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s="doWait"><l>1</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="doGlide"><l>1</l><l>-88</l><l>60</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>1</l></block><block s="doGlide"><l>1</l><l>-90</l><l>124</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>1</l></block><block s="doGlide"><l>1</l><l>-150</l><l>120</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>12</l></block><script><block s="setHeading"><l></l></block><block s="gotoXY"><l>-13</l><l>62</l></block><block s="doWait"><l>1</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="doGlide"><l>1</l><l>-88</l><l>60</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>1</l></block><block s="doGlide"><l>1</l><l>-90</l><l>124</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>1</l></block><block 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s="doGlide"><l>1</l><l>-88</l><l>60</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>1</l></block><block s="doGlide"><l>1</l><l>-90</l><l>124</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>1</l></block><block s="doGlide"><l>1</l><l>-150</l><l>120</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>15</l></block><script><block s="setHeading"><l></l></block><block s="gotoXY"><l>-46</l><l>34</l></block><block s="doWait"><l>1</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="doGlide"><l>1</l><l>-88</l><l>35</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>1</l></block><block s="doGlide"><l>1</l><l>-90</l><l>124</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>1</l></block><block s="doGlide"><l>1</l><l>-150</l><l>120</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block 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" mediaID="Stage_cst_Capture"/></media></snapdata>