<snapdata remixID="9164705"><project name="Equilateral Triangle" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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2XXS39mp2i9GOY3eYne5uRxtdHdVb+VYhwACCCBQfAFOQfdgWrdBM61jGjHE0209FIn84iA3yzHINfLZkAACCCCAQOQFRj6nkXWtahnVpndHPpk+EnA5ulxdzn0UZTUCCCCAQBEFOALOgllVpQvt6Hf1lvH6Q5bVsVoU5Gi5BjnHKjOSQQABBBCIlMCITTrcZr1aN7pNR0cq8AKCdbm6nF3uBVTDpggggAACeQhwBHwAVmqvGm3RD18Zr2cOWBXbXzO5/jCTe2zzJDEEEEAAgZAK1L6gerse+tTwVtWFNMSSheVydrk7g5I1QsUIIIAAAgj8i8CzGmgd0MMjX9Cn/mVdQha43J2BzCIhKZMmAgggUDEBTkFn6EcN0sds4FV626v6ccX2RoUbDnI3g8CiwrHQPAIIIIBAAgSGtWmUTUjxVN3zensC0u01RWfgLJxJrwVZiQACCCBQkABHwMZXndZcpfVI+2F6pCDNGGwcGJhFYBKDfEgBAQQQQCCkAqM2apK7BccmojgspCGWPSxn4UycTdkbp0EEEEAAgWQI2KCju2vbdHEyss09S2fibHLfgpIIIIAAAvkIJPoUdN0LOt2wJqtDN+eDloiyr5tMzhglImWSRAABBBAog8DYjRpsTwP6qx3lzSxDc5Fswtk4I2cVyQQIGgEEEAixQGKPgHf7+rSX0pb28bo3xPunoqE5G2fkrCoaCI0jgAACCMRDYOim4GH0a0c8r7fFI6PSZeGMalu11pmVrhVqRgABBJInkMgj4AGdusR29f3bD9PfkrfL88s4Y3R/xiy/jSmNAAIIIIDAPoGRbToheNrR83rzvmV8711gtFkFt2qZXe8lWYsAAggggEA2AV+eDSz6pX19JdtqlvUs4MycnU3X6fVcijUIIIAAArkKJOoU9MhWnWUw42pqdGuuQJR7XSBjNi5jCAsCCCCAAAK5CYx+WcPsNOoTNqDoA7ltQakDBZydM3SWB67jdwQQQACB/AQScwSc3q0v+J7WbZ2g+/IjovQ+AWfnDJ3lvmV8RyDuAi3z9GX7uvvJ2Ywbifu+Lnd+ieiA7ek+433pAi+tS8sNHLf2nKGzdKZxy418EMgm4Pt6xAY+nOFX6dEn52l2y5c0NFs5liGQr0AiOmAbOHSZ5+me9kPVki8Q5d8o4AydpTN94xp+QyCeAsc268+WmZuu9hn7eq83WKuebNCZ8cyWrMopEPsRraPW62Q7bXrn3j2qf/UovVxO3Li2NfRZHTzgIK3yfH1iy8TgwymuqZIXAoHA03M1Ou1pVVr6lFIak/J1VTqt5+yP0UunLNNqmBDoj0C8j4B9e9Svp6UG00Tn25+3R/ZtMpZNga0ZZy/FUgTiI3BMs16xSy9L7Yhl6e5tus863no7C/SQnZ7+2Zp5anp2lg6OT7ZkUi6BWHfANmr3HPsPM7i9S7eXCzQp7ThTZ+uMk5IzeSZboKZDd5jAwEHD9OFJS7Vz6te1rKtKp9ofosM7B2pVy1yd/1yjDkq2EtnnIxDbU9AjXlBtlTtl5OmCbRO0Mh8UyuYmYPcEn2qn4r7Z7at++6HamttWlEIgugItDZpuR763dFdr2vGL//89v3quTk7Z2TY7Sh5iRzXzJy/Tg9HNksjLJRDbI+CqlGbZnE2P0fmW7q0U2JpxYF26ZqgZgdAITG3SQ9YB/7Wm642z6bmBWpuH6nQ7ovm6XSe+2UZL/8gGah0VmsAJJJQCsTwCHrFeR9hfFr/p9nTGjglaG0r5mAQ1vFVHVvn6tX3ovG/7RK2LSVqkgUCPAk802OdLWr9RWmdMve5fP1+em62Ru6r0ZavgPBuwdYe6dIOVa++xQlYkViCWHbBdl7zDElvbPkGNid2zZUzc5ohutFNvR9pEHeeWsVmaQqBiAmvm6jJ7z0+a0qyP9xSE66jtj9NG+yw6yf5AvXr3Dt110i3q7Kk8y5MnELtT0LXrNd3e8Cd2p3VD8nZnZTJ21s7c2VcmAlpFoLwCnbt0k13iesuaBp3aU8vHNWmd3aL0SRuHcr6VuXDwcP3eZtQ6pafyLE+egH1uxujla6DN0LTS/jK9yY7G7oxRZqFPxc46fMLeTLPax9sHkqeO0AdMgAgUKGADrz6WSmn2oCE69fBG7emtOrtNaeDeg+z/iK8FVu4hm1XriqlLtL63bVgXf4FYHQFb5+tOgXZs3azl8d914cowY96R2QfhCo5oECiBwMvDdLcNyNq151V9sq/qj7pJHTaA67t2Srreyr5i14UfsIFaC6xjHt7XtqyPr0BsjoCHbdTomm6bnclmqtkyQY/Gd5eFN7NRrTrFzj78oLNK9TvH2ocMLwRiLmAzZJ1sgz3v3NOh+rfdlPtMe8/M1+SutK6yDvwYO2O0aPlQ/ayx0YZ18UqUQGw6YDsFutiSGW0Drz6fqD0YsmRtQNat1gm/YpcAFoYsNMJBoCQCdiR7i1W8za73zs+3ATuNfYbdP3yt/Z95qcbTwqOb9Fi+dVA+ugKxOAXt5nu2vyTPcddVorsr4hF5sA9sXwT7JB4pkQUCvQrUpHSFTUk5s2WBpvZaMMtKu3/41zYserp9EP+iy9dPbFDXjf+8RGOyFGVRDAVi0QH7Kb3D5mbdtHUsgxoq/R51+8DtC7dPKh0L7SNQDoGjlqrN7vf9ptetq/vT3gnL9JrNnPWN7k7V2wMetLtDD9u0lrP+MU9D+lMf20RHIBYdsHbrO0Y+vG69zogOfTwjzeyD4Zl9Es8kyQqBAwRs2ttv26Ij7JrwBw5YlfOvx92gzVObbQKPlGbaaekzq6U/rlnAZ1rOgBSsnIANADrbrgP/fcwm/mqs1F5w9m4fuH1RqRhoF4FKCdg9vh+0JyM9tqkIR652Stuza8tn29cT9vVTOyKeUqm8aLd0AvE4AjafLeO1wgZhberq1GdLx0XNvQk4e7cP3L7orRzrEIijgA3C+h8bTLWh3S98IKhdxvGtvnvtCUz1Nkr6T+b1c+uIF7vnEsfRLqk5xWYUtNuBI9v0Fi+te2oGatpLY7Q5qTu1EnkfslljOu3alV37nbltPCM5K7EPaLPyAqvn6ATrPH9q14PfMeV6vVisiFq+oolejS6z+txsc0vdoxHdvcXFqp96KiMQqw7YEdop0Bvdd7sNxk2GzqtMAriXCZpmQi9gp4uvt1OL1ZObdWGxg3VTWdqH9lKrd6Bdd244xj2diVdkBWLXAQdHYnu1yvf0IY7EyvO+DM482C0UNQNUz5mH8pjTSngF1s7TIXZo+rAdCX94SpP+VuxI/3K+agYN04ft1PRXbbDWX7uky92808Vuh/pKLxCba8D7qFwHYEldbw+KX2zPQopdfvvyDM13M3bWzpzONzR7hUAqKHDkMr1kcz5/3UJY7JfgM8g9UclGS9/ZXa1pNv/BWvdoRPd0pscvUG0F06bpfgjEsoOqbtf37Aj4kFGf0wf7YcImeQg4Y2ftzPPYjKIIxFpg10593zrHUU+9Vro7Ao5frK12/7CbwPIMG/w1qXqIVllH/LEHGmV3MPGKgkDsTkHvQw/uR/XUrMGa1j5KO/Yt53vxBOq22ETyu/SwfdDMbZ+oXxevZmpCIPoCT87V6ZbFdbuqVX/SEm0vdUbBoxF93WC3MFVvHqa3vKvRHvnAK9QCsTwCduKZDuFpf5cuCPUeiHBwGdun6XwjvBMJvWQCU5r1W7sOvGZQt75Uskb2q3hyk1YOqNKpdlTV9aadOme/VfwYUoHYdsDO26vSV+3o7PzajZoYUv/IhhWYmm1gHNksCByB0gp0+lpkn0Gf//tsHVball6v/Qh3pJ3SV+yy0KLHF3JNuBzmhbQR6w54y1itsZGCd9s9ee7+OV5FFAhMzTYwLmK9VIVAnASOb9ZT9hl0lx2ZXl6uvNyRsHX6j9V0ala52qSd/gnEugN2JF1VWmbfprtn1faPiK0OFMhYTs/YHria3xFAYD+BVI2a7Xahtz8+T2/fb3FJf/TTusye63DeEw06oqQNUXlBArHvgIMHw/taYqMEm/QX1RSkxcZyhoGlmQa2mCCAQK8Ck6/VFjsKXlxln0EtjRrQa+EirZx6nd2e5Ol2Gw79tSJVSTUlEIh9B+zM2jt0p30bUDvGbl7nVZBAxnBAxrSgutgYgaQIPLdHP7LBUSl/hz5arpw7q3VD2teJNhr7neVqk3YQyCpQu17T69q0ZsQ2BiZkBcphobNzhs4yh+IUQQCB/QRWN6jeHqjwVMtFqttvcUl/tGkxP2Ft/umBT+ugkjZE5f0SSMQRsJPZOlEP2f1xf6naqdn9kmIjOTtn6CzhQACB/ASObdIq2+JRr1oX5bdl/0vv3qnltnXHmNH6RP9rYctSCSSmA3aAdjqm0TqQc4e36qhSgca1Xmfm7JxhXHMkLwRKLWAfuI02QOrja+bo6FK35ep301bamI359uN8HmVYDvH82khUB7x9otbZjfG3MTAhvzeJK+3MnJ0zzH9rtkAAAScwaZmes2vB30t7urJcIlOX6VFr66FuqaFcbdJObgKJ6oAdSXqoPa7Q01tGtuq03IgoFViZWWAHBwIIFCTQ0a1v2B+zx9qjBd9dUEV5bOx36go7Ev6QXROeksdmFC2xQOI64G212mangK6wxJfqOQYm9Pn+MiNn5cycXZ/lKYAAAr0KvPV6+wxyZ5SkJa0XaVCvhYu0cuoNWu+l9G3r+K8qUpVUUwSBxHXAzmzrOv3E/gO8VletTxbBMNZVOCNn5cxinSjJIVBGgSkv6B47E7d9R0rnlavZmj36lrV1VEuD3l+uNmkHgawCo9br5LpWPTP0RR2ctQAL5WyckbOCAwEEiitgjw509+g++495OqS4Nfdcm92SdLZ9/d3aHNJzKdaUSyCRR8AOd8tE/dm+PTCgKxghWC7vSLWTsXkgYxWp2AkWgbALTG7WX+3BCb+zAY4LyhWrzRO9wk59b6r29dlytUk7PQsktgMOSGwkot1a8x82scSxPRMlc40zcTZ2mqxsozWTKU3W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