<snapdata remixID="10919249"><project name="j" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="345" y="-597.5575286112636" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="2,2,205,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="20"><block s="receiveKey"><l><option>space</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block></script><script x="30" y="110.83333333333348"><block s="setHeading"><l>90</l><comment w="90" collapsed="false">finaly fractal art</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><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="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><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="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="setHeading"><l>270</l></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turn"><l>-120</l></block></script></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block><block s="doRepeat"><l>3</l><script><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="forward"><l>50</l></block><block s="turn"><l>120</l></block><block s="doRepeat"><l>3</l><script><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="forward"><l>150</l></block><block s="turn"><l>120</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turn"><l>-120</l></block></script></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>25</l></block><block s="turn"><l>-120</l></block></script></block><block s="turnLeft"><l>120</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block><block s="doRepeat"><l>3</l><script><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="forward"><l>50</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block></script><script x="30" y="1609.8333333333342"><block s="doForever"><script><block s="doWait"><l>.2</l></block><block s="setColor"><color>255,54,21,1</color></block><block s="doWait"><l>.2</l></block><block s="setColor"><color>246,145,0,1</color></block><block s="doWait"><l>.2</l></block><block s="setColor"><color>222,251,0,1</color></block><block s="doWait"><l>.2</l></block><block s="setColor"><color>24,246,0,1</color></block><block s="doWait"><l>.2</l></block><block s="setColor"><color>0,212,236,1</color></block><block s="doWait"><l>.2</l></block><block s="setColor"><color>2,2,205,1</color></block><block s="doWait"><l>.2</l></block><block s="setColor"><color>202,6,255,1</color></block><block s="doWait"><l>.2</l></block><block s="setColor"><color>255,32,151,1</color></block><block s="doWait"><l>.2</l></block><block s="setColor"><color>21,0,8,1</color></block></script></block></script><script x="30" y="2072.6666666666674"><block s="doForever"><script><block s="doRepeat"><l>9</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block></script><comment w="90" collapsed="false">star</comment></block><block s="turn"><l>180</l></block><block s="turn"><l>120</l></block><block s="forward"><l>50</l></block></script></block></script><script x="30" y="2258.500000000001"><block s="doForever"><script><block s="doRepeat"><l>9</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="up"></block><block s="forward"><l>100</l></block><block s="down"></block><block s="turn"><l>120</l></block><block s="turn"><l>180</l></block></script><comment w="90" collapsed="false">many tiny trianges in in a circle </comment></block></script><script x="30" y="2480"><block s="doRepeat"><l>9</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>-120</l></block></script><comment w="90" collapsed="false">windmill</comment></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>9</l><script><block s="forward"><l>30</l></block><block s="turnLeft"><l>-120</l></block></script></block><block s="forward"><l>30</l></block><block s="doRepeat"><l>9</l><script><block s="forward"><l>10</l></block><block s="turnLeft"><l>-120</l></block></script></block><block s="forward"><l>-80</l></block><block s="turnLeft"><l>120</l></block></script><script x="231" y="22.166666666666544"><block s="setHeading"><l>90</l><comment w="90" collapsed="false">nesting triangles </comment></block><block s="doFor"><l>i</l><l>1</l><l>1000</l><script><block s="doRepeat"><l>3</l><script><block s="forward"><block s="reportProduct"><block var="i"/><l>10</l></block></block><block s="turn"><l>120</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="j" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>