<snapdata remixID="9915024"><project name="Lab 2.1 Squares and Triangles " app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQHUlEQVR4Xu2deXgV1RXAfwkhJGENyo4RlSqiROELBDCFArYIFEUBaaUEISJIY1kqICqWglqkChSQnVigoEKLS4oGZSmLQAKaiixCEQSiwsNAlCUQsvS7SV62t83Mm+XNvJl/+D5ytnvOb86due/OTEhRUVER9mFnwKAMhNgAGpR5221xBmwAbRAMzYANoKHpt53bANoMGJoBG0BD0287twG0GTA0AzaAhqbfdh60AL7+E7x1GXY2hogQGwSjMhCUAMZ9X5LuqBC4UgS9ImF6PaNKENx+gwrA0wXwsKOk4PualPz7eR48mV35/4IbCX1HHzQAjj4PGdfgnnBYfoNrkp1dcUF96FBD3yIEs7egANAJV1ojuDHUc7kn5cDmXGhaDT5oGMxY6Dd2SwP4n6vwzAV502t+EXQ8I09Hv3JZz5NlAXR2vcSa8Ic68gvn1H+qNiTVkq9va0jLgCUBdMLjvNGQlgpXqbWXYeZPdjdUmj8pepYCMOUSLLgItUNhayMpw5cmoxbQ0rwFl5RlAHRCMqs+dNHgLrb/OTiZD51rwNz6wQWJlqM1PYCXiuAXOt00HMqDRHvNUFUeTQ3g4z/Agev6dyVnt11zI9xeXdV6BJ0x0wLohGBLI6jjZW1Pq4q+8iOsv6L+9aZW8QaqXdMB+EUeJAXQNGjfoPiHtqkADNS1OWdcY+vA72r6V5Bg0zYNgIHeaT7IhWk59pqh3BMo4AGcdxFWXDLP77OBfqLIBURr+YAG0Kw7VIZnw/486FQD5tlrhl4ZDlgAzd5Jjl2H3/xgT8m+OmjAAdjbAY4C6+xSdp5I2xpDTXvrvwuPAQegKJjVntMYeR4+u1a+C9tXVwimvwckgM/VhUeirFMGcVLFhkOKm53Y1hmlspEYB+CB/7qNeEi9OzhcLZJ92e7/rmyYHrQcZ6D7A6qadGdMAOjv1jDNgzTIgTEALngNXn4OqlVzO+y49Fz2xUdqn5KCAvg2T1M/H+bCizk2gJ6SbAyAIppm4bAqFbr3dIlNdIyX60FPrRkcPwLeWaEphGIsMWGwvoGmnJvWuHEAOiF004F+7YAzBTp1DXEiaNgF7enX+7lhLIAtakGruyAt3W0X1O26SSMInQ9F6TYOE/ZBYwH00gVF55hTHxI02N3sUicB4KjxMGWGqiUUYxBbxcSWMftwnwHjARz2CHz8b5dpMOEMXC3SaRr2ciL4A449/frOnvEAeii+uDftrOfyRbubIS8PDpS+OMZ37rxKfJYHI7N1PIH8jNco9cAA8AcH3NPcpQuKDpJyI8Tqte1dxWtBs/+WrReQgQGgswuKazBxLVZ66F7Eea/CjCmq3BWL2D9pBNEGPC6gFzxq+AkcAN1MxWJTgticoOtdpOiChx1QR/n72r7Oh0HndI5bDRoMsBFYALZuBFFRsO9EpS64viHEuP/RRJuU+TkV6965tcmCLlYDC0A3XdCQYgoAe/WDZWsVFUHEvLYB3BqmSD2olAIPwKnPwNK5ZddhR67D4B8MmM4UdsHsQuh51oB4TYpt4AHooQtuaQx19NzQ+cs4OHYETlyUVdoO30NhhTewylIOQuHABLAKhGJKCw+BXY11rpCCLihiXXIDtAvXOVaTugtsAAcnwcyF7LkGyecNmNY2psLw/pKXZQqAeD0Xz00KXcWwAxdAN11Q1+UYZ5ZEF1z7Mdz3C5/l7nYGLur586HPiAJfILAB7NwKss/BkWzE1CYWdcXiru6HxKlYxDgzGrpH6B6haR0GNoAVumBaLrxg1M7im2vC3ffChk+9FtrefCD/PAh8AFctgWeTi6/DDC2wjy6o6yZa+XUOWI3AB9DZBXccIC7ydpqHwXtGbG8f8iBs3QhZ19wWU5wck+tCfws9zacHteYAsBTCt47mIb7xZsjNiJv1yYoFMrQ760GKRj7MA2DzGvDz7sTN+sg4AL87De1vc1mWERsPxAYEw04MjeDQw6x5ACztQHH78rgjDFYbMQ07u+C0WZCUXFYf0f1G1YYn7O+JyGbWXAA+1JWF8b1ZPmySsd2myg2JPf3K5q5MwVwAVuiChk53dzaAuvVgz/+Kv7QpvrhpaDzK62+4pvkA3LebuGadiA+HN4x810ppFxTdb1AUTKhreC1NGYD5AAReeWMZ6x95wtiu8/wY+PtCxDWp3f2Us29KAMVwnRtVlQ/df82vW/pvw0oWpr4EY8bJG5FpAYzPKqDAw8uNpKRg0cz3GTXxISmixTIt5r1A3YwtHJ8wi4uxHYv/TwD45p0bGXa4Jz8LW0aH8PFcKIzlw6s7Jdu1kuBb/4IHZL5szLQAisJdCUknqihefg3nbYOnu/rUO7gxlZOfpdP7uZdcZKNLP8dw4TJQBBw6A3eVb1ic2yeBlgnd6D15uk8//gpcuDqV6Iip/ppRrF8pFzKtmBpAMdb8l74j7IWm0oa95xvo2MKn7KnMvWS++zYPTXvdreyC+fD8JGjbDrbsqCAyeAWsHlpJZ9b9cSSMeJoOgyr/v88gZAgYCaA/8Ikhmh5AyV2w72JIHemzrJNiavLqKdHWPB9ek/7ufng41kV5XIMQZp8TrVL9wygAL1+G5g2hZi3IOqtsXKYHUAw796ZMIk+39ZyBzUegxx0+M7R75RI6JT7pVa5NK8g6Des/gG49vIj+878w4N5KAqtHD2HwglU+45ArYBSA/nY/S3RAMYi8J44TvuxW17ot3w1JnSTV83j6Tm6NT/ApKyvpQ1fBiiGVbO5MWUDC8NE+/cgRMALAYUPgvfUwZCjMXSAn2sqyluiAYkguU/HT62DeQEmZOfV5BjHtOviUlQWf09oRB9x2A4SVP1mfseZNOjw2zKc/qQJGAKgoF24GZBkACzIuEVI9lNCbgWvXoYm0nyaW/rYPI97aIKnWIunh4XD2giTxykLT0uDF8jWKKa0aMv0rhwJDrip6A9j4Brh2FYpXAPw8LAOgyENh/EpC0xMlp2TJb3rz5NsfSpJX5Yx/dRNMur/Mn1oQ6g2gKrkozYJ1AFy4A576OXmjThC+6BZJUEkV+uMYSFkGffrCP96WquVFbv+3ENtMBUMlJvQEUE34ROzWAPAvn8DkXxYXI7fJ50R+385ncV9u35Ln9x7zKScE1E46Hx2CXq2LfY+67UbmHMwiIiKCwsJCkuLb8Obeg5LicgrpBeCundCnJzRtBgePygrRo7A1AEz9Evq2KRvkldAMogp931RISWFME7j4Exw/BdEa7L7p16gmTQtzmZTxNRPb30F0aCGLHPlSQiuT0QtA1U9Ey3TAKuW6/qcsqv+5uccizunVibEf7ZZUZC2SXux4zlYY2431K1LY8UxSWSwhd3dg1lbXrwZ4C1YPAH/VDfZmwJ+mw9jyd4hKyqE3IfN3wPnbIbmLyxi9/UJydPtmbu/ibRW5xJxm8AnjazPh0bacPXOGGW2alMWfsHAd/QcMkFVYPQDUKhfmB3DNPngszqVgRd/lUfjZZar1jZZVTKfwyZNwb2uIjobjWYpMSFYa2yiMkMICCAlhtkO8W0veoTWA9WtBUZE6yy5VR2Z+AL3Uyl0X3DT7Fe4f95zPCmt1xldynLIHhnekf6sYYrJPc7V6BAu/y/UZW1UBrQHUMhfmBnBlBiR6v9m41vcoNVJvL6vZX7vew4RtX3gt8sB+sOkTGJ0ML78qmwfpCqU/Fe7dtpU1A7qT164Lb2zcJl2/VFJLALWET4RvbgAXfwoj7/NasKtxB4jYd3eZzIz7WvPsp4e86mid9KrOL126xJRbajNi20Faty5ZnpFzaAXgssUwYTy0iYXt0u7Z5IRdLGtuACUOt+JUPDW2OVP3e76oa1AX8vO1ud5xG+66TBjYluSbajH/9CWJI6osphWAepyI5gXw3S/g4XskFSx/qYOwpAYQGsKcBzoyNm2PRz09kl7J+eytMK4bSYMGsvyddZLGo8c14L13wclv4O1/Qs9eisKSpGReAP+6GSb4XkpxZsHZBWd2jWXitv1uk6M7fBWiOH/qBPVjlP2EqEUH1CsX5gVQ0vlVWSh/kYNZq3swcceXLtqp70PiY3DLrfC5658VeJOhknaIWbMfZ/zGDBlK5aJqA6gXfOa9Btx8FHqU39lKrZrogrvmbOH+MZNdVPRMuovzaWlsqpvpNi4pY9MCwOrVwZEjxbt/MubsgC9ugGl9FI38atsvicgs/91YGEmIh4MH4G/zIVG9faKK4lOipCaAep+I5gRQSZVKda71O8pPrxXRoGX5MyJ6J71q+I5jR2joqA6d3TxWIGGsagE46Y+wZFHJTYe4+dDjMB+AGSehg9j2rPz4W722jMnJLDZgNHwihvkPdiU5JhnmS3uEoOrI1QLQiFyYD0Dl3JVpFnyYQ2ibKEJuCi8GMDQUsuV9EEmFKKqYkPiwvDvHagDYoin8+CMc+h80kfiYtRpJMCeA7+2Hfq7P3spJyOra/UgufK9YRY1nG+T4rij7zrgRDJq9VKl6SfwqvBnBiO4nYjcngDM3wcTyZyuUVG/Ag/ls3mz85yxDyGdYkyOkfH+XkmGoqmPEiWhOAFVK+5gGNVh5xf1b71Vy4dVMYlSJ/5RWHzP8q1/p4dKjD72WXaoGYF4AtxyF7vLXAqsmYNeKxXQe6vuVHWrToaZfNaZgtccn1Z55AZyyAaYrWwuUmhxd5LYfgy7+vWjQBlCXSmnn5PCWNO7sLvPFdn6E89XmNFr1KPU3ORX+0tcPa+rchPgVgB/K5u2AYtB7T0J7/9YEnbm7cuE8UdH1ZadSdB85R25OLpH1IuWoSJI18v2AkgL0IGRuAMf+C+b092f8LrppM6fywER5UEkJwK3dzCxo6/npPSl2zS5jbgA1yv68vl14OnW7atY92vv9WnjjUdX8mNGQ+QH86iy00uYjwlKeH/FWdH/1zQiU3JjND2DSalg+WO64ZcmLV/YufrQnI9ZsoEV7z+8b/GbvbpY+1oeRazcS07a9dx/HzkFLo743Jmv4mgqbH0BN0+Pd+JWcC0TVU/bcMYmrYGXll1caOBTDXFsDwG9/hGbS3gdoWKZtx24zYA0ABy6HdeXvVwn4WjsuQsPaAR+mHgFaA0A9MqWmj2c/gBkPqmnRtLasBeDf0+FxBR+u0bN86d9AvO9vlegZkpG+rAWgyOTotbAgANfW5m6DP/j+OpORMBjh23oAiixm5UCtGqDBT16KivTs+zBD+nfpFPkwqZI1AXQWY+L7MNPAwp++AHUjoU6ESfHQPmxrAyjy5+EFlpqn9ql3YOEgzd2Y3YH1AXRWaNcJ6Kzs1Reyi7wiHYYG+M2Q7EFpoxA8AIr8/XoR/HuUNpkUVjcehp53amffgpaDC0BRQJW28ruw8PBSeHeEBRHRdkjBB6Azn8t2wxPSPmToswQqboz16ctiAsELoHPK9Leg9pTrVwaDG0C/Umcrq5EBG0A1smjbUJwBG0DFqbMV1ciADaAaWbRtKM6ADaDi1NmKamTABlCNLNo2FGfABlBx6mxFNTJgA6hGFm0bijPwf51ZZPNPS2NXAAAAAElFTkSuQmCC</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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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s="receiveKey"><l><option>8</option></l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block><block s="bubble"><l>circle!</l></block><block s="setColor"><color>112,20,0,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><l>150</l><script><block s="turn"><l>3</l></block><block s="forward"><l>3</l></block></script></block></script><script x="672.333333333334" y="56"><block s="receiveKey"><l><option>5</option></l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l>Parallelogram!</l></block><block s="setColor"><color>16,10,255,1</color></block><block s="setSize"><l>5</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>200</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block><block s="hide"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.1 Squares and Triangles " app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>