<snapdata remixID="9948094"><project name="Polygon Problem" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAANGElEQVR4Xu2dCXRU1RnH/zNZJgmSAJJJoIBAWWQ9SW1FVtkCSCiapFsAkeVw0OOxWKSiKChEaSW2BzhNa8CiJQSQWmWTQjDsUBDDqmwtklCWGCALJZlMkpn03BtnnEwymffmvTf3kfneOZyZJPfe73v/++O+uf933x1DbW1tLeggBQQpYCAABSlPYbkCBCCBIFSBRgE8efIk9u3bV0eowQDXq7TSn6OiojBixAh06dJF6IlTcH0o0ADAnTt3olu3brKyq7x0CEcyXoLNy6fJ1N9vwu2Ih3jbW7duxdy5c2XFocLNT4F6AB47dgwtW7bkI55jpJPyWpY+Cv3MIZLUufrMTmf7vXv3llSHCjVfBeoBuHDhQqSkpPCzzc/Px+zZs/Hyyy9j0aJF2LVrF1auXIkhQ4bwf0899RQfxdjRZs0EtAk3ImTgVISOmYfyxf3rvXeV7z+pdXUY5CEhIejbt2/zVZfOzKsC9QBcvnw5Bg0axOFgMLLXcePGYfjw4Ry2jh07wmg04uLFi1iyZAkuXLgAq9WK2HXJHMDQhN8AxmBU7Uqv9941i3MpHztHwM6dO8NsNntNkgo0XwXqAVhUVMThchyuE46SkhLMmDGDT07Ye9cJSuePU9E6zChJpZMTsp3lhg4dKqkOFWq+CjSYhKxevRpdu3aV9RmQXUbN0dFeVbqSn48rV67Abrfzka9///5e61CB5q2A320YNqqyic7IkSPJimnebEk6O1VsGBaJrBhJelMhNwVUsWHYZOXuu6MlWzEFU//pvMT36dOHOiWAFfBow+zfv5/bLUlJSZgzZw63YnJycrBixQqcOnUKU6ZMwTvvvIPDhw9z+eRaMQ6vMTg4mKwYArBOAVcb5tChQ2CzYma3ZGZmchi3bNmCTp068QlEQUEBt2zY++vXr6NddopkK+br5L87R0A24YmWMIEJ4D5q1qcu2YZhKjD7Zfr06WCjI3vvatP4YsWw+gxsOgJXAVVsGHY57devnyQrJr+gAJcvX+aKs5GPrJjAhY+duRAbxn11DdkygQuhajaMu4RkywQuVHLOXDUbxn3VDNkycrohcMt6tGFyc3O59cJWw0ycOBF79uzB66+/zice27Ztw+TJk7FgwQI88sgjfJXM0qVL+UJTX1fIkC0TmBB6XA3DbBi2CiYvLw/FxcV8whAeHo727dtze4bdz2X2y82bN8HW9V27do3DeunSJVgsFrJlApMn2Wcty4aRsxyfbBnZfRGQFVSzYdw/A5ItE5A8yT5pXdgwaj70JGWUHjBgAAYOHChbLKqgvgKa2TByU42MjMSwJ9+GqYX3dYVy23aUbxsdg8y0EfzHwsJCugvjq5Aq1tPMhpHyMJPrw09to82YvvgmDMYgFU+vYVOZ86NQVlbGZ/NffPEFpk2bpmk8arxpBTzaMEePHuULDcaPH89XwyQnJ2PdunXIzs7mz3QkJibyWfLo0aORkJDAo+zevRvx8fF8VhwXF4c7d+7wf2zxaXp6uvNZkNTUVNy+fZuX79mzJzZs2IAHH4zGtn8Z8fQEM3YcKsbabUXOzN98thO+uV7Jfzf1p2b+mji0DS+btb2Iv/5q/gUsee4hLPpLATYtexjbD9a14SjH/s6OjJdaoLS0lOdy9uxZTJ06lRgRqIBHG4bBxh5IYs8Is4eP2LMgr732mvMhInbJZJexM2fO8AUKL774Ir+vyz5bsYfPmRXDbJt58+bxB5xcj9DQUP43NhLFxMRg8+bNaNfuBzj0tQlBRuD8lQq0N5uwZe8dGAzAG7MfwmcH7/Df3Siy8tcHwoN4WZsd/HVwfCQ6mE1IfOFrhIUa0a97RL1ya7fXAb1ijon/p2AjIPM6X331VYHyU2hJNkyvXr1w/vx5SbskDBs2jK+WYYeUCYFjAhIdHYuXMqo075E/zY3gnqXjoAejNJe8yQCa2TByPwOy8nFx8WjdurVmipSUluDUyZP88stG9LS0NM1iUcPSFAg4G4b2ppEGhr9KBZQNk/nuLLR94H9cW9qbxl+IyZgF+7o3jNy9ZBor7y8bJv25ut2+2CWf9qYRD6EqNgyzadjiBbZwgdkwbNLCXl1tmGXLljnPdtKkSU4bpkePHti4cWM9G8bVUnn2Z+1QfLcam3JuY1ZyLFZ/Ughmy7z53lX+s81eixPn7+HUxXLn71mgrLd6ok1UMKxVdvxtexGfUbPj7ZnV/JX2phEPH5+ouu6Q6vpQkhwbJisrCzNnzuT7xDz22GNo1aoVKioqEBERwW0YtozL3YZhf2N+XGxsbAMbxtVSGRIXiZGPtsLt0mqU3K3Bxl23uC1TVFzFf76Qb8HguEhkfHSD/z5t1VUe6oPF3XGnrIZDGNkiGElzz/Hfv/F0Oe1Now/2eBaq2DCjRo3C6dOn+YjHbI0DBw7UNS5jc0t/2TCv/KLYKT9ZMOJJDCgbJj//Cu1NI565ehk0asM4PiPpLFfV0mEjMx36UMAjgPpIj7JgClRXV2PxmAQ8fzoPtrwz6NCM9tcmABUyPqy7wgbcqoeEAGkZQO6n85C4dSN+WHgDod99lcvxD9dj4RupkPvNLgf+rW6OarZGACpUkwGopIPtX52F/fMc3Bw7HkfGj8Xom9cQ0Qhh709Iwgv/+ER2tkrzkx1QZgUCUKZg7sV96WD7l8dhHfxoXVMREQjdsgNBwx6HzWaDpbQUb49NwCvnziDUZnOGqzEYYM/IRFjGSphOnJWctS/5SW5chYIEoEIR5XSwbW8uqsaN5hHDrd6/IY35queOH8enT4zBK9WVKA8JQVRSCmwfbQBMJoTfrfSavZz8vDamQQECUKGoUjvYYqqbeUsBz1NKFffuocJiQdvoaFhatwAqKmC6WghjTIzHs5Can0IZfK5OAPosXV1Frx1c9C0sHWNhytkD4+N1z6OoeTCwDZGRCLtV1mizXvNTMxkf2iIAfRDNtUpTHWz7cA2qZs9UNOpJSY+PrgYDwivtDYoTgFIUvI/LeOrg6oULULPsd5rD55DO0yWeALyP4ZKSuqcOZkAo+bwnJbZ7GRbT2L0HTF99/10vBKAvSt5HdRrrYBHwuY6EruATgPcRTL6k6t7BlqhwBD2ZhNC1631pTpU6rv8BCEBVJNVvIw0AFHDpbfRS/OgAmA4e9T5LFywtzYIVdoArgGzkCf0gC0GTpihsVXl1xyhII6ByLXXdgjuA/p54eBKHAWjavB3Df52o6F611uLTCKhQYQeANaveQ83SNITlX1fYokrV7XZYwoMwtlMtAaiSpLpsxgGgyJlvU6MgAahLbNRLigBUpiVdgpXp55xl6nEErIxtg2/udUDve2cUnqV21QlAhdryEfBSLSxhRr/f+fCWes3yP6Bq/m8RYW14j9hbXX/9nQBUqDQDMPfn82HLzkJYwQ2FralfXY8js+tZEoAK+5wBuPetDbB9tk3o3Y+mJiJ6sYYay5EAVAHA3Ceehy1nJ8Iu1H0Jo54OGgH11Bsa5MJGwP2Hv4U1vi/Crt/SIILvTdpPfAnrwJ/o7rMpXYJ979MGNfVsw1gTRqDgSCF6lJ9X8YzVbYouwQr11DOA7PKb0qEEOy63UniW2lUnABVqq3cA6U6Iwg7We3UHgFUJwwFzDEKzP9JNymwEJAB10x3aJKLb1TAtTTA+3AsJpadoMYI2Xa+PVnUL4HcLY2k9oD440SwL1w6uvXsXldFRwm2Pyh5dUPvfqwi32GhFtGY9r5OGG1uSbzp2Asa4eGEZ0jMhwqT3f2A9PhUX/MwMhKz6KxeDLsH+Z8KvERvrYNua91H13Cy/X4otHczArVv14hKAfsXB/8E8dXBlZBhq2XYZZRa/JFWVPJEviHBfeEAA+kV+cUGa6mC2RpDv2WL5fp8/LTK1Dvwx7CfyGh1xCUAtFNdRm946mN2PtR/Yp9nl2BIRDNhsHtv3lp9oKelWnMIekNLB9v17YR0zEiF/XoXgmbMURvy+Ot+QKCgI4RU1HtuUkp9qCfnQEAHog2iuVeR0sGMHK9POz2EcMcrnyHI2u5STn88JKahIACoQz1ebwwGQITIKpnOXYIg2e83C0uYBoLyclwtZux7Bv0z1WsfX/CQ1rFIhAlChkEpGmOo/pqNmwXz2zYleszDE/whhR/O8lnMvoCQ/2cF8qEAA+iCa+yVYYROaV1fyNRJaJ0cAaq0wtd+kAgQgASJUAQJQqPwUnAAkBoQqQAAKlZ+CE4DEgFAFCECh8lNwApAYEKoAAShUfgpOABIDQhUgAIXKT8EJQGJAqAIEoFD5KTgBSAwIVYAAFCo/BScAiQGhChCAQuWn4AQgMSBUAQJQqPwUnAAkBoQqQAAKlZ+CE4DEgFAFCECh8lNwApAYEKoAAShUfgpOABIDQhUgAIXKT8EJQGJAqAIEoFD5KTgBSAwIVYAAFCo/BScAiQGhChCAQuWn4AQgMSBUAQJQqPwUnAAkBoQqQAAKlZ+CE4DEgFAFCECh8lPw/wM5+fMRdfqf+wAAAABJRU5ErkJggg==</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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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