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IrKnLMsLi6K4ZkQleGyLBLrd7nRZlieZWd6isRs9KgHc6ONluJQCeZ7/QpZlL1TVN6fsg9rNEBCRy2KMnzKzjzVjIqYggNkBBEYk0Ov1Hrm0tHSzqj5qRCV4bIsEROSf7rzzzsddd911/9yisRs9KgHc6ONluNQCIvLJsizPLoriT1P3Qv36CuR5PpVl2XtU9eX1nYLO7ytAALMTCIxQIM/zk7Ms+ylVPWWEZXh0wwVCCBc75z5nZpc0fNRWjUcAt+q4GXbcAjt37nzsYYcd9teq+iPjrk295giIyHeXlpaeevXVV/9jc6ZiEgKYHUBgxAIi8t/LsjyjKIrPjrgUj2+gQLfbfXGM8UxVfUkDx2v1SARwq4+f4cchICKnOeeerKrvHEc9ajRLQER+O8Z4k5n9l2ZNxjQEMDuAwIgFZmdnn7iysnK9mR054lI8voECInLbYDB4zp49e77VwPFaPRIB3OrjZ/hxCYjI58qyPKUoihvGVZM69ReYmZk5utPpnK+qL6z/NExwXwECmJ1AYAwCeZ7/UpZlP6yq7x1DOUo0REBEfiPGeKuZ/WZDRmKMewkQwKwDAmMQ2LVr149t2rTpOlV96hjKUaIhAiJy8/Ly8osWFha+0ZCRGIMAZgcQGL+AiHyxLMs3FkVx4/irU7FuAtPT08+ZmJi4WFWfW7fe6Xd1AnwHvDonrkLgkAVE5FfKspwsiuKDh/wwHtB4ARE5J8Z4u5md2/hhWzogAdzSg2fs8Qt0u92fLMvyKjN71virU7FuAiLypeXl5emFhYX/Xbfe6Xd1AgTw6py4CoENERCRv11ZWZmdn5+/aUMeyEMaKdDtdo8qy/JyM/upRg7IUD8QIIBZBATGKCAivxpjvNvMfm2MZSlVMwEROTPGWJrZWTVrnXbXIEAArwGLSxE4VIFut/sfYoyXqeqzD/VZ3N9cARH5q5WVldfMz8//TXOnZDICmB1AYMwCIvLVlZWVY+fn5/9uzKUpVwOB6enpp01MTCyo6jNq0C4tHoIAAXwIeNyKwHoEQggfds5928zOW8/93NNsgRDCGd77R6jq+5s9KdMRwOwAAmMWEJHnxRgvNLOjx1yacjUQEJEblpeXT1pYWPhCDdqlxUMQIIAPAY9bEVivgIjcsry8fPTCwsI31/sM7muewOzs7JPKslxU1ac0bzomuq8AAcxOIJBAQEQuiDF+zcwuTFCekhUVyPP8XVmWPUFV31PRFmlrAwUI4A3E5FEIrFag2+3+p7IszzGzF632Hq5rvoCIXL+ysvKu+fn5v2j+tExIALMDCCQSEJFvr6ysPHN+fv47iVqgbIUEjjvuuMdNTk5+QVWfUKG2aGWEAgTwCHF5NAIPJhBC+B3n3BfN7HeRQiCE8Dbv/U+o6qlotEOAAG7HOTNlBQVE5GUxxjPMbKqC7dHSmAVE5E+992f2+/0/G3NpyiUSIIATwVMWgaGAiOw/cODAkXv37r0dkfYKvPzlL3/04Ycf/mVV/eH2KrRvcgK4fWfOxBUSEJHfjzF+xsz+oEJt0cqYBfI8PzHLsueq6lvGXJpyCQUI4IT4lEZARHbGGN9uZrvQaK+AiFxbluV5RVHsa69C+yYngNt35kxcMYEQwl2DwWDL3r17D1SsNdoZg8COHTsetnnz5m+p6hFjKEeJCgkQwBU6DFppp0AI4ePOuT1mdnk7Bdo9dQjhjd77l6rqCe2WaN/0BHD7zpyJKybQ7XZDjPEEVe1WrDXaGYOAiMyXZXlRURRXj6EcJSokQABX6DBopb0CIrKiqhPOudhehfZNvm3btk1bt269Q1UPa9/0TEwAswMIVEBARK6MMV5pZldVoB1aGJNAnuevybIsV9XXjakkZSokQABX6DBopb0CIvKzMcZZM3tNexXaN7mIXFWW5eVFUcy1b3omJoDZAQQqINDr9TqDweBuM9tUgXZoYUwCIhJVlX+Hx+RdtTIcfNVOhH5aKxBCMOfcJWY231qEFg0eQuh671+vqq9s0diMei8BAph1QKAiAiLy+hjjDjN7Y0Vaoo0RCojI5WVZFkVRXDHCMjy6wgIEcIUPh9baJdDr9Q4fDAbfMbOHtWvydk4rIgduueWWh3/+859faqcAUxPA7AACFRIIIex1zl1gZtdWqC1a2WCBPM93ZVl2sqrObPCjeVyNBAjgGh0WrTZfQETeFGM82sxObP607Z1QRP7Ae7/Y7/f/sL0KTE4AswMIVEhARLbEGL9mZo+uUFu0ssECIYTbJycnn7B79+47NvjRPK5GAgRwjQ6LVtshEEL4lPf+LFVdbMfE7ZoyhHCs9/50Vd3RrsmZ9r4CBDA7gUDFBETkrTHGo8zsbRVrjXY2QEBEfrcsyxuKovi9DXgcj6ixAAFc48Oj9WYKdLvdf1eW5Y1m9rhmTtjuqUTkO3fdddfTr7322u+1W4LpCWB2AIEKCoQQPuOcO93Mrq9ge7S0ToE8z1+UZdnw1wvb1/kIbmuQAAHcoMNklOYIiMgvxhiPNLN3NWcqJgkhXOi9/7KqfgQNBAhgdgCBCgqEELY65z5jZk+qYHu0tE6BEMI3O53Oc+fm5v7POh/BbQ0SIIAbdJiM0iwBEflcWZanFEVxQ7Mma+c0MzMzR3c6nfNV9YXtFGDq+woQwOwEAhUVEJHTY4yPNrMzKtoiba1BQETOK8vytqIozl/DbVzaYAECuMGHy2j1FhCRH48xXmNmT6v3JHQ/FBCRv8uybPvc3NzXEUFgKEAAswcIVFgghPA/nXOvN7O/qnCbtPYQAnmePzvLsktUdRtYCPyrAAHMLiBQYQER+UCMccLMPlThNmntIQRCCL/mvb9DVf8zWAgQwOwAAjUQCCE80zl3pZkdVYN2afEBBEIIN2VZlvf7/S+DhAABzA4gUBOBEML/ijFKURRfqknLtHkvgZmZmWd1Op0rVPXfA4PAvQX4ETT7gEDFBUIIZzvn7jSzcyreKu3dj0AI4YPe+0xVzwQIAQKYHUCgRgIi8h9jjJea2XNq1DatHhQIIdyYZdnr+v3+X4OCAAHMDiBQM4EQwte89y9V1Ztr1nqr283z/KlZlu1R1ae3GoLh71eAH0GzGAjUQCCE8Ove+2+p6m/UoF1avOe73/c657aY2ftAQeC+AgQwO4FADQRCCM93zl1gZi+oQbu0eE8A/w/v/cmq+nlQECCA2QEEaioQQrg1xvi8oihuq+kIrWp7enr6yImJiU+r6pNbNTjDrlqA74BXTcWFCKQVCCH8lvf+K6r622k7ofpqBEII7/TeP1FV372a67mmfQIEcPvOnIlrKhBCOMY5d7aZvbimI7Sq7RDCZ7Mse0+/3//zVg3OsKsWIIBXTcWFCKQXCCH8Q5ZlP9Hv97+bvhs6eCCBPM9/xHv/RTN7PEoIPJAAAcxuIFAjgRDCRd77L6jqxTVqu3WthhBOcc4908ze3rrhGXjVAgTwqqm4EIH0AiGEY733p6vqjvTd0MEDCYQQPuW9P0tVF1FCgO+A2QEEGiIQQvh+jPGJRVH8U0NGatQYu3btetSmTZuGL5Z7TKMGY5gNF+A74A0n5YEIjFYghHCp93749pbLRluJp69HIITwZufc88zspPXczz3tESCA23PWTNoQgRDCcc65U8xsuiEjNWqMEMI13vvzVfW6Rg3GMBsuQABvOCkPRGD0AiGEuycnJx+xe/fuweirUWG1AjMzM5uzLPu2mT18tfdwXXsFCOD2nj2T11gghPAJ7/2Cqv5RjcdoXOsi8oYY47Fm9nONG46BNlyAAN5wUh6IwOgFRERijG80s9nRV6PCagVCCEWWZRf3+/2F1d7Dde0VIIDbe/ZMXnOBEEJpZlnNx2hM+9u3b5/YsmXLnao62ZihGGSkAgTwSHl5OAKjExCRP3HODT8R629HV4Unr1YgxniUc+4IM3vFau/hunYLEMDtPn+mr7HAzMzMdKfT6TrnbqnxGI1pPcZ45MrKylULCwt7GjMUg4xUgAAeKS8PRwABBBBA4P4FCGA2AwEEEEAAgQQCBHACdEoigAACCCBAALMDCCCAAAIIJBAggBOgUxIBBBBAAAECmB1AAAEEEEAggQABnACdkggggAACCBDA7AACCCCAAAIJBAjgBOiURAABBBBAgABmBxBAAAEEEEggQAAnQKckAggggAACBDA7gAACCCCAQAIBAjgBOiURQAABBBAggNkBBBBAAAEEEggQwAnQKYkAAggggAABzA4ggAACCCCQQIAAToBOSQQQQAABBAhgdgABBBBAAIEEAgRwAnRKIoAAAgggQACzAwgggAACCCQQIIAToFMSAQQQQAABApgdQAABBBBAIIEAAZwAnZIIIIAAAggQwOwAAggggAACCQQI4ATolEQAAQQQQIAAZgcQQAABBBBIIEAAJ0CnJAIIIIAAAgQwO4AAAggggEACAQI4ATolEUAAAQQQIIDZAQQQQAABBBIIEMAJ0CmJAAIIIIAAAcwOIIAAAgggkECAAE6ATkkEEEAAAQQIYHYAAQQQQACBBAIEcAJ0SiKAAAIIIEAAswMIIIAAAggkECCAE6BTEgEEEEAAAQKYHUAAAQQQQCCBAAGcAJ2SCCCAAAIIEMDsAAIIIIAAAgkECOAE6JREAAEEEECAAGYHEEAAAQQQSCBAACdApyQCCCCAAAIEMDuAAAIIIIBAAgECOAE6JRFAAAEEECCA2QEEEEAAAQQSCBDACdApiQACCCCAAAHMDiCAAAIIIJBAgABOgE5JBBBAAAEECGB2AAEEEEAAgQQCBHACdEoigAACCCBAALMDCCCAAAIIJBAggBOgUxIBBBBAAAECmB1AAAEEEEAggQABnACdkggggAACCBDA7AACCCCAAAIJBAjgBOiURAABBBBAgABmBxBAAAEEEEggQAAnQKckAggggAACBDA7gAACCCCAQAIBAjgBOiURQAABBBAggNkBBBBAAAEEEggQwAnQKYkAAggggAABzA4ggAACCCCQQIAAToBOSQQQQAABBAhg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s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>160</l></block><block s="clear"></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>140</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>40</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>140</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>40</l></block><block s="bubble"><l>diamond</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="squares, stars, and triangles" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>