<snapdata remixID="13580731"><project name="Nesting Repeats Lab 4" app="Snap! 10, https://snap.berkeley.edu" 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select="1"><scene name="Nesting Repeats Lab 4"><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" 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s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>1,224,4,1</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></script><script x="307.9999999999999" y="10"><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>255,43,8,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>31,39,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>1,224,4,1</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><block s="doRepeat"><l>3</l><script><block s="setColor"><color>156,0,154,1</color></block><block s="forward"><l>10</l></block><block s="turn"><l>-120</l></block></script></block></script></block><block s="turn"><l>120</l></block></script><comment w="90" collapsed="false">Nested with at least 4 triangles</comment></block></script><script x="13" y="403.0000000000001"><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l><comment w="90" collapsed="false">Nested with at least 2 triangles</comment></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>255,43,8,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>31,39,255,1</color></block><block s="forward"><l>75</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>-120</l></block></script></block></script><script x="294.66693115234364" y="482.6666666666671"><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l><comment w="90" collapsed="false">Nested squares with 4 levels</comment></block><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="setColor"><color>255,43,8,1</color></block><block s="forward"><l>75</l></block><block s="turn"><l>90</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>31,39,255,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block></script></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>156,0,154,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>1,224,4,1</color></block><block s="forward"><l>15</l></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Nesting Repeats Lab 4" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>