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</pentrails><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="-172" y="59" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,170,11,1" pen="tip" id="25"><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><blocks></blocks><variables></variables><scripts><script x="38.99999999999997" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="doSayFor"><l>The octogons are weird because the intructions say that they should appear at the top or bottom of the screen. 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