<snapdata remixID="8666599"><project name="1.3 Squares and triangles _ Shannon Williams " app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAJQUlEQVR4Xu2dfXAVVxnGf5CEJIZCEmhBQiAkacFOUfsh00HFD1okLVOpDX4MfgxlKBYRWywzWm0H64ydEVs62GHECtpWtLbQ1k4sWAYVlAxFrWBpKZqEjySkJqEEKwRKQpzj5eLN5ibs3d27597Lc/5Mzvs+7z7vb3b37p577qCenp4eNHw5sMIRPQGo9pXx4gkeJAD9N9sJYDTjrUCl//QZnUEABtDeKIAGtkbgtCPnsgA0MjWFAAygs7EAmrOeGc6z4lDgzgC0Mi2FAEywox0dHaz73hMs/f6S85HxADT//CvwO0f+ycDMBDUzeboA9NDdDSN2MSx/GDOaJvU625lLcPQMGJv250CLQ2ceMNKDdqaFCEAPHd1fWw83VdBNNzVVqxn5y69y9NwHjngARiUeBrpj9AYDX/egn0khAtBDN/fs/Dt5M997PrJlyGEmtpSwMysr7hkwVsJ8QFnl0BwB3O6hjkwIEYAJdnHTNbspb3h/n6geevj9tKe484XPucr4B+DPjpnXAx92FZ05kwRgAr08sOcQnW3v0HzwCE31zbS9doyTDWfoacnh0q53MyHvCnKz8/jY3kqyitwl/glwzDHVXJbN5fliGAIwgC5HPwVPBCZPhQm1iSf9ARD7SiobuDvxNGkXIQADaFkUwCnr4LpxUHCDt6RvAk86QscAc72lS4soARhAm6IA3nATXP2i/4Q1wD5HmhuBvnee/rVsZxCAAXTAAHhLIbzeEf85oFeJ1cAJR3CmvdYTgF7piIn7422wc2Nk4cFAzwG9Sjlf6+UDi70mS7E4AeizISd3wObdUP+V5AFoSjSXZHNpjh3JAt6nJQmFC8CE7Oo7ua4CnquP/D0MIJ4GDjnKmAOU+TwOW+EC0Ifz+wthYsf/V76EAWC03EeAMzG1DwLu8XEstkIFoEfn2+6Fwjsgp8wOgNGynfeHw4CFHo/JRpgA9OB6dzu0fQdG/zAS3N9yLA+pPYW8DGx3RKbLp2UB6KHl0Uuv8ywU5iU4Xtkr9x8kN7eME2UgAD00Nh1CGt4H5Xt6V2r7DLh12cO89otNTF+xlG1TqwRgOoDkpcaOxyF7FAx1LGm2BWD95h38Zv5yKmZ+kJvXLv/fIa0+iAD00tx0iDn8CRj3276Vhg3g2TNdPFpWxeCcbBYf3NSrIAGYDiR5qNF53xebIkwA10+/g6NvHGDu1h8zYpL5BnLvIQA9NDfVQ5o/AyW/6r/KMACsfXAtf3n0KaZ+cz7XLf5sv8UIwFSnKcH6OndC58tQ/DU7AB7ZtZcNt97NmClXUf3cygtWLwAvaFF6TfjneLjc+e7LcQjJOgOuKjGLsGBJ8xbXpglA11al/sSB7vuSeQ/47JxlNNXu5lPPrGDs1MRWAQrA1OfKVYVt98HwL8EQF5u7BHUGfGXNBv70wBquWVjNh+739kJNALpqb2pP6j4Gbd+C0WZFqIvhF8BjdY08+ZHbKaos5Qvb1rlQ7H+KAPRlX2oEu730Rqv1A+Dqyll0dZ5mUV0N2fm5vg0QgL4ttJvgwLUwwWzqksCIAjgWcPetYHhx4Xepq9lO1Zr7uHzWtATUBp4qAAOzMvxEx9dDViEMvTkxbeeSqIEWAux75iW23LWC98yZwY2PBL9kQAAm1ruUmn1oOozf6q0kJ4SFwIKYVJ1vHeexydXkFw9nwasbvIm4iBKALkxKxSmJ3vfFOwbzffQdjn9ca5bQT5nL282tzNu1nktKLkvq4QvApNqbnOT1E6Fif3C5fwq0O9ItAgqCk+g3kwAMweRkSByeAeNeCjbzQ8DZmJRZwNJgJfpkE4BJNjhZ6Y8/AVmX9V3r51fPbDxkNiCKHaOAL/pN3E+8AEySsWGkNbuule9OjtJm4FVH6o8CHwhYTgAGbGjY6YL4MDJQzT8C3nZMCPJhjAAMm5iA9bqPQvtyGHXuG28Bpz+fzvnYZggwwIov12UIQNdWpe7E1nuhaAHk9F1wHGjRDcBGR8bxwKd9qAhAH+alUmiyL8Wxx/oscG53j/N/vgUwG14mOgRgoo6l8Py6cqg0p6mQhrnqn/J5fygAQ2pWGDKdtdD5ChSHvBea8/7QPMA2D7LdDAHoxqU0mtNUDWOT9+q2XyfM0yDnQvwrgQutkxCAaQSX21LDvB901hTvV5bMQ2zzMDveEIBuu5pm8xqroLT3d8BDPQLzfbiuGMX+tmMTgKG2JTyxjnWQUwoFkS+qWRkGQOcXM4uB+THVCEArrQlHtOEqKN8bjtZAKmYrNrMlW+wwr/TMqz0BaL8/Sa3A5v2g88DWAm85/ligzYmS2n/rybv+Be0PwmizR26KjNhfWRKAKdKUZJbR+g0oWgQ545KpkljuVvPjh/dD5Sp4oUMbVCbmXhrOTpVL8Zt3wfGfwYh7YOS34XFgODA7TTzVFr0+GlV/BVT8w0cCj6Et8+HfG+HSB6B4icckKRImAH004uR2OP06FH3ZRxKXoU1z4MQWGLUSCue5DEqDaQLQZ5MaZ0Pp8z6TxAk/ewqaZoPZHm7MWrjktuA1UiGjAAygC0HdD3a3QuMn4fQ+KHkahs4IoLgUTyEAA2pQ4ywodf6Ym4vc79RFznRd7ZEzaf71LoIyaIoADKiZHY9BTgUUfPzCCU/9LXKmG5wHY5+HXLPM5SIdAjDAxtdPgoo34ic8uS0CnYG09NeQY3Yy0kAABgxB7P3gf2qg+fOQd3UEusHmh9w0ejkgAAMGousI1F8J75oWgQ6zbkqjXwcEoOCw6oAAtGq/xAWgGLDqgAC0ar/EBaAYsOqAALRqv8QFoBiw6oAAtGq/xAWgGLDqgAC0ar/EBaAYsOqAALRqv8QFoBiw6oAAtGq/xAWgGLDqgAC0ar/EBaAYsOqAALRqv8QFoBiw6oAAtGq/xAWgGLDqgAC0ar/EBaAYsOqAALRqv8QFoBiw6oAAtGq/xAWgGLDqgAC0ar/EBaAYsOqAALRqv8QFoBiw6oAAtGq/xAWgGLDqgAC0ar/EBaAYsOqAALRqv8QFoBiw6oAAtGq/xAWgGLDqgAC0ar/EBaAYsOqAALRqv8QFoBiw6oAAtGq/xAWgGLDqgAC0ar/EBaAYsOqAALRqv8QFoBiw6oAAtGq/xAWgGLDqgAC0ar/EBaAYsOqAALRqv8QFoBiw6oAAtGq/xP8LUqXZxvAeTDsAAAAASUVORK5CYII=</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="15.760490102767108" y="150.82295928001446" heading="108" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="216,15,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33" y="10"><block s="receiveKey"><l><option>1</option></l></block><block s="doRepeat"><l>4</l><script><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="bubble"><l>Square</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="bubble"><l></l></block></script><script x="10" y="268"><block s="receiveKey"><l><option>2</option></l></block><block s="doRepeat"><l>3</l><script><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="bubble"><l>Triangle</l></block><block s="setSize"><l>3</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block><block s="turn"><l>60</l></block></script></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="bubble"><l></l></block></script><script x="417" y="343"><block s="receiveKey"><l><option>5</option></l></block><block s="doRepeat"><l>2</l><script><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="bubble"><l>Parallelgram</l></block><block s="setColor"><color>0,220,5,1</color></block><block s="setSize"><l>5</l></block><block s="down"></block><block s="forward"><l>70</l></block><block s="turn"><l>110</l></block><block s="forward"><l>100</l></block><block s="turn"><l>70</l></block></script></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="bubble"><l></l></block></script><script x="228" y="132"><block s="receiveKey"><l><option>3</option></l></block><block s="doRepeat"><l>2</l><script><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="bubble"><l>Diamond</l></block><block s="setColor"><color>138,255,255,1</color></block><block s="setSize"><l>7</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="forward"><l>120</l></block><block s="turn"><l>60</l></block></script></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="bubble"><l></l></block></script><script x="232" y="42"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="420" y="45"><block s="receiveKey"><l><option>4</option></l></block><block s="doRepeat"><l>6</l><script><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="bubble"><l>Pentagon</l></block><block s="setColor"><color>216,15,255,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="bubble"><l></l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="1.3 Squares and triangles _ Shannon Williams " app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>