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</l><l>2</l></block><block s="doSayFor"><l>press 1 to draw a square </l><l>2</l></block><block s="doSayFor"><l>press 2 to draw a traingle</l><l>2</l></block><block s="doSayFor"><l>press 3 to draw a pentagon </l><l>2</l></block><block s="doSayFor"><l>press 4 to draw a star </l><l>2</l></block></script><script x="24" y="312.33333333333337"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-120</l><l>60</l></block><block s="setHeading"><l>90</l></block><block s="show"></block></script><script x="586" y="56.33333333333334"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="show"></block><block s="down"></block><block s="setColor"><color>52,5,255,1</color></block><block s="setSize"><l>10</l></block><block s="bubble"><l>triangle </l></block><block s="setHeading"><l>90</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>.25</l></block><block 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