtisd03/R6d9s3xWO67254TMtrisd03/R6d9w3xWS6746YlGU2xWO6r7zWHbdN8ZjuuyMmucyOxEIjUiSmspEpKDucZYjTxwPsAwL3HtHA7etR2R7E+tr2kpCHTeRhEQFc29A17uxo8jwPasVHulE7RoHPvb+mUbv+hA+6t30K/bm//oQO3V+Haq8n1I5P+KDwQbIBV16ED7q2fnhsR+06vF7wpWXk1EmmuusFV/MKWBxUa7/T9WKjQn/uW18IG3Vf3an9XUK2TZ72jsXXJNKIBSnVE1PMtc3ljGQzGeUW/66554tjLv0+JHTs3jGyNv1xE8BxzPlVlv2rCDxxSfSli3rxkRGoHaPA596BSu36Ez7o3vYp9Of++hM6dH8dqr2eUDs+4YPCB8kGXHkRPuja+uGxHbXrUO344pPTodfr3ZXf5Sp3SnqWqvud1G6jAp+oJ3jqImdeI2zUjW20lvnirbEp9rFKvPXyYKSxIIJd+t3FGrsQ91jvE+4sO24C2J1B8pSdBTYX75TgwVHbNWrHKPC5dxBTu/7IN9WOUeATPlhbHeQK54SNCht1BTusqQxqt0/CrXaMAp+IMTX5t6scFzYqbNRVbNFcObKyc7lIVHe+qKCwWNWdySLGiBhjzrdd6ZiwUWGjrmSPyrLYzDaJSLbVsNIsI1gMDa3Uk9h27xhyverPAgJY3dmxNguOrkwi26oCcFWMAp97v0yqXX/kN2rHKPAJH3TV+kEul7BRYaOyLbjiWu32STJXO0aBT8QYV4wtyjIJGxU2qrQHF9tW49y/pmR1tbmAXUwH9e4YFTFGxBhXt2lho8JGXdVGbWCbbPRWGzzHtC6IYZnEggg2lYvYF2Swu9gANwEc46oBUpTLvStvoT+hP2EDwgaEDQgbEDYgbEDYgLABYQPCBoQNCBsQNnBd20BpWbkpX6rKfXfpLBTlFB3bwgaEDQgbcCMbsPdwzYxYFiSw8Ak38gnxXlH5XsFNAKt9ftwVqzfg5JnzlYJRo0OrHaPA595BWO36o5iidowCn/BBV687hY0KG3VlG1W7fYp60L39T+jP/fUndOj+OlR7PaH2+X9lNjs8Mka1/U5qt1GBT8RRV36XEPW8e9snxZeAoCtW1Q9svl9HkF2CBLZKP64eN0T53Dt28OjPAgJY3cL4/Y+/4HPitKodWe0YBT739lG1648CstoxCnzCB3kaHs68RtiosFFn2l9dv612+yT8asco8IkYU5efO/u8sFFho862wdp+XyZI1b4Oi1AvASxijIgxtfm4K5wTNips1BXs0FwZyDbPXQyynJew5Zy/HCSyzeYq5vgtc3ISx9zbh4X+nKM/QQBXBBxrGwER0fEoLi6uXIqKikBLYWEhW2g7Ly8PWVlZiIxybkPfWozu4pwCn3OCiK3sg1d/O4PPwHPHN7htxUDc5j0Q/10+AP9Z1p+t71wxGLTctnxg5TE6r1zoHrrXY/vX2BHk2I8+1I5R4KvbB81Np2DumK38ypLn8Oqvtmeaw2LuWG3PsOc5tWPkxeeucVTgk2KMu+qPfFvo0Hw9ER2XfE1nD+2f9w/CWf9AhEXGVTtnzzhZ27OF/iT9SfOgpcIvIAUTlsfgiRHh+FefEDTsfRma3iFo+MYVaHoHK7av4IY+V/DIsAi8OzUGRy9cq+/aZG7rc7w6rOl3Y2KTJHvcsAXJGg1iTOyzpvscdVzgMx9jHCX/+v6O2olfGR8PAZz/yV2Ql7xP7kLux3cge9jtyB52G1tfHX4Hckfcya7J/fhO5FSeo/PSQsfoHD2nvrrhvb8+PhifmIbMrFwUFRWjvLQUBq2WLbRdWFiMzKyrcFiWWw3ERH3w8crQmddZg4/IoOi4FKw+FgrP3w7h5pHb8O+R29iattkyahtuGbkN/xm9HQ98tQvrTkhZjs4gkqzB6EydWPrbtsAXn5SGlPRspGZeRWpmDlIyspGQnH5tHLHDPLM8WHnxGcsBo84Io9EIg8EInV4HvU4PGIww6Aww6PUwanVsDb0e0Otg1Olg1BtgNBjoMhjoXoAtPGWr7zWEzXICOA2xbH5ex9b/zo7F9ZW1uN+x9iLk7Xx524cAVlQEMSYdGrUqPV75MpxybeVSQwOs1udZcA9vJZKalo7c3Fzk5+WiMD8P6ampMBioSqj9j4jg6OhoJKWYVJoWlLG+WHkxst9RsQ4FvloCjxv4YItNX+K/awfjdiJyvQfiP8sl8vffS/tBM78HW25c/HaNJDDdQ/fSM5pv+sIl44y7YuSNMWrHV1esDotOxUH/TBz0zwBt13W9o87z6q+u8rgqPiq32jHy4lO7Dwp8PSDqQefU9bw+qIyjMvlLnaDrNu/ChyO+wGs9+qGD19vo0P1ddHq9L/p/8CmWrtyAiOgEVmfI9yif44htXnxq90GS9dFzCRj2RyQeHBqJW/sGoVHvQDToFQhNz0vSulcANL3kY4Fo2DsQN/UJwv8GBqPTN6FYcyi+QpeObQfw6rAmexIEsGP1ZaqH+urP9Hm0T7EnKjYJFFeUCx0zd709j9Xeo6KeszwEcLnvKtBSdmIlW+P8RiB0NxC+F7iyGwjYCsPpdSjzXQl2LmQHELYHCNsrLXTd5V3AhU3sfnvqTflsa200I+sqtOXaOpWsLStHZnauw21TxmgtPvl+V19bgk8mb8NjkrHmWCha/HIQd3+xixG+RPZWkr8V2/8dswNPfLcHy4+GIDA80eV1eCkoFAHBYQgMDoO8HRQSjoDgULYfSNtBYbgYcAW0HRgShkuBV9i5oMsRoIXukxdH6d4SHZqWKTktE4VFJdDp9NAr+rl1eiO0Wh07l5KW5TTdUXl58Rn15Yzs1RuMKNdX9dmXa6VtI7TQ6osBlMNg0EFPBDCRwjoDI42NAIwGI9gacAhmwmYpARyT4FjupNJmxFDQDrGJSnk7kDty5G9qNBrwLo4sl61+65lmz7I6pK7nUT3T7NnnMHPWHLvZlX0IYFPD5CGBea4xfa4N93krERgp/APppUBGOZCYVQQdfSVkNKKouBQFhcUoKCpGfmFR5TqvoBCZWTmIiIykKgQxsdILf10GYOvzvBjN/i6PfniusaHOTMsp8NXSIcGjG55rXEB/jPhdPhC3VWT+UrbvzUvexcNrhmHapS1sabvjG9y4qA9uXy5lCCszgClbmO6l++i4qR3Zc5/XRt0Vo8BXsw/K2UIngzLx0aIidJ5hQJcZerZ9KjiD2aF8jT1tsLZn8+rP3DPksrsyPiq32jHy4hMxZgtcsZ5Qu/4s8UG126gcR2Uid//BY3iz33A0b98bQz8djz8XrsDqDduwev1WLFi6Fp+O/R4tXu2J7m+9j137jrA6Q75XfpYj1mq3UV58JOsJS8Jx78BL0PS6ggavX4Cmx3lousvr89B0OQeN1zloup+TztH5HnTeHw17BeHTuWEIDEuGXH86Qn/0G5ZgNFcmQQDX3NYzJy9bH6uv/pTlkckb5TFnb9fJ/qnkAh4C2FhaCH1JAVBejPKCq/A/ewY//DoLX377K6ZMn4sdW3cgISocKCuC/5kzmL9wKb6eNA1fT5yKrydNxRff/oJZf8zH6RMnQM9ylG6tsdG8/MJKzeoB6FOTUXpgN4rXLmdLyb5d0Ccngs7Jf3SPozApf8cafMr7XX3bUnzBkYnwPhKCTjOP4aZRO3AzLSbk7y2jtuHmMXvw4Ne78fO2i4iMVSb+OD6m8mJs1cIDr7zwEl589nl4vNICzV98GS80ew4tX26Olq80x/PPPMu227Vuy46/9PwLaO3RCp4tPNDsyafZ0qqlJ9unZzlK97z4qDxyG4Tqg6u5BTAwulPKeC0zGFFqNKDUYECJ0QhdhfMRfZqfX4y4hDSHYVLKjhcfUAYtZfJWlPugbyiOnLzA9mLjSpGUUoaCEiAmUYviMukibakWRr0WBqMBOiOgNxqgNxqhN7oqAUzZv9YRwCGhUVi1bhP+OXDUaj06jXy2Y7+00tbEtv3jM5G/PHLmvY7nWY68hgjdukhgR5C/hNkuBHD43n0IeqMXggb0Q/j+w5IyKSiZC0yK48nh/6D4wmsoPe+J5IidXEZgK8XxViKlRYXwiynAyE3R+HxbLBb5RMNo0LPhITJz8pCUmgH6aorWSbROy0RiCnXup+DcBX8EBQYhPDwcYeGRiHNw0OLFSDJVsw4FPpMg7mY+eLv3IEbcsqGcKQt4+UA0WdQHL2/5vKJpB4w9uYRlAt9Zca2SAJayhquGhbZVDOF5Dq8PuitGgc/EtxQxXsquSMHopWnoOhvoMrWQLV5/AB8vzkVUXNULGI8t2eMaXv2Z+213wEflVjtGXnwixrhmPaF2/Vnig2q3UZKFTL6s2bgdL3h6Yfjob3HmQs3zfl0KDsVX30/BC57dMHfBMvae5GgSWO02youPdNdhfCAjcxv3OI0G3SuWbmeg8TqJRr3O4N+D/PGvd8+h4eun2TH5mht6nkGDXkHw+jYA+047/qNgXozm6npmt3JWqBgC2qF9FbI+6qs/+Tly/AmPiseOXf/g99lzMeKTkejXfyAGv/8hvvr6W6xcvR5Xwh07hVXly5zKN7gIYBp21GhESWkZ/AMvY8w3v+KZV99Bs4790a7nh+g35HP8PGMhyrU6zJm/HC93fAf3PN8VL3d9Dy93HYxmHfrjnaFfYsuOf5g0Zd3be22pjcrkL5FLhuwsFMz4GZm9OyKz48vIaPEEWzI7vIzMXh1QMPMXGNJTKygqwBkksKX46iPvUyE1v1vW57m13cuLj2IIDfu89ngouv1xHDePO4BbR2+vJH+VGcD/Hr0Dd3+1D73nHMOV6GS3IYDvufMuDP3gQxw+fARz58zFCu8V+GfvP1i8aDEWzl+AI4eP4M1evTGwX3/s+2cfNm/ajMk//YzpU6dhzarV+HjoR7j/7nvw+MOPsKU2udvyHK8Olb9ZXCIxoJTuVG6QCGAjfXEhs750sKgU5UYdytgJIK+kBLFJjh/hkhdfuV4LHQzIKijD1z9vQJ9BfyM4KgtLvS/Ay+svvNr+N7Tv9B1eajMO/T6cgpi4XJb5XF5SAD1lBBMBbJAIYCKRlfKy1zZhsygDONH6GLFwiTfadeyMt/r2tx6bOY5H0QdmLzmJ51qvd1eRHW/Wr0z8ymtXKb8l5aiNBHYU+UvltTkBTF8FX+jVG2FNH8XFxx5BwIvPI3651ElBP6gcElq5nbp7MQy+dwKnGgEXG6P4lAdi4y0bdujgr50xanmgVcGLtxIpLSrAscg8fLYxEmO3xmCxTxRg1LPE4Kt5BcjIvoqM7Fxk5uSybVrTEDVpmTlITs1AztU8lJeXIy4uFuFR187pVasB7Z/GgjMFaHnp+WYfTJ4yHQdPhXJh5sXoNB36r8IowvdrxUcDFlYcLo8vIRArhlfpj/Q4YuR0nArnC96ujy8VjvBB6hRmWbwV5O/tywfhxsXv4MXNY6E16Ngy4vh8NFzQC3d5S/MBE0l8zUJDR1dkAtfqdyY2eGn5J2g3fBUumRyPTZCGZKzrWbw6dBpG5oPTcLAaPtvaqNPwOcgHTe1AngM3xH8j3pmThdemlqHzlEJ0+q0IXacVoctMI1YdlYZSkr/CNX0G7z75oFxH0Hrge0Ow56Jt9WdaFkfiizWpC1k9uOUiVx1I5eb1QadhlOtBRV0/fs5BRHD6JC8+Z/vglP18NmmqB9fHJ9WD9vZB5+kvFY7yQadhNOeDa87bPMbI5Mv+I35o1qILfv5tdo2/ERmThChFtsyCxavw1EsdsX7zbnaP/CxTfzG/75i2qNP0l+AYH4yISUHLUefRsKc/GvfwhcbrBFsa9PBFg9eO47/vnUPbVQloNjUcN/c9jQZdjqNBd1808PJFo+4n0OD1c2gz9gJW77eQXGN14CdY4W8aQyMQcOp4jTaktAXeOKq8R7lN7+/UVolavxUJDRohMtzGJLY5H5ywEcE2rgeVmJTbdsdnti06BocDTXVqfr+++iOscsw45nsak374GQv+XoJbbrnF7BB8y1es4bIrpQyrtg9jCrVF5/txP8M63vcS5ivaTawOnnvJukc56C4eApjmq6R5KC9eCsKYryejecd3K0aUAzIzMjDhp5n418OtkZ6eiTnzluHbH6bh6DFfswhotLoqvZi3rernq+qL8RMmYsv2PVzPsMRGqY+M/ljWb2QYsvr1REbrZ5HZ7nlktHkOmV092ZLR9jlktn8B6S88hNwfvqwkgOleGjq6etlrwyjZpb3bopaVqXp5X52ahvvHp2Olj3VZlsp3QnofnLu35g/MlGXl1R99gHb2Sjz6zvfFzeMP47ax1TN/KRP436O245axe9Fh+mGsOHqFxZ/6vu+ytqhpn8wVH/gdtW09+L/bbsfPP/6E0SNH4b5778WoTz+DVqtFDy8vPPx/D+LXyb9g7KjRuKlxE8TGxGL/vv24967/4ZknnsR7gwahtKSUXUNE8lOPN+W3U7N9MufhawcfJN3nFRZh/sK/8eab72Lh34uh1evw209T0f/D9/DRynF4ff0wDFsyCEe+6IXC/l2R8mF3pAzoAt2XQ1AYEYpIIiEtIgKl2GLqgwFH1nPJiNdG9UYdkjKL8d6Ilbjv8XEY8fkO/DLzEJ5+5ic89+x0jBqzE2u3nMLCNUewcosPElPzoNNSNJLmDdZVjP5JpLilGcDW9osSNosIYIvkfm2cmT13fmW/kTIGWLot5gK+Vq6Wyu96vZ6X0JWvk9fuKi9zJLAjyV+Sm+0J4PAYXOrYFv5PNsWpJx/HmccewtUOzZHx0wTEXA6TAjp9OVzx9XDMlTCkffcdyt9/HoajjaA9ehOMfjdCe+IJxMVGc1UAsgFYG2Tpft5KpKwwHz6R+Ri1KRKfbIrC7/vCYDTQENBgX2cWFZegrKwcpeXlbEho+mKzqKRUWopLUVJWzhq5mVnZCL4SYRE+Gafc4AnkfBGW7+PFGOMsHSpe+E0bAzKG2tYuj6/ihf8abL4r4b16L5cduD4+xxDAcjbvLcv64YbFbzPyV7OgJ57a8CnzLfo31OdPaP7swoaGpmtMl5uX9mVZxEQC12ZTpuccRQA7DaPZlw3+Bg2vjToNn4N88Bq7qciwj4++jPTDL2Pw3Dh0mKJF56mFeG1KETpPLULXmXq8OzcfIZFSFnB9Xoqr1YMB27B+/iIERdWtR179OROfXP9VfYQRjEOLp+OgP197weUxmvHB02smYstBvo/bePG5lA9a0JZxfXxm6kE7+KDz9FdBAF/T6WYfH3Qaxmo+GIi9cybi4AW+jzZ5bZTiKGXWver1Dj4bN7GyLeJ7xh/f/jAVY8b/gJlzFyP4SiQ7Rx2tRNrIcwD/NOUPeHZ8g81Dd01MrtOfzHS62aEt6jT9VRDA13wQbAcfvByRjBafnIKm2yk08jqCBl0OQ9PxEDTtDkLjsQ/3f3oOX8SUY9j5PNz+3kloXtkLTfsD0HQ+jMZeR6Hx8kWrUWewYo+kX34dSvq7Bh/p/NwOm38QXFOZIiKleRtTtu5EaZMmiI2y8VzG1XwwFSF752HL9rOVflJT2ei4JT5o7jl2x2euLRq0BztX27bj2xw2+RjFktCIGDz77HOYNmMWk6tXt+5o1KgRbrzxX2jcuDGaNGnC9rdulz40ke+1aE0fLAz/BD+9twj+dcYmqZ1a+TLHu3HxL9aBPf+i8oZU7Jm7E1eVhzi3U9PS0L3XG5gyfYbZOyKjotj5ufPmmz3Pe5CHANbqpNS7rybPwWMeveHrdwZFRcVsHk6aizM2PhF/zFuKq7m5mDV3McZNmMyyfWnuzvJyrTSHp14PQ8U8nhbpjvmhdckVvD5IpAElRlBHmiE9GzkDeyKDiN9XX0JW/54oWrkIZWf8UHbmJIpWLkbW217IHj4Q+sR4RtDIU7ORnCwjINyDAH7iu3RGAL/ys6UZlhXE/TVJFZdxbO8pRHH4Ia/+yJ4+9T6N+8bvxC1mhn2Wh4H+z5jtuPnLwxix7CRCo+IRFpXA5hynOcaVi0X2yWKL8qP8Y9gyZTr8gmz7Uf6jDz6Etq1ag9a33/ofDOjbD9lZ2fBo3gJ333EnnnjscbRv05ad8/M7iU0bN+HO/96G555+Bk0aNMTypcuQmJiIhx/4Pzz28MNcdRiTQ7V6UGqLbvEL53qGJTpMy8hBWbkWHp6tWcxv+tTTSIxLRvd3eqFB7wb47/SmGLLtKzw1tzXumHAHNre8GVl3NEDU3Q2R+PC/gcjLSMzO4ypXlY6rt0WDd0yH9+oTXM/hxZdfUo5h4zbh4WenoFXXuVi+3h+BYenoO+APtGk9AwcPZeHk+SiERWWioLAIubnSBylJSRkoY0QwkJaeibyCIjbiZ1X56+5XqdYnE3iMGxs3AVyP7F/CYisCWP6ozBL5iGvrtiG1y4iX0JWvk9fuLBclCexo8pfkZnMCOCw6FYfeeh+XH7wLp5o+Cr+mjyHp1Veg69YaV4f2R9yRqvHlafvqsP4o69QGOYOeR9nhJtAdvQE4qUHMCQ+Ex1n2RXG1IMvRwJGNh7cSoQzgo5F5+HRjBD7eGIWZ+8LZRPEGg5Fl+iakpCM7Nx85eQVISs1EakYOktOzkJiWhbikTGRk57OvhzJychFyha8Cl8tYua5o8NiLAHaaDisaOisoy7Kj5VmIvDp0Gj5zL/wJqbD1l27Ow2em49sOPkidiv9e2pfN+UtZvy9uGoun1n+G1/+ZXPnOPfHcGjy2Zhhe2TKOZQaz6zaPxQubxrB9mi+YnkHPqvQrjrI6kgB2CsZqLxuWNUx4fdB5Oqz+skH6t7UPXmNT8dIcR1kXxwFnG+CvZb/D8xeg85RcdJoikcA0HHTXWcDvO3OYPUbX40tOc/Vg6PFNOBNSd33Kqz9n4qtOAKciln3xbVuC1GkYzfogffHtwxWreHXoaj54jbxricWuj898PWhrH3Se/swRwPbxQadhNOODjHyy8UcYZPMr1mxG83Y9cClIyoi5EHAZPd/5AIM/GoOe7wzF86174s2+Q3H2QoBUN8RJ9QmRwZExiejYox8mTf6dKzZU+Zhj6kGn6c8cAZyQClv7YEhEMpp/Qpm/x9Go83407HoAj3x6Fq8vicGQPen4/HQupqbo8UuCDiOP52DIrjR0WxCJ2/odR+NuB6Hp6gPPkX7w3mPFx8AsC1j5niR9hHEujK/NxhtHaUQo5RIblwxGjsanYNYfCXj8f1Foo9mOxx9Pwgm/ZJb9Ex2dCLrO9L4q++MooxkfjE2wfT2oLCNtOwyfg94HzcmcOmnljtruPXqyjN9PPxvNYoj3qrWM+CXyt2HDhuzc3XffA/+AyxbGmCodU5t0yv5AbP6efzSaypc5no3Unfi64xjsSeW5mO+agsJCdOv5BiOVTUlgmfylDOPlK1byPbCGq3gIYMrajY6OxfufTkDXtz9GUVERI3XpOP1RJmJKWjp0OmkI6M+/+Rlbdu6DTq9HuVbL1jR8qXy9OZswf8wxBGlmVi4l2rHs36LF3yKteTNktH8ZV0cPhT4zg2FkmXcS3YvyxESUZ2ay+Tx1egP08sSeFmcBOwbf1tOpjMDtv9C6DN5Jm6QMYIuzgFkMNTdSRJVvmte7dJ63jth2KgytfzuEW8bsBpvj12TeXyKAb6Hs31Hb8cSkg1hwRKrvouP5ylFbGa99HwzEunF9sOwQf33Ki/Gxhx7GQ/c/wLJ377njTgweMBA5OVfR2rMVHrzvfjzx6GN45P8exP9uvwNnzpzFurXr0FjTgGUBExF84fwF+Pr64r7/3Y2mDz/KH0tN6kGKpePtNBoNDf1M/vRqxy64+ZZbcet//oNNa7Zi6PJRaPL9HXjury5YE7Abb60YjAYz/4e2Xz2E9Cf/h/jHbkVi84eBpDgUlWktnN7QpC26fxpGjFyJgFreAZX2wKu/+cvOo+kLk/F8u8V4sc3vmP6HD2EWEssAACAASURBVIsrYZHp2LbDH3v3BeLbiYsRHX0VZ84GY8uWPUhKuoq//96AgIArCI+IwoqVa5GWlsbuU5ahru1r+mSC9mDHSr6PqQgbLwFs2Ycv1f3OVgRwrC18mlP3dcldTeeJ8LR0cSf8vISufJ28dieM5soqk8DNnn0OtG3uGnsdszkBfDk6DR/Ny8Ffb/yIiw/eiTOPPIDEDi2Q5dUKRV09UdC7I5LWrGILbRd5eSCjY2tkD34BONIIOKzBlkNPYsDe0QiL5fuCSxbONUE2QXrZWH88CuEhUseJfJ25NW8lQhnARyPyMGJjBIZtiMQMlgEsDQGdzeYAzsTV3AJczStEUmoWUtKJAM5BYmo24pKykJlTyBqrNF9w8GVbEcC2zXxymg4rGzpSg8DSoaB5deg0fA564XcePtOOb/v44F0r34NmXndMD9jKGmI07DPvn3zttEtb2DPuXDHYooDrKALYaRgrfbB6A9Fc3DQ9xuuDTsPnIB+slEsFkZsU5Qutz60wHG+EzP334Z0ZkXj1Vy0bBpqygFkm8LRSdJ9RhJNBNGe89fMBX1sPSnpkHd8BddcTvPpzJr5rX/gr7JQRwHbKDHK0Ds36oO2H/HI1H6y0qTpe/nht1Hn4TOtB+/igM/E5ygedhtGMDzIC2A5ZF8FXonDo6MnKdsju/T7o1EP6MG3Vui143rMbmrXsCq8334Pv6QvsOiJ/KWOGfOa3GfPQsXs/lsnH60OxDqoHnaa/2ghgG9aDl6NS0GLEMWi6HEGj1/agYec9+F//Ixi6NRFz48uxNAtYkKzDwhQ9lmUDM8JL0GdZFG7uuR+Nu+6FpvMhtPrsOFbsseZdUHpPqswCPjwHkxf7ILKO+CnbCG8cla+X1zQ6SXRcKn6dkoihw2Lw6cir+ObbAgz7OBVDh0Vj/cZ0NjQ0XSPfY9XajA/agwA2LZvD8DnIB03x0UcjMvn73gdD0NWrO2bP+Qv33Xc/Tp+TptIYNPh91tl40003oUGDBujq1Q3y6AOmz6t7n0g26UOFoE0/Yu46vuxD3nc6ui5kbme04xrqOQs58ZQ1yvdHRK8pCawkf3+bZj47mO/p0lU8BDBd6XP8JD789CuM+eYXdqO+IitYJnXl35yzYDnGf/8rDhw+Jh+qtq5bZ5Lv1vy+y+fbvDGmuLiYldFYGg3t4TuR/9V9yHqrK/RpKey4obwcRgMNx0pML63lP4kAl/ak7aLiUgvijikBfBjLRo6B906pnq1LTrz4+i2QCFzK5JWfeTFQ+uArJDSysi6nc+SbNMLHhUvBldcGRaZBzgKmZ8nPqHttio9Pb/JzefF9tf4cHpuwBzePJgK4au5fOfOXEcA0J/CoHXj11734Zu5aFnP+mDsfc/6svsi/z7VWZADTu2/PWXzZlfKzeTESAUzz9z752OOg4aAlAjgHrT088cA996LpI48yEpiygY/5HENwcAgbEnrSd9/j5MmTiIyIxIvPPocH7r6HXSv/fp1rRT0o+2MIZx1Pz+bFl5CcDr3eCBrFsk3bV3HTTbeg8Q03Ysh7wzFg1SfQfHkL7p/+IrzW9EePtYPgtXUoPv6xPaKfug0JdzVA2qf9oTcaYDAakJwmTWdVJzaGQ0EAM6yfYEcQv53y4uv82go833IeXuqwGE+89Cu+nXiQzatOsaO4XIuktBwc8bmI9ev248yZAJzwPYvgyzHYucsH584HwffkWWzetgu5eQXsQxo+bBKOqj4ZKb4ctGCaB14COCYhxYK4UF2+NiOALbBNS2Qorq2uMzXJhJfQla+T1+4uA8r8/b8HH2QLbTsSj80J4PCYZAz+uxjt5wBffbQex5s+iSyas8OrFTK6eOBq55bI6+LBFtrO9PJE2qutUDqoGfIP3YCfd7VCs22D8MbusQiN5RtuTRZYVZAlR5HIp7k2HvqyrKgAhyNy8fGGcIzaGoW5hyJg1OtAGcBZOXlITMmQCOBciQBOSstm5C8RwAkp2cjIKYDeaER6Vi6CQqxUdrUM4Lo79klGvBWl03SoaOjEVjQE9obwBz2Xx2f2hT8Up3badsgvp+mvWqebfXyQSFvNvG6YG7RLfgu0eE330jNclQB2GkalD1rRkOP1Qafhc5APynVSLMv+TUH+md7AqYYoP3wT4KPBtnWfotUvQJcpBYz8JQK4y9QidPndiK9W50odqFZ+SXltPSjFT/+9i+yTAewEfGbJJxr68qidMoAdjdGcD4YcxEEbZwC7lg/avp53Hj7zBLCtfdCZ+Bzlg07DaOqD/qvw14R5OB/JZ6e89SCRMavWb2EvfTIps+/QCbzSrife6jcEHXv0x7Mtu+IFTy8869ENXd8YjON+0ocuMgF84NBxdOwxAGfO88U/qW5SdLpV1vO2b4s6TX/V2qL2qQdDIpLQfNhhaF7bj0addkDTYTs0rTbDY/xp/OiTga1ZBqxL1rNlU7oRn+9IxJMf+UDTeot0fae98PzkMLx3hVr34l/Z+S1lPm05x2eflrwPxm7YAuVCc/4mb9qG+24JwMjRKYgPDkPqlh0sc/aRR+IxuKMfkjduReTardJ9G7cigZ6x75BlGE19MCEVbCoEW3+E4Sx85tqibBh22w59KbdFgy5HYMmylZg+czbWrNuEb76diBtuuAFERE3+dQojfPsNGMR0FBAcivavdqjMOJEzE+SYIz+TZ81IC3kIWjYM+yZcia3bTvlf6lKxZ1RnXDv0s5m7c/1xZvce5JSaOVfLISUJPGHiRDbsM2X+2oL8pZ/lIYCJ5N24dTeGj56AaX/8zQgIyu6VyV9a0/DHtP7r7xUY8tnX+OX3hTh+2h/HTl3AUd/zCAmNQkFBIUPKoze6xty7BO+9dB1vPajVlrByGVNWQufTENr9GmjPTGDHDLpyhktvMCI4UY/AeD0C47QIjNchMEGPgHg9riQbUDFKKxvClr+MSoJUqhNHLDvNHad48ZmSt+Rz991/Py4GXMaoMZ8zApimgoiMSUB4VDx8jp/CNxO+Z9uhEbGsPK//IZHItObHlwrmfx3tO4R32ymHcPcXuxjBWyMBPHIrbh6zG69P3oBX3xiI+x94AA899HBl57fcCU5rS/DJbdGDNHLg8FWw18iIRP7S8M9EAN99+x2MAM7Olgjg/7v3PkYOEwlMGcB+vn44cugw2nh4onfPXpj43XeIiY7Ggr/msSxiehY3RrkerDbiR90xlH6D10ZTM7JZFn5+QSFat+2AG5r8C7fefgceub8pWnz2Gu797Sl4znsLMVkZmHV0CSb4LcCVlQsQcV9jxP/fjcjbtQFyaM26ms+Pr7IeVPoiHzZL8LVqsRavtPHGy52W4PEXJmHVhgCGV6fXIiMnH/EpWcjNL0BaRi7KdXpGZOsqhszX6oxs2Gf6/ESnl7a59VcZRw9jxfDOmLGDv61HuuMngPlldsz3NPYdPHrN8t2knyrnADY9R/vn/PnmDbdELuJafp2pXVa8hK58nbx2Z7koh32mNvYzzZ6FI0lgmxPAoTGp+GBBPrrO0KPVTGDQhCBEDOiH8q4tkNnFk5HAmUT8dm7JtrO6eqCskyfiRnfHgF098NSGgfDc3hdv7x6DK7F1D1mpVP61jdUK8mkvX9DirSRLi/JxKCIXH60Pw/trw/Hb3lAY9Dr25VRmdi4b9jkrOxcZWVcRk5CGhJQstsQnZ7IhoLNzi2mkG2Tl5NtwDmDbEsBO06Hc0KnokKKG6/g5BxFR2UFVe7Dk1aHT8FU2dKpw2GOuC+fhM31htI8P3rZ8IG5a/Dba7vgGn5xYgI+Pz2dz/tKwz/Kfd9hhvH94Nj47sZBdQ9dJ185ja7qXnkHPUsaQurblLzCr5h+Vdck3WgGvjToNo4kP1iUP0/Muj89BPijJRfoiMyV0HQx+N8DgcwPKDzeG9nAjlB7+Fz6Z44s2vxjQeUoeXmNDQRei67QSeP2uw87TmcwuYzhjn1IP19aDqYj1WYS58/k63Xj150x88gt/lQ/aZ84np2Gs5oP2mfPJaTGmwgepE1VeRlDWhY3nPnQePtN60D4+6Ex8jvJBp2FkPlhln2Snf+3lz9LkjaPvDxuLZi29MHr8D5VZQEEhEeje5wO80LoXnmneGc+06IxnmndhmcDPtvRC516D4XvaX6of4lMwdeafaN6+Fz4Z/bUFbZnqBLA92qJO019lp5uCFLdDPRgSnojmH+2HpuNuNOqwGZr2m9Cw02ZoXlqNwX+FwK/QgB3xOuxM0GFnvBav/+IPzfMr2bXs+g474DniALx3XbFAd3Kbk9YVevx1GnqO24ArFrQXeG00WaOBconXNERhgwboeOM/LPM3dcs+pGtuRVxYEjp0zMfXjb5BqUaDOE0jdl+CRoN8jQbxnq0sw2jGB9ecUmKvfdvl8ZmrB+1APskflvyz/zA+HzeekUqU6evp2YrN8/vSy68wopeGfKZOtR9/+oXpieYdf7dvfzzetGnlHOTKdibftmmcuYxj6xbhYpg0ekFtz5Df5epeX8J8juGfk/ZPxc7grLofZ+YKIoG79uiJdh1fY20WW5G/9FM8BDBdN3/xKrw//AvMW7yKlZCGdFb+yftLvNfhlU59obm3OW54sBX+9VBraG57Dn0+HIeLl4LYLbXJXXmOCIsp+2v3M+X1ptu8Pmg0lEuYYqdAu68BtIcbQ5+xmhG/1L9Gf8VlBnT8rRAtJxWg1Y+FbPH4oRCvTCzAq78UITRFygzW6w0WxJkq0onem4hADLZDDKWhm2mhoZxJRpN++BmffzEeS5evYkTvwSPH8e33k9C33wC0bt0W30/6EUM/Go53+/VnH2ewexTDQJvKuc59RSxd4MOvT179UYbvv0dtx62jqy//HrUNt4zcin+P3Ipbxu5Bj6/m4QWP9izWyEPMU9yhhUYboGN14lHqiBGjUlvNGlvlxUgZwLTQUM8yAcyGgPbwhCkBTENAb1i3Hv9q1JjN+XtDw0aY9P1EZsfvvPkWmzOYG6NCd5WjfSjx17HNi49IUPrLLyhCq7Yd0KjxDbjzrnvQqGETNHv0MRzxPYB1p7Zjld96+ATtx6bY04id/jVib9Egt9vL0GWlorQiIZ+IVG58ynpwuHIuZz475cXXwmMtXmznjcebz0HHNxYgKimXDSgvj6SQnVuAFet2Y9nyrcjKkT6UYQKp+JdXUIyk5FQ23bjWohgjvQ9K77rT4FeHvpRyI2y8BDDv0MvfTvq58r1bfv+W1lLddu2xa9+B6CMiZfnENp+NCjnVLSdeQle+Tl67q2yV5K+MwdEksM0J4LDoFLy/sBBdZujR9dc8dJgFHDmXjKtTf0Bxt1bI6dySDQdNQ0LTdrGXJ3Kn/IaDAb54cesgeG58Gx7b++KtXbbJAKYhoGXh1rbmrUTKCvNwIPwqPlgbikFrQ/HLnssw6PWgRmd2Tj5i4pIRHHIZoWFhCA0Lx4kTfvDzOwX/i5fgc9wPwaHRyM0vRERUHM5UDLdUW7nMnrNzBrDTdMgaOso5rQ5jzYSJOHiBLxOcV4dOw6ds6FR0fo/4bQ/CORsEro/PtONbIoBt7YP/WdafEbdNFveBZkFPaBb0gubPLnh4zUeV7bXBR2ZBM6s9GizsXXENXVe10L3UOUnPMutjNejEUQSw0zBW80G54ratDzoNn4N8kNlUfAqi4+JQ6PsiDL6NUH70BuiONET5kSbAUQ3Obe+KTlNK2TzAnacUoRNlAU8rQpeZBgxdmIeIGOuGgWYdGQpybeB7i+Bfgz2b2j5vjHEmPkY+KfD1fLMP7JL5RDJzhg4VL/zyy5g9yCdn+6A1nTVkd7w26jx8yhd+6QXaHj7oTHyO8kGnYTRTD9pjDuCJP02HR8c38O2kXxkBLJM1B31OovVrffCshxee9/RCsxZd2PKchxee8+iG13r0R9CVSNZ2+fHX2Wjm4YU3+n5oQVtGImbk+EJre7RFnaa/CgJYic8ePng5IhktPtoLTYdtaPTqejRovw6adutwa9fN+HFTDK4UAmvP5mDXlUKEFwMjF4VA8/JyNHp1HVs0r26G58d74b0rxALdyW2yinVFB/jswybH66jzeeNoTGQclEtUeDxiI+Nw7z3h+HhEHMv8jQuTPkJ+6KEoDB4Yyc5HhFbdR9fHRvN9JFnZJjHxQWrX2OODYCU22nYYvoq2aGU9yOY+nI5T4Xx65NUfyZPiCi37DhzB6LHj0LmLF8v+JcKFOtIaNWrEyBd53t+xn38JygJevXYjli5fyWxTjk2V+qnDvth1JjqkY7zTkVS+zNW5QQRwXRnAGbi0YirOxEpDDdf5SJMLiAD2er0X6zhv27EzTOcENrncol1bE8BzF3pj7Nc/YeO2vSgtK0dxSSlKS8vYXMCGCtKYV4dEAFtDOsnP57VRmQA2xP4G7X6JAEbKyjoJ4E6/FbJpdHrMKEZQovUE8KjhUvZo1UeltvVBUwKYhlR/480+8OrWHeO+/Apz/1rACGEPz1bo1fsNHDjkg9d79mbkMH2EQfJUzgMsy9fi9f5pGPjeEMy1cWLMzeP2Q1oO4OZx5pebxu7DzV8fw8tDfsGjzV5h8UaOO0T6Uixq0qQJm3fWIlwV/aGXWD34CdZd4tOd/Bu8NkrZvUQAP/V4U0YAD3i3LzIzMuHRvEXlHMCUHUzz/VIG8Ib1G3DrTTfj6aZP4N//ugnvDxrE4sLA/gOsIICn4WDFe2FlfcETfy14X8pUEMA0BHTDxjfgyaZP4vYHHsEdb3yIp4Z9h8nz5mNxkD9G7DuJ8BEDkNz5eUTd3gDbRgxHZJmBjYZJIPMKiixoz8gfCVW0SeXRImyM7/F2K/BMR288/NJsvDdyCxtI3kh99zojGzWARvHcvO0QVq7ZheycYhw/cQYhl2Pg4+OPs+cCcfqMP44cpWH1jSjX6SzAV9UvSm0YameHWYBNEMCW+bPs12LtXnLjJXTl6+S1O+rZHPkr43AkCWx7ApgygBcWoPNMAzpPK4bX1CIcD5SymZLWrkZO744o7OrBFtpOWruKBdKj4efRevO7aLmpLzy290Of3WMQaoMMYFuTT6WF+dgXloP31lzBgLVXMHn3ZdAXRDqdnmX1hkclIDwiEinJKUhNTUVycjISE5OQmpqG+PgExMUnICU1A4lJKTh1+oxFlYhsIHL2RdVQJ7bNAA5zlg7NvCzGntqILdttO7ej0/CZvvBzNgJkvfM2VJ2Hr6qhI5XZPgTwf5cPYMTt7csH4k7vQbjLezBuXtIXr2wZV/ni/ZnvQjRe+AbuWfEeu4auUy50L3VO0rNk+XKt5ZeNarrj69zi1aHTMJrzQYbVtgSw0/A5yAeloZ9TkXN+EnBKAxzUAEc0KD/cCLrDTYBTjVF09k18vaYAXX8H68To9Js0F3BXIoF/N2LZQWkenWgLh4KmlwxrO2147dOZ+OT6z9LOGtm/XR5jjT7I16Dnxad2H3QePtN6kE9vltqnM/E5ygedhtGsD9I83D5c7QVeHwyLjEOn1wdi47Z/2HOV82zu2nsILTv0YhnCRPw2a9GZkcGUBTxgyCiERcRVzuW5adse0BCSsg3VvZY73SyzTfm5vPicpj9zGcDV2mw1Y+fFFxyeiBZDd6JB+41o1HYVNG1WQNNqBe7uuQm9vvfFe9PP4Yl+2/H0oJ0YvSAQXb8+joZ0TZuVaNRuFTTt1sNz+C5476qa71GWMfea2ar9Or7NlSMqNhW79ibjo+GxeKZZHsv8bdo0Bb9OicMJPyIba5atueeZPVbNB6WRMGz9QbC533YIPjNtUZaFb+P5R2V8ROBeCrqCD4cOqyR9iXihYaBpLWcAU8caLW++9TYWL13BPkyhuCQ/x5K1PPys/CEGI5/mL8KZ85frfF7ly1ydG9IQ0F/vSK3lSokADrEiAVg55+83302sNidwLT/KdYqHALZkCGiaA3jchMnYuedgjb/Pq0P2MamFhIzy2bxxtLxcGgLakLoKONIA2gMaJIb+wMqv12uvGQI6IF6HS/FaBCXoMXplCTwmFeLN2cVIzJbSD8vKtXXaVlUZpQxgRgB3/AQr/C2LW7z4Xv5ZGr5Znr+XCF+qrynT96fJv2HhoqX4aPgIjBw9FhO+m4QTJ8/iu4k/4JNPR2LgoPcYHnkeYXpWVfktKy+7z4Jh2HnxbfYLh7ll3bEQ/LhwMwaPn4oh387ERxP/wOv9huDBhx6tjEFy1i+t77jjDnR6rYtl+BR9MhRver45B+fsUNfTsM2VcwDffgfGjR3L7LNbl65sDmDKDH78kUfx0AP/h9jYOBw/dhzPPPEkWr7SHG+98SaSEhNxzMcHj/zfg+w53DpU1oMVJLc9psZLy7jK8OQXFKBd+45o0KAhPvhgKDw82qDhuBlo8PceeHn/g2f3JeKBbxYg+M4GCL//Xzj40H8xcPV+SDOrSz6YddXyDGCJ2Jb80dJhkn1O1D1se9OOC/F0h0V4pvVCvPHBaoQmFbLkLWWQ/Ge/H7bvOoaMrDycPReASwHh2LPHB4ePnMS58wG4HBomfZRisGSUAeX7YCB2/DYGyw7XXf+RfZD/8RLAlowWR0NA/3Pg6DXLt4ohoE3P0b4YAtqKWGtBHOKOByp9Ji+hK7dPea93NbnWRv7KZXUUCWxzAjicyMO/pSymzlOL0HV6KY5dSq/sqIj39UP20H7IHtoftE2A6cXkyJWz8NzcDy03vcsI4Lf3fI4wG8wBbGsCuKSgAP+EZmPA6hC8uyoEP+4OgU6nY18EZWTnITw6EUHBVxBymbKAw5GRmY30jGykpWUiPSML6ZkVS0YWTp50TQLYaTpUNnQUQS7Ybw9Xg5C3seo0fGZe+GWH51m7Pj5lQ4cqS/sRwNSxKC+UyXvD4rfx4mapQU4NOhrumTJ+ifSVr6tpzSP7ymsqOtuqvyja9iMM07I6DGMNPliJX+GX5o7x2qjT8DnIB0k2CdEB2H2gBX7e0xKTd3rg7L67gUMaGI7fAL3v7UgMP4Wj/hl4449SdJ1Rji5Ti9l8wFRvdp5ejj6zCxEQZnmj0yEEsBPxOYp8cpoOhQ/WWt+7fowxrQct82F3wOcoH3RaPWHWB21PANO7zxt9P8K4CdKwqzLRIs+1SZ34rTq9xTJ8X2rTA895dMcb/YZcM0/Q4WOncP4SX4dSVZ3tOAJYqUOHtWMcRACHRyehxZCt0LRdg8ZtlqEBLZ5LcUtHIoHX4bauq6F5YQFb7uu9AXf3XM+u0XguQaM2y6BpswqeH22D906+qYqq9KeIKRVtUntlPpn7zajYFDY6xsbNSRjW/QK+1IzHsKGJOH9RIgqj46TpL8zdy33MnA/a4YNgc+VxCD6zbdHTOGzjqRAIH8UZWq/fuBVHfPwq5/cl4pc60ogEpjXNvzn840+xZfsu0Mcp5mTDf6zmGBMeElDns5Ud83VuX/wL7Tr+hZBaLrRmCGgl+SsP+0zHuvV8g2UD2yITmIcAJlg+x0/iw0+/wphvfmEo5aFL5XmAZeiUAfz5Nz9j2679EnFaMVcwXSdfy63DithS/X1XEX9qeSfkbcsUFVdkZpfEIs/nf5i2/Vl03D4UyYVpDFa5XguDgTJ8adhrKdM3r9iAd+YUovVPRfhwUTE7Q+OzFhWX1mlbVfirhoCWPlawfIhWHvJJJm+f/C4NQZESgSv7ZFVZapYp3SNnEX++pp4EcIIf9thlSqDq5T/i44vRY8ahTdv26NjpNbY89fQzLMuX4o0cfygTmPZpTuDpM2ZboL9UmLZFj87qg8mLfRBZi10qZc5ro0TwUvYvZQF36dgJf8yajc0bN+GnST+iVYuWePShh/Hs08/gsxGfYN3adVi9ajVm/z4L06ZOw9IlS/H9t9+x+YPp/icfb8qP0aQeJDsdP2Ej91DlvPgSUzJBWbCFRUXo8JoX082kyb9h9PCP0PAZD9y5bB8aL9iNBmuC8GvfAYh48CZcfux2rG3xHNbvPQhDsD9KCwuYH6akZ/PjM60H/VdhxsgxOBxY3Z6UepO3efE93W4ynu+wAM+1W4zWvf/G1zN3sNgSGByP5d5HkZRcJsVVA6CXQgz0146yL80DbDBCZ8UQ0FUf5Z/GwZVrueRD2PgJ4Pq1uWbPnV85NLQsW7Hms0Ehp/rLieI/jxx5r+N5ljOuoXl+ieCt67cdQQLbnAAOi0nBBzQENGUAVxLAGQxsTGzFy2FYFKLDpKGZY+KkuWBMCeA+u11zCOiSwnzsvpKFviuD8daKYEzaGcSG1ikr17OJ5EMjExAdE4+8vDxkZknEb0paBlJS05Gcko7k1Ay2zr6ajwv+ivmpOBsrzGgqvnizXwawk3Ro0tCpdJBIPjnxNgScZ6M1vxBXYq3FDlwfn2nHtwoJ4IrGKs0VVJWBGIGAU8frDOikY14dKjtNadthHac1+WAtdqm0XZfHZ/qywYlLxsiLj66f7fs7PHb1x1MbBuPJDQPRfOO7OLz3QeCMBlkXP6/Mkpm1MwddZ0lZwK/JQ0FT3TkLmLIth8uu5PLR2lEEsLPwmb7wK7HzbLu8DoUP1mrzvPpzWgx1kA86E5+jfNBpGM344Ok1E7HloG3bohSv/l62Dq+07cGy86hTWO4YlsngPfuPomP3/ni+VQ/0/+AzBIZIcxETSRweFY/Xeg7EzDmLa/WZ6nHRMW1Rp+nPQT5Icu08cicat/VGo1aL0LDVImg8FkLTfL60tFiABq3+RsNWf1cda7kAGo8FaETHWi2D55BN8N5RNyFWXYcVnS7MVh2bAUxliYqW3t1Tt+yAtlEjxEbFMxu0SfYvtcvM+GBsQjjOH7TtB8E1ydXu+Gpoi4af3svly7z1oIzP9+Q5rFy9Hus2bAZlADV94gk2BzBlHNKQzz//8huLQfL1tJZjkfIY9zbLVlNO6aToJIyqez51mdDkXYfMpekWxmDPNYnAqdgzdydYbluuP87s3oOcUr4nFhQWonsvieiVyV/5TiUJvHzFSvmwd8pIUwAAIABJREFUVWseApiI2+joWLz/6QR0fftjFBUVsVHnZEJXq9UiJS2dJSP8MX8ZywDevns/K4887LOycNw6TEiFnMVt6dCz9Bu8NpqZnQsjjDS6KpZcmIlHV/XEC+vexIeHJiCtKFNZdLZ9tbgcX6zSot3kInj+UICVvjSHsJ7Nz0nP4sdXRQDTPfTuNGLkSgRwvhfy4pu3P7WSwKVt/vJJ107bWUUAnwqx4H6KoSYZ3EGbfsTcdacQxYGRF19UXAqUS0RMEmjkqvFff4e777kPmgYNq5aKEQaoI58WyvwlAviGG29kH6b4nb5gmXwUGcCSXINxaPF0HDwVyvUcXow0BLS8EBn84L3343+334FHHvg/Ni8wnXvikUfx+EMP454772LLg/feh4fuu58NGU1DQ1MGMd1L13LbgJl6kLVFbTwyIsX64tJylGm1aNOuA9PLxB9/xp59/7Bs4Bu/nAHN0qNo+LcPtj//OMJub4jT992MgAduQso9jZHw8F0whgWisFzHPg7jxmeuHvRdCW8bfwjVb8TfeMZzBl7quBwtei9Gx/cXwSc4G2t2XEHPPjOxd18KZs/eiB3bfTBn7tJrYk5JqZaRwcpp1/nxmemTCT/PpX+yTV4COC6xfh+G2IwAtsXoLxyxyRL5i2stqDOcJHu5PuBZu7M+echfGd+kHyfj83HjuWKFfI8lazsQwGmMAPb63YCu0wrhNaOEZQDLhaI5cs1tEwHcanN/eG7qi9Y7BrjsENDFBXnYGZKFt7yD0Gt5IL7bHojych1Ky/RIy8pHcGgMI3mpYV5WrkNZmQ7FpVoU0VKiRWExrXXQ6oGQ0IhKWcgy4VrbnQB2kg7NNHS45FERsHgbcmExTsJnrqFjQbB1fXymDR01EsBSRcqGxurYGTT/6OQp03HQX00ZwNK8lfKwbeMnTIQv50snr406r2PYMR3fZ8KD0WnbUHhs64fWm99Bq41vodmGgRiyqzPKTzyMuLhQ9pJEnaUhUWnoN7cAXWZo2UdTNK9VFyKAZ+jw1uxCnOWUvRwrHUEAOxOfo8gnp2F0UD2odh90Hj7TetCyly/Xj6HVsy7k2BObYPupEJR6dOyHUCb14JyDiOBsr/HqkOQWEZ2ALr0G4NOx37P3ASJ+ZfJXXh/zPYMpM/9CaIQ0zLOcnffdT9Ph2elNXAy6YuG7hGPqQaXuaNth+nMgATx6+iHc220pGnnOR5NW89HQ4y809JiHRp7z0JAWD1r+QiNPWqTthh5/orHnfGg8FqHVkA3w3nHRQv0pYgqrLxxPANO7fHRcKiLXbUV8gyaICIuv/KitKh4oysnpO5X31lQPhth2SqDK3zMpn93x1fg+yOfLlsSYE35nMfGHn1hn0uw5f2Hbzj34+Zcp+ODDoczuaAhaWQ70YYkcd+Rj1qzZO5IJ+VT1HOljgar96nZyTQ887w7LBL42bs+/qLi5OA7p8dJgpYqjZjdT09JYpq8p+StfLJPAc+fNlw9ZteYhgLU6HXv2V5Pn4DGP3jjhdwaFRcXQanVsiY1PxB/zluJqbi5+n7sYX3z7C7bv3sfuqS8BzHTEfFGSK70Pbtlu248wiLwoLS9jJHBqSR567x6B59b1wovr30T3ncOxIGgdjiedg2/KBSy/vBXv7PkSnn9tRNufSzB4QQnyS6ShZ0vLtbCMCLmWAKZRy2iIVu/Vtv8IQx4GmrKAD1zkJ2voWrqHMoBf/4P/Psm3JHzyuzytB36/DaEmsa4mP7QkxiifIX+cRvMY09Dy8kJEL2X9EumrJH/p2KOPPQ7q8FY+h2u7GgGcitgrPvA7atuP8hcuWAzl8vfCJVi8aBlorTy+cP4idnzR30vZOfm6JYuX42/FM7iwkZ7M1oM0Go1tfZDKk5aRA61Oj8Hvf4iHH34U02fOQFxiEjxfbo4X3x2KpzedRZ+d/kjo0w1RLZ5GUPsXEP/q80hp/SRSOnkAiTFIysm3UIfm26IBR9ZzPYfXRn3PxeKlVr/ihTZ/4+We3mg9YD3aDViFcVMPw3vLBcQmFWLpkn0Y/+UMLFy4GllZuQgICIe/fyiuXEnE3n+OIyMzF0EhEQgIrPsDJqV+re2TIWy8BHBsYvU6VFmGurZtRQDX66MxzrhUFxZxvn62IOR3fcjP5gRwZGwqhi8pQo/5YBlMlMV09GJFBnDFlyEUIOQgEZMgDVtw6Mppli3lsbs/Wh96DwP3fYWIuESuCsAWxspbiRQX5GNHSCbeWhGI3t5B+H5HEEpLy1FSqkN2XjEiY5ORliFNNFNapkNObgHoi8SMrFykpucgLSMXBUU0ZLQRIRVZ0LYoP88zeDGqXYcCn/Rlt7v6oGmnIu3TENAvbBrDhriijy9GHJ/PhoC+Y/lA2w4BXc8GCq8PuitGgU9qOPwT4ou2mweixaZ30IKmNdj0Ll7eNABv7eqJpOA/pXotPpl9JU2xe/XRLHSeoUfXacWMBKbRM16bWozuMwpx4LxUf/LE+Ppew6s/d8VH8lE7Rl58Isa4Zj2hdv1Z4oNqt1G5DXbI5xRead8bP/5SNfwhkTDUkRoZI2VaktyU2ZV//LUET77YAZu372P1ifys+tYBPPer3UZ58ZHMzwfFYfDE3dC0/BOa5n9A88psaU3b1yzK47Nwg+dcNPCYB88P1mDFzksOe9eV9cuLUb7edB0TW2GXG7YgWaNBTL2HDLZtp4vAVyXPnbv3oW27VzFk6DAEXY7A+YvBbA7Svxcvx5w/52Pp8pWIjEm0CfFraifW7lvFprrhTTwEsI4N42zAxUvBGPv1ZLR4rS8iIqMY2szMTEz4aSZufKgV0tMzMWf+coz/7lfs2CMNAW0wGQKa3o+t1Yml91nig+mZOZL2jEaE58ai5+5P8Mza1/Hcut5otuZ1tNwovUc9t7YXnl3bA8+s7wivFUsRmgzAKBHkGVlXHYaNZGEJvpU+VVm8vCSwkvwlApieYakO6nO9JfiUv0MfqE2bMQuPPPJoZYavkvSVyV8ifm+88V+MDB7xyUg2ogm1eZTPsve2tRjtXS5bPd9SfAVFJdDr9EhKTkFpaRmiomPgvXINNq7biA1bd+LosRM4d9wHfkcOYceGDQgPuAhtdgZQmIvCgkLEJLimjVJwWbbsFJo+/wOeeXUJmr+9Dc37r0KzzvPRvts8XArIQ0RoBnZs9cXGjQcQHBKLTZv2Y9++c/DzDcG6dbsRFByLtWt34cKFMIfYKOmOmwCmvsmKqR6ssR1bEcCWfYBT1UaxpsziHiE/YQPW24DNCWBShm9ABhYfzsPCA1ex6EAu1zyGl6LC8ee5tZh7bg3+8l+HY6F8QyTYSvm8lWRRXh42B2Sg/fwL6LLkEr6tyAAu0xmhNQA5ecXIzsmFwWhEcUkZqEGakXkVKek5SEjKQGJyFnILylFSbkTwZSszgK0koXgxql2HAp/5gOEuPih3Cv+HMkq8JYLXEgKY7qF75efYKobwPIfXB+WyuRtGgU/yrUuR4eixYwRa7uhXMbJFP3jsGoCP9o5DbFxC5QdQZDPUqR8Vl4qPF+dJH01NLYTXtCJ0mWlE37kFXPUnj+3xXMOrP3fFRzJQO0ZefCLG1E4AO6ueULv+LPFBtdsoyULOttu8/R+81Kob3hv2OWobBtH/0mWM+mISnvfshoVLV7OOKPkZPDHeFteo3UZ58Un6S8GxsxGYucIP74zfgjYfrkbLwd5oMdi7ck3blfuDluOZt5dA8/JMRhC3+WAVvLdbOOylle+ASt1bglF5n7xdOZrXxq1IadwYMRVDQMvnnb0W+Kre8yg+BARXHxL18FFfzPx9Di6H8Y1g5EiduiGXa1WReQhgIm0pk7ekpATnLgRiyGff4Jl2b6NZh35o2+M9DBo2DrPmeaO8XIupsxdi2MhvsGHLLlYevTyhpaJ0jtKjpT6Yl18oldIAZJfl4pdz89Fx6/t4eUMfPLHaC01XebGs4PZbBmPCydlIKIoDIJG/ufmFDiFllLKzFJ9yKGgigafvqpoTWPlcmvN30uaqzF8if60ZOlr5TGu2LcVHH0QRgUvtl6ZNn2DDOhPxa478pWPy3L8fDvkINF+wNWWs7z28GAmXLZf6lpv3fl588vPiktJQUirNh3s5NAzr1m/A8eO++GffAfj4HMOBQ4ex78hRHDzmi0PHT7CFnLaYsu+T0h2uQ158uvJS0BDOC72P47n2k/FYmz/x7Bsr8Gz3VXi61Sys3niFxR66pqxUD60ObCks1CMvT4vycj1KSvSgwRhoW5aXPdeEzSICuB5ZwAuXeLM5gN98t5/V2Bz5Eao95S6eXdV2FLJQryzsQgC7o8HwViKFBQU4EZuPsTsjMWZ3FOb7RCIjkzJ7s5GeeRWR0fFIS5fmLCkt1yOvoARXiRTOLUZmThHSswqQW6hDcTkQHBJpdaC1Rsa8GK15tivcI/C5d6Di1R91CtNQgrctH4D/LOuP25cPQpNFffDi5rGVr7ifnVgIzfzXcaf3oEqit7IzeVl/di89g4450nbVjlHgq/LBdRf3ov2O99Byez+03NkPPfd8imNh/szelA1lOavLNygd/eeVouvvQJcZRrw+qxybTmS6pH2Sz7gjPio3r426K0ZefO4aRwU+Kca4q/4s8UF3xchroyQLWuSslyPHTqL/B6PxStvX8eGILzD7r2VYuX47Vq7dirkLvTH00/Fo0b43er79IfYeOMbudTT5K/RXVcfL+qN1aGQCdh0Nxupd/vDedh7e289XrWm7Yn/5tnOYt+4UOny0Ao2aT8cr/ZdghTsSwBWZWnHrNiJfxRnAasWntF1X3K58mVP5BhcBbNDBoNMCMKC0pBgnT53FD9Pn48sff8eU2Yuwe+9BZKSlAUY9zpy7gH0HjiA0NBxGuk+vZWvalhdH6dvSepDKVUkCV+g9pSgDe2KPwfvKViy/shU7Y44gNj+JzRcsm4YzyF8qqzX4lCQwEbu09F8oEb5E+vb8I71yyGf5vDPIX2vxnTxzAe/27c+yeinTl7J85Yxf5Zq2iQB+rXNX7Np7wKHvuUr7t0aHyvtdfdsafPGJqcjOLUBYeATLAI6Nj0dGVhYSU1IQGR2DiPBwxMTEICMjA/l5eSgsLAbd4wxZ8OIzGg3QGyiGAmcC4zDsi1Vo+urPeMhjKh57eTKatZiIGXMOIa9ICxpxoaCoAFnZedBqDWxucTngGKXR5h2ClbBZRAAnpF2TXGCJPkJCo7By7Ub8c+Co1djkEV0t+V1xrXP8RshdyN0uBDB1aEcrFl5Di2ZDYtKwmMlwdCDhrUSKisugMwKlOqBUC5bJW1CkRV5BKQpKtEhOy2FZvwa6hr4YKjOgqIQqEz0jfnMLdMjKLUVRGXAxsPoXubyysuY6Xoz0bDXrUOCrOfC5gw823/QF/rt2MG73HliZAXzrsv6M7H1h81jQcv+qIbh1ab9q5C/rUPYeyO6lZ9CzrPEla+/h9UF3xSjwSb4lE7y+oZew8OwGLPffjktRdY/4EBCeijXHcrDsYDb8AuVn1eyv1tphTffx6s9d8RFutWPkxSdijGvWE2rXnyU+qHYbVcZhJZG7Zed+jBgzAV16DkAHr7fRoUsfdO45gJHCazZsrySMlfcon2XvbbXbKC8+Wc5yfSjv86zX7DqPF99dgA5Dl2Pl9nMObYdS+SzFaIqpMgN43yEktWmLmGi++b9Nn2OvfYGPr91oje3aS2fK58rkntrXPASw9vw20FJO6wvbgcv7gLhjQPwJINYHCDsAw8Wd7DxC/gFCDwBBe9g98r3KtVLO9ty21gdp2rRyrUTW1Kb/0rJyNr2aPTHU9mxr8dFQzq9OrRoSWiZ6Tdc0b7Cjh31W4rUEX0R0AnxOnMJXX3/LCN8mTZqwzF/TDGDaJ1L4zrvuQpeuXti+cy9oyGjl7zpy2xKMjiyXrX6rPvhSM3NYNjCNIlDBe1a6IxuRoFQa5dJWZbXmObz4CIBBZ0RZWSmNGQ89AP/QNCxccQZffrcJw0d4Y8THfyPwchzyi/KRV5gFra6sYlo5AwxGIoL1ICKZFmvKauk9hM0yAjjV4dyJjElqRzh2+G/5t8War60n5CTkpLQBuxDAyh9wl23eSiQ0PBrBl8MRcoWWCGkJjUTIlUiEhEYi+EoEfP1O4+x5f5w+ex6nTp+H36lz8D15Hif8zuP4yXM45ncefqcvYu++Iw6pRGQd8GKUr3e3tcDn3sGNV387gk7DY/vXuG1FFQFMxC6RwDcs7sOWW5b2ZeQvZQjTOeVCQ3vSvfQMepYj7VztGAW+Kh809xGTuWOy/cmZwPI+rc0dU5639Tav/ljZElKq+Y6r46Nyqx0jLz53jaMCnxRj3FV/lvigu2LktVHT+G2OjLkUdAUXAy9Xi7XOIn+F/qrqeFP9RcfREJg0d3PtS0R0ItPnb4sOY9Sv27F6x9lq+jV9tq33rbVRW5fDXs8T+Gq2U3vJ3JbPrWQaVL7BQwDnj7gT8pI34k5cHX47sj/6b+VydfhtyP34DnZN7vDb2Xl5X75Pubalnmp7Vn18kOaSpCnUCotKUFJehnK9li20XVBUDCKJnT3fZH3wkdxojt9hy9JARK9M/r7+Rxr6LUjD1tPO919L8PkHXMaAgYMZ+Uvz+hLRS1m+ykXOBqbz3Xv0ZHORm2vz1GZTtj5nCUZb/7YjnmcLfAnJ6SAyOD3rKhvpMjU9GwnJGQ5vs5iTFy8+I3Qw6gwwFBuhKykH9EQEm//Toxx6YzH0KIOBkb5EgGthNJbDaKQPU7QOwU7YLCWAmYziHR87nB2LzdmGOOZ4OxAydx+ZCwK4Ygg23krEnY1b7RgFPvcJPOb8SO36I8xqxyjwCR8059uudEzYqLBRV7JH07Ko3T4Jr9oxCnwixpj6tavtCxsVNupqNqksj/muefUd5SGAlXJxp20RY0SMcXV7FTYqbNRVbZRs0yoCONH6oaCtkYWzP+KwpsziHvf2e6G/+utPEMCCAHbIl0yOcFbRkKt/QHCEnmr6DbXrj3CrHaPAJ3ywJv92lePCRoWNuootmiuH2u2TMKsdo8AnYow533alY8JGhY26kj2alkV9VK95ROGRsarpgzHVoYgxIsaY2oSr7QsbFTbqajYpl4ds85x/kFX1g8MycuNpJDgx9LOsM7F273hyPemPjwBOVL9zU6A9cdLxw3A50tjUjlHgc+/Aq3b9ka+rHaPAJ3zQkXWaNb8lbFTYqDV246h71G6fJEe1YxT4RIxxVLyw9neEjQobtdZ27H1fclqWebZUhUcTkqpPpWJv+Trq+SLGiBjjKFuz9neEjQobtdZ27H0f2eZ5KwlgKpvdSWBB/lpFztvbbsTz3TumOUp/ggCuyAA+fzEYoRExqnZmtWMU+Nw76KldfxTU1Y5R4BM+6KjGi7W/I2xU2Ki1tuOI+9RunyRDtWMU+ESMcUSsqM9vCBsVNlof+7HnvVk5eSqkes1DyssvVG2/k4gxIsbYM07Y4tnCRoWN2sKO7PEMss3wqLh61Q9xiamwyxDNbJ5h9ScH2kOv4pnuHXPUoj8+AriCJFUL6BpxsK9ZVG6Yasco8NWrsVCjbzgqBqhdfyRHtWMU+IQPOipeWPs7wkaFjVprO464T+32STJUO0aBT8QYR8SK+vyGsFFho/WxHzvdm19QZJ4tVeHR8nKte9tgXTYgYox761ft+iP7VTtGgc99fdAWuqNRXBlhW39+g8jkmAT1jlrh9D7wuupTcd59fdnFdMdBANMXHteRs18Hw13Hqh2jwOfeAVLt+qNKQO0YBT7hgy7W2KnWsBc2KmzUlW1U7fYp6kH39j+hP/fXn9Ch++tQZfVEfFI6DAaDCqnemiGlpGe7vx3W1pZSmY2Kd4n6E0nVZFib/TjinLBR945BatafjbCxIaHrQQSzTOJEFfq+I+KL+A33ji8q1B8HAXx9Ofv18GWL2jEKfO7ts2rXH734qB2jwCd80OVe8E0acMJGhY26so2q3T5FPeje/if05/76Ezp0fx2qrZ4oLCqpmSlV6RmtTqfqzlG12ahpu1HgE3HU1CZcbV/YqPvaqK11VzksNA8ZTNcQ6SuIX1XX0a4Wr0R57B+v6iCAr9Px3XmCoklnstsZq9oxCnzuXVmpXX8UP9SOUeATPujq9aSwUWGjrmyjardPUQ+6t/8J/bm//oQO3V+HKqkn0jJyVErx1g0rN0+9cwGz/jGV2GiNfX0Cn4ijrvwuIep597ZPe8WXxDRQZjAtRDTTIu/HJlynHJCr+7Eon3v7sovor0YCOC5BCgY1NnZcBIC9ykdfyNjr2a7yXLVjFPjc24bVrj+KA2rHKPAJH3SV+q6mcggbFTZak224wnG12yfJWO0YBT4RY1whltRWBmGjwkZrsw97n0tKyYROr6+bKVXxFemZOarudxIxRsQYe8eR+j5f2Kiw0frakL3uV7tt2ktu4rnu7dNCf/bRn3kCmJGf19G8vzWQ2TE1HFeTMbIx/VWMU+CzT+BwlA8IH3Rv/ZGdCB90bx0KH3Rv/QkfVIH+VNxGk9sSop5wbztVvf6ED7o9OaV6G413z36bnNx8GI1GFVO7/NDyC4pYBpZcL6ptLXzQzet5UQ+KetDFbUDNfRZqj59qq+8EHveu79Ssv2sJ4ET1z01pqTIp2Ma5eGVnKSbT66mypIxv0+Nq2Rf43DsACx90b/1RHBE+6N46vB58kIZkF/Wg+9qp6mOMaIu6fRtV9Taq9ncJ4YPCB128P8CdYkxiSgZKy8r52dHr5EqtTo/U9Gy397Wa+pDcyUZrwlDbcdXjE/Wg2/um2m1Uze/zqtedi7exaov94pz79iFdb7rTXCftaQFTSEBIQEhASEBIQEhASEBIQEhASEBIQEhASEBIQEhASEBIQEhASEBIQEhASEBIQEhASEBIQEhA9RIQBLDqVSwACgkICQgJCAkICQgJCAkICQgJCAkICQgJCAkICQgJCAkICQgJCAkICQgJCAkICQgJCAkICVwvEhAE8PWiaYFTSEBIQEhASEBIQEhASEBIQEhASEBIQEhASEBIQEhASEBIQEhASEBIQEhASEBIQEhASEBIQPUSEASw6lUsAAoJCAkICQgJCAkICQgJCAkICQgJCAkICQgJCAkICQgJCAkICQgJCAkICQgJCAkICQgJCAlcLxIQBPD1ommBU0hASEBI4P/Zu/fY2676MPCXJM38MZpRFdFKI42mIPHHqFLV0UxG02YyVZtJ8CNBoa00naFJqraKFCjqKy9NILiUhBZmSgwGQ3hMeZiAjcHYBgy+trHxi7dJSMCO34C5QAzY914/ru3rNVr7nH3OPmeffX6/tdb5/X778flJV7/f3Xt9917rs76/vfY937vPIUCAAAECBAgQIECAAAECBAgQIECAAAECBAiMXkABePRTfHgDfPqZZ8ITT54Jpx97PJw6/Vg4eep0eNQfBnJADsgBOSAH5IAckANyQA7IATkgB+SAHJADckAOyAE5IAfkwCHnQKxRxFpFrFnE2kWsYfgiMBUBBeCpzPQBjfPZZ58Njz/5pIXrkBcuhXX/uUAOyAE5IAfkgByQA3JADsgBOSAH5IAckANyQA7IATkgB+RAeg488eSTIdY2fBEYs4AC8Jhn9wDHpvCbvqhYiJnJATkgB+SAHJADckAOyAE5IAfkgByQA3JADsgBOSAH5IAc6EcOKAQfYBHJoY9cQAH4yKdgeB04++yz4eTpx470qd9HPHF7pP5uUPpxg2IezIMckANyQA7IATkgB+SAHJADckAOyAE5IAfkgByQA3IgPwdirSPWPHwRGJuAAvDYZvSAx3P27NkjL/5azPIXM3bs5IAckANyQA7IATkgB+SAHJADckAOyAE5IAfkgByQA3JADixzoCoCnz17wNUVhy8VePbsaqH+4T/7YbjzsgfDLa/8SvjUr94ernjxDdWf+HPcFvfFNs2v9WM0943tZwXgsc3oAY7nmbNnPXXqyWM5IAfkgByQA3JADsgBOSAH5IAckANyQA7IATkgB+SAHJADcmB0ORAfgPPVU4F57Td+POm3b/+LcONvfilc8YufDleff2u44tybwofP/XT40DnXV3/iz3Fbte8XP121PfG5v1gMbCpFYAXgxZT7YS+BU0f8ts/+R9LyfySxYCEH5IAckANyQA7IATkgB+SAHJADckAOyAE5IAfkgByQA3JgdzkQayBH+bX6fOtR9qRf564Lto8+eDrc9so/qYq7V513S7j8nOvD5efN/5wbi7/XVX8uP7ex/ZzrQ2x7xbk3htsu+JPw6IOnqsHVx+zXSHfbGwXg3XqO9miPPf7E6P43j4VxdwsjS5ZyQA7IATkgB+SAHJADckAOyAE5IAfkgByQA3JADsgBOTD0HIi1kMP+ik+11l/Ln+ot0/5eF2pPfPHh8LH/8+bwsfNvCx8697rwofOuC7HQe9k5xxeF37oAXH+P+2KbWdvrwsfOvz18/CW3hO/e8XCFWh97rMIKwGOd2R2O68xTTyv+ejsPOSAH5IAckANyQA7IATkgB+SAHJADckAOyAE5IAfkgByQA3KgdznwxTu+stM+xZrIYX3VH2t79uyz4Vunludt1IQPqyud53nwwW+Em2+9PTz22OE+IV0bfOfLPwhXvfjm6iney89fPulbFXrPjYXg2ZO/H5oXgy974eaicIyNbw39sX/QKALXJ+kc/XB3HFoB+C/+4uEQk6TPX4+ePBkef/zx3nUx2n39zj9f/Il/7/o6iF/Ak6f9r6Wh/68l/ZfDckAOyAE5IAfkgByQA3JADsgBOSAH5IAckANyQA7IATkwthy474FvhH/2z381nPju93ZWBD55SG8FXdcev/fYM+GfXvvd8Nfe/a3w1j/+4aL8U+9fbDiCHz557XXhn/zzX6v+/O6/+71DKwLXT0WffujxcM0v3R6uOO+m6kne+une6sneF14XYrF305+q3QuuSH7HAAAgAElEQVTnbwldfTbwvEh83nXho+fdVB0zHjt+1ec6SN66zretvrfr8x9KATgWfl/68n9TJciuB7DL41173Q3hhhs/E2IhuA9fX7/zrvAfXv+GxS9X/UsWv8dftLi/+fX2d727ta25P+fnJ86c2dlFc2wLy77Hc/8fhZc8/wXhec9/QXjJJQ/w9D/kppcDn704vPRlrw5X3jvUG+z7wpUXvDy89M2fO7C5u/uqV4eXvuzicJvfjwMz3vc12xyYAzkgB+SAHJADckAOyAE5IAfkgByQA3JADgwmBy697PKqABy/7/L1n1gbOaivZmH3E/edDv/DHz0Ujl30jXDsTQ+EY2+8P/zKNSfCd04/U52+2fag+rPtuK993X9aqVGt16W2xRbtezaEs0+fDZ/+9S+Gq8+7daX4G4u7s6d8j4fL41tBr/2JbxFdFYXPWS0O18Xj+JbQ8Zjx2PEc4YDfdzsWfesaafx+WEXgAy8AN4u/sUDZ56+v/tnXQl+KwNGqLvj+29/6nXDJBy4NH/no1dX3+Pd63zve9Z6KtG6/61+++D9ddnXRjP8D57IPXR5e+x/+Y3jPe9+30/+Rs6s+7vw48+LvK24dauHraPt925tfHl56wcfC3SO74TqMcR3GOfb9+9LzAvDeVkdQAL73Y+FVL3t5uOizR/s72D3HnwsXvezl4VVX3bezNaL7XPsxaPenmteXvTy8tPqzV3E9zvGG/6Qwn4fZMWbHWh/z6nnq8y2/93cO9+OqTVle8uMnB+SAHJADckAOyAE5IAfkgByQA3LgoHPgN37zt6oC8G/85m/v9HWqg3oK+Oy8ovvkM8+G+OdNd/wwHLvowXDswvvCj7/x7vCjF94djr35W+FvvO+b4eaHlp9HfFSF4CMrAIcQHrz+RLjqvFtmn/k7f5q3KvzOn/q99OeuDe//6WvC+3/qE+H9P3VNuCR+/1+vCR/4u58Ml517vPp84MviU8Lrbw0dj3XuddWxH/z0iQMvW8a6XV3Ti993XcfrGsCBFoCHVPytgfpQBK6Lub/28n/dmQhf+vIdoS4E//pvvWKRPLtMnGfOnt3ZBTMWf+MF+Hd/94IQ/ydO/B7/vsu3ZTjohSTn+Pde8ivhec+/INw8sgJmjkV6zKygM8biyd4Fx9Ibw57ZHWABuHpytug/CezHajwF4HKveW5Wc7pXUbU0jxPi1/ozK8ou+zd7wnpDgTdemxdF3vb+u6+6ePXJ9eo8+yt878za+rGze5H0dSghB82TeZIDckAOyAE5IAfkgByQA3JADsgBOXDoOXD8uhvmxd9ZEfiW227baR9ijWSXX3UR975HzoRf+OhD4ac++M3w9e+fCZ/99hPhr7/3m+HYxd8OP3bhPVUh+Ngffi9c+OUfhgdPPh0eeXL2NHBdPN5ln5rH+swtty1qTc2C5bafD+ptoc+cejpc+9LPhivPuzl8+PwbQv307qU/dzx86IXHw6U/e7x6KviGf/uF8Jnf+VL4zCu/HD7zii+HG3/ri+Gqf3RTVRiObWPxt36L6PoY8Xs85lXn3RyOv/xz4enHZr5Ni13+HJ/4jfW+6Bi/D/4J4CEWf+sJPcoicP0LFou7e32eb9xfJ039C7jLAvAu3/75qqs/HuL/xGm++Br/Hrc3t43tZwXgghfP1wo6Y8uNAx1P3+yq/rSLa7swKC6y7cvqCArAB/QPhmKveb+qAusBviV2am6s9Gfj09Ob5nBW/F8+3bu/HN3Xf+DY2IeC6+EB5UOqs/bmUA7IATkgB+SAHJADckAOyAE5IAfkgBzoUw78/mtfVxWAv3jHV6rv8d1Hd9m/Jw/gbaCvuPtUeMG7HwzH3vzN6m2f/8rb7g/v/rOT4b5Hngov+cR3qreAjm8FHbf/+Q+eDv/o4yfCz3zkO+H+R56qS1gH9n39ad+67rTX913WperBnfjCw+GjP/+ZUH3W7znzz++t3vr52urp3Q/8vU+FK/7hp8OZU2fCmVNPhUceOBUe/cap8Nh3H6/e1vmr77knxDaXrn1GcLMIHI/9kZ+/MXzvKz+oT3tg32PRNzrtVffbZQcO5AngIRd/a9yjKgLXT/VGw72+6ieFm798u/xFe+zxJ3Z2sXz3e98X3vAHb1w53lv/8O0h/tnlBblvx1IAzr0hmhVr1t9qtW/z28/+9NCutwXg/VptKh7m5vbmuNkTqssnVg8qt3ZSAK6Km/srlh7UOFaOu96fjnxbKRLHgmozrvnzHsXW/Rjup83KGPY4p7abf2+4cJEDckAOyAE5IAfkgByQA3JADsgBOTCdHIhF3i/d8ZVwy223Vx81GT9u8p/9819d1B1i/SH+PW6Pf2K72D7+yc2Tx55YvgXzXvWavfY/8fSz4RW3Phx+/KL7q8/6/bEL7w4/9sZ7wrG3fS/8zUu+ER5+/OnqEPEtoX/8zQ+Gn/vwQ+H+R58Kf/UP7wvH3noi/LV3PRCuvu/0Xqcp2t+nAvCfvOvucPX5t1af79ss2taf/fvBn/lU+MiLbwhPPf50+Op7767e/vnDL7o+xLeFvuNtd1YON/3Ol6rti88EfuHxxZPE1THjZwGff2v403ffU+TW1+CdF4DHUPytJ+uwi8DxbZ1jMffCiy6uu9D5fVPxN8busgB86rHHsy+MzQtqvDC/7Q/fEX73Vf9uccGNF93mtmb7op9vvSA87/kvaPz5lfDe+xuL4F77T50ON7/yBeF5r7wtPDr//N7F8X7pj8K99Yv01XHWjj3fV8X/0uvCv13pR+xT/VbQD4T3/lKzjy8Iz2sce1Y0fkFY/dzgeUyj3aOnbguvWDlHffzleOtjbRxDPZbm97189trf9FtpW1ut9Tk6N89f/7ypGFMVdZafq/nSl9XFsu7i3PqTesuizPqTf/WxlnaxX1X84jNE1z+PdfnWwYt2/+ldnZ/b2uxL8+fZ+OdjaJxrvfhd9X3L/oVjy27Zz72OUfUrPtW5sG66rJt1vQ3ueruLw23rBbn1v6/M+7rz6bDe72ruq3E28yH+vCxKtmI2vU10y2o2/+uxr7rqc+HKC14eXrp44nX/ObcwXe/vWn9m52x4z9u33gJ9MTf12JdjfvTUun2jz+vnr3KpGdt2Xs/BOseqvq70f5lj1XjjsRdWpxv5tKnPHZbzca6Of9Z2vV+t/my02xxbj2mlGFznY8f3xZx27K/nYb2fi3N1xq1ef7TnIQfkgByQA3JADsgBOSAH5IAckANyQA7IgdOhfpvnWNzd9Kd+2+f4fdP+els8TqpnrJGUftVv+/yNk0+Hn3jrfVXx9y9deHf4kfhWzxfdH37t+u+Fv3h89hbEddtr7jsVjj/4ePijr5+snhT+L954d1Uo/gdXf7u0O1vj+1QAvv5ffT5ccd6Ns8//XXkCeFbEvfRnPhmu+PufDs+ceTr86XvvDe/7W58Il//89eGD//unqiLwE488Gb526X3hff/Lx8Pl588Kw81CcvXzudeFK867KVz3Lz+/1WWoO3daAI6PML/05f+mKmLG71dc+bGkP/t56rUE+tGTJ8M9996X9OeGGz8Trr3uhhC/P/54+S/7tv5/5KNXV3bxbaC3fUWn2HbTn12+d3j8kPPUC+J6+/gWz/UFdtv3XbwVdF3sbBZO773kgkUBuCrMPr8uRM5uHjbFzAq4vxJesqnYutg2K2S+5JIHVo3mReO6D7PjrxVmb70grMbNi6KNYuisD8uCc+s48/M0jzMb3/JcrZhTD4T3vnJ5zPW52mSR7RcL04vx1MXrXwkvafpvGEPdp1aBZUPB8LY318WyjgJSXcBtFKpmhaJXh1ctiscxD+bxm7Y1Yuui6LIgNSt6veqCV4fltq6+zNtedV+VL9X4FsfeEHPvx8JF87bRZFZUq8dbP7m4uQDbspsXBWM/VwpS8wJbc9usX68Or2oW72KxakPbxeemNtvOC2/NY9axzeLsbNtq8bGa+w2Fu9nYV9su535etFxYzn6vW8XUOMdv/li4e63w1rbaYL3Ij2ZRc8OczY89M1yea2G60sd5obaxrdXnDRazNqsF8uZn1Mb9y1zcnCfVMRrnXfmda/4ObJrLaozLYm8duyh4rvwuzOZi0/ytj2P290Z+n2oUo1v5tZoL9blXxr3hd2bTOZb9r63Wjz0bQ7PdnsdZ9H11PM1j+LntyoSJHJADckAOyAE5IAfkgByQA3JADsgBObAtB+JDZv/i5f+yqjXEB83i3+974Burr83PX5+L2+P+3/3dC6r2MS7+fdvxu/bFGsmuvs4+G8Lfv+pE+JGLHwo/Hp/8vegb4V99+rutwz/b2PIPP3YiPOct3wo/duGfhx+56IHwrj89We2NxzqIr0s+cGnIKQLv8sHEelxX/183h8vPuX7DW0Afr4rC9RPAz5x5Jnzl7XeFd/73Hw1/9L99Mrz7f7w6XPl/3Fgd5ssXfz28NxaAz7uuKgp/6JzVJ4DjW0DHc3z8l2+pT3sg3+PbPsfPSo4PcR7UZyZv6vhOC8B1AbP5lsQpP8f4g/yKxd9YzM39E+MP8qv2O4hflpx+d130UrZfetnsbRi2FX/jvtgu5bittmuF1837V4u/dZv1Yut6IbVuVz8RvK24u150Xf/74lhrhaiq3aK4HBf7ZoF59nN93niM9T7PjtuMaTzJvHaujX04aL/508DNgnX3ONoFpqrosqFoNRvL/otxs+LNpiLPaoG2q0C5WtybF/GaBaqu4k9VQF0WhDYdZ72AtZinDYXAuG9zIaptVxfIVp7InOfE+jFmxbplP5u+K0XdOqfWCvNV/JrHsq8N97W4zrF2tavPXzus5UZXPxbnqeI3WFXWjX4uzrM+1/vPuc2mdcFxWcxdn4u6wL7Ii448WB1T+x8K6xbVeda8Wueaj7vVp7h9LZdn51/3mfej03NeaK/70RrbzPeiN18cXlq36Zjrzf2ZnX9mXz91vJ7Xa1Z79bV++n5Dfq/OwazvG39fFvm0dm7by9Z/fvzkgByQA3JADsgBOSAH5IAckANyQA5MIgf+7Ot3rRSBT3z3exvHHbfHInGsO8Tib4xbff0m7bWZnNrKekxdsH3rHz8Sjr3pwfCX3nh3eM5bHgr/5JOzAvDZ+tHfEEL8MdZ349s//zfx7Z/feF94zoX3hOe+9d7qc4LXj30Qf48PGtYfV5pS49tlcfPDv3BD9XbNl60Vbau3gD73unDpz3yqegI4fv7vN2/+Trj5d+8In339V8MXL/xaePjrPwwP3f7dcPkvxCeCrw2x8BvjZm8f3fg84XjsF14XPvKiTx8E4+KYsebXdDysGuBOC8Cxit383wHxfwtsekp107ZPXnvdgX/48VNPPRXi07P7fQr4zrv+fFEs/sKXvhxi/EF+9a0AvIsngA+rALxXobVdYG1c5Kvi5LI4XBVXF0+vNtqtFGVPL94ielmYnT3p2ixybuvXrNDcfCvo5dO71YJU9euC8Ir6LakXNzLtgvBsAZs/aTvv++zcL1h72rg5nuXP2/oZj13s11Fg3ljI3lRgqrY1n8Bc9n3xBO+GwkxVANqrgFS5rhb01otm9Q3CakFsVvRqF3ra29ePt9qv+bkbb19cny9+31iwi33eVBzdZDd/AnhRSFzkUfsYq/2aG28pjNXF5ZnBbNz7Oc/Gvsd+rRUCN/an2f8On9k8bX5CemG7warTun4KeJFjq/myOGb95Gkj59bnftl2NU9Wc6tt0dq/5rA8bp1PdeHz5XsWUTvHvSHHNo9ndSx1XzqPG/u+cuxZnxe/S1UeXBxuW8u9TefetG01L5t5vCUn1s5Vj6H1vep317WonrdN/4mgec3yc8u1M59ZsZIDckAOyAE5IAfkgByQA3JADsgBOSAHljkQn+6tn+yNRd71InCz+Bvbre9PtdzlE8CxtnTX98+En3jrvVVB99gb768KvN84Oas71TXgWCx+9tlnw/u+fjI8500PzIvF3wq/eOXBvv3zeu0r1uyaRcv9/hzrgrv4uuLFn66Ks5c13v45vm1zswD80X94Y3jih0+Gxx9+Ijz8tR+G79/5SHj0wdnnJP/x//fn4ZKf/kSI8XXht/5evxV0dewXXhfiuQ7yK9Ylm34H/W7I9Vh2WgCOB41F4Fde8JpDf5S5HtCuvsdi7+2f/XxVAL79c58/8OJv7Hf9C5X6CxL/N8Yu3/q5NtzFZwAfVgF4YyGx8YLy1v25BeD4lsrxs3zrYnFV5FwWkuNisqmwWhdmF3Ed7WL8rEi8VhieF1MXn+u78jnAjf7E8c+fvK3arjxhvFw0F+fJ3b8fv30XgNcKQY05rIuDL62exGs+zbf/Ylx3Qap5jPnP9RN/re/1ubsLnlVRqi4CrhU1o/fK/vkYq23zcy0KYXXbVh/q4l6z0NRl193P1SLcvF+LIuc8R1YKdat5s1Jo2zDOONbqz/ox1v9et1s5RnNO1s+7/HvnnNaFumhXz0V9nnlBt+ncNS+zMaz3Zf3vy/6sz23193XTqh+rRdNqHBvegrkuqK8fd2G7GFP99tWrRc71uE1eVZv95FhnkXRzjq2fe6XPaznQ7Ff1c2XWzOkN5+joT9d5W8YNu9n1pfn7tJzTlX7HmLW+N/d3nbvZxs9bbJtz4uei/50sz+SZHJADckAOyAE5IAfkgByQA3JADow1B2JR9zd+87eqJ3zXC7zx7/HJ37h/fV+Oxy4+A7iut8Tvsch7/hXfXrytcyzw/tGds7d1braLP7/kmu+EY2+Jbxd9d/V20Rf/8SNVkwN69+f10y/qVc3C5X5+Tq1vtU4833DNP7s1fPicG8Ll5y6f2G0WgONbQMfC7dNPPhP+5D/fHd7zP10dLjv3eHj/T18Tvvimr1VHuen//lK45Kc+Ub1ldCz+rheA47HjOa75p7d2dWNn27/05TuqB2YP6+nf2PGdF4DjQYdeBD6K4m90i0Xc+Av067/1in0nVbSO7eNnLu/667HHnyh+8fGwCsBbn1CtC6xdBc79FDCrF6I3PHlbxc4KtJv60CoAdxRCW+3i+eb9ekmzyNzVjz1fKJ/1/XnPXysmz+M29b25IG7dvx+/jnG3CvMdBZ1mXxZP/DaemK2KLhuKbOvFmGaRadMx64Jg1/FWYzYUpOp5aBSINp1zvV8rx60Ll/PxbIpfaV+fs9Nur37WBe2OAnDnceNN9OzYM7e9ztMornUds9q+fFvk/czD3j6zfr20VVxt9Gdu2H2sdsG3q2/rc9vVrrarC7zVuVt9XFp0923+j5lGzjXzY70/m46zaVvzGPXP3e02z313+w1F1EX/Z9YrLvF3odq/zNXYp83Hb89V3f+tRd6unKx/v5rf1/J0cfyO/1iw3O8fnizkgByQA3JADsgBOSAH5IAckANyQA7IATmwixyIRd74hG99rOPX3bD4uS4O1/tKvj/2xBM7K7vUT/i+6Y5HwrE3f7Mq7D7n4m9XbwMd9z3x9LPhiafPhqfPPlu9/fN/+477w3MuvC8cu/De8BMX31c9PRw7Ux9nZx3bcKBYq4p1p/0UfJtt4sOhsWa1i68bf/tL4aPnfSZcft711VtBL57afeHsc3wv/ZlPho+8+IYQPwP4q++5J7z3f/54+ND514UP/N1PVt/PPPZU+JN33xPeFz8D+Pzr558BvFpMjseO54jnGuPXgRSAI9RQi8BHVfytk+vt73p39Uu13/8lEdvFX7AYt+uvJ86cWVw0cy+Sh1UAroul772/YwFdK1I2x7NehNz41G188X/jMeqicP199fytwu7GQuj8SeKV4uzseNXbSbdi1p48bhYmtv1cHWf1CeWFw8axNcayZf9Gv/qp6Lo/rTHMjr0e210sa/SlOuZqwWm9yDUb17zw13j6syoYNQrHi/GvFXRm7VaLTYu29Zi2vbXyohD0uXDlBatPZMbjbO7vcowrha1FYWy5v92XjuJtw2rTZwCv92Oz/8yxLo6vnHulb92Ft+q4Tfc17/qYM/e1omezKLqwX1qsWG3YXx17rbi3eZwbipL18eb9bRqu283G0M652dg35NKK3YbPdF43Wmtfmy2+b9zf7s9Gr42xS+Pm2OrC7OK8jRxr7dty3LbfrK8XXfWx8KrmnFfHuDhcedWrQ9N/vYDe7E/72LOxzPJrw1zEMazlSPN4rZ+7xpVyjDq3fC++z2jND1OmckAOyAE5IAfkgByQA3JADsgBOSAHRp0DX7zjK9VTvm/9w7dXn+9bf95v/B4/7zdujwXi0s/+ja85PHnmzM7KLnXh9k8fPhP+8lvi20DfG57zpvvD8955X/XZvv/4EyfC37zkG+GnPviN8Nff82B4zh/cHX70D+JnBX+remr45Jlnq+JwfZyddaxxoFhv+g+vf0Ny4fcgnmr9s0vuDVeff2v40MYC8PEQnwCOBeCnHn8qfDUWev/WJ8LlP399uPRnr62eDH7i0TPhK2+/K7w3FoDPmxWA199OOh776vNvC/FcY/w6sAJwxBpaEfioi7/RLP7Pil97+b+ufsGuuPJjW3OuLv7G9rv6XxXNEz5z9mzxQnFoBeDF2yWvFjjvveSCUBeFZ4Xd9f2/Ep73/NVts3Zrb6U8L2A237a5ftF5VsT8lfCSlQLurODQKgDPP0e4eZxZm/hZwMunc9cLo63jVAXZ9uf73vzK5jGWP8e+rhxjHr/8/OL67aZXLbL9sgrA8wLQZ9cLT7E4dnG48t7G9vUCTPX31ULrrPC2+va/dYFx9S2B20Wyuri02m5WIFwWubr7G70X52oWs+Y3n6sFqs+Fi1aeXl4vpM7/vn6cez8WLrrqvvnv6La+zMf3smVhtdm/5Xi2FJE3+NZvyb1SGN7Ubr7tpc0CcP2Zus0x1UXWlX5uHvttb24U8arjrz7Nu7J/MRd1zDarTeert6197uuGsW7KucW25hzXY21saxUn521a87Pi2PjdmLdvzsfi3I3/BLH57YvrMdZG89+1Zo5V413bv/jHVLfprA+r8zMb6+q2mJOx7asu2FTofXV41QWr+bvpieB4jOrPBos6X1eLyI1rShWz3qfPhYuadvH4m449P29rDuv++F58L7GYW5Ys5YAckANyQA7IATkgB+SAHJADckAOTD4Hrrr64/O3ef7t6nv9ls/x++zn2fbYrvQ1hVgj2fXX0888G372ww+FH3nLt8JfeuM91ef8fvy+U+FlN3wvHHvHD8OxNz0Q4ucD/+iF94Qfu/CecOwt3wr/+U8fDf/PF34Q/v3tD1fdOai3gX7t6/7TxuJvfLI3PoRY166aT/3Gnw+iAPzdr/wgXPELN86f/l0+BXzZC6+t3tL5A39v9hbQEeTPPnBf9QRw9aTvz8b9x6vPBv7GZ74TLvnby7eAvnT+9HD9NPHl514fPvqiG8P3/vgHu57m1vHq4vr7P3BZa99BbTjQAnDsdLMIHP/nQJ+/vvClLx/qZ/52WcQPgK5/kaLZzbfevijwxn3x7/Xj97HdQX5gdPyQ85KLZH0xri++Xd93cTGO/VwWU2NB9QXheWtv+9za3yi61uOsiq+vvK11rOpp3E03GFuKwytF1zq2bj//7N543Ga7WQF6tRD7aF04bo5n7ThxvM0+zo4zd6jO1SgIbygA79qv9qy+z/vaLDjH7SuF7i0FpmUxddNn386KOOttYuGsKj41CjhVm/j3efFu9nnCa4W9ep4WRcr6nKvF5LpI3CzQrYx5XijaVHBa7deyQLutP7NCWqMvzeLpFrtlP+siX32M9WLXlgJwNKnH0/is2I1j32RbbVs/39q447zMz7F+3NbYG4XT5VuCx3HNztFqv2+rmEubnObbVs7bLPLPTDflXNWXN3+u8R8CZm2bhdqYN63iYYfFep6v/CeFNftN/Vkd3+qcbHOrx7GS44vfle4C8HJsdd7F7x2F5Hn/N8//hr6uzcdq39bya+U/FjQKv/UYKu/Vc8TjtU3WCtF1fN22cb1Z7c+GczZiteUjB+SAHJADckAOyAE5IAfkgByQA3JADsiB/eXAG/7gjSuF31tuu62qYcTv9ds/xzpEbFdiGmsju/46e3ZWun39F34Qjl387fCjF94djr3te+HlN3wvHH/wsfCci+KTv/eEY2+4OxyL39/0QPiv33JfuON7T4af+uA3w7GLvhk+ft/pqlvPHsCjwJsKwB/56NULhljvq2tXzSLwQRSAz5x6Olz7a58NV59/S/jw+csC8KU/dzx86IXHqyd9Lz//unDH2+4M1/3rz4c/+jufrIrFl51zPHzg734q3Prqr4QvveXrIf49PhVcxcTYc2ZvAx2PedX5N4fj/+Jz4anHnl6M8SB+iD4H7bWp3wdeAI4nbRaBN3WiL9uuve6GcPvnPh/ik8BH/RWLupt+2ZpJEvcfZPE3Gjzx5JNFF8l4gY0X3vgkcNef+gJdcjHeZWxdAN73Mavi5nrBdn+L1b7PMfpCwazAtl4U27XPogA8Ks+97LYX53Zt3O/j7WW1+9/b7YXT3Z/vQPw7iqMHcq79/G72rT/76bM2xfcSR5Zv5s7cyQE5IAfkgByQA3JADsgBOSAH5IAc6FUO1EXeWG848d3vrfQt/r1+V9Lf+M3fXtmX+tpCrI3s+qsu2n71e0+Gv/bOB8Jz33pf+MtveyD87Q98M3z9+2fCT77/G+G/esu94a+89b7wV992X/gv33J/+OVrvhs+f+KJ8N+98/7wE+/4Zvgb730w3PWDWQ1r1zXgTTWp9Xefrd+ZtlmrOogCcLR/4Npvh6vPu7V6ovdDL5wVbi+LT/G+8HiI3y/9uWvDJX/rE+EDf+eTVaE3bqv/vP+nrwnv/9vXLP5eb68KwPFY514XrjrvlvDgDSd2Pc2t4426ABxHG5PkoIuVLdXEDY+ePNmL4m+z2zEx4qP18Rev/hN/wQ7qF6p57vrn1Avj0NunFoBXnmJ1M5C3qG58QnT3xbFRFoD3tFMAXlyT9rTafc6NoQBcjaFHT7b2rT+L/F6+QLsAACAASURBVHL9z7v+c+MmB+SAHJADckAOyAE5IAfkgByQA3JADuwzB+574Bvh91/7uj0/3zd+/m9sF9vnvnZT10cO6vtDp54O9z7yVLj3h2eqzwA+88yz4Tunnwn3PHIm3P/o0+H+R58Kd//wTDh55mw4/dSz1c/3P3Im3Pn9M+H7jz9zIN36zC23rTypGou861/xieBm8Te+PfR6kXg9Juvvz4bwzFNnww3/5gtVEfjy82YF4PoJ3ljQ/dA5x0N82+dYzJ39fVkkjp/7G/etFH7nT/9+6LzrqmN++te/GM4+fTaEg3pP7cbAY10v1viaT1Q3dh/Ij4fyBPCB9NxBD03gyTNPZV8kcy+uRxmXVADueGvjo+y/c3cX8UZZAN7z5kgB+Ch/J8ZQAD5KP+fuvp6xYSMH5IAckANyQA7IATkgB+SAHJADckAOTC0H1p/43Wv8qe3r48WaiK+jFaiflj790OPhml+6PVxx3o0hFm7rAnD8/N74VPBKgXf+99imub1q2yj+fvS8m8I1v3xbOP3tx6tB1uc62hHv/uwKwLs3HeURTz/2+GSKwPsqADc+f3f9c23rRcL3/t2AKQD3b07G/nuiACznxp7jxifH5YAckANyQA7IATkgB+SAHJADckAOyIEx5UCshRzGVyw6xrdwrv/Ec65va77Fc92uue0w+nmU56g/M/k7X/5+uOoXbw5XnHvT7Knec5af5Xv5ucunfuvicPU08LnXhWbhN34WcHwi+IrzbgpX/4Nbwne/8v1qaGMt/sbBKQAfZfYO6Nzxl+DU6ccmUwQe04JlLG7A5IAckANyQA7IATkgB+SAHJADckAOyAE5IAfkgByQA3JADmzPgVgDmVKBdQglqmfPzt6f+bt3fD98/JduDR8///ZZYfe8WYE3Fnbrwu/696roG58UnreNsZ/45dvCd/94XvydH3sIDjl9VADOUZtozNlnn1UA3vPtdrcvIBZYPnJADsgBOSAH5IAckANyQA7IATkgB+SAHJADckAOyAE5IAf6lwOxBuKrfwJ1EfjUQ4+F2//9V8NHzvl0uOq8W8Ll51wfqs/6jZ/3Gwu987d5jj8vtp9zfdX2I+fcGD777/80nHrodDXA+pj9G+3ueqQAvDvLSRypehL4MU8CW5z7tzibE3MiB+SAHJADckAOyAE5IAfkgByQA3JADsgBOSAH5IAckAOpOXDqscert1+eRJFnoINsFmxPfOHhcNNvfilc8YufDleff2v11tAfPvfT4UPnxCLw9SH+HN8u+urzb6va3PgbXwonvjB76jcOv3msgXLsq9sKwPti0mhd4LEnnvA0sKeB5YAckANyQA7IATkgB+SAHJADckAOyAE5IAfkgByQA3JADsiBwebAY48/sV7+8Pe+Cqw9oP3wn/0w3HnZg+GWV34lfOpXbw9XvPiG6k/8+eZX3hHuvOyBENusfK0dY2XfyP6iADyyCT3M4Tz19NPh5FF9LvDpx8LJ0/F/MsWnkU/5w0AOyAE5IAfkgByQA3JADsgBOSAH5IAckANyQA7IATkgB+RAT3PgZPVafn+eTo61jVjj8EVgrAIKwGOd2UMc1xNPnhns/+5JfSsI7fuzQJsLcyEH5IAckANyQA7IATkgB+SAHJADckAOyAE5IAfkgByQA6k5EGsavgiMXUABeOwzfIjje/qZZ0K8cJ5+7PFwKj6h620vFMblgByQA3JADsgBOSAH5IAckANyQA7IATkgB+SAHJADckAOyIEjyIFYo4i1iliziLWLWMPwRWAqAgrAU5lp4yRAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYPQCCsCjn2IDJECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBgKgIKwFOZaeMkQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQGD0AgrAo59iAyRAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYCoCCsBTmWnjJECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBg9ALH/vyeB4I/DOSAHJADckAOyAE5IAfkgByQA3JADsgBOSAH5IAckANyQA7IATkgB+SAHJADw88BBWAFcP8BQA7IATkgB+SAHJADckAOyAE5IAfkgByQA3JADsgBOSAH5IAckANyQA7IgZHkgLeAHv1D3gaYI/DFL34xJ0wMAQIjEsi9DuTGjYjOUAgQIECAAAECBAj0UsC9ei+nRacIECBAYOACKetrStuBs+g+gSSBRx99NOz6jwJw0hRoPBUBC9FUZto4CXQL5F4HcuO6e2IPAQIECBAgQIAAAQK7EHCvvgtFxyBAgAABAqsCKetrStvVs/gbgXEL7Lr4G4+nADzunDG6TAELUSacMAIjEsi9DuTGjYjOUAgQIECAAAECBAj0UsC9ei+nRacIECBAYOACKetrStuBs+g+gSQBBeAkLo0J5AtYiPLtRBIYi0DudSA3bixuxkGAAAECBAgQIECgrwLu1fs6M/pFgAABAkMWSFlfU9oO2UTfCaQKKACnimlPIFPAQpQJJ4zAiARyrwO5cSOiMxQCBAgQIECAAAECvRRwr97LadEpAgQIEBi4QMr6mtJ24Cy6TyBJQAE4iUtjAvkCFqJ8O5EExiKQex3IjRuLm3EQIECAAAECBAgQ6KuAe/W+zox+ESBAgMCQBVLW15S2QzbRdwKpAgrAqWLaE8gUsBBlwgkjMCKB3OtAbtyI6AyFAAECBAgQIECAQC8F3Kv3clp0igABAgQGLpCyvqa0HTiL7hNIElAATuLSmEC+gIUo304kgbEI5F4HcuPG4mYcBAgQIECAAAECBPoq4F69rzOjXwQIECAwZIGU9TWl7ZBN9J1AqoACcKqY9gQyBSxEmXDCCIxIIPc6kBs3IjpDIUCAAAECBAgQINBLAffqvZwWnSJAgACBgQukrK8pbQfOovsEkgQUgJO4NCaQL2AhyrcTSWAsArnXgdy4sbgZBwECBAgQIECAAIG+CrhX7+vM6BcBAgQIDFkgZX1NaTtkE30nkCqw3wLwi1/84rDftsdSO6E9gSkIWIimMMvGSGC7QO51IDdue2/sJUCAAAECBAgQIECgVMC9eqmgeAIECBAg0BZIWV9T2rbPZAuB8Qrsp6gbi7/1n/20VwAeb74YWYGAhagATyiBkQjkXgdy40bCZhgECBAgQIAAAQIEeivgXr23U6NjBAgQIDBggZT1NaXtgEl0nUCywF4F3brw2/y+V4wCcPI0CJiCgIVoCrNsjAS2C+ReB3LjtvfGXgIECBAgQIAAAQIESgXcq5cKiidAgAABAm2BlPU1pW37TLYQGK/AtmJus+i7/vO2OAXg8eaLkRUIWIgK8IQSGIlA7nUgN24kbIZBgAABAgQIECBAoLcC7tV7OzU6RoAAAQIDFkhZX1PaDphE1wkkC3QVctcLvpv+3hWrAJw8DQKmIGAhmsIsGyOB7QK514HcuO29sZcAAQIECBAgQIAAgVIB9+qlguIJECBAgEBbIGV9TWnbPpMtBMYr0FXELdmuADzefDGyAgELUQGeUAIjEci9DuTGjYTNMAgQIECAAAECBAj0VsC9em+nRscIECBAYMACKetrStsBk+g6gWSBkkJvV6wCcPI0CJiCgIVoCrNsjAS2C+ReB3LjtvfGXgIECBAgQIAAAQIESgXcq5cKiidAgAABAm2BlPU1pW37TLYQGK9AVxG3ZLsC8HjzxcgKBCxEBXhCCYxEIPc6kBs3EjbDIECAAAECBAgQINBbAffqvZ0aHSNAgACBAQukrK8pbQdMousEkgVKCr1dsQrAydMgYAoCFqIpzLIxEtgukHsdyI3b3ht7CRAgQIAAAQIECBAoFXCvXioongABAgQItAVS1teUtu0z2UJgvAJdRdyS7QrA480XIysQsBAV4AklMBKB3OtAbtxI2AyDAAECBAgQIECAQG8F3Kv3dmp0jAABAgQGLJCyvqa0HTCJrhNIFigp9HbFKgAnT4OAKQhYiKYwy8ZIYLtA7nUgN257b+wlQIAAAQIECBAgQKBUwL16qaB4AgQIECDQFkhZX1Pats9kC4HxCnQVcUu2KwCPN1+MrEDAQlSAJ5TASARyrwO5cSNhMwwCBAgQIECAAAECvRVwr97bqdExAgQIEBiwQMr6mtJ2wCS6TiBZoKTQ2xWrAJw8DQKmIGAhmsIsGyOB7QK514HcuO29sZcAAQIECBAgQIAAgVIB9+qlguIJECBAgEBbIGV9TWnbPpMtBMYr0FXELdmuADzefDGyAgELUQGeUAIjEci9DuTGjYTNMAgQIECAAAECBAj0VsC9em+nRscIECBAYMACKetrStsBk+g6gWSBkkJvV6wCcPI0CJiCgIVoCrNsjAS2C+ReB3LjtvfGXgIECBAgQIAAAQIESgXcq5cKiidAgAABAm2BlPU1pW37TLYQGK9AVxG3ZLsC8HjzxcgKBCxEBXhCCYxEIPc6kBs3EjbDIECAAAECBAgQINBbAffqvZ0aHSNAgACBAQukrK8pbQdMousEkgVKCr1dsQrAydMgYAoCFqIpzLIxEtgukHsdyI3b3ht7CRAgQIAAAQIECBAoFXCvXioongABAgQItAVS1teUtu0z2UJgvAJdRdyS7QrA480XIysQsBAV4AklMBKB3OtAbtxI2AyDAAECBAgQIECAQG8F3Kv3dmp0jAABAgQGLJCyvqa0HTCJrhNIFigp9HbFKgAnT4OAKQhYiKYwy8ZIYLtA7nUgN257b+wlQIAAAQIECBAgQKBUwL16qaB4AgQIECDQFkhZX1Pats9kC4HxCnQVcUu2KwCPN1+MrEDAQlSAJ5TASARyrwO5cSNhMwwCBAgQIECAAAECvRVwr97bqdExAgQIEBiwQMr6mtJ2wCS6TiBZoKTQ2xWrAJw8DQKmIGAhmsIsGyOB7QK514HcuO29sZcAAQIECBAgQIAAgVIB9+qlguIJECBAgEBbIGV9TWnbPpMtBMYr0FXELdmuADzefDGyAgELUQGeUAIjEci9DuTGjYTNMAgQIECAAAECBAj0VsC9em+nRscIECBAYMACKetrStsBk+g6gWSBkkJvV6wCcPI0CJiCgIVoCrNsjAS2C+ReB3LjtvfGXgIECBAgQIAAAQIESgXcq5cKiidAgAABAm2BlPU1pW37TLYQGK9AVxG3ZLsC8HjzxcgKBCxEBXhCCYxEIPc6kBs3EjbDIECAAAECBAgQINBbAffqvZ0aHSNAgACBAQukrK8pbQdMousEkgVKCr1dsQrAydMgYAoCFqIpzLIxEtgukHsdyI3b3ht7CRAgQIAAAQIECBAoFXCvXioongABAgQItAVS1teUtu0z2UJgvAJdRdyS7QrA480XIysQsBAV4AklMBKB3OtAbtxI2AyDAAECBAgQIECAQG8F3Kv3dmp0jAABAgQGLJCyvqa0HTCJrhNIFigp9HbFKgAnT4OAKQhYiKYwy8ZIYLtA7nUgN257b+wlQIAAAQIECBAgQKBUwL16qaB4AgQIECDQFkhZX1Pats9kC4HxCnQVcUu2KwCPN1+MrEDAQlSAJ5TASARyrwO5cSNhMwwCBAgQIECAAAECvRVwr97bqdExAgQIEBiwQMr6mtJ2wCS6TiBZoKTQ2xWrAJw8DQKmIGAhmsIsGyOB7QK514HcuO29sZcAAQIECBAgQIAAgVIB9+qlguIJECBAgEBbIGV9TWnbPpMtBMYr0FXELdmuADzefDGyAgELUQGeUAIjEci9DuTGjYTNMAgQIECAAAECBAj0VsC9em+nRscIECBAYMACKetrStsBk+g6gWSBkkJvV6wCcPI0CJiCgIVoCrNsjAS2C+ReB3LjtvfGXgIECBAgQIAAAQIESgXcq5cKiidAgAABAm2BlPU1pW37TLYQGK9AVxG3ZLsC8HjzxcgKBCxEBXhCCYxEIPc6kBs3EjbDIECAAAECBAgQINBbAffqvZ0aHSNAgACBAQukrK8pbQdMousEkgVKCr1dsQrAydMgYAoCFqIpzLIxEtgukHsdyI3b3ht7CRAgQIAAAQIECBAoFXCvXioongABAgQItAVS1teUtu0z2UJgvAJdRdyS7QrA480XIysQsBAV4AklMBKB3OtAbtxI2AyDAAECBAgQIECAQG8F3Kv3dmp0jAABAgQGLJCyvqa0HTCJrhNIFigp9HbFKgAnT4OAKQhYiKYwy8ZIYLtA7nUgN257b+wlQIAAAQIECBAgQKBUwL16qaB4AgQIECDQFkhZX1Pats9kC4HxCnQVcUu2KwCPN1+MrEDAQlSAJ5TASARyrwO5cSNhMwwCBAgQIECAAAECvRVwr97bqdExAgQIEBiwQMr6mtJ2wCS6TiBZoKTQ2xWrAJw8DQKmIGAhmsIsGyOB7QK514HcuO29sZcAAQIECBAgQIAAgVIB9+qlguIJECBAgEBbIGV9TWnbPpMtBMYr0FXELdmuADzefDGyAgELUQGeUAIjEci9DuTGjYTNMAgQIECAAAECBAj0VsC9em+nRscIECBAYMACKetrStsBk+g6gWSBkkJvV6wCcPI0CJiCgIVoCrNsjAS2C+ReB3LjtvfGXgIECBAgQIAAAQIESgXcq5cKiidAgAABAm2BlPU1pW37TLYQGK9AVxG3ZLsC8HjzxcgKBCxEBXhCCYxEIPc6kBs3EjbDIECAAAECBAgQINBbAffqvZ0aHSNAgACBAQukrK8pbQdMousEkgVKCr1dsQrAydMgYAoCFqIpzLIxEtgukHsdyI3b3ht7CRAgQIAAAQIECBAoFXCvXioongABAgQItAVS1teUtu0z2UJgvAJdRdyS7QrA480XIysQsBAV4AklMBKB3OtAbtxI2AyDAAECBAgQIECAQG8F3Kv3dmp0jAABAgQGLJCyvqa0HTCJrhNIFigp9HbFKgAnT4OAKQhYiKYwy8ZIYLtA7nUgN257b+wlQIAAAQIECBAgQKBUwL16qaB4AgQIECDQFkhZX1Pats9k

Accessories

*** ALL TONERS AND SUPPLIES ARE IN STOCK AT DISCOUNTED PRICING , CALL 888.298.3095

Reviews

  • Some sheet-fed scanners can scan double sided.

  • Because scans have two dimensions - height and width - the resolution of a scanner has two values, pixels per inch vertically and pixels per inch horizontally.

  • In order for your image to come out as sharp as possible, ensure the document is flat against the glass.

* Images are for illustration purposes only.