<snapdata remixID="13648116"><project name="lab 1.3 shapes" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAE7xJREFUeF7tXXd8FVUW/mYAG91VagIEAqEuoKi4KCCIgCCisAIBAQFRUERplt21YXdtIG3F5SeKtISE0FEUd/1RlFWalBAgtFBDb6LM7O8wGd99M2/em3kz8zLzcs+fyX137j33mzP3fvcUAYAMLlwDhaQBgQMwes0LpD1SIH+Fo1YiB2CUqnvjXQHDRykIHDJAxvRpHIXRqJIDMBqtATgni3/88sRxIOFPUpQ9Fe2fcQBGsf5VE4DsfQEAUhclBQ7AKFQJDsAotPbjJhH1Gwb/MH0O0LcHB6FVdXIAWtSYKAJnLgdbP+ri99+BsiU4AC2qk1tAqwrr2BlIW6AHIPXTKFnCrp1Weyza7bkFtLj+QYePE0D58oEO9uQC9ZO4FbSiUg5AC9oqUxY4eDJg/Yh+qVsff9Ax/DBiQZkFTTkALejs3Q8FDB1ewD4XnHxLlwEOnQqActjjMv49hXOCZtXKAWhWUxruL3c30KCm8rk9K4lQb0U4J2hBoQA/hJhVl5b7I+KZwEbylzuAr/4bsIKlRIlfz5lULLeAJhW1brOIeg2UxpIElC4WfNhgDyecEzSpVG4BzSlKy/0tnA/06BoMwPXZImrXVvrjnKA5vVIrbgFN6Ore+4C5WYFPbKhrt8RqwLY9gTaNUyTkZJvovIg34QA0AQD283ryBFD1+tBcH9uOc4ImFMstYGQlabm/x/rL+OKz0DTLa28LeGZMME0T+QlFuwW3gBHW/5/jBAwZZg5UWk5w+BAZUydzTjCcijkAIwCQ/ayy3J/RzzgnaM2icwCG0VfVRCB7b+BgkXiDhOP54RXc4k5g+X8YTrCYBJlfDxsqjQMwDJ5+2iIipZ4x92f0U9ZqZswF+jzEEWikKw5AA81oub8FmUDPB8wB6eetIurU5ZygmY8xB6CBlsxwf0YKTqwObMvlnCAHoBkNGLTR+v0lGHB/Zj7DZg4vNobq659yCxhi+bTc36B+MmZOt0anvPqWgJHPmqNvfI0gm4PnAAyhwPc/FvDYE/bAo+UEnx4q45NJ1kBsc2198XMOwBDLZJX7M1ppCl6iwwzJ8eNAIo8d1qmKA1CjEq3fX7UbJeQfi86YtGwNLPk2cBghFy5y5eIS0AAHoAYNLIVy+TJQprg9xHBOMPzrxgHI6EfL/c2fB6R2swdA1pGV+wnqwcgByOikYycgbWF4vz+rn08tJ9gkRcIO7if4hxo5ABlEmfX7swpCtt/du4CGtexZVavP93J7DsCC1SlTBjjIhFcO6CNj9gxnaJOX3xAw+nl7tI6XQWRnbByABdr7YIKAwUPdAYmWExzxpIwpE5wBt53F98JvOQALViHInX43UL8g5tepRTr9u4hixZTeeOwwp2GCcFWlKrBjf+DwUb2ChGNHnYKe0k/rNsCiFZwT1GqVW0AAG7aLSK6jqMYJ7s8IuqyVzUwDev+VH0aKPAC13F9mOtC7uzvA+GGjiAaNCoD+O1CG5xPkccEdOgHpDnN/RhawWnVgK/cTDFJPkbeAQdzfSaBqeXesn6r1IE5wJ9Aw2d3nObuTdb432wC8sYLzg4pVjyVLAb/sDBwMRg2XkTbLXXrkhZeC6Z4aFX0MQBk4avOwZguA7NscK9Dw53hLA3kHgNoJ0b9EHIDeWk/fjYaqRFE6umjFFgBnpgvo8mDg9iDaQfDf+VcDLz4n4723o9+22AIgqY3Y/cNnRFx7bbAS6c2gJI6UzMeLsnGHiFrJ7nN/ZjjB+elAqkvUj13dN24KrPpJXxXg6BHAif2rbQCqE3zpNQFj/qa3hmtXAW3v9FZ2AC33l5EG9IkxKbxmvYhGjQvvBYgEzBIlAPJlVAl6tT1leXh8gHGCpkj9av/vGACpY1pYyiJfqrR+GLc1kbB5g9XhudP+no5AxmJn/f6sjrR6DWDLbiZ2uI6EnB1We3Gn/X1dgVkZequ32wXayFEAquroN1DAxKl6a3j4EJBSTcJvv7mjOLO9xpr7M/MZ3pkD/Ll29Jt5s3MP1+6aa4E9h/UGhK4n728v49sV0e/1jJ7rCgDpYZQ1fl++GFTIRR1Er24ysuY5Pxkzi6B1jerXU0ba7MIZy4tjBTz7d3dcwMzogm1DpWepBK1WNm0Amjdx78VwDYDqRFq1EbDoa+GPMgbq3y9dAqqUk3DhglVV2Ws/foqAAYO9sejaAPjRw2VMHBfbl+H6PwH7joWufde8iYytv7g7HtcBqMJl/TYRtVP04HluhIzxH7g7Sfap7Od37x6gXg333m4zr8qp30QUL660jKWfIH2hKACfdcJVx/vVUqBrx9joJWYApMlVTwI2bhdRvETw0lC0GOVeOXPGzJJF30br95dUUcKRI9H358Qv294DZC0LWCAKA6U9l5tSrQawlTkAqc+6eAGonRg5B6KTY4spANWBk/cJeaFoZdI4GXQf65Zs3ikiqabSu1dCJMkSUVZVVZwIBTXSH7EUc+cL6NBZv9ebPB4Y+VRsrB47vkIBIA3gqqsUyoZOXqxQ5gDKRqBWIXIKjFruL3020Ldn7BUeaj5E9BLhS+KWQywV2SFeTysnY+ABFG4NCw2A6qA+oH0IkwhI/fuShTK63+ecNWzXAchcUrjcn9FCuMkJ0k3Vd2sFNL052OrRTdXzI2O7/w41/0IHIA2KWHeibEqHILDrJUnYm2vfDrKHj1MngSou+/1ZHTE7vp07gD/XsW+dW7QEln+nt3r79yl8rBfEEwBUFfH0aAGvv6Pfn2zZDNzeVLqyb4tG6Gbm8OnAQvRPlTF3pnPWNZoxaX/z0usCxrzgDD109TWKn2PlKvrtTe/uMrIyvDN3TwGQ1EWfjD1HRJS/Xr+sndpKWPmN9eX++F8CHnnUmcW1/nRzvyhbFshjimGPeVrGhI+sA6XvAGDSp3qrt20LcHMDb1g9ViOeA6A6uK7dBcyYq7eG584qh5SLF80tLLXyGvdnNPKTl8Qr2xESq/kEaftCmR3UusXqM+hQc/edMn5YbR3M5jUcfUvPAlCd0q48ERUr6yc4dJCMzz6NrNTKVYEcJua3ZmUJdCftRWnXHshcao0TJMC9SJ5IzOdbndu6tUCr5t6zer6wgOwgm95MJ7lAZgH1f79eVKzh2bPGcPpll4gaScr/vcL9GY1WywlmzQN6hUkPR3u8nAP6z+2vvwJN60qggoleF89bQFaBX38v4vYWepW+8YqM11/WW0Mt95c2C+jXy9sW4ft1IuiFIzHiBGleU6cL6NFbv0WZ/SUwoLe35+g7C8gOmC7P6a2/+upgIJKLF12tnWA8sO++B5jPXHOFqvPrNQtB1pqstirkokWuWqok1wY2ZOutHu2NqZQYWT8/ia8sIKvYqZ8L6NVHbwFmfCZjcH/FGgZxf6cU7xs/CDtuSmZJSS2JHVj4tYCWrfWE8tuvyRj7YuT9sBfn7lsAkjKvuQbYc1REqVLBqiWWv1GyBLr7VeWRVBlzPMb9GQHi5dcFjGYOFcSBrv5Zb/XoMEWHKj+LrwGoKl67YKEWxA+fX3XcZcsBeSf0gFP/T/flTwySMX2aP62er/eARm97iauA3EMiypXXtzhyGEiq5C9LwdYdZme0KwdoVMiu+05a3LiwgKxCyNuZvJ61sm+vcr96yeOb9JIlgZ15Iih0gBU6ET9wr4wVy/1v9eLSArKTogxUlIkqlPR5SEbGXG8u4lMjBbz5T/3LQ/PIygB6PegvK27GUsadBdRyf3Qg0V5PnTunfJKJuvCC3HCjcv8dTtzyEyzs+ccdANu2A7KWB/v9/bBJRIOGelXHOh5FOwJ6Md4bH1wYUW1DcRlPD5XCcoKFDR4nnh93AGQ5tNOngcpllc8WRfj/uEm84onNCjk11KoS+xQiWsJZHdP580Dd6oH6dEGc4HagSd34+gzHFQAp39+RMwz311vGnC+D93tzMkV0ul//7k74UMaYZ9zfG4rFgFnzBHTqYi4u45U3BYx6ztuuZHYsYVwBcNxkAQMfi7xYRFzvPiTiupLBqiNnBcp1R7SNG1K/AfBjiLiM4/nKNVoo0XKCo56SMWm8+y+KG/MP1WdcAdCq39/7tP96Um+JFmbK6PGAc4tcrDiwcrWAm5rpr9FeGCVj3Pvhn3X8YuDu26qfYKyAFO1z4gaAlSor/JkqtK87dDCyWiitXE6eiHLl9G2JN6T4DDvS4k5g+X/0J1wrQfHt7wXmLQr0UbZE9OEJdubixm/jBoDb9ohIrKaoKBq/vxHPChj7lt4ablwPtLzVekIlAvamHSLIIZYVukZ7uIeMzDTzFlbnJxhHnGBcAFAQgbOXAxZizpfAI1H4xJE7PFVMCpV4vUt7CSuWm7MBbsRlfLdGRLPblOcTiKn6ejxIXACw9d3Aoq+ci/nt1kPA9Fl6a0jB8nUSJRBVYnRgOHA8dFzGPS1lrFll3upp+6eMDqx3D90H072w3yUuAMgePs6cBioVcH+2FkcAtueKSCj4rLN9DX1UxmdTA2CiT+Q/Xg1Otaa2/98PQMvbnLFW7DyztwFN6znTry092fyx7wFIVMrRswHrN6C3jNka7s+Ojm65DaBQADWDldoXXeMRZUMxx9n79IcMIrhvqi9hz247Tw/+7atvChgZZ5yg7wFolvuzC4NlK0Xc0cpcL9HuQSP1Tif1A4yf4MinZEz2OSfoewCynyVyuaJrLLeEqB7ah2krAqjPO30KqFFJAkXruSXHL4igzAck4Qhst57vdL++BmDFSsCug4HPX3JVCQfznFZRoD+Ky8haLqB1m9AuU59Pk69kkHdTOnYG0hbEDyfoawBu3yciIUFZ7mi4PytAMaqXoe2DKBLKukoJgNwQLeWUlQn0esA9q+/GHNg+fQtA7ULM+gIY+LDzC0HeM2vXi6hTL3gpCGjDBstIqgWMel5vEb/7BujcTrrC2Tkt364WcWtzpVe/c4K+BWCrNsDiFc5xf6FAYlQvg+p5NGbSp1F03va9IsixVCutb5fw4xpnIVizFrApJzB3igDctdPZZ8SqN98CkD18nD0DVCzjnKkhaoXyyYSKy+jWWcZXS0Pv8wY9LuCjSXprSOC4paG1hEqRAMDO36uZryLNgf7vSwBedx1w9FzAAgx8WMasL5zZ/BvVy6A7YYrPjSR0UKGYlKoFe1O2fd+eMtIdqkky9m0BI8ZEdj2LNN7C/r8vAegG91ehouIjqBVK+XFHMxmbN1oDeLsOAjIW6+ujUPHGujUk0I2NHaHwU7r2U2XkMBmTP7Y2RjvPd+q3vgQg+/nZvxdIscH90TXaux8JGDJM/+l0ol4Gm4CcXbRnR8j42GZ9lPwL4pXsECT5+UA1A6dWp8DiRj++A6DWUtF1GFXtjka0F/xqH5TurX5NCfk2y9Gr/dVtAKz6nz6hEkXnEWWTfyya0QOdugBz5vubE/QdAMldigrOkETL/VHo5pfpAu7rai4uIzp46H81M11Elwf1fx//voznRlr/fGpDUBdkAD19FjvsKwBqFR7NnSuFZ1KYplaOHQWqV4h8yLALRsp9vS1XX5GS9ppkdfP2W3vCytUibvExJ+grALa8C1jyTXTcH51Ov1kloNmt+riMv42W8dF71i2QNagEtzaKR5k/T0ZqN/NjoarvVP1dlYbJEqiur1/EVwBkDx/kDlWhtDmLZVQvg1LY1k8y14cbC0rReUTZUNJNrVBGe+L3zAirl61bgGYezIZvNA/fAJA8UI6dD7zpgx6WMTMC93ftdUpxxCoaTo6ur/r1kjFvjnlLYwYI0bahuF+K/9XKT+uANi0k/HYpfM9UW4VqrKjip1R0vgEg3TDQTQMJ5XspJYa3XP0GAhOn6vd6W35RbiW8JlddrRSXUQ9Y7Pge7CRh2WLjEdO+cn9+YK4jnpQxZYI3Xq5IevYNAIO4vzClpmgxqABzqHoZ7VvLWP29txfmoVQB02borSEFy9P+ziihUv75QOFHonWoeoAfxBcApCi13MOBN7xOgoQDGu4vXFzGurUyWjX3NvBYsNBcNmaLqJmsh9CTg2VM+0Q/l873A7Mz/ccJ+gKAFHOh3q2G4v4SEhVvFK1QXAZt5nN3+cEW6MdIJSmWrtTHo1CxxQa1gkvaaikqN+sOO6lNzwNQ6/c3dybQP1X5vJClmDJNQO9++k/W7BkyBvTxj9ULt6gLvxZxV1t9C8qM/9bYwBxXrhFBQVQkfvET9DwA72gJLGNKjqonvDopwM/b9FaPCjBT5ng34zKctABm+6KsDz9t0SdUunABaFhLSUOirSFCf9/tcevveQAGcX/ngEplJGQtE3DX3XqrR9bAr/UyzAKRLH6f/vq5U908qp/H6ovK3N7SyNuHEU8DUMv9ffCOjGcYHzh10cgZgZwSioqUL69E52krAkiXgbmzZfRI9Q8n6GkAfjhRwKND9G+7CjTiA4c9FvpUWBTA+MobQsh4FHbuzzwh418TvbsX9jQA2c+JFlA52UDjlKJj9YxeKMoMsTlHBIWohhKvc4KeBeANNyhluLRCpzuKy1i+xLtvdWFYX/pS0BcjlHg5n6BnAXjolD4oaMPPwF9u4lbPCOCUv4Yqaar1kdV2SxfJV15aL4pnAUiUQ0pBLC7VyGhxs4xNG7ypRK8tbIdOAtIWBOJRZn4uY1Bfb+rOswCkRc1YLOLCeRmp3b2pPK8BTzseqpeSt9/9dCF29OBpANqZGP+tPzTAAeiPdYrbUXIAxu3S+mNiHID+WKe4HSUHYNwurT8mxgHoj3WK21FyAMbt0vpjYhyA/linuB3l/wGseCBqgP2HIQAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="lab 1.3 shapes"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" 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" 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