<snapdata remixID="9477322"><project name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4XuxdB3gc1dU9d2YkF4qbdla2KTa9EzAQioHQE3qHEEIahBpbs7aBkGJMCKHYu7JpofwkIZACARJ6IAESSAKEQAKEklBCsS3t2iDbFFuamft/983Merapr7yy3vs+PuHdV+47b6Qz7717zyXoohHoGQLDYBr/BhlnX/FOx7v1dXgZgCVdsI9NU430Vs+607U1AhoBjcDQRICG5rT1rHuNgGWcD9A+cL3D01meT8A06YuAe5psOrbX/eqGGgGNgEZgiCGgCXiILXgfp9sIy3wBrjf1muXc1rEKb4AxWvXJmOok6S997F831whoBDQCQwYBTcBDZqn7YaKm+WMQL4PrX5DO8oUE/Cjc/T7dZNMe/TCC7kIjoBHQCAwZBDQBD5ml7uNE67AzfPMBeN7Ws9/mlaPWxWvE2Dgk4BObbLqzjyPo5hoBjYBGYEghoAl4SC13HyZrmX+Gz7fB92+cl+WTDOBXqjfCe20N2GQOkduH3nVTjYBGQCMw5BDQBDzklrwXEzbNk0B8Plx/irTOtPIzIOym+JcwsylB83rRq26iEdAIaASGNAKagIf08ndr8uvANF8F0Slw3aeas7wPA38KWy4baWHjM8fSsm71pCtpBDQCGgGNQB4BTcD6YegcAcuYDaat4Xknq91vlu8FcIRqxEg7SZqhIdQIaAQ0AhqBniOgCbjnmA2lFhvANP4Oz5fj5veac7wlc154gz0Xk2dOoHeGEiB6rhoBjYBGoL8Q0ATcX0iujf2Y5i9A/B+4/sUyveYsz+dQeAPAbxybTlgbp63npBHQCGgEBgIBTcADgfJgHMOy9gLzL+F52wD46JrlPK59Jd4kYJRMx/exx4xGenowTk3brBHQCGgEagEBTcC1sAq1aINlPAemufA8FW4UF94A8BfHpqm1aLa2SSOgEdAIDBYENAEPlpUaSDtN8wwQviKSkzLs7Ld5+Oh18RpC4Q1mHJtK0j0DaZIeSyOgEdAIrG0IaAJe21a07/MZDdN8BYZ3BDrwD+muOcsncSS8Abw1MYEtTiTy+j6U7kEjoBHQCAxdBDQBD921Lz9zy7gcTGPhed+MKmRy/Aw4EN4AwXES1Kxh0whoBDQCGoG+IaAJuG/4rW2tN4Fl/gWutxOAlnD3Gxfe+HDVCky+cFMtvLG2Lbyej0ZAIzDwCGgCHnjMa3dEy7wP4Kfg+lfEdr/3gkPhDcKVToIuqN0JaMs0AhoBjcDgQUAT8OBZq+paalkHgv0b4PkSdrRK7X5FeAN4GQwLgOt3YJMZE+m96hqie9cIaAQ0AkMDAU3AQ2Odu5qlCct4EUwXwPPuz+9+s7wAwLfCf//asUnJUeqiEdAIaAQ0An1HQBNw3zEc/D3UGdPBdBhc7+BoMsXCG56H3WaOp78P/snqGWgENAIagdpAQBNwbazDmrSiAZb5ElzvAACvRIYUCW/82bFp3zVppB5bI6AR0AisbQhoAl7bVrSn87GM+Sqvkes3RU2V8MZIvA7CRvIZ+TiqqZEkC5IuGgGNgEZAI9BPCGgC7icgB2k328Iy/wjX2w7AkvzuN8cnE+OX6t+E/7Q1YOs5RP4gnaM2WyOgEdAI1CQCmoBrclkGyCjL/AOIf4cO/+r4iJksPwtg1/CzaY5NBd8PkHV6GI2ARkAjsFYjoAl4rV7eTiZnmkeA+DK4/mcA5GUl04t5XzLxRNhyiWli02njaPlQhUnPWyOgEdAIVAsBTcDVQra2+x0O03gFZJwB1/1jwe43x6uFN4AfOTZdVNtT0dZpBDQCGoHBiYAm4MG5bn2z2jIuBGgPuN5R8Y7iwhvMaIeJTVINtLBvg+nWGgGNgEZAI1AOAU3AQ++5GA/TfAGetweAtwt2v3HhDcYvnSSdMvTg0TPWCGgENAIDg4Am4IHBuXZGMc2bQZyF6xccLc9dxA2GhTcIGKWMJUxxEvR87RiuLdEIaAQ0AmsXApqA16717Hw2ddgFvnkvPG9rAMviledl+dsGcFlIvo85CRJhDl00AhoBjYBGoEoIaAKuErA12a2kGmTcAs/7v7h9xcIbBnDYdJserMk5aKM0AhoBjcBagoAm4LVkIbuchmmeAkITXG+34rrpQuGNV5sasC0RcZd96goaAY2ARkAj0GsENAH3GrpB1XBdmOarIDoJrvvXYsuLhDfOc2y6dlDNThurEdAIaAQGIQKagAfhovXYZMuYA6ZN4Xmnltn97kucF97IthM2uyBBK3o8hm6gEdAIaAQ0Aj1CQBNwj+AalJU3gmk8A88Xacn3Swg4y/cRcLh8zsClKZu+NyhnqY3WCGgENAKDDAFNwINswXpsrmneAeKX4Po/KG47dxFvZVp4GYAJ4FMQNnUStLjHY+gGGgGNgEZAI9BjBDQB9xiyQdTAsvYG823wvG0AfFyy+23hq8nAeepzws+dBJ02iGanTdUIaAQ0AoMaAU3Ag3r5ujDeMp4H04/geXeW2f02mBbeQCS8Aezk2PTPtRkOPTeNgEZAI1BLCGgCrqXV6E9b6oyzwPRFuN6+5brNZPnbWC288QcnQQf15/AD1deCpbyB58MB43QwVpkWPjdtHL0yUOPrcTQCGgGNQG8R0ATcW+Rqu90YWOYrIO9QdOCFYlN/wjy8bQleB2MjdfrM+HxTkn5f21MqtG5eC+9uGHDe/vtfT3jxgbvpxQfvwSEzv4/dTvrKLCdBcwfTXLStGgGNwNBEQBPw2rjulnElmNaF551Tdvfbwl+EgV+E373sJLADBonwxtz3Vx3/4iP3Om/99c97vvT732HchpOw/aHHYLuDj8C64xperh8+6tAZE+m9tXFZ9Zw0AhqBtQsBTcBr13rKbDaDZT4J1/sMgNayBJzjZ8GQsCQw4cxUgm6sZRjOvv3+Mf989N4zP1q65Jx3nn92w+RmW+EzRxyPbQ48FKMnbOgBePgn3zgh8eKD98yD591Ry3PRtmkENAIagQgBTcBr27NgmQ8A/Dhcv+wxbDrHceGN1npgs3Nt+qgGYRgxYuzYw0H0RdOqO2KDHXa2dj76JGz1uUOwXiIp5i5nxm1k4hqngV6FZT4F0IVw3adqcC7aJI2ARkAjUIKAJuC16aGwrEMA/2q4/nYA2stNLR0T3gBhjpOgi2sIApHMPAwGjh227vqHbb7HvuvsfMzJ2HLfgzFy9JjIzIUArjc93DhtPOXytpvG2/D8/YtzHNfQ3LQpGgGNgEagAAFNwGvPA1EHy3gRTDPgeWUzGc1dwluZfl544+MOYLPzbWpZwxCMhmkeAcJxw9Zb/8Ct9j1onZ2PPhlb7H0Ahq+3ft40Bp5nAxkah7tSRJ8W2UywzE/hetKg7IvHGp6jHl4joBHQCOgd8Fr7DNQZDpgOget9vtIc01m+mhAIbxDwkyabvr6G8BiHOvNoMI43LGvKtgcdPny3E04zt9jngJH1I9cpNukh+JjrNNJjndhqwzJfhuvZa2g+eliNgEZAI9BjBPQOuMeQreEGhnEOTNTBp3dheIvQATmS9WGZ/4DrfQ7A6+UsnLuIC4Q3fMZnZiTpXwM4m/GoM44B0/EAthi70aR/HXbBD8Zs//ljtq0bMXz1VjfQpF5BjF+wj6tT4+nfXdpYh53Axi1w/Z26rKsraAQ0AhqBGkFAE3CNLES3zbCsHwJ8EQBJK1gHxkQQGgGsAtTx8iIwFoJ4IZgWgmghDHfR959+9+QxG2wYJVp4xLHpkG6P2fuKk2AZxwF0LBgbALj/c2c2vXXohZd+tm7EcNkB1xV1vZiA6zp83DirkbLdHlbujQnnwPUO63YbXVEjoBHQCKxhBDQBr+EF6NXwlnUx2D8Nnr+fkpK0zEfgegegDuvANyfC4ImKmJmEnCeQYW5YP2Lk5hJ0NKpxAlZ9vOLlZYsX/1ORNGEhfCFpbyE6sAiAJGNwe2WXNBqGLeEZxwI4ToYD0e8A3D333Y9t06p3AOxT3DcDLxCwYKSLO86cQJ/0eGzD+CaIdoHnfbPHbXUDjYBGQCOwhhDQBLyGgO/zsJY1B+x/GUQtIL4dHf61lfrM5PiLYPxi5Yrl+ODdt/591UG7TgfzRJAQtSLpiQAmhLvpBBhLFTEDC8FYVLSbXoh2RdRt+fHq63eA7x6jSFdlVjJ+C6K7r3qv/TXLwFcBTAewebF9BDxMBuZOb6A/9gkPyXcsx/CuLz910QhoBDQCgwIBTcCDYpkqGGmat4DwZbjeZgDe6YSA88IbAL7h2HRLJ9OW1ISNqMOEcrtpgCcCJIRtgDkH0PogjAOwAoxfiyjGhlN2++i4S5r332D7nU436+rGFo31EQO/ho/5qUZ6qV/gN82bATwNz5OfumgENAIagUGBgCbgQbFMZY0cAdN8FYRnwTwFni8OWCUSjHHhDQJaOnxsNquRSlITdgsGy5oK4GgwHwcSlS1+EEyvqYNn4okb7/TZA9ZvHH/A8pbFtKxlIVYsyWGdMWMhx96jGidixOjRbf/7x9O35t747wsgWgTDld207LRX76a7ZUhRJct8CIwF8LyHetNct9EIaAQ0AmsCAU3AawL1/hjTMi4Cq3vPY2FZl4L9k8M74QISTuf4PmIcLkMSYXZTgi7pwfAmLGtfMB8DghwxvwXwb+H698QFLzI5PowZMwiQO+l88T0PbYvee+lf99/1s0fnX/bOpyva7Njd9ESAJ4S7aQvghQBFDmSLQHhf3U2TtwiuImm5m+4oa7tl/Avkn4YODKRXdw9g1FU1AhoBjUApApqAB+dTMQGm+Tw877P5o2fxjmb/pHAn/L5Mq0h44yNibNaUpLL60DEY6mFZ+4P5BBC+AOAVEN+NDl+cqYQIVbl4EY8cXYcvg9HEwFZlYHyEGfNSSXqkGxCvC2AiLGsimCeU3k3LfTUJeX8I4kUAyd10zNMbGYCOhOvKkfaH3RhPV9EIaAQ0AmscAU3Aa3wJemGAaf4UxO/D9b9b0NqyLgP7J4Q74fcLhDcINzUlqJKX8EiYpuQDFtI9AMALYNwBz3sAwGq5RwBXZrmxjnEOCGcDaCiyXhSq7iBGuilJL/ZiZp01MQAkUYeJ8M0JMU/vSSCcBPDr4W66vmg3vdrTW469XVdeIsSJrPxuup+N1t1pBDQCGoFKCGgCHmTPxvjtd9rng3fe+vVuJ39t5yMvySwvNv+7W425dNWK5YcfMuN7X/r8zItl9zlK6rg+dg/jhFWTh3/0nXWf/92v91u5ou04v8Pdmyzz+WEj171nm/0PffDYK68vuZM1GdsaJs5i4GQAI4rGzYHwM67D9d7K8hmYqgXzj4/db/L7/37hvktfbxP9azw6d846rz/x+4kfL/twYscnn0zwvPaJbnv7BL+jo9F33UbP98az54mnt+ymY8fetNCstxYPGzaiZeSYMS0Tp0xZfOrVd3R5N71+Eu1nEmkyr9YC6341AmsxApqAB8niXpHj9eoZkulnh65Mvu+H34YkqD/vrj8q5yddChFg38eKJVmIo9iylkXBf4vl/2P/blkId9WqvANZ4Eg2AaPGT1SYRv9ePzlhpVVff7Zj0081zhoBjYBGoCcIaALuCVprsO7cLO9jAn/qrgn3XXohXnrotzj3rscUWejScwTaP/l4NUFH5KyIWkg7+LnhjlPwtZvvfMix6dCej6BbaAQ0AkMZAU3Ag2T1f8I8/MMluJ9YHSV3WphRR4T6e39wAV7+/b04945HVo2asGF31K0MEIaBIfetBYUA9oFVBHhdjT+Q33sdHXVgJrO+fo1kQSKJf/ZxZlMj3TuQ89ZjaQQ0AoMfAU3Ag38NoxlMRp1xpCQ7SD387J4b7rCzItGbTj38L6889lACrooTllCekjK/hbfzCNOIcAqAwnREjCUwcQMY1zoJKtt+jUJoWWnAF4e09Bq1Qw+uEdAIaAR6iIAm4B4CVlPVA93lo8NkBzaI7jni+1cs2v+s1FViJwGLRrjY/MyN6i4B/MPhKu3oPIk2t/JBTJgBoFxihtdh4Op2xq0XJGhFTc07bkydKapad8PzRIVLF42ARkAjMGgQ0AQ8aJYqNLQe28MX0hVhDEPiZ+8C0V3o6HhOaqRb+bdEOErVZnzfSdIP1P9b1jzAP2zS1H0+P/03j+8NDzNBZR26niDCvOkNeICIuObhscynAPo2XPfJmrdVG6gR0AhoBGIIaAIeDI9DXd0UsCdKVEK8DBh3wzDuQnt7SaxtJscvg7GtaDO7geykSut3VQvbt5158mOLX3tp23Pv+iPWtyWDYb64YNxpGJg3PUH/GAyQ5G00jbfg+QcGKl26aAQ0AhqBwYOAJuBaXSvL2iMk3KMB/yNJ6QfDvwvtEO3limWbgw6/+gsXXjJlo+13unS6TQ9mFvHWbOE8Ar4MYL3fzp6BVx9/GOfd9RjWs5MfMOMmOWpONVBe5apWISljF8EyV8L11g/zIQ8i07WpGgGNwFBHQBNw7TwBoru8F4BjwXwUSO5q+R64/l092N2NhmX+B673mUwLb8WG0mcWOcmCdb7jgrOXvfLoA7zVPgfs9swvfvrf2oGgx5YkYJmvwPUSPW6pG2gENAIagTWMgCbgNbsAw2BZe4e6y4cBeCPUXRbS7fmO1DJmTt51r9On/e7Pku1o5zJTe5INzFs2DvfNqavLAP5BoXe0OqYedKUOnwEbP4Xrf2bQ2a4N1ghoBIY8ApqAB/4REN3lfWHgi2DI3eXLIL4LHf7dxbrL3TVt7nJu4OXtZ8zeecPvnHX7A+tsuOMu8aY+gN+YBuZNa6BnC/o0zQUgPiD0jh58JGyah4FwLlxPi2B092HR9TQCGoGaQUAT8MAsxXowzf1D0t0XwHNg3AXPkwxDvc7eMy/HWxhBYoSv/vPe34x66ifX4by7H1MzYmAZEW7yDSyYMY5K8gTnp22aV4N4/3AnXJB4YWCg6cMopnkGgN3gefJTF42ARkAjMKgQ0ARcveUapTIMkdrp7gnCX0PSvR9ASRKFnpjRnOV9GJgJQHZ+prRtPnwvHDjtQmx3yBHvAphvGrh52jjq3jimeQ2I9xt0JGwZFyvcXD/4qYtGQCOgERhECGgC7t/FmgzTnArCiWCeAoP+BF/tdB8CIPeyvS6zX+b60TaOZMYsIuwW7+itZ/+C//vqMbkfvpI9Z2IC95xI1HO5SNO8FsT7wPX37+1ReK8n19uGpnkTgGfhefJTF42ARkAjMKgQ0ATcn8tlGd8BaDYY34Tn/bI/QmPSy3gsrcTpYf7dSSXmMu6+Yr8dN2957eUb4fvX9Gk6pnkdiKeGJLykT30NRGPLfBCMa+B5Dw7EcHoMjYBGQCPQnwhoAu5PNKUvy7oM8I+C64u84/u97f7KVt603lBJ77/OjDFF/axg4BbPx/xZjSSxsM/A9SYDkHjhvhSCaV4P4t3hKnGL2iZhy/gXyP8KOvDPvkxat9UIaAQ0AmsCAU3A1UDdMmaC6Vx43kEqtKgHZV4r72kSZjJwOIC6gqaEhQTMH2HixjPH0jL1nWVJONGncP2LejBMZ1WFhH8M4t1CEl7aT/32fzeWmYPrbTNojsz7HwHdo0ZAIzCIEdAEXK3FM82vwMAcwDsBHfh7Z8Pc8BzXfTIJh7Gn7nf3LFP3ORDSbQ24cw5RPK3gmFB4Y4dKmY56OT0DpnkDiHeG6x8MoBZJeDgssw2uN7yXc9TNNAIaAY3AGkVAE3A14bdwINi4GaDpYchRwWiZD3k0u/gaSSgRsFmJKYzfESHdZNOfy5ppGbPA9Bl43peqMA0h4RtB/JmQhD+owhh96XITmMYf4Pmb9KUT3VYjoBHQCKwpBDQBVxv5emwHz7wfzFfC96+T4TKLeRKbOMsATmdgXJEJ4i39UwaaUzZ1dnxtwTTfhmEchY6O56s0DTMgYewA15M77dohYVEQA18G19u7SnPX3WoENAIagaoioAm4qvDmO58M03i0YeNN7vvOM/8dDx9HgzAsPjQDLQQs4FW4IbUhdU10pnkiCGfB9SRsqJpFSPhmELaB632+L8Ih/WqkaZ4MA8egwzupX/vVnWkENAIagQFCQBNwlYG+g9lctARfWPr+O9/9v68c89nNp+6Ho75/Fcgw1MgM/MtgpEe8h1+euQt1dNsc8Xxm/ACeJ8Ie1S6y2xYS3gquJ8kdeq3e1W+GWkYKwAZwffmpi0ZAI6ARGHQIaAKu0pKdcAebe34OZzFUKsCtZJhPly/Dz8/5EkasPxrHX3HtI8PWGXXljEb6Y49NUMev/k1wfdXvABUh4VtA2CzUXm4boHHLD2MZaZWwwvXnrVE79OAaAY2ARqCXCGgC7iVwXTVrzvLVQr7xegys7Pj0k1tnf2aDdVauWL4hXO+4XsXaWuZv4fOj8P1ru7Kjn7+vC0l4E7ieZG9acyRsmr8C8Ft4nvzURSOgEdAIDDoENAFXackyrfwLpQMdlCwRrnWH4bqZ61MgbmFZPwL8o+H6EivcE8GOTWGZf4PrifdvX4U3ejN7IeGfgrARXE9ilYN45IEulvkkQBfBdZ8c6KH1eBoBjYBGoD8Q0ATcHyiW6WPBYk50GDiXCO9Zy3DbtM1pVUm1IIwoEuz4b7dMsaxmwP8Irv/dbtWvTqX6kIQ3gOsdsUZI2DTehKdilN+szhR1rxoBjYBGoLoIaAKuLr5d926aX4WBS0LBjme6aDAWlvkaXE+EN1q67ryqNYSEbwWhEa53ZF8zPPXYUstcCdcbDWBlj9vqBhoBjYBGoAYQ0ARcA4sAyzoI7ItghwPPu7uiSZZxAZi2g+d9uRbMBjAsJGEbrnfUAJJwApb5KlyvoUZw0GZoBDQCGoEeI6AJuMeQValBPbZXgh0GX4WOslmN5O5VhDeOQEfHC1WyojfdCgnfBsK4kIRX9KaTHrWpw45g41a4/o49aqcrawQ0AhqBGkJAE3ANLQYAkVd8BAQhl0sKTBPhCcIZcL0DastkZY2Q8O0gjIbrHQOguiRsmoeCcF4YDlWDcGiTNAIaAY1A1whoAu4ao4GuMR6W8TBgPA7XFZEJXxlgmX8HY3YN576V5Ai/ALBeSMLV89A2zdMB7A7Pk5+6aAQ0AhqBQYmAJuDaXLbRsMxfgbEMnvd1WNYUwP8xXF9S79VyERL+JYCRYYxzdUjYMi5WILh+8FMXjUANILDgvzysbLRDDdimTahNBDQB1+a6iFVyrHsdCFuIiBZ8vhu+/+PaNTdv2Qj18iD2B0Ijklyif4skiGB+Dr5/Y/92rHvTCBQikGnlo5mwMmXTw51hk8nyzwCcxoSrUgk6v7O66RwfYfhob0rS7zXeQxsBTcC1vv6meb1KumB4W6Mdr9W6uaF9QsK/loNzuN4J/U7ClvkAGNfB8x4YJHhoMwchAkKUxLhXTGfgC5VI+IZFPPITK/+iudyxaVSl6Tbn+AxmqBdHJnwulaA/DUJotMn9hIAm4H4CsmrdmOYCEHYHIwnPE9Ws/1RtrP7teCQs8w4AFJLwJ/3WvWX8E+R/FR34Z7/1qTsaMgjMa+HdDQNpZtyVSlJFLfHmHM9ixpUhAV+Tsulb5UCaneV1R692PPzIsWm9SmBmWvl3IEjcPNjDSanxJL8jZUumleeRgR2JcfZ0m7on1DNkVnHtmKgm4Npex3FhvOsOCDx/5wDeiXDxt9o2O2+dkPCdagPheicC6B8StswsXG87kfgcJDhoM2sIgUyO7wVDFNx86sA2TRPp9XLmzc/xKT7j9pCA70rZdHyfCTjLzwLYVfXDmOok6S/l+pyX4/0MxmNhvV86STqlhiDUpvQTApqA+wnIqnRjGd8G05bwvK+q/i3rkJhgx2+qMmb/d7pOSMIuXJW799M+DjEMlrkMrjciOBnURSOwGoG5i3mbESbePdemig6AmVaWuPUvKQ4kfCmVIPHeLykLcryvx3gi/OJvjk179pWAm3P8HjM2UP3UYbIzhv5Xrs9Mjr8HFoU89ZTf7iTp1ErrPJvZWG8FxuZ15vUDMWgQ0ARcu0slUo9vw/AORQf+lTezHjvAMx8IBTsW1K75BZYJCd8FYBVc7+Q+kvBkmMZj8PzJg2Tu2swBQiDTyhJDfxAIzzkJCnaZZUpzlqcxMF9xG+PHqSSdXa7ele/x5nXD8lc+/3NsKvvMdfcI+gbmuo9z+IQAiwD+MIHhc4jayxJwliXPt2QckzLNsenqcvWuauF1LMIfQfgsA5elbPrOAMGth+kHBDQB9wOIVenCNE8B4Wtw1b1vcRHBjkdB+PkgCsVZNyThT+B6kiWqdxrOljUV4MvhelOrgrvudNAikM5yGwHKAYoYOzYl6cVykwnvgINrHMIzToJ2L1fv4kU8clToXMWM9g1sjDyRyCuu210CnreUNzQ8vBu2zzk22ZXAzmR5IYAJykQfuzc1Ulmd+HQrH0OESL72Ccem/QbtAg5BwzUB1+qiW8ZzgPFduG6l8AcR7Pg9mJ6A5zkASv4w1ODUhITvUUpZrid3Wj0nYdM8CQaORYc6ztZFI5BHIJNlCX8LngvGHCdJZePEFzAP87JYDkK9nMbwKoxLbUhlr0YyWf4AwBjp0iJM/FaCFvWWgJtb+LNs4Omw/T8dm3Yqt3wLWnlTj/BG+N0qcxlGVYovTmf5DgIk0kB285ekkjRbPxKDBwFNwLW4Vpb1OcC/Fq6/bRfmiWDHr8FYDs/72hrKD9xTBNdTJMxog+fJPVxpmsbOeqwzHLCxEVxXXjp0GQIIhDvREw2gZXon8bjzWvk4gxD4RjBecpIkWcPKlkyOnwUHzlC+jz1mNFJEjAX1M638Egji8Ad2sWtqAj3XWwKWmGIQ5AVUnBceTNkUHTEXjpllcfYS50Wp+KyTpM+Wm4Q6fjZULnHJCtbprl++b17Kx3EH6icmcUe5nfwQeJRqboqagGtuSZTs5H3w+b5uCk0MDwU7tgqTIeRqcUpFNgkJ/w6MpfA8cS7pPglbhoSNLILrVwwfGQTz1yb2AIFMliWmXLzoGQa2dRro1RxBsFsAACAASURBVHLNw6NgSdO5jnzvudh65gQqGzufyfI1AM4NSe4cJ0nXl+szk2U5gTpEcSHhyFSC7us1AS/hs+HjupAsb2pK0jfLjdncymkmRC+YVzs2TStrW44PA0PuiqX817FJRHvKlvRi3pfMwKGMGVelkp2LhfRgeXTVPiCgCbgP4FWp6ZawzCfhepN6FLZjWVcA/tFwfbkzju6ZqmRiv3S7fkjC2TC9YllnlJKRTCV1eS88T37qMgQQaM7xHczBMSsYNzhJOqsi0bTy3USQhCCyy/xOyqbLKpCcqFaJepVUrBjmk8ny/wH4ekiaZzUl6Ybi/rp7B9yc5R8xcGE4ZsUj8kyWnwSgfBx8xpdnJOm2cnPI5Pg2cODNTcDlTTZ9uxIusdArqdLs2KRPkGrgd0cTcA0sQoEJpnkNiJfC9Xt+lxPkCz43FOwoG9tYY9MVEr4PjMXwvNMAdE3ClvlngORu/M81NhdtTpUQSGd5bwKi9f7Y9DB52ngqe9KTaeEvwoAKK2LgHymbdiln1txFvJVpQe2kGXgtZdPWZUmulS8B4Xvhdz90bPpubwk4k+NbwVC5vInwzaYE3VTc1x3M9QtzWApgXfnOALYoJ8Ix+20ePnok3ldpQGW372G3mePp7+XmMC/HWxiM/N8DImzVlCgf+1ylJdTdVkBAE3BtPRrjYJqvwvO2B9DaK9NM8xuhYMdJcFE2yL9X/Vav0aiQhN8P4507J2HTeBOefzCAN6tnku651hDI5PgZMHZTdhG+7yToB+VsvPxNHlW/HloIGK7I1cemqUZ6qyy55rgNrLym/U89NF5UhtSbW/lMJgQa7IxbnSR9pbcEnG7lPxBBpRM1gMOm2/RgcV+ZHO8Mxj/Czz90bBpbzvZ0Kx9MhEBLmvGuk6SNK61ZOstXE3BeUBX3p2wSERJdagABTcA1sAh5EyzjIjBtpjIg9aWY5hcAvgmgFDyvotRdX4bo57ZCwvfLH5KQhDsq9m+Zn8L15I9SXwU9+nkKurveINDcwkeyiW+wj2tTSXqkUh/zsnySAYiXs7BIa9snmDRnMpX1os/EY2gZs5wkzS1LwFmW8VSYHzMOKTd+c44PZ0Z07/uoY5O8/BWU7h5Bp1v530SIMprt5NhUIqWazvI3CLhZBiDg4SabvlDB9vzRODMyqSRJ6tKScs1yHtexEiL2oXbUIOznJCgSFymp37yET/U9HG8Q0k026VOm3jzUPWijCbgHYFW5qmQ/ehumdwja8VKfx6rDjvDzgh1KdKDGi3h0S5KFt8IXkHIk3ADLfA2u11Djc9HmdQOBuYu4wbTUSY/BIis6DFunRpGE/ZSU2czWmBzeZoQqUsDXHJt+Wq5uOstfISD4jvE3J1lewSqT5UsBBMIVFXbV87K8kwE8H/b1bydJyiM6XrpLwM05/oA5CGkyPdjljtEzWRa71S67UliRCHp8ksM7AMaHdlWUtExn+SICfhja+7xj05RKSzNvIW9o1OGVkKxXTExgjPaW7saD3IcqmoD7AF6/NjXNU0E4Da5X8obdh3E2hWmIOtDtcP3v96GfgWoqJPwgGG+EJOwWDCwqYL5xG1y/YnjJQBmqx+k7AkKqo5fgDTCC41NG2knSjEo9Z1r5fBCuCL9/0bFpx7IE/B6PpWEQb+g6+b69HRtesAFJuE5BUbtvA78LP3zAsenw4jpXtbBtGeF1EOEDJ0HqzjVeukPAcjQ+bD20hcTanrIxHEQlUqqZLIvqnXq+Ozmm/hwYjweQoSVlU0DERSW8T5bdr/q+M9lN+b45y79kQJTq5IXk706CgiN/XaqGgCbgqkHbw44t43nA+DZct79zhE6ICXY0DQLBjjGwzIfAeA2edzqA1SQsR+uEaXC9ssdyPURcV68BBDKtfCwIIlMqpYMI21dyELqujcesalfHqesrQjFwUKqB/lBuGpnY8XIlKccrs9xYBywO2y9ybJpY3BczU/MSrAQr0Q6YJkZNG0fL4/W6Q8Bzl/BWph84fYHxPydZKmu5YCmv7/lYAg5eHDwXiZkTaEmxTfEQKgauS9kUhFMVlUwrfwmEyIN6cVsCkypJXzZneSoD4n2tigfsPdOmp2rgEVmrTdAEXAvLa1n7A/58uL44X1WjCKnJXfByuCqxw4pqDNKPfYq9D4PxSkjCgcqXaQoh7x5+1o/D6a7WJAKZHD8OxufEhs7uPeX7TJYzAORFstO683J8hhHm3QXhCSdRXqIxk+P/RTtwsx6bTRtNJc59mSy/DUDCAuEZ2HpmQ2FscXcIONPC+8PAH0Oc/+LYVCKlmslxfmcrToaOTZsVr4skXhidxdsgbCTfGYT9pydI7YZLCDjH/wBj5/DzixybflRpnTNZFscvVZeAXzXZJHKxulQZAU3AVQa4W90HDkj3wPPEsaJaRQQ7fgyCCHZIPtJaT+U3Fpb5ezBehOeJYIEHy5DQLKNXIVrVQlX32ykCcsw8h6jwKqGoxbxW3tEgvBD87VflUMemh8p1nG7hTcjEf5Ukh2wmPWyXGk//Lq4bHh3L7lbq+a6P8bMaqeSZj0s5AjjBsakky1gmy7IT3EuN4eMAp5GCNIFh6RYB5/hL4GA3ysCdKZtEWKSgFByxV4hNzrTyXiAEO1PG0jYb9hwiv7ivgnSGwIpP2zH5og1IwptKSjrH3yRGFN/8kd+BbWZMpPf0o119BDQBVx/jrkbYCpb5p1B4o/qevZZ1ZUywQxw5armMhWU8AqZ/KhKWFwjm57qpEFbL8xoStmVa+WwQrgLjj06Sjups0gXKVMB/27LYbs525TMFNWf5bkYotkG4KZUoryiVybJ4++6rxiWc4SRIeRfHS7qVZxHhSsVnFbyJY0pc0s+pToJUjuCodIeA4+OA0OwkSoUwCuYFNKVsKnGezORY8JwZzulmJ0FnlMO1wBMcqKym9SGP5g68SkCj9OMz5syooKEt31/+AY8a7uEqZmzJBmalGkjyG+vSSwQ0AfcSuH5rZprXgTg7oFmNLONCJdhhegehHWWl+vptfn3vaFxIws+DMAGM6+F5kfxe33vXPVQNgfjxbmexu2KA2rESXgUhiHvtLHzoA94LbrgLBD5xfUwut7udl+VpRph2EMAjjk1KUjJemrO8DwN/Cj97yrFp7+I68WNvMC5wkqQIuycEnGnla0Ch9CVhlpMoDY2KH3WbJvaYNq5UnzqT5f8CUEfTDHwhVUYbOy4yIvUqiXnId5kcXwHG+WouhPfaGNvM6SSXcnOOb2bGN8K53+HYpJOi9OE3SBNwH8Drh6YNofCGJF0Y2CNh0zwjJtiRd77ohzlVowsh4T8AtCXIm4qOMCykGiPpPvsNgXSWv0tAIJhB8OBjbydJQRrAMiWT4xQYgcY34QPysU1TksoK0mRa+WnJgauqEmY3JShIXh8rC5byBp6H6Ci1Y1g9kueMpg/jdcKEBsvEw0CSmbRlMa54592c4xnMULHE5ZyeurMDzmRZHM2OVX34+FKqkZRaV1QKUhUS2ts+wqjiOOfmJbwr+4h2nG0jE7DPJCoJ12vO8rUMnBPieK+TKH/6EGZdkuP7YcouwhdTCQpircutT5bFf+Qn+a98nOE0lp4qVGqvPy9FQBPwmnwqLOO7YNoYnlf2GKnqppmmZGMROTwR7Kj4i1d1O7o3gMQALxI1ohCvkhCO7nWjaw0kApksi5hDsKskvPPpKkypdBep4luX4CUwtlT1Gdc7SQqIpKg0Z/kEBiKRmVZehcnlUgpmsvxXAHuo4RlfaUrSrcV9ZbIsghhBSBNhipOgIO43LHF5SzB+6yRJaU1HpTsEnG7lvxFB5R1mwudSCYp23aqbdAsfRQZ+G9pQNgQo08KXwYDSeybg1ia7VJVLxVab+B8oSEhRbqz8vOKCJUDZ3X9U9+o2nuy2qxdflXmp0j12ubXSn1VGQBPwmns6hsEy/wdDHQO/vMbMqMNO8M37YfBcdPjiYVqrpR6WuQLg18H0FDyv7B/mWjV+qNoVijuIh20iJI5OPWzTWf48AcoBi9S1LHYupxg1+3G2Rm+HN8GBNzCAbzg23VKMcybHM8G4KiSNsjKMmayoxkE87IVYTk/ZVOAM2byI92ErPKYmPOMkSBFpVLpFwDn+H4XxzgxsnrIpyveruslkWZJGKHKtFFqUybKIZCjNavJxVFMj3Vsy3yyLsIgIjEh5zrFJpVwsLs1L+SD2kFce81zsMnMCRRKYBdVveI7rPtkYfwUj0NUmvGsOxy7T1iuvxz1Un/XezFsTcG9Q6482pnkaCKfA9T7fH931sQ8R7Hg0FOyIhOf72GW/N58M03gMnr8bLOMxMP0Znlc2/rHfR9Yd9gmBolhfYdVzU0lSafnKlUyWRSM5ivX+s2NT4EhVVOLkCuAlxy7N/6u8po1AN5wZKy0LyeI43kyOTwerkyCp87NUkuSoNV+ubOVN6wgRYb7n2BSRvqrTFQHfwWwuzOITUBBL7PpYd1YjfRwfI9PKfwRhf/WZgdOcBvp5wfdZ/gygPMWlrBidgP01KpTiXMA8zM3hf5FDVaUjZfXysi1ejMgchBudBJ3ZyXrkXw7EfA/YT8cI9+lXIt9YE3D/4NjzXizjBcA4H677aM8bV6WFCHaIx/Gf4HnTCwQwqjJcDzu1rL0AvhKuJ+EgCVjGE2B6HJ6nROZ1GXgEFqzghPsJTmAL980Y13nYSjrL8wmI8tp+ZAA7l8vyI7NQ2XugjqIVYVUMDwo8eIVwJKFCRT3ndJafI0BJMJYjpeZW3oEJokAlpURhK/0ej6Bh+CT8vqMtgZHx0KquCPiKHE+oZyyU9kT4sClRmGBBxfbmIIIbSqayXLaiTCtfDEKUIe3Xjk2BYlWsZFr5yyAER+yEhSMbMLncHXEmx01gRKddbR3A1ufbJMphJaUofln6neMk6OLOnrZ0ljczCAesXI5fXbgpyf26LhUQ0AS8Jh4NyzoA8NNw/bJSemvCpHBMib29Uwl1uJ6kTasdwQ7TPBGE4+F6UfykDct4HEyPwfO+tQYxG7JDR0eizHjH6sDUaWXkHiNwbljEIz+tw9+Z88kIXuZV2K3cva20KQi3Ybw70sPWZ06giATzmKdbOU1h8noGHkmV93S+iFfrId/t2HRcfNHCHaHIRK4DQodpoKFkl9zKS6LUf6aJDaeNWy1t2RUBz8/xFJ/xnBqTUaInPf8D3s538/rvbY5NiogLyDV+T105Xll2yLJTluP7C5tsimQ7810tWMwJz1R6z4Geehmv7qhycysn2YCIeUQKYX959V3sd+MupY5fUZv5Wd7ch/JQtwFUPL0Ysr80RRPXBLwmnoRA7/hOeN5qj8I1YUf5MUfANG8AYWu4njhpDax3diUc6gwHbGwE140nEhcSlp3wH+B50e6qdpBciy1RDlNZLI5ICYRXuR5TKyVTECiac7wlB6n2lINQZ4nh04GesxBFUtWskCwh8yFPQoc6YlbCHIaF7aePpQKfiswi3hqW6ksI52OXkSw5As7xE+B8zHBJxqC4RjMb+Gw8/rUrAk638BFkILqvLQmHyizhL8MPd66MR5xkYbjUgqW8jedBiY0Q8EmHD7vY/nktfIBhIJDlJCznlcoprSSxRSbLCwBEL6xvmsuw7bTNaVW5RzWd5fsJkL8BUnJkYZemsfRupcc6vYQnkq/IV6mGAfivY9MWa/GvQZ+npgm4zxD2uINtYJmPhcIbZdOp9bjHajSwrKsA/yi4Kveu6O+u2WIZEgbSAtcvTi2XVDthGI/CdeXoXJcBQqB5KR/CPu6NHRU/xatwcKVdrZiVzvJ5BFwdmcg+jk41UpQQocDyzBI+Gz6iu+IVbGDrVAOpo9x4ybTyXaAgxAfALY5NUZxqvlomy3LnGUi9Mo5zknR3QR8xgQsinN+UIOW4FZWCe2nGMU6SAo/lbtwBFyhNMX7qJOlrRWPfAIaovYkD1qUpmwr8MOIZjRi4J2VTNNd8N805foAZh4Z9LEjZVPK7EO605ahdvaz4Po6Y0UhlY+qbc+wwI51fJ+CklE0VU5uGL0xCvspJDIRl5GOfpiQJ7rpUQEAT8EA/GkoOkhfB9UviFgfalC7HC/ITnw3TOxjtoZB8l42qVME0fwngXnie/CwuEQk/AtdVOsG6DAwC8fy14R//X6W60BEukn/MtrdjSrlsRdJfJsv5Y1Um3JZKkFyNFJR5rbynQfhL+OGnw0dg0tnrFcpOplt5DhFURjAGSmzMZPl4AHL9IhVKQo3intIwcI7TQNdHRnS1A8608iUgRKT6Q8em78YnkMnx3yMP43KkmMny34HQA5lxqpMsVOLKLOGt4Qc7fPEc94Etir2sFZZxRy+gbG5jqZdu4e1BeJYIw0M7KyppqfrBHbkkkYlETDoYOLKcSMjAPJWDZxRNwAO7VgmY5r/heSK8kRvYoXs5mmGcCUOcLryT4eYVg3rZWR+aiVwn6Ptw3YL4yViPQsJPAMbDRcfUfRhUN+0OApklfD78fJpAYYGyUotRXypWtU7dLUbexH9ybFLJGIpLejHvSyZWJ5A3saczrlTMIx7vW85RKNSblnhftTsb3YDGuBfx3EW8sWkFJz1yp51KUnSMqppkcnwxOHCCYuDylE0qZEhKlwScZblqCjyrGec4ydXkre7GLSxlBGRHjMa4+Ig4NBEg6ldSVpkm7DL306LxrryYmfG7VJKOLsaxOcdHynfh5y4M7OA0UJCdKVauzfK67UH+483Dj19tJ3z2ggRV9AdpzvHtzDgl300F2c/S1dWfaAIeyGfAMr4Hpg3geRVd/gfSnG6PZZpHALgRwAx4XoGCT7f76GtF03gDni8hWwXxk0XdNobH0Q/BdVN9HVK37z4CBZKGwU7se002RfGoJR3NX8p7+p5KfxckVfDxvVRj+fqZLMvOVHaoUv7u2KV5apuX8nHsIUqkkF3mYvLFRU5b6Sy/ToC6kyy300xneXFeE7kDG8UTEjTn+AwOsysx47ZUcvVOvBsE/DAAJYNJhKOaEqvjd+PJFZjxdipJm8TBSrfyDKJAhQtASc7i0KlKsjUFwhvAPimbCpTtfsI8vC2nTrCil4pmxy7Vopb2mRxfB8bZ4XgfGT72mN5YeKcet69AplPmZ+DCpoZS56/uP0lDq6Ym4IFb7+Gh8Mb+aA8dQgZu7L6PVIcpYPN+gK+C6+fvhvrecTd7sMxP4XqiE9xVwgohYdkJPwDXrZjcvZuj6moAxOGqXDhLMTjpLN9CQP5+s8t43xzPBiMKafHIwF5NDfRMcb/NH/BGkjAAhJHhdyWiGycwm3tk8SYRNg4J9pszGknF9kYl3cI/EoII/32rU6Qklcnxb8FQSSOK76bnZ/lQH3hAtWU85iTpgKjfrgg43covSp5j1ZSwaypBgUd06Z14SXhROst/IWDPYFh8PWVTgeNmJsffAyO4ziI86yRIyXPGSybLsluXWF4pubrh2Pq89UszIxUofgX9OU6Cmov7i9m+Wmo0mNtVqQQFutKdlNnM9ZXyEnfVdm37XhPwQK2oaX4VhBPhespRYpCWzQLBDuN2uG7BPVaV5zMOlvkfuN64bo4zPtwJ3w/XDTLH6NJjBMKUfuIdbJsWTpk2jvLKSeU6m/0y149O4H4QDlJ/vwke+zg+7rAUb6eS3efULjhI9Qf8j4dhSjlP6vg9KhEWrTSxzYVjC2NMi7Sk/+0kaLv4eHMX866mGWopEz4Y2YDG+ItFXLuagMuabBJVKVWKjrBfdRK0TfRdVwScybJcN6mwn3bCxAsStChqm8mySMAGCQ0IM5wE5V9uL1/IGw2rg+xu5ZTAG1aPRFzLevbbPHz0OurYXHmK+8DJM2z6dXzOmRyPB6vdr4qVBjDNsSnvBBfVDY/gxUM9+B1j3O0kC8O1CvoNMl3FxVR+6tiFzmXlnpHmJXwa+7hGcn3XEw48t5PEDz1+YAdhA03AA7VolvEvwEjBdaOk3AM1cn+PMzEU7BAlKgn9KRGD7+8BUY8d4Bu3wfV36EHfQsKyE74XrjurB+101RCBdCufQ4RrQ3Jol6PJcnKPccBu+IBHfeIqUg08joGP2MV+qQmrd33x+ioJgQvJdKUIihm/SCXpS8WLcEWO16sPiCSKSf2RY9NFBaTwNo/GOoqwIr3ikmxBmVaWZPbqKJYZh6SSq18q0i18IBkIhHGKdrnhUa8KyWNgWcomNYaUzgg4vOP9iINcx+7EBIafSORFbTNZ/k9032ow9pqeJNGuVqUA/zJOU5lYcgQC3v8wgcnFuZczWRZZza+HXb7clsCOxfmDlVJX8CKkNLMlK5LrYZdyGabk6/A+WbzIJYGF1P9DWwMO62pXG09qIc18xvEzkiRJKoZs0QQ8EEtvWQcBvhzdqiD5taCIYIfct30E1zsVwPKqzsmyPg9wUy9kO0XdS0KUfgfX7fJorKpzGISdCzmSiyejY101hU6EG/KkEuy6JCQluM9k5PwOTJ2xAQnZlJQCD+TgKPPsVIJ+XFyxuZVPZYKSaBRZSarH1s4YKgiRS7fyXCJEVw8lnr6ZVp4HQuQfcLNjr86n+6N3eMzwEYhiZz9sS6AhT1bMlMmp6w+VOQgfY4wzmUS8o1MCDoUponm/79i0YTSv8IQhyvbUsczF6Pi9dTrLT1CUz7jIeUv6iMcml1uXouxJso8+wGmgx4pxjXuIy07bA/afaZMk0Sgpc3M8xWTlFLdu+OXL+Bh7R1hUeszjWtdhndfrhmOvckfhg/BXpdcmawLuNXQ9aGiZD4PxC3heSSaWHvRSa1VHwjRvBPHWcH05Vi+bNq5fjDZNievcE55XEt/Zjf6FhGUnfA9c94Ju1NdVYggseJ838IbhEXAY3ynfEa50EtQplqEGs5DweNUd4R3TwNS4glQc6HQLX00GIlnRFR3AlPNtirx/81ULvJ0Z9zrJwlR74VGqCHOo3RkxdozHosadnuTFoM1GY3xHmM6yJKffStq6PrafFXNAymRZ+lUvFaaJbaeNIxX609kOuCDfcFEih0yWRe9adK9lV/2PlE1BsgPZZYoKFalUinXhPAq9o5fwgeSHu3Vg+bB6TCpOtdgVVmqcLE8Vxapwhy6G/MBJkgrXKi5FKlfy9VsgTHUStLjSL81sZmv0ElwbxTmruTKe9j0cMXMCifzmkC6agKu9/PXYFr75B7jeZAC1K7zROxwIljUX7B8Jz5d7v+oIdliG/EGw4Ppl/zB0w3Q5Nped8N1w3cgJpxvNdBVBIL2Mx9IqFcIif6yjcktbFmcX586NI6biSQ08mddqBl5b2Y6p5dIRSl5e04BoNivyk+QKoxPYrTjhQHd2dUVe0yV3k5ksi5jHBBnE9bDfrPGUD3PKtPKtIASxxkVJEeKpFdnAQakGUspTnRFwuoVPJgMqdp0Z96SSq0U0Mq08GxQ6oTFucJJ0VoRfOstfIyDK7lQi6dic5YcYiBK5lHg1z2vlU40uTgtUOJilQo6iXfnfRr6Lfc8sIzUpL2JuHZ6KTkMYaHEZU89Pkkp0Ua4sWMrrux5+SQgEQqQQcOcIF18tJys6FH/bNAFXe9VN8yYQvwPXrxiSUW0Tqt6/ZXwnJtgRSP71ZxFpTObn4fs39KHbiTCNJ0DGb+C6+RjOPvQ3pJqK2AKGQbyc40kAHlll4cRiZ6g4MCrtnY/7Y2pZf+EEDkoRlXizh5KRIjoRSFUS0k6CSjzZ0y18Cxl5b+uSe815S3l3w8PfQtJbaQCT4rG1mSxfAyDKpFUgMlF0732Dk1hNinGHqXhu4U4JOMcOrVaUutaxKZ88JE6iDHw1ZdPPIuwyWRaHN+XMVuyNnF7M25IZpjAl+Oxh81QjvRW1lfvyYcArzNgg/Kzkvlw+T2f5NwREuthLwpSE7xQ/2OoFrB1PxU5BlrmMfWZ1onIV7uAl/Cp+7Xa1k8B0EOlc3qtfSIbU35GBnqwN03wZnicek2v3cYthnA2DZgPeF+Hi8X4F2jLlD/iP4XllZfN6MNYGMI3HQcadcN0CB54e9DGkq2ZynAFjtdoY46V6wsHnVsimI2BlsixOQPEcu2Wz+YR1RadY9IpVYR9Hphrpvjjo3fHszWRZjr8D7+qiY9V5i3k/w4S6CyXC+02J1fey6RzvQgx5CSh3LJzmMPEDgIscm34k9Toj4HicLAPfSdkUhQMJLpKBKNC6NrBNJIwhhGeswsK8OEcHNm6auFqDuTnHNzLjjICbcU9TkTRldzzGm7N8HsckQeHjFKeRSlTmQpUreRkITj8I7eTjyKYkifJV2XJVC0+2DJVreLN8BcLFToLmDOlfnjKT1zvgaj4RljEbTI3wvCiwvZqjrfm+TVNiKGWXOgueV5DPtE/GWcbzIP90dKjjsr4WIWHZCf8arpsPM+lrp0OpfXOWv8vAD6I5E/Cm7+Pg+C6sGI9MK58PiqllAfMdm8rKhjZn+Te8emfWygamFGtAdxXbWpSDODcygUlnUpBNKczP2xJ5XiOmriU5df0c2hT5MVaxjTHRbj3TyikQ5oVEdL2ToHO6IuC47GZ811zknLW8LYEx0V10/PiYgKebbAq8kwGEjlvi6R3ERFuY6oylSIYT3YmZLj5pIOCaJpvKZhRLZ1mOkPOnHgycnrIp/jJVsNRh4gjxJFdH/IFPHaY12SSnDroUIaAJuHqPxAglvOF6kkz8teoNU2M912FXsHlfKNgR/LHqa7HMVriehCD1l6PXhuFO+FcDHM/cVySq0j4jMZ0GLmAPN1dSoyoeWI5qDQMLmMNQFGCx4ePgTlWTWvkKEFZ7o1fIcHTZYk6MMFXWpOhu8gnHpv3iNnSl7iQ5dkfl8AYB4nshzlhnNSUpf4WRzvLNBAROfYS5ToLyoWrpVv4bEXaXrwwTe00fF4QGNbfwSWxA4nZle5x3AOtiByzhPWr3aBg4cHoDqTDEorvhP6SSFBw3BycGctKjshD5wIUzYmkFi+6Nn3GSpOyMte1URj87pAAAIABJREFUNewG5pGfLlmdFpIIrxkGPlssb6nsKD7tMHCB00BXVnoIw5MFCSuK0il+LBKcjk2RQlnF51defLwsRDP7RAYu6CzxQ1V+CdZQp5qAqwW8eO5KhpYgpd9QK5vDNB8FkQh29HWXWQ/LXA7XGxGcCvZbERKWnfAv4LoF2Wf6bYRB0JHyUs0hyIUblCdNU4luvN+V+ZlWPhqBo08QkkJo83ycODNJQSxtmdKc5Zs5Ir5AuvDcpgaKCzqoVuKdy4CEwqi/UcXHt6pOF/rG6RZ2yMhn9HnVsVeLZzS38iFMkDtKKW85Nm0amRu/I2bgW6lw9zY3y1NNqHhZKc85Nu0q/9MpAbfym6AwHCt2zJzJsihMqYxFcdGPyz/gUcM6sChS/WJg8yixQngcLLtfdWxNwIlNNgUJJALM9mHE9NrL6GZnlnAz/GBcCaZiH3ukGuml4qUqPuXoyvM908pfJsKN0bG5XLmRgcPLKZsVjxXqXQtJB/nRGe86SVKKZmt70QRcrRW2jJcAYzpctyTurlpD1li/G8AyHgXTn+B5crzVW8GOSYooPb9AHL+f5rpRuBOWF4Xeelj3kylrrpt0lu8lQPS+o5JjxpmpJN3TlVXpRbwLmXgQhIT628loB+GsYsnEqB+llmVD7nQlzaUUnxnHlxurKD7VJQN7NjWQup+NSmcZfi5/k0cNXx9vM+d3ZIc6Nj0kbUM75A5W7dYMwi7TEyS7bszP8Sk+4/ZwjPx9dRhaFXj9EhY6CVJOTl3sgOXYW14eJaBojDMmiB2Ohwgx4chUIrjnTmf5RAKUmhUzXkglaef8XON36YR3217GpnP2Izf2faeZo4qO5UuUt6J+igRA5OXnJymbIjGPkkeiQIEswOZdAg5uStDrXT4/Of4mMST14/pRXSL8uClBQ+LaThNwV09Ib763rIMB/3K4fv6XpzfdrAVtREJSjqREsEOypfRcsMOy9gqOsz2lh1uFIiQsO+Gfw3VVtpshV0QScgm+x0G2H5UcQREAsGAdF9/uKmRkXo63MKBihfO7lnI5daN+ZZdX36EEPvJqWZ6H/WeOLyRXOUYek8OTHGohg/G/YcOwczzetTjHLQiHOwkKNJuF0HJ8JTHU8TIT/phK0IF5wsrxreAg5Ci+C1XzYUTkkU8qL9KPY9bBJypmluCOfAcjJWSnEgHH1bMArHBsUiQjWsijs/gw2uXG5SnTrXw3EY5RNhYd0RflNJ7lJCmfG1tdI6yWhizJnbxgKW/geepY3w7nW+K8JZ/LqQYZ+E3+aoHxaFsOh1cKN2tewj9kH3GHxtd9EwfNGEcSw1yxXNfGY1Z1YH6Ef/jAfQrGRU5jZf3pte13UxNwNVbUMn8Pxs/hebdVo/tB1qcIdtwM4q1CwQ7ZdXS/mOYJoYb2Cd1v1OOaG4c74VvhulFygB53MtgbZJbyHnDxK1A+TaCQ1isGcGxXuxn5A+96eDQWxysEfkXKprJx19dmubEDeIqB6Og35xOmzkgUqmWFTkUiVRloFBN+7iTotDjWmSyL13TkRPSmuQzbTtucVkkdJXXpQUJ0rLDNTo5NKi1hOsdHEOPekJBea7IpSCYfENFSECT5B0wP9rTxpNKHZrIscpRqt0+hd3IlAs5kWUJwZFcq5XXHJhXjHPe0lth5xyZ1T30V8zpWDiJqsZ4aNyb2kW7lg4lUzl0lhUl1mBTtphWZBfm6A4/qIuIONbcl1nmfcK7vS/7heGiWsktOMywVwRCpXL000sLeZxZpbkvdUGBDNJ1XZ3YjPON14PCuBDYklhs+fs3h/XyIz3/Yw7Gp8fTvwf571BP7NQH3BK3u1K3H9vDM38NTwhvqj4AuMELBjiPg+XL0KPdY3St1RhPYmATXLesx271OulVLSPgJEH4G1x+yJHzNch7XsVLpPwcJAoIiWsbfju5CK6F52fs8bkS9EuyIkisIGdw8sgHnlMumVKKWxXjXdzE1ngZQEcNSPpG84FhWSrFDVbjTlPhzpSddLMuYybK0PTH87udOMiDw8E5VXgjVzpR97BDdhxYJXeSPrjNZzh/zmib2mDaOnu6EgPNKVyA85iSCDErp4NhVOYQxcGfKJmVbupWPIYJoLMsX/3aSq5NJZLIs5Bsc2xfFR2dyfBUYQdIRxrsjPWwdP7XIZFn8MCIdAp8J+6cSVJBXe977vIVRh6eiq4TOVK5CXW4JWcr7tzBwl+fjK7MaSRyvKpZ0li8iQMKRohciOWq/bhjhgqGYmEETcGdPS2++M81bQPwGXD8f79ebbtbKNkE+5LNgegejHd1707UMuR/KwvXlZ7XLJJjm4yD+CVw/SPE2REsmyyJUcXlsNyR/+O/wOnBuZzucNPMIykFS5sUJ/PerVuCkCzctzF4k0M5v4e18E0+CgwQKBLxmDcfUYo3gIvGM5QxMiZyTpF0mx01gZMLlausAtj4/jE2+qoU/axl4OiSoVR2ESdF3RdmI8rGqmRxfAoZyziPC7KYEqech7qEMxnFOku6uRMDpLH+DgJvDcW93kiS66dKHCG6olwBinN+UJPVsN+f4l8xByA8BlzbZpMYXRTEy8GI4Nx912DTSwFbhTISXY0InJ8S9jue18O6GoXS5A2lOA5c2NQT9RkUdT/tKaCO6QljMPqaWCysTgQ0QRIVrp6g9A9c4CUyjTgQ20kt4osH4OTNWe7MzlhLh3KaiDE5D6VdOE3D/rnYSpvnSkBDe6C1udca5YPo+GOfA87rOhGKavwBwPzxPfg5EERJ+AsT/B9fPx7oOxMC1NkZ4t3s3GNvmbZNdKvDFGbGsPeXsjnv5ht+/2AEcEhFfvE16CR8IDw8QoT4kn7+2uTgonpjg2iyvuwr4BwFbhG3/1fYxdp8zmZS8a+jNLSQVHCMTbnQSlD8ezWQ5Hw4UJ6HmVj6OCVGYzIuOTcoTtyD/L/CQY5OSU8xkWXIMny7/H3lIVyTgVv4+kdrtFeTKzeRYCFNhSsDeTTY9FaYWlOPnKMtS/qg8ntGIgLuabDo+wi+TZdGSlp22lALJyvR7PJaGqXtf5cAoMcUj3sU+calJObUYXo+noqsDOd6Gj73LeUZnPuRJ6FD606sFNhhznCR1emLUnOPDmdWLSHBEHpS/kYWTm8auFhipted/IOzRBNyfKFvGHDCNg+fl5eb6s/tB0pf8sneuCW2apymHkYCEO09QYZl/Amg2XDev1zsAOEwOd8I3r20SoqL/u2I82orT1lXCNNzRiuJTFLoiVX1JAt9k45LOdj0FyeKDAd7kCoIdRdrHUvcOx6b4LhqhyIN4QSsRCmbMSyUpn+9ZyV56SoEpKIQpToKUeEtmCR8NH5FX9xLXxyQ5LhVibwfkGFqFYRFhK7nvvjLLjXVQ97FSWh2bGuV/5rXyxQYpZ7V8UopOCPhGokCxKsrDK/rInqcyLsmO1HV9jBY7Mjk+DIxI6S3v+HX9CrZXfqp+n5Qntc/YK3r5SWf58wQor+6w5Elb/t3cyrczQZwf5W1hKXzs4oxfnT0qXFsh1ODKQFSuJHRoXGkY2dzFvI1pKmyjdJASEji9XG7hyBgVq53FD2PZp+QlgH3CD5Y1YE5xWsTYPAr+V15ORozCsM4kTyu1rfXPNQH33wqNhGW+DdcTR4cu3e/7b9ga60kyP4E3ANN8eJ6Ecij1oZISCHbcHwp25L05S+qJCAd5B6MD/xrgmQoJy074Rrj+Dwd47KoMF8bN3iP5Xg2CM72h6zCjyJAw5lfuLZUXbVie8k2c0pnHa/MSPod9SAJ45V1NhEW+gYNT40qdbZpbeRYT8kIP4oWdsilO/BKmM50AiaFVxQcOm2GTyigkpeCIGHjKsWlv+Tx0RJLsSoHTl4FznAa6Xv63Oct3M0LP45jEZDz7URSP25zlb3B0rEy43UnQqRXvgHMsEqqBoEaY+3ZeCx9gGFBJHBh4IWUHYUaZVv4ZKDiWjsfcZnJ8MQLvdCl/c2xS0QA3MNd9koPE724Ztskrc8m/0618FhHU/NR0CV+anqCCU6SC4/eg2jfK5XtekON9PVYvL5HAxic+8NUZsRjkaJzop8T2giEe3ZGnu8zrPWZ8KWVTFEtd3Kzk35kcny4ve+EVxQFOkpTG99pSNAH310qa5hkgHAnXi8dT9lfvg6sfy9oPYMm5uhvAP4bri9BCORWrSLBDxDDKazNbZjtcT5xreh7C1HfUNgl3wmsFCWeyLB6/8efzCbIwvWksRfeLnSIWhrLIS5XyplWFsQSEsztTOwqdi+SkI/KubTMMHB+pQsUHTWf5cgLyqQ7j969RvUyO7wHjaPk3AS0mYcq3ErRI/r2glTf1SPkXqLy97OOLqUZS6lVx8hYFqKZE4PWcyfEXVbrQoOQFNuLOW1E/RbtOpdBViYCbs/x8dFfqm9hjxjh6Op3lCwlQGtIAVD5idXyehUhjKk9v18fusxrpmYsX8chRlnJYDEKHTBzfNC5IYF8Qe0v4gHxsE3k1h8IWcvSsnMsIuK7Jpij5hBq45IqgQp5nkcU0CTfFBTZME0eI81mlhyUkf3mRUt7cYbnb9HBW5E1eqW30+fylvKfvYT6AfIpGZtyUStI3u2o7mL7XBNxfq2UZLwPGeQN8VNpf1lerny1hmtNCD9T7YHoZtKu39niJBDv+HAp2tMe+HAvLfAOup8JB1lAREpadsLxIDGrHOgllkTAeKtzFylHida6PS2Y1koTYdFlClSS591OOPWG52vXx7UpesHMX866mCYnPVSE8YYTAWY5NPy0eMJPjm8DBPWtYznNsEs9sVRas4IT3qdIFD7L9MB5zkoGHsZRMjq8A5yUv33MT2HoW0cfq+NfH2+AgvCiKGZa45OEuWiKScX1sMquR3k638gwiRKczKuVfcyvvwBScxjDwn5RNW3biBZ1PtuDVYdLMMfROJse/BUM006X910WwpLmVD2IKj85jKlDzWvgMw8CNqi7jnb/9CZveeSJ5Sg+a8GoUJgVGPiY49OyWXWKgKgX8xzSxa1xqsvhqgIArmsqEi5UIbADvEeGgSiFpcueMelxN0bF3MP4nBHy7yaZ8go3i9Y7/W17yfB9XMIdH56u/fN8HjpxhUxTW1Vk3g+Y7TcD9sVSW9XnAvxSun39b649u16I+GmAZZ4LpvP9n7zrA46iu9X/unZVtXLGtlS1jSiCETuiEmFBCgIQEAoSeBJL3KKHYWtmhJoDpAVsrbCCQkMBLIQSwMaEGQujFBkyH0EJzk+QKrtq597zv3JnZnV2tpFWXQef7/GG8M3fu3Jndc885//l/kKA5aSp8P1erA4SwQ9ovhHJSkKIr3L1LS5cVqkibS2P1zKJsHkbCv4Vvo+ilZ2bSwas6abm1uADk+mad2Hvgi7CECVds8DGmF9ODLbysoGuJcHukDxs6lP8kFA4/ayQV5T53oC4RkY/1GYPwy1R5jlBCxpH06poG/COmdys156MEcRzNo5B2MfyRF9Q20st4GGfwNgGubmsZkyeGQKF0jI+agceqk7S/HFNTz/dHurXMmFRdQVPTdfxNkEMQy/o8W5Wkb4Y81dFGxZFrFHPAIdOWSC5K6t0uL8eAyUSN6XoWggq3cVAetp8wnN5I1/GNoKCfloBpVWHaPQ7WAmFiqpxq3P3lyym+t7we20VEGXktScBq9rBn9fAc1WRYEshuZgj4Q1WS4psdt8Q19Xw5IUawQXiHGnFgXJUp/k7ULuI9Qp7sLGOdZBmYcESk8tTSqyt60AmNiRyQpkSZEjlllXB1lzGmfBHblPoccAd/0Nzpnn4EjFu6EanbGbPuiTH6QeujQS497YGpNlwz+aFqStjhNjacgm8O6onJFlxTnLBEwtfDt+6Hfn222gb+Ghi1MScX3c47xJjQktxcdGDozK8D4bjYWkgf6HnNgXOmzuexOoGHGXCkFKHTuaoqSXkazUIj2W+w44IWEQ73Q8wG+1ePpjnRefFWIaE6ZcJe1eX0onMgsV5b6WO2GWwj/cXSDkPsomC3+dDAzuOT9PLUej5JwbVPSWT6bHWSvilOwdNYFh67eoNyDDsV8NMNkHt0oKi1ZRi+thGZYcDn4bxWppI0OL2QN4UO+t0lTV6VpNEhKcgn4XGfL38TwyfvC5NuwHwAo8Nrf0tqpAWp7uUbeNhUCDGm1vGOihy5R/Tbne1RnrqIv6+Uo/l0Fm0kss8r6DMWxLerxzPw8MByfD/eo33RY+xtuB2mM+O07DMlzDH9cMikIVRUUtX1GROkVp3r7QWuMxbnttYX7J6V0G8SpJd54/h3ikW4SmNSa6xa6/P3sM8Bd/TpJbAjrH4gJN6Ip087OvIX+3zP2x9gEVvfFeAb4FsBjDTA86aCbUDYobX0DI6DMc3y0HbzIm0RRsLXwbe/6eZrd8nl0vUsLSxSa/tqwQUeVMCECUkS4FKLFtIgynpka35CzGD747RiP9pC9uGvdRFull6UCL8f8DHOiEffIRJZItCibFkiKzivwbXQOEUgZnxIZdg5xrcsdVAHciLg9qokuY1CQe+vA1KFovOLIsfMChuJBGK6nrNjRHzR6XqWNXGtOMpi+6UKHxU64LCGGckEzk0laZc8LuYwbV7TwPsQwyH8GVi0UTk2OprIpOtZMkROISmO9k7XszBV7Rs+kH+mknSwu6cGHs2MuVHUD8I9qXJydXKxsAQgvPQuumTG640J7B1HFgvBRoJxGwHfzz5wxkyf8dNijvQ383ijsjII258ovkW22AKntwTQig6cVs87meDdc0C5rBHmMqOqLWCt1t7R3vp5nwPu6JPR+lYQv7O+pyY7ugwdOH/rsE4svY2zoE0trDrcEXYoPAHm/8K3vUmtSJywRMLT4Ntmpdk6sB7dfqpLl5ZjPBTOy9ZHA4/QCIVp/RK4Is6/XGyCob6tAITi5YJPDXD8pCS5NG7cQoCRRJwBQ1XggB7yNI6J1yunL+fNTKOjrAz0ZaUP2cO4KCqasow38TJ4iaWMEYzxf9VJOkn+HioqZRG3Bthb5iJUiGwRRdLrQNgsVU4L03Us6XHHFR31+Ob1/RJOrS6n36XrWVikHBBNaxy0xODZJhFwPcv77JSKGLivOkk/qKnnKwlw1JwRTWe6noU8xLG8WeDmiUk6uXYp78B+FvVvjI/NJ1XSxwViChlBGEf12JoG/hcxojr4fNoAu1QNIgd8DLmt5RkEFJrABwlg3BkhUYn8m7Q7rVmDhyhGsCE6wcuux4TJk8kWPr+aRXwYBfXpOCr+Gcrg+ObS1NEYjsxD4eK8KDvMFEgkXVWek43s9i9DN1+wzwF3bMEr4Ok34BtJpy3p2FBf+rPLXZ0YDq35KhjLQfgRwJfCt47MoBeZoLeFMevabmLo6pZblx9GBi4iwmlOcCBndQgIF7JtLcUmJAAgVYbLmZCKfc7MuHRFsnjfZ009XyuC7bHjX80AB8cJO2qW8LZkXC02YMsi/Mfrl2PLKkAxw1qcMnEUCWFGXrTLwEvVSXI4jbgTjYQYahbxKaQCikgADuGcrmdx5i41DeDWVJJ+VlvPf+OcSP3PlgN3FTrgqfU8XgXRnUSbDr0bj15Z4YfVI+medB1/HNXElcUBE0bRo+l6luu5TQSAu1JJOsptWBJ4K8tWxahJVZBkkGSjcQ4HrGXucjDYPzWaXFQtKX/lOYrJKL3bhOUqTJdLxJ3NgjDjkuoKaiJOEoK8BIwYp4blsC98ckt94SJCsWE9JjBByg1RS5NMcx0zpq1biyvP24SWdcvL3ksu0ueAO/IgPHUJmIbBmPgPSEdG7DsX6A+tjwFxCnD6rRkwftEqYUf3r5w4YYmE0/Bt833M3T+vDl8xFBEQ55FrNwpGfYWACVVJktpssxaKHIgDzDIfSV1VeTiuGPNRbQNfyBwwRoX2gWfxnbNGUZYz/NrF/G1rHYratRdJT+wGPg6IOI/TdXyDtEOFn63QjF3GV9AHzgGJ4wpTr0Q4paqcfp+nJcxYUkbYNMMYyARpZ1IgmDU+RvcnjMrSQBLeTJXTdukGngqG4BjEfrUcuLbQAdc28NUhoMhRWS4bicuGNUCci2sNshobKx8bgfCsG4WxZHkSlRvWY0MLfESE/uFxrn2pgM+5nvth6+qhtDSUg3wGORaxK6qS5DS4w1S/ZA+ievtyZbH3hFH0RrTQ6cW8NQQYlyPYkJ2XPOMmqOUwyyFAuO2yT4rwCSyOT1VQlG4v+l6EzGLyTuVYtORIwv1huvn9Dr+46+EAfQ64/Q9tYEi8ISwyrdbJ2n+ZL/GZnnobcPzBe4BxI4wRzV6nStNLbMswEq6Bb6f2kjm5aUQp3jCSnd6eelpa0qiMqXmo5cBZ3EU+JraUanRgJ+vqg1G9Us5czMAZ1Um6o3CtQu5p+dGP5BAXsMGBcXWcmno+kYBs25ITMijHMSDiUCBA6rVRFPeKXoE9RRUpXccXI2SvkjorJbC11Ilr6vk9Ch1CLOWcTS/D4uTlFbh1WINjrpL6tmkkbFhm8D9QIe8046blhEmFDrimjv8aa8f5H+VhjvXDFryw1Siv55nxp1QFnZiu40tAAQc1gGdSSRpX8ymPoX5uExFp5rq2LEF7UwYvZhWlCLM3+Bh7Sx1dnv8wD49EdXan06xxSPVIciQgYjULeR/yIFSjUZufSC3+rNjzCTWCpc6fRSgz4y5r8IuWuMGnLOattHWZgEj/2V2bgf+AMaG6guLdECV9hWrr+CBWOJ2ABeu7bnCfAy7pkRc5SKnToOi78I3r6euzLlgBrRfBmK/D8zYH27+CqDyUeZQfavlB6g0WOeGp8K1rE+kNVpA6lUhjjoB5VpRjZqk0lHIfNy3gDVYnMFF6TQuIFVaBUdOocM055RQhgJvcenoRXyD1vrj6DYDrlwPnTk7SyvgJYY1TCDscLSSA5VA4MjWSBDzkLN3AkxAIuEc2PZUkl4EKtYGltusQyky4prqcznZ0k+TSt2Pdv4cyiel6llYsF+lFPb1xsg5mPFxdQQfVNvC/IxEBa3EAFIYrINhEEO5dzji+SQ24gR8DB5sPBr4bgqOiVPbMVJKOjIO5AHzPt3jSUw45HfRKh2IPcfEGAK9VlePrkuqtrec/isMMj13qM3aV/mW3TnEFKPkHhZ+lRuZ6rtN1fIIwekWRtqOq9PCD1Ih8pinhit6gDNfFUu4y2iqpZVcl6brm3vXr5vEIP4ELWOHMCNgWznMJMy5fUYHpbXkPXXmjH47nIPWdjcBlbauT9FBv+M61Zw59Drg9qybneOotQP0Cvp8n69Xe4frOa7ICZfD05/CN/JgKCGQMPPUIQPLjJOQRL4b9xI/2grUTJ/w4FF+DjI0UeXp0WiG6WVK2hd/xeUSYVpbAza0Bq+I3IBEtGFcRwyn6REaEeQycmyonYcgqajULeXdS+DsoEAVwRnjHKBwxaQTlbaTcsdpxImcJOxg4tTpJoiDkrLaer5RrZsdiXJyqIJfCrlnEKVLIboRI4+CqEfTPaxv4WMsQCT15e9ZlgG1Zob7M4qOI0IItDmWDV1QCQasQobFfAqPWZnAeBRsQURM6l6UeHfYHA5i7HNinCAhL6GidcAR52JEzOAMEx+LkxmBI66JE7GLLeR0qVX/8lCXTE7zgH64oxxZD6rC7UsjRLxL2S5XT4+l6ls6AP8TW88fRMyisqzPj7OpQccmtUQOniHNrJBSRJoMDJ1Xm929PW8J7GovbYypJcvrbxscRhcdG87iIWQ1tcNGpRPFxgJZl4AZvAC4ZPzjQVi7FhHREEU5XQXkhPp7U1tdCYe+o9ayU8XrbMX0OuD1PROvvQVROfLNbe07vO6ekFRB93idhbCSRJicJM5YgbRtB/CAY8iNkwJSGMaL52pP6y8L69RgUX42MzXIVl3SnXXSQI9D3MB4WPwEFAgYxE2rPPwpPczHZueamlF7C30BAEZj/7jOeI40JVSNJxBKamIjGr81gWoEDl5Tn+dVJcmClyIoSdsTYnpwTqeO40EEWtSyf1TbwPcw4VP7uUs6EnR3KuZ4FyOWEByJkcp4zJzyeKqf9aur4OaKgtQkKP2WDlTGd3lk+o9pT+G80/grgq0UcsGQFXLpWGyStxj8jWkom7EsW345SzQzcXp2k49L1LJsRR4/JFtXVoyidbuDnwdgjXBsXOV+ziDdLaLzEHACZmHBjdTm5+ndhPT2K9qO1Tdez6AK7GnFo75KH7xTW5h1bFnAROMd2JtzcA32cF9caLnhu+yl270YecY4QnsBiQjGFpebes2sW8XaexgRYnAAKMhqRiWITMf6QKMO0Mzekj5sbY3349z4H3J6n5Ol/QeS1jHEcs33WBSvgeXsBPAW+yfaKhlcZAK1/B+Kt4dtD4Hk7Ot5pxo4hSYZEEEUJA7pgloVDihN+HMxXwdo8p9IN1272Ek6w3sNpYAjCPC4JJ1GeZcY95GFqanjLQJr4BSQCI8KlzGF7UO7DP4LwK3F4xSZU28CnMjvBhaieKSH63crg1DhPcEhaIeCgQGwgsCtTSXKc4Te9yInVG+OemBQfW8ZREytohqNqVI6qMlLueSSVpAOvbeBdLEvmJDDDONAovFkGR8zhpBCl15ct9s+KQhDuNR7O0pmswtc8XY4tzGKsBkORgLUSKO/f6OrEYiuRwFhkHODKRWmGMdLTWBpew2iN4b4PcfICMoQgoslCOAScqAQRlq39DJv1G+wEIlzamoDVvo9tykZjkd+AZwjYJTz2PaWwq7RuhXX0eFrYcU3LcdIzvaAe1zHlEWy8oH0cEl93oYL0jesFjvfmNoBxWpyJLP5sr1vGm2R81Eb83LHPPlIKVRNGkjynkixUtBJ0d1PyHcYnpDCNPfwh6vUuadBefFCfA27rw0kkvg5rRZ92M4fQ7bOuWQGtjwLhGPgmq32adyHPmwK2h8FYISv4CGXYDkZLfUgin7tgjNT2ilIids2Ew1HLsBWsfgyWr4S1JfHfdukPd2fXAAAgAElEQVR8YoM7ebgGJ/gubUIRw1TuCMZsS5g6thwzhQyitXkJh3I/H+cwI5WtJQbR5QrhFx5WjvTPKNDrjVsoFiCZjPgcJJV9fBwsJtKJ2oMISHwjez7hd8tH4gypH4bSfoLIjniPV0lkWTWKZscJLkIHJjXL38QjZyK8tewN7DhsG/wpy+bF+JsGfm0IESp3jdYYZQ3e5JBCUmuMNcY5creZYYPtSCNCFq9kgz1j//+BAU7SQNSP/CobnBD7/PMyoHIdYVbUxyu1a0/hMmPwNqL+Z+DyVJJ+la5naQEKWMMYa4SEpKqCXgvr59J3HKhOAQ8NKMehwnIVAtSkRJAV4pBNT8biJ3GCjVA0Q9qwovS/DPWUzeAEYRErfI6y/r7BORS8T7kolbDCbbLWIV09loTlrkWT93JZA46joL7b5L0UHWMGpo4px92lvJetXa83fd7ngNv6NLS+B0RvwPfjaZy2jtJ3fGsrkFATwOor8P08Obp8J6zOB9Pp0OZANGZBWUl46nTApeReCOvEwh7UfRY44cdh+XJYK1J8vc6m1PF3PEJ1ESpK+fWW1pLpKMPNpUQaTqi9Edc6NbC4MT4ihQlV5SRONM9E43XDQbiMGa6XNWuMS599ApNFdED+TUBgqzzcSsBRsaMe1BrHStTn2LLY1WQDtizGYlIYJwQVeelWchHmN8oYCxrhHJvrKRZQjyY8nY2MCY2NwGZl7CgdIxatY1noNkMRBaVwhLX4VfQ5Mw4iwj/D+a0kjSNiusRPCStYJKFIwC0W+C8Bl4bznQlyf49EBnyr8RXFOBU2myqerzW28X0I/3Z0HZm8E2EI6+YCVIvAa6+t+xzfOndzWhFmA0Qz2N1LaNcvL8f4SI/XIebLcIWkiWPHWGJMrkriUkGZFz6/EOQnMp0BQUrObm0kXHBOqE7V0osvmRmr8AsmnN4kMyMU3pKZAaa21uLU0jV6+2d9DrhtT2gUPP1aSLwRpZzaNkLf0aWtgKcE6drQKtuUUqdC0cWAOR4+4o5WUtUngFh+VDJgmgpjhAe3e+rEZdg6jIQvg7XNokVLW4yuOyokuagiOIRpXp3YRbKEP8DD9NSGOSH35maTXsz7I2g5yfWJBinVR8mgKt5/Go2RXsiHQDswUa5nmPG8NThW2J8CJ8WUbnDjCmo5/Ce8qoCDRIJPaqKeckQdgTMgfGIVxn32GhYO3QbPEIksprP/YhV2oYE4NUZcsVgbbGM83BGhlgm4iiWVDEi9VJz0DAWItGCkC32lsFAxZykbBYkcIZxXMnBmrF1K0NLiwI4J5/A/4X18PZgqjmbGD0D4Sfj5HSaBs3XGbRJcVEmMExsJDycc8DCbVr83laRDC1muAHyQAcYJkUkxgg0iXFJVniPYEE5wa51ur0uHh+v3MRSOK0REy2ehCMe1sTWNnsfz0JhQPTLH1d3cezJlCW+jxdkHgL58bAK57MkfdQLTzxqW6wPvum9Az47c54Dbsv6eugxQg1uMytoyXt+xza+A1pIyE47tZtG12ZO1Fu5aIX6YVPR4zzvI8U4ztgOx8DhLmq3rmcsCJyyR8CWwNqtA0xsfu4uUNH7BFqcT5aNNBYUuKUvDqJlYQQFxRDMmKNhhDa7WLCCeXCqTBCyHG7TBpYWasNMbuNIH/gyGUyYKbQkszkqNogC5HLQgCShIWpoie9+3OFBab6Yt4W2sxdMRMAnAO8bHOE0YBA8vRb2ubHGLV4FfmAaXMflKONB0JjxC7NLd4i6XssZ3yWJ2+PlKJhwffU7AY5bxPhFcfZWBCyjnnFeyxZWkAmfNgDB9Seo3upZE8o6iUuq6IOzMFq+CQv1ihT3I4DxQVu/4+aokfSOu1gRgAW2Anc06lCk/x3IlfbG6DOPEcQnBBjEeZg4lG8NoPw54C2vGwqAVVx/6e6I/zjhzCOV9P8K+bkl//7Tg0c8XCtPUSPpza+91zSI+gJQjMBH+8XwjfEoW09esxc1fJjasPgfc2luT+1yINz6CbwQd+UHpp/Ud2a4V8PTjAF1csr5yAjuB9f0BcKuZftwy7BDWieUH8XYYI+nhd9s1v1JPKsM2YSQ8GdbeUOppPXWc9Fuin3M2VaD8SDac03PEmPrME5gVpYmLzVVYmDJrXZr2zIIe4MUKuGzpm7h+8n7kx89N17M4nskFfaO/LSOcHUnR1dbzmYLGjbVXLdAa3xk/gt5KL+L9QXggcmZSOxxQjm+vrMcRihB3EP9DhHoO0sziCY1v8HVPQerSrnUIAT2mtA1F0bxErrLJkxrrZ5aRViG5Bxi/jbFwrSTgTwyXVhUnK9F01DIlUbU4vCiyvo+EdjWHSn7aEi5UjGzfM1nsCY1xzIEuMUnJ2eDb/QbiNX+d23BkWa5YY1z1CHqzpp73JsasqL3KOXrg51VJkk4BhLV12RBmebgdeEzayWK6y3KspKeHKFSTcm1YWeCc6PwyUJMhXN1SH7grNQzG0daimnK1+uxjZ8YcUNv703vq+9HZ1+1zwKWuqFKnQ9GB8E1WYaTUU/uOa8cKeOpd+FYi27Y4yM2h1SMg0RD25ce/OauI1Ylnh3Vix53bJRY4YYmEL4J1qk9dYmFLzeFgzCbGjGVr8PDkzZqCoEq9eM0SPpCMq9HmsRiF50v/7PQNNP4gMnnNjRlSHUr62Cn7RCYAKFhUVVWQIJ2zVtPAu4JxBwECcozsPd/iiF+GFIq1dXwkE6Qv2NU8BTVsgCMnltNjtYv5p2zdZ5HdlSrH0el65ySd5i4Iy9lgF1Ku59bNS9LkljGLAFezZ+B9RbiNGcK+Jv8gkfgOIGwb/n8NKKCjZMbdRA6xLLYSjEdBCAh6xPFzNr38hIDVOGwrcpzb7JzxyHDMI0PGrgiI9H+ho5c+4AjkdOUGPi5b7UEYrSJw2jplcYjwSNcs4uNJ4ebY8Uukdh3VUafW8V4K+FuBJvObFjhiYjnlfdccsEt6qhnxVkDZBMyAh+pitKLRok/5jEd6ax3i+gwOdZljz4RFrYk0plYNbyrUEX8fWvq7A5cZfB8KRwDYygK3TUzSeqXX3eeAS33anvoPoE6G72fVVUo9te+4dqyAp1fBN9J4L9qrbbFKeOphMD0JY4L6b/O2AZT6MZQDn6wJ68RBn3Fnm6C0rf43LP8a1qXAO9XCiLOw/epzAu6XGqZv8WAp2qzFJlWziLcn5RCqIueX15PpSCQYf7AG07M12yKDpBv4EAQ9opG0YOBzCPf5FlVnV1A2q3Tlx7xh/wGO6vHE2FBrQDg/VU6ux7p2Me/BBveBss5rHTROllRobQOLsHucn3u6AIPK2LUmRVzE8vf/AeGFSMdWEU6wFtNAobISO2GKiKNaNhkCgHJRIxFuZ3aIcjFxkJEzXAnC2+Bsn7RsMAJZQcLtlDtnHQGXcQTGCrJqsj4Rcv4zKOwJ69LiwZwZczZIYtyqBvw1Dkpj4CQhKkk3cBU4pMgM5jXPKHxn0kj6DzNTbT0uBLkNRUT36VLkKMd51ZRDKzvNYeXaiuI0ojLeq0yYUF1OzZIPTV/MW2UMJlBQ045AYdFjlN7zWzKM6fHn3ZYvQvhuHAbCEbA4MMp2hGOsSSWpsN+9LcN3+7F9DriUJdf6EPfi+iZqiC/lrL5j2r8CG8LT/4Vv4oopbRlNzpc620r4RmpW8sVv2bT+LshRLm4N4unwrUitdS7Qrgzbw+pHYflXsG78TjP5gU0vxl+IcXyxQSUNaRn/lOhFe7g3LvlX6iScWpLCL5w4RgErkSNEAe62GlNFPKDYmNPe435mCCYgUMNxKOTQsawjQi0ncFUcdV3bwCcznFD70Nix//AZJ/9yFNULgEhE5eNC7pEIfV67jhSxGZM1MNMSZpMIfohJq0xQe3XoXwI+dFFwTs1JWpxGRWlpBu4N67ly8L+jmrWcx7mIXVK54qxdDzLBSSW6nl1RWIq4sWXeirBxNoXMgjZ2EXrA9mTxK9LYKCbZt8y32MVTruUnC0YD4ZepcppSW8+XMlzKP7J3je/YrT4Oe6pvc9raOasH49RUBc2K/klwAJrcpkOeb9Y3MKMewOTqpGQRmiKi5XwB4LHFRAK+V+TZz7fAdMl6EEsZCH9NjW4V1CcbNbcpk2harcMRxDgScDgBr+g7S6hJlQcKUeuL9TngUp6Up+XLJmIATUjkSzm975g2roCLFtXt8G0emraNo4iq0k0QdKdvJJXttFFbtURiR1hbDcL3XNoxqBN3nthGAjuCtdAQng9jJFXYqea0bn0cDuVAPI5VqYgJEvxfEhn3L8OstlBSyliO6D8B4RIWJGuQks23Z4QnenkSs6JWl/jHrnUoqPU6asbIhLUKFhdVj6Ls5mRaHW9uCIJed6hhMaG/tMCPJRJribAj3cA3FVxjPAgJJzCRHQzHh5F5oJUrRA/WOUKnuiSOkqIUPGEOOIuoFpRytL7S6xoglgFBQYuDj5yEEHK4jSQBb3BYUxZQGyNMWxOWujS2RORBSvtjMK6ISSPKvH7CBpuLXm5u6riqshy/mr8Y08NNUbhAeFH7+J6A3WqX8JHWx40UZQqCI57UGieMH0Hz5H9uYk6sXoyzXNsTZYUZ5CPRHJ5m1+KK6rHUZDMqGyq7IY6Cde1sOzV5CwgvsEHNwHmYsW4MhlmNT8K1+VMqSfHsRvzUofDUOUNHbfTLwy9P/23H7x4hMoqiylXUVzHhJSWbJg+zJgzPqTw1fSV757/0OeDWnksisTOsvSck3sgDjbR2at/n7VyBALVcDd80ZcNp65CedzVgfwjfSh3zozacPgqeOgMgqWM9G9aJW5ThK3nsBL4O1hK5nQdjcny+JQ9Q2oFOVpDxwxBRG5FVFJ4skauIDcw0jJkSWZY2enBUTT0fTNLLGwrZx88VPmPpJ25chT9KT2rhuOkG3jl0fvHITFK1L1lG1aRkUB8MI+fLQJhUMMbly9/ExYO/hmFa+KMpS9konvN33Igq1Q93cS4qk3YgSSGL1u4h4VjC2CUKS47cImy9krT0AeHnApKK1m556JgHCE80MfzC1i3JNMT+TegoRUVJBm4IU9uS/jUEvJZ1WgSJQiVFn3DHSgQufcZhKhwkPhJvRPVpNxzj9/0I1Y2Mv+b1XxNmlTF+stqCPQWph+ai5eC6F1clyYHAss+PXLo5zjjmiDwMYUJhXVjOERCX5+EUabcCMLrJ+8L4BxGmxmUrw2cdcV+/nkpSE8KNHQ875tTR22x30db7HlSx8U67ZdPkBePLMxR6zllWYVax+bXl/e3pY/sccGtPQNphiF/5Igmvt3bLPf651tJX+S0YEyi9dNQ8dS6YzoA230Fjm9mxBkKpn0IJKpY+l8gOxkiduGMsaAnsDNYPgXEOjIl6SDt6p82eL206JpONjJ0ofTP2JAMzPY0ZUYRUyqRql/IO7LtI6Jhsijc8UUBSFriZFaZPHNGUUalmER9LytFTOrWiyAi43WRwdsTCdG09H2yAW0JloeAwwmz4ONYnNHjKOdIccxrh/sZ1OK2szKGdowh6FSucQIzrwdk0sdRpR0fRKQPPC8NUOA95zuJ4o5YqcdiR05GaewCgioyxLlaXzDngoAwSoYiFZSuo6xIyoXONIsinnSPObSbeZ+AKCoQXot/rBz3C/2bE0eXS2/LhDcvKcdbIJdgyY11EHSGkXVStNI6pGkmutSrsH5Z6emFL0LtKY8KEEU0VhlzKn51Dl+g13rokQ8q93sr9MK16KDXR9nXlC8Iid8+MJakKcusmID2T8Y9atbjhtCEVo5s683CNwE43eQYSuLeUnvRS3tnecEyfA275KYyGp1+Fb2R36Lhd+6wbVsBTUsvqD9+2hGRu20S0Ptm1uMAcBx/tU7AKRDikTvy1sE4sbSntrxMnsAtYi6jE2TAmq3Pbthtr+9FOWJ1wGDMODx1N0WhD2nhAmGkNZpQq2OB+aOGUfyRzEKc0lIlKBmkmK0wtJGy4hnmgqscvlaxv/o/7SsuY+hlhisgXphtYfqT/FItQxS0thcX4qiRuSzdgGgWRWWSvkIcT2XctRhEAa7FlXKgI2bYwEWcgZIk15FzJlkTqTQIELAQUOVWlAhCQpMfFoQaRbMwY8CmXlpY6ceDAGJ/EEMmi+iXRsKB6xdawRVWo7hRd/1X28BMK7ifSPpY1uDRVTheGEosS+WbnS4TbbBnOqh5KS2s+5eHU30X74yP+a3clwlICrhgwEtOEvjI+93QD7yuMZQXrEx2ygAU53g+/k/GbexsdCKzBkeC4tXFEKIRDiWMEILGT/XVr4Tc2Ptt/yJBbPOCBs0pg1mr7N6Hnz+hzwC09A09dAagB8H0BPvRZd62A1r8F82ud3rIjQCu4Fg0h7MgSPLT5thKJnWCtpF0PBEhanqRO3L7e8AR2A+v7Qiccb59p87Tac8KUZbyJNvg+WxxFgAhfNHEe7geT8TIYM8liRqqSpP7Zol2ziAdqwk+IXD9tsVq0RHpTq5K4R7Rto8GmzuexOoGrC/RnxUF8ysDZ1eXkBFBq6/kcJlwSdyJEuHEdcHaZdSnxi2ITfN8STlGMv0RsWQx8SownQTghPE6c6UexVGy2dhuyp7macJj5KLpG4efiRIttaOL/LhuRqEYsqXkHMmPgJQooI93vMhN+TxaHx5DeH0Dhf4nx54iXOjyvyvbHX9Va3EhwQKXIJGNzTqqCfiujpRfjNKmxF9A+MgG/BeMSYRWLTrzoDS4bWoEfufJCPo2lO8TNlTB1eR1mTN6OWu0acKh1i4cLeokL3yHZ6DwOwt8u3HGjsz9vmP+/yAid7BfX+hxw8892UIjElVSUkx7rs25aAU//I1SbasIh3OEZCAjK6gegeEonaPeOhqfOBJzizDNhndjVLdtkCeweOuGJMKZVRqE2jd2Gg110yS4leayo4YSAmaYjMN6USNYCMyZWkNRIW7Sp9fw9IlRHYgMFB38gEZSncUscmT2lnscpoDaeYg3Pe9r4qJpUSS+FdUVBu0csU3LI++zhCPJdC4209QS/cYT5EHIRQABeEbpeUqXiGCPyjWXMGEgUKCMxozH6e0gn2Rm/lznnmx9BS1QsEeKI8D7nOsfLEBCS2ALLOE8B6RhQag0Tfm4Z8zQgKOd4Cv91BRw5IUnvhcIUkm7OAtnCMZ/QCUwYv2HuGV4xj0cMKHPgOEk1N00Jk0vnC9q41b752nr+lgDNGDiSCsoLsXfgMwYeld5kTuCRLAre07NB5sw+B9zat+uL+rlSZ0LR/vBNlA76ot5p77svT70EsqcgkxUs7+w5CmHHwyDcBt8KZWJHbRCUOhFKfrRohUPZGjMzTLmWNnYCe4D1vWBUwxiJ1HrUrpvHI9Yl8F0iHEfSD9pUTzia33tSM1YKM5rTAo4OdKAwIa+wOLowdetSoIzfW4Xp1SNpfnSOtCJZxiV5dd/Aof4uw7gosQpraSBqGMjiBUQCkBQugMIn8PF/sbkvs4xpmnBOdnMhwhPsWqKi+my8VtvVz0AAcDq8SO66klIX5xw6QFdDZ1xPcNFohLYWqsgjmLA/ArKQ7OaAGGnbiAvUQJSz7xDf+YpiIusnRBojSNLYzlxZInC6AlALgGM5E3avWw1hekugp4seY2/DbbBfOC8hJsmXvswf8ykpRWQY/y7KpNXngLv63evl43veO0LfBt9/ppfP9Is3Pa0XwhhJxRXVlO2kG5bo9Z9geiok7OgchLvwUgd14s3DOrGkvEvDD3hC5qDvcZGaMRLRtGpCjq80zofFZ0SYYyzmJCrw8niiThOdSC/jYZzBgeKMwfh2kR/oYJ6BXusMtpix/AY8N3kySXTZxK6v51GNQZ1W2n3yQUxB68sMn1AzaSS59GN4/XNDeswoFSwfLQfjSv0ZrvUHQwhVplKYzg0vej9b/D5khnLXIWAtk+sdjis3NRTUqyUl3hnRbkvPL36NvLR1KOcY9D4z1glZSTy1TMA8MP5XaCvDskF0nTomnJwBHi8DfokgfZwlpmDgcwVcPcBHzamVJPSUcNExIHra+UpWwYgLGbiurD9uKuSGji4oCPXMYHxHKQiL16ER53bhja9b+fk63a9fnZcocxE9ESZVlVOuHazwhDY4YKG7HDIAX9cKu7MIb1gMZo3LSxGGaPUL1sUHdPVL1sXT76LhtRZ1kgtC3ucuukjfsM2sQAKe/hy+kR+Ooj/gnbhyQtgh/LjCuiWEHYLk7BxLJHYJ+4mlTvwX+L4wHH3Y6uCe1GH1LDAmlFKnTtezoENzernBj3YjFF4V5iRizPEN5kyqpE7RRhb6v4TFAUSOBUpau3KEGrGbk55eYtyjFP7e/2M8fequ+cAeOTSsE5+oFM6KcRrHl+hJ184SyhleXcebe+TS0tLXHbcPrICVgLdIOaGDuPTefKF7JML5eSlaxmugPO3ZLGJZ+Ja56x1wfP5xB5wP+CK8As5LHb8nmQImnF2weXmcFX6sDPZjcnzTjggka4Q/M+E8yS5I3++qxTgyrO82QcQz8LKs+5iRuPNoalrflefmEaRF8EeuXz5/05O95Of1i/jtx/6ZqfvgP79d/NY7V5z055knEjm0u9SQr6tOUrxFKv+JtuCABTnNFrsrYHcGdnfPkYOyQWTS416dpOJa4q1+CbvvgD4HXGytRQhA2hSMcaolfdatK7AxtHoaxka1r66+uBB2CE+wEHaISEOb+mBLmJxE2pKaljrxU2GduOWsiieMRXompOXDGEeg35zV1PHE8Eetub7J4FSCpMbnAJhDFnMaFeaIZF0J82/2EKcjm8B+bF3NWJjEovpl/jmMJUyOUvGOFavweDF+aqGqDJG2ksLMM+FlJmBaI+FWSVc6LWOFWm6KoJV2orPBOA6Bg8r9IJNjCRM8R4SEjurC+Y6qIwvS0XMDxagoJS2jxVueZFfwFghvFmgjC7r6Iig8woEUZP5mTMhDLKpSFfScIKBVP5zMhLOiFqyCKd9vCVOFU7vwVqYt4SG+xfeInS6zbLwK25CiUz56/eF/fP7k76dt/OHsZ541a9cKy5gjsgl5qiN1s5mpJMUBY/mXDB3w9AU83w+iWhfdUkCEUpgiL5yu9GefVp2kLuux7+ijjs7vc8CFKxlELjNhjAA7nCh4n3XjCnjeNwCugW/yf0i6egqe9xvAHg7fCm9voEPbuTYYSp0EJc6YhSBf6sR3N/uOedgb0DPAOLM1Brba+fw1W4ZdYLE3KVGFcpFdIWdz07shfOzUaBgvKMLsjMVL7eWLvoi5bGg99mXCUSoguSje0xmkje8nxh0Z4NHC6zlgFVDtUNkhGCrnRbGUCL9bR5i++g3UD90WZ1BAvxhPY0sp4ToErFWS4szNg/AOMzYoAATlWoI693l3dLTCSPhNthhEFBNGYNcqlWLGoaRyNfDwwtIe9KvqJN1SU8+y6TiLCCeB8xSN5NBVBPyfrzBdOKPjkxaHzWX4viIc7Wg3qfg7xcC7RJj19B9/+9aMX48/HtZuAqgJ8H3hzs5aCAaLwFvPpZIkqPusXV/Pg9YSdtOM3d95+t+TNttlT0oM2KD4pi5+IkOYyF6Dwlw2eLpM48UzC4QlOvowuur8PgdcuLJa3wbiufBtnMy9q9a/b9ym6y9prWPhm+5PH3nqHDCd2U7CjtKfpdaHOjASYzMQT4NvZacuZA/55gkFn74LjDPako0RSUFOYEdFjh5wbybsRAHSt+UoOdhwvgHgBSG4kEh52Vt4q1A2sLUbPeoO1nvth71dn3HAxNVcNuNzBh4i4A6t8XAcBS2IbGKcyYxTm0TWhEZYzFBS8/XxidH4NQinF0SPUte92Yki5LN0feZS9HFqRoIfCTK0dm/d8jnBgnPPSnR+nc5xvgOU90IUqSSzkuPKBtYQkF77Oa4uG+xSsxMV4dDClLorEQDXGR83TaqkrIiH44NW+AEBx4QUkPGae+72GW8wYZYA8CYm6WN46gKATgD4avhW2vKaENXIRoAiWlfpf1Y43KWSKazdCg976++oZcJ/SNLkklEyeMVm8Fr12JyYRLc8o066SJ8Dzl/ISnj6FfhGfqya/iB20qL3DdPCCiTUeFjaAsZI/2j3m9Y/F1IDwBwLX1LGXWiJxK5hP/EBAP0p7CfOp8v0pJ1G3+G4fgMGrnbZFQu5vL/CTqQEbe0oG8U5V5Yw2CoQXnROmTHb+HihJdWjYuOJBB4BPwwl+3Ip4NjBjsKR8Ags7ly7Fg9EouwSFa0DTqIAoRu1C+XOJDwufMMG+DChXVpaQGJxE/7ljyhQJIo7kzhLVQnL0GOHFJKAyAZCemUlyxERhQSTI9wjYhQi/qCCDZ6kawtNaso1Ook7IqCe9F6rhANhCU2nRKXFxQ6AucJhbQ3urh5N0opGSKjTwfRrMO6CMZc0V8IRTm+f8C0C/tjGlRS+6pcBzGaL2WUb4OXmAGFtHLdXHN7ngOOPwVNXAqoMvr9eKWr0ijepsybhKQFpLIZvHVijR8zzDgazoJelL7fFGmwnzW9MWCcWMv4nwjqxSNwF5mE/sAOLnRa2N3XKZact581NI3Zixl5ETj5P+kSbq+1lr+miJ8JsZrwIi+fXrcNLkcNsbWKi9+ui4oDtqVmxCAYeI4s7feC+iJ+6poF/IBEdAfsUuc670k+sA2EDkfmL6wnL4dLVIEpD7VXYau3WuuPzBgaWhdmM+PVeJ8ZkBjYnwllxko7YQQ9ai6kTR9Gj8m8uGmX8UNDVHNBeNucLnoPCLGVxt/QU595Jb1/AXgvQUvhO9vO16DNRL0qsxe5W3inZ7AVZiEK0e9P1IkfXORcWL95W9bMj+g0ZXPX0TdOl7/gLa30OOPdoB8PTH8A3smtsC2n/F/bl6JEb01p6YB/q8V7YMpFNyxJ2OA3abrAhrk5MJKo9dSHvtNSJLTx8G6yFvesUGJOVkOvMOQn70bAKbMfs6sh7k6SwCVtnRQJauBgD/yHGC8KjDIU53ki83lorVKidW2IAACAASURBVG0d78AKhyGQmWteLILxhFBiao17hJ/62gbexQrblbS+FKBfhWeYgT8pDW0tToy3JYXEGmtbYWPqzCXtvLHI1c6lVzleRmggxl8sQVPQvxv1MkfXXQVh/9K4NjWS3hY+cN8ETrcYu1V4krRHCUPYLJPB3UWyHZtAa9Fqllp9qsb3H6J67MyMXZXGnhzoIOdpPrewCG+zEzrBU4rx8oBP8XYWLd+GNqTOW+TuH6nPAUdrrtR4KPpWj9Qeu/+5994revoxgC6B7zdBYvbApL8SI+wQsoPuMkJQJ5Z+4rFhP/Ef4DnaSukPPhnG3NMdkxH0q7HYmYDd2GIvUfDJAwI1Mwnpt7WMV0jk4gjP+sCLLZE4CNG/KDcJaxKQFbMvNvrTzJA2rbszGmv7sWthOqVARk/OW8eMpxVhIOeEFaLxhH5RWmHWl9+/OGGH3IMAzZ53vNOSDYjVi8MbrAPheu3jxozGRorcJkcyDtsXfVyEjKS1pf+agX+kyqlY//0Q1b/s7NFf2+70rfY96OMDJpz7Wr9BQ7YnkaMsBMsVfydEVELqtpI6d8pLZHFY1SgqznbX54C74+vdi66h9XsgOhG+LzuyPuupFfDUu/Ct9Hm+21NTKLiutBE9FCPs6F5kfCKxe1gn3g+g/wPxO7C4AqIda0yPpOekZkgaOyshPpDWngDs1Xpqlx2KeQ4TXlCM59cBc4u1QqUX8qbw8EOwY3ASNHxx8FiAdJ5FCv9i61qMBDdQrMYsGS0BKrU+x17y0jU7DcIyIV1BHA2dO1jSwGkmfAiDg0k5veE8mcHoUEdIAjzKwJ1rG3Hf+RuRMGvlmdNa9rHbujWrvln//js/L99si2H9BxcG2UVn2kDAS5ZcH/rzWI1XUpsGTr22nm/mUPeYCKdVldNNRUfoc8C9/U3sxPlpfRgI58A3ebD4TrxC31ClroCnV8I3owBIe0hvsWHw9N/AWA1jRIqtJ+a2ETwlkogngfkzEJWfMP3PV+72o+NE43W+/Fm7FgtWa8y/OGQ56q7Fu4hZDarDNp7nUtfflHQkMbZrQjdZfELCs/6itEOJ+pLPeCXemuTQ0MChlp3MoegGNyeEIOAiyQqYEPUsIu75FqCf8wgbumuNOnodRw7CyDQz/39ygFofFGo/x7mx45cWQJcce2ejxoPnDs9pNLs+3wx2Vwq7MmFPMHYBsFFr8xbwnAVeEVQyWzzNGnMnjoQEM1mBjfgYNQ08mQLqTLHLU0kqrnjWRgcsBDGaMCbhYwxT8IeAZ+KaxK3dS098vr6kYLp2bTz9BBjTOoIy7doJfmlGF2aq/8I3vTFS6Qetrwdhu5CwQ9pcesKGIKF+vssPj0/9+Po/N9feswyM+U6AAE6EwDloKMw3jPnWYv6kCjTEVYg6+0ZqmAfopdjJGJe+FscpNcOcfF5zFwzSoa87MA7wDFu8tKICb08m8q/7jEc0rsWhKkDr7tucWAQR3hJaTAZGgbBtKTXszr7/bhhvDRjCw91A5KLc5pzlZwQ8wIw7ywgPn5GklXcwly1Ygh1hsDMT9nIbpmCMOAlIsVsQxq635NkQ41lr8JI3uvVaf4EDPoUYUdT7p1SSZEPb1EIHfEcjz61bjAojTtVgDALHWsmMjRgYQwqVIalIc6H5TqkkvdINz6Ndl+hzwInEbrD2DhgjqavuTS+265F9gU8qw7aw6g74dttee5eedyVgjwgJOz7poXluueuxJ91ywrRb2p+xkV5axgLnoIM/C4gwjw0WkMX8Ro35XiMWdGZ/5bSFXG60+7HfzaWuA6fcEmF/tLyfE+FFC4e6fs6WYa5ejhUY5Ag/joLFd5oTiyBgEQuyOxC5L97T2kMPsZ2XXQd2Ub5IABalAQ25x++1FndSBo9yf4xVBruQwp6WsTsFLUxZjugW5jFPWtCY8YImPGc9vJxVK2rn5IXxDIz7wtOl7nyaRKswGEOESisbCcaYunffPGDkppuv8/r1l3tsri2q1VkwYd/qcmqf/nero3f8gD4HrPXtIJ4D39Z0fDn7RujQCnjegQBPgm+E6q73mqd+CSahiZTeUmlv6S4bDk+dD9CPAb7mineWv9N/8GDh5B29YsGnu1hrNx2SHA2vrBOzrIwl2UhaHDUF0TQx5vuM+QmLBeNHYXFzKcfWFsaxNFnsKv3JFHD7SitUq85BBAmY8JJwXVuLN6FREcodipxicapCSeISrc+/ec2KRDBjsbBRgfEkAytJYUfIJoexMwjlrT2HxtWr7Mdz5yjlJe5LfuWrfx2yYcWzVWOoXRtMIWLZdT9UaB9jEgnnVCthHTf1RiBsFfahtzaltn0ubFjkNpTyZ6H7O+PhVJIebNtA3Xv0+vwydsZKbQRPz4VvJDUmwth91pMroLVIyn0LxmSl5XpyOi1eW+uTYoQdXa2YJYQHvwDThWDMgDGTixIeJBI76oQeP3h4+TGDK0YPHDpqTGbDyrGNIzfbfPX23z38xQ3HjPXAqISC6P4O78S1FeWlXCTNEBrEec5JK8xXFgtWrMGCYhzQhXMQoYC1i7GDAXYhxjcQ9JJuVVJ6lPE2FN5c8vGHW61etmSH8q9siRJBQ524FN03FAP1CvgvS/YiEJCQVq6iRCcFsxL09GuCUH/t3hmrHrnuN99b8OZr66wxQh/Zos6vEKNkwnSwJVRqhdEsSH0Rf5BIVt4vSf03X6tv6wLJpkP6nxcKI1joXD8lxqcGWKjk3hkLl92AhubUt9p6we48/svtgD31G0Bp+P6k7lz0vms1swKeEkBGf/i2ODCjty2c530HbP8IkGj4do1wh+ftExIeLA8JD14tYRlGwVOnAXQaGP3CdKWExW8BPBO+nTltCS9pZFRqH5XQGC0RChM2oZyD7tQf0tBBCOVh5KgXWsZ8TfjUAvMVY8Fqi4XnF4mmBWDjGeyuPezKxqGuRcGnVYAQ4DiChdyhggERLWh3KrOENe+WQ8JeZun7rWM48YtS0urSAiTpe0Ggzx5k8MqplTQIWl8IEkUjvnTf839902FnXlwudVUFVFqLyrDeKusszlVqrfJOdCo+gxkfu9JHzrl+JO/CjT8+ZPKoLbc+97jpUx4+lQLpxC+ifZkd8BB4+n34Rr7M7Uq1fBFfiB69J1ElUvwaMva3PTqPtly8DNvB6Aeh+BpkrEgOdpZtDK2lLCLEBuLg20NDKT+yx4H4LDAlQU6iUFpYhEnqI+eMtZ2JdcVbvi5i9kYsxSifUUkmcNRssTEYGwkQRiJpls+akaNr50KI0wxq0sKBTFjAGTtvwXtvrn7zoVmD33j4vu0WvfPWboOGj9h4uwMPm7vf6ZPeHr7R2C2FfnG9JNho5yK1cNpiQtDqJdShvsVLIrigdOBYTcaMWfLh+zt8+OKzJw8aUT5gi3H7vdNv4ECps0pWpPNqF1HpgrFQniEx5pHCp87RBiAsp0LlKWx9VoEIhLu3NqKgO38Zu2fEL68DTqgJYBoH34i8Vp/1hhXwnBj9H7uLZKITb3kzaPUICH+Bby/u4LiD4amzwXQyiK8LsQkdjwA87yBXXxdSCsafQpSx1Ad/CLAgumdA2ZlohHD8tsnSH/IwPQSV4qiVQaUD1RDGurqfRE7kFIkqOk/wwMn1imzkfCIssNYJxy9QwGBBxbKFbDZGg7B5pzqVNq1KtxzskNBQWMwWi0hhHizWubWXDZJErMHat64oVOp0CY1sXY1VsABBSliEFRjzWWOBZixYCiycnKRmW/XSdfw0CN90l7T4dmoU/bvJ5fsccKlPZL08TpiG3oNSP0Ym8/x6eQdfxEl76kWQPQ0ZR/6/vpmkfR8E09MwpqpdiHqtfwLgSgD/hjHnhZFg565DIvF1WDsB5HRdHwYoAh8eAeYjQLwKUDNANBOZTKe1b9z0IifWjMZo1R+VxndOupIIY1ctWbz1yqWLd1JeYvSQ8grdb2CrVNQlr4cTeABWEzCouZalkgfrXQeuBmMNy4ajE/uaSUg+pE0tzD7I+8eMee7fLBboBBaMGYn6o4k61C2SrmfhNZdWMuEi+3GqnCKN4Nwqf1kcMDNTV/YD9q73NpyN1iKRJmhb6U/ss96yAlovhDHSmlKMCq+3zLKleQyFp2+TH0cYI9y8pRF2CNsVC7E9FEhN6KZNoWwYTgfoVAAfhrzTMyB62MxHBs7YkSnMDJ3xnE54AAPgeTuB7G4A7QHLuwmhiFNaAs8B0+xvnnLmO0dfVJugBCqNpL0lVSkgn7Dfk4FKRSjnfOH6TpjaF3cIawyDsFAr/QkLQE5Swgqful5xBA7XBxaeU06iENXlVtvANcxIuQsxzklVUFPhlS+LA66p5+nVSRKpry+PefqpGNH9l+e+e/edJhCwYEkLSod22D18m0LYMT0k7DhMEJwtzKcSWl8GQFqJfgVjbumBuQ+G1seCWEoyQ0FcC9/+3oGXEomdnCOGPRJMA5wjFofs+6WgviU22xpGSw17TxCL0xWyh/+AxeHieWjzAhrxdlvvWZDSny9EJUldUyLpgJghh8QNZBblT6vtTG29di88XpzmonDTKv8VEY95D9Vcsu+Hc57eO9PYODP51R0vO/jqa3vNpnaoxXhSuDx0wL9bLpznBXbV14Y/vuGmm0489Z9zpYbdLhu6DqYz+9jbNYlWTqJ0PTMYk1MV1NHaVVfMr/PHTCT2gLV/C4k3hNmlz3rHCmwMrZ6Gsc2xO/WOWZY6C8+7IiTskJ7mQpDfAHgqBRbVI/5DKL3Y821wWn/XZYYcoIluhu9LVP6pu+Wysu1gfSH0PwKgkSKGAKIZ8P0nXSVPHJ7Wu4F4D4BEUWw3MNdDkUS3z4PVC/B90XUVNaJusZoVPBxrMAYKY6QeTdr1o0ovqgCA5I84aYnAv7xYmG55Ej13ESZcU11OZ/fcDFq+cuCAAxufStL03jrRTptXQnRV+TlkbHdJzHXa1L/QAyUEHKRr4RthSPpimKcmhYQd4oQDwg7hHQdqHSLZd7Xi3id9KZFvUCf+ERj3Q6mpyGRyKegEdgFr6UU+AHDUkUKCMADA087ZQs2G70uU24Tgv7c9WCfBOAaVaMTRIPwmnN8HBCetKOlvx9D0Bash97bH0HXzYSxNVVDngdA6eaZxByxVlaNTI+iuTr5GbxpuLDz9Uh/xRm96JOFctD4ShOPhG5Gj++KY1j8FIGnmC0Ci2crlgKqC7zdFfva+uxYlqLMA+gWA1x3iNkgli9j9awC9AOY3QJwESBSsRFJQFJqE2lWE34WgY72wmnq+lKQMEFgTkYApC3ik1x+V91x49sSBw0eO+fZZZz/FAcpbuIn37a50NxEMMywFZRprmTmzds0AMFOi/4A1pNT6kNWTjMPAcK0lABSRiDyTe/LK+q3r4P34DFxTnSRRD+uVJg5Y0kJC/yYF8dWW8e2Jo+iLiQz2vKDY7/u9NiXRK9+S7phUQo2HpS1gjEjKfZGsHJ7+c1jnvQu+OSZM2fbWe9w0SCXTHgBLKnkngD8B08sg3gmgEbB8DayVXs5CkNlGSKgjwCSbqO1BeBAWd8KYhwF0vJWqC1csXc8yR6EWBRMOrS6n4lKPnn4OoF/D9/8lxzrJPuOyGMUlE7twzjK0yTRiRd0i3mDYhq8NGDT4XSvsUEHP7XzrY4ESTm9goYgwdPFUSh7+Fub+yxscSYpYZvmb2GDyfiQaxzn7soCwauu4gklSR1kKM+EUHVdVTt3JcVvyw+vAgYJQfQ++kYb9oK7VZ71nBRwrGZbCt1EasPfMrX0z8ZBQZ4LpXIBvA9QsMP8ZiqcgY3tLqWdDeN5ugN3doZID0g/5IQxQyblUcg4dq/X3wjrxjgD/Dr4jHykG8KlAQv0QTNLuJMj2f4GdM34IQLegbUt9bNIJUtsA6Sse6TwCMLqYTjEAyaC9EsplZuTYmgaeQtwURFTqtbvxuOWRQpajdbRYAA+fso8F0I7je+GKEagT1anumFO63vWeu/XWGmPHj6B5X0oHLDd9zSLezFPOCQsoQexTymBce8m4u+MBtvkaCZWCpT1hXATSZ71tBbT+C4CHYIz8d/02JyohGAP6NKzzRkjfTWOEHVJD7U7rh0RiR8BICnlPsEslCxDpRYBmg3kOjJG6bWmb00Ri57BOfLhLOwd1YpEQLGYjoPWhYe+x1PhF/lOc8f29gYN9ykLeRuuQgITwcaqcNi16F0LeY2mnsMUMV33AQ/sPwYfMnUvPWMJLwcy8UgX9o53XOB1svhY58Q2LhY7kJKAJnUca8zOEhZmVWHjeJrSshDm2eEi6nqXHXLirwQp7VI+k/Da3L0sEjAR2RwZzpizhbbRxTjji+nzH9Me4SUNI+FvXd1PQ+n0odWwemGR9v6sv0vw9/W+ALltPaqPNrfwW8HQtmL8GUFXoYAqPlf7bBwD1FHxfeiG7pmbXD1vCj1qAXGS7LcDvgwWVnG0BEtarjl6/MuwnPiWsE0+FMQ+08GoOg9bfD53x3gCeA7uasaR8l/bEK52u4xMci5mrwuHO6iQFJBGFFuiGXx0915pFnCKFnlZRqxOUPQHLWdiopMcXGBq2ZklANRoKozqZEUwyGCK4IRKWeWxYLhtisXD5KCyYTCSSiUWttp7vZ+B77kPG4akKmpV34JfGAWv1IYyVFNGyqQt5P63xQBbxx5jjM/b/5ShqUiTviS9Ku6+p9REgpOAb+cL3WW9cAU+9A98e2s3yfp21EhvCU+cCIi7OU8O0bEsAJCmH/CUk7BDlp45+vyrCFqBcKpmxHEr4gHk2oObA9yU67co67CAodQIUJri2HotpsFYoL1u6tyEIWp8kTb2/i8YJdyJj7imq9tRZT6tgnHQd3wiCEJKAGGdXVdA1RS5VAU+/Dd+IU1t7EbMa2oD3CRBAWq8xEb2wjLcp5IJWCnOWZfD2AB/DEgNchlP4vCuViNkTNmJ2QDLhgRbays5EC1tRa4r4vMUpK+UUspyKETF+AYJ836V6fnpqJOXzv39pHLDnyY59BIwRGjyk6/gnIMcVGxhjZlUSP1qv2bI8/QwY18CY/F1Wr/na9E0kJOEQGbNeAxYp6akk1KlguhiMe2CM9NILGUIpVgatp4WEHT8EUGqmaQN43s5h3fZAML6OgI5Q6razwRSlkiUy6hnT+hAE5ArbAXwjfHtdCQ51ILQ+EApHgx0xyasgnoGMvbtLKDljK5Oul3q3yxJIQ/A+VUmS3uZ8S6hTANoXGXN8+Dspm/r2CGR07JkQfAnTASwHQZUoK7mGgJctMJcIzyrGixOS9F7hRC5ewBsM8ZxzrhSpQXHWChgrTtpF1EGJUrilpeWsM03qwf+R6NnVpwkf3THp1LPG7rTHVXse//PHjMXC9T4IbGa1BA6+ATw1B4TpyDhkI9INXA3G1OgcAq6rWl/ZshKJPWHtX2Cc5m/U89yZL0/fWB1fgWHw9EfwjaiyrB/meXuHdd5VIFOFDJqrf7Z8P553uWOa8q0gcAvrrwpl2KaATUre47ccmxTz69B6LjIZSSv3PgvqxFUg/ACMWdCmBo14vYSJ9ofW0mMsvbnS3pSVUezsvuka5gGox1Ii9BdQsW8xtOiPvacfAeMGGCMbAqTrWcp1gaBADxkBay3wJsnmjdwGbgswdijJQTKWMPCC9DuD8Bwx5lZVUEmbNmnJiljIxClLn7QQnIgQhvRNh45aCE46BRlOBGZ29ydgv+AP41PhqVbapdwXrgUWbjYSdR3lqe7uRxkxwGwJrR6Hsd8C8L5MoraeL2fg/OyECJNT5eshW5an74Tlp2Ed126f9cYVKMO2sOoO+Hbb3ji9gjmNhdaSotwLwC9hjBDLd8w8NdERdhD9FMwjQcIkJYxSonvL80EhmxT0C8hkRA94vemvDRcmqhNLmncuQFPh+9L2U4qVwfP2A/NRIAiJyYcAzwhlFJtEcaUMGD8mvYS/AYNnw397NZWkoCUz34aH0qVCd7lq6hLeUxk819ZrdcLxApIqrmlMyLDFY0y4X1t8JIpUpDCO2ck0blki29cHICeEMgcWs33GK+2NPCO6UC3sYwHzmKhTBTKW4qQZm4PQuax3jEZWQQ1anLQCZlZVUK8GdeYo2BLqDDBOgW/li+/o4tINfCM4qI2IWWDCxCR1puZpJ7yTLQ6xCTz9AnyzRSjM3dXX6xu/PSsgwvbgs+Eb14fZS20QHLMVTgPht/DtlA7WbgcXtADtF+jZOnTozLBuK5FthxGnvWg9B0Kpn0CpKsA2gulaGPO3NtSmNTxvHzD/KJRRlIgtklF8qz33ma7nMwBIilzs5lSSTm4yjtYnuijeNz9yv4v1fCcA9/duN0IjGOvAWArCJs1cXzJ9T7DFLC+BGSqBNX4Gu7LF7hTIUe7MgJR7WjNptZKMhWR3nmGLl1ZU4O3OaFWqXco7sA/ZTIp9xBYnC6+3pL6lPv3OU48eP3bH3RYNGDJkCIK5Ft94tHIH1uKAiaNISGF6peVzoCb07WCeB98KHyxEkHtYA6Rueoj8vyvwGxxbPZru6JV3Uzgpz5sCWB++PXe9mO+XdZJai3LQvlF7R69bBhG1B4TE5SkYIyQu+T2LrU84gQS2B9RurhUuYJOSH89XAJrjgFLSAuRhM7D6I0CpKNXZ+tDr6REBElpKXVuDWDY0AsJpSbii8EYJnidqZpGM4ueAipSbSpZRTNfz7QCC1kTCyalyurnJinr6fqehbMzfpyzgTbSHD6R9tadXnoGXBYVMjBEMSOBUlNOa4eq+syxjRvUo+q/Mu6aet1DALhw45D1AriWoFPGKz4nwogVe1BbPWYuXU6OpzXSq0xZyudGu91rqgiuqk5RffoqBsI66g/Ve+yHJGYxRCaf37OhBhc87BJEFqlm5Dp7so1HAlsXq3T397KLrFz4w6deT3c7pEdT+Nw08uB/jCXaMOM5WQ+OA1AjqiRRMW9ZN6orvwjcyb5Hd6rPeugKeusB9+X0r/+09FnAeXwtwf0BNKFEFCOiHzV0LENGegDhbqcvxh64FSOF5wLyADN4ISS/y7zeo+T4AxdcgY6/vPYvRRTPJ1YkPAWMGtEm3RyEJIrKSk1EUmsbIGbdYH0/XsxAOSYoW5GHHquH0WsGdCmL9Q/hGeoM/q6njKVREvaeLVic+rLSLSUTar8m1CHNJ1o6wjtml6b/RQsQoKeZZRmHGpJEkwCdnwok9tAI7sMUuirAXEXZlxlal1HGJMI8t5oIwx1o8TwPwcvVQarmljJnS9Y5D3N3Pus8x7NzNKSdI0g4UdM2nPAD9MEZAZOKkWeO96nLq1driTXdMnjw8PQO+2VV6vWRxmrBlMZYYg3GTKnMPsBtewLZdIqir7QpjJHrps968AlrfAMVvIGNv6CXTHA2tLwkzPxfCmKZRUW6iI8JUck4FiLA2kNzLtgDJj0Bb0N0RYcef4NtLe8madPU0hHf6DIBOc33KQZ34sXZdVJy6k1GE6Br3i8koRrVeN+w1iziZ0FjEopYLrFpejmFN0quS/SAcB98cetNSHrrad7STPQcWDFLPywF8pcjaCIr4Ou3hH9ZgTwaOJYZkCZo6bYk8Ga8rhbthMaOqosnGwxGNlA3FbmQdQlycutSTI7Kmlh6NgKbehsJcJQIdhLlDR+D1nxHlKWGl61hqzu4+jMG2k0ZTrozQDgfcrnelh08qLsPlqQsB2ge++XY0v/Qy3hQZR9Qhob7Yp+RhXNVwKpRa6+FbcpfX0PoDKHVUr0WI9oZV6i1z8PQ9YNzSC9rE+sGT+iSlAL4Vvr3KtXvkrH+eoHzAJiX1qcIWoM7IuEjf6X1gvAJjBIfRUcKM3vK0W5uH1Il/CqUmAHYVmNIwRgRi2idjWFa2fUxGcYS0VYYyik+l61nanSLSkCdTSdqnyeQ8PdNJLxrz58LukNZupFM+l45qLoImJsx2LW/s+qcHF1xrJQG3GsL0fv2wZN0aHKIIx4Kxb6haVWxq70jNWDFmVI12ZC1Fbcoy3kRnsBtI5CbxDakng7LCCs3fcqCY9Yp7nxlPGQ8va4vfAXDcDGzxnepR5Pi1nX2pHbDUEjz9JMAPwLdXRmsSUrZl2bIYeNczGDd+NLWldtMp72WLgwTKOuPhm6ZfqK6/et8V2roCApQjczoyTqi9Z0xqkuBrQfQWfCNkEv/NF5R3UcBWAL9TwCYlNJNd1d4mZRRxAIthTGcQdvTM2rb3qrk68ZYgvh6+lR/s9ksclmErWBVpGo89tub38/c49mdBaY1Rk6qgQmH4QfD0J/DN5kfdwZ99Yx98QM0Dn9p7l6We9xmAREGLkZCc3ErACgbk/ZAe3Xwj3MvA1OpyeiL9IQ/jQTiYpObNTkqyKI0lAR8yIJviu5Yn8dxkomY3f3cw6/kNTnhjVwF4MWN3ELYGlwSaknGjVqUrPcJ1Z5WTy7p+2R2wLIEQj88GmUORcdB0ZzUNvA8YDxFc35zYC77Ffu2Fq5f69rXpOE8/C8ZVMOYfbTqv7+CeWQGtF8DkSh7dPIlt4OlrQfgqLP4B4s9jgvKLiwjKRyou3TVNLyTs2DaUaiyVsKO75tf118nViQ8OaStFzKKjYjGbXzD7vXtHbrbF1nID90w++9HHb6ypyZNRDDbyJ8M3B9cu4SPZoGelWoP0s2RXto8vOgHzrMGF8LAuFIYQZsM8Y+AlIkxdXocZk7ejxuvredBaxkGKILSbkgkY2syDXADCvRb4+6CRePpUIidC0ZLJ2I2EXWGdMxaAl0TL0sJVignA7eWHpl6y17DKsRftfPzP/n5OOfUq8Y5SbqLUY4qnoKOz5QUEXwNjJfefbYeYWsc/VgSRWHPGjLtXJPGjlnZKpU6ow8d5nvRn3grf/3/2rgNMiirrnltVMwQVSd1NUATDqpgxC0bMWXTdNYd1xQhdDYgZUTFCd5N0Me5vWNfMrjmuuipiYI3oqmtCYLp7kKCEmamq+3/3VZjqngjMDDND3+/zk5mueu/Vob5SrAAAIABJREFUrZq+9e695xzVWFG0Vu8BA4a+HJYtHZjSPNMStoHqoHXhLLJzkB2spJpdFaBqNqnWk9kxjBtDhB2r24XdEj5tiTmkTnwJQJKSfwegibCsf6/pxMksZwiIyvnTTxo6/tt335R07vYgPK9kFAlngvE8bPveVJalfix10JY22fkKFMc3YcJ6Di7phWLv8k26nUEYScCGzBhFUCQmhSYczlPRAXf5jVKqeakjDiYoSlBphute20UKGQYRniXG3zeO4s3Cmm59jknO474oxR5E2F06r0lh3GukzmsO4cKu5krHt6AQhNFrSRZz5SWipW9Ec8xXfwCWGYUuT96ObPus8AJSGU6Aqtmy5Bk2o3RJcyxytcY09Cfh8BtwWo3k22otfz08WIgt3oVtN/YNeXVdpKNEKBH13eHAhwAJ4Qep3ZTUAA17FipcAppWbYaWANMI2AovvdYkFK36WutfXGdo2lku7zSJzJ7UiQUu2WiCkkk5/p3G7i6agLJ4lPz0bS9PRvGPAKSE9dzQEWPfOfryCS0p6l5IuCF4Z2mkCjd/vcGMfxFBmtbyUs8M3EuEawjowoxLAch3d2G6+VfScL/jYGoiSsGzLwQaK7M4yAFOJJerOVbHrVhMhBcc4O+2jddXNwMqEpCTF+FiduBLc64AoQSs0uwNmeyIBYL1ARzMqgQ+vixGsnNuc9ZwAHapKj8EUQpV9t15Qbicb4SDADrChOsTERq3Dr3QH4b+vtRsWpvm6Dr0SeueukRwiPpkWLbgGJvCNisQlB8E8DxVt3WbRaTp4zOvzitqQG3LdP10ADdCs08WFbO2tfhmWK1bJx4FxuZenVg61htUVUqV8SnQ8DdvRc+YUXKFAXzT9WNAuByMey987KVbf7fvUKVd24ImQaa6uYrwEzv4jQgDQ2vIkIbRjoXtQIh7dJrqY8HWArhl6XKkN+qADQ0D5zMgG6SadWLGPyU9XciBLYITXcqwv6YraNOJADap4/plly7MZo/qOl4e0YPk5wYtleHBcLXoxT5YauGArgYGOYTdv/rXS1dssee+TmmnznW9AOSPL6l5t8FrtqPh7VERWrMO+gZX3bQHNCYAy4zbQNdeh+3Il1fem0Y6x3eysAN5RsDI+LpiyzKMJOBUwHKuaFo3FUdrNg+4SlWnw7KlOWZ1rWuITWoPj1Bf0sm+oLyoAEljl1AJTgbz9gCN9KTvVneu1nO8gQPA2v0eYUdRYETuTAl2gaObIBwK0MOwLCH2qDOrkcqyZPZkdyjR6lozRvlwL11/ABrPTmXt51ClvvOahNd4dR4iqe1yftCTrMc73o42+O4mRop13K36XthTGPImYqHuJIxMROiZKd9wB6cbfg8HiRCvQ/WSCB8QY1Knn/DU8N1q1nonL+J9bAfHE6tgXBsMSsZaDsJrbOPRjh3xwkVd69YOnrqEB1iVUMQgwtVgRqk6wHtd0LfP4x9LdOzhMPYkQP7G5b8GYWDMGJ2IUaBnsDp+b8ljGxuAgRLtEjD+BMsRQe0g1SNdcD/nMDNcbyDgj/EorT1H7up5wifeEC5Xt5OuaK3fAyXapXDod7Bt98uwbisNBOWr2aTkD/ajPDYpIAyL29iTCTwH4DQsJ73GcJbW5kmXsOM5MN8Op9Xgp1uDl0Rv+VKAzgvVifPwv7LIdJZnKRYoV4Lw0HiMXgktvhSGXgbL3j6VY9ldJ5r5wuSl0f8uzqv5Ss0zL1iSEuy4Xl4aVKNstX2mASdaDvrpGtKslKiqjRmvwcDIRA9SWZ9UOR/EjqoTu5q8+TYfGqZ0MHB3XQF0co53dRgnsKSqFTqgpolYBDPe1AiPcmc8H98wX+xh3PfcsesGSiJTrt1aEkGnAIddDwwpPZ+3ZkPVk/cQBjBm7ESuIljogvGIGSOlXNWarfEBWK5ChA3AP8ByxoQvStiyShhvkseWRcAK0nHIyB5U48FvNmconl4aBNuVCytaG/GAoblYWxdzW20dsFWBoLxI2/0vYJMi+wNUQr5Mam/c0vU/AZBdjTTRXOOpqLQRpzR6mT5hx//Bcm5s9Fnrx4F+nVhw3eVgTIRtPytsUlOYOzg5/MIe9SJ3QI885ibDOAzga1I562iuwg8icN+SLvN0dFVzmGdPMePIIMUsSkayGdJwBrmpYd9+BWPsu2/irr0OwMUacDUAUSXyzWZgutMRN4zuQqqbfmo5b1NlYyQRRI5WSjRhk5eB+6sYU+ursU7+hbe3qzBMrYWUGlNNE7EIxtsEPFlRhWcu7+vyR6SyLPVtda1OFfqN6kuuIthq4IDV/VyEnW0He2qMPVhEGhnjw7Xtlrx/qzPX6gVgoCd0/SMQDYdlvRieSFhlDE3l80UuTdI6i2wdQ8J0Z6uzsNU8VqAaQrwxDFVVH63mucXD16UHdP1BaPwRHPoGxCIo76aSGb9CmiykK9kVlJf72rBwveqCZ1G+qgTZI8MQunV5mc04dwyG9gKgvQHLEhxrc2GSm/ESmnnoajxxP+GdHjnz7c/777G3//31XzNK+Ts4Xb8HxHNT820NBFG+ahYjgs0ccEqHd75LGPiVqne4Kxm4UVFgeh3KssmxHZyraSp4CVdDEDyJ8DenFJc6y6HpBq4GQYR2wmIG5TLeJhFM8+X7Ji7jnsYqVUq8uBahBuEK+4ekp+NR8mu2tfpkcpa3YmAYk7CQ5Xdph04Qpqx3CZgJwvl+zCANe8V7khCMrFYAbpab00KDrm4ABgxjMJgfrw23mVrI/aGH2LII8+wq7Du6D/3YrNej6yJVdhEsWxRlita6PdBJCcqTIyxSQgR/hBc03vcgQK4wQeOF7f2r3QS6fisAkdQcC9v2G2xatzeaZnVdYOgPg7EMti1qPpLWK1qhB0qws9SJ9/3TJScOuzGtAhYRHopHSHZ/vumSfu7Sq/fe4/8z7zVwIJkXThOvjW/DHc5SyvNpIlfCZYtSECBmzCWgFARRcpPXKmks+zMIUrv22QgldzuSLbzCBp4Kp4KZ8aOm4w8S0CYu4oGGrdLSeWpjMgd0jEz0rGagkrRwt41wsuMgQVACDflGmM2M5NIInmpIFSn9C/dzbJxIjtoZCzy03nhDjAviMVKa9KuzA16bm7Guz139AKyco10H0ODa5ONS5SwsKG+HsGRf683NlmXo74Fxo5diWtc+Lc5f7QERlN+2QFBe8NlfulzJwvnLE2A7hwIIiOFX04EbQPF+4yIQZsByZMeyOrzLqzldqz28BLo+FYStPdm8NWeMarWX2DQLS2X4IRBOk9Fem3777Gdvumokqqq8nZdxIMC3pRdYtzEUTE0sCJTMqKxRbwwtq2BXW/0JQfC77i7Uxba6NUuXXMPH3Yr0nxCD+LvVvwKKscpvTprPhNOIIWgUN9MoQxCut23cZmhqJxzupbAJuC4eJVWeSOf4aGZIdiivgYqBZ+FgpK+U5I+bLOODSVP1b3lJLrR5zJhasQr3XLFZ3Y1W/kmiJ+AAJyisMamX5FrlBRn4hBkzpx475A8/zHnnzHXKjtc0j1u9o6xZAJaOQJeq8hlYjuw68iyd5f0cxkuhtvgPlwAHjo9S038xKkky515YztYt4K/iFPV7QHahogIUFpRfGBKU/xBVVSIVV83ra+i/wrKF4H312W4k8wGILq/smkVCszXykrfsM2MYEwDnBFjqpWZ9Jeyo1+fJLH/p7xb/Pnr47bP/ds9xAGVUnViCDfFPqfn2cYrFyQ2SglH1pfqk58CXIpRMQ6GEnzBF+VjW8K45vPMNIEbM+J4IA4IFk6KAFNiPO7OkaKW7Gejh/e4bdnAiaZDgHGa8mr4kghHdfsEJbOEvIIRhU2/pOk4b0YN+9urfcQZEojXoJpaGKQeYTMtxizmAwvznkB20bmGkQivUvN6lRLivysbUMb3o+8Y87Mml3J0qcLynqSzkJ7WKRdiVld/qpaWPs42Zid7ULiF3axqAxc/9IDtPso9BlXSi5tvkHJ/qMB4OfsuYuSSKE5ucLUu4ch1+HY7ji2o35hkoHrP2HhBB+d0AR+q28kUlrDzyVu/XbWd7EKD6MJki9SZcu6vX5CKQE1cmcENPJnCN2ZDW3g2tcARXCewSj7Cj9ROMtKAL71jC3SoqIQ1I0qpT0TWKrorRSdePUvrEwP6Djj/lyTPueFAoGsWEelR2wCpYESBMUq4iEGMRKAiM6leq87eapjdc15U53aBI+BEM0YP2w+z7IAWvkc8kM7RcCSe4tZl5uoZLHRuPhIQU5lSuwjGlnfAXMI4JhmE8bTPO0ErQXbMVxlmUkHzLgjHcjJGCrU3Pcq8KxvUkVJv5ttBxMG5UL8rjfJBDRMPX0nAhSbmvJkGH8DrP1HRMWp3m23SO/8ysRBkaMlFO+ofNeLpfBLP82nVDJ7X2z9cmAAtL1u8BvsWjqsx7a5ILT+bYJEay+jnDHYkoXdyETtlcvQRYtqRUmn533YQLbeNDiaD89oGgvJBZkIJAfFgAAfIxfY27XIHSONoTsJwwuUB958ag69eBcAKIr0OV85fGTbQeHqXrUte8AZp90nrQiNboGzwxw4fpBLcBizHbjIlms2fS3wLn3hEz39pwwB6DVZ3VcZzPNU1TkB6vO1leFmXHtlIaqGpJRwe7YmYsJ18piPALMTr7wVmoFX3UiAQWTxxB1aWZIWRGFxO53cEMPKkBjzPw99CFPqMvxe+drkiHeRjkBVi3cdSlvVCezuJakIIrBRhmBiYjgisSRIrT3IMTSVp6cNiJijuaMdKMkeCO8+x+5o6LcziFgLirdZ1vzHhPiD36RvB0Q4EyvYgPY9u7H8A7BEwWaJO1atUwo2PHWlmx1EsJ4VnHxhNLYnh7PLVdWsq1C8Did6k7SQeebZ9b219BKstSf6gWWmfcYMZIHoq1N8NIAc6KVifkvvZXtq5H2LyATWonBT9TgvL8HuCIoPzXjepKru9KDOMQgMfCsqXOVZ+VwhB5OlGrYdHIlVpXwE2+rp3Vauc3cBBYu9cjHykKk8imoIyvJk3B0ySy3WnGSHZzrhnGpH677NbDfH7WGb4E4PcfvLN8wO6D3YYt4D0fOwzg01DwCbNW/QbBpHo1XmZk/UBKwEfsaupKUH0+hMGV8x+QoOutZKHAiUDqd76NYEAjQLDsyojwl3iELiz8jhWVOs3AISIVOynD+2hQu+d+wUiELxxg2KgIyd+wMsUMpuPWGqIJjEd0A5dJ+rq25zy9iA9hG9J9L4IO+Ub4UXin6TfcW5jW9g9MZ3hHJnzi/Rx0pJdstNHsUybd9dQux/1xIFxKzLrINwTG9AIDj5oRKXtSm0IBrH0AluBraAJNuh1V9r213aRkhu/0OEvVxwzEE1GSt661sW4w9P/CsqVTb+HaDLSen9s9xCblp5KF6LxQUH71a7QNOVbXhaP2oEKe8bzTdP1ITybwa48+sphSbciv4c9LsR1s0RXmW+EUMwapLAsW+ChxkcM4Y1SMHgrcpevfj3zu3a/6D9rjcO93LwEQ3nDVBDX3tReWDxx6hAv3IbzuafHKT8JQ5TdF/caMRYFsIeF9iESfazKeClQqmLuB2q/j3ixYXGZ3LnZwi0bowATTO3e5rWE33capIAiu3bcJZpSuTufYlO7k0O/n2RYOHd2Hvpq4gHvqJZgOVspHvv1GGsbGe9Id/i+UihFjtKL2zOeO/k3q4xZjYl2cz7eX8faGjpFwcFoNzWHCEji4zy7FlNHd8hExAn/SV8EVPSEsMyPklqNCOOBxzEa3LIZ6/NQnBKn8wr8DwiNmpPWTb4SX3RQBWMbbFrr+Gmxbag410pBKM7Icomsa8K0y4ZREhMIplUJ31v+zoV0Gph1h29IYULTGeaBjwCalIEBKUF64YSWVPBvM73sQoJZp3jG0K9UfuuXI/wttGxh6GuDNAC0Oy5Ivr6KtmQcGQNdeBolKmDNhzYZoH2elcrwA7PIh2xq2DXgKSkp236Bb98du/LxMOpKV+pB0F5PLOCVp4fJffv7x6x6bbiZwGsz7bM6cTXcY5AfPtzz4m3z0GwOfEhTsRgLtKwH8h1RPzMme4ADDwTXQ4BOoLNSAqxzgPm++VaRjEGw8BvJYrQhfWjZ2NzRI42tQymNCIhGhVCrHpzHjnpBUrBCQHGvGaJaMmSrni+Gohq6wMMOjJR1x8SVdKOian7SIN9VshX/+Q8Fdn0fAmPpYDoUPQiNcRIQLfaWp0BhCBDJT8MT+msTLqYyir+wkx3U20HV4d1paJwyJmVJl2B86hLpWSEjcerxXf49HSY3TVqypArBQVY4A42yPqrKGVJR6uwLeDDr3GCttwqGjGwB21+FIId74Hpp2LKqqRKaqaLV5QATIbV2ao0STU97CtwX461oE5esU3G5Wx+r6dGg8F1XO9NA8PWBoVwF0KohvRZVqrmtQg7RZ19k+BvcJO16HZUnH+HpnyTLenDSXy54IixdPQ8/x4z2xecO46Ygx48491LzaJ///FIxXvcYsOUVEHqQxSuFyP3th5vs7HHG82tmybT9Bun6S59DfyE2JSoe+pPv+CsLZXoSYzQ6ka1g61GUNo0U20BdIEIiRxooIQwVvEP6pMUY7im41EGaYuiSCeLccnmBAdoOuEU43I/Sw6LUT1GbHhzatIODseJQel8PSOd7aAZ4iDok6SFOYhlPMHm6g9i2d5SGqZpzfbS1zSdNj3IzQnLoeIpE41DrgVMl2KonHAhPpRNIwaUkPzOyaU6pUyq+6ju1G9KC5jcUBpzK8t6LDJOzqAC+PipKUp9qMNV0AlkuWjmTwN7CcsbV5oAZbFrDI0DDk0p60ehhQXf8DCMNh2dLCXjTXA73cuq1ik3JTyYIx1FQq+T2w9gEsS15WWg9Jg6HPVF9QrpSchhLtQjBdA4YQvUidLlu8uU3qAek6F8KOxbBtYSBSjTjriyWzfDIBPkf9y2aUgrql1rHjVxM+W9in48ZdfQUi0YmWVK+LmWWcGarJys7yTj8V/M7/zVg1+KzhHT0/yg74PgJGuKfhJg24gl0SipUOcLnmBjWxfzPwIgF+VmIOabiAnWqVK8fBwRrhdyAEqWJinFQVxYtGDm/A1dWVHfoqODg80ZveVFwMDoTbWjWSkXysYaTZk5T033ULuHMXAzf7a/TW4hBjfDyKG1BQR03mWKBQ40m+Y8JGmFHFuO6yKJXV9wylM3wYA6NA+UQgnl9/YEJHf+yAl3s1qCjb8vPbtAFYeEddqsrzYFkiT1XDpi3mzSwLb/u1DsEq2haGrBZblkgOMsbDtp9ry85fi7WLoPwgwNlTUTcK5RuptJlbt60WlG/dAczQPwDZF4ONDQARSqBFsGx5Y5YGl6I1jwdKoevTQNgCli27tAal+5pnGS0/airDk/wdrQTGRJTc5tDS0h13Ofbk98+840Efj5phwh+IVYATWyzcy0R4ygtoz0tHNODubJdly27oEu2l6rJVFausr994+antDjvWr7dOZ8aBvowgOTiONcgLpxIg0Azs4liQnaebFiYcCFa8zKqplYDP33kDO++zPx4E4RT5naTD2cCgkkqssl3mQSG3kYOF1GOI2ZO+9FgJJQi7TFru5+PNCF3n/5jM8Akk5DX5fNH/dqpwWsDJ7B2cWsxdYeEKsGgwV+N2JZMg9Wp9GSaP2Irq1WNO/sI7aBZMBkRrudZUccCGVQzAa/gHYhj7gvlR2LZ0+9XaHJVawNsqykqfAYbwtd4RQ0ZsRG4xvj6T8eHcBcsRxpj1wXRIIw0rQfk9vR2u6B1/HrBJGfYHqGiDAu26Ph+Er8CQ64l7O+H14Z6u+2s0jJsA5ziPsGP+ul9Q868glWUJVgpuQ4Rj4hGShizF7Ge+MPvafjvt5m5ICNeyjc6kKbIKsQdA+B4uPEgFMjD2BtxUsiKoYKhmLtuyVj074YrPjxt3u9qZEvA0A4IHloZD2RILY5sEZ4XzBeHPxNjJ0+qVHfOzRDifGUIWohqSHGAkdcBDWIU5QXMX8LYZwX7pxdiUbcU86CsjzYeNIWZv+kGxTxFeCOBO7nqmjYxghN8tPGURb2LZ+Bu5Otm+5aDhArMnqReOsE3J8BY2qR28amQL2beiSWxGqMFNkceKdREBF4LyxCJkgRYznr7jpIN3/nbWa6cVmbAK70Bjfja061Ua1LJrtqZ75yezvC+5XYHqTUhwZx2AAy5uiC1L0pYOvwTHEb3P9mj9CtikdgX452oIkP4Bqqpkh1jv22Yrd0wXSBMd6EqAr4blpNa3dGiruD9KQQwXw3aEI7hdd5fPYC5ZkVPQNdXFbBD6XhohJVu67aFHf3r+Q8/s4N2T5bqNAbau6pyKXc9xcIymKTF7//vsSDBuCzVHya7VF4D/DTaOge7+vGDuJyu+ePn5Lw6JXyG9GBL4/+bYeJ80F07Eop0LXKSxqoMqI8I2gnVnR1FLiuVsCwNJw5aaK3jjMnExrjNjNH7iAt5Gdzc0AVsWMfaNxygjSnUdgL8x4+hgfODJKgdnhTuaUzmWHfw4VItDyHfylA0sXDG8D9UoW3nwIwnEhRuhl2EhbvahLxt6xmcs4M7LS3A6MURdr3qn7p1YtWrlB0aHTjebUcxsa/Cihq49dC8ae+hqHSdUlW8DPBOWc1tdZ6ZyfApYMba4xvjHu2/ixMdPptol5uQmGfq7sGyhbmtYGWe1lrxODu4Cw9jDY5PyBeUFNB+GAAkzTg2Sk3Wy2qaYVNclbTcBhA/B2BW2XS3C3RTjF8dYPQ/o+pkAxkOzh6EK7bahceIC3lU3pNtffc/8YMbIpX8sxTbn3vuPL3c4zANoMGY4hBka4DcYLeMK9KJS/Ojv1iwHMUPDXJ8e0iFsHQqgv2nAIAcKJ4+qVasyj476899Pn/6gpG7h2Pa3JaX6gbatdH3FKko6om9VBe4PsVpNX7Ico7ttgLmMgKZyshmleDrLV7Mrs6mGcxj7jorRuwrvS6ruq6gxheijirD/2Aj9Ou5fbHQdCCk7DA++ahnvO51wlC9LKL+fsoj3sh38PY+lC/jStjBM4EyFD5bAg7qW4xI4SnHJD/5ymNBuTivpiBvD3dV1PZipLEsDm2oSq8O+A2GqruG+ET1Isgntxpq6Bhx2zGYw9Fkg+6j6/rBTOY6DITsg1wrB8eERDWMy4CyD5YRxcG3lZoig/I6AvTuqBeUlbTSngE2qeZWj1pW3Skr2AkudV/httbhqbGZ9Cizb5dst2rrzgGEcDHbuBujS9ipokizj80lT9U6poT6ZiJHqWt720KOuOv/BZ26UbacyDQPB+IOfbibg7zZhXCjAfms52NnQXOY9BqxKAz07WMFL8m+lQO9Kn9ucULm0Ct02NhT9ZSfR4Rs/qN+bl858c4sem22uXj4dxlmag5/8XbNAmWwLAwwN+7CGf6h1ESxbw06je9DcVJYFTSKCBrKAn0o6YZAEuoImM5XOXvoFThh/IElARDrLExgIQ/7+S1U4NO5p88oxN/3MPTqXYppXp/WfyeUEXB6PUq10v0JRaeuqYU2gUQHrFhg5Ily/OII76qMgnryI93Fs+Ixb/wPjHceuOk0zSnzObX8di0G4W9cwtS5ikHX3R7RmMzdnAJae8j8CfKNHVbm0riUms3wDueLR3jOFGxNRKgyy3WHoX8Gyhfqs3q67NXNFE5/VAVsqQXkSqjvB22IHgL8LBOVhC5uUCMqrP452bAOg65JKE4z4lbBtl91H14dBRMAtuxpK0Y6d0OovrRTbw9afAfPNcJzGcPO2+ksKLzCV5fv9pilhmTJjpDJz5z4489MdDjtOpZ+J8Hw8QkelsiwlHjclzUrXtgM0N1MndJAcDsiEeUsYA7tWi4n8ZkZpo1SWJd2t2JsqV6Fvh46KSlLBi16/4/abSjp2Onzfcy/xccQvmFE6MpnlD8ljyiLgqniUbkrm+FViDFXrA16JR+lQqdvatoImKapKAI+ZUVKY3XSWhTGrmuSIMcOMkej8KkvlOAHGJP9noXXUCIfEIxSkwOWzZIYFyyt442rMMOMJ28aFo/uQvEzUsMm/8PaOjckhghL/mM/gIG72otdrO+/2MpaXDcUfQYQF8Qj17dpvwOxz73/i6013GCRp/0jeeaRgiU8xMDERITer0UateQOwOEWwntI1Z9vn1eejVI7vAOPC4BiCaUYooF2DoY0F08B6WZPW3U2Q7m8fAuQLyouCSiGbVHtImzfWy51haCaYLgXRo7AseaGqTh+VaJfAoW1g21JbK1rr8IAQdrwCwn2wnJtax5KaZhWpHEvTorBaSSDbPx6lt/Y++/wdjr124qcdN3SRRwL5KSnBQttWL8Ziy0uBXlWA7BxdWJHo5Or4j1/zFUarxcAhNQJwhj8HufMxKUjgWQRVR/abvB72Mcl2ZaU9YfA2t54x/cHFA/YYLAQYYgv1pRhQsRG2MjSIgpjaDfrNY6kMHw/C0yHvXGJGSeHpkxkeTy4HtLK8jm8J0uV8OhzcHRKNKJc696he9F7Y25OzvJVghvNwvISf4ODU2jii/XOTZXycV+Pun3f3hPNa6sO96Yfw70Whyc4peKTsnu0lEXQcX2K8A7IvuX0ez9V1nKEgU1yj3hzcy6Z5Slp+lOYPwPIG5VJV3oIqW95Ca7XfP8b6PgfiyZAUlzyop5oRekTJe+n6D9C0ozw5u5b3VPWMIii/SyAo77DsckXlxFUBYvIF5ddfekzZ3ULR4n0E2xaFmZppdUMTRp6lHq/zuryfxbnzPdALhvYioL0Cy5LmmDZv0ohUKthnCWIEqxLoLrXRqz/47rYemw3wr/FjM0q7JLN8ZQiX+5QZpROTGZ5FBCXa4DAGE6M/aZ7SG+OpJYSzatkBS4Op6pJmwrEk34Nev0topy39Hapb+p83jn3rrXum9r9m9rf9No655E6k4Yx4T3oonWURKFAvAMI0qEcwcARRRSrLskFRtWVJWzuEXX1+51SWJV1cLXwF1OFcAAAgAElEQVRDGGVGKKCqTOX4ALAKrt3U2a7k4llmlJ4I33Ah1KAOkJcxgQf6xmBcH49ifF3NUSLYsCSnaDSFEyKsdraSgNSqX3Hb5VtQkBVNZ3khezhjR0e/UTHjCQnA4S7oSVk+UhPiEkLA/6ARDhoZIb8Brs09qy0RgKXRQfhoX6mLqtL3mrBlVQBv+GkYpTgCHJbobfQF4bxGkPY39Q0QttZCQXnpjBTojCsor9sfoBINdvw19cJa6Xg7efSR3Tz6SB9HWXO5ui6p6FeDlHQrvaD1dFlC2PGI1PBg29K4U63f3AYdMqmch2oOXlVxhvFJIkY7S1f0kh+XZ0s7b+CS/DPONGP0YCrLktpVqWGhy92kJ56a73ZPS3NTVWcLXVeW4EJ2tYNldzltKXBFYQBOZvmv5EGPHMYFBuF1vzGLgLJ4lHqnsiw4ZJeKkjDTjNCZ8Zc/uH2znXdTzVJ2ZeXnozfpsNNNC7lHJ101fSk5Q68ee6sQamxcorim3Z02Y+4yG7tf14dWjGPWuuZUY5O8DLtTeAHd/3niQh6oG3gZ7BJ2uJeDkWbUJewIm7erldKEn/aWj9+hKpwariEXnnfrT9xHmrEIEGKTsIms49WJKKlNWdjvjoO9R21iTC4MwP7Jk7K8CzEu1DT8HI/Q9YVztqWfWyYAi0dKNGm2Oh2WI/i5OqkFa7BlMX4Zu+VGCypXrLwMtv1CMzu3b41UMjjjCcrPDrFJtekvpGbwYRS6LtJnJ4H4BlQ5wtpTvyqJob8G0E2wrNeaYT3FIdfeAx08wo7+sGzBrbZZ9alkli8nuJAeAu6PR+ncm75bekanDbuofgQGyowI+ls5bEqusILS9V1loFdHB7/zmakEKpmI0m6pLE8BcKlysYaxSxzcUWMHXMY3QcMVXlhTCnCpDJf73cIMbOUIVsQJXt5V81ZFB5RSBSRFq/Li9559wn8/f+WfU6794Kce3fr09YPNklJg24ujVDYpx7/TWNWD/Vqt6paWc28v4w0MXYlGKMpMpVVMOMKMUPBinFrM/VGluqcDGJDDGD8qVk3Y4T9Kt/7Mm5SWKrzz/qHHq9wBLhrlUV3W9dglF/IepCvolXz/V5uIVTiIs4YryYNKOYyTRvU1LqsrAK/9o916Rmi5ACzXLBhe8FewHB/gXqsnJi7gzXRD4d02+XbWW3hszHB77OwvtyhU0lhLN26YJyjvskkJnVyhoHxAUr6W87XH00tgaJcCdBnAD3tE/41jVjI0eQ6kAauYPWjNT4Zh3Aw4R8NypBlG4WbbmqUyPBOE47xge14iSvemshykfwFcbUZpQirDogTk12CfM6N0dDrDw5ng6k4T7jIjNDyV4SdB3s6ScPoSxj9qBOByvhCOSx/pB/1khl8gglJaIuCPImqQzPCnRG7Dlwo8MXoyHODLf/jfZxP23vpjrcQ4YOy/Pu0d3eJ3hroOxt2JGAmdqOweJdUcdCgzY1giRqo+fNNCjnTU8Tb5bFnAYtvGkNG9SXbUyoQYg12N5J1D93aqGcHIQlpK+VxJOuoKM6zW4vl1mu3g8rrUkoK5yvl0Yc7yaTJD8wkJk99sNcLsY5xeDMBN/5cmOyWpB58Dy1IpobpsajlvYzt4++6zju8x8OAjsc8Z539jORgyphetCb2i4QrKKzapvUBKBUhwgJ8C9AGY34PLJqWI2ovWCA8YxuEefeT3Hn1kXhdlgyMY+jJYCgPcrnB9DV53WzzA0MaoBkmXsKPN/Y2ksizqXn6adRcmbBzQTDKW2zb6S2dvOsOz2Kv1MnB2Ikr/l8ry/wEQrLTYOWaU/hquCQt15BLGhzVS0G4jklBOyhb7ZTNGh6UyfH1ISjBtRslM53g8e4pLfjdzMstb+jtxOd3QsO2lPenXoeaVY46+YoJf8xVx4N1GRkh2vxKERVnOVS9i5HQDg3yoTno+9+MStaFx2bII82FgiNmtuhlqyjfcxe6Kv4HzGK6e6BzBWcOpFiKOMt6TNcicQaMVEb5iwjChwqzvMVc1eUCeKRGiULjlPGPcZvY1DigG4Ob4sjCM/cD8iEdVWS+c6MTbpp/y0qQb/nbN7G9R2lkR2MwpBfZvkC1LwOuqK5n2AEScALsA/KPHJjUbCNikiio7q3+Pt4KhTwZ4SzCNXMOygNQY58Gylexb0dqAB1wClXHQ7ONRFQiot/qFe8FHNQEyY/nSHLp3jeFxXxqVgDviUbp40nzeVCtRzYIEQtXKCvS+chNalMzwFz6PM+vYPtGDvkjl+AefrEJIOJYxFtQIwDnejdw+EbHPzCjtmMryEQCe94LkLDNG+xQI0i/lCvRObEorUxn+hydEL+v+SyJGCiGSzPIzBJfVavHPP/5w/e5bXAzbfnHaMu5WtRJzQOjnBdm3zAgFqWJRQWJWQVjVkYX5jBhDhC3Lv4mKWCOL6SConbW3ztm2jaNrgx4l53F3lGIqEU4NPQiivnRFPEqSpq/X0r9wP6cKSSIlK1htjMzD8XMqP3zirycWqSgb8uKafG5oNwC0GyxbHsi6Tden7njE8dudc98TB4YeiH/2jWLYyRSwZXWrRVBesLWFqeSmF5Rfk2tvu+d0g9LvpTMAngjLkT+wGrKTjbo8aWxztKfWIz7vRrml1R9kGIeCnRkAXbSGL14tfonpDJ/IBL+z9y0NOM9vhpLF2Ba2FZangjTuK6aLt+1i20qsQiBAv/aNoNsXAHctx0owSuX8SkKXFQyuEYDLuS85cHW1GYvMGPX0Ur3+pmPFkiy6jd+eKlNZFpYpRXspHdOJCD2TzvJ+7Mq3ii23O6K/sFYll/DmVIG5IFcQ4e+J88pm//1+EWGYNuqlOd9tsv1OEuBdMgzCtWaEfNYsiHQfSDWj+bvOj7sQ9vtThPK+G1NZlq5nt37t2n8dHYeM6kE+e1fefUxm+AIiCK7aV5KSz5/SbVwwonfD/P5KQpFVCj1PttCqWDWrw4YdLxzRjT5p8QenhSZs2Rpw9UXpMPR3AH4ClqO6CWuxHtD1L2HbOySz/EeCy50qlvl67pO3HLjjSk9QXlJLhYLytT4oLeTT9jeNKxMoNZ+nYNvj5Ras1UWq9DWPXgdd7Wu17OLJirpxB9j6PxWdqG2LRm6rtmSWbyEXCiMm3yESTN0GKkDVeeUfYXYpIlwQj9CMZBkfTJpqUJJg9roZoaGpHPcGu7VwUQKKR6j7uCxvWBiA1W4yp+QeVZ10qYUNpDs5lWXh3BbxEYUPFiKJZBnfQpq3RsKD0g2t1pQTWCNcDmngmniUVMd03jUR5iUP3eP0eZ/OEZ6F/YbdkHL2Pe9Sl2YTsB0dQ0b1qMb3prMsCliPevKIMvBzS3ri+PHksmX5lszxKPI6vb3r/4mAQwsJO4Ljs5IRw1N+Pds7Zx4zTktESXi167WCTED4WCbgzg6dMP7Cjdao/NjQ1Ov083UVgOWifarKI1GlgOb5ZmhXgOl3sG3Vvh6un1SuWL5k7BYbj/IgQAKaXzeC8uv01rXA5FIugDMZoGUge2St92lNllGiCDqGwrIDgvg1GaZ4zjrzgE/YcQ8sRxpqWq2lcvwG2O3aFak7dpus1E7NIRw0KkL/8pAXogglwZJB6GtGaGE6y5ez1z3NwK2JKF2eDKWWRSowHqUdagvA6jsry7IRUHST0vWciNK3qRwL17Kq1Qo8aVSMZqQX8u6sexrAhF8690Sv4URV6Sz/QZi31NqBssXLMWD8AFol0oBcpdSSXH1exnjT7Vrui1LjwtEvfXhx3+12cuFVhB9XVmBXSaf7NymVZXkBqU4RE2aYkWq2rOC4cj4DNu72d9tglEuncrwXza7thivsb1bxvAv235se7BBuWNoT4+ujo5y4gHvqBnw1PMexLWi6UU1rSfjFAU6S+9VqH7Y1WNi6DMDCknUqwNfDdgR3F27GEc3SH6Dbh6OyWhs2leNbwTjZYYyWbsE1uN7iKY3zgCgyCV2d1M9HwbbzwPmNG6Keo+TlCugCywmnudZ62OIALeqB3h5hx0uwrMtadOZGTqbIfQ5QHM2+1u5dYK++SZhjRkgkU2VH+ScC/N38m2aUlFRgKsczA2IgxglmjGamc3wss8vPzMDLiSgdVmcAzvF7YCiuc599q4AK8gEzSkqmMJ3l73zhBWIcHo/RSzM+5JIV/fC930BGGs6K9yQFnUrn+M/M8ClDf3N0DPRTxOa/Ptqy33aD3vW7iiuW/zbz8gEbSZ012KikcnxdIK/o+vNmMyrqZPk2OccHMvAks0fYASwnxlnxer5/0zk+mln5MxYabRYZ+GO8O/1U1+1LZVn4tVWzT+rIvT87574nK7v26qPukRfNa31RaOTj0CoPW7cBWFyi6yIrqHmAf9dJEpgJZ8OyXb3NorWUBzaC6nil80E8HZYjQbiGFNlaL0YE4TX+ClVOreTuaz1+cYCW8kBXGLrs6BbCtoVvuFVJZBakNaVsIgGot3IO43QzRg+rL/ssvwxAOrwlUgYUuOEdLFVhMyGc8OqdvhTqX80onVNnAM7w0yAcr6YjnJKI0N9TGR4MUs1QksKeG4+QItFIZVkEaRR+Nw9iVM6XwVGczBLwP0lEKYAKhbmjJa1sRkmE7pWlynkYHASblOdvHff1K6kb03AcuWa12UlmeWpAj+nOOzoRo4An2h9ryiIeaNsqFe9SdKlDMSJRhziDGruc+2qMB5kR7t9ZRISLBX5V2wOayrIgKX4nn12zfa///bY4c0pyPvcAYRI5iLGB/aUJrqUe7paYZ90HYEkHCVUl040BK5L8DO0qWJZg04rWEh7Q9dPlLRjAG7BtwWk3n0i7oT8NxgOw7TCXbUtcZXGOpveAEHbcAcImsGxJrbYa6cx0lv/E1TtbERDwO4AX9o2g/8lEldLJSx1UTVc1NdmWgiT9OGkRb6rZ8HdrP5tRUhCeAuGYCWaUrq4rAKezPF20fr0AnEhEKKXIMTRFalIiLwQVv6K7UDKGA7P0WCyJoI+kbL31yS5YIQbYwSGJXqQgnKlfeDAsN5iLEbBvPErBz2EKS6uioip9zOD353/28aYgfhCWcyczL0jl8Dgh1IWs4UyzJz1Y+Jh4ggnyolKt2+vpEdf3SHnUntI3Uo0ZZtzRgTC2EM2SzLKwIKpywQ17blH2y8/fHet3QT/GrIcab5v+KV5HI7aGAOw3drwE2x4Mw+gPOFNhOXkdcevIP+1/2pKS3cFS55U/EBoJy5rV7Bdt6O97GL/3m32u4gQt4wHDuAVwjvQIO1oFD3oqy3cD8EVgZPeraooMXJWIkhKbmJThMzWCYH3FZplRUopFqQyLWpe7g3RpIpVqV1hViRkXJmL0l7oCcJhXmgipeIRUbTSP7lLDIYme9KpHHSk1Y7XLdGwcNKq3W+8s4HxWykn+TU1m+REh9fB+nmNG3bS6mAjer3A1kLf1fvX51JP2H/bdu2+fBSZ54X6r93bb3X3Za5/c7qfKwahwNBxRW61Vurgd4CUi7BR6qOok7PCPSZez8C9I45ffHCYffc02hiV6V+9oUzkWHPIp8uEtB+z4a+abz4YWYUgt8+crVJXSmCPOz4HxdFvosGwp1zTTPL2h69JVKcw818C272umeWoOq+s/w7aF3N6FaRStfXjA0C4DY7hH2KHk5dalpbIs8BWRLw3bbyUd0d8Xik9l+VnAI5/QMNbs6coUJrN8s3Auy7/DATucrmYHxyZ60TN17oAzfCZXB/dAMrDgxeBKM0qKJjOV478o/7kWUEreluEtSkhRZKoNk61jO9EFln97+GX5t6pzM2F4IkKBnOTEBbyN7gZhVVuV8rEQgKgddYl2GhiXdIn2WTHy2be3677JZp3kAOnu1jQMGeHNEXaeB82SxrAAQsrA4xtYOHt4n5qEHf65dyzhbhVVSqrwjGA8VnCuK81erupdKsOT/AauSYfv4fz82Qd7FQNwS/4FGbr8MewHy5buvqavPbbktbTeuTp6MoEjQSyyc1JfqlOruRkuw4ChL4dlyxdCe9dCbgb3tfIhdf1c9UKn28eFGyhbetVeqlfS4UHqUwUXYFo8SgqGpIKJhTIQVODRgN+NjJLigk5lWXafqhkrrLgTljW0Lew2ug99VFcAnlzOQx1PBIKAt+NR2tcbW0hNfGW4Z8woHauCaY4P1Bi+Zm6Q9vaCs5RtVD0ZjLvMGPmBWgK3QASlC1rxWlMJtjW7UVAKSGf5EgYCgQUiHBePkEDJ3MvW9cNjW20zevgjLxzYra9LliW0ox7zoKS/80xBrMoxPWhocz+dVdIRx/gvNnXd70kZHq65mOGAhEea2mzG+YamusNVd3bqyL3w0yez9ygG4Jb9y9kaur4HbLtGDaJll9FOZ9P1YwGeDKJPYdlCaZeny9lCVy2CF+/Dtn1qwBaatjhNi3lAcN7s3AnSLoBliSxfi1tyIe9POmqocQlzlS/Zl8zxH4khcqdiQfrWSwdLnVaChIMS9PADWirLQszhSvgR+ghcqa4APHERD9SrtYW/M6Ok8L/JMt6BtADdscCMkvpbEIWm5VksIHJr1ZqOwSN7kHQzS5f0EAZ8PO0K3UZ/n+TCe9kQ+kefavI2M0I+9lktNZVlUUY6Sf7NQBYaBiV6Ul6fx0m3Thu695kXPK7punt9tbBlhW9kqpxvglNN2CFUlLaGQ+si7PDP9ag2BVkRTmX/zIRHiKHkIYsBuMX/ZIoTNqMHtvfoI6OAJnVe/y27GaesY+gS7AHWp8GylUJL0dqpB0qxI2xd4Do3tGh5w3NnMsNjPHamagcTnjEj7m7TC0pS41VyfWGii8m/8PaOhc+8wz43o6TEEkQutRJwWaMIlX17orM0BtUVgG/+kbt17KSYtMRWmlFSDFQeSYf8XuGR7RL094Vm8mrMhNsTERE6cS2Z4dlErrIRM8YlYtVSfGHMsHSj64ztRsQo4O1WONsSfAR2qSqFZSvhwa3CT+CkMt5L0xRblkpZV61c9dVdpx5zzrfvvPpebU9qgYCFDPyTo+EQ/yWnrqd7CnMHK4sJRIoPuoYVA3Bdniv+vi15IAJduwZEJ4N4Aqqc6euctETXTwDhTFi2amopWrv2wObQtVdERcgrdbTYxYZ3fP6kSzILDhu/Q1/p5HWl+jQILaRbO7Wxvd8QlMpyOEVcjdV1+ZSFNlIC4I+JGCkhgroCsHyWyrJAftxAayHicyqnc/x6CKLzezNKCmufzvBhnjKR/BjsmlUAzvLJBPgQnkzXCPqfQxRIo6ayLDvkId71Bixf/vV7ndZyjN98q1SgCm9KKsuyU37MP+6rf73o3HP2sDfsysqJsG3JaOQRHyWzfBYBM/xOcunjYRtHJ3pTg02Wk7J8pA7cyz6piLeYYgBusT+V4kTN4AEDJdolYLoc4EdgOdJs1TpkFUu0i+HQQNi2SKgVrf17QAg7XgK0F2BZeWnR5rz0VIZ/DIQJBPiaLftp3Pa9NwsFo+ouZ8bnZszd5aqgGWqGEvaseIwkuCBVxgdBg9KvZuDdRJQGNyIABzzPDmPnUTGX1ziZ49v8dCsIQcpYsUnlFCxKpYHDikde7fU7sJtqZuBcX9DeW/cguNrAykjHofEe5FJp+teW4etAGOceAIsJgxM9awbKdDlfwk513fjrf7/26Z1/OGwRwFE4mObhiQMO6VQ5H+Thjl0GLmA5GGeaMXqqoft8a477lDp4EISDgnUeuRcWfv3l3lXLltW6825ozLbyeeuAIbUVb7WFdRrGIR595M9enbd16e0amnR8/grLUTCQoq0XHugGQ38UjHmwbcHFNithR5iv2ffuN2+/fsUdw4YGtJmpDP8N5EJeGLgxEaVr/GOTWZ5DSkENYAu7J/qQdBELZOl0jeD3pzxhRkl4levdASez/DohIKM40ozSC3LO5Ayf4BD84PRvM0r7+fOnc/wwc6AwpLDGwdryU+ufmlEK11Glk3hGSM3oyyUR7BjmeWZmSudULVm9PEgfCFdg18SmVEPHe1KGr9P8YO0ee7PZt/RJwDHhYF8QPwDLEa1kVUtOLuTtSIdkGHzCDtkpjzCjJJm3Bi2V49HsqLR0qeyASztvcNi3b72uMhbt1YoBuP3c2S1UnZd5G4Xnte3nWuWl6bpgLl+HbfvYy1a5zOKimtwDHRXrHaEXLFsCX7MRdiTL+ThyPC1eafHPLMCMk4/uv/DL/yhZwinfcAd7YyUosrH87ACDRkXpPyqIMHeiLJaAUErACi2C7iOI1AtDOsdjmFUHr9hUM0oj5B/1pqBz/BAYp8lxDJyXiNK98u/UQu4PXdFMygfL+0axsU80kczxMcRQXcoMfJWIko/jhVdXlvPU2gt3ubdluVcJIC/dPhd0wOzl31FPolF2yi4xCeNhM6ZwwTUslWXpSvbFK+TYMWaMREBnExhKpEWu7S1oWhpVVXOmlvEAyxWwUA1nao2EcfFIdb26vifLZ/eSABzbZrs/fPDQfZIKb7dWDMBt/9Z2heJWFk5ZTsJSpBrNusNYK5cZ+qsA3QLLUmw+RVvPPGAYtwLOYbAcwZE2C2FHMssTCAh4jd996O73H0+crziZxSaV8dGahme8APd1IkpKClAszEgVTjOrz8LBqDoQNRSAheRitBuJ8uUB0zkWtSAl1iCa5WaUlCiNV5+WNLSC6mgGdhjZnT7315jOcZIZguUVe8mMkmD5A0tl+DKQS18pUoi6g20LZQEnZfn3mlvndQ/zSEXC43gfUCqnjlMd1O6QODsRJf8FWvDEpwueGKCFYEyc8L9lH3fu3Fl2+sHunIEpiSgJ8qJe8/WOJQBvNWTo8NfSNwWY5obObYufFwNwW7xr/po17XwQCc3bP2HbUtfxtUZb71UZ2pfQnGGoVG/pRVsfPWBol4NxHmxHuN6bnLAjmeFXiTBUXFvx269IHrnX6OxXcwOO43Cncbj+Kscny3gkaYH06XQzSpf4tyiV5aBrGg5ONXuRgjA10IRVrTxUiN/N8D9AcLuyCX82IxTIO+bBhgo6nj1aSJE1VMxeloMdxvSqDtDeDl84k/1daLBbDz9uYS5odru7B4liU+EjKYxaKw28xoCQ5yi3QsORZk8KoykET3wESF42ONJtkwEPjHltztGdNuqisM+ePbbUwjkiy1jXY5/K8QzBF0sA3vm4P1z2z2sSol7Vbq0YgNvirTWMIV6dd4UnEzinzVyGoS+FZQsUoiXJP9qMe9abheq6UEReBd0+BpUIdndNcf1hVZ1/3zsNT11x6eaAm+4d9y82um6PDBjdVdzTsFe8Z7W8XjrHjzC71I7s4JREL1JygGKpkLoREw5IROhNNWYtesDBOSFKSyI8G4/QMcFnWb4KgNL4JcK98Qj5tJmy25Ydp2B3Zcv5qRkrqPWGXwYI95gR+nPYd6kcHwWGEBuJOZqBncK7aPmlt9OWVLSfAfh0yXLsKZKHhffBkwsUnmn/2CVsY0iYSjI4p6RkN8CJ60bpfqem791w0Amn+Lhi1bxWWoljLwnJI4bnSmf5agZukAC89xnDb3t05Lkt1rjXFM/e6o5RDMCr67F1e/ym0HWpQUkDxWWw7eDLYd0uq9Gzd4GhS3NYwILT6DOLB7Y/D+j6kQBPB2l/bqqShNeNqzqVxW4busuHCz/7WInai6UzfAiTahQS+8GMYHMQsf95KsuyA1Q7xzBph/ycyrKIM6gO5DBrVgMBeG8QFJkGAf+JR0mkV5VNKuOhHuZWfvzMjFJAm+lRPkoaWuFxw/OptYRUlcBYaTH6j+mVL1hfoPL0uhkhlRUIW6qct4WjqCoVRhmMpBmjWrG5SqDCwds+lljYsgwHQy7tRTXYsrw5VJ34xAlT/jzknIsj/rwEfGVX4dBRfUm4r/PX40HAJAAfdMnYh/969rBaa9OF57XVn4sBuG3cuQ1haKPBuACEv8BypAlCtDPbmm0DQ5sJy9mmrS28uN5m8kAJdoajiyrWdU3RmJfM8F1EULvBz195lu8967irwx336QzfyQSRTpTmq6mjvEYq+XniMu6prwpE4XNmBDE/OHvawis9FSPpINtofJTU32C9ATjcbAVkzCgJza6y5FLuThUQlSYSSFApo1tYISiV43+A3RS18FLHo+TWdf3zszyLvLSwwxg/KkaKjtI3L7h+6tNxsoPjE71IaRmHLZ3lEQxI74gyx8Exo3qRv3vOP3Y+b80G3obH1gXgf1XAkMuiVF/5q8uYNz69rs/AHfy6tVyQNMTtLUxiedeU4UOJ8JIE4CMuu+GNGScfWi1nWLjwdvBzMQC39puo65IOk13vO7BtYcWp8dbY2i8hWJ9hDAX4Slh2jTfxNnMNxYU2hwe28Ag77oTlrHHNzwug8sWudnMzTjsKX735/LaodMkzxFJZlkChhOIZ2C8RJZ/eEZOzfKQDKPQAAS/GoxQIDiisKnsSnYxFZox8acN6A/A45tKuOUjglnqt0zmCjsOJqvz1JDP8BREGqp8JB5oRCugzk2V8KmlQmsUgfGBGKI89LpymVvSSFeif2JRkrsDCOsOy4+8awbZh8o6QX6rr20DGgybVKkk6pZz3sB3FWe0LPHyi69hvRA9SOsN1mUdwIrAlJf34xl2pKf+4OiEQqwBP7NN0SgA+9trbvpl27P5KH7i9WjEAt9Y7W4JdwXoa4E6AFodlBTqfrXXJDa5L188EcDBsW/5ftKIHwh7o4xF2PAvLumJNXOPXD+XcJQt/xvhdN/sMlhOkddNZ3k8oGN14hgWLv8Bm4w+kQBAkT9SAcH0iQi5hheyOF/Luug6f2SkPf1vfDljOTWZ5IXlMT77esD9uMscPEsNNszLGmjFXjUlMFIQqK7GAgY5qzQY2i3cnX6MYopE7vxz/A0MRjBBwXtyDOfljTFvGPapWqYZHPwUcqC+FfTxlIUdsQ1FV+iQf/0pEKSDGKLwfkzJ8okaqRq1iCAMvbvATjh2+W/XLRW33MFnGB5OOe6sqKj6+apsev1SMcuwAACAASURBVFWtXDXY1yeWlLa33nIJwCfcOHnF5MP38oP8mjwSrf6cYgBufbeoF3T9egDHgHkcHKf9tOEruBQ2huUombeiFT1Q4AEh7HgMjO9h29J9XNlYD437njt22wDf+5SGz996LV6beuv1TmVlEEQLdoP3mNGCxqUsPx+S2QtIM2QNk8v5OMfHFjNeMmPV0J+GAnBY/xeMfcwYBZrb6RwPZ4bsCsWeMqN0YviaUxl+EYTDVJAjJBIRSoU/T+d4FDOkJCUW8FbnjZHl6k5sYGnlKgwc24+kvpxnySzvqwFvcjVVZa3B2j8pmeVLKKSyBKCGTxtx/zaFoV3g6RO/IXji1PzKN1NH7rXRiTdNRXTr3btfsRmJMEa7tGIAbj23tQMMbSQgot38V1iOsPY0G1nBOrlsXZ8Gjb9ClTNtncxfnLQteKATdP0vqsZo2ac2tls+Xc5nsoOA3GXC4G1Q/uP3O6GyUmqgypJZ/om8JipHw8GjelLQrCWfpzKcC2qbK9DH7F9dn0yV84VwcIcKhMD9iSiJ7KKyhgJwMsfPEONo7/CA91l+FrF6drydNWGeGSElluDb5Cyf4wCuVjfjHTNGPtez+lVqMXeFhe/BLvEGMQ6PxyhPgUqpO2XxCQjb17b+8HzJHI8nxrXqd4Qq28Lg0b3pg7oenFSGx4FcKUT3FNwSj9KaZDAET3wGGBdf/d63WzxwwSmlEoD77Lh7HsSqrnW01d8XA3BruHO6fjTAaRB9CcuOS2NDa1hWk6/B0J8C4yHYdoP8sE0+d3HAtuUBw7gdcA72CDsaxLcns/wxecQPP3/+MaafeND8VYsX+yQXEuj2ZAc+r3C5vhSbjNjKZbgSm5LhLWyCj4H91ozSVmGHpbIscCGBDUkgvMGMkRukGhOAQ41hHjVjoM2ruJ+z+MXXJOYKbJLYtFomMP0bx3gl5oFRojbBjN7xGAmLV2BhIXswXjFjJPjqPCvsDmcbe9YmluBJMUq5a28voH6/ciV2rW8Xmi7nyexAsYIpI4wxI4ota01Mv/nbxW88edXIIYcmrkFk0y0Hmn2o3XIGFAPwmjwiTXfOQBiqztvXq/PmEac33TStZCRDnw2yR6AKs1vJiorLaM0ekJIF41yPsKMuqIuQZxxMLv2hsuduvhqzHrpr8vJcTl5mlSWzfAsBLqaU8KAZobw+hFQZnwINf5OPGXg8EaWTw65JZfmvAM5SpxPOj0fobv/zhnbA6RxfywwhzJG5a9PqFZiSCnjMGJaIkXSFBxbmk66NsWraYt6sqkq9tOtqDAM7JrqTL6cYjJMKE38As8wo7VPb7Z+4gDfTdXwEQg/1OeNBM5bvr/zzmJJZPEqA4sb27BwzSuKz1TYvKzCJHbyc6EUKJ91erRiA182d7QlDuxqgP4L4Zk8mMGgGWTdLaoFZdf1n2Law6fzcArMVp2gPHnDZ3i6Hbh+NSsyt7ZJS+bVb3Lzfdthy8IGnvHvv9GoSjSx/A2BL7/y8+q78LlwfZgeJRK/8Wmsqx6+AcbA6n3C0GaGAa72hABxOIxPhoXiEzghfRyrDd4Bwofe7m80oBTSa3tpEOcwt2zBeN2M18bzJLD9BgKofE3B/PJQi9+fy+KfFh53UcRrOiPekh2rzaYG+sNSfhyciVGc/irBlrTCUjrB6kRC2LHZwdKIXFSln6/k7LAbglv2S0lGiXQSmq8D8GGznBtHObNklrLPZdBj6Cli2dDW2/5eNdebmdjixW6KZAnLOg6XgL4FNXMQDdRtCu6hswZef4Z6zjneu/c//epjdSPVQpLK8MwAltgDC4qVV2KSQDjGd5XcYUDtCG9h3dJTyUAepLEvgUqIIOjBohCfeID83FICTWT6cAKWCRMC/4gXdxQW77xrdx7fM534dSvCD13FscQfEEhvnqxelMhwQfgBYSYwBhalqzxeiQubXaOdXErYdG6EABhT2bTLD04kg6lViy/RSDBrRleosj0kHs1WBt5nh4vwZP5kxCiQg2+GTudaXVAzAa+3CRg6gMLBOGqCMV+dtUvq9Rq5iXR7WF7r+Pmy777pcRHHuNuqBEgyCowtW9VrYti8JKPSQijvYv6oXJ12P3Hdffznn8YddbK3bXHU9CL7c4KNmlBTVpG8zPuSSFZtiqarDEiqtnug+hmh5XjDK8hLyFIiqgN5h4omGAvCkDO+kEZTQAgN54g/yu4nlvI3uBNzov8Yj2JhC7FxyTDLDbxMFEoJ/MqPkNmaFLJnld8h7iWDG9YlYNYzKP+yWX3jjjhbmsi8ZSLjBjFTXs8PjTc/yhpVQ+sIKi8vAJ0YEe/rqULU9SZPm86aaS9TRjxlPJmIUiDi00SevWZddDMDN6l41+ABV52XeAaA4bFvJjK13VoLdwfodsOyAFnC980HxgtfWA1t6hB3TYDmTFHZVVztDl0bRpZ7E0AtHPfDQRWeoeq1YMsdfELtkF6zh+ETPfDaoVI7DQvZzzCjtGl7orTneqJThk0xULImg83gi0bpV1lAAnvIrR+yVyHqH/2pGKY+KVWn0ZpH1O7BZx/aJHhTs6uW8VIZHg+CTlLxgRunIQmemynkYHMhLikTLXGcb/YfXInyQ11kNrCAD24bxxeFxlcavhg/8JjEQJpoRGlPfjVR6zIQ9O/fAc2HSkbW9+e3x/GIAbr67ujEMbSyYzgXxZFiO4PdqkJw33/StbGRdPx6Es2HZx7eylRWX07Y80BeG9jKgzUzPr6pg8pqbAGS//S/uOPkQXPefnwJlIY+O0a8dL6skbFKYck1m+AIi3OnGLdybiFaLIsjv0jnemjlg0/rOjFKgdduYAOwF2OV+EKv4FV0v34LyxEhSWRbokOpeZuDcRJTuzwuEWd6SAKlji1VUGIhd3j1/DK+DWVLE/dU49dRtU1kWUhH1MtzQTjVVxnFoCOOPa9TQ29Yj1HpWWwzAzXEvdF0wgtK99wJsW6jWmkX3tDmW3mxjlmgXw6GBsG1pKCla0QNr44HuHTbe+MlxH/24V6cuGyuWKCndvjrlFn1ZZgFOumnKbiMjJKlT6X6+mgDptZDA9nQiSsMKJ05n+T4GzvGOCWvdqkMLIDzvmNF8LG5DO2A1RrgJTMNAs2c+tCaZ5RsIkO8KWegMM0aKrzps4aAJwulmhFyaypClMpwAQUkvMmNuIkbb1ebogpqxBOtA3am245MZnkmE4+QzAsoqCLuOjdQk81ibm7o+nlsMwE151w1jH4XnBapAdhxVqBPA3pTTtomxDE2aP34LE+O3iXUXF9kqPXDLj8v/3KFTZ7crl/CLyAsmj9gTx1x50/Jthg3t4dcpUxn+DwjShCWB4+R4lFyJv3DQyvHnYKhARYyd4jEKyDvkd6kMnwHCAyqo1QJRamQAfguA0sZlB4cUdgeH5QMLVZP8pSbL+ErSMEH9zJhpxuiEwmuRGm8HS6XlFTGHpuOIkT3oxVqDapgGE/jYjGBQWBkqfM7tZRw1NFUPVthqJryWiJDbFV60NfZAMQCvsevyTtwEui7MVfsDuBy2XePNtGmmacOj6LqwFL3eFIo3bdgLxaU3kQdSWf4EgOJ5znz71VKjtMPGqaP2xvWfzH9nVC/Ry4bggzcnLSC1WY4SbOJ3RvvL8BqNJB2sgbCs84/oWchnnM7yWAbk71sC8JRElEaGL6ORAfhRAApbTIyz4jFSAd23qTnuY/liD4SqpVXoWtipPXEhD9R1r+PblSCMjOmV3ywm46VyfDsYo9XYhFfNCB1SawAu577kNn9tpD7XcJHZk1QqvjYLc2l7Y68N4UYTPQlte5hiAF67+9cZhjYKTBeD+C5PyaXWlv61m6YdnG3orwB0GyyrfZONtINb1dovIb2ID2E70PRduvjnn977+NknDst++xVOnnhXECCTGR5DpJTExJ4zo+TTQQaXOCnHB2rsQZsIb5gRqiF/l8zyVAKEm7pWPubGBOBkltMEqMDNwBWJKKmAHrawFjEB+8YLoFBybJjxq64dfXo+9+NSJdJgyDkOY+dRMZIXlhqWyvA1IAj3vJioIA1MbJoPcQqfVJAqn23GSHD9RVtDDxQD8Bo6DrourC9CtzYbti1vm4FKyZoO2a7PM7S50JyT6iJTaNfXXry4JvVAKsuSUlUCBURIsYMF/3nmsdtjW22L3tvucEQi6qZc01mexZ5ebl010/DuFoyJZqxmh28yw08RQaV7CfhjPEqymw2sMQE4leM42G1kImBaPEoikJBnqSxLelzBdmoTXpDfT8rwdRrBF5ioAanyB0xm+bGAmYrxgBmjoCs8PKki0NDxpcCG1LyMSYkYubvnWkwUmH7O4nEi7MAGzk10r5ZzbNKbvJ4MVgzAq3ujRUCc9ckAdwG0kbAsqe0UrSEPGPpSWLb8ked1fzZ0WvHzogfCHri9jLc3NPg0i47lYMsxvej7ZJalicpJREkJMiTd9KpiXCNgldURm47uQuW1BL1qHVzGiWaMavCUpzI8GwSlxVuoISy/a0wADjNLEfB0vJZmsGSGRxF5ykaER81IPl5Z5sojFQF+XbIc0fEDqAa6Isx9LddfCQwIY5fDfgjrCgsO2gF2GBWhr4tPXvN7oBiAG+/jGHRdlD+GgXg8qpw6ayWNH3K9OXIjGPoCWLZbaypa0QNr6IFUju8G4zzv9Bryff6wk7I8QgMmez+/YkZrChTIZ+ksz2OvschysLkE81qCtARyRSDDwFaJKPmiDerQxgTgiQt4P91wtYiZ8X4iRnsWzhM+BowfzBgNqM1NYVYucnBcvBfVyi2QyrKweQ321n1jIko+GUmNYVM5fgOseljEasUZr+EtK55WjweKAbjhx6MUhjYCkLQMP+h18bZbfcqG3bFGR2wDQ5sJy3Ep6opW9MAaeEB14hJ+CEghGEPMGL1TR5B6w2uKlC1wgAsOH5vX+AT8bEZJidGHTYne5xR+X+qp3DmCDYcTrQgf05gAnMzH8dY6lyL8AMrBKJXxLQexMb3IJ/AIpkxluZpOsp70cjLDJxDB39HnLAcDamvakoFlZ03AHF8LmIEglb8Gt6p4SiM9UAzA9TlK149QJBqgb2HZ0kDhA+Eb6d7iYcoDhnEQwFfDsg8qeqTogTX1QLj+ycB7iSj5xP95Q05cxj31VYp5ikTT1gD6X1oLZjVVzsfDga889IwZpWML11YQpLNmlGKFxzQmAN9exhuU6PiVWTLisN59Ax0fP5nswrFSWRbOahc2RTgmHqFnC49JLuQ9SA8UxZYsiSAynqgGv7oiAMkpicXNZQwmXJiI0F/q8n9YFKI+DPGa3r/ieTU9UAzAtT8VW8NQdd7+Xp03T+C6+CCtpgd0XdRfDoVt56nArOYoxcPXYw8k53En6qDwrVHPDXnC9mHXJHN8PjFmeL9704zSAbW5Lm8nCVxtRsnF2IbMk8YT1ijFhZyIkgqOYWtMAJbjU1mWl4KIOpfQx4xQDYKeZJbvo2pSkDrTxnkd04zD4zGq9Tsq3PwFwpdmhAKO7BrXmuEYa5grmGowFvWNInYy1XxJWI8fwya/9GIAllbmBdxTN5Aon/fdFxP23GoQQKcBfBssR4Szq5rc6+vbgIZ2OYBusBxXj7VoRQ+spgfSWf4TA/d4wevHvj2xRV3BIUzrCGCEGSX5O65hyRy/SoyhKrj+f3vnHh9Vde3x3zrnTKASEZBMEtT6ROBWub2iV229FkUrgu8ngqIVn3yAzISH+ACNUhHIY4IP1F5fVXzXj1WrvXh9VG8vXrXFtth7bX1CrckMCFZBIeecdT/nzEycTGbIJCSZTPLb/0Qza++91ndv/WXO2XutDMkxfNFsVC+FavJbcsZ3o+0Q4Oa7y2rjsMph8na6U95hMgGShRZWhYPin/ZOb3UxrYGi0vdd8bPKUmkuSJFqu3yjDnQc/w+Xwd7vXWDi7KA8nw2/dy1LXEyCheXp+ajbuWQ0z4EABTieau6eP/7q6YvLRx6ErzZGv/nys89Ovm/aWaxjmcMGysnENG+FoX9Bk/8HDRsJtJtAXVS9k88HeR1FMCdUIn66xfS2+BMd3P87/uNn/50tAtgvPFg8AWotYlH1Cix4BwPdQH8EZwyUja2ELqrf1uIF7g0HZVq6TTsEOPX61KmhktaHp9JOOW8OB8UXzvRWHdWjTOD1xO83hEsQzJbFqi6mS6CY59tmqSfc7gVhh04hQAGOZ455+s3HHjj1P2puxHEz5+PICy51oVhhu7gx0yGITiHflwaxzKegWAnHiVdqYSOBdhCINOoJKoinUxRshoV90zNaJYeri+pFAJKFDFaHg+LX+G0lrBt0FFz4RRpU8OfKksw5kyNR/akC1yTmrgqXyA07IcCeX55/nhBOD5e2zjp1/VotGhSEd13KvzEgTRgZ2kPeS5/Tv48bw0cCxA+OOTgmXC7ewbNWbflG3dN2fNt4Yg7gkNkp9YzbsRQ07WQCFGAA/l/N/XFd7OP3Zz5w+aSA9034tKoaDBi8+0Yobt5lPW5NT0/XyevQu4ezzDcSubHf6N2BMrquIFAX019CET8gpagNl8rsbPPUxfQZKE5O2F4VLpVkJqwWXWqjeqEA9yeEdWW4RM7PNGZdoz4AwVRfDIFLQkG5p8MCnFKXWIBFoSzXguqi6l1XOjoRw9RwqTTXP06duz6md7iKKxO/uzUclFk74PIoFOf6CHfwyLor1o9jZidAAU5h45Ud++bLf9Svitx8wjvPPompK1Zi70P863rviaIi20EHbrA2CJjGejiu901kPVmRQHsJRGK6QhVXqOKboiKMnDFYPsk0hn+Nx0UMgn7e565gRLaEEpGo3q7AdF9YBVeESiR5aKulUDfqf4rE3xNne3+a6yPo2ga9TIz44TAB7gsFxaua1qpFYlqtCv+PjGxZs7zP6hr0WBh4KTHA38NB8e8qZ2q1MT1UNF4cRgTXh0okmX6yvctB+04kQAHOALMuqieueeaJ+mcXzR9+5ORpOK7iaoiIt3GfF0WoIii8jpT7JjRhmVthO8U80JY7NFq2JFAf1fGOYENlSeuDS0nLugY9DwYe9v5dBb+rLJFDs3Gsi6onRv7n4uKIUJn8Tybbuph6p4JHJT77l3BQ3km3y1WAIzE9SRXP+v0Vq8KlmQ9YRRr1TBU8mZjnrXBQ/CxcreZVLRoU81Pgxq9GKX4QLpXV2WL2iimIwKwokVe4v3oGAQpwlnXw3sVsWrd61nOL5i8wrMDAKcvvx6Bhe3qbfDsMLO8XwM3TBwkTcrS9j4fBNN+G4wxr25QWJNBxAqm5lAVYEAqKV5O7tXB9pP0HFeMLP+GF4mvdjt0r95KvMwpwVL3UqQN9oVaUhUqlsaMCXB/TMa4iefJ5bTgoB2eac2mj7h8Q//6u97h4uxXEwGR5xXT7uqg2v1duK49zx8myZ1cRoAC3QTbSqKV3TjmxrvH99847raoWo088LdmjEYqqTAcpumqxCnLcAA6DGitgu1m/jRRkXHS6xxFIPSltWDi4YoiszeRkTYMeYRiIf1NUZK3o4z/SVngnpT27rzffgeKqKnE7KsBLYjqsKFlyENgUDsqQbBDrYvo3aDz9pRg4IjQ08zf02qiOF+CFxDivhoOtqzn1uIWiQ80EKMA5boYR4yaM/+jN1+498vzLyk+cV4V+A7wnqv77lDVQhEJBYVGGTCxN81QILobtnJojapqRQIcI1ET1agPwyuutCJdkP6gVieosTeaJjtv674LTW/UGHWnG6+V67YNwUA7IZJfrI2g/rWUUWyHxVJO6Dbvs4Ju3lwFromfnAhWzg7I809x+tqsNWCmK0x3gxtlBWdwheOyUFwIU4PZhHxwYMODWofvuP+Un//4ESvY7sLm3Ak8YTZgT2kNYljCVacCYDlcOguNk/J9c+/DTmgR2nkBdTB+CYoovgi6mVJaJ/944vdU36DjXQDIfwOvhoMRPJqe1XAXY61Yb049Fsbc/d4bCDsmhW9TpVawMl2Y+pb3zNDhCPglQgDtCPxCY1r+4eNmEeTcO/rdpfp3uZNviXZPYbmDZVSXyZUeG7nV9LMNL77cVttsqzV+vi5UBFQSBukb9JcS/1mQHBN+bkaX0XqRRp6rAL28I4PFwUPxrPDslwI26WgR+EXsBfpTtyZmXkcpQvOwLteChyhJhGteC2F3tc5IC3D5eqdb7wTIe/+eJZ44+65bbA8W7x1O8Jv7D+psq5odLZWXHh+8lPU3Tu2v5KhwnfueSjQTyTKB2g/4rXD8z1AuVGe71Jt2ri+rVALzKQ55aRsIlEu4EAX5KBKf747iYHC6TR7Lh8OsDA2NUsDC9BGKeEXL6TiJAAd45kP1hGTcU7x6cNfWuR7YM/8HYoanDCfDfcBAKlYt//65PNst8EZBlsO1VfTJ+Bl2wBLxrO4p4DV8AE8JBSR52ahFTolBEskRh1vSRXqdIo56vAj+xhgoO29G1qoIFR8dzJkABzhnVDgwtazxU7zpi8sVfnFtztyfC5WnW90JwXabqJ50xfY8ewzLeheGeg+14t0f7SedIIAMBLzezCnarLJGkEGfkVBvTpeJimgpqKoMS/9acpdU06DjLwDrmE+CWowB33h4oh2Xe069412Ezn/7Nu8NGjT5DBP2TwyvwhQHcsmkLIlX7ilfgu280y9wM29kHwOa+ETCjJAESIIHcCFCAc+OUu5VlzIPKjBFjj7vtiod//cPEYY/m/gJ8BBehUFnrSii5T1IwlsWwzIZEFqyCcZqOkgAJkEB3EKAAdwXlAA6BazwOyAvzXvnTS+UjR92ULKXW/I1Y8JLjIDS3LHOygK5wKw9jjoBlPAPbHZGHuTklCZAACfRoAhTgrlueQTDNaogeVTRw0BlL/m+jl9B9AYBvj0sDjgC3b3Ww6JpyiXWdK3ka2bKOBXQBbOeYPHnAaUmABEigxxKgAHf10gTMC+HqTd41hup1zs/NAK4FMAMar82ZaBsUWLRnCW47R8Tpape6bXzT9Eq8jYfjZCz11m1+cCISIAES6IEEKMDdsyj7wjIfA7AOtjOj+jMdYpqIADg+dXqvMLjrIjSnVF7sHre6eBbLuArAENiu95ONBEiABEgghQAFuPu2g3dneCFULoDIFNj2azUxPclQX4j3byHEwHMoQkXlIPmw+9zrgplMczkMfR9NbsY8tl0wI4ckARIggYIhQAHu7qWyrOOhei9Efw7bvXb5X7WfMxgVcOFl3RnU7I5imwoiEsAt4cFSmFd4LPMXUDwMx/lFd2PmfCRAAiTQ0wlQgPOzQmWwzJ/5B7Js5zwAHy2NallAUAXFZWnfhhsMwcJQiXj2hdUs8w3ACcNOlH4rLO/pLQmQAAl0KQEKcJfibWNwy5gDlQoA8+A4fk7Y6piOMeOPpY9KE+LfiYWK8BD5bT5dbtfcprEOjuvFwQpR7QJHYxIggb5AgAKc71UO4PtQ43GovAzHmQPgK8+l2phOEmApFHulCfGj2oR5s/eQ9fl2vY35TVjmFtjOrgCaerivdI8ESIAEup0ABbjbkWeccDeY5lJAx8F0T8F2/Nmz8uqMDlTMMQSzARSn9PwKgmrbQfXcMtnSM0Jo5UU5TPP3cJz0vNg91F26RQIkQALdS4AC3L28dzxbwLwALhZDNALbrU4a13yqe5kBLFVgUtoA6wWYGwqKd8WpZ7UADoUad8J2D+1ZjtEbEiABEugZBCjAPWMdUr3YB5b5KAAvh/KVAD5Lflgd1aMsQUQVY9Lc/i8IKsIl8vseE45pngLBJbAdr/A5GwmQAAmQQBoBCnDP3BL9YBkLoHJR4s5wi1JotQ16GQxUCVDWwn3F3U2C6+cFpSHvYQWMK+HKaDj+HxFsJEACJEACFOAC2gOWNQ6q90P0EdjuvFTP6zbpIGz37w5XQNAv5bPNUCw2/4H6WcNlW96itYxFAL6B7Xo/2UiABEiABCjABbcHSmGZdwMoT9wZ/iA1gqWNun+R4T+WPiktsg8Sj6V/lZeITfM+AK/BcbyfbCRAAiRAAhTgAt0DljEbikpA5sJxHk6PItKox6ugHsCotM9ehIGK8FD5326N3DJXAVIN217VrfNyMhIgARIoEAJ8B1wgC+W7WYTRfp1hld/CcWYBaHEF6fpX1Bo0CjNg+BWXhqaEZgO4LdAfi2YMlI3dErJlrIXhTsJ2rO2W+TgJCZAACRQYAQpwgS0YAO/O8GJAx8N0T8V2/Ck9hOWfaYljYgEE06EwUz73ag7ftLkEt1eJuF0aumVugu3sB2BTl87DwUmABEigQAlQgAt04WCakyFYBmg9bHdppjDqG/Qg13ssLTi2xeeKtTD9x9Ivd1H4A2CZUdjOgC4an8OSAAmQQMEToAAX9hLunbgzvAG2c6l/dzhDi8T0FHV9Id4nTYifgYuKcLl83MkYDoRlPAfbPbCTx+VwJEACJNBrCFCAC38pi/w7w5BpgEyGbb+aKaT7VPtvjiGswFXiPcb+tn0NILLNwpL5Q+SLTsFhWccAuhC2c0ynjMdBSIAESKAXEqAA95ZFtayxUH0Qoo/Bdr2iDhlbXUzLofDu5l6caiDA39XFgnCZ3LvTSExzCoAJcBzvJxsJkAAJkEAGAhTg3rUtvDvDKwDsBduZDOCv2cKLbNDD1PEfSx+ZZvMWFBXhUlndYTSW4SUNGZqePKTD47EjCZAACfRCAhTgXrioCBhhuJgLyJxMd4ZTQ65p1PNNA4tVsWfq71XwEATzK4fKp+1GZFn1EPdDNLnevWQ2EiABEiABfgPuU3vgYFj+neG34DiXA/De9WZsS2K6a5En2OIl+kDqyeUvoVi2i4Oay4fJ1pzpWeaTUDwKx3ky5z40JAESIIE+RoDfgHv3gg+Eaf4U0Akw3DPQhD/sKNzIp/pdDaAGwFkt7BTrIJgdDkpugmqZqwGphG13/DF2714XRkcCJEACoAD3hU1gmpMgqAO0JrXOcLbQI1E9WuGntfx+CxvBb6AIhYPyfuf7zwAABOtJREFUzg6xmcYncNyjAXzSF/AyRhIgARLoCAEKcEeoFWYf786wl0P6C9jORQCibYVR16hXQnA9gNKkrQCqijsFqAqVSmOGMQxY5tewnWIATW3Nwc9JgARIoK8SoAD3rZUPwDKuA+RSQM6HbbeZCeuOzTp4WxOuATALiqJmXILP4WLx5hiWVx0k21MwlsE034HjtKxV3Lc4M1oSIAESaJMABbhNRL3QwLKOhupDEH0Ctjs7lwjrozrcjT+WPjHtsfRfEo+lX/B/H8AYqHE3bHdMLuPShgRIgAT6KgEKcF9deSAIy7wd0H1hu+cCaFFnOBuWyEY9wb8/DIxItRHg1xCEQmXWCAguge2c0nfRMnISIAESaJsABbhtRr3bImBUwJWrAVTAcR7LJdi73tbA1r0xEy6uhWBISp+m529ZsObF+sVr4DhX5DIWbUiABEigrxKgAPfVlW8Z9/f8O8Mia9DkXALgm1ywLGvQoGVgIYDpQPxE/fNLFsJ1mqInX7e4qmJ3rBARzWUs2pAACZBAXyNAAe5rK5493l1hWYug7kQY7llowo6vGqWME/lcR6vtP5Ye+0h4GvY7/CgcPuknnsUfvMfS4RLJWCCC6EmABEigLxOgAPfl1c8Uu2meDcFtEL0FTW5de/DUb9DTIycdfd+PK6/bbeTYH6d2fUoshENDZF17xqMtCZAACfRmAhTg3ry6HY/tu7DMlQC+gu1MBRDLeSjLWHvpg8++/k/jJnjFIAam9PswHJT9cx6HhiRAAiTQywlQgHv5Au9EeBYs49rEneELYdsv5TSWZX4O2zmgdr1+R4pwMwSegHsviNeEgnJITmPQiARIgAT6AAEKcB9Y5J0K0bJ+CNWHIfo4bHduG2MNgGVGYTvNBR0iG/RwdXCOIbizIihZyyPulI/sTAIkQAIFSIACXICLlgeXSxAwb4PqAbDdswF8mMWH4TCN5+G4w/PgI6ckARIggYIiQAEuqOXKs7MBYyZcuRbATDjOE628sayxgN4A2xmbZ085PQmQAAn0eAIU4B6/RD3OwVGJO8N/RJNzMYBtzR6a5hQAE+A43k82EiABEiCBHRCgAHN7dIRAMSzrJsCdCHHPbq4zbBneO+JgDu+KOzIn+5AACZBAryJAAe5Vy9nNwZjmmRDcAdGb0eTWw7LqIe6H/j+zkQAJkAAJ7JAABZgbZGcJ7AXLfBDAFgAmFPdkfD+8s7OwPwmQAAn0MgIU4F62oHkKx4RlXAPIDVCcBsd5Nk9+cFoSIAESKBgCFOCCWaoCcNQ0J8Jx3mxX5qwCCIsukgAJkEBXEKAAdwVVjkkCJEACJEACbRCgAHOLkAAJkAAJkEAeCFCA8wCdU5IACZAACZAABZh7gARIgARIgATyQIACnAfonJIESIAESIAEKMDcAyRAAiRAAiSQBwIU4DxA55QkQAIkQAIkQAHmHiABEiABEiCBPBCgAOcBOqckARIgARIgAQow9wAJkAAJkAAJ5IEABTgP0DklCZAACZAACVCAuQdIgARIgARIIA8EKMB5gM4pSYAESIAESIACzD1AAiRAAiRAAnkgQAHOA3ROSQIkQAIkQAIUYO4BEiABEiABEsgDAQpwHqBzShIgARIgARKgAHMPkAAJkAAJkEAeCFCA8wCdU5IACZAACZAABZh7gARIgARIgATyQOD/ATqptlRQWGppAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="99.45218953682661" y="-10.452846326765155" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="143,234,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="30" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="30" y="74.66666666666666"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="30" y="108.6666666666666"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="30" y="279.0000000000001"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>143,234,255,1</color><comment w="280.83333333333337" collapsed="true">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="true">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="345.33333333333337" y="116.99999999999997"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="403.33333333333337" y="316"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>