<snapdata remixID="13580636"><project name="nesting repeats" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="nesting repeats"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,35,217,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>145,26,68,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>22,0,171,1</color><comment w="90" collapsed="false">triangle with 4 levels</comment></block><block s="forward"><l>50</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>66,255,63,1</color></block><block s="forward"><l>25</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>237,255,53,1</color></block><block s="forward"><l>12.5</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>145,26,68,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>1,4,235,1</color><comment w="90" collapsed="false">triangle with 3 levels</comment></block><block s="forward"><l>50</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>31,255,81,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>145,26,68,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>22,0,171,1</color><comment w="90" collapsed="false">square with 4 levels</comment></block><block s="forward"><l>50</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>66,255,63,1</color></block><block s="forward"><l>25</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>237,255,53,1</color></block><block s="forward"><l>12.5</l></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>145,26,68,1</color><comment w="90" collapsed="false">triangle with 2 levels</comment></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,35,217,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="nesting repeats" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>