<snapdata remixID="10710785"><project name="1.3 Squares and Triangles and Stars, Oh, My!_Jeanette Mendez" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADQ1JREFUeF7tnXl0VNUdxz8zmUkmyBJAEGLYXOCASCEHAtatUqjgqdJYDwgHtFqpC6cWERCXiDZiXSgqcuTYRT3Fiil6qEuLVK2KViBssklFEayQCIEEWUwmmcz03HkzmUnykvdm5g0vM/7eP5CZ3/397v3eT+69777ffXEEAoEAcokCNingEABtUl7CBhUQAAUEWxUQAG2VX4ILgMKArQoIgLbKL8EFQGHAVgUEQFvll+ACoDBgqwICoK3yS3ABUBiwVQEB0Fb5JbgAKAzYqoAAaKv8ElwAFAZsVUAAtFV+CS4ACgO2KiAA2iq/BBcAhQFbFRAAbZVfgguAwoCtCgiAtsovwQVAYcBWBQRAW+WX4AKgMGCrAgKgrfJLcAFQGLBVAQHQVvkluAAoDNiqgABoq/wSXAAUBmxVQAC0VX4JLgAKA7YqIADaKr8EFwCFAVsVEABtlV+CC4DCgK0KCIC2yi/BBUBhwFYFBEBb5ZfgAqAwYKsCAqCt8ktwAVAYsFUBAdBW+SW4ACgM2KqAAGir/BJcABQGbFVAALRVfgkuAAoDphTY8PRyRvx6sinbWIwEwFjU+h7avjt7ETuXrwq2/PYDb1uugABouaTp4fDZQYV4vz3BuVf9iPFL72XxmWMFwPTo2rbdCgWausb8/k4GXTuuobICYNvut6TXbu3atez44GWmz3uqIdbGdR9ytOoIY8b/LKH4+/5dyuvT7g36uHHjS7Tv2a2ZPwEwIYnTpHBpEX947yS/umsRLy28hSmXdMOXPx+XyxVXA9+ZtZBPS1aT4XYxY5+2zmvpEgDjkji9CtWtvQ93hoPjNX46eJw8/uoe5jz6UsyNfG7EFE6UVdB/wmWMe+YeU+UFQFMytX2j2mVQvwE8c8GRF1t9y1fdSc+u7RoKleVOJzevtzkne/8OFZtYXLiOsU/MYeDEn5grB5z45jB/vWw6N+9aabqMWUO5CzarlAV2/nLw/g5QM6ZPc+gcAlk3mXP+5aoHOKtrfdD48DEvp495zLCgf/1DOB3eiF1BsWGZpgbb//IGBz/5jDGLZsdc1qiAAGikkFXf10L1bMicDBkXaE69i8H/hfZ/hwc8BjwtXTCDW8d2Cdqv3NObwsnTW65daVHku34ToNtwUJ/FAeBr0+5hyHVX0W/sKKvUaPAjAFouqb7D6tshYyBk3tr8+/qtUPvnyOfZi/V9vLKihGv67Ah+efK8eZx22mmNDWsqYFtU4eFF4MwM2fihdH5cACZr/Rf8xQsEAoFT1Aff2zAKPkcH8CwwkMAP1TMjNll3gLNf5Ge/349z43z+9v4+Js5dFvniy1fh8CeRn/VGua9XQ/lHAuD3jUIFHw7IjmzfmZKg+jdAaGjIGASZt2jF/OuL2Nv5Ws7ufx7+0mKc1AY/D7g64sif07LvrYvAWyUAmlI/TYyC8AEtTalmmlnzEAQOaZaOdlB5ySxy+/SHkwe0D3tcAL2vMHYVXhPGsQaUKdhY3jZnYQV80Y2qewN8b8MTXeZyzxVZvJk3iyxPZ3Kz4MwsyDHai1YAujyQrz3xiOUSAGNRqw3YVquZ0JvYyKfXjMDBAzjcVSw+/w4KZk5lxOzrKa+FA14oq4Vav37jczPh4t1F+HMG4uw/JWaFBMCYJbOvgPcx8O+3Hr7gOm9dCY7MvZA/jz8Nnch3FVWmMlSO+iBncxGleb9kr6uvrjgeJ8HRVMGq/nVEWQmA9vEUU+S6FeD7ELIXAuHdj5g8tG7sX7sAZ0ZNw41EWekOXim8g1+sW0bHXj1aL2ywB1gfgANqNK3RRlRtu7v5leMGjwMuzbGmYbINY42O1O+C2qWQNRecMT5iM12FFm4k1AjV66JhFJa0spMd5yb0B/ctoUOvHuTffE2wmmo0XV0Jk7qbrnWrhgKgBToGjkPNveC+ElxaOl1yrtIi6n2dyfjhrGb+37p1Abtff7/lKTlOAJ8fOZXC5Y+Qc1bkt6rkkACYnA6O06t6vque8yay3WIqdGkRftfFOPP1Ewn8vnqW9BnH5UvuZkDh6IjLo7th9zLL9gAFQFO9dWqNgo/ahkBma4kFG+ZDIHSr6m4Pw+6KrZJqFBvxIDicrZZTU7IrO4vbvnhTs/vvC3BsjwAYm9qpZe0/AN5HdUZBvw82PhhpzNA54D0Ku/6ofRbLxnAM0+j2ZW/y3ryntCl5UzHU18YWK1TjpnfAVT5YdwzGazkRCV+yBkxYwoiD4OazE7KfBA6uh69CI5Da1Cj4bfNI4ZuKc6dA54HGNYkBwLCzIEArR4HDASN06mAQtSmAO06A3wFDmuRBGFde30IAjFe5Fsr5Vy/B2fmg9m1mJxhqkEP3yUKo/VZ7YKwHaXScOAAMpmABddV+3JcaZUM0b1RTAP9VCcM7QhejJy8mdRUATQplaBa1vvPtvATXDTHcDvtrYWMoUbSFKTmw7SMcNavNTaNl78P+dyNVLiimYvvnLB93G9PWPEfns3sZNqfRCBp1HtjKGxAVQwA03RU6htHgqK/z7wZXO9RUnHkdZAyP0Xl4Su6WD/0KGxUOfLwEh+tg6wBufQK8laHRtyOo9WaTS41o3c8/l2vfesawcioV/+XxM7hpS0mDrQBoKNspMFCjixplglfzqTOcOBDXtkx0bl/UaBhYfz8OR0AfwOjs5+4F0PfKVkVQNyfqJsXoTQfbXnidw7u+ZPSjkSRFAfAU8GUYIjzdurIhX/9UWTAJtQd4zB06ax4yDFU4q1ntAfrdOEfdr9n6voPN6oBJ6BoyEzxdDasebaBGwx8vnMV5k8frlls5aS5Dp19NvzGRVHwBMCaJk2h8Yj98+qwWQGfdFjgGNfcluDldqmALgKcL1FTi952Ds1culK+JNCyWbRwdOcJvQtAbDfWSEATAJDIVl+vwSNV3AnRvvOizJCewahd83uTsr9MNw0MjYVyVblxIHU5Xh9SbQigAWiDuKXGxcymcLNNdDyoIPQ+Do735mtRvglrFXB1kT4063aZcDLwROkQdFDHv1tBSATdo0uUNxy+bAlgXgJUVMNGiRITgCloOJRn2i3kDnWyVmmIIVLQ8Ffu/hroXtWfJDVe7Y2Rf/Xjk5wE3wGfPg7sD1B3XHsWpR3JJuFZMmEn5xp3B0bApgPuqtZStCztZF1gAtE5LzdOG+0EdNGyfB4NuDn6kRkH3eHCNhuCbEbY1D+q6CNwj/wEH1+mv78Kb0PU1sCm0oZzg+q+lpld+9hUvjtYeakdPy//5FvKyoI/HOtEEQOu0jHiKfgxXUEz9WqhdHvnaeSa4rwNnz9BnWx7TRjZ16a3vTpbDzmca3+yER9sug+GcScloBc8OLGz0Oo4Vh2BCN8iMTpdOMLIAmKCArRYPQzL4NmgXpi2qRPT+Xc4A6D9V390XJVC5o/nd9v9WwTcfa2WSNBpGV8jqO2DlWwBMJoDK9+aHwVcNjgwY8YB2Nled0Q1fg6ZD+9ZfMBTY/DAO5aMlyMIgD5sHbouyBHR0EQCTDUuy/NedhC2PNPYey4hl5kzvhgcgUA+tbI4n2jwBMFEF7S6vNpaNMl706qiegmTl4PzBna234Lty2BF6xhsL4CZ1EQBNCpV2ZmoE7HEh9I68s9nU2rPPT+GMkZbJIQBaJmWKOVIADp8PzhiS8NRjQvW40MIbFAEwxbixrLrxJKKq4JsegnqvJXfIR+pgw3EYZ1EqflgbuQu2jJIkOooXwODNi4lMaxNV33oieNqA82N4pGjCrWzDmBHJdptEAFQpWipVK8Hrn0dgVCfrUvFlBEywQ05Z8bI1sP/t+KZRBW7upZA3JuHqJmP9pyolU3DCXZNcB4HtT+OoPhQ/gAUqaaH1c8RmWiAAmlEpHW3CSanx7OvFO3Xr6CgApiNcZtoUegpS0reYnplaNkqex2RCgABoRmGxMVQgBOFXgx+kzOekzAu+Fl4t39GlQZqb6afrlvjeiq9XHxkBDXspzQ3Cz4Pb9YDBM1psrNqvU29LbVf2DmdXfYAaOZteTkcYUu2FlG4TS0QBMM35MtW8Qxth32uaqdGacNuTUHNE106Nnvu9kVf7+lsYTbu4CU77Z2TCmqPw8+Z/RNNUtVszkrvghCW0wUF4NFQZ1yrzWu8yk0FjUHU1mqoU/K+r4fRMGNnR+rYKgNZremo8qjPB6mxwOM+waVQFoPorSepccRu+BMA23DmGVYs+nN50SlYA5vSH/tMM3dhpIADaqb5VscPT7enD4KyrNa/qswHXQ6dzrIqSFD8CYFJktcHpnlfhSOjvxanR0MI9wGS2RgBMprp2+I4+6GR0p2xH/ZrEFADbQCdYXoXw+RAB0HJpxWGaKSAjYJp1aKo1RwBMtR5Ls/oKgGnWoanWHAEw1XoszeorAKZZh6ZacwTAVOuxNKuvAJhmHZpqzREAU63H0qy+AmCadWiqNUcATLUeS7P6CoBp1qGp1hwBMNV6LM3qKwCmWYemWnP+D8ggfeT1GrTMAAAAAElFTkSuQmCC</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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</pentrails><costumes><list 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s="bubble"><l></l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="1.3 Squares and Triangles and Stars, Oh, My!_Jeanette Mendez" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>