<snapdata remixID="9893252"><project name="Lab 1.3 Squares and Triangles and Stars" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAJcklEQVR4Xu2dfXAU5R3Hv7e395KUap06dEppO4CMBSmOKcRYJQZog50pTStWRp2GAvKiwchbxCqYQEtF6AsOWqswESi0lqqAQEEiaFooVlpgWoVOazvTOh07aqUFubu9u73tPHvccRtCvcTcPbvPfp//ILvP93m+v8/99tndZ58nYFmWBRY6IMmBAAGU5DxlbQcIIEGQ6gABlGo/xQkgGZDqAAGUaj/FCSAZkOoAAZRqP8UJIBmQ6gABlGo/xQkgGZDqAAGUaj/FCSAZkOoAAZRqP8UJIBmQ6gABlGo/xQkgGZDqAAGUaj/FCSAZkOoAAZRqP8UJIBmQ6gABlGo/xQkgGZDqAAGUaj/FCSAZkOoAAZRqP8UJIBmQ6gABlGo/xQkgGZDqAAGUaj/FCSAZkOoAAZRqP8UJIBmQ6gABlGo/xQkgGZDqAAGUaj/FCSAZkOoAAZRqP8UJIBmQ6gABlGo/xQkgGZDqAAGUaj/FCSAZkOoAAZRqP8UJIBmQ6gABlGo/xQkgGZDqAAGUaj/FCSAZkOoAAZRqP8UJIBmQ6gABlGo/xQkgGZDqAAGUaj/FCSAZkOoAAZRqP8UJIBmQ6gABlGo/xQlgLxkwf7Ubmb//Bfjvu3YNgU8NgTZ0BLRhV/WyRn+eRgCLiHvq8e8CZ04j/fQ6WCffKeIMQBteheDYiQgMHQF9wk1FnePHgwjgBaKe3rYB5vaNMF/e3ydc6JOmQ795JrSR1X1SnyqVEMAukUw90obUuocAI9FtjIMNjdAGDvq/8Tf3P4fMiaPdHqNV1yF0x2IEa8arwtAH6gcBPGuf+fzTSD4wA9ap/zgM1UbXIVh9PfTGuQhc9JEemW0eOYjMbzqQal8FxGPOeqvrEG5eBu1zY3pUp2oH+x5A651/wVhwCzKvvOSIbeiOJdBvbULg0o/1SczNV15Ceu0KmAeed9SnT2tBuGVln2h4sRJfAyigMKaMdQLROBfhb/2wZLHMHDmA5MNLHMCLy3Jk1WYE+g8oma5bK/YtgOn1P0DyoQX5uAgIwi2roI0YVZZYmS9shXHXjee0+l2MyKPbEKyuK4u+W0R8CWDyvqlIb12fj4He0Ijwig1lj4n19pswFt7qyIaRDS/6CkLfAZhauRCpJ7+fh80NARfDADEcyBU3tKlcv0ZfAWju/CmMlttcGWhjztdg7tuWb1t013Fog4eViwNpOr4BsOsNhxuzjDHzSzB/vceGQRt0OaK//JM0MMol7BsA47UDIMZcokQe2Ybg+IZyedwjncSUsfkxYfCaLyDS3tGj8712sC8ANOZNhrlnix2b4HU3ILJ2t6vjFL9+IKy3/pn9sSh+U6I8gOIBs8gqogQ+ORgVe//qavhE4xzDhcp+qPz9ade3ubcNVB7Awkual7KJsegbMJ/bZMc1NP9BhGbc29sYu/o8pQE0D3bAuL0+O6ivGYfok/tcHQxH41JJxEZG8v9VecLyTtt70FKlASzMftHNB6BVXdsDa+Qfas/MeXRpNgs2L4N4P61aURbAzOuvITFxRDb7XT0W0fV9M6+vrABkTMSu0LN9GDIc0Z2vlVW+HGLKAliYPcIrN0GfeO4BdDmM7SuNwteG4rmgeD6oUlEWwPiYj0NMtRLFy+Mns2MrjObspIVQUytCc9pU4g9qApg0ELsyagdKnzwL4bYfezposWGB7GX4suGI7lDrMqwkgKkfLUNqTasyg3dj/mSYu7MP0r2czbvLAmoCWHD3WPHbdxG46BJPZ8DC8Wz0qUPQrqzxdH8KG68kgIlpX0Tm0AvKZIz0xtVIPjhPyXGgkgDajy4yJhCJovJY3PvZIn4Gsap+BNArkcwN2oPXjEekPZsJvV5yfVLtTljNDHj2rjE06z6E5i73Ont2+/MATl2A0D3fU6JPohNqA6jQc7McgPo35yO86NwnBV4nUW0AZ9+P0N3f8XqMHBlQn7bQ/npPlaI0gMFr6xFZ5/wQ3KuB4xjQQ5GLDdcAywKiFag86lwSw0PdyDfVSsQQv+pDvAv2SvAKp2Gp8OYgvWkNksubCaBXACx8c1Bx5D0EKrLZw6ulsD+Rn3QiOKrWq105r91KjgHFJE4RNFFCd38bodmLPR0wsXqCuetndh9UyOiFwVASQLEUWqwqm/X02+YgvHiNpwHM3YAEBl2OCsW+FVYTQADxmo/COrt+s5ezhrl/B4ymryg5/lP2QbTomGNG9Oot0Cd83ZNZUCyamf7FOrvt0R2vQrvsCk/240KNVjYDZo4fRWJSld3vYM04RLz0RVxBtPKX308PRcWePysFn9IZUHQu0ViHzOHObPb4+cvQRl7tqQA6voqb02ZPyVetKJsBRaDMzl0wZn85mwXH3IDIE+5ekqMrXLnsp+Ldb66vSgNoZ8FbPo/MsUN2f720MkJyyQx7XxJRQnctRejOB1RLfnZ/lAewcJ0VbcgwRHced30gHWvDhMKo/IPh+jb3toHKAyiMMZq+CnP/9uyleFyDvRazm0u8fgisN/7muazdG099ASCMOGK1nwBOncwGde0eBK+b0Bu/Sn5O4XtssXB6dMOLJdeUKeAPALsueebS8aDRPAlmx7PZsVH/AajozK4RqHLxDYAiiOkta5FsnZmPp5tuSrqu3B999ogvdt70FYCCvOS9U5DevtFVECam19tbeuWKm34Ypc6+vgPQvikpuNSJf4duX4TQghWl9vq8+q33TsG4swGZw/7cosEealiWmDrsv5JafT/sfYDPFnunpNbHoA3+TFnMMA/uhVgVH5lMVi+o2wuSc6ekstjvDpHu9ooTi0CKxSBLVTInjiG5Yp5zr7jRtQgvfUK5pdeK8dC3GTBnjvWP12EsnuG4DNqX5aZW6NNb+mw2tXm4E2Jqvbn3GUdc9BunIry8vZhYKXmM7wHMRTX9TDuSbbOAdNoRaLFXhzaqFuIjdwSDPYJAbFpt7tuO1FOPAf9+y1lvdR30plbfXXK7GkgAuzhSOAPlPNr0EPSbZyJwyaXZP2lB4MMXA8mEY0PqzKu/sydCdFe0z46GPv0e6BNu6hHMqh5MAC8Q2dTGh2Hu3IzMHw/3SeyD9ZPszwP8dpPxfuYRwPdzKJ1G6vHlsN58A+kdm4BkcRMDRJa0d1zvP8DOmizdO0AAe0GGdeY0xM6b1sm3z40ZK/tBGzgIItOxFO8AASzeKx5ZAgcIYAlMZZXFO0AAi/eKR5bAAQJYAlNZZfEOEMDiveKRJXDgf2mlftU2u4TuAAAAAElFTkSuQmCC</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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