<snapdata remixID="10490135"><project name="Kaleidoscope Starter (2)" 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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==" 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gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==" 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image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAADoVJREFUeF7t1cEJAAAIxDDdf2m3sJ+4wEEQuuMIECBAgACBd4F9XzRIgAABAgQIjAB7AgIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==" id="49"/></item></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Kaleidoscope Starter (2)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>