<snapdata remixID="11613639"><project name="The 4 blocks" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="The 4 blocks"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="When 1 is clicked" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Circle 2" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-120</l><l>0</l></block><block s="setColor"><color>239,71,255,1</color></block><block s="setSize"><l>5</l></block><block s="doRepeat"><l>180</l><script><block s="forward"><l>1</l></block><block s="forward"><l>1</l></block></script></block><block s="setSize"><l>1</l></block></script></block-definition><block-definition s="Circle 2 (2)" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="turnLeft"><l>90</l></block><block s="gotoXY"><l>-120</l><l>0</l></block><block s="down"></block><block s="setColor"><color>255,41,185,1</color></block><block s="setSize"><l>5</l></block><block s="doRepeat"><l>180</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="setSize"><l>1</l></block><block s="doRepeat"><l>180</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script></block-definition><block-definition s="circle 3" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>270</l><script><block s="down"></block><block s="setColor"><color>51,0,214,1</color></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="doRepeat"><l>90</l><script><block s="setColor"><color>230,34,0,1</color></block><block s="down"></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="circle 3 (2)" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>270</l><script><block s="down"></block><block s="setColor"><color>51,0,214,1</color></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="setSize"><l>5</l></block><block s="doRepeat"><l>90</l><script><block s="setColor"><color>230,34,0,1</color></block><block s="down"></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Circle 4" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doRepeat"><l>180</l><script><block s="setSize"><l>5</l></block><block s="down"></block><block s="setColor"><color>51,0,214,1</color></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="doRepeat"><l>90</l><script><block s="setSize"><l>1</l></block><block s="setColor"><color>229,34,0,1</color></block><block s="down"></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="doRepeat"><l>90</l><script><block s="setSize"><l>5</l></block><block s="down"></block><block s="setColor"><color>51,0,214,1</color></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="up"></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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