<snapdata remixID="12764014"><project name="Numbers" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Numbers"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_cheesy puffs"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="157" y="91.33333333333334"><block s="receiveGo"></block><block s="doAsk"><l>LET ME GUESS YOUR SHAPE  WITH SIDES</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doSayFor"><l>TRIANGLE.</l><l>4</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>QUADLITERAL</l><l>4</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="doSayFor"><l>PENTAGON</l><l>4</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="doSayFor"><l>HEXAGON</l><l>4</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>Idk</l><l>4</l></block></script><list></list></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Numbers" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="cheesy puffs" center-x="88" center-y="72" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALAAAACQCAYAAACoG+FoAAAAAXNSR0IArs4c6QAAIABJREFUeF7tvXuUXOdxH1i33+/u6e6ZAQbAYPAGQVIiKQqUuJL1TizFVtZJZK+ibOyTOI6t2InlZHN8tF6tLJ842t2jaG1LsWM78bFXjrI+x94klmU7YiRacURRFCmSEl94Y4AZzKOnp1/T7+675/dV1e2vL2YAEIQoguz6p/u+7/1u3d9XX9Wv6nNoItdsgc+/L+tihw9+sepMmuqV1wKTl3KddzJR4Fee0tp3NFFg3/v5g/cfN4ibcC+aLakE79BotsmJOdQIBrwjqt0wTc8cNMs/9BvPTNrye6Drk0afKPD3QO1u3SUnCuxryy+8iwwCp/bEzZZYbNREjUCPpgtZs36d8lRZL1G51DLLEyS+dUr5Ys40UWBprU+85/VGcd8wdcqsgbkA2bOPbYi8Q/T8JtHuvWxCVAf7KJ0skEubZvm5P3vca/e1/F30jz//9KRtX4wm3uS+k0Ymol/5yb/pBh7+kmnCQyf75jfBQExT+5L8G0pReRCkkhs0y/F4mhb2F71mf+758/x/4zydWwtRO3rELLrZI/RPfuMPJ+18kwp6vcMmDTtR4OvpyCt6+0SBiQjmw0z1afOijh+PjSHvWoXf3/Gj89RPuHT2wpZZLjoDyu7PUK0RMstBt25+r5wtUa++QW6Lm/bxc0Gi/An62JeemrT1d+FTmDSqNOq/fhMHLL7vaNesaYgN3Jjea5aPhrqUm87SuZWGWe73lymWTdOgMWQFTrFt3K7WqVJhMwQSKvdpperQhpM3y//oz0qTNr+Fivw9bUwgXz9aGnucvZGyWb7c5RcOKaYL3/VBkfp/k1EZxMXZBt6zr+DdB5RUFbY32DIKTFG5zw7ftwoUGbJZT1KtU6PeJVZqN5g2v2vz7za/E/v4pWnzRIGl/SYK/NIU6Xt19MuuwJ/9/qKBtnC/QpQZRbIGwyumDbq1IM0cmvLa46tPsc15796c+f1uR7zUlMhnGUGdKTYN8oUczeSI8lNhs1wNZCk7rHr32c/uMv9rFy6Rh85EtNLIkVspGxSGFLo989tg7xtd7DHCr4ai9IkvLL3k9/GxH9hj2jewxqbQsSL/mnWZLXI32eRJZ6Peevzp5m/PiOJLbrCxVriBhYkCTxT4BtTkhnd5WRUY/tboE3/EaLA3Rgd2J8nJjWxd+67rG4x06UKP8P9bl9kdcCtQ6kZa5+Mnpw2Svf0AD9oo2qZ+IuRF4rAKNnE2kjKby2VGWLWT4Tc2yEYFmn/LPH314Wf4ebYum99WmSN4q132K1dLRCvOnTftrdBATCG4ZM6XD/CHMkXcjoMU92RJdrJQk9rmN0GyosPrl50UPd+IvGztzFe9eZko8A5tN1Hgl27O3Lxa3viRL6sCAyWOx/lTX++WaG5h1iAsBJEtCMKz9a0N7wlarbpB4PUzL5h1rcN/3fx+t0bvv/nukEHew0NGru4WIyWknyKameImSySI4D8BKkNSsYG3n0MxKiTYdq5XY1Q8Ok/FXbNm+elH/sL8uoKAodjIFoX7rbPB53m0tdv87tTjfPQYjyUiWYcCgwpNbTF348Aebk8SFp0T4/ZOxqM0nQ9S3I2Y5ZbDtnGiy9dbbzAiNzsxal9o0amDrzPL/pC42th3DLlnqncZ2Ye1AQ3yBZo6ye/nb3/i374suvWyXIRblAMGEwWeKLDqw634fVkVGN3ydJ79qxh1w7OgCDxTXOAveeowTQfP0kaJ9wNZZu3MeeosMiqfS929LTK82MbwI1gxLKQd8T6kM3zGZJvvo9GMUajRoniam2xqiqgdJ3LFhNTrB/Mx6rc7BBSGxJIJyizso10Z9lKcPcekn8Yq+79Ts8yngN/YHNfk6z2FCB4R9ULsfbEDID/+xv3uTI2RL5aq0pFwn6rsXKD75tj2pggja5O4B0nE+H6Sce4Z4oL8ab4cnV9mt0gzQBS74tDiGm/44Rdc88D//mN/36zIfOvf8QHyfA4DP7VyceNBgv0MebnGKrdMgTFAw43rIG0YYA0oznBXCJNh6Tw3OGTXlEup4hTFczNm+dCxPdIwRIWiQ0qOAWUxGw5Qd51f2IUak2tuNqKFjwhdrirslG8MuTstXWuUu1SjpZBhi5odIkcsimjHoU7UpTjrF6X3sGKEk3EqNZsUT/KJjx7cS5TiNrCl3GWNu/LMV80vgiKqxOayZflwxN32xDKbKirDhmgewaxJ0hTxIPLQLlbgRJgDJ01XnsN8nzGKtXh59252VTb6/EBbakK042aA+cwiX+nDp1wH7zb85ENm+fg0t88ZtrCukpWLfN3FwJz5/e3HLt4yHdvuerfk5GbAU+WW3pXlLz+QYQRRyQSHdKo0WgcFXpiWt4+XcIh5tk51SGvDOlV7AilYN2xQvMsv8JuX5IXU+Fwfe7x3Q8/wiTeEzRuH4kJpC1l+A7X0kHqXB1SP8Yt5cPy2ycmzYq5vNglgtpf4Ps6s9ejc5ujS3/cO/h+MOTRouzQosgIfmb+bnNwIpoHQtjz9X//MLEKBs1tDWu3zh9pYVi8B763xSnAsLl106co5Xu8UgjTjDmh+Hyt0KsH3URTEbTpyj8MWWdTmqxTYqfN9Ndpt2ths0zMNBqAPf73qwPQ7GWbvRr/Dd7KclQ+7xjb3yqZjlHZ+uMznucK2ffyHftr8/uJnP3lD72mscW5g4ZacdKLARBMFvk0VGLbkfHaDcjI611g/oj4Q+DdV0o3RSF1tNj0uM8sIEk4X6EBxPzVzHKE6nOjRmWaYvv7f/ptZzkZklC0n/csnj5l/v/b81TlpsBXnU5fM9qNsmlGqD2SPkzOiOBC5HYq3GTFSQUbYRo27wsKdbLv2ylWq1VrUXeMu99wFQTrpRJ4Rx8lsnujOeaL5o4xozUiQMqkY0RQjWrWrfmVG6GSakSzfqFEkw54YyPoi+727PW7AnnhDgO7mvC3+bS0T1d2ROZEWxG3VeV1xiruURnhIAP+A2K6p8KiH8y4KpC/36RvnhjQI8L1s7jtA65f6FK9xjuDCPJ+v1Gvah5n/NgKrCdE+tWq2fa7aviVg6b/oSz7pRIG5SScKfJsp8E+9/T3mE5+98hUziFDuQGaWkafeZZtSY+/mf3WEFEDgYYWMPQo5JIhV27fPcG0182G61jM2cbjEiL7qjCMwMoMhyIAoHnkjrQuB99uPf5OAvrusLGLsl44kPfsXy+AtxFtEzSYja32Lv+m0hKzqUYZu+Dvn4gOMisb2U0TQHgW26WyQaP4u3m8mnabpuT61w9we3RQPnjxORY97pWw4SJlggpwwD8Kq7TXzm2oxQi9dvqCX8uxss6LlYnxJ3Trb6v0tvm5FBoneQfLnQIIRNLqbe5p+nZE4lObjz60E6C+ebtOxw3wfoZk99Hxr5KseLnJE0S+B1DgWqg2s+zXv+YD5+5kv/s5LBk372jd9sokCjzfdRIFvMwVWtxlyyQo5lwJZRshUhL/WRleC69bnAgTWF50NkPcfu6gtnM/nKTLcooR89PD+OPEAbbUYKc4LmyuYEUetnL98rmZGwvBuQPbkwxQOJikf4OMqC+xvRVSvVVmjM6fZxpwJjsjnWM4W+bwaYSosMDJ1GlmKZAZ09I77zfKBzgZ9/dJF0qy4ap2N4GLcIYfitLrM111dZ2/C7DT3TPcdZ+N7qcfXj0rEDP8LsRQ1unw/qYjY4uJVqApSm3sMB6lTZrZcqTQk2L2utM/lF0aRQ2zPRfj+gcidEHt6zP0E+Hi4As198lCB4H4vOkSJvXy/X30uSE8df4A+/cs/b5Z/+a/+oPl98I5xNhtsYrj20BtD1obcc8FlCfluudVuGoEnCjxRYO9rkEHdbaXAevMYxCE4oUjmeSPE3lVbshEaR+TKpmt8xYihmy92wIhztDggRMGm4/KFtx1KxFyDwpDn3PEvX+syUK1H8DXvHjCiDOIxymTiFM4z6jyzzqP/M6sbxi7W62IdeoP0tP060IPwt104zEY6/NK41gN72CvhZgO0vlmlY0Vhow3YtswHB7R8ZY0CbUbCWItosexS8zKfLyoIn86zTbz74Iivm0qPeNCpKPcEDQuhzX10GwaBly+PuMiplkPrFUb8lQq3M3tbiFJFtqETnRDten2BMk1G+FOr3GNEhce8WmJExpigXu3QsMpI+uSiS/Wjb6a/988+bJZ/75/9gvl9c44jHRUaVSoCCmuAKDDkwMpKldslMH+n+b3VuYE3jcDmbojo5z70QTf0lT+m++6+2q1iGlBMCoQcMVhaE9OiNggYhYMiQ1SB8SHsnY1RJMUNaJsTWK6meb3K+Rck6xLkbRpQMsQNWpzOUDWXM+4vyBe+yQ2KQAs+slRkNKDcSgYpuTVy8dnn37fAIW7Ic6cues9jSk5FibJyPwFxO03lXdooNahXZ5PKjbWpVSFqSM+++A0+16pc7gPvk5PHHUoGo95gL5nbZzZMxdnkqEiKUzE1pL984jKVN0bPndwKeyabKq4GYJJyXCwWp2g4QXqf+kz4ECHH7j5qfv/702ep/O0AZfrsviuXO7RRcSiwwCaBU+FBtCpoJiChazmhrdBY5bnb8ifMHq84BcZNYUA323zS3ODxqRGTDMup/jhi1rfYJkwnXW/Ej+VNSSlbc4IcGhXvxJGpIJ3eHClX8YCwxCS0XFscnQ8jfpWZdMgosMr/91/YyLt/b9+LrmG5MBWjdtU1tc/M/UqAqbEhkS2p0ANFHVSGXui10ZS6afJ4WsEHSgKJhPl8jeYWJduwJ2X5PGPG+R6fH+0Amc87FMC147zdifN5+uINSYb2m+XZONHnv/EsoceBAAQUDMz5ZGhQ5++VDuyX53ASxl/clp4hm+YPQxU6mecG//Zqm5LVVdJkk03qUaJKtDVgRM/n+YH7Hf5AVeCtqZbkolYkVrkc39pg4LnVoeWXjMC4qYkCj0pQTRSYVVqpBLeFAuOGEfXC77vzMpwd+z6JcsE8BbJEoQZ/ufVyhJbWaxQQkIRPGHKhwV+qRnzcXJjz50SUP3FhndfNueJFSDg0E0xRIMkIXQww8jy/wTYYukLI4fkBE3OCPMqezrGHo9kW7oFmLAiJZkVsYeSQTZNDTUfZaW1jJ+/ibHzKTjOidXpND+XM+QVJtzbYxFI+gvptV8S7AE+Cmj/YbzjDiJfMc3t0e3xjz5/vGQ9JVtwfMH3UXsd2ReClTTYNXneQu358WIViipwBjwVWz/P5dYzwwkVGVpgOQF1nwDYxTEDbDA/4bHL0RCrwPKnJeLHH963v7rdeuNcsv+/977qlvIhbgsDPfv1L7pMPP2pusPHQx0dPJF0cViDEXBaSOJaD5Q0zeFJR9xqM/mY9Rgf3sqLDrQWizcomK+ARIb6rm+twnBU2BfZYIE6BML/oYbBFgUGcVmqiiXIhKDmohrpfPMXnVTedp8gSaV2TsafWSkuqArd4oKcKc8ccf4nnOnUKbYaoKWy2fCxOqbbrpfAE1vihhym+gCr05iaRhn+xXkPAwxlWwLOlUUDFbmAocjoSIVdYZk5cnn+Tje4ZGRcOY3E6tm8XOTUeNJa7rHn1IQ9yNy6smF8do9hjF/t6CLtDtB3I4etduSimnLgLl1ts4qQabJN9eum4+f3Bn/s5evDtJ+jURQ7UfPh/fM+YDipt86TzpDFnDob5PtczYSoeeTfd82P/emz/m1bgf//wYwZ6ItUWZUIdGhAbsY/+IrOPlPerXyBG/aBYhiQ3CxnJC9GRn/abp0eKdu7yaKAGRTbdUYYVVRVZI2wmOoYXFSWDqgmmr1JyyqF+ZIYuXeAIVmKLGzoFJ6fhx44GcbafWRVYaLSkCMwvlFEXAp92ejpGmvEAWxrSFq6CWfASI4RBJ14Js59eXhGtSRRoBKgk9n6twtcZiAI62dGrgs2rAgVODYbkyGDNy3ETm1sBEpeZB4lZJJRjYxkeE0jpirLZeIdugN/B8aMp2iw7tFllBU8NWCEbvXFgQPEWtInepxZyAVBB/u0V9p9/9Gc/Qrvf/za6/OxZs1xpDmnt0reo9BSPbn84+Z/MbzoRMNkj1b4UU6xvEJ7lfb8nL1ieY6LAvkDJRIFfpQr8md/9E/OJZsV21C85khzQVGT0HZQe/Q9m05f/lAnQr6/zlxrO1E0mcq85bhshegbRCNqcG6bzS2F6dtcDZj38j1/400fpi//5v5rlv7/7m+b3Ds2YmGVUgSnQakQpmOMv9kq9SW7bpZpkCATP8gi5uCdG88k+laOjCByyEOaF4P3sOb7f+ro+4ejXRkF4V+DbVjfgXk55MwgNtNbK7li3Nex4XW5CbOyioGGrLV1yne8HbDDIafHrqh99WTggajIo1wT1KsDeq5zh6phgzEHUdChtim0vphN6JvN8wmAD9xeyX/zujuTNhYUbUdpkLrL6u1fOM7tMBSR/CPzPNgKXq1KBaJNNwYLDXc2l2pDAi3jwfst/fPoxmktztvYDd7LbshDL0mYiQlNNNnk22lVyy2Xa7LMN//p/wSW6bhiBJwpMXveIhpsoMCvuK16BP/HpzxvkzefHuQc2EgOFgwEZPAzYC/H1P/yC+T189ovmF7YvXCob66MIEoIW6m7RyBgc43CcKwL/xK/8KwqnHfqnP/5PzHk+Gviy+Y2n2IGuXgcM2oYxhwLKl4X92Xbo7CIj0qaU78X/Yo5ofoa/3cCs63kksKyDEX49Iz8tJeJj/A6w7oDwS2UerCjXGYNRDE6V+2CUPe54uWnTU2L0ir8XbDLzPLEoIT/tyhXuAZ6t8f3pYEpIbLQqXJABcc9zNDigY3cfoHNLPAZRm39GbPKWZHYAceHpKHCmD61t8vsKyuAvLuvRMyj6YnuvPjQDvf0xfk7lcARcYe9J5sVaq2V6rUSQ9QQeJnMdh71AmqmD//A4qfdpoVig2QOoFMQ9QXSWAypAYIhms5xaLlF+OIoxbBS+n7fz42wvv/ybfzga6cgumSg/+E4KnMyKwnz9MbPfl//wt8zvO4Nl2sxFr1Jg/5XxcCBTnyKORL35xz5I97z9AXroV/6pWX5wk+l8sTSPytsRHlT0k20KbcWoEeTrDzeJuoMkbcog4vkzfKVGCQM5ojuF0A5FbucQyBinSU5JFxuZ4fMHjL60CREtSLk9ooxiWYn7tiJj/d50zKTgtyS9fSHPx5sUJSv1ZzYXp8uDAFXX+SU1Wpp6xC9WvQuY5gACzwMknE6QWx65JwNasEQCLIqQqR532VsSYlaPh5J98CFDjh7YQ85c1BBzVDb6UxQdMKG9M+T76Uigp3RWvBnSXrUtNh1eOMNdPQj+EFVYABYG3pEUvwCQrfJFoimgCkwbuT8nE6BCar8xHSDV5mXa0wvQcpnPO9j/ILeLd5e+Px/5pd9xp5BJIBJKcoPlolJbKzjKhrQRWBWYtthP+/t/+0fN7+FjacNM0obRL1L9v3odOAlKUOIpbghV5KPEyP7mBalDEGMkUwQuDwMmegQfpnlgiQr5z48IX3BzNLpHJCzUINqUTAZPcZPCITgskbEE8t1GLxUZxEtSGxjXi1XZdk0GogRKrkYI1W5WLvRuH+diQaKFbrpNG9U4PbHKyPXGY/xC1yVCmQvzc6+3OmampLRkHcPrsLLaGXEfhL2mbL4ZUXS1rZUvrFnH2hOldrHG710oUHZfkVpRRvh+j2/A7bHibFzgHqIEvx8Qdmn04c8mYlRaYgVXgv9uLrnmCcL48KkXctyu8ekEzccylJPMkcsd9irtjQapTgmqSI8N/3Wt0aYGsf7F97/F/E4UeKLARhFeNQr805/+D+aTCjdaBATelHTr6dlxG9hvSgCFIWoLwzcM+YOP/7j51WxVZSvlaGg4xOXz/AWLe5bKWaJeLU3zBf62FjdcuvB8nd7zAO8XEWQkcRWvDrhnAOLiOJXgsE6r5VEXptwKHdWjW4cgE6MRCngIpscrr8JdGPEwbARGFZ1q36EsF/KhlBWkgR1ekq4cWcSwlS/L4H1BAiFaX2L/bkbaYd6hR08PPB7y9GHO9dO6Gal1HqVfrHWN3xeVdiCNTfZNe+QkMYWOJ6QmmhTgPt8ceNxgr5GszI3jR0c+4tyupEFhlXrApUGZH2B5iSN0Wy02HRqXuZdGBaPT1QyVhNWmpoOeQ9s/Mx8z9dl07hGgLxh32ejo3eGY8PQcUpuptMnXLW/2DFNuIKl12yIwzIZel7v+cGREhMGybU5gWQd127nVsD0jxPKP/c9Mv3tP4jztOTBqOnVw50djOrOxP8WDMwzkVNAoarPCDWYaLMYafKE0Th4aXWH8H2zRcRF6mHS5KfFvNWTarF272ESKSx0EdF0oB6WloLQKey7HNNB4W/LxWy51Q8II0tBy1fVojjlxj+V38wtTEwj1GeCKUvJTZGacddeVELwGTvRZQNoxQRUhBRW7wsbL8f38+h+P3IUfeKtDU6HxTheKDTk8wwpv3IuJGB3I8TOEowlyMxEvgnfqPKfXg2EH+TJzuMzYAoLxBcRLSdpk0yPBYzPC4BKD7RmJGCKgkg4FSFOSNKUqTU1jQizWuewuBMXFO5f4fZ+UgIb3ND/z619wV194gZwcOzSnB+wIVUX2K7Ce9MD0DFUH7av8w7NTbKt86lOfNL/76mfo5L41zw/snNvwDHvvDq0/NprCd7igETzxhvgLkmSSdXLb43H7pgGJ8Vw3jJKDsS4lxJxtOi3mzMqgR+v2HphjRchM84tcbjS9emZYRuWdWi/h+UcH64wUbjhO9VSA2luMUJFewvikEx3hZpxnG1HD6OqtQAgXVMhEgq8HLjME3hUIbF+ICeG2iLYkBu2Wh4bVpwoMex7yyFl+tf9Hid/nP6JV+ol3BLxcOAoK260iPOk1qVGXZk5GMS+FVIIJajhtwiAT8tA32PbFOALyKJesM3IIl5Kkj/l9khsp7MND83w8/NCJ4NC0EyQfSZCb7lMuxzzrSnXEaMOyDurw/9TqEhWCfIF7P+vzA08UmF/CRIFvMwWG2YAX99Tzp6k4XaCSuHHwHzIjERm/SXFonktC+U2ITpC7rvkMf9FqA7/ucJZi68+avDVz3mDf+ANV1AZGThZ8h+qlgF/YJknDdoZkpiV3TGxZjLpR90tJOdjH9guT8H3VrdTQurjNlkEw9RYcjHPXDT4xpJVnRBhKEbC00MAw4QtG5hdKbAOFxPQAnxccXkVgbHObI44EbFbzoQinwh4DJPYip4zbB+4sSF1IQbEaP/czK5u05TpezTaUuoJLTLkTNiJi/wfYlKbXS4+i7d0r8thhKLa6suPAxcC5MjnxT6cdQhktzXJGhU6I1p8YDBlpV5ttk+Po9/rMy/VPHJRsbEFcp87tC5cd6mF0a1IRX7OykeHSu2LYdxAQ+CO5Y1dV6HcmCjxRYCjIbavAP/yznzKfmiLviU02mp+d2m0QWWVPgQc1agsPzjxlljfOr1LhwCxF97Ot9cAD7J9buszG0Vf/7//V/ML+BZPsiESezLlcly4IuUiLAWoKSmGabR1UGgd1UonRWnl8Nsgxco35D7K7KNRd8wZQxSmipbWmhxRajRHcg4YLe1YCFO0Wne8GKbnOiL4rzD1ILsw2cHAfI8UgF6RoIGYiU5B1p22QVUL8NNNlxEIlHoj6K2EDgyOsguwPs116BPVOwCZGYUlltc3uHg2ivIMxe1NtmUpIw5IxaKzClSThO4dIPMBb3nOYvUfIQsYATqcD03OWhdtSvsIICPRFLzjy2rCfXJFXU5XIGc+0STrMh9AeJSQVfI4WeHA4v4ufxwQs3CYFJBUrE0xTe3Y3rdSY7YYKRRD0bOjFUpJz998XB9Saed9VdaGdiQJPFBgKc9sq8Ds/9FEDCU+v1mmvL66Rnx0l7CkyF0vMcbhXKs3olxyVao9fZZonrWXYlrzf4exVVO8OJ0Z5VOl2xCCrPysZyKuoi+OQ8wU+gBKkUe/BIIqOYsVtUy4xI80T5RrIisw+ttmLuYzxLWqdBbukKbYHpKypIZ8CCb49OuXBA6PReSPUpVQ/Qo0022izUXY7rgW65LaaJDxuombMZENkQ4zca8I98DgbkgnS2IgR8gWPCJsOSakQZY9tSWUiNxeg+nqbJBWQQlLHVwnwercacXviFCP+u04EDPpWpOqnZoJoNUtxXphJzpEIuiUzjSKEDebbUMraHpecxGXJSUyKDQ27HC49TSqdkVzC4hQjb/EIUwPCccfYu7UBN7Bbj1I6OOJLL3a4J1zfqFK32afLy9yjfav/Dvr1h790VeDNmSgwF5ZWmSjwbarA5VX9BkeI85ZI3djCkGNLTM55a/vr5vfoIUbCkuRe6VHnhJ21JjzQwBwjTyGap9n5oaniDUFqi43AWk8Cjnz4aOGfhahfVFNdZiRNHwwvyEyUbbGtRNf8X63IcVNxw6pS8snM3CFGgOk5Y2+FJMPARmJsT7bYttYqkKVlRrDhVmxsvgxE0uAvjaSFGyKpNNgXdrCytaqtKM3tZvSHKJ9WK6V7XpNayOvGsZ8GFkI57gUbDhu5QP1ar0tCRfDSkDxSToF7vqbkvq3xxKPGC7HZd6kZ5vaa4Rl0PdFZi9Ra9+b+GIbHiEv7M+y9eFoq6B+1Cl0jCISoJuTuhVEwB8v77j5s1m9EA17bexev9Lz3VBlyYAURt3OnwnS6x/zgtTf9GH3mlz5y4wj8ZDtD98RqBCWGnCjz9Fg5qQ9wWLo+07iDUbRHQ7unV7kpDh/hrhWV2NuLl71QKdaBuaXuK41A7RLTZChkHVQaX2tfXaLJowEKrRIF9LRIM84NcgwUSUs3eQocd2hl6NBWnRX9UDY21qVpySYM2CBVZdNgoRWlNXHg4/q2wx8mBQRPjWkHUjq6izumvKoO/pTAri9Pkz1BqkcqvxYXfOP0eEV27fr1g1EFRkkouLw0NA2Xly1K2sE+CMMrMNx5bFzBMEiFdJpEF8tbFJHJa6YLWVq61PSKNXohc8mN02u4PlmMAAAgAElEQVRpGr+W11VTQ02n8D7+cBQwMm32f9ZiTVPYWy231haTh55ejNJK/SgNjr7XLM++511X5c9hvfPgT37aQMypM+eotFije+ZH9bPCLzxC9x9iBfz+Hucsqa2bj1jdrmQCmxuSjIAzktSnfl9wIOBh0MwL2LYQraTjSnuisnizF6L8gO2idoxf5AWZVy0hO2YirDBKq8R/1LyFjQjZQocS73j1FQ4KAqDcv43AxalZYxOjMiRkXSJq0TyHelWhUZ+31hqS41Xsj1HKjZmK5kbk/pvNNiUKXB/NrLZmIeIdWZyeRNik49NUpvZF4YYIO0sjYlpFEooMSqSdAAr0DcENYHrE8QItdm00/Ffa5PQMf6AaEbM5wIg6qtxx+Ag9+twSnb8iSba++syq0ErzBE+DH5AV9u472DulmRT4Px8NUUNC+OA4wDbXuaWfkB7jG5dmaM/JD9LsyTeY4z/8ox/Ylng2UeCJAhsFuW0V+Ec+/jnzyb/wl9+gJxerFDv15+aB2kf/qkHjt17mXLS/dnA8F6ooXAfwcEFKViI5WTlSOO6JbzOyJdJtU3FnPqm1wBiBdBSsU0eAKJ5AfYe21FFIR8ycDcs+E10n41HkxrkMeuukJrBn9ya9edF2v27eQxX8gRkB2SX1I0qV8Rh8JjD+wdc2qtSob3oROWTM4qWraVBaGs3ygxmBNNkYGc82CiP2b8umzImHHqPUbpsoGyS4yEhmI6geZ5BUbF20E6qv6+QzWmVy7CLw5oiZoZksxf1svOr9aKYF6k8o+RzbXSdLZ9Y2aVAbbx//+YHETqztmR6l89wTaL3oN4s/WpE3Jay5pfDQoK+yzP7kDEfsLs79TXrX207SOWmvj3/gb2yPwJp18YUnFulrX35yTIHf2HqW3pRkRfrBe1mBteQQipSooH5ZShhYq9I1SsYJfeWPpV7AsSDdW0x6ZT0xmEhlQt50UAmrTD6UUNlOuAbClX72mbLLUgU+vwmvgugidQoS0TYl4wlal7KjBw9wV4apX/fMD7zQZW3oGteaioY0tdy/LsO0QPlTFS2DqstXZBowlPyHbaymTSoWo61Cj6cZgN3f4V+ty2DbxBjQKQ3zAo+V6ax0qYYoI4EKDMg0FIzzl2DTr/IHpKaFhpZHb4kHcnWJPxSk4ImaEM02DxJLlShli0lvUhmYDpjWIZSyinhYJ90os+28N9WmQj5ugju2gP4J+SuYdwFuypRDaHOdagEMMwQsQIyC/GnlPeb33vf+uCGJPS9lZD/zkf9pewUGicc0VKNJX/ytP/EUWG/iH0g92wcPMh8VrC9IODTKyJgtpr0ieitiA6sf9bGnpD5ukOjgGwpURK6PiBbgw2K2MiJGgP3UltnWYdOhrq3a3pUBG/nePG5SDwHtVogR1QNsM4eafTOLZqg5PhhCDTNkAehcxuVBkPZHXQpKBgj8lBBVXL1X+C1hJw+laJ+uV0UGOkN6y0MzatceBdNZ1R0y+W6m3WRUqRwHVWggoKFsigI88TD3UKrAymlABkUxF6T2lMwQCjvcadMF4VioX1jv70uP8vPgeByrxHUovi1rYtzz5du0EWGE7jeGRnkzUi1zKs22sNJJ9RzgRu8JhEw9B1sulrkn2bOPFRTtjoGbCtAX51pf5O2zH/pV89vZs4t+7bEqnXqSU5nO/P7/MlFgNMREgWUym1eLAtNbfsFgwwf+7tvpzqkafe4/cijt8u9/yvz6ERjkZkhRMgtKrmP+b1Q5IqXzr5XOszFcOT8yXhGX18rgGDXXwhFvViBlf+mXuXKBWV7KgtI52U7cy8gRk0o1e46yLYOIDr7s+TT7rRe7HWqv8ddrC772kNResNcXhQWWneaeJVPg89peCcxXofxURI9gz3m23BJXuLnz7kPUjidNCVQIJmhcmLPmKJagSVQyTgpx9hE34i3zDFeqfJ71swzZjz3CPdibD/Hy8UNRWsP8I8rCk4rw4HeY44T/rUisCAwTBO2fjnKXHgzweevq/RHuBRC0l5o1dY4htWyMBhslkw0BwXx2pn0sNxiW4QqrrbdoT0Zs2AifHxE1yHSYHc/DYZ1OWaVhwTBrzbyJjpz8AbP9d1bZTHvu9Dm6czZLO5kOZifDy54osGmIiQKzJt92Clz8gU+aT3tmbpbe+bZjNJ3iL/nhR87SI5/831XR6ffez/7gwC5GCB2VIkaeDnYpNOAIkFaBrEj6s1abjHe3zOw9ypbCgKKaTdCaRIxM0T2MigdtKlUG3ly9yrLSGzlxkv9NzzEE6RePngEDBE1JwTY7HQVVzc39bfaovb5BSclCBrMLA0DkrUEWpJ7C3llm4l3pMqSBD2xG6FLIGoWhYTur0bq5wciGFJl9hRw9fZqR5/LKRSpiWl0rsIH1Omu81ijDOmTeqkMf9wh5/GF+XuVLnzyZo1q74s2Ai+ljE/EObckgWP3UWkTwj7/JNqi2vQTQKH9g3KQ8/kYr38vMACpT5WZ6dKoWpmBberMor8+K31zfS3lt0XCiNTK6LDxy5UVrRHOpTyYrp7/wNnPo3W99P7l7ufg15LNfY/16+jvP0nvfcgf92k/9wDVLPzgnfoIJ7d2tEs2dOEr3H+cKFzNTQfrz//KYp8Q/f5K7lDcV+UXrYAr/QbYZlNm0eOKFcXdLschdDhIz7XoMyG3L7I7TsMddzZUlHjSgkHJI8qiwDAU+uzrKtXrbm9mEmBWCtuafHUjEzMi+5bAi7Tt8yJgR1JG8dGkgdHUQdHfmeq2m4bprySdhOXrLCRnUNdwY1cMJmhEFRkFoFJtOpfh5qxf5fMHCLLmpPp1bYdOpsshzwmrRvTtO8Ms6c4kVArRPiBvk0qco5QRRCqYO5g5KjuHcvBTC9ibb5kGTtkO4z8/blMIl33xSeJf4nrKj+gz79rNeRGZYIXfvlcGXKKhOwIhJyhH4WV7l7XOz3H6R2Cg8juXN9YvG1EhLEqm+hytiMv3lV1hvMNXA4Xd9gI7cxVMO1NJ7aSWWoWfOcQrbI09x3Y9Ll2p06PBu+vNf/DvXVmBuLiIoMpT42Bu4gU8eilI0nafLT7Ef59F/xTbxsRrTsx6cZRs3l+dKOpqNqudrRcaTEpe3+jRb7dDCcVZoZB3Ds9AR21krgDvUoFJllKGq59UP4c4jUplccsaOvplZTqgfgJypo7OcyTA9nzO+Xs/PK9mtJCXybV6vI1E+HKcKW1Leshd5i1P+jjv08cxMopipKJXgD7tSYT4rcrtQU+HUJWbhLS9eoUKsRY6p0k60S9x5qPho2kEqBMG2RrRKEUt5sL/7B3zJd+7jDwI+4MQul4J57oGUS+Gfhb4p5VUvLLECY44OZHyr+3HPcX4/6vO1Ky/1M9kxBd0oIcTNPcIbH2B32PrK1VNKDMvrtHz+ebO9tczXfV6mt+vc9zfMsiJuQ6gCAJDvXOnQebGVVy7z2GGrFaVQZ5OiOX7Or3zyH27vheDmmSiwtsNEgYluWwV+9tmz9Ka33W3eZT7n0PGDB2hhD38Bj/3R5/iL+jxXnVQknkuGaLC8RatZds9geTvRfXQ7KrBrfhv2rw0FYaa4zqwWvNZMDS8XLimZE8Lwv/OdjAhLi0Ha6l+kowdHNCtE17TegFaWcZc7VEuETCo3ZFOM7KFECLVkko7q1aZsbMaosMCZsxCYEDPTfa9yjJ4P/uTqIEh9SXs+8+QlCos9i+MOHWXbWmch0vMBgTEvMuZ9g+hUBf/pIfaPnyBGenCSESRpxkccWmChlrxSP+xWWWZ/EpOEq6e71JllU21/kccEmEsP4iEwIlBh9uSolIdBcqQW23CKWWXTQfZWAZ0h6dS6yaZ47iIXoVs8x3n0V+bYVPi+n+LC551EnpYGLi1VeIywuXqFVksuXShLIGZjFCfoVJq0JlU7d/QD601iMFeqNOjECaYdZqYTtGfPDO0WxTx6iN1K5UucKvQnP/cvze+3L12iv5UdBSFUQTFog/QK/MIWVxrGhAjOjaYQwEw3OrGg3gdK26OAsxauRvIjlrXmmKaPK81y/j42eSK0Ybrgg2meDAVd+6WNildSX5Mi25mAN4kg9kMgAvZnVthYly9yxLEukRhHQp4Y9DUx5WqNP1DUc0B5fp1iVycmRI5RdGY/hQ7yoPfZv3iaLj+1TAtzbHLp5C0amdPnNm0l6Ur4r4Wdn3t83B35V06GTBADpCEIWGxGNC4hkT5EIiHnVrnnrSWjVMgPvIDE7kOjwiXYbk86XgtkCbMhQUqNAL2w1qC4VMZPJ/l9qkmRlAgephxrDCRcCHP7rf/c7KcDtMYcK365UqNev0FX1nhwDOXdBIVVSFErJS4wAeWFfO03rqZQ2m3m2RV+BQbfNjYzRbPTrHAHZthoz2cYAdsbbNycfewxg8o2ImP9vgy37KNXRvOgYVlneNRK7Zi7GKKz2yOmjsotPcmZgh8VTCctZnd5mc+nbLaDWXlzMddkJXsSdwyVUmd5L7r8AYYkG1cjaFBe+HQRk4eggJwR8Rqc2mDbFlV5BuW2zDiEij5tozzgX0DUawF0R8ZyKMyDo9PfuWCqm0/rvfkyRfZKLiG4FhhYKm/iuStsQ2qNNa3DcN9RVmDwJlRiOZ5CC6KDP637izpqENQRhtKqouqxGKRBSiv84aLnwLjB7fPocjVQMQO4VJLPsy5Z2G6FB4u20rYWPugNzgbHxF0kF3pae7pWx6BqW+r+VpotCnY7tLbKILjWZuDDIO4NR3bT//vxGxzETRR4osC3tQLj5qHEuazMOFmcpkAqToUC+2fVlgwLkizs4i4ykohQKhomLWS5+qX/aNY/9BS7Re58XOY8cFdpt9P1JsxDfhz8gashtp2PpxhZQXxPBVe9ifz8JJJDu9jrcHaFq1XGpV4uJlMB6qg/Vz587+eA+I2xAi6nhVmZi7jbN9kA0YK4hYSFhKiYeW4xLS616xSrN8nOGID3oikmm1aDDESnTKlXRcRqaWusQjvQEqJZGo7Mz2baPzWkU+d4FN65xEh09pRwSdTPB7PBadFb7mNbP3L4CC0v1+jJK2x76sylMBcgymFQ9FX3V6nECFosjjgtWMZ61OFVNt43zrCtul7469zeC/eY39hBqeN7hMucDps12nIS1JGIoNKSN4Tj0t0Uwn+3Ry7VqNPknksRuLTFptJj32K34759mR09D2YHkTHXxESBYbRx1z1RYFaN206BVbMPHtplEHhOUnacLNtYUVcqbosXIBdyaRBOUF5G3UUpihducUTlqw/zoK/+3Ndo5cwzpkaaynwuR9lDbNw71dPmF3MlZMMBcnIjZNg4y18lpHCIC85WV9kGB1sKsrArYoJiZZmJ0iihZNZ6B0v9XiwrYobTSZMxrBExFFY2x0olHD3WSTNC2Dl04LAmJcu4KQWf11CzIREfmyMDMyfp/HKgKkI0gKGcC3PuysDjQjgXuJ3PSkBEK59H+1VTo0EHsSi8jVlENUu4nbkaeXEeRM7gTVDEVQTOpHhMo4GKVqtuBmwXu4y0EKDusRM8TVZ9gTMknIHkRPaZnUhdl6JOgjbbHNjpSE20rSGfv1YZjYXKlVF2er1SIaCvDt5g+0LAjbneAM7ch3eXYkLo8kSBJTVGGmSiwLeDAr/7Z9xSm0frcKfBlRYR22t6iknfisB5KSsaifGXGAqyzaheikiIo2lZqTEWi0doKo6Z59kG3OwMqbexSKWL7DZ55Gs898X00gVaGHI4EbIvK1mqQ3a7LORlCoM6I1mtMwpdq71nvsxB1dTvVdFtmHU+0W5TgkbV1lHhXOde04kT9Th1083NZcx8DUEh+j73nctEpfOe/3TpEvcIbZAZ2pygCZkpJGidXONZgRyaF86IzOKjkTjUyC1fcOngHu55HnmKQ83nznIETKt1akj+vmPyPrJhMwPqpsuj+GqX38f0DPdUh45xZPI7mzx2UOkfe4f5GxOvyIl7Xm+WBzOHKBSQUrGIqA0c6rttardGibtmxw7b5htSntXcY2eUJ7k15J5sIJk1NgJvdTeM+wxydnGV6qtXTwl1I+iL48cReKLANFHg21iB6eiPujTDX2oxlyKYEVMF9gemijsjMNC3P+CvLx1nhIV3whwXHRUOgKcCSAxJJGIUdTseIjfFdm2UVw0qr/XYtoqcv0idi6uUH7CNPE8ca1dpVdjWjqZ4tJyd5ToC8FMCbR2J8LmBUTpQLlAnV+rMYl/4mpHPBamJ41/PH4jyaPu+e5PUOPAAHe08Z5a/tV4jdeJjOdwYBUDKZdezv+EVQfFstbmj2VE0D8e97gj3eI1m0Mw0BL4sZOl5thMXv8P3BUITBBHPB3ZHaENG+13KmcLhgykmYV0IcOTr/kM8Zgnd8059FErnizS15y6zHC9wDxlO8/tpSg9KWwODuPH+qIdqd/vUAjEK+2nql9SCaw14vzY5FO33qROSSGyVI6tqA/eE67AxCNFKqepF3kqXm5SMj5BbbeCdIm/ew8ifcYKET4GxD2iWkHtezxE6Fb8JoetVgbOp8eJvwXCIwuEQRYPcFYVDEUqGXXKC3IBOlB98KhogkgmyzYpWk7qNClVq0kWe5q462uMXHHrhK+Z3fc2q1SqKvkjHabryVbO90eUGTUVS5n8eRa0tUUXXHC/veWSaKpdSlAwGTHFsiL+CeibNkSPEPzDRiVcnoeqaon1xmZ2oOs2KhckJbamXLtKgMvTKEjxzmttFA0EvZDjEjxzF/Lt+kOoVNjHSuf2msOLePTx7TOwEK3Auw27O2SmOnLGiWlVIZDIct8fmQqvP76UvswS1e0yaggz7LrX7EjgRxdVtqsDxoENwnQXFtKgprU92vCCTw+igrSypXsF4h1pW+PilKbCQ23HNw/uzFEmOwo3HD7CfNJbhL3cnGzgeYdvHj8CJwIB6+pUbZA6QE2Y0tiUZHBplNoqsEgcZkRWnTXKMzNFgI3dfZgrCfltrl42SpzsSY19jhH7hUoOOFdavUni9lHpDdLlUH01hEJA8Pd2GWZfaDUbQe45xW4XngtRbHtCzK3zcTKBLxZkRt0C5Ae84xkjrt0313BdSjJQqM/t4tvf4wd00lQpRLMc9YyEeogR6OWmWaEimYND6DHKCrkHOHvUE7FriHSAdJ8hcH816jwIhxyitLarAjtR7cEVRdZ82hajbbNBApmHb2mRAKUtl+aUXls1yaeCYsHExyQCnHggNHV+P+zB2U1fNUjRRYM+dN1Hg21CB3/Hz/8b9yh99zby74tE7PPMBy1qLDL5hyP0nRqPaRHJkX/oROC71FWLizYi77J5qOQGDwiqKxpmg1OMVxMX2WGRA+uXH9RgxM1Ipu1skSogtrjZdXyZH8ZCi0qBur039Nt9Ho1sjIPcUcWSqjjKXlqxbXGH/11+VlG+sz0oln0zsAGHGpk6TbXPH3U06XwiWgynu2jW3sBAYtQGYWiohIUHlMvx8EeE0+O9hl0u0YhmCDenq1TToS62x3nBcIQfSxbsyj5yaDH7kVTTuiK2r1/cjMEwJtz+gvpQZO3WBe6C1BpsmQ+E45BJxE31TAQ/iOxeXPPIOKkRBSg/92jWJ7J7e+BvEDOREgRFWVjMCLjVbNMRczGUpHQ2QKrFfgfUYDOZgA6vAFoYd7D2I9IGYrQpmhC0wKZRsFQ3yc2mDRqXYH9Zh3BgSmmSfBhQPhEhq2Y3ZfxFJJ/Jehtulqpg3Od+LrvgKnGTb7NZzxFTSc2y12cS5wwr5YnlxOP4sqohd6eLt5Z2U1G4LHNd1u6QKGiHH3Ivb5es01TSQg1Rx0R4wF7R9GtK1x8L8gdgKjLbVdvbrh7a7X4GbnT4tYaozcbfZwQr7HKq8Mxk2ob5xoU+VszzzEeSWKTC8EUqtxIn37WV0CKVYCetyo+ofVtplQfzF23khrqnAAqQx4oFdUBR6QF1jE/snyYrIdFKOD4EDMj/asNkzCq0SIpkOKxYwvs2wM/Jrhi1PiSo324wjwfobUTAgIsRGRSjdTseqIuv19Pr64WiP4lckG2GhpGH50PSDbVqV8HGsDs4cZDSjB/Ahb1yet+Vcbf/a1/YP5pakh9rYYn98V/i7EfH/h6TYoNa2UyQ2FEq00+XLHvpiuXmGOR1PPvSrLw2BJwo8UWD/R4PlV74C60Bu7dKYHawmhEbm0nFGNJgQ1xJlreWnOAJlo3A6FSO3J3UKBIGj/SAFog4NZV61sNT/HcoczVkxGTril9Rr26YE1gWcHg3d8BgKY71BYlRL729fKslsgzjjtnU86BrktiURc8iViufoyg0CSYQvKnNl6OhfEVOPd2QODl3W83g2q8vta/cUZjmKiBeRmgZAXl1n35vf5vW/I0Vk734sZLZdaK3OkGAuwESAlOvsjnQC7EUIyHPqeRri/61W2c5VJK5JuV2T+9Zue9wH7APX2Tyxt2jPHgaO/+f//Jc3icATBZ4osOUDvv0UWD8lUWT4gyHFBc498yOw2SYDObNduBHd9sgRjvU6yMvm2JrVQV1W/IZ6WR3EuQM+Xu3hiCCwH0kUeYHIfhQ2COHweXSw4j9ebWOSuhHkyn0rAstyPBQas517gpBAZr8AjXthBhAgqxMeeIMu3dePwKN9hQ0nyH49pFbeAq4BUT+vjdBmvW9w6iGw5f/FfhikuW6HWlIUERE22LXxCCNwSLxETogDIMp/APdB0dduDx3UnVtm7w68DqjDp8GLm/X/eu14VevLiiJ4EYs1OvxGdqjnixzpUTca8uXMcogbLiEO9FmZCla9ES0ZHfuvg+0Y6KmbrTg18nLApZayisQFOgHaUYHFK0HBq4MiGMRJ5spVpoTej6fAPtPB33Xr/qq4WN5OebdTUDUPsE0V0l6n61OhIDX63J66fScF3um9qQni3+55IyTSpu1CAzbhrkjFeoSDoZxwiZn7CgUJUTYVBCwgCFpA6lIQBqYEiDtJKa54pcyRSfVGqPdhc7NGVXfgKbCmz79Y74PXzjs1hEkxOvWcsYMhGlL228LImVPlxX4FSQLV89rcCFVWbGv5EEE5ExpujoXYtxyPDY1HQhXY8z5IVcrtFHe7Z1LvRKzPCKuK26f+yC7GBrWNFZH1ZILEOtq3GVv29aBwvU6P1LPBCBy4SiH9ChruuR5q43w7eUP859Nre4orGSq6viXzrMGutX28Ohhrd0fMMxwTI0bahPjbW+INaorvVhVb/b32s0OZmy22fStVJm9o5oXWfYD9ayuwIvBEgXf6EmX9RIFfYwps3rsVWlafsEbkkLEMgTcikYrSbJJNALWBVZ+QsQFB1obmz9m6ZnsldH1YomkGKQNhisQSBH8wJCVzZij5xwtwRKK0nR2svmDblAiZYfv4XBKeDbzDh+A3Ka6FwNcyGfwmgR9p9dhxL8bIpMDt2YjuJ+EExP/rBrmn2ZLHDAw6BDT1BygQafMLBm7a01URNJHxiL2fIjEYf+b9tpuE41TUCwHmGUT9vkDgcr1F3Q6TsbT2Q2WVKxndaAROr3NtV4WlwCffwKk/KsW9rLBOMEmxWMKzhfdJWVIluKst7G8ksNWUoYZtNksNNnBAxlJQXA1qmP0cfiNNl39Voe19sF5NDu+FWTayHeDQ+9IIFQZrOwm6adsGhlL7FRn77KTcpr3EfTZSXGG3ORGCy81vG7ck5A1Txxa/ba8BCgQiIDsNWkkARUk86jJT5YtTl5qWIuJcMCd0nSZrqk53xLRouR1y20NqDfnFqdusJsR2DWCggMmgMUovApldCTw47kZplDekwIc/9H+5Zy7yF2QXPLEbEl4JoLBmLStLTfexI3OwgdX2VXsYSgxRJPaz1BBW9isn9ldEVpsNgwvsp+vVbu52hB0nXgyj0NsM+PR+/cqtio3ttu8UNnQ44l41ujfPYoWfAfbwAauXQP3BuqwRMz1mLPSLD7XJCrndRzf28fm8JrotLDRJtYVV0RWZdT8vNB90jCcCigyB4qJtFYVtrwO2D7sMJFDgZrPjReK07oOeX23gamvLKLAfgdUP/OXf/+Ub8v9OFHgMz0YLEwV+FSmwea1iRti8CKwu7mduRCrSMWYE7GCDFOJOU5Xwu9V0vbrQFIG1rgS8D8ZskEAYuqqEw9E588X7InThCI96la2m5zc+YXERmfuSTBDdrl2n19VK1woc30mAwGNut37AoDDE9rvaJoTasv5zKvmGwmwaOM64G7AjyOY/Tm1eXe+PqPn393MfdFn3U5NDTQjbB2zuS16EInC5OqoIZM7REZNu2DVEnqZ4QRSB1YTYkJkZ/QiMKBzs3xdr++r9Xx+uJwrs6cREgYluOwXWCu5asUfplYrAeLvqidgOgdUvjEGdBi+w3042MPjCwVjIQ2Blp+2EijZrbaeBHI7VKJ3hSPRdD5ExGBpjrQkd07ZjcTxQ1QzifP5r/366rz1Ys5loHc3uFeSlngwasaz/bVqkIFpP/LE6mIsTj/h7oZCxuf2RNw9hFclDLjnNnsdCawobTPez+b5+FIbdq5kWHttsyEjckIirO+hSo+N4CIzqOxDNPlYvBBAYUThNHQL63n3/XTdUhWc7HbguAk8UmJttosCSqqR0ydtFgT2t95kSGpEDlyGfD5HjcK5cLsZJV1sOZ24oAmtEzv8V+XnD8EYoCmNf2xbGMhJBIWqbKepuF2rejhtx1SBNQqOKbB4hXkKuer+2N0LXAfn8LjPYvHCHISwMUb6v/7nVBo4Kq085w7q/EuT9x+mHpOt7XYe8aKKh7bP3wI/Yps26XfLbvHoeoC7fsDvmddDtWz1JJLCyKcw2sYEHffbrAoXN++9yRsY6Cl6gvsUy13wD+sL3e7ORN397XBeBvQMmCuxvO9N1TxRYCs/cLgqs7DRMwGEkmKZkOERaOy0lbDR920g3giBCBxSOS1q6WRdKX+UXNqcMhygjtijsYaBuk9jLoTlzfm3aieyj+3loDM9EMEIpyfEa+mcTWsYAAA/ySURBVOr1el4G3wWMzxcMNGWryfaduBHp+DifWE/nR2TNxAAXAqKpSh4C+2xg8JVxzZblpRjrHYTLoT2Kze1FNZ2hpE4hMgfR5Z1sYLDRIG2fzazP068x8sIGhigCLzeljrRUp0QFHshmpU/l0rrxPEBu1vug179hBEZQAwdpYEOnIsiGehTKTpHMf0iRBNMvVXFtPYAS2xE6m42mSZ8IIyN8jKRPiJoTgzY3CMLKEI3IKeE95RB1I0MvVHpVargGL0SB7fuCMjeEcbVd6Bn7QrFNVy0fFtbZLqy4RewGKtshYyXgjLWFRMxsdxkGiQlhc3m5bUrOkalf9RxX0SNlCgJ/CSibwGO3iYaQdbuXaQFl7Qa9wAUUGANpf+g4oB+KFDccuj2jxBpV84eQdfIWNR9equK+aAX2Gn8bUwJ2sFbu8SOw3wthv0T7v2Zs2Mir22HnqsJ2pDqmnxsB/zB8xXEpkHKt5E/7ukq5VMW1WWqquN7+SrnECidMiVjf49+OeLkBj0mG3bbLrbOvr7awZnJoZkdVWHMeO8669pjvF/5rqwacP1RsX8vPSMM2W3F1XyiwHeGED9iPxH4Fboof2E+f1LkvNHETtm9udv5Fh4x30psbRuCJAgOGrQzjiQIblehrednbRoFFk9W95i/DumuGI0p+L4RBM/EF21+TlqDSiBwq+IAc3RmwfxQkH/3asQybGKLeiLg1Lwaicd5oWqJzisR2JM4jc1s3ci2uwU5fP8yGnfyvegybE6OMDOXt2oiNfcPdHnWdIEWEpIT/RkGsuTDMCpgS3Z7x/5rtPm+Jh6KSFqTZxshChhdCs5H9fmA7WRM1HpTErqWj1ITY3GKyDrgPkA2ZWjTYa1Kl71BbbF5FXtQ+g5x75nHze6tMB33OF4/AEwX29HmiwLexAitHAl4JpBtNSb3g/DTzhNUvrOy0mVSIMF2rXfika0GhInE66hgEtoueGOSVSJSfTql+Ygw0bLGRGesLknsHPyhQaSfa4VU2sDVosyNeSrvcLuUH68JSPM/PcdB79NvG8ELADlYb+KpBnBwIVhmicBtSF8P0HLYd7KNL2m1i+4G1plxMuCvqlTDVJ60CflpxR3m/yj7zZ17A3wvKpEbcLn6HZ3hVebH1HsYOvsbCTSPwRIG5C58oMLvHbj8FVlPi3T/jYlSpHImFI1z/IRvnX9ut5nejpZ0edWQ/zYmDDRxNxKnXZ78i7N8hfJ9ShkoRN67ZseJ18FfuwbGwh0N9iQyGub5xVtxldiYCXEnqB9Xaa9sRwuFCG+MEhwIe93enOg1+G1gR1kNi6Tmw3iCw3waW2mZqM/v5GOZ+/J4IX86fXstGYHWfKfKWhTcNj4PauzgOyGuPQValWqe/4g7YZspzwHE21wHLt9r29Z7pRqF6p/2QvTxR4J0LjUwU+NYELHbSv5s3IewzvuUXXH+ELhljWzhY4AgacuaAwDGpqBNLREyenIpdEBt2MIIZ5vhYyPCBnZDwZhWCfU9ks9J0U96qJaHZteqVsBEYaHsVP1hOooGL7dhp2EUzK8LCJEM9CH/xQO4NuEfZySb2+MFyXX+RPu9xxQMxFkShoeeV8O5TAiB2JoZd92yner9q8zal7gUCSP1hj9wh92Q614X6e+1sY8w0hDR5iHod9L5fsQiMG7zn3f/YvRzjEvdwq0F0agItBqglqOy0e5vg46/org8+FY9QOs71CYwC7KDAKMHKCsINCPPBJrmrew3r7MRGf1Kj7XbCeWxyD/7bOXNcwEQqznsKrLlr/AFiMAelRUVJs2xRJu1vUAMZuu6q+g6+iFzCgp5mZ7yIDM6xUwrR2GANO/qmCnD7IeoPMDkjR0JhPmBuYyW8r17hFDOV80tsA5/f7NOw0TJhYsitChWPXWybhVuDwDixROgevItL2vejjMB7d3FBlGiaqB+5OntZlVg5Ejq7UVr4rhQNkslJDrCVq7W21OtgK7RG4cz1rGIc5kAJJWulnp0aZsdkSFFmm/tgJ3Cq7dozIV8olNT19ZVy1esq4ir3wY/A3vqO5Kb5CwDZCt3teQqr598p920nBdbaZ6j30OqGjNKqoMq68oC13q9T43rKp1a4Ejs4Do2WS2vnnjDL3y3E9b+3iQL7WmSiwK9VBRZF0Ajd0b3clafneL6yfKJPJDO7Y7kwxQitdSQUieGZiExFKN6VTAVB4LbUs/V7I1T/NHNDTQkPicSkGEPkYMTLwoDtu5PHwf+1A32VbINt6Pa1q0/GRjlt8PFuZwdvh/pjuXG2eeGyKbJdRE59wdiupoKeWyNsfrIOtiv64r+myWukrdKSGnJSpVJnF4LpgCo71T6TtC7JbEPNBtvE6xfZZLAZZrcnAmsL+ooCvuEI0y4rgfSYEsO2DcSSlAkwvyCc5dL7UOCwkLyxnIjHzYAOrjRIUvbXFBd/AENNCr8iR3tMsHekJNX1bF8lxWiSp5oOqsBqs6oC63rYxNdKo/eXWbWVGmaIp7DiPkPY2Ba/wppnEqXDf3+6vB4L5bWDFDuFiI1yt1pefQe4y+yJCe3UIOx74TTTKV9u00Gf69aZEHJGDOjw98lFNvZPvpdnhMRcYJHELlZiSCxGqsRYVCSeS0idCFHiRCBCbrhPQaFRjr1NM9MkI992iuxXYrNfKGZ8vv6BnPpFlTPhz+bFsV5tYesm/PUc/PxgP/dhp+J7/ufylq+jwOrb1cGnX4EVdQfdmJlJPhRgm7osc0zrYG1YF1vbl12M3DYEKTSruFyWnqG5Ys5j+3tfLrvXbquJApsKm6Oy+hMFHk+Pf80psB9JEOjAOgQ7bM4E/MTRcNuzi9UmhkkBH7FKQojcalYUffUdlJ0GL0XC4dKgtiirSsuCgueKUkmaiaD7JuUw5UhchfTh8BibS7drdrAuK0tMK+IoewyzXZoeIMI9jLefVPFBJM9MxCLimS5SWWdDsplxn9uhrPq59Xj/JCzUbVPNqk6lExG64karN9lUQV0Hu6oOyqJerHapucY5bS9XhG3HHsm34ZYj8ESBxQQSxZso8I2q4s3t911X4Ad/8tMGgcFGaszu8wplH5jiF60Fs6dkdiMd2PlRWBEYNjFE5x7WxwYSA4WVJ6ypMP5mMYgccSixg3+WfBXjx9DcmrlIkdQ/qLLrNeBYf20y3e5HZPUs+AMQ2/F3tdKkjbY94qimv2ac+nexrbM1qqqj9Rxs5MU+QF9U01Gbt1Mn2qyOZhLSbGL0qJAXW4zv5tR056MmCuxvm4kCTxT4Wl+ZJodin5l0iKI5Ro679u8ZOyydY7eaiiKyRuJ0fVw4E3C3abwe2zK+CQc1+RPb4kgcjXGotD+MmJE5fhnZd5i9KBpjHrFwOeLWBIsvBVX0fOa+rHPa6+3zqzdhp2vaETWDyJIMq/sr8vZlNvKlOrsnMQk3BHMZK+piWZMwXymI63/u7zoC+y84UeDxFpko8Ev5/EmS/l/aOW7q6B/+2U+5T6wPDQpD9glnohedoj25UeB/EIlSzEJjrfiu3om0zMzpRPhb1ElG/Del3grMsmMmLtEq8JEYoc5mTfyj/RBHEFXUVkYQYEe72d4/mKLmoEGJIM/xgf/bofVOCHu9xjTzPEtvofvaOWx+BFZvg9MLEarn6BzJmGwFsipzGWPWeAgIOW5llfBuIKjb+2Jr9l7vGW7l9pcdgXdCZJ0F6X8ounQxNENzMZ5Ld5gp0FxkQE2Z9EVNCVXgVHSk7E4wQqrIqsyquHrdzHYF2CMxgpvJCP7bIh8GVt2IAm/3cqDAL0Vh7XN6yiv32wpGxwjoOlBrSplYTf0JNeq0IYmyON/6Mk9GrrK2yibEpRWumP69HpzdqJJ/zxVYb/SdH/qo0cRG8SjBQwEkhoDFVgy6BCSGYLZziF+RsQ5orBViAnHeXxH5hhQZ0TbLNmaF5ibSzI5IeLvcjxtt7lElHJuXgKOBrDg3fiFeTyB+WvVjpwJNqvfCXg+ivl2NqGGuCshQJvNWxIXyIiihswapzWsrrmnvXOKmK0XeeCvcuj0nCuxry4kCTxT4JX9eP/Lxz7mPn75izgMbeW9sSE5ulpdnx70Tsym2CYYZrhhfCI7CTUHLE5FOco6eSkomTWnFYhS3ai+EtVS87qgmBbrsSMzjEqArN5Of1BnxEmn2piiCXq8R+jJ5y/X282/vNcYrpK8OURG0S/0qP/dmQ2Y4lWJ75TpH92Druu0Grct+MBUgX/uNj7xiQOzFtgX2f0Xe/ESBd36VEwUeb5tXpALbtwhvRWl9g4rTnOmhSDydZeTdVRxHZB3s7UmP+3MVjTOBAblxzlA252vVzLIisiKwKsoYIvsGe/Afwx6FpMMj2qP6lu3nuFnEVRvX7iVw3q0WI3/diZP6dLFcGvD6oByoXgbYuvAuoC0hr2TPwotB4okCTxT4xejLK27fV7wC+1sMiLxdKwKZ54I96suk5NhH7WP8z6eZbuaG2Ba2ERl241SKkVTRWRF5pzcGZAZK+23m7dZFuqP8Mj3flmScJGUWeF32tgvC6rJt2+IZ3I1Ns6kSCFJuOKBah23j9VX276o89fzpVxXi+t/HRIEDAzPwmSjwKw5cb+iGbjsFvh4i7ymwN6KXkhSiGEfEtkNjPZeiMpZVkWtDRmzYzOZ4aalVwf9kfFTTwn9PsE+vtX27N5NqN0nPje2KuMUeo/eGsOeG1a5B3UCLU3kgy1IxEv+rV54y6wIV3p6ePWB+P/NLt7e3YSdtvu0V2H4wUDdjdXYPQaaPnKDpAS/P5LlexXosPabMWDfIhGhaqJK2MmObbWrY14KCq3Jv17iRKk/A2M3yh3Q9wf5rOtGKtXNYzI9Oi8lGair0tzgFKNRboeU6UbXDkTVVXD3F7/7mr76q3rG/HV91D6c2Mkbb5dUG5WcZgU8c5PoUkHAkR1OWvzeUjNBQarTNRlnxehE+ThVIl+0G3A65K5WKsbMVOUvhFM0O+tsqp/9l6LWwfr1iFdNGZM5SWGyH0tpSKHOBkeh+9pd/9J+/OhF3osATBfbrwG29/KpDYPtt/PT/9mm3vnp+7AW1EvspGilRNjozhsi6MD078hFjXcZHcA9kuStf69VpJpwmqjIJxi4FYKO1jarbaQrmF7alIlUiswH2MlTLPqjd5iR3FEcMpR/6ez/zqn6nr3oE3glOoMxGIXy24jAn5WAthcZ+czxvI/XDbDtDYGr4JWcVEFRF9ivltSDO7Y3XGvMrbDYvNyInScdjtJcGVJKyA+2WS3/3Q3/nNaW0dnu+5h78s7/920aRN+qsuJuNNk1HK55NqYq7k9KpQkHR/Mp1LUWF4kHqMinKTssxmbcuLXWP9ZxFlz+eksODt/f+tR95zb277dr3NdcIEwW+1md2+217zSnwi31FD33rqbHIXyHAHItw2qFefbQJyy9G7jp414s74MWc/DW076QRr/OyJwr8yv4a/n9n3x0OtFAWrgAAAABJRU5ErkJggg==" mediaID="Sprite_cst_cheesy puffs"/></media></snapdata>