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</pentrails><costumes><list struct="atomic" id="139"></list></costumes><sounds><list struct="atomic" id="140"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-75" y="75" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="72,255,7,1" pen="tip" id="145"><costumes><list struct="atomic" id="146"></list></costumes><sounds><list struct="atomic" id="147"></list></sounds><blocks></blocks><variables></variables><scripts><script x="15" y="57.00000000000014"><block s="receiveKey"><l><option>t</option></l><list></list></block><block s="gotoXY"><l>-50</l><l>50</l></block><block s="setSize"><l>3</l></block><block s="down"></block><block s="doAsk"><l>What size triangle would you like me to make?</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>248,13,0,1</color></block><block s="forward"><block s="getLastAnswer"></block></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,20,233,1</color></block><block s="forward"><block s="reportQuotient"><block s="getLastAnswer"></block><l>2</l></block></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>72,255,7,1</color></block><block s="forward"><block s="reportQuotient"><block s="getLastAnswer"></block><l>3</l></block></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="up"></block><block s="setSize"><l>1</l></block><block s="gotoXY"><l>-75</l><l>75</l></block></script><script x="157" y="10"><block s="receiveKey"><l><option>n</option></l><list></list></block></script><script x="370" y="177.00000000000014"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="up"></block><block s="clear"></block><block s="setColor"><color>8,17,0,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doStopThis"><l><option>all</option></l></block></script><comment x="392.21484375" y="102.00000000000003" w="176" collapsed="false">Will create a triangle with a size multiplier of 10, as long as the input vlaue is greater than 10.</comment><script x="312.83333333333337" y="440.99999999999994"><block s="getLastAnswer"></block></script><script x="183" y="518.1666666666665"><custom-block s="nested triangle, size: %s"><block s="reportQuotient"><block s="getLastAnswer"></block><l>2</l></block></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3 L1" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>