<snapdata remixID="12876300"><project name="U1L3-Pinwheel" 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="U1L3-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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AI31TpbBiUEAAXAxWrtVH2wv8OxXO3y1qb2513nYB/38VzmsWtT3xthUChAfdFNz6BIv/lPnoR8HZ47L+llbBNY9N4fzp4Dyu4tAGxYH1DU8rC4ATH6+SQxQQABfhGPDu1aiW4LyQmJeZbqn8H2nsSXD/kXy78h3CVz3ocXSnZsMH6V9HDe5U7jTE0qaLoUnLWLi+kwdUuGlq95LE6hcAp/vtkPILUQEBcCFatZE+GRfMIxrnU4NanhsC2NHgX6vRvzFoL7U25TOEpz7hsfIVh2N7o9853Ky1pV1PwnXcthWGJi2CYAaWAxs0+5ZrTqUQrk8AnNqYldzFqYAAuDjtjn8j0E/jPJO8txmldP7PNWw2OO9HU2o+QjjYWdx/pmFeROEHnaaxs7hta4DbEo7uVBzZFfwLPFzLsDt8Kpdp9qS4c1kAHM24lVKKSwEBcHHZ+5Leej/XqAihl6yUwceA7adxI/4YyDcID7vTp2lLWPa35Nd/S7sF3q2lNPjX1cZgewG6x+vwqlu0iwbCAuBkR7/kK2YFBMBFbH1/NNhrNO5vDaQ47Zu0jC54v9CozwxOGqbD8wnCkx/2qFyl2T4v/vXXVmUx2AZebjC9fKr6opdbvUNh45jgiALCAuCk3wDJWMQKCICL2PhB1/37NfZUahufUpHQv1dDmjeE5QOEtWu4+tHg9iuH86fqX/8N7lIO1m+D40qBpxuE66vxcKt30GDehuyUKoQFwKm8BZK3WBUQABer5S/0Ozj6Y/5Xo18zSR39SUU+2xf82xT6vxZ1MJWSGs87cJZPyw7w9buKM8c1tm3w9dF4vkylKB9g6NDP8vV/L51+Ds7fBseCWnWIHQ8KpqhPHlScOASnDinOHo9us1bTEsvw8T4HliS+JiwAztRIkXoKSQEBcCFZM8m+hJdftFW4z8UxX5lkHXVl836gUG2AFHbfJtKc4HKJIN7sSU+BC8rkzmUkAWiDp2bKWAVcVRD8N/Byg9iE4X/T/Oi9cFXJ+YQ3ZgmA02wYKb4gFRAAF6RZE++U97hGLTI4CxPPm0wO0xvstbres8j+LaOhRROcfy1Opvh689RMR8895cLHFr0t0uKTLmzqYz4nqyzNWgcB6RXVO4OpZc3RXSo8n5vJJ5npaAFwJi0kdRWKAgLgQrFkiv0wMy4EQAg2ZGXg8YIbr5aBWn+lWxfA1/brhPPGUtT26OemAwif6qLZUK3Rf82AW9mInk1aWiY8aNj0oQ53LZ89ngEDNFJFohAWAGffZtKC/FNAAJx/Nktbi/2HNOxqOARgFJWbUUAfjX79Stj7t47G9k0ffGvaH0B4WzeXU4sN3vzo1lGT0afjIEuHgYZ1/0n++FEy9TaWJxEIC4AbU1P+LgpcqYAAOMlR4d89HueLjbA/QwuYSbYzoWzDFN4s0H+06BMJ5Yw7sW0K/gMK9w1g76XeZ6bgW9PY/t81bO7o0PzvPqf3xX/0J+7OxplwwA2GEwfJyTB+8UJYABynsSWZKFBLAQFwksPB+/G1qG0HcD5cm2QJuZnN/77GeuC+nJ6paP8ahXIU+uNLy880fGvUb/cTwp3Fx/9qOFWVHQiP/5EXer8nD2XXE69vRMYDYQFwbr7P0qrcVkAAnKR9zM0jMR1LcV/4IskScjRbmcb7AThvG9TGaNtoy8Hcq3Get3DqovdbA1/9xlJ0GtZ8G+xFS4X9CYyyPpv+RsYh3LK9Zfidhi+fy63p58s1awzCAuBo3xUprTgUEAAnaWfbqxz/jrG4v47o8uIk25GObOY2hemscJ+N1gv2v63Qe0AtyRH4XhDPjlO0vsoy0vVZ/rLKKIS7jrKUdDJs/CC3ARxI1RCEBcDpeBOhZze4YbLPc6/m/vhIjwKFXaoAOAX7eo/fiPv2Cti8L4VScjOr96hGLTc4ETn4pj/YSRrnrxehnlXP9zLZ/e9peiuPHqU2oxAecqvh0CY48HV2pr8THX31QVgAnKiSDad3XbjzBp/uHS079ylefV8AHK3CuVGaADgFO/g/nAZVJ3DeWpZCKbmZ1VytMGPBfTqaYzre9xTOAlCbY+XlEnyD9th+Cn8yjD3jUdKZjEF48s88lvzF5VyaNr2lY3TVBWEBcHRKz7raMKSf4ehx+GCeZs/+/Pg4i06B4ilJAJyCrc2MwZgBXXCf/SSFUnI3q/8TDfvBeTO1qWgzTkFXhX4rVs438H1zKXpb9Od8k1XU3Kqh0jK6T2Yg3Karpd91JqXoR8n2NdV8l0NYAJyqojB2iGHS6OAdUSxcqVm6Jjc35aXeUymhRgEBcApjwbQvwfxwKu6v3kuhlBzOOkDj3QL6RYOuSq6dtmVw7EjjvmLhoM1Z+Ia9K1d49ymcPxlG3eyn3ROumGBo0gK2fJafHk5tCLv7NXfM9HjyL25yA6WIc3XuADdN9yltbVm/RfHeXJluLpbhIABO0dL+IzNRczeil+9IsaTczO5/R2GbKNwXk/OC/esV6jzoz3McvhfkN9OD/oLzkSXdUZRG3OOz+yvN4W356+nUQPjMFs31PY0AOMHX+M5ZPr26WioPKF77wOFctsKCJthuSR6NAgLgFHX075sExuD888sUS8rR7C3Ae0jjfGRQqxJro+0K5ts69Cj92bEbrnSOTTtf0aMmMY9d/8egKkkbhIOgEFc/6jHvaReT5z+6AYRH3ePTB3j5j+IBx/OWzJhoGDHQcPI0fLRAs213fs6CxNNXSVO/AgLgFEeHmdAHM74P7jMfpVhS7mY3NylML4X7+8S8YP9Ohd4Mpueo/IDvBRPYkQrTD5zXYhvG0uEJt+9j6T7WsKpAjpf0G2jpPdtn3eeJhzLM3ZEffcuG9jdMH2dwXcXi1YpFKwS80aucPyUKgFO1lePgPXYD+o+fok+cSbW0nM3v/UKj1hmcj+NrohkMdpSGkyPzCr41vfPv06gVFv11eiDcZ7qPd1axc1Fh/AAHm7BuutFjVQmc2K9Y+U9Zx6z9prQrhVuu8enQ3rJpu+LtT0Wf+H5JCjuVADgC+/oPX4datQs9L+KroyJoW1RFmAkKMxncJ+M7luT9SMHJUdAlD6ad6xDJ9lL414Eb3Np14YnSEx77PZ+NH2qO783f9d/asgUA/vYNHivaQxBm+fAWxbq3BDKBRt++zqdvD8uBw4q3PnE4lkdHzqL6/ZBy6lZAABzByPDvGAclzXH+Oi+C0nK3iGBtlGPg/KvhqWgzSWGGj4JW+QnfGguYmzRUW/TCaCEcxPwd8z2Phb8rnPXSAMAzvuWxpFqxe4lm6O1+0UN46ljDmCGGc+fh08Wa9VsLY7Yjd3+h8q9lAuAIbGaGdsNePwzn6Q8iKC2Hi+ip8e4C/YpBV9bdTtsG/AdHg8lv+Ia9a6fwfqhwnjeoWkGvUvWEOw0xlPW1rHu7cDzEAMDjb/P4colm12JNu162aCHcrydcN8GjRXPFivWKzxYLeHP4Vy2rTRMARyS/98Rs9D8XofdUR1Ribhbj36uwrRTu83V7wV4A39adCAMr5NAlG8mqaaYobGtw3r906j0VCA+Y5XNiv6ZyRWFMPwfaBgAedLfHgn86HN8X61exQbhlc7j9ep9O5ZbtuxWvf1g4H1jJvj+Sr2EFBMARjRDvx9egth/CmbMmohJztBgNwT3Req5BL7m0jd69o6FbJ/TrhQHfsHfqwrGkDwxq56X9TRbCE37ss+pVzenqwgFw3/7Q62aPj5+8dFq9WCD8rWmGgX0sh49Z3v3U5WBhf4fn6I9T/jVLAByRzfwbR0KPdjjPfRZRiblbjLlBYQaA+0ztqEZjsP06opctRX+WO9dLRqGiHaoww8D555Ub0BKFcKtyGHKrx1fPF876b6DxkCmWAWN83vztlf0qZAiPH26YONIEVwEwd6lm1QaZbo7inSuWMgTAUVm6ogzvrqtwf12g11JeppP3M43aEkzNGvxbY/BVB5fh/O1AVIrmVDn+3Rq13qJXpwbhbmMMLctg04eF9UM95k6foR0sf6vnIo5Cg3BFZ7hhqk/rVpY1GxQfLpTp5px6YfOkMQLgCA3lPTYL/f5q9Pp6dihFWFe2izKjNeZaUFtHYXt3hHPLcP5zELU7vmNK2W5/ovXb7gr/Wwr3Twb8K3PH6wkP/bbPgfWagxsKZ/o5UGPKQx4jz8Dv/1y/Z18IEA4+m+6e7dOjs2XnXsW/JExgoq+SpK+lgAA4wuHgff9q1NHTOG8ujbDU3C3Ke2QMuB3RG5fCuUPoOYUJ3xoLBFPvnAY9t+5+xgPhKb+ITT+fO5W7dk20Za3KLSNu85l4jkbvgs5nCN8wxTC0n+H4SXh/nmb3vsKaxUjU7pI+dQUEwKlr+E0J/rSB2GHdcX8f53VREdad6aLCaee+HUEvA3MI9zkDhX7BQAl4D2icfxjUvroVbwjCbXtYek8zLH+5sKYru4+1lHc3XNPWNgrgQLV8g/CowYarRxuUgi9XaRavFvBm+vemUOsTAEdp2dKWeD+ajvvke1DAzmANfIPACnbsIWwJuC8WcIdrjRHvJwpccH9Xf3/rg3DPyQbtwLa5hfUDPux2H3+v5saBflwAzhcIdyqDm6b5tCu1rN+q+O8XhfXhFOVPn5SVnAIC4OR0qzeX94sb0As3oZdsi7jk3CiuNnxrzvn6P9DoLyxqa2FD2PZRmGkKWwr6K9AL6r8RrC4Ij/wfP7z7uXpHga3/PuKx9y2Xb09PLB5wLnvCd8706dXdUnlQ8cYchzPncuP9k1YUlgIC4Ijt6d83MTw86ryyMOKSs19cXfANWmUHKsx4hfNSYtGSst+jxFrgf1eF4LVdFXaExXm64Q+O2hA+e1wx+Wd+GH7QFpBMpT0sfaYaDn/mcMfMxACci57w9PGG0UMsp8/YMEzgll2FNVuR2IiX1OlWQAAcscJ2bC/8yf1xf/thxCVnt7j64FvTKv92jdpu0csL0ws2YxS2p8J5I0ZP7yEHtcfivNUwTWsgvG0etO8Fa14vrGnMXlNi/bfbdFIAzhUID+5jmD7B0LQJLF2tmb9cwJvdX5ziqF0AnAY7e7+cjfvC51BdGFtdG4Nv+APcWRHE/w2P6ZxNg6jZLLI5eD/SYXxgtS/2gWGGasyNxPpb657oupoZQLhNN9i9DLZ9XlgAHnWfz/b5mlJPJQ3gbEK4tARuvc6nYxAmcEcsWpE8okCmFBAAp0Fp76EZ6K8r0Z+tT0PpmS0yHvjWtMjMUOHmM/1pYXnB5loVXkmpP7m0X/73Yv11/tZ4f4fe5tOi1LLyVYfzpwpjDdhtBhMf8pj3lBveBZ3MFHTt0ZzpNeFbZ/j0r7AcrFb85xOHo8cz+25JbaKAADgNY8DcNhbTtiXui3PTUHrmikwEvmGrAk8xOKbzqkHtz1w701mT7QTBLVihp3vmsppKY/3V/zXorxtvRc9JhvZ9LGve0AUB4Q79DZ2H23BaPQoAZ8oTnjzaMH6Y5dx5yxdLNGs3y3Rz46NXUqRDAQFwGlS1Azrjf2sk7pP5G54wYfhe0DFcK60A583GvcI0SB95kf5tKgzCoJfV3R//Vo3tanGfja+/hQTh/tcZTh2BPUt1ZABOJ4T79jBcN8nQojnhnc2ffingjfyFkQITUkAAnJBc8Sf2nrgR97UlsONQ/JlyJGWy8K1pvv9djV5sURvjg1KOdPuKZtgBCnNV47u7vUc0eiXoz+Pb3lwoEB73Q5/172pOHFCRAjhqCDdtCnfN9OlSbtlWqXh9jqzz5uo7V2ztEgCnyeLeA9NRldU4/12VphrSU2yq8A1aZfsqzFSF82J8QEpPT1IvNTzfPNeitjT8IWGmaOx4cJ6Kv7/5DuHmpZZR9/osuhB8Iaop6NpWi2JN+MapPkP6Wo4cU7z7ucP+qtTHhZQgCkSlgAA4KiUvK8fcMBzTqwPu/32aphqiLzYK+H7jBd+iwnXgwBPOxyfwfIP1X+ft+Nof3JClDimc14oDwp2HG9r2gPX/jU3jpgPAqXjC44YZJo4y4ZnrBcs0y9fLdHM+voeF3mYBcJosbLu0JbiUw/31+2mqIdpio4Rv6AVndvX0AAAgAElEQVSXQTAV7T6fh3dEB3c+B8eOXjKoOD0m0xfMbRo3uIwkgQ1o+eoJD7rJ58hOzb41sR3d6QJwohDu3skwa6qhTStYu0kzZ4GAN9pfCiktSgUEwFGqeVlZ3qOzcD5ei1qzO421pF501PCtaVEwDR3sjNYfxudFpt6TaEowM1W447m+qEf11eLfF+uv8+fE+puPEJ70kM+ylzVnj6UfwPFC+J4bfXp0sezZp/jXBw4m/smIaAaOlCIKJKiAADhBwRJJ7v+/KXDyLM7rSxLJltG06YJv2An3gif5jg1vjcqHx3ZT+DermOfuJdji4BjWwxr9CegVif365xOEW3e2DJhlWPqXi5uZ0ukB11ihvjXh6yb7jOhvOX5S8eEChx2FH447wYEpyXNVAQFwGi1jpgzEjOqO+7vcDE+YVvhe0NWMUOFd0cHZ4Hx4gjO/aoNFr0rug8G/SRMEbXCf8RPubr5AuMd4Q7PWsPmTi9O7mQDw5Z6wu0Fx9RiDowlDBAahAuURBfJJAQFwOq3VqhneT2fgPv0BeLkFoEzAt0Za/16FXg1qbXJQS6eJapdthyrMcBXG+03l8X7hoAOIz0m8nHyA8LA7ffat1BzafPFGr0wBOLBLz+GGnjMN7c6Dt0rz7ucC3lTGq+TNngIC4DRr7/98JmrJNvSizWmuKf7iMwnfoFVBEINgXdUJbpPK1UeB/yMdrlerHal9KJirNHYKOE8bSKLLuQxhpeHqRz0W/M7BP5d5AAe7m6ePM+z2FJXllqrNinVvy7neXH2tpF0NKyAATvMI8e+5Cpo4OC/nRnjCTMP3Gy94tkIdDWLopga3dJnLTI7F+XXei6Z93gMKdRycfyZXXq5COFiHrZhgWPnPS6GXbg+4f0/DpNGGI8d0uNbbq5thrwcn+wqE0/VOSLnpV0AAnGaNzcgK7DWDcJ6ek+aaGi8+W/ANveBS8B+4cCzpSONtzWiKthc2i/3JhB8JUTymO5h7Ne6/DOxMrsRcgXCTFtC2wtK2h6HTUEvVVsXXl3md6QJwEKUoAG8QtWjBCs3mHRe97gkjDEOvMmxqA9WbFGvEE05uoEmurCkgAM6A9N4vb0S/OA9ddSIDtdVdRTbhW9MiM0lBW9AReZlRiWlmKzgCemFy3mp97fDv0dDG4vwp+XKzAWGloLSHjUG3wtCqAxzZqTiyS9H7asvWLxSVl8XLjRrATZtYgqAJwwfAwhWaJRfOG1+udetWMGG64dwgw/m9sPAVN6phIeWIAmlXQACcdonB+8kM9OZ96I/XZaC2K6vIBfjWtCq84OKj1NdZoxIyWJ/2r79w7CiqQmuV4z2u0fNAf5XEYvCFcjIB4ZKOMeC260no6R7fFwNu9Q44uju2yalVmWXsD3y++NWVkIsSwKMGGyaPMmzYrlm4XHPq8ihUddip/xhLl2t8WhyHde847NpbGCEf0zAkpcgcUkAAnAFj+LeMhg6tcf78RQZqu7SKXIJv0DIzRGFHKpxXkgdSlCL692nUSotel7yX2lB7/JkaOxjc36TW36gh3LyNpfQb4Fq8M1wE7i6Nd/bKXvWdYeg4wLDw2fQAuHd3w6RRhjPnYuDdezAxSwfr08Nu92lzGrw1KvScj50QECemoqTOpAIC4Ayobfp2xN46GifD4QlzDb41Uvt3KfQmQvBl8wk+BEx/cP6d3nZ4P1Po7aDfTa2eVCDsNL3g4VbE1nPd5nD0gocbeLpnjjYOqnE/8Dl1GNa9deWu41Q84HalNvR4O3WABcs167c23pb6xk3NZR36EIx1CEG+aKUcU8rmeyZ116+AADhDo8N7/Eb0m0vR2xL8rE+yfbkK36A7tiuYWzVOcNvU+SQ7mGq2JheOHb1lUGm+OcmMAHu9xnnWwKnUGp4IhNsG67g9Yp5um86W6mAd98Ja7on9iUPu6sc91r/tXHL+t6Y3yQBYa0KP96oR9gIoE29TXWrWQPjEDkW3KkWnDiYs/+utAuLURp/kjloBAXDUitZTnn//NDhwDOedFWmvMYRvv07oz9ahl+1Ie33JVBCsu6pzoL9IzStMpu4gj5mmsE0J16Mz8QShDTlvcV5Ovb76INyqPLZ+G9uxbDlZBUd36nBqOQCvTaHqcHr3Dp+5v657k1OiAB7WPzbdvHOvvjBVHK0Vvrm2crPi9HId1nX2XMzD3nswGtBH22IprRgVEABnwuql4M0ahirviPo8veEJbUVPbJ/eqGPHoEVLaNIEDh+Gqio4XIU6fToTPW68jmaEMYP1x6AOpUCGxmu6IoXt2Qwz4Vws1GCm5GgH/myFMxfYlXp/g3CA7Xpajq+DktY23LVs/WAdV8e83J2K8xH2bfDNhpKOhq9eSA3APTrbEIbBTuv5yxW796XPK60N4eCyjlGDY3Vv3B6bmj51RkCcxOsjWSJUQAAcoZj1FeXfpqFHa2yzyaizH6StRqsrwOmJ8paBPRmrR7UAVQa6Paj22GDO1x4Gcxhlglh7iUYciLD5wVJiMCV7InUgxd0q3RTbcRzYzaj9B+LOlmjCli2geTM4XPvMc7vA6w7iJCe3ISu4happK3CbgQ44qKDDeYNZaDm8RYfrs+l6Jv7Y49A2xeYP6751qjEPuHUry5TRloqulgXLFWs2pQ+8tTW4HMJNmxCeKx4RbCYLjzdlph3psouUm98KCIAzaD/v0RvQn65Hr0ryZoYG2mpG98SM6RVGXlLVF+BbR3rbqQ22Rxn07IDp0R617yhqVxVq5+Hwv4X82JZNMd8bDy0O4Dy5Ka1dDYA0c4pPSUvLmk2KjxbEwOU/plBLFHpefBDuMsJQPtDSupNFNwP/DOERoYMbNftWKxJZE06lw9N+6bH8JZfj9cQ6bgjAE0cGnqfP4tUq9DyNzazneTmEAx3K2xOeMy4tMRcu+BAQpzI+JG9yCgiAk9MtqVz+dybDufM4r36VVP76MsUL3yvyK4WtKMP2aI+pKIMOJTEQ76xCBzA+eDzSdmazsBC+t4/DdjyIXr4Z/VlmvO7gtqYJIw2eB/OWOazo4mBGghvcE13HU9bbUD7UUtoNmpVYTHDd4iFF1VaoXOrgnbsyU7oh3Hm4pd8Mn3lP13/JRV0AHtzHMnGUz/6qGHirL8QOzsY4qAvCQTv694xNSx85Hrvw4+DhzH4cZEMLqTN3FBAAZ9AW/qR+2LG9cZ/5MLJak4ZvXS1o0TQEcuAZB//F1SGQ9c6qmHd8PI4bESLrWXQF1cCXpgexzTfj/iEz8K3dg5unGwb0MRyuhhe6NsHuAec/lpZlhq6joF2FpXnbIIfl7FHF4Z2wd6XDyTg3zacTwsPvNjRpZlj2UnwA7lIe8y6bNTXhpqfte3LDu6wPwoHqY4capoyxrFwfA/G58wLi6N5AKak+BQTAmRwbTV28X8zE/cPHcKoOVybBtkQK37rqbtfqEiCrk2dROw5dnK4+n3jM2wS7mHLyGviqvQcwo7ai/2vQ61MuNqkCWrWA227w2dpDMbepy1X+eUpcy7kTcLRSsX+dCtdyk33SBeHJP/PYs1yzY0H9bavxgFdt1AzoFTv2s2J98n1JVoPG8jUE4WDdftJInwG9bAjhXGx/Y/2Tv+eXAgLgDNvL+9n16OU70Qs2plRz2uFbV+u6tA2nqoM1ZFvRHrW7GrXzApArq1PqTzoyfwPfrQew/beAUTgvxbf2GmV7Og29sI7bxdKkOZjziuWOi7aW0fN8vlgSXTi9qCEcXNgRAHjB79zwtqz6ngDAd87yWHrhBqpc9iAbgnDQvy7llunjfQJPfuFKzaIVufchEeX4lLKyp4AAOMPa+3eOx7Zsgvu3BUnXnBX4Xt5aR4dT1cFmrhDI7VuBsajtB1Fr92TswpH6RKwNX45txcwCN4hHfCxp2ePO2LYCOg/zKe1madqa8HjQqcOKw1sVe1Zozgd75NqA94DmxuM+/Y75fLLYYeO2aKY9o4Rwz4mGbuMMC55pOMhBuzZwz2yPP/4zP4IhNAbh8naWu2f7BLumT5yEjxe6bNsT9xCQhKJAXAoIgOOSKbpEdngP/BlDcJ9O7jhSTsC3Djns1AH4fTuhdBBXtyUKC0dOhx4yK3ahqzK3oas2fPXCzXgPa9QucN5Oj/fbvBS6jg7O5Rpato8dDzpzTHFsl2LvKsWxegID+LdobA+4a6NH3x6G/YfgzY81J06l7nFFBeEx3/U5f1ax+tWG2xQA+PaZHi+8lh8ADoZwQxAOADx7uuGvbzrcdaNPzy6WPfvh1Q9c/NxfeYnuB0tKSqsCAuC0ylt34d4TN+L+fSHsSyz4bK7CN+hl4AGbO8fjPPdZ2Onw/ush3aBrW2xJMzhvUIdOoLYeQC/ZCl56YHg5fM0MhR0Gzm+i3XjVfZyhQz9Lq3Ibnss9dxKO7dXhOu6hjfF7sv4jCrUGypdabp7hU1Zq2bhd8c5nqU9LRwHhqx/x2PKZE35INPTkI4AbgnBtAMempQ2zpxnatoa1mzUfzEv9IykLPz1SZY4pIADOgkG8n1yL3nIQ/dGauGvPZfjWdMJ/YDr6jaWoOuIem1EV2AGdoWMptpkLZ86h9h5Fb9yHWrM7bh0aSng5fIO03mMavcigF6VWRcdBhg4DLW2CaeXm4J+HE8HxoI2a3UvjB+7lrTATwUzUuE/FPkiG9Ydp430cbVkSnJtdmRqIU4Fwq04w9rteneEHL+9HvgK4PghfDuCa/o4dYsOLPCyx+6uXrRMQp/ZmFXduAXAW7G++NQrTuQ3u8/GFJ8wH+IZe7w3D4eAx9PJG7p9u1YwQyH06YtuXgKPhxBnU7iqctZWw41DCVqkLvv6dCtte4T6XuLfdppuh87BY5KDmrS02iKNQDdXbFJUrHc4kNnnRYH+8BzXqsMV57aKXft1Ew4iBhpOnYM58h+2VyUM+WQj3u84PvfxFf2x8WjmfAVwXhOsDcI0hZ13tM7Sf5chxxfufO1QmPmQTHuOSofAUEABnw6a9O+DdNg73yfcbrT1f4Bt0xA7qihnQGeetZY32q3YCG0xTD+uBqWgPrVuEZ2GpPhVu5NIrd8KRhkMI1QVfOmu874B+3aC3Nd6cpiWW7qMtbXvbcB1Xa8uZ47GQfQfWOVRHf3nZN40yvcHcoXFfBvZd+rFw9ywTXt+454Dl3+9pPJOcx5UMhMff73HigObrdxqvM98BfDmED87T36wB1zd6XBfuvsGna0fLzr2KVz9Ibbai8VEqKQpNAQFwlizqPTYL978rYGM9d/sFHmWc10tmqQtXVBuC8EfTcX6b2kUjdmBn7KBumK6l0CJYP/ZQB0+gNu9DL90W8rnmqRO+wZWP9+sw0ILzSv3eb7BxqsMAS0m4jqvwTgfXPMKBDYr9axuHTpS6+/dpaAHOC1e2NzgWE6w/lpZYvt6ieH9ecj/0iUJ46hMea97QVG9rXItCAHBtCJ/cCcN9FW7Cauzp3d1w/SRDSQtYuVHzyaLG9WqsTPl7cSggAM6Snf0fToPDJ3D+U7e3mG/wrZHR/+5k9Kdfo/ZEdy7Yju2F6dcZ27ENNHFi68d7qlHbDmGHd49t7Fq4+aJHOUZhpoP7Owu17jvp0M/QcYiltKulSatgHVeFN01VbVVULtHZ3d3aFLyfKfTnoJfVvWFs9JAgoEGwBVcxf7lm+brEp6XjhXCg1aBbDPOebHz6OQRXHu6Cru/VD3ZHu0dp1AO+PP+kUZZxw0w4joKz3WvSe914ln65pNooFRAAR6lmAmWZawZjBneN3Yp12ZOv8A26YaYNhPP+JUBMQJbGk7ZpiT+qR7h+TLB+HODoeHDcqQrW7Ebvqcb7uUZtMbRZBl2G+WHYvuCaxyAe7pnqWKi+yhXB2dzc8lT82WD7atxnGl6zvvFqnyEX1h/f+yLx+LbxQHjILT4ty2DJi417gIUG4KA/ja0BNzRQb77WZ2BPy6FqxVufOQz0DYtO5NZYa/xFkxSZUEAAnAmV66qjrBXeD6bh/uq9S/5aA1+OjEAveg+956Jnl62mJlKv7VWOuaoPzr++TCRbQmkvuWRjVzV2eFds97Jw/VjhgzpFD38f3Z3t6ONnOFqp2bc22ECV+z+CfvDxsMmiP2j42JSrDXfNNnTrqNhZGaw/Jta3xiA84adeuMN78yfxlVtIHnCqAA7yB1Gwbr/ep2MZsB/mf6EFwgm95cWRWACcRTsH90Lr+ZvQy7aHrajt+frXPYCz6H3U7g1ZbGHiVVut8B+dhfu7j+Bc9LGGL1/z7TLc0mGQpXVHg24On9GL5uc7c45SbJOm2LPnUQePozbua3x3duLdjTyHHQv+NI37WxNXqOZeXS03TPFp1RJWbdB8nMD6Y0MQDsIPLvlzEGNYAJyskSeWGKb0N5wbBLoJLFujmbssPj2TrVPy5ZcCAuAs2sv/34ngW5x/fnnFhivvrkfzEsCBnMF1m3rFDtSWaAPeB/DV946jvb+f/s02hNc8BuH6TlUF67iabT0dTAuFW7ORKbguc2wvbN9OUF6CbeJCEFCi8gjOukrYvC+L1q+/au9+jToZjIv4Lw8JggiMH2HxfMUXX8W//hhAuLyvZeXrmvOnYmvKwea03lMt838T3/RzkEc84EvtGcK3tWH+8ZjnO22cz5ghltNnFZ8uctjYyEm9nByY0qjIFRAARy5p/AWa8X0wE/ui523EjOmF8/oSVHVwUTDkM4CDKWhaNQs3Y0X11Hi+3drso8fZjVTvUuxf5VwMEN9T4d2l0P8w6Pru7C1rjRnZHduzHNu2JSgFR06GoRadVbthf4SHe1PouOkG5l6N+29gR2JnmG++JhbNp+qo4p1PHKoa6VLfZobx0y0bygl3PAcQHnGPj3ZgxSsC4Hh2QV9u6svhW/vvd1zv07uHZf8hxWsfOpzOzwifKYxuyVpbAQFwNseDq/EemQXHT+P8+6tv4JvvALad2+LfMAz3r/MiUbe+o0a1C/cf1HAEnFfjB1awXm2HdcV0Dc4fN49dj1l1HB3sql62M9xtna3Hv1tDW3CSuESkpKXhtusMnTrAll2aNz9qeNrz8S4en/ZTqIoYhMff77PrK82uL+OfLhUPODZSGoJvzVgqb2f41nRDWVvF+m2Kdz+PX+dsjUepNz0KCIDTo2vcpXrfmYwOogetuHROKp894PAD4qEZOC8tQB1P7RM/HviaiQozCdwn45+yrctAQaAMM6hL7LhT8yZw9jx6/zHU+r2o1bvitmlUCb3HFXoh6EXJ9WtAb8uMq3yaNYOl6zTzltT9Q39/R58D52D1YEWH/sH91jD/KSehY1kC4PjgW3tsBDedXT3G4DiweJXmy1UC4qjenXwpRwCcZUuZcb2htAX643WXtCTfAex/axR6+yHU2uTveY4HviHsf6FRaw3OJxEas7mLHd0L07dTLNRicP74+Bl05ZHw7uog7GK6H38G2KEXNmSlUFmw/jh6sOXMOcWnXzpsjO35++aZ0canf3P44wGHUf/j07obLHr24ppwPFUXO4Dj8Xzr0/G6yT4j+ltOnFR8sMBhZ2U8ikuaQlBAAJxlK9pOpZjZI3BenFtQADYjemC7tcN5b1VSCscLX3OzwvZQOH+If+o5qQZ1ao0/rALbswME68fWhksG34RbPHwiqWIby+Q/FIRStOh3kvOCa5cfHIvp092yr0rx5kcOJ0/H/lruGr5XbvjVXpcx3/MJrlg8f/bimnBjbQz+XswATgW+tbW950afHp0tu/Yr/v2Bg0nzkI7HrpImvQoIgNOrb1yl+z+dgX5lIerohV/EPN+EFXa6bUu8eybg/t+ncWlQO1G88LUtIQCUM8egVidcTUoZwpu5BncJPzKCDWfqvA/Bcaet+9FLdpDQ/G0DLbHDwb9B4z4LnEz9F7msreGWaw3t28LGrZp3Lqw/PtLZ47PjmjYPWjZ9qGjeBtr3sd9szGpMrGIFcFTwrdG3eyfDrKmGNiWwdqNmzgKZlm5s7OXz3wXAOWC9IDpSEAFI1wrLl+9T0IGs/v3T0G8vD8/hxvvEC9+w/O9qrAPuX1IHU7ztqy+dGd0L279juH6smjUJYexEtAnN+75G+eC8FF0/RwywXD025u1+uVLTr9JyogNU32T54tex6ycbu6yjthbFCOCo4Vtbz+BKy0kjDYHFFyzVLF8vIE71Hc3F/ALgHLCKGdYdepah3135TWsKAsDXDUUfOYUKAijE8SQCXzsQ/JsV+i8WnWOh4IJ+2LG90XOjuUTFdADzfYXzjkVFU+Q31rh+os+wgZbzZxSVWPa0gcXPXbz/OV4IFxuA0wnf2q/KTVN9BvW1HDkW7JZ22F8Vx4skSfJGAQFwDpjKlrbA3DcJ59mLu4gKAcB2QGfM0G44byxtVOVE4Bt6vz/VsN/gvNFo0QWRwL8d6KRxno3OC64tzD2zfKqHWPQx+PDP7iXrj/FAuJgAnCn41tineVO4Y6ZPl46WbXsUr8+J/3x2QQz+Au6EADhHjOv/YCr6vZWo/cfCFhUCgIOjPN5PrsV9ek6DKicM36lgx2jcp9MDoxwZElc0w3tUo5YZnEv360XW3OlPePQ6AO0dWLtFM2fexWnPxiBcLADONHxrG7dvD8OMiYZWQdjDDZpPEzinHdkgkYIiVUAAHKmcyRdmrhsKR0+hl8SmawsCwIGn+r+TwqlYtetwneLYFk0xd4y7IqRgQ0qmG0TJWzG9Of00fniUDzIMudFQ8ZLi686KiSNNGD1qwYog7GEMxN9AOLi28vSloRCLAcDZhG/tkTV5tGHcUBOEyeazJZqvN8v6cHrfvPSVLgBOn7YJlWz6dYKRFejXviosAE/pj0Kh52+8Qo9k4Ot/G+iSvqnYhIyWhcTh1Pteg/OfaCsfepuhbTvDuPfg6X2xNeDZU30G97VUH1O8N9dh38H6IVzoAM4V+Na2+q0zfPpVWA4GYQ8/dTgamzyTJ48UyDkAhxtYrh6AXrUL9uXG3bwZsWczF++h62LTtdYWjAdsK8owUwbgvLLwEhmTga9pD+aHGucdE/lmpIzYOIJKYpvPNPrPBl33pEJStUx82OPAGsXtmywvH3LZdz5WTNOmcFew/lhu2VGp+Pccp05PuJABnIvwrTFyaRu49Vqf8vaWzTsUb30i68NJvQBZypRzADZTB2IGdYXWzcJIQerwidj05LIdcDp7d/Nmwj7+vRPDQPZqx6GCAXCgmxeEJww2mJ2N/aonA9+wnDQcx8mEXaOuIx3Hr6Y94bH4eZfvNffYfkYz5+il05p9KgzXTzS0bA4rNmiC0MrhOeEL09GFCuCNH6lLohpFbcuoyhvcz3DNOEOTprB0tWb+cpmWjkrbdJaTcwC+pLPDuuMHd/N2LoXgbOWZ86gDR1Eb96NX7kynLlkp20zpH0boCaIjFcoacCCkH6zxrt6F3rQ/afiGF1LMjE09q1NZMU/OVBr1BSTdx5nQq53/W5dvtTV0bmp4/sDFo0i1Oz55TLD+aDnvWZYcU3htCSFc0kRx+0yPF16rO1/OiBdnQ8rbWe681qfVQr4JKRhn1qwmu3aCYeRAw+mz8NECHQbjkCd3FchtANfWramLP7on9OuE7VACroM6cRb2HEatqwwj2OT7Y7u3x582EPfvCwsKwGFM3rYt0Qs2J7zhqsam/sMatTOaKxnzfZwE7Q+v4KxQOL9PfSf4qHs9rFKsfMWhZzO4s73Hr/c2DNJbZvgMqLBsUopKH3a8r7llql8wAL6um2FU8FHyfiyeb749d9zg06ubZe9BxRtznGwG9so36TLa3vwB8OWylLfGH1kBFWXY0pYoLBw5DTsPoVbsRlfl544E75EbcJ/7DO9bD+Eseh+1O+KbFzI6vGKVBbdDmZtHh1PQ4XLCws0JtSKqoAQJVZoHiaMKQnH1Ix7b5zvsXhrb2fx4Z493j7psvHgzap1qBNclfvs6H6+bZT+KHgctf3k1/z3gcM23q+HkMHj29fztT6cymD3dp30by/qtiv9+IevDufZa5y+AL1PS9O2IHdoNuraFVs2x533UoQvrx0u2xmK95sHj3zYW/XUl/vB7CgfALZri3/EAHF6C+97ihK3gPa7RC23SYflqV2im3w2Vm9GblifcjlzLYMeCavyOkwab3bwUJjzo8fn/dxE0Pyj3qPYU/6mO7wd7SB/D0JkmmJRi8TsOW3ZeekQp13RrqD01G64ODoZ23eHpv+YvgGv6OWqwYcoYQ+DHL1ylWbI6/zz6fBpDibS1YAB8eafNqAqCm5joWIpt5obB1dXeozgb90GtO5cTESsTacPp2natsG2vLwgA12y4smYM6uhSnP9euhu6MU1TCUx/CXhHX4fpOwLOnMRZMge177KYfI01pED/3ucaQ6fBhoV/uAiaa1sbBrYwPFvPOnBdUgSbsO79lsfpM4qqI7BwheZQdX6BOIRvf8PpPoojZ6C8zBYEgGvsdcNkw9ABhmMn4IN5mt37BMTZfq0LFsCXCNuqGSGQ+3TEti8BR8OJM6jdVThrK8NACDnzlLfBu2UUHBud9wCuvdvZdJsJpVtxn/8gbqlNNzD3OrivG9iWZDi+3sPwR0zDOi5q/Vc46xL7AIi7sXmacOz3Pc4c1ax98+KPcTsX7i/3wvCE8T61d0FfNdwwabQJL/AILvLwvHhLyV6663v4jBxpOeEqPlqqcTXcON0vKAAH6moNd83y6dHJsmuf4l/vxzfLkT3LFHbNxQHgy23YtR1mWDdMRRm0bhGeu+XIKfS2g7Hzx9Uns2p178fXwuEReQ3gy48aebc8CL334/7mrbi19e7XqNMW55Uk4Nu6DH/yzdjSMtSujTgL34m73mJKOPVxj6/fdTi08VJvNQhPOO+EZlmcG5AuP4ZU0hImjTIE1ycGEF61ITe9rWbBPctX+XTrbdm6RvH68hiQBva0BQngmrFd0RVmTfYpaWVZs0nx4QIBcTbe++IE8GVK24GdsYO6YbqWQotmBHe8hevHm/ahl8YAJaIAACAASURBVG0HkwQAUrCmf+MIbOsZOAvfy8tNWHWd8/Vm34/qexD16TL02j2NqhOsb/rTL9z37Dea/JIE5urbMF37wuH96Hlvos+cSKyAIkndtgKG3+Ux90L4wdrdvq/MD7Y18o+q+H6Y6zsH3K2TDUEcrA8H09LBZR658owZYpg62tBkLyxaoZl3+OJHQqEDuMYGE0YYrhphMD7MXZa7H0q5MmaibocAuA5F7dhehAHXO7aGpm54AYiqPIJavxe9vjJqG1xRXrCZzB96N86C/ANwfZdshADusBNOHsF5fUmjGvo/16hNFv1B/B8/ZvjVmAFj4fxZnOWfhJ6vPPUrMOgmn9ZdLV/96cqp5vElhgmtDM/sj28aurGLOIb0s0weZdizP3a/9NHj2QNxnx6xtjQ9b2m3HebvvvKoUbEAuGZ0fGu6YWBvy4tvKg4fyc3ZikJ8lwXAjVm1TUv8UT2gd8dwcxRaoY5fOO60eg+6srqxEhL/e+sWeDf9FGf+f/PKA27ohqsAwPrMCuzgdji//7hBTfxZYPtr3Gfi3LneYwD+6GuxTZqjNi3HWfVF4poXYY5g9/ORHZoNc678wQ3+n8e7ejy3z+VYHGZoDMA18gaBBAKPeMFyHXrEmXzK2sa88Q7t4NB6xcAjpt5LNooNwIEdglvOTp3JpEWkLgFwgmPAdC/DDu+K7VYGbVqgfBOuGattB2D5TvSJaEaw9z+P46z7HLV6WYItzE7yxq6XDADsLHkH872xOE/NAb+eeWUXvF8o9OeglzXi/TZrhT/1Nmz7zqi9W3HmFklw4IhMPPUJL7x849jeur3Rhzv5rD4Nc481Pg0dL4CDprdtTbhJq2tHw8LlDuu2pNcbdhxCj3fs0Nh6tN5Ko9dLFiOAIxpWUkwCCgiAExCrrqRmcDfs4C7QqZQgkARnPdTBYxfWj3ckXbp3z2PoA8vQn+W+N9cYfAMRAgC7897A+/5Y9Fdb0V9urVMb/z4NLcB5oWG3y0y6GdNjABw9jP7ybfSRqqS1LsaMnYYa+l9vmPd0/VPMt7fzaePCXw5GC+AavXt2tQQecRBWb+FyzZ4D0YN4+AAT1rFttw697mHaNArfoH0C4GJ8KzLfZwFwlJq7GjO6F7Z/J+hQgm3iwsmz4fqxs64SNu+Luzbv7sdQdhPOv9+NO082EsYD39oA9m8aEJ6FuDw6UpDG9AZzh8Z92cK+ur1fM3gCwT98D2f1PNTWVdnodt7XOexOn6YtYdnf6ofroBaGG0sNT10IT9hQpxPxgC8vJ7i7OPCIt+yMQfJkIzdwxSN+RRcblmlMDO679ysSiWokAI5HZUmTqgIC4FQVbCh/WQlmRA9sr/LwLmSCD/wjp1C7qnBW7Yb99YdbDIIx0GEf7nOvQjDNnYNPvPCtDWDTrxQ7dQDOb+Zc0SPvQY06bHFeqwO+nXvij5uJbV6C2rYGZ+lHOahI/jRp8sMelSs12+c3vA77RBeff1Updp9rOF0qAA5UC75Vg/XZ0YNj08RfJXlbU5uSmFfdozMhzNdujnnVicBXPOD8Gcf53lIBcAYtGIJ4aFdMt/bQunnsesyq42EgCb1sZ3hbV80TAFjpzajFX6K359BFIRcamAh8awOY49V4v5yN8+I8VNXxb/prJ4E/QeM+ddnHhtb40+/BlndDHdiJ89mrGbRYYValXcvVj/osfNblfCNH3h/s6LPzLHxwtOFp6FQBXKN0h3axjVLtS2PHljZuj39aOsgX/PtyZewCkOB4fzLwFQAX5rjPxV4JgLNoFTu8B2ZQcNypFJo3iQUr2HcMvXEv/oA70FUrwOxHf74+i628supE4XsFgH86I+yj/uTrbwr3H1GoNaA/uej9mvE3YHoOhVPH0F+9hz6Y/iNgOSV0mhrTc4Kh23jLgmcaX9udVepT0Rye258ZANd0uW9F7KjQ8ZOxY0sHquoH8eC+Jky792BsZ3V1rTgsiXq+NfXLFHSaBp8Ue4kCAuBcGRDNXOyYXpi+nbBlrWDfUFTJTmzzo+F6qTqc3du5amRKBr6XA9i/ZTSUleC8ODcs1r9VY7uDeyG0nuk/GjN0ciw28rpF6A2NnxvOFTPmQztGfcfHnoeV/2ocwF2bGu4ts/x6b2YBXKNjsHM58GrXbIrB9ezFSSK6dox5y02bxLzl7XsuhXSy8BUPOB9GcWG0UQCco3YMp6BPrsW2PYkqaYY1Fr2rCrXzcCzk4qlav0QZ6kOy8L0cwMElJ+aWUbhPvg9twHtAo+dY9J5O+BNmY1u3Q+38GufL9zLUs+KqZsqjPts+V1TGeQ73sc4ec45q1p2ufx04qinouiwRXE4XbKga1Cc4tqTZsF2FHm//njHveOX6K73jVOArAC6u9yGbvRUAZ1P9BuoOAFw7HrDt0Brboz02uL86+Hf4ZLiZ6xsgp/m6zOCIlbl9XFLxfC8HcPi/n5gd3ohlplaBtrDtTmznnqhDe3G++Dd4mf/AyNGhEGmzWpYZxv3A8MWv4rvhKqj8++U+Rz14s4HwhOkEcI0AnTtYbp/p06wZLF8bW+c9f/5KeVKFrwA40iEnhTWggAA4R4fH5QC+vJm2e/tvgGy7tg1BHANyFWpf/burk+luqvCtE8D3T0edPopt0Q6OjYQzp9DLPkZXbkmmiZInTgX6zTB06G9Y9Mf4ATy1xGd4S/j9gfqnodMN4GnjfEYPsZw5q/h0scPGbXV3OAr4CoDjHEySLGUFBMApS5ieAhoDcO1abRMHenYIgRxEeFKtmsGOqhDIemdVePQp2ScK+NYJ4JtugDaDUD6odUvQaxck20TJl4AC43/oc+IQfP124+u/NcWWaMOPOxme2utS34G4dAE4uJ/42gk+QdSipes085bUPw0eFXwFwAkMKEmakgIC4JTkS1/mRAB8hXccHHEKgVyGqWiPOu+HMY/1rsOhh8yZOubt6uhKVPC9BMDG4E/5NrZtObQ4hvuX59InopR8hQJTH/dZ+5bi8JbE7mH+RWePL09oFtcTnjBqAJe0NNx+vaFjGWzZpXnzo4bbGyV8BcDy4mRKAQFwppROsJ5UAHwFkMtbh0A2PcqwAZAPHr8UyGmGbw2A1amj2E69UNUHMAPfQjWZgPPR16jVuxJUR5Ino0BZb8OQ2wxzn4x/+rmmnnvKfAKf+ZV6whNGCeCbr/XDqyAPHVW884lDVSMrKlHDVwCczOiSPMkoIABORrUM5IkSwFcA+YJnTEUHbMc2F6eqg/XjA8fCO61T2XB1eX1m2JTY9ZHnzqBXfIoduwHKwZ6ciD7roV9dnAFFpYrBtxhal1sWvxD/9HONamNKDFeXGH5Tz7WUUQB40iifccMsnlHM/cphzabGbZYO+AqAG9ddUkSjgAA4Gh0jLyWdAL6ksc2bfDNVHQK5uYtSCrV8B3rh5pT6Zbr1x4y5FtW0JdY/j/vx3zHNqzH/T+O+Bba8D/6YXri/k2slUxI6zswTfuJTtQU2f5Q4gIMqnuji8ecDLtV1BLJKBcC9ultmTvIpaQkrN2g+WRTf9Hi64CsAjnNASbKUFRAApyxhegrIGIBrNd+UlWC/OxmqT+H8dV7yHWvaHH/qndiyIEzgdpy5r12MhnTnUdQ5i/N3C81dvJ/NxP3dh3DGS74+yRmXAtN+6bH0ry4nD8aV/IpEP+3oseGs5tOjVwIyGQC7Ltw1y9Cto2VnpeLVD+IDb9CwdMJXAJzc+JBciSsgAE5cs4zkyDSAQ/h+ZzLsO4Lzr+SnhP2JN2G7D0KdrMZZ9F+o3h/qFYQj1AffwE47ivMHAxci3ng/ux69dDt6UWredkaMkseVdBlh6Httw+EHG+vere182ruWFw9euYacKIBvvNpncF/L0ROK977Q7D0Y/53P6YavALixkSB/j0oBAXBUSkZcTiYBHAV8zaCrMIOvAmvQqxegt6y4RJEAwPR8E72rGv1urfue774K08zFfUmOIUU8hC4pbsTdPk5TWP5yctPPQWEDWsC3Sj2erGMdOF4Ajx0Suz4SZZm/XLF8XWLtyQR8BcDpHIlSdm0FBMA5Oh4yBeBU4Ws6dseMuxHVqjVq22r0krrXc707fwSd3sD9/eFLFA8CUvjXDsatIzxhQqbRLcEkf945obryMHHTNtB5qM/OhYkB7/KuPt7F4/XDLjvOXvqXB1t2p9ns3TzzWt3idCm33DTNUNrasm6z4v15ibcjU/AVAOfhAM/TJguAc9RwmQBwqvD1rw3CBPZAHdiN89k/G1QynII+/Cb6y0sBHE5P/3J2zANuID5yY2byW90BqiXOiZcaSyp/T0GBH5V77DuveffIxfXacaYdU0vacGz2Fp5/7crp6btnGSq6GvYcgH+/p/FM/Gu9NU3NJHwFwCkMEMmakAIC4ITkylzidAM4FfiasTPxew9Fnz6B89UcOLCzUWECALvz3iCIB3z54/34WtSWAzgfr220nPoSeK1/hj63An12ftJlSMbGFbi+1NCnueH/9l8E7c+9fmxvW03HWft5oRaAr5toGD7QcOIUfDTfYXtl/Ou8tVuSafgKgBsfB5IiGgUEwNHoGHkp6QRwsvA1fUdhhk8B5aC/Xohe/1Xc/W4IwObmkZiObXFf+Dzu8i5N6OKVPop7/PdgLuzuSrIkydawAp2bwP928Pj13hiAb/Q709e24u/tt3D7TC8E8LD+MG28j+tYvlyl+HJl4tPNNa2Y3towrsQw/7hmUT23cKXDZhIPOB2qSpmXKyAAztExkS4AJwXf0nL8STdj2wRhAjfgLHo3YdUaArDtVY5/xzjcXycXftA0nYhtNg7n+DMJt0syJK7Ao509Pj7msvGUJvB+P9UH2N72CHfO8jjvKcraWjZuU7zzWfLgDVrVu5nl9vY+p3zYcEaz65xi5//f3nl4x1Wc/f8zc++uVtWWLcmSi+TejRsdTA8lkBAgkISQAglvCAkhkN+/kZcA6RBCSHhDIHQIkIRqwFRj3DHu3bJlW73dmfmde9fCsixp7+7elXZX957DSc7RlGe+z8gfTXueLkHXQAGpkx/KgDVCAAcoZtjUgAqEAM7SyZEJAKcCX3XetZjqqYiGfVjLn4au1C46DQZg1wXOXZcjn1+F3Lw/aY+o4huBbqzWJ5KuG1ZIXoHvVDi0a0H04BRiSB6ytnP95ZpJ1Zr6BnjmVUlLW/LnvL0tceF77RjFU4ct2g3URo3336SoYU+X+ALG7v/PxBcCOBOqhm2GK+AcmQNBAzhZ+OqFF2CmL8J0uWkCX0PuSe+dbiIAq+8vg4YWrOc/SdpDTunPkB1vIbtPfPqUdENhBV8KnF2iObXYENkzh3Vnfs6sud1eXl5l4A+PJR9num+nveG7rfNEwLpYryswTCqIA7ncxruRvaszvjpucIIBcghgX1MhLJSmAuEKOE0BM1U9SAAnA19dNxu96ELcR6Ny00fItcFcakoEYH3RHPTMGuzfv5aUpFqORZd8H7vpl0nVCwunrkCRhB8vdNAzbXSBwyfrBWs2WV+cAafecnzbuWfl2xe+/bVbJA11BXgr49oCg4tfF8Q7O2Fnp6Q1xe3qEMDpeDGs61eBEMB+lRrickEB2Dd8i8pQ53wVU16F2LMF651nAx1xIgAzthTn++di/zK5c2BVcBFEZ2I1/z5Qe8PG+leguBBuuhhKKh0O7xP8+eX4Oa/fQByD6ZosfPtry43U5W1XF7jb1ppGFV8Ze0Dukt4q3c8XAtiPSmGZdBUIAZyughmqHwSA/cJXnf0VzIQZiKZDWO8+3+9ToXSHmRDAgPrZpYjlnyE/2eG7O1VyC+h6rLYXfNcJC6amwFXna2ZO1XAkSvsnhqZWh0cPBQPgIODb36jGHzs7dlfHE6Pmi63qnZ2Cfd0Db1eHAE5tjoS1klMgBHByeg1Z6XQB7Ae+pmYq6vRL49vNK19Fbk/9HW4iYXwB+FtngdZY/3g/UXNf/NwpvQvZ/hzS2eK7TlgwOQXOOEVzxkKNowRNH5RTurGSd0Z9zoWlmnuPhaVMZwWcKfj2HWVE9GxVa2+FXCJN/DJXZ/yG9eFe+UBCACc3R8LSqSkQAjg13TJeKx0AJ4KvKRuDnns2lFcit63zshbp4tHI9SuQu30kYU1h9H4ArM+Yij5tKvav/aUn1PY0dOFXsZvvScGisEoiBerGw5fOcdMEGtZ+JvjwvUJ+6EzmX3I/G2QTv6h2eOSQzUEn9S3ooYJvf2MttY4BOaq9S13u9vSuLkm7ho5KwTnnKu59JP1LZYl0Dn8+chUIAZylvk8VwIPCV1roeWehZ52KXLcCueH4StNMmI6edza0NiLXvYs4mmLOugH09ANgLIn6+WXI37+KaO1K6BlVdBXIKqyWhxKWDQv4V0BKuOFyxYRxPWkC49vM31G1CASPWPEjgh9VKbZ0wn8brZTOgIcTvv2pURlxgaxZVqqxq4GFsO8FweedgpVtEpXihS7/yoclR5oCIYCz1OOpAHgw+OopCzz4ygPbPfjS1tzvyM2sU71ybFkTB7GTGIR+JPQFYPcc+PaLEWt2I5d/lrBZVXobOJuw2pO7OZ2w4RFc4LJzNXOnaZpa4KW3JXsPxN/zztFlfFlX86C9nUbic+Kq0YqqKDxUnzyAsw2+vV1+2SgF1ZK5Zyr2viCoihiiAu/t8/4u2NAh2NCe3jvnETzFwqH3UiAEcJZOh2QBPBB8TdWk+MrWmDhQD+5OPOKCovhKedIsr47cnP77Wt8AvvZUKIlhPfJ2Qjudsl8gWx5B6mBX6wk7zsMCi+dqzvHSBMJ7n0o+WnsiYG5zprFXdPCcteeL0U+Jab5Wrrlnn53UCjib4ev9sVGoWTIVKpbqL7ag3fPixUWaKYUwxgaJoVkJdnfCmnbB7q4QyHn4a5HxIYUAzrjEqXWQDID7g68pKouvZMfVeitesW1t8oaMrYmDOBKLb1nv35Z8G8dq+AWwnjcB86X5WL96ZdC+dGQROnYedvN9KdsUVoTqCrjiPMXoUsPGrYKXlp8cPvJ8XcVCXcZ99snBWO6qUTx3WHC4QPp6B5zt8HXnRIkFt8x3EAsZ8Ax4fFRzSqF7sxrKbIM2cEQJtnXCqhaLpnC7Ovz18qFACGAfIg1HEb8A7g++eu6Z8e3mDR/Et5tNev8amNrZ8VX0kQPxVXQ/GY0SaeQXwG47zt1XIP/xLnJP44DNquLrgShW66OJug5/PoACX79UUTfBsLde8OQrFl29bgH3rvJzNYMPxWHekQ0ntXRzpaKhG5brxIE4cgG+PQO8dYGieLHhVz4vYbmr5tkxQ3UU3OAgbrzqg47wYlh/0hpMdK5wIuefAiGAs9SnfgDcF766dk4cvMdA2V/qv3SGa46BXaQA9qQA/D8XIHc0IF9ZM6C5TulPkV0fITvfS2dII7LuBWdoFs3WtLXDf96VbNs98PbpdWoiFSbCH+z+dz8uLtNML9Q83m4PugLOJfi6k+LaOZq60zX3/CX5W9CumktLNNNjhgrb4D5/cm9W7+0SbOiw2BQm7BqRv3f9DToEcJZOhUQA7g1f+equ+Ao1UhDfbk5jqziRHKawFDP/bPSxrW3pc2s7GQCrKxbCxHKsB97o3xxZiFNyO3bT/XDsQlAiu8Ofw7zpmvNO00RswUdrBO+uGvzcchwxvu3U8qzcwxbZ2q+EY23N9ys1D7UODOBcg6870GXTDaedo/jfFADcVyg3XvXCQs3kmGa07R2z06xgZ4dkdbtkf3c4O0eqAiGAs9TzgwH4OHzbYLMbCHdmHLwBXJbyK4eunIiZf47vy13JAFhPHIu+4fQB0xPqgnPQ0YXx/L/hl1CB8lL4ysWKSjdN4A7B86/7SxN4s5pMB4q/W7sG7ePOasWHRjD7XO3lA+795SJ8XfvnTjZccX78HbDjM3xlQkccK+DGrp5XqLzIXO55s/v++LAj2NolWNkSf4ccfiNDgZwBsHPVrciP/pvWRaBcculAAD4O3xKMMwG5dXX8nLc7mOdCyWqkJ8/3VsSifidi7TuIAZ43JQNg1wbHfQ/88hrkxr0nmaRKbgLdgdX2z2TNHXHlr75YMb3WUH9Y8Oyrlve8yM+3SI/mIl3Fb+3NdDA4Eb5doTCFEDvdnADgXIWvq48bCevKCxTPPGaxtU9GJj/6JVNmfhHMiimqI4aYhE4tONCN9/54VWt4uzoZLXOtbM4AWJ13HaZ6MqJhL9abT4AzwI2RXPPAAPb2B2AXvvq6y+FoBXLPPu9CFAEHzEhFPiOkd/ZsZp+OtX4FYv3J57JJA/h75yKOtmE9u/Ikk5zSO7E7XoXuFG52pzLAHKxzzlLN0rnau1j11vuS9VuT+4f8J840tolW/mUlzs98ZonmtEpD65LjAM5l+PYA+MsXKFY+LXizyd+OQRDTJAosLlXMKHCfO8XPj1t1/LnThnbBls7k/BiETWEbmVMgZwDsSTCmGnXGlzEloxA71mN9MPhTlczJlvmW+wJYT65DL/sSdFpY776GyFDIyHRGZkrL4yAuH4e1/j3Ejg1fNJcsgNV5szDzJ2L/9tUTTbKqcYq/HaYfHMBRM+o0F56hKSwUfLpB8MYHyf+Dfakexyxdyv39PDvqr1t30/nOaQ6Ni+HBf9pJpxRMZ85lqq67Ana3oA+/JHjk4NABuO94Km3NgiLD5BiMsuJ74W6Gp+0dsKZNcNBJ3r+Z0ixsN3kFcgvAx8anZy7xLh25lxnc+MXis4+TH3mW1+gBMPu3oU89H1M3H2G2Yz3+dJZbDrp6sucf2d0ZX6U37CNZAFNWhPPD8086B9axS9H2ZOyWP2a9DkNpYCwG112iqK40bN0tePo/qUHD/ef8TmcGy+UhPpJHfA/hp1MczKnwr+espPL5+u5giAv2JGNwXsGLd+1emsqGb1qBZs6x98fFlqHbQIPjrowFK5tleCUxG5yUhA05CeCe8enTLkNPngetR5Hvv4JsOB6lJwkNsrKoC2C5fSN64jQY3Y5o24T1+DtZaetARunpi+LPonZtQtdMxn7rqaRSHTp3XIpc8Tnyo+NPYJySHyDVfmT7izmlRSaNdQNpzJliONIkeOEti4MnP9f13f031ERKTYQHB3h2NFBD35ikGH+WQS6Hpw5bbMvwuanvAaVYsAfAW58XbOmQrG/Pzre8i4o1MwoM4yKGAhl/7lTfLdjYYbG2LcXBh9WGTIGcBrCnkmWhzr8BM3Y84sBOrLeeGDLxMtmRc/1diJYjMPkouOfej3+Qye4y1raxo/Ft6TFLEU2HsT5+2Hdf6htnYoTBfux40gin7G7s1idB+c8Z3F+H7kovHy6bXn6uYmqt4d1PJKs2pLcdWUshNziTeEzuYrdM7rHqZeMV85cZnnom9+HrzpceAL/5pEW1rXm5MbUdBd+TPYCChRKWlGimRA1jbYMt4s+d9nRJ1rZLdnQG0EnYRKAK5D6Ae+SonoJaegmmsASx9VOslbkdoN+56hbEpAZv+zZX4dt7pjrn/gRWx2CxQh7+GLlmecKJbJZORp0zA/u+/8TLRmbiFF6J3ZRe+kH3jHOSKeRP1vaENoykAj9Qk2lG8XiCZ0d9Nem5cNUVg7/stGnKku3adHzXA+BHHrW4vkLzxwPZD+C+462OwCmFmkkxzSjLezHIEQU7OiSr2iVH8vseazruH7K6+QPgY5J5YRjnnIZwFPLT5YjtA0dTGjKVk+zIu+18+XcR3RuxHs/tPyR6hu6eAVtvf4gSl3oQFqM6sD55DXZtGlQd5/9dgf3Am9DYhiq8GiPLsVv9r6IHavwuZyZvywY+7Ce8YpLuyovip+lyztWV3GMP7o+B4OtuO88t1Gzvkqxry87t2mQc1QNg9x3wLZUOzx+1OZjjATNmxoyXaKImYii28M6PD3YLNncKPm6RebEjlIyPs6Fs3gG4R1R91lXoibOg6RByxfPIpsPZoHdCG3re+Zr9U7BeeQrRmB+ZfnouYZn20aiiaxFT9mFm1SAO78da/gx09h9pyfnxRcgNe5FvbMQpvQ3Z/Rmy4/WEOiYq8CU1jtmmhPvtLYmKjoif3+FMY6No4T/WAd/j7fvU6JQizYSo4aWjubda7Dvo3gD+0ihNgwMr8+xN7pJiw8yY9sJlFljQrgT7jqVb3BimW/T9e5BOwbwFsCuKiRWhl13rPYsRezZjvfNsOlplvG7v8JI0zka+91LeAdiNT23sKR6EJa+iz1oIo8Z6F7XkihdO0lhfvRQ9ugj7L8tx0w/aLQ+B9n87dzCn/cSZznbZyotyX8Z9m80dXKlrmKyL+Y3PZ0fuWKYWGK4Zo064cOWGWbxhjMMf65OPn5xt+vQG8OxCw+yY5pkjuf+HxUA6l0lYVKKYUgCjLYMloMlx0yzC6nbB3jDdYkamaF4DuEcxM3EWevGFmIICxKaVWKsTnz9mRO1BGu2bWEFd9t28BbD3x5E9FVV0DVbb01BbjD5lGUbayA3ve/994btZ1agvL0T+ph5dsCzQ9IOn6NFcYqr4vbWVNkbmgVgRNrepqfxX1LNaHvU17Xvg+/Thk6NE3VKleP6w9DIB5fLXG8BFFvygwuH+A7n/h4Vfn0yMaha4z51i8OKREMB+dUu23IgAcI8oyv1HfsZSRFcH8pPXEbs/S1avjJTvL6VgvgO4L4SFsxW15BLM1AWIjmasj/4D++M3nZ27Lkc8XAFdCqv174H64PtOHV3C8H/WzkDbzZXGblS1RI3gYdvfrfLB4OuO+eIyxVEl+TjHU/D1BrA7rhvHKpa3SHbl+POqXJmXI8XOEQXgL0B8zjWY8VMRRw8glz+F6Bi+B3P9wde1cyQAuD8Ie2O/4HpMVS3i4B6sNx/HuWUZPLkI2fYusvPDQH83K3WU7+jJPGfvYzPNgbad7Y1Np5SvOjX8Ve7koOxIaG4i+LoNuBd95hVp3NVxLn99AbysVONe7n63Ob2nXrmsSWh78AqMSAC7MuqyCvRZV0JZBXL3Z/2ePwYvR0ZDrwAAIABJREFU94ktDgTfkQTggSCsK8ejT70CSsoQLQcx74w79vwo+Ne716rxVBLjD9bWTLs8q9r/kZrKQTp4yjo54UVfQ/3A163jJhP4UZXDvftze7u2L4AnFxjcmNePNeT2HxZZNQFDYxixAO7xvbvlqeefi4m4548fIvtJJJCJeTIYfEcagAeCsPeH0qxT0QXnwl4bWf4q8vNPMuEOfq5m8LE44oVgHAnfMl3BUlPOr6zPEw7XL3x7GrqxQrG8SbKrK3fPgfsCWAq4s9rhN/stukzujiuhs8MCQ6rAiAdwj9pqyUWYqQsR7S1YH//7i/PHTHgjEXxHIoAHg7Aq/h5m4ihYaCFajmK9/xI0JM7Sk4zvzjMVLFbl3GsnBpLfdqMSuoJfsPvtftBybrznVfIIbyb4gyNZ+LqdnlMaH/Q7Obxd2xfA7niuHaNY0yb5vCMEcCCTMGwkXAH3nQNfnD8e2o311pOBpz30A9+RCuCBIOyU3Yk4dRuU18PRKfGwo/t3YL0VbD7gHztT2Ss6eNbHlqyffztuGKOojBrquwTuu8o1WRJP+Go1nvEmxu/swbfcU4Gvq0tt1HgQ/nsOb9f2B+DTijWlNrzWGJ4D+5n/YZnECoQr4H400mMnoE+/DEpGIbevR34YTNpDv/AdyQDuC2FDF7roBuSC59GLarF/8yp6/BT00i9BtAi5ZRVy1RuJZ7qPErN1KV/WNfzZ3s6RAPLKuOehS4o0Uws0Y6Pgnoq6sXl3d0s2tEm2DUNs3nKi3OxM5l9yHxvlwJfOUoVvj8zudu3v6206s3QHINF06A/AbsKDK0ZrHh7G9ISJ7A5/nlsKhAAexF9m1lL03LO8GKpy7bvIzScnh/fr7mTgO9IB3BvCwtkJcjSWeQTntouw7n0F4cT/VXdTHppZp2JUN/LTt5Db1/l1x4DlblK1SASPWP6e5STT4bioG5tXMSlqcINWuPPqqBJs6xKsaZE0DEEM5e+qOjSGvw3y7Cpd+B7frhV83pGbq8X+AOyO68fjFI8ekjSpcBs6mbkflu1fgRDAPmaGOv0KTN1sREsj1gf/Svr8MVn4hgCOO8UL1lF8DaJ7B1bbP1E//RLiw23I9zef4DV19lcwE2cijh6MRztrbfTh1f6LlGHzQ2cqr8j9rJNNKbfjp+L0QpgbU15s3hLpxuYVHHLg807BJ22SY39n+GnKV5l5uozLdDUP2ltpGiDwSBDwdY1ZWqy9iEqvNuXmreGBAPzl0YqdncLLLhR+oQLpKhAC2K+CdhR1/nXHzh+3x8+HfXypwDcE8HFhVdndGIQXMUtfWwERC+vRFScrX1SGOudqTHlV2mFHv6rGM9EU8tshjhO9uEgzs9BQFTFEBbRpwYFjsXk3BPAP/u3ONHaJNp63+g+9GRR8Xee4Y7hytObPObpdOxCAFxRpJkXhX0dDAPv45y8skkCBEMBJThFd7Z4/XgKFxcgtq5FuRp8BvlThGwI4LqiOzEEXXobV9pwXtlJWv425YhTWvf8eWPO6ueiF54FdgNz0EXLtO0l6OF78Z2o6a0Ujr8nhSYZRIjWLi2FKzDDGBonx0vztcber29wYvckB4CJdyXwzivusE3cPesQJEr49bbrvgd13s405uF07EICvH6OoLYBf7svNlX1KvwxhpYwpEAI4RWnNvLPQs07DOA5y9ZsnnT+mA98QwHGnqMJrQJZhtf7li9jRXLYT+dpLyIaWQT2nF16Amb4Q09WOXPk6ck9yz4vOMmM5Q43hVwE+S0pxqnnVxkc1p7ixeaNQZhu0l9tVeBe5VrVYNCW47PRzZwbvW4dZIRqOm2GNRUcWEI2M486SR73oVVsDDLX45dGaXV14T3dy7esPwFeOVmgEs2Kalxuld7M9/EIF0lEgBHA66rmQOMs9f5yBaDqE9e7zuNl+0oVvCOBjAC69HbrWYHXGk2d8kcBBvoQ4ut6X59SyazA1UxENbtrDJ6ErccjFnoZvdaZyWHTypLXHV19DWWh2oWZOzFAThUJpvPfG9Y5gc8fJcZivUxMYYwp4ILoTHVmMsWaAXYnBxjatTLX3QNtzgcLX1WJ+kaEuqnkxB9MT9gVwD3xfOir5XqWiyYGn8zg70lDO5ZHcVwjgILzvnT9+1Tt/pH474pQW2H8U6/EPUm59pMSCHlggC6fs51gtf0Do46vd3lmU3AQOvr7yStTpV2FGlSN2bsB67yVf1aboYq7VE3jU3sV+2n3VGY5C7jpsSYlmRsx4uV0jAto1Xgq51Z0LUXoROyKlKFEIphOhDiLUJqaz0kspGPTKt0eDMsvw7QrN7w7k3nZtbwD3hq87tvPKFPMKyclxDcf8DPscWIEQwAHODj1vEXrB+aAlcuNHyDTSHo50AOuC09AFZ2I33X+Sh1KCsHumPM31z9kgJHLDB8iNif9A+paqpRCLh6xtAc6UzDWl7YlEowvAnkAnZVhCMUYcZoLcQrlaxedtbezrPp7PN1Pw7Rmhu1p8+ajkQHduPdvpAfDm54S37eyufI//YQG3Vjrcs98mR585Z24Chi0npUAI4KTkGrywt/V88VzEZ0WY6Yu880d75auwp/+LL4O1NtIBrIq+5W7wY7U93q9MqULYbUyfeglmygJMW7MXZEXW7xrQFTaSO5xpXsjGlfJIgLMloKZkGSqyCCJTMLIc97qW0M0ItZNZHTu4qlvxbPFmZhU63vvjEgvv/NgWsLFD8Gqj5a2WM/VdVKa94CMftubeeenXpylaG06Eb49OPxvn8G6r5KOW3BtXpnwdtpu8AiGAk9fMdw113rWY6smIIwewlj8NSaQ9HOkAdsruQHa+g+wcOPhJOhB2nagu+AamaiKifjfWG/8Y0K+XqXHMMKX82k7+DynfkyWJgia6FB2ZjpFVIKJg2hFqD6LrM6Sz8YuWfupMZ4to4SXreNzsntvOB7phlBXPXtSpBfXdsKlTsCpgUE6PGRYWaZ7MsfSEfbed+7rnm2MV7po+l8NtJjHlwqIZUiAEcIaE7WnWjKpEnXUlonQMYtdnyPde9NWjC2DeUxhVhN3ygK862VzIueIW7Lef9i6pJfzkGJySm7GbfpmwaLoQpqoWddqlUFiK2LYW+fF/+u3zp2oan4tWL0DHUH/GnoWJzEbb48E7x+1G6EMI53Nk50f9muMG3JhuivmNteWLn/f31CjiBs0o1UwrMIw9dn7cqgV7OmF9u2BLZ3orvKgw/KRac+9+y1t558KXCL7uGJYWG84uVdyf42kXc8Ef+WxjCOAh8q6edgp6wbJj54/vITcOnli+ZwWs1dVeIIpch3AyANaxC7w3wHbz73x5J20Iu9vSs09DzzkDjEauedeLMd37W2pGc56q4j57M+5jlIx+Vo33PEjbtSBL4zErzVGksx3Z9QnowSN9WUjudKbzplXPx+KoZ6rfd74VtmZhEdTFDKOsODHdd7zbO2FNq+CgkzyQvzFW8X6LZHuAT5wypb8f+Pb0/Ysah4cO2hxxMmVN2G6+KxACeIg9rJZ+CTNlPqK9GevDf0P9zn4t6L0FrUp+mPMQTgbAqvhm0A1Y7c/59k4QEHY7U2degamdg2g6grXiBWg8HojjFmcyrULxD2vgM2PfBvcuKAvRkSWYyFSMGANYYFoQejdW5zpQycWl/oaaRLGxeMjenhR8+7PdTSQx99j742LL0G2gwXvuBJ+0WL5SVpxdqt0RsTzL0xMmA19Xqx+Pc1jfJnkzy8eV0pwMKw2JAiGAh0TmkztRF96AqaxF1O/CeuMJdw12QqG+Z8C5DuFkAOyU3YXd/iJ0b0rKO0FBmGgMtcwNO1qN2L8N662nPDsm6Bjf1LX8097DDlqTsq1vYR1ZhInOBFmFEQVgOhB6H6JrE7J7bcpt11HM150JPCZ3skd2+F75+u1wYbFmZoHBzQxUIOPPneq7BRs7LNa29d/KxKjh/DLNo4ey9zlSsvB1R3p1uaLcNjx80M1zFX6hAskrEAI4ec0Cq6ErJ6JPuxxR7J4/rkN+dDzEYn+XsHIZwr4BHJmCU/g17KZ7UtI5MAi7fxJNmI5echEiWojY/Cny0ze4Xk1kNBEeSPJZkranYaJzwZqAEcW9znG3HjvHDWYf81Y1haN084S1O3D49nVIoZtusVgz5dj5sXuzulnDnk7pJSvY0Svd4s+qFQ8etGgbgoxPyU6cVODr9jErZvhyueKefSGAk9U8LB9XIARwFswEPft09NwzvPchcs3b3vnjQLegcxXCfgGsC69E29XYzX9K2TNBQtg1Qs8/Bz3zVFBdyFVv8ost3ayQDbwnDw9oo5aVmIIFYE3GiFEI98qsPoqXXrFrFVL3CgmZ8khPrHimHsNZeiz32J9nHL79mVwdcdMtaibFtHfD2j26PqJgR4ekImJY0+6Gb8yu98Cpwrdn/HfVODx12D7hj42A3Bk2MwIUCAGcRU5Wp3/5WNrDI7j/Yst3nkf0OoPsMTUXIewXwE7Jj5DOFmTHf9PyTNAQdo3xsi1NmE7ZkcPc8ObHPNy1upeNUVTBYrDd50FjQUQQpgW69yCcdUgn84E87nCms040sb3oQEYjXPl1zMxCmHMs3WKx5WZ3iseF3tUlvJR+w30pOl34ujr8sMrxEmS8lIPhNv36MSyXOQVCAGdO29Ra9s4fr/HSHspNnyBX9Z9tKZcgbMZP80J1Wm8+iRjg0lmPWE7Z3dit/wcq/ec+mYAwxeWoc76CGV1B+ZrDHN3RgrHc97ju8yD3HLc+/h63uzecU5sKydS6StdQa4p4uWhzVsC3P9snRjV1BXgBQaqjhl2d8W3qnV3uO+ShXRkHAV93jJeO1kyOav5YH25DJzNfw7JxBUIAZ+lMUFMXwLjJMGosct27iF0nX0jKdgibURXoeWdB6VhMWTn28qdg/8A3ek10ASp2EXbTvYF5JVAIW3Xo6Hy0NQGsUm+XQpS4gQr3IPc+D3qAW0iBjab/hoqM5MdqOp8U7Wbx2KaMxXYOchgFAiYVHAdyTBp2dkp2HgNyUwZTGAYFX1eP8RH4VoXDL8Nz4CCnx4hpKwRwlrvaXT16EGtvQa5b4UXV6v1lJYQtGz3vbPSMxZ7Nbsxl5+t3Yb89OIBV0XUYUYTd+tdAvZIyhGU5OroIbdWB5YZ5FGAakd07vJvK3+uMseLUU1g/Y6oX5cwN4iH3Zn6rua84N7nxqgs6KKvcmxPw7c+57ptjd2VcF4PaqPFuV7sr450d8f/tMsGskIOEb8847qx2eLXJHvAWeKCTOWwsrxQIAZwj7tQzl3hQk9vXeVDrnVYvmyDsBRxx7dy7JW5nezyTkR8AO6U/8QJNyM53A/eKPwhLdMGpGPfGslUJRMC0Ipx9WM6Gk55FjdFRbtaTecHaw/rzr8BU1yIa9nlb7ThdgY+hvwZnmWKuioyCyp05C9/+xuU+c3KB7MLYDQqyz4Vxl/DOj3elGNAjE/B1bf9OhfLOt3Mt3OaQTNCwk0EVCAGcSxMkGouvLOvmxFeWnx+PkzzcEDbj6uIrdeXEV+qHTsyhmxjAUdz4z3bL7zK2ldsfhHV0Lm6oR2QNRvak6zvkpesbLA51z7T5mppANQX83toKY6tRZ1yBKR6N2LkR631/aQ/TmYI/jYyjoGJPXsG3rx7u2re2oAfImrE28YtcHpAlB7sTK5gp+Lo9n1OmWVio+e2B8Bw4sSfCEr0VCAGcg/PBjKmOw66gGLn+XcTeeF7c4YCwKR7l/VFA5YT4WfX29f0qmgjAuuAsdHQpdvOvM+oR9wy31LqU4m4Fwg0MYUC3gz6C1PvBJL9ydZ//7KWDnTJ+Buz6x1TVIpoaEHuPx2IOemDzZSETyjdzsPUIRzqiQTc/YHujiVKpC2gXwbxdTtZwKRWxWAexAve/du9koLMjRkdnIR2dMZQ6MeDH2DFuNDNBw+GKZLvyVd6yHCbW7Gbn7snsFO28J4N/YubLkLBQzikQAjjnXHbcYDNpVhzEjYfiq86mhiGFsNu3t93srsbXDb5tnAjAqvjboLuw2t2oYAF+Ioq2asGuw9iTQMQY1eVQpMvA2YlUJ67UU+m5VhdRQ4z3B3kXnEq7ieos0eXEonvY5+xOVDTQn08yxYwzBewX7YG2m2pjtt0dh3Gs3ftfR9l0dsbo6CikuKjFC+OaKfj22Dxx/E6aW8pY21wQAjhVR47AeiGA88Dpes7pcRB+9rEHQlV0c0ZjR+u6uR74ZcPe+DlvSzzg/2BfIgA7pXciO14P5PmOC1pjTcLYtRir2gt+4f2ndiFU/BKbvzPhRKM6/vPb1FT20cmzVvpA99PrUl3ORAp5Vu71UzzwMlfr8eymnY+zMEfy+Kj71ElzZonmQJfkscPJJ5BIVrDrxyiikqwOt5nsmMLymVcgBHDmNR6aHgpL4ufDNVM8CJv6MwKHsKmYEF9xW5H4dvMB/0kCBgWwrMQp+a6v9IP9imlVor8A7iQvkYPsAa4beWqAkA9BQniWKeUqVcOf5XYOy+S3sZOZJIXG4odqCo9ZuzgoesV7TKaRNMtWmijf0nU8ILfSLrIvvuStVY43/x+sH5r404uKNeeVau4L0xOmObNGVvUQwHnmb+PGl3YhKSSsLMcolX4qw1hxHO4TpsW3m7d8mrRqgwFYFV4C9jSs5j/4a1eWeitcN12f+7+gvBWudFe4LnCN/63RICHsPgeyjOQvx7IQ+RtM8qUuVlUoYXhDHs/UlHwr6de4QFdiGcGrVn36jQXYwlDDt8f0u2sc/npQppSyMcDhh03lkAIhgHPIWcmYaibPi1+Oej+G6erCbvIJtz6deHly3e3tzz+JbzcrH1dO+zF0UACX3AJOPVbHC/0PUUS+AC4udEXJicDVR5KR5qSyQUG4JyDGv60DrBGD5+xN1eAaE+MaPcFbeXaL4Q3mGDGCW/VUnpZ72Cc6Uh1SoPWGC77uIG4bp9jUDq81Dc2qO1DhwsaGRYEQwMMi+xB1KkR85XroTOjqxD7s/4axmTgzvpJuPhy/4NV4KC2jBwOwU3oXsv2ZE+IlG2s8xqrFRNxV7kSE457fuqvcneDsS8uW/ioHBeGekJC/tTJz+/laNYGtspVVIvG5e+Ai9dPgIjOaqbqYp4bo7HuwMQ0nfF27vjJaURmFh4Zo23so/Bv2kVkFQgBnVt/saL2kHBW7CSNsZNHLyB0bBrTLlFfFV86FpfFz3oCe0QwEYO0mLyj6CrLlLx5widR6t5aFbvSAi7MD6ezytpkz/QUF4Z6kCK8FvDU7W5eyxJTzf5Z7rp09342qlpXiCBtl87AZNdzwdQc+rUDz1TE6TE84bLMg9zoOAZx7PkvZYjX6NowdQ8zdFV/VNvS6QRsp8Fa8esr8+Dnvpo9T7qe/igMBWBVdDfZU0C3HgHvsxrJJL+F9qsYHAeHeaQFTtaO/erc4k3ndOsg2MTzaDDSWKaaYC1UlD2X47Hug/rMBvj22uekJnzss2dKZ+ZvXQc6tsK3hUSAE8PDoPmy9esE6IgWIZW7m9M/jN6aPvSeWOzfGz3k7/V9i8juQAQFc+FWE2ofs+tBvUxkvFwSEb1VTOEo3T1jBvNF1oT6WAl6UwW+/ByHolbqGBjoHzZEcRD9928gm+Lq23VKlqO+CF8L0hJlwd961GQI471yaeEAehIVEnNYMY6rhwI74dvPh9FMADtT7gAAuuwPZ/CeEGZ5MQgPZmy6E6yjm684EHpM72SPTu6BUZmx+oKbwsL2DI2T2iVPi2dN/iXKifN+p40/WNpqGKEJWtsHXVebiMsWMGPw+PAdOdSqNqHohgEeUu+ODdd8Ka/U1LzyfnPYZcsWLGVehPwAbawI6dgFW66MZ7z+VDtKF8DfVJIqMlfbW7GVqHC1C8Y5M7yJcKhokU+ccXUGJsXjFOjFjVzJt+C2bjfB1ba+04buVYXpCv34c6eVCAI+kGWBHUedfhxlbg9i/E1aODjxYRzIrYDf+MyKC7Hgra72QDoQtJD9zpvOWVc/HKd5anmQKuVzXeCtLPUBAkWwRTyK8ACEvyX3symCYymyFb48fflbt8FazZFVreA6cLXMzW+0IAZytngnYLnXaFZjJsxGtR+NZehri281DlcChvxWwKroB2fUBwtke8GiDbS4dCF+mq5luivlNis+SvqEmsk42szZD74qDVQrmm1HM1aU8HtDZd1/7sh2+rr3frlB0aXjicPgeOOj5lW/thQDON4/2GY+etRQz9yyMAbnuHS+gRt9vKCB8EoBFFKfkJ9jN97qb4lnvhXQg/FNnOp+L5qS3ZufrMuaaUTxuuc+wcue7QU1ivWhkrWwK1OhcgK874DNKFKcVG34dpicM1P/52FgI4Hz0qou0sePRp18OJaOQ29cjP3xl0JFmGsJ9AewmvdfRRVhtT+aMB1KFsJu16Hxdwf32Fhyff2x427nOZF6yDrBLZNcFtUQOm2SKuEKN40F7e2Db5rkCX1ebqIA7qh0vP3B79v9tmcid4c8zqEAI4AyKO1xNqwuuj+ejPbgH681/gvaXtzWTEO4LYB27EEwrsvOD4ZIppX5ThfAtagrtKP7uM4jGubqCYmxekZm7mZ6SAD4ruVvvrTi8HcDFsVyCb488t49z+LRd8k5TeA7sc8qMyGIhgPPI7WrJJZipCxDtLVgf/xv2+89W1CNDpiDcF8BO8fewOl5BqNwDTCoQrqaQbzuTeEruYZscPJDGGBPle6rOW0E2k1rs7eGe1qVEvBX8X6wdHBapP53KRfi62n99jCIm4W+HwnPg4Z6L2dx/COBs9o5P21zo6lOWYYSF3PghcsN7Pmv2XywTEO4NYCNKUcU3Ybf8Li07h7NyKhC+Tk1gjCngAXvroKZfqWo4JDp5Xx4eziGm3fcZegwVpoAXrdSCh+QqfF3h5he5b4Id7g3TE6Y9j/K5gRDAOexdXVaBPutKKBuL3L0JuWKAbEIpjDFoCJ8A4Og8tDUZqz3z749TGLrvKqlA+OfODN63DrNCNPTbjxvW0U3z92cru2+G+xXpZjXZS5uYbPjMXIZvjza/qHF49JDN/tzcxPDr4rBcGgqEAE5DvOGsqpZdg6mZ6kWvst55BtqDjw8cJIR7A1gXXgFqD7Jr9XBKGEjfyUL4Il3pPdW5z9rcb//fVrV8LI+wUQxfYoNAhDnWyGxTylJdzqM+z77davkAX3cc/zPOYXu75N/hOXCQUyqv2goBnGPuVO5W84wliK5OrFWvwa5NGR1BUBDuDWCn5EfYbf8AnR0p9dIVsAfCsuN1ZNfKhM3d7kxjt2jnOatXMgxgsR6NuwLOhtR+CQeRRAE3haK7Av5EJvZ3vsDXlefK0ZrqqOZP9XYSaoVFR5ICIYBzxNumdhZq0QUQjXlveeWnQxc9KggI9wDY1Lehi76C1fJQjijvz0xVeCUmMhvZ+S6yc8WglebpMtxbwg/aW2kifkO9AMkPnCkefPdnSXJ7fyNPXKraxHAh/Cd7G52DPMPKJ/i6qtQVwHVjHP53XwjgxLNkZJYIAZzlfjexEtS5X4Mx4xB7NmO98+ywWKxKfoBBYrc8kFL/XwD4SCVajMLqeDWldrK1knYBLGyMPd0XhL+r6rw3sn87tjXrnvu6b39fk/XZOsS07LpIV3njdc+D+/vyDb49Y7yr2uHFRptNwScYS8sfYeXsUCAEcHb4oV8r1JlXYSbNhKYG7PdegMb+L+4M1RDSgXAPgFXTEmTXOoST2a3zodKkpx9Vehuy9e+YyFx0wdkJIexmD7rZmcy/5D7vmY4bPcpdIbpvhfPxK8Tih84U/mHtol50njDEfIWvO8jvVzoccQTPHgmfI+XjvE53TCGA01UwA/X13DPRs09HKAe5+m3Etuy5rJQqhHsA7LR+DbvlD2DSS9GXAdlTbtJY43AvllktD3ttuEkm/ED4ajWeGhPztpzd5AXu5at8/tzLWBNNIc/2OvvOZ/i6vrywTDMrpvl9eA6cz1M75bGFAE5ZugxUrJ6Cs/RiKCxBbF2NtfK1DHSSfpOpQNgFsPXmcnTbTKzW/0vfiCxqQUdPBTkK2Wtb3S+Ef65meOeiv0sxWUMWyeDLFDevsRsX+y15KG9uOw828HILbqkK0xP6mhwjsFAI4GxwumXhnH89VExA7N+B9dY/s8GqQW1IFsIugOXrmzAtR7E638n68SVjoC66Dro+RTonPi3yA+Fz9FjmmjIesLYl02XOlnVvgMeMRfOE9V4qzAdHQOJ6Nz3h8maLT1pFzvotNDwzCoQAzoyuvlvVp12GrpsHbUeR77+EbEgtapDvDgMsmAyEXQCL/x5BNr+GUDsDtGK4mxI4ZXdiN/8OzIlnm65lfiD8VT2efbTzYZ5vQZ+my6mhkGnj9np3oe/t/z7WcDs08P6/NVZ5mZwfawjPgQMXN8cbDAE8TA7UM5eg552FMAK5bgXi84+HyZL0uvULYefqn8MbYDf+Kr0Os6y2ses8yFqtjw1oWSIIV1DAjc4k/mRto1Xk5yWsYmPzAzWZzvGfIZAU7Z3FX+VODsr8uQsw0AQ4vURzerEO0xNm2e9uNpgTAniovTBmPOqMyzEloxE71mF9MHiawKE2L5X+/EDYWXYXYm091pFHU+kia+vognPBfaCVYFs9EYTP05VEjeC/Vn4+Q7pEVTG75gAdaG/b+UZV6433YTv5hCFZOxkGMEwKuKvG4YH9Nk1hesJcc19G7Q0BnFF5T2z8eJrAvVjLnwDHX5rAITQx5a4SQdiZdzfywGrkof+m3Ec2VnSKb8TqeAuhdic0bzAIR9xAHGoKz8m97BX59Wh0vCnkG1XtNAsXvvH0fEXY3Kam8l9Rz2ofEbISipvlBW6vUqzpgOVN4TZ0lrtqSM0LATwEcuvFF6GnLYSOFuRH/0Xuz88LN4NB2Km5G0u9iqj/dAgUH6IuRCFOya3Yzff57nAwCC80o5mhS/inlRjmvjvMgoJ3VkK3MPy2/sRLSFfqGib52zdFAAAQ/0lEQVTrYn5j9x8XOwtMD8yEa8oVZTb85WAI4MBEzYOGQgBn0olT5+Occh7CctMEfoRYN3iIwkyaMlRt9wthORpn7A+wrX+mlKN4qGxPth8TmYWOzMFqeyapqoNB+FtqEp+KRtbLpqTazNbCt1dpIsbi3oPuNaSTvzucaWwULfzHOpCtQwjErrmFmktHaX4VpicMRM98aSQEcCY8WVqOOvurmFEViF2fYQWYJjAT5gbdZl8I68gC9NRLsRvzC8AqdglCH0F2JX+BbiAI15li3PNSNypWrn9ukI0SE+Wp+hg7RFu/wzlNj+FcXcE9dn5FRutvsHfXKB5vEOzuim/Dh1+oQAjggOeAPudq9Pjp0FiPfPtpZFtLwD3kRnO9Ezh4iQoWz8Le+mRerYCdkluw258Hldp7moEgfIWu5ijdrJDDG3o0nZnmwjdqbLYeqOYluX/Qpn6oJtOE4nFrVzpdZn3dW8cpdnbAK43hNnTWO2uIDAwBHJDQesEy3KdFdHciP3kDuWtjQC3nbjM9EBZukoLzCrE/ziMAy3KcouuxW/6YloP6g/BoIl5mpAetbTSK3Mvm7sIXJKV7Z/OQvc37Y2Kwr5ZCrncm8Q+5i90yvy6g9R73ZaMUtTF44EAI4LR+afKocgjgdJ05YSZqyYWYgkLE5yuxhjBNYLqmD0V9N/cvogAus7DffipvVsAmuhBt1WC1v5y2jP1B+Gw9ljIT4WVr8NVj2p0H3EBPbOfd+ybQJLp51+cq/htqIiUmkhdb7wNJOjGquWGs4X/3hQAOeNrlbHMhgFN1XawQde51mPIqxL7tWC5cwq9fBdxEBXrSHOym/FkBq8KrkM42RPe6QLzeF8LufWH3WdK/5QF2DnB+GkjHATbSA99/HyjlUj3OCyzS/9Wrkzt1T0XvdGawXB7iozyOCPbzaodXGiUb2sNz4ACnXs42FQI4BdfpM67E1M7GNDcgV7yIbEztDDCFrnO2ijP7bsSB3VhHHs/ZMfQ23Cm9Hbv1r6CbAxtPXwjPM2Us0KN4LAfORntnNfqmmsQa2cg6kdxNbhfas3Qp9+fxs6TvVSoaHXgmTE8Y2O9NLjcUAjgJ7+k5Z6DnnA5KIde8jdyaPWkCkxjGsBT1kjG8tgvT3o7V/uKw2BBYp1YNTuxL2K2PBNZkT0N9IXy9mshnopnVsjHwvoJqsDd8T9GjmGVKeSLFt8w/caaxTbTyrxzbever5bIyxYIY/HYEJKHwq8lILhcC2I/3q2pRp12GcdMEbluN9fGrfmqFZXop0JMPWDfOdQM35jSEdcEZIAqRHW9kxMe9ITypYxVXqRrvbNTxvaGbEbP6bbQ3fG2Ed3nsBWsfe1KM5rVIj+YiXcVv7c1e2Mp8+8ok/HCcw70HbFT+DS/f3JXx8YQAHkxiKVEXfB0zdhKifhfWm/mxfZrxWdVPBz0AZv8OL3l9LkNYFX0d2fUJwtmSMSl7Q/iy9q10oLzz0Wz6esPXtWuZriCGxX9kekE1blaTvfH+PQe23lPxxx3VDu+1SD5sCc+BU9Evn+qEAB7Am/rUS9FT5kFrE/LDV5AH8ys84FBP4t4AdvvOXQhbx9IP3g8ms0+EeiBc2Pket7fW8zdrBw2ia6hdl3Dl6xYYa6LcpOq8lXoL6cU4H0eMbzu1PCv3sEW2ZsV4gzTim2MV7iW7v4fpCYOUNSfbCgHcx216xmL0/LNBSOT6FV4IyfBLX4G+AM5VCGt7MqbgDKzWf6Qvio8WdMGZ6IJzmNTxCae2b+B5a/jzRfdd+brD+Iqq4YDo5AN52MeoEhe5Tk2kwkT4Qx5EBOs72sXFimWlhvvCsJSJJ0KelwgB3NvB5eNwLvk2YudGrPf/leeuH9rh9QfgXISwjp0PphPZ+d6QCdgD4SUd62ntfIstYvhWhf3Bd5opZpmu5GFre6Ca/NyZwYfyMO/4fEscaOcZbuwXNQ4P19s05Gf65wyrlz/NhwDu68toDLryP0n4UE/hgQCcaxBWxTchO15HqD1DKmEPhBd1rGVt1/DkkO4Pvq4IN6laPpBH2CSCe5Lltnu+rmKhLuO+PHyWdFuVw2edktcbw3PgIf1FyrLOQgBnmUPy1ZzBAJwrEDaiGFVyM3bzr4fFTT0QntCxkgNdrw+pDQPBd4kup9YU8YyVmT9IbnOmsVd08FyG2h9SEXt1dnW5otyGh8P0hMPlgqzoNwRwVrgh/41IBOBcgLCOzIbILGTbs8PmsKLoMppip1PQuQLV+e6Q2DEQfN0bz+6zIzd/8QGRmV2jOboMNznFn+ztNJIdF9CCEH1mIVw6yuHX4TlwEHLmbBshgHPWdblluB8AZzuEdeFloA4gu1YNq/h10YvZEluE7Hwn42fRA8HXFeBCXQUYXpeZjQT3HVULCP5q7RhW3cPOQwWCViAEcNCKhu31q4BfAGcrhI0oQpd8F9n6BEIPb5pAd+U5P3IZ7xXOySiEB4PvOBPj62qCtzJ13+xm8htFlB84dbwkD7BBJhfeMpN2hW2HCqSrQAjgdBUM6/tSIBkAZweEJcaujf9nTQKrAmMs7Ob/9TXeTBdaokfTGjuddbEFGYHwYPB1x3aNmsAO0cpKeTTTQ/Xa/6qqYYIp4nd25oKfDMlAwk5CBXopEAI4nA5DokCyAO4N4Qta3qeW4ozbecgqZ39kHPvsSvbbVVSqBmqceqqdejYWTOewHM01TemnHwxqIBVEeLVwOqti85jasYrJHUMTm9y9dFVg5JCnDrxTTWe1aMz4lndQ/gnbCRVIpEAI4EQKhT8PRIFUANwD4XJiXNzyfiB29G6kVZZwwK6mPlJFvV1N1HQwztlPlVNPVfd+IuZ4RKfnR1/D+K6dLG37OHA7Um2w0FjUy07WxuaxK7aESR0rmdiR+fPpc3UFG2UzL8mhzVXs5kg+XY/hV/bnqUoW1gsVyCoFQgBnlTvy15hUAdx7JZx2FiURw1i1aHsS2HUYIki1E6F2QfcOhBn4HatT9gtkyyNIndkLR6nOgJ4nSpm+mHWtmkCFKeCP9tZUTU2r3v84UzkkOnkqz54lpSVKWDlnFQgBnLOuyy3D0wFwOhA+DtxajKxCqJ3IHuD6hKmOLELHzsNuvi+rRc80hMdRwE1OHc8MY4zmabqYr+kJ/M3ewQE6s9ofoXGhAokUCAGcSKHw54EokC6A/ULYyEqI1KGtSd5qV7iQdXYgnWMr3RRGo4qvB6JYrY+mUHtoq2QSwrd4WYo0/2ftHNpB9entRlVLDMlDAYe+HNZBhZ2PSAVCAI9Itw/9oIMAcH8QNqLUA657U1m7wKX7GHB3eatdTPoBIpzSnyI7P0J2DV3853Q8lAkIL9ajvXe/v7Y30zXMeXqjSH7qTOd1Wc8nQ3QLOx1/hHVDBQZSIARwODeGRIGgAGxw3+NejxEx0B0IWewBVzi7vPNcdMDPYmQRTsmPsZvuhxyKxBQ0hH/iTPOSQLxsDe3Fq4Em5+WqGjcJxG/CZ0lD8vsbdpIZBUIAZ0bXsNU+CqQDYF2wGGPPAFmFEQVg2kEfwup4C6EyCwQ3FaCOLsRu/m3O+TQoCF+qxzFTl3qr32z63FXwJtnMv+WBbDIrtCVUwLcCIYB9SxUWTEeBZACs7RmY6GyMnACyGOEmvjcNiO7N0PkxMs2E78mMQ5V8B3QbVtuTyVTLmrLpQlgiudOZxnJ5iI/kkawZl2vIqbqc83QFv7I3ozFZZVtoTKiAHwVCAPtRKSyTtgKDAliOQ0XnY+zJIMswGKRuRDg7oGs1Uh9Ku/9UG3BK78TueBW616baxLDXSwfCN6iJlJrIkAfd8CuamwyiWXTzuLXbb5WwXKhA1igQAjhrXJHfhpwI4BimYDHanoqRFSAshGlFOHugex3S2ZYdYlg1OMU3Yjf9MjvsScOKVCBcRzFfdybyD7mT3bI9jd4zV3WiLuQbupYn7N3spDVzHYUthwpkQIEQwBkQNWzyZAWcs+5GbKzHOKPAvUBlOhHOfoSzCdk9NCEUk/WLjl2Ktidjt/wx2apZWT5ZCN+qptKIu7rclZXj6THqBjWJUUR4wBqe4CBZLU5oXFYrEAI4q92Tu8a528kmMg9tTfTOcbEE6MPIjs+Q3Su9G8zZ/jklP0Cqfcj2f2W7qb7t8wvhM/RYztZjuCdHwj7e5czgXXmY9+XwZqry7YiwYKiAm2SztrY2vL0QToX0FbDGoiMLMNYUjDUKkKAavadB0lmN87Ubsd9+CvbnTk5Xp+xu7NYnQeWOzX4c6QfCdzgzWC8aedWq99PksJe5WI1jrinl/iy7qT3swoQGZLUCIYCz2j1ZbJy00ZHFGGsGxh7rRYrCtHnnuJazAbpPDJivKyciD+bORRljz0QVfRm76VdZ7ITUTRsMwlfqGup0Eb/NsTe2tzvT2CHbeFHuS12YsGaowBAqEAJ4CMXO9a50ZA7GngN2NUYUeoEphHMAoTYjO1fm+vBOsF8VXo2R5ditD+fVuHoPpj8IF2LzY2cq/5X7WS2bcmrsp+gyLtHV/M7eSvsQPlXLKZFCY7NKgRDAWeWO7DJG2xMx9gJMZAJCuNvKCtRhhNoOHSuRtGSXwQFa45T+GNm9HtnxZoCtZl9TfSF8k6rFNoKH7dzcdv++U4cjDH8b5njV2efp0KJsVCAEcDZ6ZbhskmWoyCKITPFWf+45rtBNoHYj3Pe4au9wWTbk/brpB+2Wh0BnV/CJTAjRA+Gqzo+4uXUfD8vtNMiuTHSV8TbH6ijf15N53t7Lpjz+AzHjQoYdDIkCIYCHRObs7cREl6DtmRirCkQEodtAu8+DNiC7Nmav4Rm0zNVEFZyb9ekHg5SgB8LzOtbwWde/g2x6yNv6mhrPOGL8IXyWNOTahx0mp0AI4OT0yvnSbkxlHZmLsWtAFIPpQuhDCOfzY+e4OufHmO4AVPE33QcCWK1/T7epnKm/TFfQWXAGK2LTEK2PInVuP+e505nBSnnEC6EZfqEC2apACOBs9UxQdlnV6MgpaHuSF+bRC5mrjyDVNmTX6hGxxZqslE7pHciuFV4KwpHy/cyZzipxlDcibhjQ3Iav67PzVAWLzWjuDZ8ljZQpnJPjDAGck24bxGhZiI4swbjnuGIsCBt0M0Ltwupan3dvWgN3nyzDKbkVu+ke9y+VwJvPxgav1uOp0TF+b+dXJKnbnKnskx08K0fO3YVsnF+hTQMrEAI4D2aHjizCRN10feO+SNcn9H6srk05nURgOFyjCpZBZAFWS+6lH0xFr3Ii3OJM8d7ObpTNqTSRtXVm61LcN80P2ds4QnfW2hkaNnIVCAGcg77X9jRMdA5YEzGiCIyD0Ie9dH2yy902dXJwVNlhsir+HpgmrLans8OgDFvxPVWHNvDXHH12lEie7zh1SAF/sXLzWVWi8YU/z20FQgDniP/cxPAmMgvjvccFYRqhezui+9O8OLPLFjc4ZXciO14ZETfA51PGZU41f5BbaZH5+Udbibb5kZ7KK/Z+1pJbgUWy5XcitCNzCoQAzpy2wbYsi1GxCxFdG5DOlmDbDlvzFHADj+iiG7Cb/ndEKPJjNZVddPCCld9npFep8Uwixu/CZ0kjYl7n0iBDAOeSt0JbM6qAil0B9gSslgcz2k82NH6RHsc8Xcb9OZLtKF3N3OQS62QTr8kD6TYV1g8VCEyBEMCBSRk2lOsKqNJbwdmF1f5yrg8lof13OTN5z2pghcj9J0cJBwucZcZyphrLPfYmP8XDMqECQ6JACOAhkTnsJBcUUGW/QLT9Henk95bs9c5ERrsJ7O1tueCWwGy81ZnCUbp5ws6drFyBDT5sKCsV+P9IUkBRwrLBYgAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="21"></list></costumes><sounds><list struct="atomic" id="22"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-99.99999999999983" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="79.2,25.999999999999986,145,1" pen="tip" id="27"><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><blocks></blocks><variables></variables><scripts><script x="19" y="30.333333333333314"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="19" y="81.99999999999997"><block s="clear"></block></script><comment x="415" y="133.99999999999997" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="550.6666666666666" y="256.99999999999994"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="385.6666666666665" y="262.99999999999994"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="548.6666666666666" y="395.99999999999994"><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="386.6666666666665" y="390.99999999999994"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="230.66666666666663" y="354.99999999999994"><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="161.66666666666663" y="225.3333333333331"><custom-block s="pinwheel, branches: %s"><l>6</l></custom-block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="turnLeft"><l>45</l></block><block s="forward"><l>50</l></block></script><script x="10" y="209.33333333333331"><custom-block s="pinwheel, branches: %s"><l>6</l></custom-block></script><comment x="24.66666666666663" y="155.3333333333333" w="90" collapsed="false">My code here!</comment><script x="141" y="84.66666666666669"><block s="gotoXY"><l>0</l><l>-100</l></block><block s="setHeading"><l>90</l></block></script><comment x="172" y="164.33333333333331" w="90" collapsed="false">This is for the art segment!</comment><script x="251" y="10"><block s="setColor"><color>30,30,30,1</color></block><block s="floodFill"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>