<snapdata remixID="14980395"><project name="KAUR_U3L1_FRACTALS" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="KAUR_U3L1_FRACTALS"><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"><watcher var="big_number of sides" style="slider" min="0" max="100" x="7" y="10" color="243,118,29" hidden="true"/><watcher var="big_size" style="slider" min="0" max="100" x="6" y="50.000001999999995" color="243,118,29" hidden="true"/><watcher var="small_size" style="slider" min="0" max="100" x="12" y="312.00001" color="243,118,29" hidden="true"/><watcher var="small_number of sides" style="slider" min="0" max="100" x="12" y="264.000008" color="243,118,29" hidden="true"/><watcher var="med_size" style="slider" min="0" max="100" x="9" y="164.00000599999998" color="243,118,29" hidden="true"/><watcher var="med_number of sides" style="slider" min="0" max="100" x="6" y="123.00000399999999" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="0" y="8.526512829121202e-14" heading="118.79999999999995" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="15,255,42,1" pen="tip" id="19"><costumes><list struct="atomic" id="20"></list></costumes><sounds><list struct="atomic" id="21"></list></sounds><blocks></blocks><variables></variables><scripts><script x="53.66666666666666" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doHideVar"><l>big_number of sides</l></block><block s="doHideVar"><l>big_size</l></block><block s="doHideVar"><l>med_number of sides</l></block><block s="doHideVar"><l>med_size</l></block><block s="doHideVar"><l>small_number of sides</l></block><block s="doHideVar"><l>small_size</l></block><block s="clear"></block><block s="doAsk"><l>Hello! How many sides do you want the biggest shape to have?</l></block><block s="doSetVar"><l>big_number of sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What size do you want the biggest shape to have?</l></block><block s="doSetVar"><l>big_size</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many sides do you want the medium shape to have?</l></block><block s="doSetVar"><l>med_number of sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What size do you want the medium shape to have?</l></block><block s="doSetVar"><l>med_size</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many sides do you want the small shape to have?</l></block><block s="doSetVar"><l>small_number of sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What size do you want the small shape to have?</l></block><block s="doSetVar"><l>small_size</l><block s="getLastAnswer"></block></block><block s="up"></block><block s="doRepeat"><block var="big_number of sides"/><script><block s="setColor"><color>233,29,0,1</color></block><block s="down"></block><block s="forward"><block var="big_size"/></block><block s="up"></block><block s="doRepeat"><block var="med_number of sides"/><script><block s="setColor"><color>0,3,189,1</color></block><block s="down"></block><block s="forward"><block var="med_size"/></block><block s="up"></block><block s="doRepeat"><block var="small_number of sides"/><script><block s="setColor"><color>15,255,42,1</color></block><block s="down"></block><block s="forward"><block var="small_size"/></block><block s="up"></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="small_number of sides"/></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="med_number of sides"/></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="big_number of sides"/></block></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="big_number of sides"><l>3</l></variable><variable name="big_size"><l>100</l></variable><variable name="med_number of sides"><l>3</l></variable><variable name="med_size"><l>50</l></variable><variable name="small_number of sides"><l>3</l></variable><variable name="small_size"><l>25</l></variable></variables></scene></scenes></project><media name="KAUR_U3L1_FRACTALS" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>