data:image/png;base64,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 forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction reportJSFunction reportNewCostumeSkewed reportAtan2 reportVariadicMin reportVariadicMax reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportEnvironment receiveSlotEvent doSetSlot receiveConditionEvent reportColor reportColorAttribute reportNewColor reportPoll

013510-1090

1datamapmany1data lists

1

1

110i

344

3737

7

233Joseph

4

data:image/png;base64,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40140,-1401,0,0,0,0,0,0,01,1,1,1,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,0,00,0,0,0,0,1,0,00,0,0,0,0,1,1,00,0,0,0,0,0,1,00,0,0,0,0,0,1,1