<snapdata remixID="15085452"><project name="U7L1-Tree" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQAElEQVR4AezdBYwdVdsH8DPFvbhDcXd3dysOoUAhEAjBQkKwUAIkkECAQBOCBGiBEkJxdyju7l7cXUvh+/Z33nd4h9u723u7e/fO7pwmZ2fm2Jw5z3/+j5wztwP+L/1LM9DGGRgQ0r80A22cgQTANk5+unUICYAtRsGPP/4Yvvnmm/Dqq6+G559/Pnz++ecT3PGDDz4IX3zxRXjvvfcmKOvvGQmALZLwb7/9FsaPHx/uv//+AGDzzz9/ePfdd8Ncc80VXn755TBy5MgwYsSIMHr06DDzzDOHK664Iiy88MIRiLfddlt44403wvfff9+i0ZWn2wTAJmTx8ccfRwbDYldddVV48cUXY2vsBXCfffZZkB577LEwfPjwcPbZZ4evvvoqLL/88uHbb7+NdR944IHY7rXXXgtPPvlk2GyzzcKjjz4allpqqZg/YsSI4D5vvfVWGDhwYHjllVdin7FxP/xTXQA2IcyffvopfPjhhxEozz33XGSxKaecMqywwgpRtQLQ8ccfH66//vpw0003BQy20EILhZlmmiky2llnnRXuueeeMO2004a11lortptxxhnDdNNNF/v89NNPI/g6nNFwzDHHxDqTTTZZuPvuuyMTPvXUUxH4TQy5z1RNAOxCVG+//XZ4//33wwsvvBDOOOOMMPXUU4dFFlkkfPLJJ1E93nXXXRE4zzzzTGQtalYZkP3yyy8RPNNPP30AMAw555xzRjW83HLLhXXWWSc4rrnmmmHeeecNADzPPPPE8i+//DIMGDAgbLzxxmGXXXYJO+ywQ6C6jWfcuHFdjLjvFSUA1pEZ8AAeFfvnn3+G9dZbLyy77LIRZFjpu+++C7PPPnvYYostwiabbBLTDDPMEF5//fWAGdl4HI8TTzwxHHnkkRGsAMTJoF4x5lRTTRX23XffcPPNN4cFF1wwMumll14agMyQttpqqzD55JM7Db///ns46aSTIruOHTs2juPXX3+NZX39TwJgHQk+8cQT4dprr422FybiDGCwJZZYImA06hQgNX344YejelxllVXCqquuGuaee+6A1YAWgD/o8HDl7bbbbmHXXXeN6lUbDsnVV18dAOq+++4LAHnsscdGW/Hrr78ObEXpxhtvDMOGDYtgpJblYWRgxrzPPvtsdHaMpS+mBMCC1Nh6BM6RYN8RMmYj5DnmmCMssMAC4eeffw7rrrtuVMVsNgDFarPNNlv466+/IgBvuOGGqEoxGLCq7zZCMWPGjIm2HwcE8ylbaaWVAqfjjjvuiODdfvvtwxprrBHVsHZUM3BPMcUUQQJgXrT6Xgj3wczq9rWUANghMeGSN998M9x6663RWQC4zTffPAINYDAVhuJkAAyGwmDYDVsuvfTSkcnYbgC32mqrhT333DOqTipc3xdeeGEYNWpUx91CGDp0aNh6662jU8LB4EUDEu/6o48+CrxoDotxSbzhW265JYKfPXnCCSeEM888Myy22GIR6Nddd13wMhh/vEEf+lN5AHIksAcWuffeewOmm7rD2eD1YjasddFFFwWAHDRo0D/e8NNPPx3V5I477hjYYwt1eL1sNexFXZ9//vlhySWXDIccckgAUOr35JNPjo4MgFG9gLzyyitHVlt00UWjLWkcm266aYQQ+5ITgpndhwO0xx57RDvTmNmaxrf22mtHe3SbbbaJLwLmjh3U/1Oq3MoCkCMBfD/88ENg8M8666xRhVK51BzWY8tRfVmWBd6nWB7AcEBWXHHFQOAYTx6AYbXbb789YEZ9YjzqMsuyMMsss0SgiftxcjCeVRL3B9q///47OKfiiwjRl7oAz7EBWuDW35AhQ8LRRx8d1b42QH3OOecEMUbX2NKxzKmyAMR2jHgqL8uy6HAA1h9//BEY+1iM6iN8gKEqsRmHhPeL3ahhzgZVSMjU5gYbbBAOO+ywCCa2nRDLXB2rH8olzMqmcy/9UJ3YjCrXt/rqSbxlL8p+++0XPfHtttsu2oZYceTIkZGNvURAT0VT4UwE9qg+gVc/ZU6VAyCGsSbLNjvooINiUBhTCLtsueWWYZ999omrE2JvWZYFS2KEqw5A8EKpZkKnLiXgIWRHsTter3CMPq1kAKJygHj88cdjHPGll14KVLJ+qW+gAmbA5j3rn9edt9UeOIVp2JRWWd55551oRwI4RnRPCWixuJfooYce0rS0qXIAzEFgiQyzYSTxN0thhE3IGITwFl988UDVchKEWQh54MCBUejsRM4G0FDVJJxlWfRwnbP72GaA4Bp4Mdzuu+8edt5553DUUUeFZZZZJuhDyOeSSy6JKylUupdEO6su7D/tqX+2IzuTGleOQTE0wAlsq4epqfP55psv2pTrr79+GDNmTLRTlZctVQqA1B2hCn+wpQANkICPEDkTBASEVjQsqTH8jzjiiKA+L5fwAWv11VcPQjZ33nlnEJfDdsCpvQQE2AjTsdkwGzArk6hvKydAftxxx4UNN9wwMiNmNh73oU6BzoYGAJRv9UR7CaCFfJwbh/F5ISQ2rZfL0qC2VLK+1S1TqhQAH3zwwcBmolYPP/zwwAakTiUAcy0eBzwMfk4Gr5jAxOV4nNSra8zDecBIrgWT2WBUnvgcQHAyqFHOCSfC/dV1D+DcaKONguU5eYAOjOxPfctjU2I5dqXY5OWXXx5BD/iXXXZZcL9TTjklMh3nCXMauw0NzAFsypTgQQ8ePDg6QfotU+pVALbrwQkFW3AwBg0aFKhhrCWMwRkgPOqQkICAnSaOVxyvzQMYq5iXg4U6pEoJm8rjAQMdltQOoLbssC+x4DXXXBN4xhjKeCRqlm3pJciyLAAz8Ob3Mh7LdpwdY5Q4JkI3nClM7Zwd6d577bVXjDNiQiAsI/Plz1YJADL0CQpQhg4dGk499dTo6dp/R5BUKnWVTwpVDTj5dX7EfpyA/Lp4tHJSvM7PhWiA3TVQASWgsDvZhRJ2ZAJgXMAFouL92arMAm3Zc/qibnnwmJSjw7TwkikDbkcvEzXOBAB6YRr5ZUqVACDBs8/Ex7CIc6yDtQgDM9kUihGBleqTX5vYcNRnnk8lAwb2zPNqj+6FKbUDFgxsmxagATSvWdppp51i/C639/J+xAa1pdapVS+AzavMCGPGoF4sqtq98nb5EXu6v3sCOTWdl5XhWAkAEh4bS7jCuYknLKrZuQSEWZYFIReMKK82CbnYwycf+KwDcwxcd5WwVQ6+vJ4XgeOSXzu6L9uT4yIUIw87shU5Jdtuu23cQQNIXh5BcvnigzbIsm+xpXZ5Aj6qXRktUHvPvF67jpUAoJAIu4oAbJmiithlwivFibfDhYdMaMX84jkBA0ij4NOWI4P5nBdTUaXm+UJB2IpKN142pXEBvzrYDnM+8sgjcQODPGC2KiIUwwGh3q0PSxjVy6cPdiJG9QzalSFVAoBARw3zWsXfeI/UMWHUCiHLsi5jZpgTAzXCfHnflvHy8+JRGMhLwH7L84EE2HLwYc68zJFDQfViPubClVdeGXdO24njpTr44IODwLZYo8QRAViOludnE1LD7Ef9tTv1ewBSs4LIGCJ/84VU9t577yDYXAtC328UAVErILFC7WvzO7vm0IwfP76z4oAZOQ3CNoCtIpWN+WrBp0w4RuzS+YYdsUNevI0SOWs7MhOwPHULrDY3YOFzzz037uwWwvFSehH1087U7wHIaDfRgMMrLO4UITj78ooCwBbYsphXPNdPDoBifmfn7o/pOiv3ElD7xmJ997TTTgvs0Xrg04cQEvXvXMqyzOFfiWpnJogXYkl2LafFPGBFG1/FFpt5jn/doAcv+j0ACZ/aotIwgpAFgxwb8iB5vOedd94/W+HNbVHArosJWxWvJ3YuyA1QndXLWQ/rAgjnohiCKbbDjFRp8QUB3GId57x5Xj5VzEGRqF+xSB41FWx/I3NC/Xamfg9AgAHCLMuCFQGCIBixMTE1Aj3ggAOCGBqmYLSzDy3F1RMMj7Jefmd5VDynol655ThMRf0ao9021Kdwi3EYj9UZ9h2mtFGWk1KvL3nuJfAMXBwPz87rB1zlvGkgtNVMXFDwW347U78HoMkVq6NuLGWJoVFL9tFhD94mFsQ8mEJMbv/9949fu+WC04cEpJ2BSXm9xPYq5tsEYadL7qFSl0DBFrTlXyiGg2EcxoMNAZQ6Zc9iMG2EgQBIPo/Ymi9zQh0vD8BaNxbUVkcUQGgny7LAJpxmmmni0hwtUBxfb59XAoA8S0xnhwj1ynjvaqKpJoFigmTD5XXZUbXLcXlZZ0eMab0YALAT9QhcgHXggQdGew+zddae3WqFxNIgoFK/bEUqFhsOHjw4fjpgGdALJSAtMC5+aGcMIMrjIXvZ3EcohxnCHmaayGtXqgQAve22t2OHzkIi9QRAwMDDblQuSAzMzhtJ7DvhDkxF+Dmz+c4jfwkwHy+9kf54uILP9jHq24tSrx3WBXDbxJgZxu/lsSRo3djL4AN4ex+Bu14fPZU3sX4qAUCTwLaieqz9um40UWPYw7YozNFoO/Usgx166KFxyz8bT56kv2b70i5PTIbiGnOenx8BjuODvbGmfJsZLCUCnCN1Lb/dqTIA7M5EYymq0L66RvuhAsUUG63fbD3buNi1VHqxLRtR7FGYBWMrYzNiQueScQGonwyxGWLs2LGy25ISABucdgwmRigQPLEmnBdqls05sbrdKQeiLMsCNZ/3IzCNtV1zrBzl8aSFX1xLPGS2ouU7cUh57UgJgE3MOlbBMBNrInTi92EmVq8nyq3xim/mbGflI++3eG4JTvglL3MEYHah83alBMAmZ54TIxzTWTMqjcrrrLwV+ZbtqPyuTAQrK9aYhYAEx42DacEedN6ulADY5MxjQeGNes0sk3F2qOt65a3Mw3a+D2HrdWYmqCO8hMX92pf4YFEtt3J8nfXdfwHY2RN3Mx+T6EJ8zTFPbCyhjnYxCpvODh0vCIBZAaGa8/EJOPO+mQdWTIRwXHth8jrtOCYATsKsi69Zyio29cERVVjM681zqz1ilu4JhFZAbPU6/fTTg1WXCy64IH6L4ltiS5JWXYSlsmzCzQz66K2UADgJMy3IW4zjibvxeMXnJqG7Hmki2F6rTr0okjVgm1Y5Rl4SwWieMtbukZt3o5MEwEmcPCEMKxzUGafE55eT2FWPNRP6qe3M2rKP3jGi+KCfBRGMZv/Z7JA7JLXteus6AXASZ9pyF4+Y1yvEMYnd9GizegxMDQu32IBh9cRaspv6ItDaMeZ23a6UANiNmaeKGfPd6KJHm9bzvtl6dtX4KWAbMYzZTe3qthnBeTtTAmA3Zt9SmNSNLnq0qV9lGDduXN0+qV4/auSHmVTwOzeC2M7bmRIA2zn7PXhvXjmmYxLU69ZOIMtunBW/rKV+ro7r1e+tvATA3prpFt7Hdyo8Wp6uLVs2vRZvB3x5vI89yIHytVyujot1e/s8AbC3Z7wF97MMx6bTtTCLa+d5onrZf/m1EFJtJFl5RwAABBlJREFUID0v6+1jAmBvz3gP3493i/Wo1rxr50JErq0P84QxpGvJjmx1nLc7JQC2WwLduD9wcTxqw0BZlgXhFRsPsKHd12KAvgTsxu1a0jQBsCXT2tpO7f/zLQeP1hdwtXcDNPagrf4+QFeXF8wWrK3b7useBWC7H6Y/3d+qhtUK3qqlM5sLsB1W81Ny1nF954LZap/bxgN5dk1Ttz6ksgvah1nyy5QSAMskjcJY7N3zxRtv1dKZmF2WZfGHJ4VTVGXX2dHivJh8zZdfAx47Mb8u2zEBsGwSqTMea808WWAsFvuWI98eludTy75f8dF7nmczQn5etmMCYNkkUmc89vdRubVFtlblW7CU+UBJvM93wMrklT0lAJZdQh3jq7fFn01IFWfZ//bzWQvGfh1Ngl0wjmVPCYBll1Cd8bHp7GzBdvb1UdGq+WrPUSqjw2FctSkBsHZGJum6dxsJqfBw3dV5mXbkGFMzKQGwmdmqqWsFQqrJTpdNzEACYBOTVVtViMNvvtTmp+vGZyABsPG5mqCmn3obPXr0BPkpo/EZSABsfK4mqGlXiWDwBAUpo+EZSABseKomrIj9/LcIE5aknEZnIAGw0ZmqqScAbHHftibnNcWVuezugyYATuIM+mHzvOmoUaPy03RscgYSAJucsLx6cTu7X+HP89OxuRlIAGxuvv6pXWQ9P37+T0E6aWoGEgCbmq7/VPYrWNZd/SqCZFVC3n9K099mZiABsJnZ+m9dGwHswxs2bFjwPxs596vz/y1OhyZmIAGwicnKq1roHz58ePCthR//ufjiiwNvOC9Px8ZnoO8CsPFn7PGaQ4YMCcUNAH4dwX950OM3qkCHCYAVEHKZHzEBsMzSqcDYEgArIOQyP2ICYJmlU4GxJQBWQMhlfsQEwDJLp/7Y+lVuAmC/Emffe5gEwL4ns3414gTAfiXOvvcwCYB9T2b9asQJgP1KnH3vYRIA+57M+tWImwJgv3ry9DClmIEEwFKIobqDSACsruxL8eQJgKUQQ3UHkQBYXdmX4skTAEshhuoOIgGwIdmnSq2agQTAVs1s6rehGUgAbGiaUqVWzUACYKtmNvXb0AwkADY0TalSq2YgAbBVM5v6bWgGEgAbmqbqVmr1kycAtnqGU/9dzkACYJfTkwpbPQMJgK2e4dR/lzOQANjl9KTCVs9AAmCrZzj13+UMJAB2OT2psNUzUF4AtvrJU/+lmIEEwFKIobqDSACsruxL8eQJgKUQQ3UHkQBYXdmX4skTAEshhuoOIgGwfLKv1IgSACsl7vI9bAJg+WRSqRElAFZK3OV72ATA8smkUiNKAKyUuMv3sAmA5ZNJpUb0LwBW6snTw5ZiBhIASyGG6g4iAbC6si/FkycAlkIM1R1EAmB1ZV+KJ/9/AAAA//8Rmmf/AAAABklEQVQDAG55DCXRCiPKAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="U7L1-Tree"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tree 1 size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 2 size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 1 size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 1 size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 3 size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 2 size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 2 size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 4 size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 3 size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 3 size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 5 size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 4 size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 4 size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="level"/><l>1</l></list></block><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportVariadicProduct"><list><block var="size"/><l>-1</l></list></block></block></script><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block></script></block-definition></blocks><primitives></primitives><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="210"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAQAElEQVR4AeydB5yUxf3Gr1MFRGyIvRs1id1YcsZK9SBibFFj7BpjDzEaNTFqjLHHqDEmGmPDPxxwgN0TuxFjjLErooioqAcicJX/93m5XXdvy+3e7d3u3j58Zm7mnfnNb2aeWeZ5p74lRf5nBIyAETACRsAIdDsCJuBuh9wZGgEjYASMgBEoKipsAvYvwAgYASNgBIxAlhAwAWcJeGdrBIyAETAChY2ACbhw2981NwJGwAgYgSwiYALOIvjO2ggYASNgBAoXARNw4bZ9YdfctTcCRsAIZBkBE3CWG8DZGwEjYASMQGEiYAIuzHZ3rQsbAdfeCBiBHEDABJwDjeAiGIF8RGD48OEDRo8ePSSy7KNGjdpuzJgxu0WG2W8EjEB8BEzA8XFxqBEwAu0gUFZWtlppaeknIbEDDzzwYp6nT5069elQWLru+PHj+1dVVV0amY7nI7C/jAzrlN+JjUCOIGACzpGGcDGMQC4iAKn+glHtpqGyMeLdkLDJep42bdoc3IWQ4wWMevcqLi6eMGXKlLUJ67CZOHHikhUrVhxHHr+QEvSehXttdXX1Zbg2RqBHIWAC7lHN6coYgYwjsA2j2oBwpbmkpOTdRYsWHSp/q70b96eQ76Pl5eWr4I9rIOmFkOrjkPkIkSr+G7B/ILyaqeyNcedHJLwPfccT9h3y+z3ku1pEXJSXtMOiAnjYfvvt+1ZWVvbGaxOLgENyCAETcA41hotiBHINgZaWltMp01bYIghxKe7BtbW1y3EDAzmezoh1PewJjF4bgsA2f0hXR/yvIdX3mLa+urGx8V5ETub5J6SvqqioeLupqWkXwgLDKPoUPBuR5qX6+voN8Mc16G2C9P+I+0xIAFK/fdiwYbMjyxiKs2sEcg0BE3CutYjLYwSyiACj06Owm4eKwDTzQvwfQ3J1uLdAjvfjRhmItJh1379EBbY+kO41iHQq6W6sq6s7Bf+mjKjXUDT+P0GYi/EfX1NT8wFuYFgHriBuBQ//mTlz5jzcGIPehchMWLx48Qm4AXlT7hMpy4HktWVMAgcYASGQY9YEnGMN4uIYgbYIQCzHQDiPhMJHjhy5dStxhYIy4pLHuygaxbTvg7hF5PESeZ8FwYkM+zBa1WhYUWFLWUR2LeGACA/pNfIdwCj6f+i+vnVU+gkE/CI6b0X0VxDmRAhTfh5XGkbIGmkvpRw3rgyJ/ouulwl5jHRXorMOHfNYm/4L8n+ijIOIi2tI91rcCAcagSwhYALOEvDO1gi0hwDrpXsjU8Lo8jYI6wcjRoxYi+cipnFfWbZs2Sbyd8ZCkC3ksan0QmAbkseGkBjOivWIewpi+5S8/0jYqwT+K15exG1GXNTUM2mnQnbNpK/A9oZwf0faUwn7HHcwVgS7kLhiCPM4nsMGmWBkS1wFRPx2OAKPyojuZeQn0v8a/08YLQ/meRrl+CnyWyMW16C3nhcBTW3HjXegEcgGAt1MwNmoovM0ArmPAGTyAfaqUEkhjK8grvV4DkaXENL/tN6JzBLCjn7ooYc+xY0xxF+GvUERuGMZwW7OKFUj5svxn0vYksrKytAosQ4yf2nGjBkLyEtkJ1tFXlrj3QZyPEB6IDhNGS+QX3bcuHE7Spf8yG6CXcrzUMr8NPpbeF6LtdvNqqur+2KHYMvQ8SH2DdKIfJshTB1f0vRzUD+ItD/pNUINRrbIlkGYki/iJaESva9TxncIfxMd03B3IZ/rGhoaFvJ8PP4VEPAA/DGGtB8jfzkvE4/HRDrACGQRARNwFsF31kYghAAE8Vf8h2M19fs2z/cwxfo3PcvyfC0kcwjuPwm/Q2FtLUTzb8I2we6P/y/I7wjRzYK4/0OaCTxPIK5v//79Vyf+Rzz347m5qqrqS1wd95mFfpGldhCvgsxBhBchtwXuDnoWGUKMT2NfIN0LhGsEPACZeaRdTD5lEO5OrN1qOrsImWdI9zFyTdgdkFuEezuy62O/wi+Zn0OeX/C8Bc97Q+aaYi6i3BeR9iNeEh4i3XPoLYVEv0MeB2G35HkV3BLSTSLdVxUVFY24YaPd0KT/hPiXkbswHGGPEcgRBEzA3dgQzsoIJEIAYrkYkhkCYTyGzOcQRtTULCTSiC1uamqKSySku5N05aQbj3sjusZBUOeRZnXIck/i/0u41nZfgpSvxn838b2IH4B9B/+1pD2J8HrsFEabO6PjDghU5FxK2KvYPxP+GPo2kEuanZA5lPRfkrYEOxyZYESLGxhGwj/Gcwtyb+GWIqtjQ3N4lluBfpHwRcRd2NzcvDnxl+D/AitzPH/WJuwe8voJ/oQGmbk1NTUvhQTQ+9dhw4aJ7IeQ1/48N2DnY2eBxVUaxYdk7RqBbCFgAs4W8s63IBHQuVVI4OeQwIuM9ILNR2PHjj0O/4mQyNeAsgdEFuzqxR9pvoJIlmu6ODJQftZG/0DcSAjsOEaom5JeBDuQPJYSrinhu5BrIfxQZP5E2Ajy2oP4Bfjh0xat0SJS1MRzE3HVkyZN+hcRSieSLidM531XI+xUZOYivCtlPgZ/ES8PmqImaKWhfkdQpuCKSo2EyfdCCPQA3DIkVmD/iD6NrgdKH3GrYi+DQN9G5mp0aop8Hn6Regmj4wtIk9DwQrE2aTSlXUSdgvVnhHenrsqzVHrIZx/yvI1wTa8fxPPt+G2MQFYRMAFnFf5Cytx1FQIQkqZqL4cAnoc0xkMYf4AYfg2J3UT8O4RpBIw32hC+ESFaP8VZaSDAfbHvQkCaPu7PqPRB7Gvo1BqwiFfyxUivCwl9G7eIvJahqxF7DfZfPJdAVM8pTpZnTT+/A4k+Q/xhEKPWVUX+/1A8eUm31p9PIP5G6qG8FRVY8v4AHdu1Hl8Kwtr80ShYxC8inkO9o4iQF4hdkd+G8mr9G29RES8dIvzArz8hcpe/1Yrsv0PeqvNazBJsQbk3h9AfbY3XS8IsdJ5P+H646+EGZ5tD8XaNQDYQKMlGps7TCPRkBCCvS7Hhu4shhp2x2uAUVBvi+i9EuQMPfbE/gwzWxZUZBHmF5RSgzUlysRsQp01LGuX9BH0fQYY12FoIRaPEXYi/At36P12FvIhO+j7EH96lzLrq6jyL/AYxPXw4fhHcArmtthQdM/DvjK0gnwae++MvgmxF6C3k8zzPYwkvx96MTDA9TJ1reX6L8pxJfIxBbjrx/4Z0h6JLddaab5QcuExGf2hEHhWnB/LQqH5P+SOspq6Xk29FdXX1ThBvFIYRcgm9vMhoal8j9IQyjjACmUZA/1kzrdP6jEBBI8CI8hlIRB16gAOk8xzkEL5PmcBvEb8jrtZWm3EDg5xGm+8HD/yBsFq+/vrrgPx4XAfbCwL6Ernr8N8B2fTC/hS/NiwdTbg2VWknsXb9Sm8JYSI6rbVeD8lsjuzvyLsC9yHIWMdyJCdS/zP5LSNcm64+Q0Yj539Tl80ZUY7m+XnIsTf6Wgj7NXIDly5dujb1KmloaPg/ynUNYRtQnn1wY0zrqHU48dsrEhKej66HyPMpPctWVVXppUUbrbQmrKAoi+wHlOMm0k4KRRB2E2FzKIdGzNroFYpKxQ36P3QsoSxzKisr+4NRW3JPRY9ljECHEAh+gB1K6URGwAjERYDp1xoimphOPYzOfTmjveE8hw0kJKLUdLBGkp9DPF/ut99+WkftC5m8J0HSLcE9munXBbgiRRGbZC6qrq7W7l+RlaICSzr9Xz6Sh82wIjntZj6I8FewzdhTIJnXcTXKE+EcwLNeEkrJS1O3PyXuIdLKvAOhVWB31GgSOwPS09SwRr8fQNy3kPYBHYWijptWVFRI72mkL6EuD6HvkrZExkj9WRRrpzfOSkM9VIZdkN12ZUjRRZD7Ia3+KAe9iUbXx7NGvHuUcIoP6GzkxUAvPHeSb+3AgQO/oJ6zUkxuMSPQaQT0n7bTSqzACBQyAhDOKZBI21HbY4wYtb55DZ36A23xgcA0WvsFJKeR20V9+vRZAIFphPkG+t5B/k7iguNGkNyuiuO5HNK6lrgYQ9wp2HWI78WIdA8JkMcfcbfB1Uj7WdxgdzHuc8htTJymapt5Qfg5fu2criSfXxOn878qH8HfGOI+Iq3uZt6JNFdDYG+WlZW9gcRsnsfg6ppK1eEYCPcR6tGCnTlq1KjDiNNoOWpnN2F6CdEGspnITUT/a5B9eN1W8ZqCJ+4r4nbDzsd/bOvLShH5P43Mg6GXFPzpGL2gLKGcepk5kXrMQX9lSAG6T8dGvTCE4uwagUwhYALOFJLWU7AIMEX7GB151E5dCEnrpUWQ4oR4wNDZly1fvlzkVQThXYtc6P/if5DXjVfNkI12CpdA5JpyvZTwuKaqquo7kcdqZs6cKWKS7Pr8KSGvq9G/G/los5KOM+2oM7LEfYvwckbs1+P/HHJdzsuCjgHxGNeUE1qMvhXUV6P8p9CpXcZj0FGDrjN53hM7FMvAuGIIcr+j/NpgdjppYwxpfkm+mhH4If7vhgR4odmW+r/Ey4TWvXWJx2TktG5+lV5WiFM9dmXkemUoTaouaceCmY5X6etNq/IsXSJj7R4vIu8T0XURdfgproj+UWROkN/WCGQSgdB/+kzqtC4jUFAITJ8+XVOwX9BJB9+wVeUhiw9wg6MxuFGGUZ2uYyzSFK4iGOHuDSG8QZoVWP2ffAJX07N3oFMj0TWRO3rEiBEiVLzRhinYUgg//EUgplVvRULneTXC1M7qQ3gODCQ3EE+fYcOGvYEb7GzGlbmAPH8ojyz5TqRMbUkz9K3fuZBTeP1Z8vHsxIkTdbnGj4j7nHxVJryxBkLXiD8oL2UfRb7a2f0Sku+RTkeRtuLF4GDy3IrnAVhhpHumn4bgoy7fIE1cQ31EuvPRrR3cOl71f9RX2Epea9+64vK7yGk6/kby0lEorY1rjbqRPG+WoCwEfRTrxdotrsfAjhw5cnvSbhU8tPnjRyOQCAH9kBPFOdwIGIF2EKDT/TedutYRNeL91fDhw7c64IADNqBz1+YnjbI0otoLkt0upKq+vl53GTerIyf9PKY/Z0BCz9Dpa+fye/jn4d8Y2xc9IhiR4yRGknH/v/ICMJs0X1GOgDAhpWMYGZ5Nfkshrs1wB5K/poHxFomU/4lnGKRyFK5IZjLufydPniyy0fN0noeR/zW4gaGs5+JZQj5TcDUqxUlu9tlnH32m8BSkyinb+9S1HlflfB83bKnjhljtuNYVlfeTx0PkXUb5NANA8mhDWtVTm7X2oH7trdmWke9l6L8DvWvxolKN3j5o/DEvLt/GFfGfSJhmHbTDegUymk4XDjpypdH8AcgFhrwlvzHrxbrXOghD/22si+uGMm2AC8L8xwikgkDc/9CpJLSMESh0BNTxgoGmeKfSweuzef179er1Ilaj2bUI+xSZf0KI17G2+RKygaGD/w6eUsLVwd8J2fSCAI4hrGjZsmW7kS5YKyVtsC5K3O+QOYNp3jmSibQQwqXY60mjLwydgl/Tzw+iFpPd3wAAEABJREFUW9PNuthD4qdD3poGlr+IuHF4FqH/8taR3IHo18Ytkc4l6PoueWrTFWIrDWl+C4EdRNxHhKyKTWoox9X9+vV7n7qq3uW42gi2CB1/w78m9kn8U2V5WVCZV6BwPlbr1aHNYDxGG14E9iSN7sweRB66RjOppY56gTmFNKdR9ieox8ak04vR6by4vE5YBUsIusIzlNF8cK4hn+cIOI6yhdeF0fUxYVdA+r/GLeF5NPZY/AeB3xa4NjEIOCAZAibgZOg4zgjEQYBO93Kmg9eiUz+f6G1w78VqtKrjO48QpmM+OmqkO5JH0DlvQ1jYQIaaqn6LcG0AmhCOwNM6Lf1gVVWVSClqXZToeEYblEaRvzZeaWPVzpCndl2vC7noKkatQ2v693N06iiS1kyV5vvEnz1o0CARpK6x1Eh9GmHn1tXV6dKPcF6ku4+H1yGeh8lnLjJaOyUovgEfjeLHUY4SyEz3Pw8izRDSaxf3ofgvwv9j4k+ThQDPQFMx/nUhPB0DugsdMwmLMoRNhEAfIf2RuFvgbpnIQvC6klMvADoTrYtEfkk+F1P+vYh7GOy17i39JSJiebBqvwXksxj9Kvcy2up96t+IbSC+N+mHsITQH/9j5K2Nd7dQ7gE8xzWkq4sb4UAjAAImYECwMQLpIEDHu0NFRcU9kIjOsi6ks55F2Lfo1NekM9b05VPqqAnbjrCo0SKdu9ZEV0NuK/xL6KBfYHp4u1D+hN1D2g+w2vk8OxSeyEX/ZejaEKtp1fmkW46OV8lbdyiHp0khnR+g42TKegZTr/tTdh1P0hr15si+RJrPiNMVlY1Mry6lXJou/hD3EXQe9OGHH36P9Jq+fg9XF4jgRBt0nIzVXdAzKE+wXs1I8gXSa/PWMuLeJsUTxP0eN2xmzpz5LjLF4HAQ0/G6tasPZRqA/GLWhDdkWn8A5dBXjzahvhXYO5kufyuZpX6T0LkmdRpIfutQ/1noDnZYQ8TnKHPWbbUUoPJq5P8XwlTmzXDPJA99VGIQLwTCrQVdZZRJZ6MPZwnhvOXLl19NmDaNJfwEIuVfTl7hqX/02hQYAu1V1wTcHkKONwKtCNChXox9kY5YI5+AkIhajY64mDXAwfgDQ2cfrK3yEFxygRtpboEUTodQtOlnLGk/Y5T1JwmgW9PEOzCF/TOeP8NGTo3yGGO0vilSK0Kf1kX7QjYanelrQhoF697jING0adN0zEZ51odGfJRzgSIpw6+p01XV1dXa0dwPHZpWH0P4PcTrRqxla6+9djAlDSHpowoa4RP1jSH/59FxKWm0tnwqz//ANlBXfS1J9ViDeI2sx1FPvXi8iRte4yVOO6tvoAwabRfh7ob2M8HmHV52tOHqcsolwiM4uWGEGiqfRtEaXesqymMpW5Af+oLNZ61lW0E51U6VlEHT1UeTz62U7Uis1ucfIt1E4qRHU+O6gezU3r17y68XEuEcUyClJZ2WHmbERDrACLQiYAJuBcKOEUiEAB30zxmFiVguRGY7Rl666WoZ4UshMU1FLp44caIuziC6SFc29qPD1qjpf3TEE4NA/iCv+5e/pGO+GPsHRmma0v0lsjsidyQiR9D5b4IuTXd+Qnh4alP5k77tUaQmZHoxyrwRfVdiH8B/Ee47lEvr0LvpOWQVTh5LGVW+jC6Ro870Nk2ZMmUwhHcZcWFD2IPIP4rVF5b6sYYdjB4h79cIC/cbjForKftyEn6KjsGU5688q+7b4f8BYRpFHkF8ESPvoyA/TcvrmM9T6NE6dRHl0RQ64sWnSi7CTsCvNed3cScwYj2+9fgUj4lNQ0PDXVVVVcJQ0/LaaBUSFjFrx/Ny4rXh6ndE6DvCW1Nf3VSm9ec9iNPMgTC9i/LrQpIjcK/FHozclrhql0NJW08d1lP58YcN9dcmtTpepC4PB9pjBOIgEP6PFCcu/4NcAyPQCQQ0kqIz1hnUPSCOYMQDSzTRwWpkpdGPRk5a79RoNZwTozZNYzbQWWvEFj7ag8DP6LDXwGptVkdhNDJ7BbLUZqm/I6/RK2JFuvnqU/Jaq6j1H535h3T857U+hh3S6jiNCK0Z+b2xJ8kyutPIXFdRnqPnVrsx7iDiRErPMJrdF0UiHZxYg9x05D8Dg5ci7IuSHDt27Kvg8CV11QuIMNqXZ70QDIAA16Mu3+JFJdhVDWm/rjS4d/FysYR6aOPZT3kBuUmESj5TiRfpaQ1b08EnkJ+wfQRZ6RI51jGFfNOwYcM0eq4nr3nI6Hzu5bwE6DITVKw05H0QU7/7UfbbCPkcWd14dSB+1f9rdO5HGxxJ/FaESe8xyOxPmPA6CvcSdPSnfNr5jUhcI13F1H8XZhd0JrqE8jyAnhaky9G9PjgsJCz0GcRa4mLaD1mbAkbABFzAje+qx0eA0ebGum0JsmigM5bRRpot6EA1slMnvQ8ptRb6AOQxlM42uGGKsJDZBI+OJeEU3Usn/BpW06haQxRJrU6aVwjTDl5dgKE1VRGQ5ANLproZKxghkq/WEkcGEa1/GNVeSLi+aqRbrPQysCOkoTXosIVgtUmpdyicpGegdynPukxjIISm6dWYPgDd+1I21V1rxC+Sbm6kpezwfovWjvWiMIU4fStYI0vdqvVH1nTnERY2wpM02uXcEg7EQ/mni1Dximx17vY08p3P81WQ10aUUy8WPBZpI5kwLVq0aNFgMteIWS8wKvsR1OPCQCjiDyP2Woj2PHSsDg570k6aTj+B+mt0KskLKdP9eFbDPQRXR6+EYy+eT6JsyS4kQbxIywelrAcfRplfQF6fceyPfs2U9CFvbbAr0YsAwn/Hqt0PxrUxAmEE9AMOP9jToxBwZVJAgI7zT9hghCZx/DWMdv/ZuhtZQSIZTTeKJObRmR9JJyuC0ShSo8c1ef6EUdiIAw888GQloAPX+dfFrbdTbU38FtgB6BUZDqBzHoItY0p2a8hE08oNpGvCRhrlMRidCwi8BkKJWkskDx1b0sj7BnRrI9i/Ic7Q2jNJiopIo/XhWRBEMH2M3FukCy6QgJi+y3MwRUq68CUT5DcFsqqhXCORGVpdXT22rSWdXkIeI3xVbBCP7KqMBr9H2jvJ78GgAK1/CN+cNFpf1XTzhuTxHDIi5MFgsCGY7ku8jgZp45iIuJQ19TmVlZXyt2opUju8MXDgwOsYmT6MPZe89yLfYbjBjVVFCf6Bw7PI9SF6Neo/lPoegH9T0h3M89vU9SmeS+bNm9efshzPs84WDyUsrmEqXFPq2jjXwszEW5R9Afp1YcjulGt+ZCLyriWf87D7YHX8LDLa/gJHwARc4D+AQq8+HacuitBXgnQMR5urdiBslwhc1Bmr8xbZDoNg5hG/Pp3uV8joK0Hfwh3EKOyfhN+IX6Mo6dORGt1OpdHhPDp6rROLaCUSWKZkX6fD/iNx+uRfQIZBBH8I2xZHU9DavHQspPUi9i/Yf2J1W9Mk8huKPQ0da0BkW1O2GyC2J4nfRtPnsuXl5fujp3LffffddPny5W9Q7jKeA0PaK8mnkXRVpJlDWpGgSLcXOh8OhNr8GT16tF5GlkEm0hsVO2nSpH8RrtF8X3Qt5qVEU8dFYCO3gTxeh4zfIdFC5HTsaNcZM2bMFUlRjn6UbTZl0kYyvahU1NbWhkarJCkSrtfi0VQyTvoG3RqhklXxfeT1q1YNN1J/HVm6efbs2Uspy13U/Vhk9YLTKrLSgbiD6zGpj+7o1mxGKXq0wewT4SK8V0qm9hc8JmkKPjVpS/VEBEzAPbFVXaeiojQwoEeeQ2c4mY5YU5YivXBqRkPaXdyMzApGRz9DRh8Z0K7YCuK0q1ZTlrtBKOHjRsjoLKuuUdQGpkNJOwmFmsbGiTV04n3QrY1Gegm4FfLSbUs7IdnMFOa25HMFOjQi1shLBCgyWt46wkasqEhkjp4zeNgZ2Vcg5PqQJaykb9++b2KDjVZtRpbaGf0/ZPRSoWsqdWaYx/iGuukIT7AGHl+iqAgs9qDMp0NUb4DrX/Cr3FrffoE47bQeFZkW8tJUex+IT59oDEVpRiA8Zc009gD0aL27D+vPHfr6UatifVWpH3npQxXaMKelAd23rfXiVpFohzqMpk3C12OCrzZvfQ7e5+FXu1SCy61Mm2szWnTi6KcySFyjb+1a1wvctKFDh66Jbv3GoiX9VBAImIALopldyRACdKa/wM4JPbe603APrKur0+5WvN+YadOm6fypCO91COUACKSCjlfnR3vhLqID1npqcWj0g+7LCF/ICEqj4EARz1pDTXh5BTrKGRlq/VNXMeqmpzEQr6Y4SyFWjaBfQdFw7APo1VRnCeR6LaR9H/npi0Nf04lrilxnU68gbhvKWRxpkdWGq4C4mMbVpifUBaNK7djeTnqR0RWaN0ISjeidg84Z+C/Ev3MgzB/K+m2I8By8SQ0Edxv5a9ZAx3u2R/dPySNqijykAPLSlZevhZ7buuR/NlO977W2xdPgeXFbmRSfyyi/prs/Q+cNInWe/4S+9yjfZXoOWUbvuyNzGlbr4Boxh6/HRH4C7TWCOl5BHauo16bY4PhWO+Vooq63o/MzMLyXdprJ87voUP3bSeronoiACbgntqrrlBABOkpdArE+He2wCCF1sl8x5Rk1Rax4SEijExHJf3jeD6udy7p8oZ5O+DE9YxvoTOvoWG+jQz8X8jyEsLChs9VOaU3NhsMiPXToInGth25NZ7wZZXyQqdAPJINO7USuRscBhI9VmCxTt1p33HDRokV9SS/zOvHa+HP+9OnTRdoSC1v0PYpuvRRoc9gw9Iq4NZW9mMTBBiRklOdR1EEj/hoSD8Kvde2nWuU18l0IEbZ9gUE0viG9ZL8Cq7+26liMq+NZ9+Ce3DoaHw0RaXo5Rgn4fwcdl1N2jZKLwFbkq+NFMbLtBZDf19RVbbkmsqewJq/d6HoB0e7rvfUcspT3SWT0knM7uPbBnsSzRq66LewlTbfrOR1LXXuTv0b1q0Dex5KX9hToC0/pqLFsD0LABNyDGtNVSY4Ao7k9GalqKvS/rI0GU5CtKdakk9f6pzrH1qCVDsS3QD7idUylnE78K6yIKzRi01TxL5HRGVMR7wpGyk8oL8ICQ1qdyVV88Bz5B13/plOupoPfgdFueDNYhMyWxPWmw348IizsHTRo0B2QVx+mP1NdG9WRpwrKpNH7LPLW1HllSGF1dXVwLSX1no7/e+StXdXlyOmFZRvk7samZPSSQ7p90DGQ/JrQqTuoz8Sv6y+3wr2U0fhzuH0mT56sm6hi9JL+JdKFjxnxklBL2HJw0x3MMfLxAiDxnyOvNvszZSmWRYfKgLNiHT2TTrgcJb8sI+L1KddpEPHZpL2O+CLqM4AEI8ElPCOg8FQsOs6mrppNEflXUKZmdH2I/qOZgo9pO+T/h8wFqei2TP4iYALO37ZzydNAAEIcR4d6A0SljT3q/MfTyf2TUckgOsJ1sCLgGI10/p+RrpH40O5WHf35msjHFTcAABAASURBVPDDEP479p902Jr61QX9vemc9RWfksWLF79AXGAgzzfxxPxfY5pzb3TrU3siJkS+MZRtLHH6DN5G34TG9e1HWU6ZOXPmu3FjYwN1Y5fKuSplrQSPQYisBgkcihsY8tU66fnBQ+sfpoBFHtqgpRmB1tDkDmmeQOLPWJknIZufg9Wt5Ptj3G1xNcLWBw402pRM2EI+p4OBXojepTwTKF+YpCjzMOpcHRZu64l4RoeOUV20bNmytcgvXHZ0apNZM+0UHCHjWWvfB4eSQvQfIH895dSO7zHomcOIVbd93R6SScXld3clab9G/wTkL5I+XJHvMtw3CB/DC9Q9VVVVH/IcGOSfIHw++f82CPCfHotATKfQY2vqihU0AnRoGtGsow4QMh0BGM3YQxmV6As/wZeLeI4xpDsced1l/JrSYgfzrC/raLSqEe+mdJgi6YuUWH65tbW1bTfkNBO3leJCFkK6B10i7lBQ2CXfXxL3YDggjgd9ryMzBYK/KU50TFDrjlttggqmcyUAcS+mTr0hgeBlRGHovBA3apRXX19/I2XSDmai2jeU7SdIrYFu7TLXZidNHet6SYKjzG6QqeKCQAjrCtLqVjHhqenet8k3ICnCWyCqpRDhQ0yD64UgSBPvD3p0lrmetPMgslUjj5VJnjreRVxxqJ2QOZ2yRm0Ok5wscVobV901hf/uIYccsm4yO3bs2EPIP3QV58HU71h0DEH/ldKH/RQrch9O+AaE98HV5yt1Ccl1lGt9nrVmj5hNT0bABNyTW9d1CyNAJ3c1DwPpwLWmKP+9jKR0POYqOmPtvg2NcBH7xkCSh9Ahfondlk71Xuxs/Bot6fYnrbVqSlSj6GLWJ28hpY7biChqme7WaJOgIm3i0jnYzYMH/kAmIh1dA6k1aUJijDZhTYgJJWDkyJFbVlVVaae0rpIsRtexujiEqKRm2LBhN1B23eUcI8eU6268jOhccRFYaaS3BL0BeUqYdBqlB8es9JyCvR6ZYN0UV+vmmu5eBjkdp2dZ+cF+GS8Qs8jrduqk41iaWTgZAhpEOQ7EHYENSIrnEshMO6rbezEJnWUeRdoq5dXWkuer5J1S/0ebj0N2bzCQmt8uX778A0bUcxNZZO9GVmeMf0D+6/Gy0HbaXssg70tZpAWD13g+mfR/YHYkPO1OWDrGsnmEQEo/wDyqj4tqBAIE6Nx3p+PcNnho/UPH9i+8utBCU7tHMPp7l0492PlM3PeJizIQwt8In4tVp6iPMBxIx6rLM7Yi3fp04jvRwe7N6FH/j/7DGu6JhK+jCx1Q1ATBL0THy3SmuhdZa4za7ENUYHQtYVxyoNznIlGHLnXIeFcaOuj90fcW69evQkT64pFGiNrEc1WfPn30GT3tXv4Ygt56ZYrov5R9LCHBhx9wowxTrs9Sz4vRr9GZ4jTFG9zN3Fr+AdQ1pd26rTq04egyyvxhyKK0jDx08UkQRh1Uln7Ea6p5J15g9qPOuklK52wRjzVgrvPPF8bGFBXpJYS8tZSgqfKEZ5lb02pNeAXruhu3Psd10KfbzrQuviv1L8Fqw5x2zetiEJ0B1kvJDyl3sDtdbl1d3arUUxvnHo+cOg9lQDv05oVHI+ogiPoHLx88iHR1WcolvPiFPoP4CfHPUg5f4gFAPc2o4+hpdXJ9jIB2y+p7uM9GQkGnOA+7Fp2k7mgOR/Hcm05xfYgvPEJVJLL6eICueLyXZ/1feQdZdexa0yUobPQ5vZdDT7rQgY5am4+U5q2ysjJ9kk9nbAP9dKhTye/f6Ho+lCbShdB1ZaLyDIIp1zF0wPr04VRIaxa6SyGi7XEPxuplYAC69AWjShLcgtX0Os43Zty4cTtSn/7Ia2T6TUSED526fvEZyvciJP8zooLyUn6Fh9e0CU9oKKfWMlWWa8lP30kOWxL9nTBt6ArCeC6jPppBCM5I8xJQS1iHDGW+Ti8hJL4ILDSjgTe5oSyN1E1HymIERczURTvEhVlfdIbbCr8+Ofk+6Tck4QisPv6wgjLok4tz+vfvPwAsfwTJBldgEq7d44itNKQrp41fJ3w6eaitdgIH/V76o3sr2mhVXB0104UwN5BK69S6XxyvTVIE8ixSHUSeFdnFNQLtI9A67VdCJzc6JC3Sw8ZdO6RTvJa4h+l4ByCvz/xptDxt4sSJSyorK3vTQV5Apxh3ZIm8roIcihtj6EwPxur2KW0mOorR5E8Q0l3Ga1O2YCTY1iVeG6+08UfxLXTW11A+nasV+Sfc/Uun/zRlvJCRuNanUfONofza0BMmkW9ion2UVaPyfo2NjdeDx4WUd2/y/gGjU5FwtHDEEy8J51KPFmTvQccQynIW9uxIS9lOIYleJLSRTVPyH9NO+yAzmPAXIKMmrKaYeUxuGOVvSZ5nkeckrDbJjUO/RqhxjzPF00b9ljHSjBkBo+8vvXr1egvMtC68e7y01PNo0oswNyLfPtS5GLnDCKuBeLVnQFeBBldgEjYAnYv5bW3MsoSmn4to04+QH8wsidJvCQa6cY2gbwztOBu9v0W/dl4Hn2n8Jta+noCACbgntKLrEIUAnd0NsgTqhqfQlYNah9VtTzr7SVRREZ39k9i/6oFO7kw6yqGM/B6nY9cGpO8QFuy81UYdiELnWSUaY+mMdY54zZiIiAB0bYHcB3T4f8WtxgajwDiubliqaw2vpkz6KINGjVGjqAjVKXnRV4lNSqIhRZR1S2S17qnpaNWridGppu5DIlEuGL4MoZxbUVGhkXjSSzog9u3BQDeD6fOL4alm8jyKuO+Q703oC4+EtXGMl4DDaJNbCZ+N1bR+E+30KnlqGl8bpL7AvxZt/g6yGpFGlS/RA3lpR7zW0cMi6AhutoL4NMuQ8HYsESbpNeI9IZSYOkzmRWUmOEQdGUOXNp+dKVKvr6/XHoJGwnQcKriKM5Q+VZcy/okllvBaeqrpLJd7CGSYgHOvgi5RQSJQR63VEeue5p3osHSZhEYd+nJRI534wcSLkP9CJ/oj+ZG5E/9HdOT6gtD/4f+dwlOxkKSmtjWKiyuuETT6PyNS68AvIF9BBx41Ogw9k7/O2/6u9flndNRDGYkdQppaSCg8LY2ulA311aiyCZ0PpJoIMtHZ3RshS5Fc3HRa36ReGsm+RTmHaLagPf26QASi1cvM2uSh89PhJOS1Og+aIt+GMjdjG4YNG7aE8FvARTeEfUC7XI7dlvxKsauhYzvcNbGaZXgEWY2IP6ZcYWJEZ1wDpl8SsQ5Wu491Q5pG8HehU5vzFJzUkl43ip0WEqKdB5F/Dem1lhsKDlzCbqWMpaTZlPKXUje96F1Bm6a125l01SjcOdG5aeJs8ggBE3AeNZaLmhoCdHbnYzW114cOrwV7OR3X83R822I3piMMpvOQuYM4Xa6h3cEjeV6f+GbCBkNWOgYTZMioalfSR41qgojWP6SZS5q4V01CBJcPHDhQt09dif5vY7Wutz3h2gXdqmGlw7Sqpri1+zd0XCWIYPRNsinl5KFPIn6mUWEQkfqfs0mbcASbSA2juS2I24oXgJhRLeXXNYo6RlUJnsELDbIpGcqiry8tQMf94PoGNrjcBJIV0Wtk/F8wrUGZ+qc3cH9IHrohbCxACMeozWnEB4Y4bYLT1560Dn4FeusguHA7BkLRfzRzsTZyWr8/W5vnaPdzo0USP9XV1WmdPLyGTDt/xvSzRrtxE1Hfp6j7Q0RSvRW6/OUw6lxDuG4l067z54hLaKiLzmbrchRtvEso54j8QUA/8PwpbY6X1MXLPgJaZ6NDeyWiJC/R29VCIrr4QGct74mI0yj4PZ517GVVXD2rg1THrMei1lHN0xDAXkFA/D/ahNWvbRTl0OcAj4AYSrC/D8XjX5uOeAIdapTOsrIyje50cURINMolnT6BeKVGhei+PCoyyQP137apqensJCJxo5h2VvnrGNUdGBJoxXcx5dd0sz6g8HQoLlWXtGOR1aa0jSjbM7TNqayFDgLjXtRxHdxK3ANxy5DVRrBIknqbuk/GJqwPaS/EDkTvBNKfiOxybMxZachSF2KIMN9CfnVtnqNcKZva2to6hOczE/A39Gsm4CF0atqe4GhDW29LWXahTgcQo5mMFvIcxnMvET/pjic84Useeeh88IXIr4GcTQ9BwATcQxrS1Sgq0siQtcF+dHTrMqrR6KSITvhynvfBagpTI52RkVhBADr/G3kmU0dLeoVk2hvVtMq9if7yVr++aHQM+Wt3a6062VB4pEs5VyFN8J3eiPC9KW/wxaKIsCgv+n6P1f/bI+jUPx0xYsSxqneUUMQDMhoBfgqZfhARnI5XG7fG77333rui6yWtY5L4TIhAxIU3PQMu9WC+N3XQxwv0EYhjGHXePnPmTK3HxihDVuuw7+vO61aS0i1d64HdhNCGpphErQHovYl81gLTgwjah7ybIMr78QeG0aeu1vwvdUlrBB8k5g946AWqF3r0kQl93WhX4dOaz2e4L5CfvlClI0szqEsws0F5dCPXVqgIjIif9rmLskZNySuSPMah533yOJU6l+DXRrWF6A0+T8nszGGSs81PBPQfOT9L7lLnGALZL446MjopHfnRKFI7bnUBxCQ6Pk1L/h8d8naUUp2YOkC8ReoYNcoKX+NI5xh8OIGOb3M6OV3efzGdY9RxpqI2/+g4NSWqS/61lvgUneU19fX1mjJNuFGG9VJ9+OGH5KGReREd68GUfYWmm9uoj/tInsOQL66oqLhZI2LS16NrHu6juJdDzGspITLH4N6FTclAaoNJ/xP0aFSnl5E9wG/XVVZZ5Ul06SzqJzzr3G5K+iKF0FkPvgfQDglHepHy8lNPXeaxMaPN5bSDSOo4CHN77BqsJbe94EJJYiyYal12E/JW+29E/Vooi8qwDjr2j0nQTgDpj8TOo50fABNNlc/lBUFLHoMpV6nyIVwXvCxA1V7kpd+bjjJN4LmI8iwkfkFVVdWleo5n0X8K8Z+Sx53gPRUcSqqrq0sp73fQH/o8ZSWzE7dAwqpXPDUOy3EETMA53kAuXuoI0Gnpa0TajCPS2CxiZNhMR3WFNNF5HUmHFjl9O4TwBdjAMMrSpwP70kHqKE8v3N+gV1OYc+kQH8T+lulAnf8M5CP+aB1vOfJLqqurBzCiC5N6hEyUl051MgF/Rr9Gp7+gXElveEI2ytAZb0Ma7aYtoV462iSi1f/pIyDmU1rrP4x8zoxK2PrAS8YB2CvJ/wnqNR/LTHCDyOE69Gqt+h3q8yuJ80KxAXqk+++QwjXIfklarUkqul2LfNrk26q0iTJ8QBmDDyK0humFZTnT6pEf1AhFJXSnTp36CnXYDmz0UYUNJMhMhL5ZPJG66JazpJYyqBzaRa/LN+6knXthf4LODXlB0HS0VOql7xXCLyN8DMSsNe0/gNktY8eOHR+yCGoz3gmhZ7noPxl7G1ZT/JfQptehR8Qd3ug1ffr0V6nHFYRXoX9TbH9eTF7zJYjLAAAQAElEQVRCn00eIqD/UHlYbBfZCEQjwCigko56AQR6M66mgxcxMlxE+Agk4d9SEapGHzXEax3xn4RrBKy13w9Hjhy5JR3fi3TOTyocchtK5xZ8WIGO8CDS6OiMPv13LMr+JJlIC2EVI3clHaPW+CKjkvrJ40zSfoT9LmVPeQOQlGpHMeUKRlJ0yg9jzyX/vdCptcULqL82l70FuWxL3bTLdwqu6v41bgtpqyEGjbw1Gv875d+HtBpprYKrrzCNR9+15DUfogpIgOfzsAMI+zVpT0PPMshVO5cJim+I7yj5Bgop162UVfduB8/k+TF4XQbx1AYBaf5h9kF3Tes3cgVJNXMxCv3a/Z7UIqsPV2jpQJv8JvDcrhk4cOBHCJVQ3tOwt4csYfvhH0zd7sANwgm7Cns09nEwXpX2vAS/TQ9GwATcgxu3UKoGwWwOGejTbUdDjsfRoelShFLcy8vKyjTKLFq6dOm2w4cPHyBbV1e3B9gcynRrBR2gyORYCOZVOuF5EE/wf4J0gYtcQNp0iGdg9yB+bVyRuqICS/7BOitTiymPCIOErX8o+0ny4q4tNx1LHdWBa5QVk4z6aLS/GXo1QtKmpaHIP0ad9S3a3tSlN3VZD7sv9jw6/JjLIFqV1qIrqs7IX4/VhqDD0DmqqqqqERy0uag1yUqH8E6Rr7RQLhHRarTdd8lDu6JnU/a411FKvj1Lu+vImF6wJqBnFeR1ReZJ+Ldtxw4AuzWo76+p12zSJTSU83xeFPSScy046chUX9woi57XwPX+UDijZe2A1wzOLqT9X0LljugxCIQ7mR5TI1ek4BCgg9YmqF0YQZ5Fh/YDAPgXVud+TyBM07LFEOrTjG4XyTIq0fnPYuZbNWXcl071GTpBdZJVSoeORsK2lD8Vi3xa66xtdZK3Nod9jJ7hbePae4YwJiAzlGlxTaXjXWnowPWlpBep/+bo10h+dWR3BKsTeFG4m1GgRr0rhdv5iw6NQONehYjOyVOmTNmQGYNdKL+OSWl99WFNf1dVVXWafENFg6w+6dWr17/IQ+XYn/p9jP4nsVe3znKERNt1KatG9cGMiITRfQl6NcOhx6QW7BZSZ30R6wPyrodoY2Y8CP8vLz2nIVcB9uclUailgfVD8UxjL8ev3dE6ovQSepqo22GE2fRQBEzAPbRhC7BaOpd6DsSp77zuSP01Ah5CR3gU/gY6WZ3B1Xpp2BKuYzbLkBlJRxoevSG7nJH0JsS3a0Q0CCVcZyUuVaPRZ9zP4aWg4DXqEP5QAuT0OoTyHASwC9O0qmMKKhKLoEP3NReDUcKdz6xNalT6bV5whoBfBdPfS2gLnY/+JLHm9mOoy01YvSj1QZ++HqXp3NCd10vJaxxtNQmZ/7avbaUEaXSXc3hNmZcSncnW5ryYXcgrU8T+BduxlOcAcK6GKIOPM+AejNW1mK9AvJodaIpN+U0IOh5Ebs9vQr7xEf5jnnagbregUxvGeLTpaQiYgHtaixZAfTSFSIerL9SEa8uo5iwetEu3mak8baLS9Y3T6Gz3oJPUzVOvEB82pNd1k9q5qnuPI0dvDyGvG6uCTTrhBAk8EE2wzpogOuXgZKPM9pRAvhrRBXdeU6+AfOnAded0e0nTideGLJ1VTZqGkfUX4LcLuOvzfZrWf4Uyad35R8m+oRsZh/xB2EkQjwhsH7AZR31WXbx4cbCzG8IM7rwmbH9IbH2sptO3SVqw1kheIvakfH1Io8tAWkOLdP77YB60lICTmqEcj6OnN9JrUFa95N3O73AXwg4nrNOG+r2MLt0drQ1+XzMa9m7nTqOaWwpMwLnVHi5NCgi0dvIH0ElrXTNI8cknn3wmDx3/lYMGDZrO6OREOsgDsU8Tdg+ybUdIutLvUqUJjd5Io1GLPqO3Fp10StPByOlSiZhNWdKbjmWU+SjlLKGcejFIJ2mRriWkHH1IqxHnc3TcmSZflWcmf/bCJjUQUXjaGfIQcWp99TES3b1s2bK5qVjqMhH5/SEz3ce9CdgEt3gxRRveaUx8hwwvKxeSMObyEH4nj4P/a2CovBFJzWjzHpJbkVY72Xux1PEcOhaAw9PYa/AHL0bIdNjQnjofrs1/Ovv7FXqfwV6Pbv32OqzXCbOPgAk4+23gEnQAATq8+0l2IjYwrWeACV5xuzosOtTbggj+QASH4mzKCGIErs7q/gJX66LqjPGuNFrfI+2erA1rt+vW+oTfypj4fxVPhv1Jk3QXcPzUsaEQj44utXuHcWzKIGQOf5+iLF1BvkWQob4WFdybTD5xDaQQJt9IAdriBOqm+6yX0xa6FSypLS8v1/GvJyGzf0Eyab+QROYdx79HU1OTppxjoijbdwn8ITalfpGy3UZZ9W3mU0m7CXXUt3wf4DdxE1YXi2hPwX3I6ZYs1Hbc8Nu8G526yEO7tuvwa7niLjBfgX59FCK407zjOXQ0pdN1BoGUfmidycBpjUAmEWAKUVcLvk1ntxZ6N8Jq1yhOkUZaxXRUIiI9t7W/pEP/hwJJ+xumNcPHWhQWaWfOnLl46dKlQ5F5PjK8rZ8RszbvJL2/t22adp51sYM2kbUjFh1NB6wNRc9AAhmZ+ozWvvJpxowZc+n0l48ePVovMysDI/5CBHHJNyTCi4Hu39Y52vCLUSiurcsMRwPy2tykDUhPUb+o60Pbyqf6PHbsWO2QX8aIujZJmrupy3/axmutnxe4wyjLX7AvIqObzsZQTn016fZWec2E7M4Lx0W0xXDidHZa09068tQq0nEHvefy2+3F7/IU9G+I7UMeOv6ml5s3O67ZKbOFgAk4W8g7344iMJWEtZCBvhrUTGe4SJ0jHeLWdE4Jb2iis7qaNLpQQ2T1Op1w22sgUfuNeeihh3Sn79HoX/JNaIyvEp2XxIR2MKC+vl4j6XXTSU75umrNN14xXmEKV19WiooD+6TkGxKuq6vT5R465xoKSurSZpOxIq+tqOdnlZWVutEsaZpkkbww/Zz4YMMUblxDfofTppvxoncf9XqUfHW7WD1r/cFXmUik8+bz0PUsv7cG4vWb+gvhRZDh9aTtr5kRPWfKksdzlGdz6UP/f2iDxwn7s55ledZXnJ6S37Z7EehsbibgziLo9N2KAKOA+XSSx2F3wKpz/o06RzpETSsmPVpD56XR2+Z0lNqs1W650X8Haf5JZ/d2W2HCdMa2EZm0bq9qqyfymZG3pqDr6fi1ISgyKq6fMnQn+aoM/wfpRE0JU9aUyFeJtYZL+umkSTqzINlIC8b6kMFVAwcOXEqdL4+MS9OvLzvpWsggGbpE7GfjTqZMb+Hqi0R6iYPTSoKpaNr/Ln5boyiDps37427K76eK3+HuuDpXrWnmStLrZVBnzp9H/rdBBhn6A2ZLKFCwaYzy6KaydSlHcHZ8/PjxFWTD4xRt1sJrk08ImIDzqbVcVl1BOJvRQHi3Kj1P8HECOql96ZxEyAlRotPUUZ+idEZSpNGarC6/nx6pmPzOxAabgyLDM+DXZjEdQUmqCrLobvItAmutQa4WKhikkzL5htJAWqNpp+3SHSWSTlc7loD5MdS9kbw1CrycaeG9Q7qTufxmbiXfeojsIdJ+jtVnJ19B3wTsepDmLNwTKyoqBlBP/Y50fOpZ2v9crI62xVVP3APIb8oauWZg9B3g7yG473777bcGbkYMZbuQsu+m6X/KuBv+Ruod7Gcg3yVMSQfLFrr/m3pdkJFMraRbEMhvAu4WiJxJLiFAZzSZTvTkiDIFv+FFixbpdiNdAnEwne22dFbx7mvW1ZPN/fr1+1ZE+na9dLC7IrQdHb9G2XiLdGylQ5/4CxIn+UPnOgmrqdqEUpSj28k3ojCfk//ZdPRpk29IByRyOaShpYRQUMouRLwG6YvBSJ8zPIJ1/RmUR8d0NHrVTu24ukhzDPYLIvWxDd2zvBW6yrBDsNtDpMfi3sn6c7Dk0NTUNArZlK8GnT59+uuk357foa4rbenTp88CyvVKui8a5BljKNvTBC7nd/9Pfov67OXjpaWlV9AGzeDwFhhso997eXn5fMrwO2Rt8gSBoPPKk7K6mAWOgIiVzkhrrrqWcGPBQSd3Jh3RQqY3dYuQ7iu+k472H4k2Y9FhNdCR6TYlJU/Z0vGtjd7gG76UQyPwznziL2G+5KPvBodHmW0FqW82yVcvHroi8QpehNL6qlFkPSCJC8CyHBxTJrjI9PgfI/0SsBqGrl6tu9b1UvYCcTGG30cDhP8D5NfBHoS9mt9R0k1LNTU1+o70YvCuj1GYJKD1dzgFEd1u9hr5PkP+71PXcYR1xqwg8WvoOYq6b49fR590Lac2g/2G3/S7hOtF5BPy64qZGbK0yTQCJuBMI9p9+gouJzoZXc+nDmcFU4XB7mM60ysBYtDIkSO3hlz7YzVN+RhhcQ2d1NfoiTs6jpsgIrCurm4g6R/FdurqyQiVcb3o/5KO/4y2kYRllXxby6O7sz+FwDp1OxPtdDjt0KG1UkanmpLVrERQJNbOF/M7uAN7YRAQ8QcyakB+Pwg12c7niBRR3rk8LUBHE9infMyHUfARtKE2kB1CmXQhzFTqeid6PsVqIxhq0zPo09r0xui5Aez+Suq7cU/i/8GOuEuxV/FSpIs6riTuY6xNHiBgAs6DRnIRVyLAaKesvr5+MzqaYARFpxg6cjSb6bcb6Jx+z4hDdzhrJLwyUZu/dFSLsOH7d9tEJ33U6Ia0pyCUiasnUZPQPE+HOz4ylrrmAvmqSNqJ3OmNZxDTg2D5BiO68BWgUp6KhUy1A/lr0p6YTB6y6wz5SvVg2mESBL4TD7eh7xHcdo1+J/xWwy8X1PU0njU1fQ2JL6ItG7HvYf/TniXPz6mnzhHroxE16NGXqn6JTh0525M14KWUURfHHI57I3ZtcNUlM2Rlk+sImIBzvYVcvigEINpv08lMqK6uHoRbQwcGH7doVKYrBn9D/HA6IHVuupkoKq0eSPMFRD1U/o5YRn46/tHAmpvWCDuiIpU0d1GHbUOC1DFXyLcI/NahbE+EytYZFxL5Nm2R0o7vtvlQBo0qE75oQVydJV9lKdKbC+G/RFm19lpGWyyBEMNtI6FULTouhUBXBcNZpFmXur/ZnqWe85DX6FfT/7eQThsRdQuW7jDXJw5/Tvz3sfpghtavtStbl3+0UM6YGQGlt80dBEzAudMWLkk7CIwaNeowOiydk62gI9QVf7qa8Cs6n83pqNRBnYF7Mc/6MtAwZL6kI466YJ/4BVhd4tFObkmj9fGDo5NKdCKSTlr3XPelvutRh5whX1UJ7DTN36ENVErf1vL2JLL4T9vw9p6Z5hX5bBFPjjZvQO8+EGdtvPg0wvoyo/JOSJ52qeT5eH6DL9Eud4TC03XRsze/0Q8o42eTJ08+OJmFtPURkV7gTpLiGdStCb9e/g5DzxrE/4n0ugHtAp4PwG5AmC7/KEH/39Itm+W7F4GS7s3OuRmBjiNQWlq6F53Pb9DQCzsFx+O/EAAAEABJREFU/0l0hmfTM53Jcx2dz6ohSyekteCLkdEmraV0mNchIzMfee2Ylr9DFp0ioN07lDjFRJTxo7Kysn/jPked2l4vmaKWzIqNHTt2d8rTNG3atIWZ0syMwo/QuTWjtbTuYGaaVy9f80l3RWRZIKiAfNGrUWZkVNp+yqX126jNWpD6XbRHGXE78JtqIv97cU/Wy1I6GbCU8n3kg7O8uElN61lfyczXH6w+RqEzx3gTG8oaNQuEHp8VTgxXVmJMwFmB3Zl2BAGIbwAdn6YCg+SMgjbh7V+3EGlN96sgMOIPHeU1EPHqpDuSdGPoKBvx74rVlHWEZHreXr16aaNLxs55xsudMqqz1Pdkc4J8VUbKtD/2c/kzadG5gPYZS/tEnbVOIY/zSLdVSC6T5IvOEspVDInFXMJCnG692oq8l+HfF/dSXg7fJ3+dT/6UejzXHtnNnDlTU8sPk+ZJdCQ1DQ0Nz1OWqfyW1+c3ratXv0M6nVNOmi4yEvnm+vr6pHd5R8rb3z0ImIC7B2fnkgEEGNVoJ6p2B19Bh1Q9cODAL+jsrsKvaym/SJQFHdf9dFwb0El+j85ydeQSHvMhrl2js6LoWczoJ+kmoHYVJRFA/yLqlWtTiDtTrriElKQq7UahU1+g0gcyBtOei0aMGKEXqsTpWmNoV+181nRsEQSTsZGv1I8cOVIE2yJ/IssU7znMwJTw2xpEWUoaGxt3IUwzLQt5OeybKF0onHT749+VOodfIniOMoysNV29Fb99re0GceS1NZ4bSKd13v9r79IPsPkS+dPRETWaJ8wmywiYgLPcAM4+NQRGjx49hA7nD3Ra19MBTaAzGYer3+9BaBhDJ667m/EmNpMmTfoXabSJ6Eo6pdB0XuIEyWNepPM9JLlIx2Mh3zXpzJPeV91x7R1LSZm2wL7YsdSJU6GzL+33Hm2jo0XnVlRUaBPdTYlTRMfQlg2k/wG/iU5PO4c0M/2/Bf6kV5uSn7561I8Xsd2QLZo+ffpswi6hHqNa7xJXcFJL3a+m7Al3lfPSeA8KdO4c5xvD/4Pfko+WWca2XvqhndULwOJp/p9cx/+XAyWN/1XymI789Xq2zS0E1IHlVolcGiMQBwGtO9JRHUuHomNAYQk6IV3/t4ROJuqO4rBAHA+d5LnI/0edVZzolIIoy73o0OfrUpJPVwj9vamzLnRIN2lXyq/R3Nyc0lGcdApBXSuampp0qYSuu7wZstAn9/ahfT5sTw8yAfmyFJHRjxHQtvrS1tL28if+GV7EYgiS8JQMv99zEOxPPX6GG2UgdultBo/LIiLaeu8Gv/9RXn0YRC8Ei3keQ5nuQWc94bqw5iv82m2u6eu26f2cRQRMwFkE31mnjUA1KU7FRhk6sdXodLQzWqPhqLhED6QZTtxaELqOFeFNz9Dha+15lcrKykHppWxfmo5XtyZpfbF94e6TUOddwZrojC7IsoTRo75SFVZN+2wCedxD+7Rg74iHM6TSJeSrQvB70jT4IvmTWV5IfkP8ntgOG3QcTV2jNpNJGWX4FXFj5U9kly1bpp3/3+Kl8mnsRRDv79D1NfK9cN/h+RH07Mfz38GxAbsc3D7gNxZ8XYlwmywiYALOIvjOOjUE6DSOxL5EZ6SRUdyOg+lafRzh1tQ0rpRiZKHRwY9ZZztsZUjafz8ZNGjQWWmnaicBHeYP6DwXtCPWrdF02uMol677zGi+rLVuicK4a62Q8DkNDQ16wTlC6/2UoQE7n9/CE7jNtPkEXoQyOvKlLIGhrlqq0Npp8JzoDy8kWiZogNCOSiTTXnjrTMd71Cn4XrXkqeNUyvBv9D+r50RWU93Iaeq5mjQf8LvRNZ06t6yvN32rurp6NHZjbF/wLOH/0Dhwuw83P/v+REDkabgbIU8brpCKTYehnaLvsR62E/VeQUcTMzLh7V/Tb4voxK5GJmVDp9QfvXeOHz8+7aNJdHwql84jp5xfioK66zdqRJhiui4To2PXS0Fn181jyscIbTN0N8REtAbMnDlTU6oaxT3FNHUwkgN3HQH7jLS6F7xVMrMOZarEahTcrmJ+nzMok47CtSubSIB17++Sn263KoLMj0BuFM9D+K1rPTyZfR+5tZDX71CbDbVzPuHXtCD0GfxfObvtjAPpbbKAgAk4C6A7y/QQYIQwB6I8iLf4LXBL6ezuoGPSl4+i7tXlrX4fNCe8HYm4uIZ0uzHS+iRuZJJAOt7b6Py0WSeJVPpR1G8j7HPpp+y6FJRH9wy/lukc0LsJdmkyvRBvcPcz5FEL3ueA+578FtbCtrvTOJneRHHMiIygTP2wiUSiwinTKchqL0JUeDoPEydO1EtINS+Qn/NicTtpH8Rt15Kv7uT+nDIUg8t9pLPJIwTSJOA8qpmL2mMRoOP9WWNj41A6He1mbqbT+lK2rKzsBcJa8DfQiWpHbUoY0LE/i+CFpGt3JzVyYcNI4gE6wDLyEjmFwzvroQ6D6Xwf6KyeTKanTBtSV+GUSbW62lKjzJgz3JGZqH3I+2vaR7dAVYK7Ps8XKZJRP78j7RouJ8/Bo0ePbvfDHbwgLuQ3uWoGCqHd1IN44dibF83hTK+f1J4l358guzp5f8Rv5hkw0ocaeLTJBwRMwPnQSi5jESPej+hcPsU+j7+xvLxc06Fv8davb8DqO72BpdM8B7J4kWnlWcjNRV67P9tFkE7sUoSeIc3r6UxHk9cc8krpRiP0t2uGDx+uM82lOjLVrnA3CoCrCEZYZzrXYWD4RSKltEUFU7J3ITOAtl7KbEXM8kOitB0Jp/2Xk4826Olq0/9Aan/oiJ500pDnxfxOqeKKG6nfLH5Pj1HnfdPRgax+/0twd0ffR7g2eYCACTiNRrJo9hCgY9Ka3DX0UptCBrqlaDakqd2foxgFXBNpCf8eViOYSZRYuz8/o4OLmq4mXGttB9DRXUmH9QTxInR1vJszHb2Q5/eJu3XkyJFaj5V4IqsznHsnikw3vKKiQmeaF6ebrivlW0eBxWD8cqbzoS3XROcn2CgD9uerDWiL5ZDgDrT7i8j258XrZdprGXGzsRdUVlbq60xRaTv6gN6PSHs1I+xg9oHfnG48O4CwLjPkqbX+48G2mHwvhnw/I7P3qLM+NJLyMTR+77eC0ai6urpvkz60RBN1DzrhNjmGgAk4xxrExYmPANOQb9PB6GymyGl7Oqh2z+DSqZ2B1SUPV6FVn4Grp2PXRi3dDd1Ch16NnoNxtf72d0Y+B9CRidy3JC99bWdPOvzn6CSXY3Vu+Ld0+NqVi7qVhunCP5Fe06grAzr/dw/ybvf8a+ezSV0DpDAGaeGOk1lDXbUTPeiHIPpDwfkliLWZdtHHFnT9YgltuBnktBM4z6ONrsEeQjrdc3zqwIEDlyL/JfYh0nb42k7SPoX+/9L+YdLiN3cXtdUSwwjcjBqWLQ6jzE0ofYE818YNGX1a8D3qrPvOhyLzZXs3XYUSgtGs2tra5ej7JS9yul3sTOr1IXkdFJKxm1sIBD/83CqSS5ObCOREqe6gFNrs8gJuMZ3Lw7jtGjozXWTwPIL0scW68OFodVB0VL2JWw+7L/Y8OjBtaCnCfZO40wjbDKsL+avo8N/AHkuHr+svReKPkv8J2k1KuM5XJj2vSd6pmm0QTPvrQKTpSqO1ybldlIHu1N4JLDXS1TGy9+vr64X7GmqDyDzB+W804OGsuRI1ZSxts+aUKVPUh/0aud7EXYeeFuxH2H9CPCnNTCCrl6i10RdvtPs4a8K/Qn/GDKT6eGlp6S28SGxH+aOOL1FH3V3+sTIjbkfci3TTFWmuwZ+y0aYu0mttuD/lv5c6am+EXlbexV/Di+j5bV8mU1ZuwYwhoB9vxpRZkRHoSgQgxll0KiWMOvejo7qTDndPOqaANBPlSye8KTKLke9P2grsznS096mDSpSmbTj5PoD9EWnXxur/zLnIyL2CzkxnWHVJRabWCtdF95PYnDFgtw02ky8F+q7uX4QdbbgCq/Xdg8C2H3bczJkz341XeeIuZFr4COKEPc5KQ3tej9XO6FWWLVumIzl3oHNbiGcGeeiKxtf5DVzNCDtmQxW/j8PQchTpNRLHG234rZ1PyE7YThtI78+UR+u0LdSlP7+pV9oqpdwDCQvPgFCua5FVfatIO4e4tAx4BWVHRxlteCRW0+tDNMPAy6TuVU9Ln4Uzi4AaNrMarc0IdDECTA3W0qGo0+xFVhrxfE3ndhf2mDb2UTrhN1paWk5HXmdHEe+YiUyFLl2XuBfuwEWLFg2mU7uN+PXp5DNx3+4q6JuGvpwxkIIupXiiswWCQM4Do/dxdYOVRn5PQDCl1FcXfKySin7aXhdf6KUnrrgupqBdfonebbC9IKA9Kf9z5DGOUec75P01VssKZ48fP34wYXci3z+uMgKZ4ZhN2of4XcUbHSMRa8aNG7cj9byAfKZjdYZ3Gc960TgB6VJ+j7NxE5n+5Pde20jqsgH10Lqwfu/an3AvOn8W76UiMi14vc3z55T/POp5P/YU7C7oW4PwpbyApDRLgKxNFyBgAu4CUK2y6xCgQzuFjucIOs+g06SzUgejDVeH0EFdG2Fv4i2/ko6mlJGGCLJLCsWaWx36T6BT01T1KMo2q6MZUbedSduMvvm4OWPAWKQwtSMFok4/ApPZ2Gba5nR06YYnYaTZjL1adeq86zmt/ow6ENCz/AZ0VGd9XN2kdgwZLKQsExobGz/H1ZJCDUR2KOFxDW07kjbRyDEqfsSIEWuNHTv2OOp4J/a/1LEOtwXSfwZBXZmqy110dedh5F2MnhLCTyBPrf/WI/83ntsabSp7p22gntGh+6Jr8Q9Gh86f/4YXiHfQ00S+n2H1+yE62oD5PfxfODYylDRavhkBPnqhiYyyvxsR0A+iG7NzVkag0wjsRIdyU0NDw2I6nBb8+zKiGKfODbtKyNJBlSKjTVudzjBVBeS9IbLasDUPN21DXbQL+/O0E3ZhAghm9+Li4ibWXRemmg2jrW1pG43WdJ/1bdTrA6Zyt4BA1qBdNHrdAP8+IX200zmEa/duKKjLXNroXqx2zg+hDMWU7XIy05TsrVVVVc2Uey7u3xgZRp0jJ3w04dfgPoVdgA2OwvHb007p76DjVXSdB/lugP5ydGt9elf8p2InEx8Y/Hdgh5HuAOR3QafOsYdnPAjTVPFrgXCcP8y4jCNYyynfJo9VsXqp2AH8riKt8CY62pDfacStx0trhWIou5ZLdKnN9/Vsmz0ETMDZw945dwABOpOjsBr9LqVTuZGRycaQQ02kKjoYTZc+NmPGjK7aOBSZXZSfDlHr03dRBk2rRsW190AnujM27vpne2m7Kl5Ege5UyLcE4r0ZQtFNTi+RZgj2YNpK67pjGWm9DSbajasjNxsQFzata76aJtV6azi8OzyU70rsLth+kKdu5ZrE72oXRpazqIsIuZ5y66VBt0xV0T768tZNyO5JGt23PBB3a+yh2Bupp3Znt3CNKv0AABAASURBVFt0frePI7+lNpwhvIbyIL/n8Rfxe06It2ZckJkP1uGPN/Cbexl7GTpj1pSRDUxxcfE75HUjLxbHEXAq8uvi2mQZARNwlhvA2aePAJ2PRh0/paP8Y2RqOpdN6cjeJGwPOph0LzIgWWYMHeG5ENdBlEXrdfunqpVOUsefkq0PpqoqY3KUSZt44k6JKhNI45fUcw62CdkfUO9Lwb4MchGphUd222+/va6NvI84uUoaZWnLmGnSKIFueID45lC+Myj7lthy6nIudSqjbHruQ9wG2ANo34sg2mczUSS9fKBzZ/LTyHeFdILlq/zGtfNcjzGWMmk3+I9jIpIEUIcppDuaF4ubEdMmuE+qqqqewV7P9PuBhNlkAQETcBZAd5adQ4AO8Gw6rHtZ1/oHnZVIbhHuMm24QrOuNYw7FUdctxk68xrKWEKnN5VO7tJUMqaTXJNOP6fW5CjTFtgXI8tPfQ4G7xdxm4nTV6iCulLfTWmbqJeiULp11123DtnK0HNbl7TBNGnb8Gw+qy6MGjfjd5ZwSjiD5dMo+2Z+L/qU4Mu4tWA8F/ujtnlA2BcQtiYkPRQ3qRG5ouM99J2BLWYpYEdI+Hu0xY0kVJuMon76dnAzzzbdjIAJuJsBd3aZQ4BOe/fGxsahdCyf0aE00DFph6lGayWtI67MZdZBTZRJO7WPphNs9xpH6tEb4p7Sway6KtkaTLc+MnLkyK2pQ2hd9++UVZdibEUbrE4dtTkoYf4Qxfm0zx4QmjZfJZRDV871Rxqh8lKkjX91CQueuYgNwGkJOByB1cZC3eR2Gy86C8HwrOHDhw8IWeRegzivCz1HupDu95kNOo10nyBzD8WbQRuVLV26dG2e5+qaU9riYsJGkM+GWI3utZaMaFvj565EIOd+8F1ZWevueQgw6tXuznl0KDo/WUQHo1ubymbPnp30CzvdiQQdnV4SBtAhJlzfhdzG0qmmvW7cxfXQ+eYKMP5HeXm5rqEcAhkdQn36YqvA/M2iFP4hdwmdfLC+mYJ4zolQ/ptoG81kdPVI+BhebFYLAQDGmg7vB+ZX8Lv+fUVFxaKQRe5blOmHoedIF9laRrnXoucGcO+D1Y7sIh3R4gUv4foy8jbdjIAJuJsBd3aZRYDO8RI6qmBqE4LT8Q8dOfqEEcO4zObUOW2UcTc6TF2XuCSBpr0JD25Aws0Jw0uBLjuh2Csuo/zBui4deK6N0LsFK0hMl1hoh7tGpRnPkxFrJaSqe7Fj+mR+41cIf+KbmULehrLoSBOPxf+KfA6FQ9gb0WgXU8jf8P/gIlybDiLQ1cliGrurM7R+I9BVCNBJfY9O6FTsMDqtLukoO1N2ynUSveaJEFuLLmtoo2t7nnUxP072DR231hcPBtNSyq1Nb9kvVJZLAA7bUYQ9eNEL3xfNc0YMI9bH6urqBqCsDux10xreaAOxXsVsRPg8Mm2z0/Tp01+NlirSLuo5/P4vIp6fW/GJlLerR+5ti+DnFBEwAacIlMWMQCYQoFO8k45U66rPQMS/COmkp9wI+1zoOdsu05j/owxJ13aJLzgDCeuu5t/QdnEvvegIIBCkjtQdVFtbu5yRqzYX6sasGFWQqnZl90P+5zGRCQIo71ro1Ia5JtaGD00g5uAsIZDbBJwlUJytEehKBJjGXUjHWE4eZ9OR349bRCc5GNILj24Uli1LmXTr1duU8U/ZKkMu58t6q6aKM3IMCax1Vv1myDWYsQHzU6h7wgtk+J1oKvxyZFI26DwS4R34fd0KeT+C3yZHEDAB50hDuBiFhwAd4+rUeiOmHLWZqVS7U3nOqoEQ9mckvj8jdZ3/zWpZcjXziRMnftHc3HwEWCVaz0+p6JDho2D9Hli3/SiC7o/+czwl/GZ0tvo90v4jXnyiMPJ4mbT9iC8jrS4Y0QzMVaw9Z/xTi+RhkyICJuAUgcqCmLMsAAToFLdjZEI/XBxcwpDtKlOQqUyRp/zhgWyXN1v519TU3EXe/4DMEu5sJz6hgbx1deSmEGPoPuywLPjrPPD4cEAbDyPw7zISPrxNcEqP5FeJfl13ujEJDmLteRJlaaEeS7Hvjh8/XvdXE2XTHQiYgLsDZedhBJIgQKe4GdG6nF+f2sObHUMHrC//zGA6NOknHrNTutzLlZenkyiV7oVu94w3cmED4Y3l4STS69vWeKMN+OuayUE6ex0ds/KJEXgDvmr06MpPvOkZXrJOxure9PUoQ2+s7og+GlJ/aNGiRTp6lp5CS3cYARNwh6Fzwi5FoMCUMyq5gQ4wrbW9TEIE+epLRbqUQeSQSdU9WhcvT7tBZt8Gv0tTrGgZ8vdBen2SyfNbOIfRacJlANKPQ8/WTCFXJtMTL46096O/GAIPtXUT9VCZTtJZ4XhpHNY1CJiAuwZXazUCaSHAqEc7XNfoSIeaVkYJhOmQr2Jqc5ME0Q5OggDkpSNbZ0Foqdz7LbLTBrwkGouKIMmr+U3oTHtCOV7aflNWVqaPRCSUSRLxMASe8eNUSfJzVBwETMBxQHGQEcgGApDg3Yx6tPmmW7OHOObSGV/L1OYX3ZpxD8oMEu5FddKaika+UwaCvgQFKxh9X4CbrplAAp1rxrHJFgIm4Gwh73yNQBsEGPUcBRFuNnr06A3bRHXZI+R7A8qbIZC2O3EJtkkHAUakY8CzW68T5ffyQ8qYNgHzW3uNF74vKW/4LDp6bLoZARNwNwPu7IxAMgToFGeWlJTcnUwmU3FjxozR1OnJdMYJz51mKq+09OSp8LRp02oo+vVVVVUf4naLmTx58lMQ/4fkqZ3N6eZ5HwR+fLqJLJ85BEzAmcPSmoxApxGADEfRKWbslqVkBYLoXyM+uKgf1yYDCNB+56DmDUaWT+B2i+H3oks8BkLCaR2Joqyn8MKns8HdUk5nEouACTgWE4cYgWwj8Cyd6YyuLAT6daHDm3TC+i5sV2ZVcLqZzt8XUlwfEr6uA5XvSJJ1IVJNKT9Ani3Yk1NVQvuvlaqs5TKPgAk485haoxHoFAJNTU2H0KF22WUYTD0fgP59IYpuGWl3Cow8TQy2G0DCx/Kic3BXV4F81sJ+Cpme0tDQsB7+S8k3bz//2NV45ZJ+E3AutYbLYgRAoKam5gOc1+lE07pukDQpGaaepzY3N3cZwadUiAIQgoT78qJzDy88D3VldclDV5oGn7KcOXPmPPIdRH6fMhJenq1jbeTfMVNgqUzABdbgrm5+IABJ6os4P8p0aemUX6LDhuNrajOt2/piEWA0+hl2e16mmrGa9o8V6nzIINp0XqQaSHg0YVVlZWUP8QIwa/jw4cMUT/u34LrfB4RcMG6IXGgFl8EItEFAu1sJWkDnmbFv8dL5ngEZrM9U5Th023QDApDgQjCfUV9fr+tG16ANWiDip0OEmKEi9OeF7b22uqZOnfoARFxB3C4VFRUfKG9kFpH/k/ivw47m2SaLCLQh4CyWxFkbASMQhQDTxL+g89Z9w1HhnXj4Y3l5+aadSO+k6SOwkCRrMTX8LmS4My8/ZZDy4lZCfJUXrN2I75ThN9Kb38o7iZSQX2gm5W7812AXk2YM8vdBxr4NCyCyZUzA2ULe+RqBdhCYNm3a3XSUyxipnN2OaLvR6NC68jW+7apdqDIt8DGEp+8Hh/S2QMLDsep7X6Z9a9U22BBJhuRSdtFf3tTU9Hq8BKwBa1PWvcStwDZB1PeR93BeBjbA7YN7GeE2WUJAP4IsZZ172bpERiDXEKBzvZxOekJnykXn/id0NNLhntkZPU6bPgK03zyw16aomMS0xxFY3Qt9P5G3VVVVLWREfBb+lA1T2QMkPGPGjAVyQxY9e6LvtdLS0vcpw8eUYTFxhzED8irhWo/+nN+Fvqbkrx8BTLaMCThbyDtfI5ACAnTQV9KB9mYkc1gK4jEidNDafHNSdXW1vv8aE++ArkUA4ptDDqtgExra+Exsv5aWlitYrz0PYlyC/UPCBBEREOy3eGzGBka/Ewj2A/Q8wu/mRfSWYNdvbGz8HmUp4XdQin9r8tLXm94fP368OSBALjt/DH52cM/BXF2kXEWAjvSmsrKyDn2qsFevXq9SL992BQjZMLTdu9iknx4MlWvq1KlXQJCrMU18PGR5CETazEj2Y9yXEll+F1qmKCZ+DrYBQr4Fcr0PPRUQ75Eh3dOnT3+dcnwBsf9CfvL6I/HjWJJoCMnY7X4ETMDdj7lzNAJpIUBnqTXgteiM90wnIZ1tDZ3uG3S0vu0qHeAyKAv+b0KmmmZOWWtNTc1dEKhutzqbtFo/nkviuBb9RBW14C7A04T9uPX3gjfG+O7nGEiyG2ACzi7+zj1HEMj1YtDB3sO04k2plpOpyBHI7gP57oJrkyUEpk2bNoe2K2aqtyLdItB2V5NmBunXrq6uHhvPQtA6A6xp5l2J18UfjzESbh47duxxpI0y6DuFAH94AxByxZiAc6UlXA4jkAQBOs8j6Yi3gFjXSyIWjmJqspqpTN92FUYkex5IsoV11606UgLaXR/n2H7kyJHbt00P0epiD42wW0KzI4x+T6DdN2Ea+krin2mbht/QLiNGjFi/bbifs4OACTg7uDtXI9ARBGayxqcjJUnTMvWs266mMpWZ4m1XSdU5svMIaJ11s46qgTR/X15eLrINq4BwLyJ8R0a9us/7SWZHLg5FatQNcQ/kuY7fwjJkw2eNCX9+xowZms4m2ibbCJiAs90Czt8IpIgAnedIRlNJp5TpbM9CRrddHZSiWot1MQIQ5ddk0eFd6LT7+aSvgEy1F6CIWZBKCPc8woMvGTHaFfmGSRbZwEDOI4g7hN+Dzho/QzpfwhIgkzt/TMC50xYuiRFoFwE68+fpiGsSCdLZ/qGurq7DnX0ivT05vKvrRpsspt1SWjpIVBaI9AjiLsEWMQvyGG0cnP/VM9POs9C/LN66L6NheHqKNoHtxLLEG0xLN/H7+Qz3BdybcLv8a00qo218BEzA8XFxqBHISQRYS/wRHfrweIWjQw1uu6qtra2LF++wrCHwOTmvg+2wgWQfIPFbtHEjZHsQbbyc50gzDZL+eWRAG/8ppFuCzHaE62z5Atx9sH9H509wbbKAgAk4C6A7SyPQUQS0fkdHqo749kgddKJ/hph921UkKLnj/4S20XGizpZI67qlkPGktooqKipOIyzhRq8pU6bcTBn6MHoegP/32DHYTaqrq/vi/o20NllAwAScBdCdpRHoDAIQ8Al0poeGdLC2p+nNE6qrfdtVCJNcchl1zqfNBnemTEwVP0qbv4e9H//LbXVNnDjxC8Lm8yJ2OW4i8wzluChRpMO7HwETcPdj7hyNQKcQYAQ0CwWf0NkG1xWytvcKHevJhNnkIAKQ5lysRq8dKt2YMWP2hcSf5AVrL6zWbLdUWFtljGTXW7RoUUKCRYc2a+3RNl0hP2e77ibgbLeA8zcCHUNAn5E7CRIObruClG/qmBqn6moEID5dxtGvo/nQtg9jw8TKy9ZAqzIeAAAQAElEQVSvIfS74uhribM2HBZDx+M81EPex+Da5AACJuAcaAQXwQikiwAjoTtJo/+/BzDySXo0CTmbLCIAAb8FYaZ9E1aiItPevydOu5k1osWbuoG8Z1CW01NPYcmuRED/gbtSf3LdjjUCRqAzCCykQ53bGQVO2/UIfP311/+jnUozmROkrhHxBcyAnJGOXsqhT1JunU4ay3YdAibgrsPWmo1AlyJQUlLyDvbDLs3EyjuNQGhauHWzXKf1SUFpaWlvRrKLsedXVVXNVlgqlmno+cjtOmLEiOASD/w2WUTABJw98J2zETAChYFAGUS5oqys7NgMVncDRrOLWIpYDfcDSFhruynd/c0Utq6jXJDBslhVBxEwAXcQOCczAkbACKSCANPEVcjBkytG42bKrAOpfyllEOpYpqQP4LkaIo66M1rxtrmLgAk4d9umZ5fMtTMCBYIAxHgr7KuLMrZmGnrXDFV7bfR8gg0MU8uPQ8S9eVgDEq4bPnz4MPw2OY6ACTjHG8jFMwJGIH8RYPR7FeS7GHK8Efd3rN1OzkRt0DUEGzONXF1dvTPh51VUVHxA3gux948ZM+askSNHbpmJfK0jswiYgDOLp7UZgVQQsEyBIMDo9+cQ4r6qLqNU7VwuZYSqM9wK6owdhG7d/R2jo5XsLyRCl39sVFJScl55efmr5NuM/TzeRxuQtckCAibgLIDuLI2AEej5CEB2j1DLJyHeN3EDAxnrJisRcfDc0T+Qbz/WfeckSk+ev0VmBeR7GqPi1bCljY2NW5PmUuzCROkc3r0ImIC7F2/nZgSMQAEgMGLEiPWp5l4QXyVu2ECMj0PC/9PUcDiwY57eTGe/1U7Sp8krfFnH9OnTXyf/PzJCzsg0eDt5OzoFBEzAKYBkESNgBIxAOggw5VuL/I3YGAMB6pOA44gow3bIQKxlTU1NbyRLTLzI13c/JwMpy3Em4Cw3gLM3AkagZyHA6FbnfTXt+7M4NQsF3YVczFeNQpHJ3NGjRw9R/LRp05JOJdfU1NRC1MvJR+VREtscQ8AEnGMN4uIYASOQ9whcyzrrCclqwSj4COI3hhzTPhtcVla2Beu7TaRPxUxD9uepCFqm+xEwAXc/5s7RCBiBHooAhPoXqjaf0enduEkNxHgu9o6kQnEim5ubf8bINqXpa14EtAv7W3HUZCfIuUYhYAKOgsMPRsAIGIFOIfBTSC+lyzaqq6uvJ6clkPYfcFM2kPZ47IpUzvbyIrAQ2ankcWTKGViw2xAwAXcb1M7ICBiBnowAJPcs9Zsp0sNNyTCS3R+C1BeKUhrRksfXEPzhpHuJqejLU8kEoq9iyjvtkXYqui2TFgIxwibgGEgcYASMgBFIDwFGo9tDpDtAdCPTSYn8a5Dp8jFjxiwbP358/2Rpq6qq3iX+7xC8prd/T37BBR+E2eQpAibgPG04F9sIGIHcQaC8vHwaRPr7DpZInxWsbWhoWAwRXxFPByPfmYQvgLBPwS3CvZ/8igkfq2fb/ESgoAg4P5vIpTYCRiCXEYA0z6J8vSDF83HTNoxkNfK9i/Ql+A+DVN+OVMLzJYR/m6nk3SLDCXsEOyEyzP78QsAEnF/t5dIaASOQQwgMHz58ACT4e63LdrRYjGR7Y4NbrSDhYfgfq6qqaoZ4jx01atTe6D8H8h3aVn9jY6PulN6+bbif8wcBE3D+tFUnS+rkRsAIZAoB1msrIMkHKyoq6iDIlqlTpz7QCd2lvXr1ej2UHl0n1NfXb8bzVaWlpQ8zvb0K/hgzffr0Vwmsg6jPxrXJQwRMwHnYaC6yETAC2UGA6ebNIbwXWa9dTgn6MvL9K+58bIfMfvvtt4YSTpw48Qu5ITtz5sx3IfZm7L+VF2T/BvlOxD2dUfGmITlGy8fhj0vQhNvkOAIm4BxvIBcvMwhYixHoDAIQ776Q31slJSWvQYrzmCouYVp4D55XgwSjyDOdfHr37p3wViv0r4rVFHMdebSgdxPcX5eVlb1BWZogZG3KmkxZ9OlBom3yDQETcL61mMtrBIxAtyEAyf0EspsP0dYw2p0FIZZiq0IFgIzXxP8JtkOG9JtBqhpNJ0yPjC7qWB2i/S52MPmXUpbtSKfwhOkckfsImIBzv41cQiPQSQQKJ/nw4cM3hjAbsPOxsyDQq5iyHZEuAqQ7j/RfQn7XkfbvkF4v1mbjfdRgCDIdnoJG9wakX4Kb0JD3ZcgMZhS+eUiIsryC/WPo2W5+ImACzs92c6mNgBGIg4DWThkd7sPo8Dail2MPKi0tnQShtkCoS7HvYqdhf4n9DvFRBrnrCF8K4Z1OxK8hv1Ww5+GPa8hnIPl9GDcytcD1EKvDJjXk829G4R09Z5xUtyOzh4AJOHvYO2cjYAS6AAFGhrOYqj0f4twPdz1sb2wFWR0NkT2Euwaurn98EbJtxn6J/RTbBPGOgVCPIO0aWN3VjHhS05807yWVSBJJ2rWITvpZQeJldO3kfvLY9hwETMA9py1dEyNgBBIj0ASh3gcRn4S7M+7quGXNzc2bQLg1ELI2U40lbAMIfFJiNTExvdARdXFGjESSAPJdk/w/TiISRFFe33wVINGz/piAe1Z7ujZGwAikgUB9ff3XjEIPh+BKsdPSSBoSLYWA/xd66ICrTwV+N8V0D1NWXb6RorjEbHMZARNwLreOy2YEjECXItC3b9+PmpqaduxIJiNGjND0cRHrzos7kp4p72kQ6qes7fZOJX1jY+PxyDVibXoIAibgHtKQroYRMALpIQABLmT691fTp0+fnV7KldJlZWVbQqAdIsQxY8ZcxPTzjkx5D8UdNr6dLyEpxxkzZixAPuo+aIXbJkYg12NMwLneQi6fETACGUfgwAMP/DfE9/jUqVPjfn0olQxLS0t1MYZ2WqciHpYZNWpUJaPe85jyDkbQRLzJ6DaVDV+I2vQkBEzAPak1XRcjYATaRQDyvROhcghwPG6HDaPncxkB60tGaemAuB+rq6sbEJFI5Ds24tneAkGgawm4QEB0NY2AEcgPBJh2/hmkORLy3bozJR47dqzuYNY9zitGjhyZsi7yX8rI+6Da2trwyJmy3EhYP0bGu3amTE6bfwiYgPOvzVxiI2AEOoAARLklya5hHXVV3A6bESNGrA9h3gRxDkTJ7PLy8stw2zWMvOcidDPT3jHHnHgpeJY15YuJtykgBEzAXdfY1mwEjEAOIQDB7QlZ9ulskSoqKt6FgLeRHqahdTvV3vIns4x8H4Vk34P8z4gn19TUJPL9frw4h/VcBEzAPbdtXTMjYAQiEGDEevPEiRMbIoLS9kKkX5LoLHS9hlsUGs2OGTNmnJ7jWUa+uspyEOS7V7x4hdXU1DwKqV+H7FZ6ti0MBEzAhdHO3V9L52gEehgCkO9/IckZEOm1kVUj7JGSkpIJkWGRfsj6UtLos4KRwTF+5M7BBsQeE+mAHomACbhHNqsrZQSMQCYRqKqqug99zRDk4bhtzQQCtsPaGIG0EDABpwWXhY1ASghYqAchwLTw2VTnB4xiY76eRHgRpKxRa12rnIJsjUBKCJiAU4LJQkbACBQiAqNHj96wuLj4WMh3SLL6NzY2Vra0tLyRTMZxRqAtAibgtoj42QgYgc4h0INST5s2bQ7ku0V7VZo+ffqryNa0J+d4IxCJgAk4Eg37jYARMAJGwAh0EwIm4G4C2tkYASNQEAi4kkYgZQRMwClDZUEjYASMgBEwAplDwAScOSytyQgYASNQ2Ai49mkhYAJOCy4LGwEjYASMgBHIDAIm4MzgaC1GwAgYASNQ2AikXXsTcNqQOYERMAJGwAgYgc4jYALuPIbWYASMgBEwAkYgbQR6FAGnXXsnMAJGwAgYASOQJQRMwFkC3tkagc4i0NzcfEtTU9MtndXj9EbACGQHARNwdnDvglytstAQmDp16j01NTV3FVq9XV8j0FMQMAH3lJZ0PYyAETACRiCvEDAB51VzubCJEHC4ETACRiDfEDAB51uLubxGwAgYASPQIxAwAfeIZnQlChsB194IGIF8RMAEnI+t5jIbASNgBIxA3iNgAs77JnQFjEBhI+DaG4F8RcAEnK8t53IbASNgBIxAXiNgAs7r5nPhjYARKGwEXPt8RsAEnM+t57IbASNgBIxA3iJgAs7bpnPBjYARMAKFjUC+194EnO8t6PIbASNgBIxAXiJgAs7LZnOhjYARMAJGIN8R6BwB53vtXX4jYASMgBEwAllCwAScJeCdrREwAkbACBQ2Aibgjre/UxoBI2AEjIAR6DACJuAOQ+eERsAIGAEjYAQ6joAJuOPYFXZK194IGAEjYAQ6hYAJuFPwObERMAJGwAgYgY4hYALuGG5OVdgIuPZGwAgYgU4jYALuNIRWYASMgBEwAkYgfQRMwOlj5hRGoLARcO2NgBHICAIm4IzAaCVGwAgYASNgBNJDwAScHl6WNgJGoLARcO2NQMYQMAFnDEorMgJGwAgYASOQOgIm4NSxsqQRMAJGoLARcO0zioAJOKNwWpkRMAJGwAgYgdQQMAGnhpOljIARMAJGoLARyHjtTcAZh9QKjYARMAJGwAi0j4AJuH2MLGEEjIARMAJGIOMI5BUBZ7z2VmgEjIARMAJGIEsImICzBLyzNQJGwAgYgcJGwAScN+3vghoBI2AEjEBPQsAE3JNa03UxAkbACBiBvEHABJw3TVXYBXXtjYARMAI9DQETcE9rUdfHCBgBI2AE8gIBE3BeNJMLWdgIuPZGwAj0RARMwD2xVV0nI2AEjIARyHkETMA530QuoBEobARceyPQUxEwAffUlnW9jIARMAJGIKcRMAHndPO4cEbACBQ2Aq59T0bABNyTW9d1MwJGwAgYgZxFwAScs03jghkBI2AEChuBnl57E3BPb2HXzwgYASNgBHISARNwTjaLC2UEjIARMAI9HYHkBNzTa+/6GQEjYASMgBHIEgIm4CwB72yNgBEwAkagsBEwASduf8cYASNgBIyAEegyBEzAXQatFRsBI2AEjIARSIyACTgxNoUd49obASNgBIxAlyJgAu5SeK3cCBgBI2AEjEB8BEzA8XFxaGEj4NobASNgBLocARNwl0PsDIyAETACRsAIxCJgAo7FxCFGoLARcO2NgBHoFgRMwN0CszMxAkbACBgBIxCNgAk4Gg8/GQEjUNgIuPZGoNsQMAF3G9TOyAgYASNgBIzANwiYgL/Bwj4jYASMQGEj4Np3KwIm4G6F25kZASNgBIyAEViJgAl4JQ7+awSMgBEwAoWNQLfX3gTc7ZA7QyNgBIyAETACRUUmYP8KjIARMAJGwAhkAYGcIuAs1N9ZGgEjYASMgBHICgIm4KzA7kyNgBEwAkag0BEwAefML8AFMQJGwAgYgUJCwARcSK3tuhoBI2AEjEDOIGACzpmmKOyCuPZGwAgYgUJDwARcaC3u+hoBI2AEjEBOIGACzolmcCEKGwHX3ggYgUJEwARciK3uOhsBI2AEjEDWrjDnowAAByZJREFUETABZ70JXAAjUNgIuPZGoFARMAEXasu73kbACBgBI5BVBEzAWYXfmRsBI1DYCLj2hYyACbiQW991NwJGwAgYgawhYALOGvTO2AgYASNQ2AgUeu1NwIX+C3D9jYARMAJGICsImICzArszNQJGwAgYgcJGoKjIBFzovwDX3wgYASNgBLKCgAk4K7A7UyNgBIyAESh0BAqZgAu97V1/I2AEjIARyCICJuAsgu+sjYARMAJGoHARMAEXatu73kbACBgBI5BVBEzAWYXfmRsBI2AEjEChImACLtSWL+x6u/ZGwAgYgawjYALOehO4AEbACBgBI1CICJiAC7HVXefCRsC1NwJGICcQMAHnRDO4EEbACBgBI1BoCJiAC63FXV8jUNgIuPZGIGcQMAHnTFO4IEbACBgBI1BICJiAC6m1XVcjYAQKGwHXPqcQMAHnVHO4MEbACBgBI1AoCJiAC6WlXU8jYASMQGEjkHO1NwHnXJO4QEbACBgBI1AICJiAC6GVXUcjYASMgBHIOQS6lYBzrvYukBEwAkbACBiBLCFgAs4S8M7WCBgBI2AEChsBE3C3tb8zMgJGwAgYASPwDQIm4G+wsM8IGAEjYASMQLchYALuNqgLOyPX3ggYASNgBKIRMAFH4+EnI2AEjIARMALdgoAJuFtgdiaFjYBrbwSMgBGIRcAEHIuJQ4yAETACRsAIdDkCJuAuh9gZGIHCRsC1NwJGID4CJuD4uDjUCBgBI2AEjECXImAC7lJ4rdwIGIHCRsC1NwKJETABJ8bGMUbACBgBI2AEugwBE3CXQWvFRsAIGIHCRsC1T46ACTg5Po41AkbACBgBI9AlCJiAuwRWKzUCRsAIGIHCRqD92puA28fIEkbACBgBI2AEMo6ACTjjkFqhETACRsAIGIH2EejJBNx+7S1hBIyAETACRiBLCJiAswS8szUCRsAIGIHCRsAE3FPb3/UyAkbACBiBnEbABJzTzePCGQEjYASMQE9FwATcU1u2sOvl2hsBI2AEch4BE3DON5ELaASMgBEwAj0RARNwT2xV16mwEXDtjYARyAsETMB50UwupBEwAkbACPQ0BEzAPa1FXR8jUNgIuPZGIG8QMAHnTVO5oEbACBgBI9CTEDAB96TWdF2MgBEobARc+7xCwAScV83lwhoBI2AEjEBPQcAE3FNa0vUwAkbACBQ2AnlXexNw3jWZC2wEjIARMAI9AQETcE9oRdfBCBgBI2AE8g6BjBJw3tXeBTYCRsAIGAEjkCUETMBZAt7ZGgEjYASMQGEjYALOWPtbkREwAkbACBiB1BEwAaeOlSWNgBEwAkbACGQMARNwxqAsbEWuvREwAkbACKSHgAk4PbwsbQSMgBEwAkYgIwiYgDMCo5UUNgKuvREwAkYgfQRMwOlj5hRGwAgYASNgBDqNgAm40xBagREobARceyNgBDqGgAm4Y7g5lREwAkbACBiBTiFgAu4UfE5sBIxAYSPg2huBjiNgAu44dk5pBIyAETACRqDDCJiAOwydExoBI2AEChsB175zCJiAO4efUxsBI2AEjIAR6BACJuAOweZERsAIGAEjUNgIdL72JuDOY2gNRsAIGAEjYATSRsAEnDZkTmAEjIARMAJGoPMI5DMBd7721mAEjIARMAJGIEsImICzBLyzNQJGwAgYgcJGwAScr+3vchsBI2AEjEBeI2ACzuvmc+GNgBEwAkYgXxEwAedryxV2uV17I2AEjEDeI2ACzvsmdAWMgBEwAkYgHxEwAedjq7nMhY2Aa28EjECPQMAE3COa0ZUwAkbACBiBfEPABJxvLebyGoHCRsC1NwI9BgETcI9pSlfECBgBI2AE8gkBE3A+tZbLagSMQGEj4Nr3KARMwD2qOV0ZI2AEjIARyBcETMD50lIupxEwAkagsBHocbU3Afe4JnWFjIARMAJGIB8QMAHnQyu5jEbACBgBI9DjEEiLgHtc7V0hI2AEjIARMAJZQsAEnCXgna0RMAJGwAgUNgIm4JTb34JGwAgYASNgBDKHgAk4c1hakxEwAkbACBiBlBEwAacMVWELuvZGwAgYASOQWQRMwJnF09qMgBEwAkbACKSEgAk4JZgsVNgIuPZGwAgYgcwjYALOPKbWaASMgBEwAkagXQRMwO1CZAEjUNgIuPZGwAh0DQIm4K7B1VqNgBEwAkbACCRFwAScFB5HGgEjUNgIuPZGoOsQMAF3HbbWbASMgBEwAkYgIQIm4ITQOMIIGAEjUNgIuPZdi4AJuGvxtXYjYASMgBEwAnERMAHHhcWBRsAIGAEjUNgIdH3tTcBdj7FzMAJGwAgYASMQg4AJOAYSBxgBI2AEjIAR6HoEcpmAu772zsEIGAEjYASMQJYQMAFnCXhnawSMgBEwAoWNgAk4V9vf5TICRsAIGIEejYAJuEc3rytnBIyAETACuYrA/wMAAP//aQsC1QAAAAZJREFUAwCWU/+/iEkWkAAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="211"></list></costumes><sounds><list struct="atomic" id="212"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-5.9117155615240335e-12" y="-5.684341886080802e-14" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="217"><costumes><list struct="atomic" id="218"></list></costumes><sounds><list struct="atomic" id="219"></list></sounds><blocks></blocks><variables></variables><scripts><script x="136" y="12"><custom-block s="tree 1 size: %n"><l>50</l></custom-block><custom-block s="tree 2 size: %n"><l>50</l></custom-block><custom-block s="tree 3 size: %n"><l>50</l></custom-block><custom-block s="tree 4 size: %n"><l>50</l></custom-block><custom-block s="tree 5 size: %n"><l>50</l></custom-block></script><script x="46" y="142"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="down"></block></script><script x="235" y="154"><custom-block s="tree level: %n size: %n"><l>9</l><l>50</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U7L1-Tree" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>