<snapdata remixID="9420878"><project name="drawing_machine_ellipsograph" app="Snap! 5.4, http://snap.berkeley.edu" 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</pentrails><costumes><list id="2"><item><costume name="basiskreuz" center-x="325" center-y="325" 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" 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s="doRepeat"><l>11</l><script><block s="up"></block><block s="forward"><l>25</l></block><block s="down"></block><block s="forward"><l></l></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>-90</l></block><block s="doRepeat"><l>11</l><script><block s="up"></block><block s="forward"><l>25</l></block><block s="down"></block><block s="forward"><l></l></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block-definition><block-definition s="x-balken" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-25</l><l>0</l></block><block s="down"></block><block s="setSize"><l>30</l></block><block s="setColor"><color>192,104,0,1</color></block><block s="forward"><l>50</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block-definition><block-definition s="zeichenstift" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setSize"><l>20</l></block><block s="setColor"><color>192,104,0,1</color></block><block s="clear"></block><block s="down"></block><block s="forward"><l></l></block><block s="setColor"><color>255,68,35,1</color></block><block s="setSize"><l>10</l></block><block s="forward"><l></l></block></script></block-definition><block-definition s="knauf" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setSize"><l>45</l></block><block s="setColor"><color>255,125,31,1</color></block><block s="forward"><l></l></block><block s="setSize"><l>35</l></block><block s="setColor"><color>43,43,43,1</color></block><block s="forward"><l></l></block><block s="setSize"><l>25</l></block><block s="setColor"><color>255,125,31,1</color></block><block s="forward"><l></l></block></script></block-definition></blocks><variables><variable name="phi"><l>2039</l></variable><variable name="richtung_zeichenarm"><l>328</l></variable><variable name="stiftposition"><l>9</l></variable><variable name="lochabstand"><l>4</l></variable><variable name="pos_x_knauf"><l>100</l></variable></variables></project><media name="drawing_machine_ellipsograph" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>