<snapdata remixID="11084269"><project name="U2L2 - P4 mandalaStarter" 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="true" 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><watcher var="x" style="normal" x="26.50998647984443" y="26.509986479842652" color="243,118,29" hidden="true"/><watcher var="y" style="normal" x="26.50998647984443" y="82.18096338950963" color="243,118,29" hidden="true"/><watcher var="pointsList" style="normal" x="0.1742746325319331" y="0.0023586755789644087" color="243,118,29" extX="154" extY="161"/><sprite name="Sprite" idx="1" x="119.1428738434862" y="-3.929058663028612" heading="18" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="11"><costumes><list struct="atomic" id="12"></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="54.68857183689033" y="717.6138211382095" w="310" collapsed="false">You may also need to create a new variable or two.  These are the blocks you&apos;ll need to get started.&#xD;&#xD;Remember: Start small and scale up.  Think about what your first step could/should be, and then move from there.</comment><comment x="35.84255907012198" y="650.1869918699165" w="90" collapsed="false">2 of these.</comment><comment x="39.35015720274396" y="577.2398373983717" w="90" collapsed="false">you will need 2 of these OR</comment><script x="42.46905964176824" y="95.36178861788429"><block s="doFor"><l>i</l><l>1</l><l>5</l><script><block s="doFor"><l>i</l><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportNewList"><list><l></l></list></block></list></block></list></block></list></block><l>10</l><script><custom-block s="connect 1Vertex"></custom-block></script></block></script></block></script><script x="235.22515720274396" y="49.16666666666592"><block s="gotoXY"><custom-block s="x coordinate of %l"><block s="reportListItem"><l>3</l><block var="pointsList"/></block></custom-block><custom-block s="y coordinate of %l"><block s="reportListItem"><l>3</l><block 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