<snapdata remixID="11761345"><project name="U2L3-Dots" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U2L3-Dots"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="make a point" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><l>5</l></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="13"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu19Tc9dx5Fen/smAryxJEoLLQiYtP+ArawCL/wrZjWIHHnEUbKKN+OIERDDCw2laBOvAo00ls1gVvwTcQAnq9D+AzJlgEC4oCjJGwPKvPfm3PvykvfjnNNV1VXVVd31AoZt3ur6eKq6nu4+X0MS+vuP39u8sVX9wWfDXSET3an9u5ubt4ZN+vgw8M2Qbn34YPikOzAi4C4R+Ku0ubh5Iz0cg3/tKQCPHnyert9Lw6UGIJv3X9r1teGdr0B9bfNX6SK9fu1hWm+u/F0Nj9L9J9eHe0nFXw1MwgYdgYE+dHpk7QnCHY8lfUHAlrIRvtRAoNYcoBLp5s6rb6X15dGiOa0ubg23H8eiuUYBGbPJTsCUCRK7ZVhVQBc3gScMTytSkS94Jij9Ba59XpJKpNRxHD5L6cCeAkj50YLeqgQMJZQWgOaMYa5hB56cKMvr0sxXKySvidlhBVCJlLpzlq8+vIWWYsFHLzOCTMAcJFBrNSsDZX2tgWf9HGA80MhXLcI6xEGC/CV0LuWulHxa2DVSFyGYOdGbLJqAoRMaMkE0GlDNhEIw4PSvdTw5sbKgSyNfGjbmsIT2Cgu5gBIkVM5CTNw+BAFzIzrezIdVyTmhPU1QDE614qplF4NNyD5HQCNfnPMVm7uatqG+lu5soXZakAus+LNYlYD34WjvFPlhPNZYu/G0hqd0vmrrl8yXBsnP4Vd7HkDyGrs6CErHMj2fAuDRWh6BJuCaE5o7eCl9HhqPVOyh1yYCkiTv+Qg6CNhmvfbiFZqAt8BsJ/NmnX44rNLv4kUb56USixTe6VODPHgj6Fub5fxZO1aV3l1K6++70vHRowg4iAUHsOXGg4ukjnTUWx3ce7Ram5ikFwLS+r3XTK38owg4jla9l5kv/6PefOUrvKUjUHoUniOQUv30yM5H5nzltJXTVXthEgScy1D8Xg2B2gTs8QTDo8/VCmzGcA2CoBIklECo+jG5yeEG9RVjs1RWA5clH1EEHEeCpemO8RgEatVbLbsYbE5lPfpcEq/E2JoEQbUNJRCqfgjOUN1QXyE2uWRq+4Qi4H3QscrmSn/ogSCgXW/SO2+JeKR9huRpTkYi3hJ/5sbWbsZbv3K7yFPfsT6f6sfam8IO6gNUTiK3szk//VrVkL5Ov//yFa2vVZEIWBOgsBUIlCBAaf5SZCa5S5XyuQR7yXhL/LJMwNi4oLvPM+Jm/EwilFipvmIxwcrv/PrBy1+kTXpxN1bxk5FBwNhshbwLBEqaf8nYJXAkSVLK55JkS8Zb4hd4N6TYiEvjwe5koaQJ8QtLrFhfIT6UyGCx4PRfnYApO5IScGNsnwhwNH/uWuXwKZdNbp9z9motOGZJ9P2X3tj+Nrzz1V2q7xwNlkMH1X/IOCzpgHQyYA+xwy0DxQK70ID4qUbAFlfoEIByMpYaXs7Xnn7XIDssnq3OgTkcNOOVaI7Y/G7lrfiR892Ln7k4OH6HYgElaoxPagRssSFigDqV1WwuJX72OtZyfnpbtGnEK9EcKXPHih9Q363v1KFxcMjlsJDIbRAwMXOtLSiIMJgflmv+ud/NBxgO7hCQaI4UaK34QfE9xiwjAN0pY3BUI2DLOxIMYHvZIGAKanbGtFaPdpCt44lEc6REYsUPiu8xBoZAbqcM03IlpUbAe6da2XFYbeCt4IspYopsLKAoqNkfw9kcS6K14kdJDDFWHgF1ApYPSdeCFcKzuiCAZKMGhkHAkMyEjDYCQdzaiB/bW8JfIjcuCLhGg65bBnjrHgml5qKhpm18dmNE6wjE0XXdDC/hL5kb0wQcTRJelB4J2ILPsbiD11hIyiEQN2/JYQvRvIS/ZG5ME7CFBg1JngUZj4uVyK+FyvHng8RRYG0UJJt87dg82A8CnshSNGh86VJ3dNRxeA+fj9BeNNSIsQSfGHtyfY7x/cXWsJU85rQWq0V/UEfQ2wAQryldWjCa3gFrN2iLhSHt0xTGq4t0e5PS+oPPBvLr/DB+Q4kRKndqO+oIkw27sj3sElvc3dutqHPP5vCn1B5kUWWagPfwUBuvVuKt+7eEw9Qpw4H8owefp+v30nCpheWUnVICjZOUmtnjs01pgnzWQ1PPCFBqDzLGBQFbTXwpMViIK0PAaTOkWx8+GD6p6WspgZaOrxl72H6OAGRHEXgFAhIIUGovCFgiEwc6W2jsE4uII9RaIOAWFkrCpexKfRzTyqQrcM3jCsXojLC3qieuG8cOOI95mjtiboGAD4/5x2JYrS/TnfHfXnv67yJH0Ngjey4CxdoFlEaIBALuEaDs7twHLRwAZPe7dSEIeCERucaf+104x2LqpYiqFC8pvySA9OSrRPyh0w8CULLwE1F9T6GYBgEv5Aq6w41mCyt4KJ4wbdNStXNRusgoiT3GBgIUBKBkQdHd6xjoqUIQMAMB91pk2LglCdgK8UnGiMWbIl97AUPxOcaUIQAlizIrx6Oh11JPbULGQWQ4Y1nSlfMlCLjgCForia3YkSRJK8RnxQ9szUjmButLyNdBIEcWHF5RyR4yDiLDEQOnjmYJmHMlz6mLM3ledUngOUd8q1X6ZouT1ktFvBKZ14WD1znQq9/U427IOIiMNdybI2CvDdBaYXjzZyrvT2MQvaN7DieJRQZXTva+7fX98bP0TzdupifDJn370IaFR9C4Yg49NhCgkiRkHETGBgrPvWiOgGMlL1dilkllH/Xex/U6vTASysc5QvEQE1dG5575Hob09WaTXjy0s/23Pz5Ir9R+CxpX7KHHBgLUY2LIOIiMDRQqEbBGswsC5i8xj6cKuTrwGFNpZnNvPcstVkrtc43XuFbJ5WvomUaAmkPIOIiMlbyo7IA1m52mLStJPN39cV/vzJGZNRy2/uTqwGNMpTgvEfB43PzngyNokRewlPrPtcPx1KCnMPPuf2kdtDRehYBrNDuN3baVQsiRTamfNfJX6nNuUSIRk/WaW3jt6I5wv/u99Ndb3LgXcFy5LL3Gx0XgXPFg9Xj3HxtvD/LNEnAPydvHKEEmh/hJE3yNXHHGxKlLA4vTm7CsEu4pFsUEfOfVt9L68ui+gLS6uDXcflz1YyPQnJfGD7VjQa6XXb4KAVMalPXdhIUi1SLg3G7SEhZYXzjqTHoBhI2pVfnNnVf+bdqs/2va3zCG+Cj6FhPvBObdf0hd9rbLVyFgTAOnkDUksVwyHA2by5e9HuuYccdrTV8QsGxGzpryeId2+ufVT4f//MWvMZa9N3fv/kNy1cMi4xAHVQKGJMBqM/NAclOLA4sLBkgdeJLxUBue8OQ+ej7T9/5Lb2z/bXjnq7secWn5eDYIuHJFWiXgd763+dvxU30fHcKzukhvv//Z8A+VIZs03ysp1Fxw1LRtsQa5fOqtKXPh5lFPD7t80ztgq8QxLgx+Mz6msVs57//GRzfufvhg+LHFQre6kJHCymrdSMXbk97emnJPuZ2LteVdvmkC3jtnbTfhbQds5d3IWs3EyoLDWt1q4a9hp5emrIHllI3Al448FTtz14DpEMiO9LbDsvZuZI7sLJFbbQL2Vh8c+QgdbSAQJwz0PJZiFwSMxN7bDgf7bmQkHCriEHKbkhmv0d/epLTWeM619gIAmghv9QuNy4scdackGV9cY6ejW4pdEDAde1cjvRDEFKgY37cEMxb1arxh7s6oS+1LSBgfaxQOZBFTw69ebJbulCRxKiURSd+s6y7F7oiAY3VsPd10/zw3YCy5YeXpqD4faR3fGphw4NqKjtJGLYmDlcWBxdOBHO6l2O0I2HrzyIEQv8MR8LjIwtZnTbKxim9NTE6rs3ajrWHfMgHv81MDl63tUhKDdz85SSp2OwK2NDnlIArN3hGAkhuWsL3jAvHfAia1Gy2HfWqj5bANybNHGQ+LEylcmyRgaKOWAjX02kAg6uA8DzUxqd1oS+xjCHSJpKkEbmNGyXhRkhcZj/S0NnUEbWGVr5e6aUs1G+xS7Fb9qp2vnuzXbrQl9iFjMSTdU95zsfaMW1M3YfV8lG518WHVr1xTiN/5EajdaEvsgwjYyOcOsbtsrDx/ZVxptOKHVHxTept6DKlnArYau1W/NCeZB1uazY9iizJmDneKLgh5Q0hashYgPh7ax8pL+t6r7qYIuOfdllWis+pXrxP+NG7rTXjyU4Rp8x+G//TVb2rkcEfel6sfpov1706/plQbS+wCACtfA+/WbTZFwPtk9Xi90eriw6pfrU9saHzWm/Ckf9vgVsOjdP/J9eFeuoTGWiqXI9j9znpvR/tzh9hcYuVL8as9nnLyIe1zkwQsDZpl/VYXH1b9spxLDd+sN+FZAt6R8MWt4fbjTzRw2tqYwyrdf/xpev3aw7TeXL15rcLiYOffX6ULjB9YeS2cue1YjjMImDvboS8QcISA5eb0nFRe/iKt04tnsFoh4K1j68uPj/xT9u3QNnanh5V3VN47Vy0vMoOAvVVT+BsICCCAbcJY+RKXpxto+jrd//IVC0fQ6fVX37REwCVYtzg2CDiT1TiebLHsI6YWEaixY568Eev3uuS7tMOsgUmLtSUVk+X8VN0Bxw06UiUXegMBGQRq7iY0d90U9Kz7R4lJYkwtnGrZXcKwKgHHIyoS5R06AwE5BGoSsFxUoVkDAcs7UY34p2y4IuA4qq5VJjp2JfMrqVsHHRtWoonayINHL2Lxdp61qgQMPYKGynksyvBZ9nOYudoJYqZVoMXjvKlIvPhJy4KvUR4JWLp+qhLwvnxyTdDCUXXOR19TwZa3kvl957ubf7dep/92GPFqlf79Z39MH9+8kR6O/3717GZKjx58nq7fSwPbix2iZurVWezU62E/Z9lTTrR8NUHAcwnbN7Cxgb4wbNLRc3abId368MEg/hB+bgdlr8z9eSRJwH93Y/O/xiL/14eobFL632lIv5KqqaiZ+jXocbdVHzUdD6R3lRxRaNWPGgFjdgNTDewpqGK7lbmkSZIDR6F40zFVB5KE9bPvbO6OZPtvjnDapP++WaX/KUXAUTP1q1KrgdaPNDyQQECrfsQJmNJc5xrYeHT4zRbsDz4b7kqAPqXTQjPFLF60cMHagdSBRJyj3Re+eyP9Zdz1rrY+jwW//uPn6Vvj/7y8KXQEbaFmsPlpTV7rCLE13CKeKwS06kecgCnNiDJGqnAgxNGibe6Yauf0Zzc3H21j+i8PhrcPYxMi/QspcufOS+v6PBx3tp4Dz/FJ149JAq5JenPFItGoc4XJRVo1fD+NjSuWHGaWfreAuyU85nyRbnKWMeg5dst50fJNnIBLyLT3BlZKWiXYcxegJV+4Y+tJHydhaB3zWcxPz7FbzAeXT9j5IUbAp+TZO5lSElxKWqUETvE5NybqIIeQzd93hPGD8atEm6dfJWL45J7WjS4WEe05dov5KPWJuqBiJ+BS0igFAjPeCxlQ/bRIwJj8hKwNBK6ay8QnAQs/udczCfUcu42q5vWCmk92AvbQ9D0tEkrKpHac1IVDScwxlh+ByeayNVNKwMgPyPNHVk8jdcdUz+OwvIRAtwRMafIeFgmc5U7BqMR+beIv8Z06Vhtjqp+UcdMEPPw5/eHJNY7v8WKvm1FisDqm59it5oTiF3VBxb4D1mq+JXZ6I2BoQXGRSE/4ltQhNC+15ax9j7c2HmE/EJhDALugKiLgpYZNaeaYMSVNvoemiZki3HiU5AbjtwVZq7FiGwEESwmdELshEwi0igCJgLkbNkUfR+PDEH6rBbCNiwPLQ3wo+fSKLzd2pThM7laH1U+H21/8ulR3jA8EvCNgbRFJImDupkPR11OTly56Cv4Qn3pY4Firw/kbpoZH6f6T6xzXbCG5D5lAwBIC1Gu00jG4JeA9MD00eekisEYi0vFK6JeuQ+jKfZaAt0EX3rUsgVvoDAQ0EKDepSztG4mAuRs2tz5p0FrVL00ireImGRd25X4mf+hcELBkqtzrhi7yPAZaSsBS2JAIWGr3GQTgsbTD5xIEcjVPbRybv3/px+O3n37J+eaqkjhjrF0EsIs8u5HMe0aNkToOilERAUONhFwgEAgcIwA99aES8N6a1Mo98tkOAqU1hkVCqiYheiEyh/FIYxMEjK0eJfnczkjJjTAjhAD0xjfpFbhQeKHWEQLSJPNsMSj05jPJOSKNTTMELEFYEjpz8xK6M8rpid9tIwAl4NjJ2s5jC95JEpjGblKKJHe75XUa0rB6P603r+1iYfgIySEm7glYgrAkdEInKrYxQ/WGnC0EataYLSTCGysIYI9nT/3OjRcjyjuvvpXWlx8f+VNww+HkgiQNt9NwuR7e+eouZ77cE/ASYVF3sDVIcO/rep1eGDbpqJg2Q7r14YPhE2jiqXFD9YccHwKRKz4sQ1MdBKA7aKgcNgpuvZCFQm6xAY2hSQJeXaS315fpFyMIV8cGKT168Hm6fm9cwkCAkSDguUY7tRN66iPa99hVQbJLk4nvW9Nwi1HtIwAhrEMUuMgLuwOHZmIpHm6yd0/AU6QzEvDPRwL+6CjpiF0kJ5HldM2R/WqVvtn6/8FnA/jIQ2LhACnalndxnAskCJZSzQli25pMYGEtI9P+YAnYelRLJMsdq3sC3ifzkAQwRMT9QYnT4sr5kvsdU6ycuiB2c4sLiA7rMlOYnq28EYu7uXi5V9bWcV3yL7Dwlb3Jl78w36xUA5HNe9d2m7jh3Sdv7+2rEbDVXQ3ELwgxQGQ4kp4jxSU/ILEe+qgV095mLjYO/KA6sFhB9aoRMPONJND4LMpxNzmLMbbmU0s5W9wBMz9KdbYD1m7i0EKk+LXUlLXIA+r3oa/QMXPYSZERdncPzW2JXClWOdtaR9AtNbAcprnfA4scQvZ+bylnkFhKLo8cjj0jYC1igpQQ9VgZonsqzhGMX6WL9FvMdVeIra0MhhQt5WApPmnyg2CrhZXUTVj7yZj+z1f/lF6/9lDqeUMIllZk4gjaSibgfnjN2SmR7v7/ZfrRePD8k6PoCx5r2uuZwsgkAWNvrMKQ2x6MUxsjEOvN+Jj109/P7pqm2ICX77GkFqlQ/Tsdp4mNxV04Bce5hpX+1Ut/vdXH/bwhxcfaY0p2GbV979W+l5xNP+s7Zm3/wo3xf43/74oPmK5nT+2sTR5BTxHQzKNF37l5I/1phAj9yM5+guzIY1zxjOR7tOLZP3tbY5dXw6bXhuEVK8gxl/WceGm21nEM//QRWPxs5zN3VuOJ6OVvuRbDIAI+Iqbx/0gcx+bghr5cg2unuKSHy0Yu5qnfa+4sKf7WHOMNK88E3MpxY816Ddt1EQARMMOx82GUoCPourBcWYfuarjIcckelw0LuIYPdhDwSmJbBL0tHjxjbadi2/IkewTNdOw8hdriTViWYM7taqBEDY1pyh63DagvIecfAcgRLURGEgmKfQoBL9mh+IDBhOIvRn/I0hCA5B0iQ7N+NWryJqzx37mOnXO+NfEijhxR50CA/K5hA+JHyNhHwMOOq8RHzFjNZyrnKiMI2NacgdQPRMZWVDRvmiBgWui4UUHAOLx6lvbQ8Dl8hOxOFt+rq/TykV6auZc5B6k9iIyXeJf8NEvAFghv68PmcvweZErvj/8h32ndQqFEDHAEPDQPLR8tEPA+c5AFAzzLIUlFAFJ7EBmqfUvjzBGwhWuuEz4c5Qz7eUBswi0sPrA+h/xzBDzsuLR8tHAEHbVpCwFI7UFkbEVF86Y6AZ+9YejG5h/nnsmlhYgflXv/rxQBW1h84NGKEXMIeNhxaflY8yYsSxWqhbelmEvmR+t4HRGw5s4L8I7dZ3mTIry5wsgQMOrbwpiJ0NIjT5q1hME4ZG0iUPtuVGlUetnRTeHYOomW1M6OgGvsvHK7zIOgxAhvDriZV2HeHnfma8kXk7RAwDVqqWQCxNjzRzE0Man5PKZqnEo3nGnGlLPV86Ijh83+9x0B12j8EALefhzhg8+Hv4EGwy2nvYtrgbxq1BJ33nvRZ6FB1ngjUY389nJT0SG2PcaMra1qBAw4glbf+WLBk5LXJn7OOIKAOdGU1WWhQXZDwMzfkZWtDB7tFuqLJxI5LdWOoPchYT/z5pmc5NJoR3MLu3g7aPJ7cng9zkKD7OUIep/Jnq6HWjhh4Z9BvBqr3YSFDaOlxt7DIqKHGLE1XFN+phl+Z/wG8Z8sfIO49Zuwaua+tu2eFh1YrKs/hgR1uIWjzZYWEdC8hZwNBBZfiLH9CPn4p/X+WxuIhBcaCHgkX02fg4A1qvCpDQ+LiNi5KhaEoikLx82K4Yapygh4PH7O+SxBzG4IuIXdo2UCbgHfyj3HtPlcczHtfDjnDgGPC745n9P9x5+Ol2oeSlyqcUPA+wr0vEOzTHKWFwfuuo9hhyVW8YbDDdcqIdAUAW8xXF9+fATl6uLWcPvxJ6XwuiPg0oAtjLe4iAgCtlAZ4YM1BGLBQsuItxOXM3+3Ya+GR+n+k+vp9VffNEHAFomDVh59j5rKo+Xded/ZiuhrIGCFQLwvALz4v3iTouAz3KAdcDTnGi2A3yYkj7HI4sc9NPpDoPYRqpUFgL/M0TyG5FtiMQEi4DiepCWVcxQHMUYe8RmRmHR4L2KENgKQhizpU237krFZ1F1rwRMEzFgNHCR56g5k13o6Zs6PIGB4smtNSLiHISmJQO38BwFLZndet/aCG0TAFBKoA18dqzl8SogZQ5o5P3K/Q4m8Dsq6VqMB6uJt1ZpGQ56yUXsBYDEfGrnQjhtEwHunSohEOzBNe3Mk+fmD9OnNG+nh6MtrT/0Bf2Bij/V6nV4YNunoFvi57yNDyTqXRyxRa2KtZSsIWAvpfu1ASLZF0sFmHIITVqcVeRQB55zONfbceK+/zxHfNh4oee5jL/lKFJSAczhz6cnZqf37UnOzMOmj+dauEFn7sciD4dsyTiwE3PuOaS7+GzfTm1gCniO/1Sp9sy3XDz4b7s6VLVceWidgDLnWIEGMf7AWFlIWEWiZWDjxbhknFgJuvWFDi+n0BIBCiBxYlp5EUPyGYmRBzvqEtu6fhRy24IOlhVaNhSY0h5ZwgvoMlXNNwKVEAwWpVA7jpyXyw/hdipHmeOsEZ90/zVz1YKsm+Xkit5o4SdUhCwFrk4a2PSnwl/RKkp+k7hpYYW1abzrW/cPibVW+xYaOxToWe1jEeOVZCHjvklZj5zim5YXRh7YeFi6YTFhvwNb9w2BtSTYWOM+zEQRctzJZCVgrlCBgGtIU3LgWVVx6aJH3NcorcWv5HaRzQMCC7znua9bRonVJwLGToyUbQ8BcGHPpoUXsb1QJCXnd2Wn7HQR8Pi9K6s7fLLPjsUsC1j7ytpOuMk8wZIgh6yWvuPSURW5/NAcJTRJLWv1qePeLv7GMgDYhcmBtGc/wzQ8CrgnYD8y2PIUcB3MRJ5ceWwjye8NBQtMEPPr69Lumw710ye95uUaO2ClexK6PglqM4UQgCJgTTQVdEPLkcAOzW16yx6WHIybLOjhIaPKj4vugVxe3htuPP7GIQexILWYlfNJAYJaAtRq9RpAt2KhFZFx1wKWnhVxOxcBJQpv3XvrH8SWoPzmyY4SAF1//+f5Lb2x9Ht75avZtb7XyH7vlWsi3bfeMgGs1+rZhLo/OylFuEGl5Lpc0cDR6TjLnitaiT5DYvPoNiS1k6iNwRsBWGn19aGx5UDsvsTCzVQ8QbzjIHGIHIsNxxA6xwy3j1W9uHEKfDAJBwDK4smutRYCUzyKyBx8KFxGwRLRzjnolMq9+x5ThQ0ByfsURNF+eVDRpHQGfEv74DeI/j192+vZhkHPfJVYBgmBEYiJJ6ISG5ul41JWvB9eiPfkNrZuQgyGgkfu4CQuWi+6kpo68hyF9vdmkF5+C8ejB5+n6vTSYfLTlaKEAfNsPhkw1Jmeu6DztzizglcVzoU4wtZGz4+H33uKdyonG/IrHkDzMhgo+lnyXWMNdTIPITSQKOeR0qmBw59W30vry4yNbRu52Po3fAl65nHjwMRdD6e+UuVBq0+p4jXoIAraa/cp+1brmnAub0iByEyn3e63VsQQWOZ1Sv8+9pStdXP7WymNHm/deGR/fWqs9voVZRG7zgpWn5JIyFyh2PIyh9BpsXGAC1rr2iA1gL2/dP2pctcdZw5XSIHITSUKnZN5OG7FGYy6NZ+IlIetR52qnt/KbumZfYCLkV64ez04PgJdQSnO0I3lHpyos8QKePZecX1kCtroT2oNv3T+OIgkdzxEoaRBzEwnbEA/zITk5azZiqZrb4XWZfmTpRSHTu/PN+A7tr0TeoY2tYax8Se5K5kKJXe2xVuLMEnDt509zibHuX87/+B2HgOTE0SRTXNRX0pqNmOIfdIy1OEr8odQM1h5WHpqHJTlKXBx2tXTUwHQqtiBgrYyHHVYEWm8QU2BZaRqliZRcRFF8o/hDGbP3DTsWK0/BoLcxVl7XmiVg60e81v3rrbAjXjkEWmvE1hZRGH9KF0NXR/GrH6aL9e+gN6Fh/JOrQt+alz9YMjxK959c1/xqWJaA93BbuxnntAys++e7bOW8j7zhsY1GjMeMewSVgFtbRHHjKq1v+nr/gVXBx/im5i2YgKWBCf19IdDSyQU3IXLr66uydKKlEimVuHWi0reiXes1CHipVoKA9WsuLI4ItHDzHLUJzxUAtz6pQtNumlJxcOjFYhEEfIV6rVqv8TjcUs7VCTiOHDmmPZ+OWvmgEjC24eWQwuo7lOduptz6crFjf8c0TSyuWF+8ymMw9BojxO/atX40jwHPAkNiml1YLzxbrUbALR05liTDytja+cjZP3vZBPFlBFzP/k42zrT6+fgqyI+OclpwDal2U8rVJsS/IJgcik93gMJNH+ZFPSlILdXzjteyiSNo6o6HF4rQtkeAOx/UnfTpuLliTa+/+ibmvcc5IsA2gBn5t8dXF/4irTev7XAtfHPSmc/jxy/SsPrpcPuLX1uoXAhmEBkLsYQPdRHIzc+63slYr3oTFg0CVCwAACAASURBVHfDl4GorlYqiVG85spHbieL9W2uge/0ID48kCOC3O+nfi/Jcx+3bv7+pR+Pb4r6Zdp/eaqQ2LE5mJOHNE0srly+hR6fCHDPHW8o7I6gNRo/d6P2BvSSvzWw4bLJReR7fGYJ+P7jT9Pr1x5Cd5s5IoCQyWHOsPIl9ZnzvUQ3x9ilpgnBqfemy5GD0NEGAsPPbmz+7xjK1RFaSuLfeNUge2+p4SYxTPyl+eD2PdfAoc07p+cZ4SOvxUHtY3KA2W2X6JUaO4XJ5L8Rr+NL+V1br0Yt1Y4x7C8jsCXgzdFKf0i3PnwwfNIKcKUEo4EDN4lp+Ly3wbWTPiMhJDHOxazR5LhtQBcPmnmesoX10/rOXgtPLG5Uv7jrkupHjJtHoFkCliIGiWLy5Otc/B4WOty5k26k1hsollCx8pz5soSlNA7SdcmZlxZ1YWpN/QhaC3CPu8oeSUyrHiTszF6vHv75m6096Dt+JXzT0IklkhrEUMNmDnssbjl9Z6dHnX3TF4uPlDyl1tRuwpIKek6vRwLWxijslSEw/Vq74c/je36+vdNs5O7lsijnR1MazlYbZodQ6rs02VH8o+IGtWUxZqjvnuUouKu9iEMb2BaOdbUxC3s4BM4b6fjc7jq9eKSl4MUcOG/qSWsSKjZKSlPE2qDKS+EmTfDUeGuPk8J7Hxel1pol4D0ocaxbu+zbt7+f2GnzL17APKvcPjL1I+yZjKQJp352YR5o1QDFTvMEDEtRSAUC5QhQJmC5VbqGnhp0T7HSK6LNkZSdaQkSmFoLAi5BOsYGAhMIYCZgDQC9LRRqYBQ220FAm4AxyAUBY9AK2UCgAQQsN6QG4D0LwfqCrEXMD2PiXHBy5nKrKwi49eqL+AKBEwSCgHVKgrPx63jctpUS8uTM5aEuswQcN0+1PRkiunoIcDaTelHYtxwLHf0clZDskreluTz061CXOQKOx4f0izYs9omAVLPqE83zqEubtnccNetLelFJzeWkXwffETdHwPECDe/TLvwPBAKBLQLSpGAV5RpxUwkSiiE1phm/nn1HPAgYmoGQCwQCAZcIaO7EpgCqbV87adJkeBrPjhy/f+3JszfQ7QUEXoKDzWXuO+LmCDiOoLWnS9gLBNpEgLpraRMNvajUCXjy3dfjW+nuf/nKcC9d6kU+cRki8wlOcwS8DyFuwqpZNmG7FwSwK3pPuGgTgSdsJH3VXvh4yPPcPDNLwJIF0qPuWND0mPX5mLWbZA30PTTmGrho2Sxd3EHHe67lIGCtaqxgZ0u6Y4JX68t0ZzT/2lMXHj34PF2/l4aqRzMV4AiTBwj0QE6eG3PPxTp95/Bwe2xZ66VPfEIJ2xK2QcCWssHky8R19CPNmyHd+vDB8AmTuVBjCAFoE+qBgPdpgWJiKI2zrrQUy1yQ05/5fCrd2Cc+g4APqqCVY9p3vrf523HX+9FsgQcBe+i1KB+xuz2sPMqZEGZHoKd8LRLwFlmBu5vZEwZUGAQ8AtXandfjs9S/GTbpjZkaED+CPl2l97BqB843MTHqjtZybiz7JpbIGcXU/Gr7yWHvbLFxqjQImANmuA7pnWlrL/+Y2gGPK61Px6fl/scHnw134cjjJKev3Yw61pur68+NHR/h0JGVbqlB97Tbg1aF5/xSF1K7cd9crNK/3NxptYeY3gFr7Uy1CVh6QaGF22nzyB4dNXZ8BG2eGnItkZZnspHI9eSO0MFilrMmqSQukQ9OnaYJWIsYtQhLy86+QKSJXpKAW51wnJN3SlcLuAUBH2fWKx6W/LY6L4KAD2pdmrC0FhTSTX5OP8cRNOequRYOYbcMgaiBIOCyCno+WrKWNu9d293oOrz7ZHy3M+2PhYCliEt7x0iDED6qdQLeI1FyE5alVTM8syEpgYDVXYtErEs6JUlEMhYNv3M1ItFPxrheSN9/+S8jdqun+K3TH7781vjay2+weBYRsBZBShH8FixJ3YfJ2NrZXKYt3u+P/4mXYsxUqsSEwU6KkPeFQK4JH0aDkbWGglffJfyGkrtEP9m89/Jvxto4fcrk7vDulz/G1kwRAXve0WktHqbsrC7S7c14b7DkHcnYQrAiD51YVvwNP+ohgKkVjGy9iMIyFAEosUrkPQgYmqUFOa3Fg5YdBkhMqZBYNZsK0JAzXrGGNuEt1BhZQ6kJV5hOyjhrvLsjaIkq1CJGLTsSGIXOthGQ2B1oIoYhVYysZgxStjgJR8rHEr0Warf5m7BKEpQbW/MIuqWPIbQ+0XN15Pl376SEacIYWdc5zXx/1nNsU7577z9F14BbSKbmTVhbvFq57ttLQ2uhxudi8E7A+7gwTRgj6y33u9guL3403l7ykyPfG3p1o7ec5PztnoBzAFn4XWuRgIm1leaNibk12VhEtZHRnt6d3EbGnkcRBGw4o1rH5BQIJAi45d0JBWOtMYG7FtIydnr6fB8nghbqPgiYM6PMuiA3cNXaHXPunjh1Macg1AUC5hGYJuDNr8aPr/x26QP25gMTctBSv2EjYE4i4NQllEMVtVNfNRqfIX77/c+Gf6ixO55aMXKsIiV20yoJCiOBQAUEzt4019mNV6WQW+o3xQTMSQScurZJ8k7kSwQM2R2XFup+vPSK0dKE4MIs9AQC3Ajk5iHHYpjbZ4v6LPWbYgLmJAKqrlOi5SZyahGVLgCW8KBiRYlFumBzjYXic4wJBFpDQHoetobXXDyW+o1rAp4j2hs305vDJn18mIDNkG59+GD4RKPIuBYAS3q4bEDw0Jr4sYKHZKMPmaiF8zxrzcM+Kmx8O9r2sa3xb3udvFa9FRMwJxFgdc3tAnegZgi4dHe6VKTcu9MlXyXj0DqCtjThlyZirUlqCR9pXyztTqRjxeoPbLCI5eVrY1pMwPsQOYkAqmuO6D5/kD69eSM9HH07++oQluTzKTyX4CbgnA9QvHJ6cr+3TEBLE7H2JM3lpaXfY5eXz2bL8zAfPa9E7XpjI2BeWGDacmQ6RUwa5JjzCxZdXkrLTt4T/xJLE3Hxt4NjLP8o1I8A0hCDgOrnqRUPIPUmGatrAqbsvjUImOIXJcmasVD88zSGQMBvj6/8+0Vab65OWVbDo3T/yfXxo9yXnuK25mucRFjLSNv+1D7daoKAMSXS0q6xBgG3uPuYfJXfAaFOTtK0+nlaX350VHvAd+62iCFmDkJkJ585v/PqWyPmRzdXJiDmEJteZKJ++DNVC9PuCFhrd8pfIucaNRcTtVeKknjmjqG4CLhlDCXzs9edy5OGDzVtRP3URB9vG0LqRwSsdTMPPpQYsYSARt5abn652GZ+Rx9B5+xElS8j0DsBtVQ/EHLyOh8wdbojYM2dlFdQNfzWIFJqHC1N/lMMchOG6yasljGk1hVlXMvNewmPFuonN9co9WBtDCZPOwKucS3RGmg1/fGwAOpi4rx3bXdNd3j3ybi7ff63i/0HL3+RNunF3b8Sb7hqAcNeya9mf9jbbqJ+OriOHwRsYbYgfPC0AMI2YKw8AjY2UdSdt0P6Ov3+y1dK7nb2gAn2lIAtGaEoi4DH+nm2iOiBgBEfxxA7grZ8nJqtcGUBKQKuOVE9rdYJjyDdGm4/VnmtqXIpzprDrOqt+NyLHzXnORZjT30BG9vZohXwjgD2m7A8HKeWAss9nhszC0XuqWEHAecr2nI+9wS0j6KXb+BamOf5ypmW8LRooMYIGcf+GJLUbg4SjHcZrlMDC83Sgg/QekAdQROv/0J9sSpnsdlPPr+9BbCTHHmaY1brurZfQcCCGeAiVKyLFiamVsPmXEnHhxjylcaJd97assRkne+HdPCCDgvzvDSHvY9nJ2Du41SPCaqNgRb5QXIj1bAtxQjBIWT4EWiZgCHzJuYAf01pa2Qn4H0AtXZ/2gBO2bNyDA+ZxBbwovgQq38Kam2NafEImkKqLc/ztir2PBoxAm4duKX4rBCwVA4sTPggYKns2td7Wn8t3YQVdW2//jg9DALmRPOprtpH0AIh7VRSVuc9+CIVY+g9RsBS/UnlJghYClmbeoOABfPS2jF8zeYwt+u2sBsXLKFQfYBAzfrTSkQPiwwtLD3YMUPArZGVh+RjfazRAKMhYbPUrnyN+quFZiwsayGva7c6Abd6XKubRh1rNchQuul6bnSefadUbI36o/gZYwIBKALVCbj1G5agifAkd9j4pUlAioA9N3PPvnPUuXTNcfgYOgIBCAJBwBCUGpahNjMtEpCyI0XsGqXi2XcNfMJGfwhQ+1htpEgEzHm9No6g65RAKbFpkUCpn3PoavkvkV0rvnttehI5CZ11EJDqD1rRoAhYkiw5SV0LPM92Spt46XgodlJ2PE/c2r7Xtg+tnZBrHwGp/qCFHIqA43qtVlrk7ZQWrlYTLvUzh6TnXVwt36VzkstZ/B4I7BHwXotBwJ3WMheBSpMAl5+HaZb2ufWS8t70Ws9PT/FJ9Adu/Jb6DYqAJY6g4+iZO904fV7IiMNPD5MVl7060oFjHdy5rXLMKW6fqPosxgKZJygC3oPDQZoSZE5NXozrA4FWd261mk8tu31Uq1yUEGKQs96PZki/IREwB4RxPZkDxdCBQQAyITD6astGI62dAZ/2W5sHVrMAwTkI2Gr2wq9ZBKg7r9YICzLBo4wCgVMEom50agLSb6oRcBxB6xRBS1YgBQ2Jl0rgEN2aMi030lZypFkPUFtc8whqr1c5CM7VCHifFI7ryb0muLe4WyYcSi4hE5yit+aYFmPixpNrccKlBxqf5itsoT5JykH6VXUClgQgdLeFAKSg24oYFo12I4V5RZOKHM/j5nVxcuZ3SusxytUu0tXwKN1/cn24ly5pFWN3FKSWg4Dt5q8rzyAk4rUBdZXIwmAhTavQhNvhXrGZ9PswC6uLW8Ptx5+4TcyM45B+FQRMyHocmxNAKyjS06EQsubzMDRpIbDL6zoNaVi9n9ab11rfIWFxDQLGImZDnu1FHDbCqefF9sax795MX2w26cWnXjx68Hm6fi8NzR2faKHstalo4cNtx9riZZZ003B7nFbr4Z2v7nJj4FUfZEdlMbZej6AhuYgdMASlUWaCfHcjN0O69eGDobnjEyAsxWJBwMUQghRYa94TTfk4jkaPJUHJygjVWkSV2u3tJixIrtkJ2NvxLNTfqReHYAi4tHghyfQoY40YPGII8dnaQqfX64KQXFmTaWmObt679tEW3+HdJ29bwJmNgL0914v1d+bNXX/+/EG6tnQEnSveIOaraTCFQ2BT1iKOdhx3Xn0rrS8/Ptlm/ipdXP62xjHvIgE3fGdsWUbrjLa2eKOgMPbhF9L3X/7LOPbq7uvtndh/+PJb493X31D0cY1hI2Bvr5bE+ntK2MOQvv7jg/RK7vrvXPGm+48/Ta9fexg3m5yX8tmiZcQ6/f7LV1p8VIFrIh/qmVn0fWestz89q7fKj4JM+hjXfSXKoVhnEwT83su/GYF44wSMu8O7X/64GKACBUHAB+BBrudCj6z3amcJeLcGO9mRxHWvq93w5G5t+HP6w5NrQcL52b7UMHe74sv0o/EQ7idHmp7Wnvapg7a9PHohcYpA7hTPA2Kb1gkYe6RbO2la/s4Vb3r91TeDgKerYPZ4MhYooGmT27HM/D5eE1v/orcTmVgAgErqamG8XbyNfzUuWcC9nOkpmSNo7tig+th2wPuwsTvEUmBLx5/6K+X/aUJaWFWWYj83/gqbl78Yr9LsH/e6Eg0CBkGeq63p49/Vz8cF4e4GlWd/DeOdwwgEdAi5Q+D0JizuOsDqYydgdxl56rDWjvgUH+hKySuuVL93hfyDkYT3z1zHjTloKHO1lb1Jq2UCnrrM0XC86OLpZEDutAgLA1ZfEPBThLE3ZWETE/I0BHIkQtMao84WgrtTh35uCsQ2yqiY+ghI9ALuOsDqCwIOAq4/s8IDMwhINDkzwR04gj0qtBhDLz5J5opbN1ZfNwScu7Zb6wi6l0kkHWcvxCGNY2/6o27sZxy7q6RExF0HUH3NEzCWWHNETUlujJFDALvilPMkNHMhAG1eXPZCj20ENAhYE4HD+m6egD1f241GlJ8WrU3OfMTtSsRiqt3clkTWSl1MxREEXFIZQmNbKTgheI7UBgFroKxjgzuXsYDVyZuWFe/5nKrv5gkYewRNLSbO4uBuRNSYPIyLxYqHLMF85Kr7VmqCs6fAMhBSkgh0ScB7QKWu7UpMdq5GJFlM1nRHs7KWEbw/XHPJ+/zhwgGfgRghiUCXR9CSgG51S0z21idgkCWtKnvBrTROiTlJyxhtlHf/aVH3M6qrm7Ck0yo5WUobkXTsWP2tLyyweEDlAzcoUldy3vGS7Ck4JENaGoHmrwFLA+h9skvjc6g/Gkse7alFV+CWx21KwusCNnoKLd8eR7kmYKnrupREep3slFipY4JI5pFbarqBG7XifI+LnuI7fxDvXRKw1p3NEABDBo5Ajyv7yR3txGfdFr/hW/k9zUEE8BoPyUAAg4BLAvb8cg1McuZkvTdE7/5Dcjiz2PjO+MGDP019cxeyy9XGrccFEyS3IRMIcCEQBMyFpIKeaIgKIDOZmCTUlO6O6ncfNX/29/QTeBZzC1kUMMEVagKBLhFwScC9HkFHQ/QzR7EEvI9Me5e7hGjUm916s1Qn2ii1FPtg6UYmbCI9+46NdSsfDZGCWp0x2CPoOl4uW6XuyltqkNbyQs2JtTgo/rQY+/CzG5vNUzAePfg8Xb+XhksKODFGHoEWC1AetboWoDdhlXopSXpQ3bXqE+pfKca58Rp+9LwIbzH2QwJOmyHd+vDB8Emu0OL3ughoTPS6EYZ1KAK1SG/KP+0GaSV2TT+0MYbWoYac1dhL+nEQsEblhI1AQAgBS01J2xdte3Mp1PRDk+yFSpas1lrsHP7EETS5HGJgIFAfAc3mn4uWoyHlbBz+biX2Gn6U7LowGFuUtRI7R95d34RlsTjCp0BAEwFt0oPEptUga8V+Gl8tPyC5CBk5BEoI+FkNLbk3d5dxb3cfy6UwNAcCPAhokR6Pt7xatGLPEa2WH7zohTYqArl6mNJ7OmbyOeC552y3Cm/eSA/H/3rtqfK4c5qaPeVxlpqDJV+U0xDmHCNQsuNxHHa4nkEA089Oa2iSgOde9bj1Y9ikjw/9kbhzOnbYfDVPWaXxWT/WZMkXqRhDb7sIQAgY04zbRSoim0PANAH3+oYryXKFNA1J+0eLtTuvvpXWl0cLuPT0VYxaPoSd9hGQIsHFL1ZV/mBG+1ltI0LTR9C9f2RBosSCgCVQDZ0WEdA6YZl8uUosLsVLQmphJen4nM8mb8JqkYBrF41WU4IUsSVfIP6GjC8EuBablDnLZdsX4jreeuwbUJ9NfYyhpSNoaAJ0Snh8j/TEN2i1bJ/aseQLFYMWYmgt9lISLJmzJWOpeehlXGletzhpz1eoz6YIeF9QLdyEBU1AK5NIu8Br4dZzo7Uee6l/HHO2l3mgOf9K8lJaE9Q4oT6bJGBq0JbGQRNgyWeKL7UKnOLrfkxJk+wlr1P4eomdml8v8ZXUvsexJT2mVk6hPgcBC1UkNAFC5tXU1ipwSoCLd7ECj+g9xUvBaGlM67H3Mme564Kij7JIIo2pfHNczucgYEr1IMbkEoBQZVJ0simn1a/SxeVvh3e+umvJ6RkCeTul9S/SenP1cpnV8Cjdf3J9uJcmP8vZc5PuJfbW52zNOaldQ9r2sNgGAWMRA8j3NIHPCnxksy2NQcgMACWryPRiIW0XCW8cGQI8m9xTjk+T0HLsLcfGOpmIymqdoljNqysCtgrivhatr7aIcwY0bJeby/Sj8V1pP8GSGcgAg9BkftLq5+PLQT6y6jND2KECgADX3LXeowBQgEUosXIRMMU2ODBFQRcEzDU5pHHlKi5pP6X0e4n/cPJ6qS2pnIXeKwRKa7enOiqJtWTsLk+NvXHMBwFXvpAObVKlkxhqR0OOssL0PDkm324EvDFLIx9hQxaB0rkLGU+ZU7JR07RDYs1ppmLBYTvnm+bvQcCMaHsmoD0MHDFQJxdjKopUcWBQ5EAjgz3VQWnOl4ihVLe1cqhJgjVtc+ThdE74IGBnxw6eGs9pUXkvcJZJ4uTEhSNWCR2eCYc6dxcfcWusnmrmt6btkrky63eJUu2x1Mmh7adne5oEbDWfmhh4rpU533vGb/JSRmME/Oy0rOIlGqu9Az0nWmwAERMdAY0VpoYNOgI8N3p4axAleMUpyjJ61uudM/cWdFmce7OL0gBMDwGLhTG7YhNc3XrYIV09VrX6YbpY/w7zQhHLzVar/jgx0PJZowu0FIsGXlgbnHWHtZ2TN3kEbRmwHKCY33uJE4qJZQIuzZXF2Epjgub1bCdcsIir5TM11hhXHwGLcy83J6rehOUBMI6y6iVOKFaWm2tprkrHQzHEyFn0Kee/R59zMcXvsghYqxnIiUcQsGxN7LRbKwyFkEEmIAUKUsQoVJori4uL0pgY4QWr8ugzOLgQFEHAytzD+FGXgJ09XkStGkxCqDZi3HMESoidK1clPkBzCbXBFRPULw45jz5zxB06yhGAzotyS9MaMIvHqgS8d782YFKJONXbS5xaeJ7hy7Sgo96ApRU3lZw81p+EzxI6tXIfduwj4I6A7UPqz8MWm0wuJkzhT2WUSmza1VEap7a/Vux5ya8VvCz4kZvzFnws2QiY2AFbBNGrTy02GWhM08SUvk73v3xl7vu+h3n2Qmxe/LQ2hyi4eSQATdyl8IHOec1YsbYg2LgiYEhAWJA8y/fy1h1o49xN2u9fezLe9vbto7wCvu+7lYfaqV0znpqTpTmLya8njGvUozQ+mFzViJ/LpgsClk42F5haepbwaLFwMTFhZEuOjrRyvWTHErl5wBLTR0rqqIfakMZHWr+FHG198EHAjb5LlVoES8W5azI/ePmLtEkv7vSvhkfp/pPrkCNYqj/S41CNk+FGLMvExoG1RnyWGygkfsv+Ly7KGOofUmPS+GDmPMRfqzJdEDBkwnEm6NQet/254k/3H3+aXr/2MK03r+3iGcbrn7+HXf/kjF9KFwZHjKyUv9b0ajY16QYtja0mVpyxaOGuhU/r89gHARNXdVpFsp9Ak/a2P+4JkWk3OhdXev3VN9P68uOjCQ28/snZBEKXTQS0mvM2eu25J4W4NwLQzPEuzwWvG5XKmSe9Lgj4GcEhk40pRo5CmrR3Wg2MhHi2046jek9zT91XzHzgco5jXnH50oOeVhY+0rmyUpeuCBibFEjD4SxYCgFzFgJnLFisQ94+Ar3UB+ecwmS1lt0pHy35gsFQWtbaHGibgAFH1xCShhYF5ghashBi8kEz1qdcq/UhOaeWKqWW3T6rtyxqzn7PcQTfNAFDjq65EzKVlF6e1y2bGjE6EChDQGIuQzyqZRfimxcZrUUhV664Fl1dELDF1StXIVicYFqTyWLs4VM9BGrNqVp2ayDNPbe5iAyKBdWe1P023RMwZJd8mFyuAqQWArTQasi1GFMNHGvZ5Krtav4DLjlJ+NZD3UvFWGvxAq116SdOgoCBM1KsAJF3dgPdrSJWazJVCbYho1K1XQsiaHPl9G9n83L1w3Sx/t3wzld3OXVb0CU1t6X0cmEGfucC8RHTIGBgpqwXCjAMUbHASBReMeWRNzq01hcvXIsRqRoxj1/m0c5SfNEEXGqQXur5kZK+SRVgPio/EtYnkx8kdT2N2l7Ge6mvWMWOey5y6ztFXLJ3l8wm6bjBBCztiGWQtr5Zid9qoR7mz4OPJfXW2lgrtW0NVwguZgmY4aU8k09vGLpkptlnpGzBCZghoVITTHMSSCUihw2kGeR0xO+BwBICtWrbalYgfcXCvOR+zNFCTIt1WulmO4k6DQKWQFVAJ6QZCJgNlYFAtwhg5lyNxcsSUZaQKCbuGsVh3T8MJnACNrDqmCvykmLDgFVT1nLR1Wg+NXNBtU3FiTqO6meMu0JAqq8c5rMkt5CeQNEP0VuzRqz7h8EGTMB7pZSEYhyakoVOhBq+lcYGHQ/FAKqPQ86iTxxxceug4nQ2rrHPS3LjLKWPq6+c5XP8Ttro82rnN+ExFikiotarFP6neq37h8EBTcAY5VyyUoXG5Z+mHq5mwOFz5AWGIhWn6XHjN57vt/ONZxiCbUhN5vMwNOSX0kqJKNdLcr/Xzop1/yD4BAFDUBKW8VpIVGIRhnNSfU2MqTjNNmxko66Bd9g8R4CbgPcWsLU9Sdz/b7idXrhct/gSEcu16IOADVx/lkhi6QpWwieMTg/+W/CR6sNu3PevPRmvRn77KC9BwJgyNSPLfQRNDWxxIUA4Cqf6EeNSckHA1JWe9QRTd0bW4sKuwDX9t4QxBadd0/7By1+kTXpxh1s0SM3yEbHFdRMW1TmpnTjVn57HuSLg1hJliRxaw/bZos3w8+sYzCnkjdEfsjYQ0MjzxE78OPhOT1hUsD95kUkQMNO8oySPejTJ5HIXagLjLtJcJUjKnJ9ztEad7vzfXIx3YW/upPXmNegJC2fcVRJ3YlQD+1kbFgDw7ANH8loraIv5DIwtZsWnTxxz/jTy2qdhkPkhEbeFCtDAftaGBQA8+6CRPM/4hO+BQGsISMx5CZ3cuHvwkRKzRlxBwJTMAMZoJA/ghroIZMWs7lQYDAQUEJCY8x52lxJxK6Qra0ID+ziCzqaBJqCRPJpnMqN6i5cDxViscKBoR4fkHLBcK5JxW8iuBvanNuImLKbMaySPydUiNa2ugotAmRncesOSwMyTzl7m/GlOeo1bojaDgCVQrahTenIEAcOTG1jBsepVUnq+9oqrl7hRBBzFYjetWrstLTt2kYZ7FgQMx6o3yZhHvWV8Ol4QAZcUS5C2TqFpN/vIaz6vJfMmrz0kPCOgPV89Y9Wy7zACJrxNKJqPbtlwT+ggWL78BZZ8WLaiiXu+QnGJWoQipSMnR8AE0tYJmceKtULmWvBw6eFBObQEAm0ioD3PDjrrkQAABehJREFUtO21mTX+qGAETPgaUa0VHj9ExxqtF3LpwqDVvB1msRQj6RoL/f0gsFSLnHXa+rzmxEqz+kAEvHcIE6R1oqKCzF3IGEypPmPGcceHsS0t22pNSuMW+nURkKjTVue1BFaa2UYRMMUxawRDieFo98R0tG61cKz6VZq37XiJJlSrvmvZ5chD6FhGQKROCaeYHvIkgZVm3OIErBmMhi0ugrJeOC02eE7MS+qgBNsSuxrzI2yUI8BZp6felNReeWT8GiSx4vf2XKNrAq5ZTKW2vReORnFy2+AkL0r+OOxT7HLgWFrvGB80bWH80pLlqBMtX2vb8Y6VSwL2DvruOLTRI6HaExJin6PBU4iQMuZsB8N0CQSCk3adxpw4zgpHnULz7F2OghVlDDdOVQh4F/jl6ofpYv274Z2v7mKD4mhkWJtS8haKQCq2lvVSyIKjbil2S/LA4TPUvqYtqE8h1x4C2nNoCUFVAj4LfOvZaniU7j+5PtxLl9BUx0SFIhVy0ghgFlCcEx9jtwQDzbmmaasEkxjrGwFLdaZLwFPHZzsSvrg13H78CTStnI0MarNUTqthlvoZ4+UR8FQLmnNN05Z8lsOCVQSCgE8zgyTg/XAPjUy6qXjAwOpEDL/gCGjWmaYtOAIh2QoC0j0Zg5PuDvj0xiPiETQmwNqyUqstS0VUG+OwHwgEAoEAFgELCz1VAj7auRbchIUFuqa8GAEr3w2rgaGFCaERZws2rOfKun8t1EDrMWjUUBUCbj1xh/FJ7VSliL1GbqQwqhFL6zat58q6f63VB5WkqOOm8OPUtdWvWUNBwEozwnORSEPU0mJiN4G3j9mNf5RH7KSxxuifisN6rqz7h8HfsiyVpKjjJolX6F0K3DV0OI9O51QQsOUqB/jWQrPnLngAbCIinM1FxEGg0qU4rOfKun/AFJgXo+JMHTdJwEKX4bh8nHjsdj3GsdrFsn/81kKmWyARCI69xAnB4lCmGeISaghYPEvl5xpQuv/40/T6tYdpvXntmQ3Cc/yl/i2Nb6WWJDHi0E0lKeo4VQJm2llPxnoYyPbpH45kUHX0Mll6iZNaB/tx3hconM2lFMuS8bMEvFW6vvz4SDfxEcIS/yBjvdcSJMaaMtSeRh03ScBMRDmHY2kN2SfgRnYMuYnQSmPOxdn775zNBYplaZPANLb0+qtveiFgKH4hV4YAtf6o4ybr1eg9F+aPoHshpl7iLJvKbYwufc85FAUNsj9tkho2ofGHXCDgBQGzN2H1MqF7idPLhJDwUzvHNRd1nLsXiVyEzkDACwJVrwHvQeplQvcSp5fiz/mJyZc2IWrby2HF9TsGcy6boac9BLzUkQkCbi/9EREVAQsTh7Kb1SZEio/UnGiMay0eDczCxjkC3uooCDiq2AQCliYOhUxr+W9hwcJRQBTMOeyGjrYQsFBHmDkZBNxW/bmNxsLEeXZJpODufMzkc5ssoOMYLCzlHxheiBlEoGYdURbhQcAGi6hHl2pOnFO8KROpx5zNxUzB72zMkL5Ow+qnw+0vfh3YBgJQBCi1B9Wdk6P0sCDgHKrxuwoCNSfOLJEYfb5QJSEFRiiN6Nnpw9+/9OPxLdq/TJv04u7fjL1pqwCWGKqIAOb0hcstSt2DCbhGQFzAhB4/CFipMyt++Mncc08pjegZARcc/3vEKnxuBwHKJiJLwBSl7UBqJxLPhODJ96j38povwbCEvMs9Dw2BQDkCmH6XJ+BYkZZnpEBDSTMrMMsy1KPvGgSAmaAsiaikhBKnx5qpBG+YbQCBIGCGJFIaDdSsBiFAfcHKefRd0ucgF3gFSc4puBfykr3EKY8kzII1vPMELPzFCRhsNqU0GqokIUijyu27xuSRzCk3HtL5C/1yCEjUmcb8kENEVrME3hweZwl4bySSew63RkO1WjiQ4uPynUsPxGfJeteoF0yMIVsPAc5aqDE/6iFHs8yJN82D6VFgAuY02oouzaR6XgCV+q6Js2RtRqOURNeXbs6a5tTlC0W4t1Yx+v8RIwz1sgwqQwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="Sprite" idx="2" x="186" y="-29" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="12,255,191,1" pen="middle" id="20"><costumes><list struct="atomic" id="21"></list></costumes><sounds><list struct="atomic" id="22"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13" y="275.5"><block s="reportLessThan"><block s="xPosition"></block><block s="yPosition"></block></block></script><script x="10" y="316.5"><block s="reportAnd"><block s="reportGreaterThan"><block s="xPosition"></block><l>0</l></block><block s="reportGreaterThan"><block s="reportRelationTo"><l><option>distance</option></l><l>apple</l></block><l>100</l></block></block></script><script x="11" y="485.5"><block s="reportLessThan"><block s="yPosition"></block><block s="reportDifference"><l>-100</l><block s="xPosition"></block></block></block></script><script x="319" y="251.5"><block s="reportLessThan"><l>100</l><block s="reportRelationTo"><l><option>distance</option></l><l>apple</l></block></block></script><script x="158" y="406.5"><block s="reportLessThan"><block s="reportVariadicSum"><list><l></l><l></l></list></block><l>-100</l></block></script><script x="467" y="390.5"><block s="reportVariadicSum"><list><l></l><l></l></list></block></script><script x="51" y="35"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><l>100</l><block s="xPosition"></block></block><block s="reportGreaterThan"><l>100</l><block s="yPosition"></block></block></block><script><block s="setColor"><color>12,255,191,1</color></block></script><script><block s="setColor"><color>95,22,255,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="530" y="130.5"><block s="reportGreaterThan"><block s="reportDifference"><block s="xPosition"></block><block s="yPosition"></block></block><l>-100</l></block></script><script x="287" y="488.5"><block s="reportAnd"><block s="reportLessThan"><l>100</l><block s="yPosition"></block></block><block s="reportGreaterThan"><l>100</l><block s="xPosition"></block></block></block></script></scripts></sprite><sprite name="apple" idx="1" x="0.5" y="-0.5" heading="90" scale="0.75" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="16.524000000000015,0,206.55,1" pen="tip" id="119"><costumes><list id="120"><item><ref mediaID="apple_cst_apple"></ref></item></list></costumes><sounds><list struct="atomic" id="121"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10.714285714285722" y="53.14285714285714"><block s="receiveKey"><l><option>a</option></l><list></list></block><block s="doGotoObject"><l><option>center</option></l></block><block s="show"></block></script><script x="10" y="145.28571428571428"><block s="receiveKey"><l><option>h</option></l><list></list></block><block s="hide"></block></script></scripts></sprite><sprite name="Challenge" idx="3" x="60" y="116" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,133,17,1" pen="tip" id="137"><costumes><list struct="atomic" id="138"></list></costumes><sounds><list struct="atomic" id="139"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="143"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportDifference"><block s="xPosition"></block><block s="yPosition"></block></block><l>-100</l></block><script><block s="setColor"><color>255,133,17,1</color></block></script><script><block s="setColor"><color>118,32,255,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="29" y="370.16666666666663"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><l>100</l><block s="yPosition"></block></block><block s="reportGreaterThan"><l>100</l><block s="xPosition"></block></block></block><script><block s="setColor"><color>106,0,211,1</color></block></script><script><block s="setColor"><color>255,113,28,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="31" y="587"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><l>100</l><block s="xPosition"></block></block><block s="reportGreaterThan"><l>100</l><block s="yPosition"></block></block></block><script><block s="setColor"><color>255,152,38,1</color></block></script><script><block s="setColor"><color>133,67,255,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="20" y="10"><block s="reportAnd"><l/><l/></block></script><comment x="455" y="463.0000000000001" w="180" collapsed="false">7b</comment><comment x="445" y="705.0000000000001" w="186" collapsed="false">7a</comment><comment x="369" y="221.0000000000001" w="163" collapsed="false">7c</comment></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="10" color="4,148,220"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="31.000001999999995" color="4,148,220"/></sprites></stage><variables></variables></scene></scenes></project><media name="U2L3-Dots" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="apple" center-x="31" center-y="31.5" image="data:image/svg+xml;base64,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" mediaID="apple_cst_apple"/></media></snapdata>