<snapdata remixID="10976619"><project name="2.1 Squares and Triangles Redux Starter" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</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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5R6185xl+fvX/BEyBNotQAC3W5TzYiMwOuAssv7nK2ffDfx8bAZjkIYFPNspiYgTWpIbmfLXN/wiDyLQgAAB3AASjyRPYNXAwTv1hy8sa62udWvlq5MnwMR/EvBS2ZNEhR+ZsZ50lk/d9RQyCLRLgABulyTnxErAszPvF1HHuoF/dKwGY5imBDzbuUlE3+AGlS83dQAvIfAcAgQw1wKB5xDw7MyXtFZrC/wQDvdDRIop52Sl9BI3qHwAEATaJUAAt0uSc2Ij8FU5pq9mb3pi7oy1z7KHJx+JzWAM0rTA6j0H99jSFz6QCubv8l65cabpg3gRgW0ECGCuAwLPEiilnHdpJae4gX8kOAj8ScCznVuUlqvy/GtZXIo2CRDAbYLkmPgIFFPOdUrpH7pBpf6PMvAfAk8LeHZmSGv1hkLNPx4SBNohQAC3Q5EzYiVQTDmbLWvOgfnqmqlYDcYwLQmU0ksHwnDrPYWaP6+lg3gZgWcECGCuAgLbCBTTmbcqUR9zq/4iYBB4toCXdtZr0Z8uVCvfRQeBVgUI4FYFeT9WAp6d+YxW6t5C1R+N1WAM0xaBYtoZUVof4AaVk9tyIIckWoAATvT6Gf7/fMKxnUdmpvVByx+p/A4dBJ4tsGqPzEv6+tXdbuDvgQ4CrQoQwK0K8n5sBEqp7GCo9HmFwD8kNkMxSNsFirZzp6XVeflaebLth3NgogQI4EStm2G3J1C0nXFL1EP5oHwpUgg8n0DJzp4Zit6rEPhDKCHQigAB3Ioe78ZKwLOzv7dEZYeDyftiNRjDtFVgzB7cPxRddoPyi9t6MIclToAATtzKGfi5BEoLs2/SVniFG1RehxACOxLw7MyPVWidlt9Q/ucdPcufI/B8AgQwdwOB+j+ykHZWiehNbrVyASAI7EjAS2c+KaLmu1V/+Y6e5c8RIIC5AwhsR8BLO/+mlX5nYaryC6AQ2JFAcSDzSqXVN92q/zc7epY/R4AA5g4g8DwCV6YzB0+H6qpCzX8lSAg0KlBMOb/ot/Qpp1YrdzX6Ds8hsK0AX0FzHxIvULIzl4hWW/M1/5OJxwCgYYFSyrlAlJ6TDypnNfwSDyKwjQABzHVIvIBnO7+2tDpuuFb+ceIxAGhYYCyVfV2o9PVu4L+s4Zd4EAECmDuAwP8IeKnB14oKb3ADf39MEJitgGc794m2jnVrkz+Z7bs8jwCfgLkDiRbwUtnzRckL3KB8ZqIhGL4pAc/OXipa/ujWyuc2dQAvJVqAAE70+hnes51/CUXlRoLyHWggMFuBUTt7qCV6wg38v5vtuzyPAAHMHUiswNiA84owlG+7gf+SxCIweMsCnu38zrLk7cNT/i9bPowDEiVAACdq3Qy7rUAp7ZwjIrvlq/4IMgg0K1BKO/VfXflYvupf2OwZvJdMAQI4mXtnahEp2s6PlNJnuNXKOkAQaFbAS2cWa60uKwT+65s9g/eSKUAAJ3PviZ+6aC/+WyV9FTfwBxKPAUDLAp7tTGmZyRSCdf/a8mEckBgBAjgxq2bQbQU8O3OGiNrb5VfKcTHaIODZzriIftANKpe14TiOSIgAAZyQRTPm/xbw7MwdWqvzCzX/FmwQaFWgmHKOVEqf6waVQ1s9i/eTI0AAJ2fXTPqMwNieg38d9ukfuEF5D1AQaJeAZ2cfsWbUG4cfnvz3dp3JOfEWIIDjvV+mew6BUsophEofWAgqJwGEQLsEinbmakure/I1v9iuMzkn3gIEcLz3y3TPIVBMOessFa7KB2tvAgiBdgmU7CVHh9paXqj5i9t1JufEW4AAjvd+me5ZAqsGlqT7QuteN/D/ChwE2i3g2c5/zFjhAcun1lbbfTbnxU+AAI7fTploOwJFO5NTWh3k1vwPA4VAuwW8lPN5rfTdhaAy0e6zOS9+AgRw/HbKRNsRKNnO90MtnynU/K8DhUC7BYop592WkpPzgf/mdp/NefETIIDjt1Mmeh6B0sKlu2tr60Mbg+ldVsr6aaAQaLfAClnUv8Duf0KFc/bKb1jzaLvP57x4CRDA8don02xHwEtlT9JKO4XAfz9QCHRKoGg7X1Za+W6tfHWnanBuPAQI4HjskSkaEPDs7HeUyJfyQflLDTzOIwg0JVCysx/QIh9wg/LbmjqAlxIjQAAnZtXJHvSS+c5f7bSTbPwL2WmXU4Kbnky2BtN3UuAq++id/1ueeuKpp2TBWZv8/+hkLc6OtgABHO390X2DAl46e5zo8J1uUHlXg6/wGAJNC3h25huirG+61fL1TR/Ci7EXIIBjv2IGrAt4aedrIvomt1q5DhEEOi3gpTPHi6ij3ar/nk7X4vzoChDA0d0dnTcosGrg4J36whc+Hs6d3n3kgfWbG3yNxxBoWmB0n0XzrC39j85Y/7Xr8qm7nmr6IF6MtQABHOv1MlxdYMzOvC8UdZwb+G9FBIFuCXi2811L9PXDQeUr3apJnWgJEMDR2hfdNiFQtJ0vWlrW5Wv+Z5p4nVcQaEqglHJODpUsLgT+B5s6gJdiL0AAx37FyR5whaywFth3PDF3xvrrZQ9PPpJsDabvpsDqPQf32NIX/vvG4NBdVsrKsJu1qRUNAQI4GnuiyyYFvFT2naJkmRuUB5s8gtcQaFrAs7OTomW1Wyt/s+lDeDG2AgRwbFfLYHUBz85eKyI/coPyOCIIdFvAs7NDIvJ6Nyif0O3a1Ot9AQK493dEhy0IeLazaVqsV54WTP6+hWN4FYGmBK6wB1/cL+Ev3MCf39QBvBRrAQI41utN9nCltHOUaDk/H/ivTbYE05sUKNqZn1hKnZuv+jeb7IPavSdAAPfeTuioTQJj6cEloQ6vcAP/1W06kmMQmLWAZzs/s5R12nB1cu2sX+aFWAsQwLFeL8N5tlPtU3rxqdXKb9BAoNsCV6Yz+81otc4N/HS3a1Ov9wUI4N7fER22IOClnNVaye8KgX95C8fwKgJNCRRt53Sl5SVuzV/W1AG8FGsBAjjW62U4L5V5s1bqnELgH4YGAt0WKNrO7UrrC91a5fvdrk293hcggHt/R3TYooBnO38Iw+nXjWxY/0CLR/E6Ag0LjC5ctI9l9f/YDfwXNfwSDyZKgABO1LqTOaxnO9eIVr9wa2UvmQJMbULAS2VdUfqVbuCfaKI+NXtfgADu/R3RYYsCRTv7NqV1wa35S1o8itcRaFjASzlrtVLFQlD+TsMv8WCiBAjgRK07ucMW7czjfX3W/sO/LwfJVWDybgmMvThrz8yE9xWCyq7dqkmd6AkQwNHbGR03IeClM9eHou4cqfqrm3idVxCYlcBo2llmiT7ErVaOm9WLPJwoAQI4UetO7rCldOY9WqsT3cBfmlwFJu+WgGc7a5TS1+Srla91qyZ1oidAAEdvZ3TchMCKA46Zu2Dzpse3yvTAx4L1f2jiCF5BoCGBT9uLXjRH+qc2zpu/68p7b9zS0Es8lEgBAjiRa0/m0J7tfEWJ3JIP/M8mU4CpuyFQsp2PapEj3cB/XzfqUSO6AgRwdHdH57MU8Gzng0rkffnAf/ssX+VxBBoWKNnOt7XIV9zA/2LDL/FgIgUI4ESuPZlDj+++6C+n5/Q/rv57zrz8xjWPJ1OBqTspUFqwdFf9F1s392+d3nXo0fX/2clanB19AQI4+jtkglkIlGznm0qrrw/Xyl+YxWs8ikBDAmOp7Ie00u/OB/47G3qBhxItQAAnev3JG76Uzp6gQznKrZWPSd70TNxpAS+VvVFZcnO+Wr6207U4P/oCBHD0d8gEsxBYNXDkgr5wZoPaec4u+fvX/HEWr/IoAtsVKO279AX6ya1PzFh9C5dP3bIRLgR2JEAA70iIP4+dgJdybhZLrnOr/ldjNxwDGRPw0s57JZTj3Zp/lLEmKBwpAQI4Uuui2XYIFFOZU5RSR7iBf2w7zuMMBOoCnu3coLW+tVCrXIUIAo0IEMCNKPFMrATGd1+0cHpO//35wN9FiehYDccwRgS0iCrZzhP9W6f3HXp0/QYjTVA0cgIEcORWRsPtECjZTlmJHh8OKt9qx3mckWyBMTvzDi1qKB/42WRLMP1sBAjg2WjxbGwEPNsZ1qJfUwgqH4nNUAxiTKBoZz6nRP3UDfwxY01QOHICBHDkVkbD7RAoppy9lJKfu4G/oB3ncUayBTzb2ai1vKpQ8x9KtgTTz0aAAJ6NFs/GSsCznVvFUpe4U+XvxWowhumqgDeQfYuE+iw38I/oamGKRV6AAI78ChmgWYFiOnuaEr2fW/VPafYM3kPASztXaVG/KVTLV6CBwGwECODZaPFsrATGB47cdzqcud0N/IWxGoxhuirg2c6GfqvvsKGpW+7vamGKRV6AAI78ChmgFQEv5dytlD4nH1T8Vs7h3WQKlOyMo7W60K35ByVTgKlbESCAW9Hj3cgLeKnMx7VSdiHwhyM/DAN0XaBoO2NK68CtVT7V9eIUjLwAARz5FTJAKwKlhZkDtKXWuIG/dyvn8G4yBTzbeVCFeml+Q+XeZAowdSsCBHArerwbCwHPdn6qtVUo1CZvjcVADNEVgWJq8AilwqIb+K/pSkGKxE6AAI7dShlotgKe7awQrXd1a5XTZvsuzydXwEtlrhClHncDf2VyFZi8FQECuBU93o2FwGg6+6o+rW/MB/5LYzEQQ3RFoGQ7v51R6piRavnnXSlIkdgJEMCxWykDNSNQsrP3iNIn5av+3c28zzvJEiilnYNEq6vzQfnAZE3OtO0UIIDbqclZkRUopTMXabGUWy2fHdkhaLxrAl46e7GSUOerlU90rSiFYidAAMdupQzUjEBpYMkbdGh9zg38lzfzPu8kS8CznV8pK/xIfmrtD5M1OdO2U4AAbqcmZ0VawLOd34Q6fP9Ibe1PIz0IzXdUYDS15DWWsr7sBv5+HS3E4bEXIIBjv2IGbFTAs53LReS/3MA/r9F3eC55Ap7t1O/HC93APz150zNxOwUI4HZqclakBYop5zClZMwN/FdHehCa76iAZzs/01qGCzX/9o4W4vDYCxDAsV8x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