9th Grade Computer Science: Lab 1.3 (Drawing Shapes) Draw Different Shapes Completed February 12th, 2020 (2/12/2020) -- 1 Key - Square 2 Key - Triangle (Pointing Up) 3 Key - Triangle (Pointing Down) 4 Key - Diamond (Rhombus/Parallelogram) 5 Key - Trapezoid 6 Key - Five-Pointed Star (Pointing Up) data:image/png;base64,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 data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAbvElEQVR4Xu3df7BtZ1kf8Gdt7vVHK3AVNR3LxBkQjGBssHSUUvUWVJBkzn7XuVxBahqdMqhNLVZlLE5GUhkrRm2MxSgqlgoU6YWz3nWOMYr1B4ot1akViwIWKY6itiL9kdrp7enZq7OQTO+gQ+49v953v/uz/0lmstd6nufzvDPfOTv7RxceBAgQIECAwKkLdKdeUUECBAgQIEAgBLBDQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArSYAAAQIEBLAzQIAAAQIECggI4ALoShIgQIAAAQHsDBAgQIAAgQICArgAupIECBAgQEAAOwMECBAgQKCAgAAugK4kAQIECBAQwM4AAQIECBAoICCAC6ArefICW1tbz+y67n0nX0mFqxHouu5ROeefv5rneg6BTREQwJuy6Q2aM6X00oi4Y4NGXpdRfznn/Dnr0qw+CZy0gAA+aWH3P3WBvu8vTdP07Pkv4GmaPnDqDSj44QIfHRGPj4jfzTlfj4cAgT8VEMBOQlMCKaVzEfHOiLju4Q9/+Me9+tWv/pOmBlzTYVJKvxIRT46IZ+Sc37SmY2ibwLEKCOBj5XSz0gJ93982TdOrImIn53yhdD/q/6nAcrn8+13X3RMR9+acb+dCgIC/gJ2BxgT6vt+ZpqmPiD7nnBsbb23Hufnmmz/+7NmzH5j/t8CZM2duuHTp0v9c22E0TuCYBPwFfEyQblNeoO/7x0/T9I6I+JOc8yPKd6SDKwVSSnsRcUtE3Jpzfg0dApsuIIA3/QQ0NH/f9y+apukuL3PWudSU0pdGxOu7rnvDMAwX6+xSVwROT0AAn561SicssFwu39J13VMXi8VTdnZ23nrC5dz+EAIppf8dEYvFYnHDzs7Oew5xC5cQaEZAADezys0eZHt7+6mr1eotEfHunPPjNluj3un7vv+haZqeP03T14/jeHe9neqMwMkLCOCTN1bhFASWy+VdXdfNL0G/ZBzHbz2FkkocQmBra+vzF4vFmyPizTnn84e4hUsINCMggJtZ5WYPklJ61/xlDwcHB4/Z29v7T5utUff0KaX3RsSnHhwcPGVvb8//Kqh7Xbo7QQEBfIK4bn06Asvlsu+6bici3pJz/rzTqarKYQUe/KrQaZpeNo7jiw97H9cRWHcBAbzuG9R/pJTmL964LSK+Kuf8g0jqFvjQx8XmVyzekXN+Qt3d6o7AyQkI4JOzdedTEOj7/lHTNL07Is5dvnz5kffff///OIWyShxRIKU0v/T8OdM0bY3jOH8+2IPAxgkI4I1beVsDp5ReEBGv8NnS9dpr3/e3T9P08oh4Zc75+evVvW4JHI+AAD4eR3cpJJBSui8inrVarZa7u7u7hdpQ9hoFPvTKxfsj4v2XL19+rFcurhHQ05sQEMBNrHEzh7hw4cITDw4O3h4R/z3nPP8KkscaCaSU5u/qXkbE83POr1yj1rVK4FgEBPCxMLpJCYGU0h0R8dKIeHnO+WtL9KDm4QVSSvOvVb0hIvZyzluHv5MrCayngABez73pOmJ+9/MHf2N2mqbPHcfx30JZO4EupTT/KtJf6Lru04dh+K21m0DDBI4gIICPgOfScgJ93z9tmqafiYh35ZxvKNeJykcR6Pv+B6Zp+qqu6148DMPLjnIv1xJYNwEBvG4b0+8HBfq+v2eapvlH3u8YhuHbsKynQN/3f2Oapl/suu6twzA8ZT2n0DWBwwkI4MO5uaqwwINfZ7harR63u7s7fw7YY00FUkq/HRGPmabp88dx/MU1HUPbBK5ZQABfM5kLSgv0ff/caZpe5wv9S2/ieOqnlO6MiJd0XXf3MAxffzx3dRcC9QsI4Pp3pMMPE1gul6/ruu65Pr7SxtFYLpdP6LruNyLiPTnnx7YxlSkIPLSAAH5oI8+oSODixYuftL+//zsR8bH7+/ufcN999/3XitrTyiEFUkq/FBF/fZqmi+M4zh9N8iDQvIAAbn7FbQ24XC7nN17dExGvzznPfwV7NCDQ9/1XT9P0/RHxmpzzrQ2MZAQCDykggB+SyBNqEkgpzR89mj+C5Ev8a1rMEXvZ2tq6brFY/GFEPBAR1+ec/9sRb+lyAtULCODqV6TBBwWWy+WNXdf9ekR8IOf8KDJtCSyXy52u6/ppmm4fx/HetqYzDYE/KyCAnYq1EXjwh9wj4p6c89etTeMavSqBvu+3p2l6Y0S8Kef8jKu6yJMIrLGAAF7j5W1a6yml+a/fG6dpeuo4jv960+Zvfd7z58+fOXfu3Pymuo9brVY37O7uvqv1mc232QICeLP3vzbTL5fLL+y67qcj4jdzzk9cm8Y1ek0CKaX5peeviYg7c87/6Jou9mQCayYggNdsYZvabkrpFRHxAt8Z3PYJSCmdj4ifi4hfyzk/qe1pTbfpAgJ400/AmsyfUprfIXvdwcHBZ+zt7b1zTdrW5iEEUkr/MSI+reu688MwvPkQt3AJgbUQEMBrsabNbjKl9OUR8eppmn5uHMenbbZG+9Mvl8tv6bpufvn53pzz7e1PbMJNFRDAm7r5NZq77/udaZp6Xz25Rks7QqsPftys67r3DcPw6CPcyqUEqhYQwFWvR3Mf+oKG34+IxdmzZz/50qVLf0SlfYGU0vyrSPNPFT53HMfXtz+xCTdRQABv4tbXaOblcvmNXdd9Z0S8Luf8vDVqXatHEEgpze+EvrfrujcMw3DxCLdyKYFqBQRwtavR2CywXC7f0nXdU6dp2h7HcaCyGQK33HLLXz5z5szvRcT+/v7+dX50YzP2vmlTCuBN2/gazXvhwoXPOjg4eFtEvP+mm2667s4771ytUftaPaJA3/eXpml6dtd1LxyG4XuPeDuXE6hOQABXtxINPSiwXC7v6rruRdM03T2Oox9q37CjkVL60vlXryLizTnn+fPBHgSaEhDATa2zrWFSSvNXET5+tVp9we7u7i+0NZ1pHkrg/PnzH3Pu3Ln589+P7LruCcMwvOOhrvHfCayTgABep21tUK8ppS+OiJ+KiLfnnG/coNGNeoVASumfRsTfi4hvzzl/MxwCLQkI4Ja22dAsKaVXRcRtEfHNOedvb2g0o1yDQErp6RHxryLiHTnnJ1zDpZ5KoHoBAVz9ijaywS6l9IGIOPewhz3sM9/4xjf+xkYqGPqDAiml+atHP321Wj1td3d3/p5oDwJNCAjgJtbY1hDL5fJvd133z+e/fHLOX9TWdKa5VoGU0kvmX0eKiFfmnJ9/rdd7PoFaBQRwrZvZ4L5SSvdFxLOmafrqcRznX0Hy2GCBra2tJy0Wi1+dP46Wc/6kDaYwemMCArixha77OBcvXvxL+/v7fzDPsVgsPmVnZ+eD/+6x2QIppZ+PiC/ouu7LhmH4sc3WMH0rAgK4lU02Mkff9/Pnfu+KiNfknG9tZCxjHFEgpTS/E3p+R/ReznnriLdzOYEqBARwFWvQxIMCKaVfiYgnT9N0cRzHN5AhMAvccsst1585c+Z35n/vuu4Th2H4YzIE1l1AAK/7BhvqP6V0U0T8+4j4z2fPnr3+0qVL/6eh8YxyRIGU0vzS83Mi4h/knL/niLdzOYHiAgK4+Ao0cMVfv98dEfNXTt6Tc/46MgSuFFgul8/ruu61Xde9dRiGp9AhsO4CAnjdN9hQ/yml90bEpy4Wi6ft7Oz4vGdDuz2OUW699da/+MADD/xuRHz8wcHBZ+7t7fl8+HHAukcxAQFcjF7hKwX6vn/mNE33R8Tbcs7zS9EeBP6MQErp+yLi73Zd9x3DMPxDRATWWUAAr/P2Guo9pfTaiHheRHxLzvmlDY1mlGMUWC6Xz+i67icj4j0558ce463disCpCwjgUydX8MMFLl68+LD9/f0HIuJju667aRiG+TeAPQj8uQIppd+MiM/ouu7pwzD8LCYC6yoggNd1cw313ff9bdM0zT++8Kac8zMaGs0oJyCQUppfIbkjIl6Vc/7KEyjhlgRORUAAnwqzIh9JIKU0/9rN06dpun0cx3tpEfhIAltbW09eLBbz58UfyDk/ghaBdRUQwOu6uUb63tra+pTFYvG+iJgWi8X1Ozs7v9fIaMY4QYG+7392mqa/OU3T3xrH8V+cYCm3JnBiAgL4xGjd+GoElsvlN3Vd97KIeF3OeX4TlgeBhxRIKc2fE797mqafHMfxSx7yAk8gUKGAAK5wKZvUUkrp1yPiRl+yv0lbP/qs29vbj1mtVr893+ny5cuffP/99//R0e/qDgROV0AAn663alcIbG9vf/Zqtfp3EfEHBwcHn7a3t/e/ABG4WoG+7y9N0/Tsruu+YRiGf3K113kegVoEBHAtm9jAPlJKd0fE/FLiy3POX7uBBEY+gkBKaf61rB+dvz885/zZR7iVSwkUERDARdgVnQVSSn8YEdd1XffFwzD8NBUC1yJw8eLFR+7v7787Ij6x67obh2F4+7Vc77kESgsI4NIb2ND6KaX5jTM/ERG/lnN+0oYyGPuIAimlV0TECyLirpzzNx3xdi4ncKoCAvhUuRV7UCClNH905MumafrWcRxfQobAYQS2trZuXiwWP9513fuGYXj0Ye7hGgKlBARwKfkNrnv+/Pkz586duxwRi8Vi8Vd3dnZ+dYM5jH5Egb7v3z5N0xOnafqicRznL3XxILAWAgJ4LdbUVpPL5fIru677kYj4mZzzF7Y1nWlOWyCl9I8j4sXTNP3oOI63nXZ99QgcVkAAH1bOdYcWuOJbjF44juP3HvpGLiQQEdvb25+7Wq3+TUTs55w/CgqBdREQwOuyqUb63N7efvRqtZp/VP3/RsTjcs7vbWQ0YxQUSCn9QkR8XkTcmnN+TcFWlCZw1QIC+KqpPPE4BFJKL46I+SXDf5lzfs5x3NM9CKSUviEivisifirn/EwiBNZBQACvw5Ya6vGK33L98mEYXtvQaEYpKHDhwoXHHRwc/NbcQtd11w3D8F8KtqM0gasSEMBXxeRJxyFwxc/I/f5qtbphd3f3geO4r3sQmAVSSsP8j4j4xpzzd1MhULuAAK59Qw31l1L6noh44TRNPzCO49c0NJpRKhC44t31b8s531RBS1og8BEFBLADcmoCKaU/johPiIhn5ZzvP7XCCm2EQN/3j5qm6Z3zV1OuVqu/sru7O//SlgeBagUEcLWraaux7e3tm1er1Y9HxH/IOX9WW9OZphaBlNIPR8Tf6bruu4ZheFEtfemDwJ8nIICdi1MRSCn9WEQ8Z5qmbxvH8Y5rKZpS+uWI+GvXco3nbryAzwRv/BGoH0AA17+jJjpMKf2ziPiKiHhyznn+DeCrfgjgq6byxP8v8EDO+RFACNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZAQHc7GoNRoAAAQI1CwjgmrejNwIECBBoVkAAN7tagxEgQIBAzQICuObt6I0AAQIEmhUQwM2u1mAECBAgULOAAK55O3ojQIAAgWYFBHCzqzUYAQIECNQsIIBr3o7eCBAgQKBZgf8HXsIGpf+ip+kAAAAASUVORK5CYII= 1 1 1 1 46 90 46 150 50 75 50 1