<snapdata remixID="11664946"><project name="Engram shape lesson 1" app="Snap! 7, https://snap.berkeley.edu" 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MiIvD/pPm8bkKFj6fXo79ZgKsEkioQFUekP1k8617Ht80ybY9vjjPptu1qAxAkpPSLAJS35VQwLYojZ8lMKFY8eY+4VjNm6EPhMmeCgdoQrk84P9sqjFbpIAqgyGEA2YMcPj0apaNj20YsVvD8NpOVyIJWisHBlbjJOgiSsB1FAt7t+oq6jw8oZr+vVzp75w/Dh5Tw8gx4ELfSihnrWcuM1T49SGoFnXAhlLAH0YCZtlvNRPObKAXS0jogTQMqayp6ASQHvalYtaqYPwePo/Lt5IwL+MDPJeAsiFqcQVQgIoru25qLkEkAsziCuEBFBc23NRcwkgF2YQVwgJoLi256LmEkAuzCCuEBJAcW3PRc0lgFyYQVwhJIDi2p6LmksAuTCDuEJIAMW1PRc1lwByYQZxhZAAimt7LmouAeTCDOIKIQEU1/Zc1FwCyIUZxBVCAiiu7bmouQSQCzOIK4QEUFzbc1FzCSAXZhBXCAmguLbnouYSQC7MIK4QEkBxbc9FzSWAXJhBXCEkgOLanoua/x8YIxoh3BV9HgAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="Engram shape lesson 1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" 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