<snapdata remixID="13368023"><project name="3.3" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="3.3"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="sierpinski size %&apos;0&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">0</input></inputs><script><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="forward"><l>10</l></block><block s="turn"><l>60</l></block></script></block></script></block-definition></blocks><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="16"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="17"></list></costumes><sounds><list struct="atomic" id="18"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-160" y="-139.99999999999977" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,46,245,1" pen="tip" id="23"><costumes><list struct="atomic" id="24"></list></costumes><sounds><list struct="atomic" id="25"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"><comment w="90" collapsed="false">finds out what level triangle you wantr&#xD;</comment></block><block s="doAsk"><l>Recursiom? (1-6)</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="doBroadcast"><l>6</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="doBroadcast"><l>5</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doBroadcast"><l>4</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doBroadcast"><l>3</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>2</l></list></block><script><block s="doBroadcast"><l>2</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>1</l></list></block><script><block s="doBroadcast"><l>1</l><list></list></block></script><list></list></block></script><script x="660" y="137"><block s="receiveMessage"><l>4</l><list></list><comment w="90" collapsed="false">draws level 4 triangle</comment></block><block s="gotoXY"><l>-160</l><l>-140</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>49,199,0,1</color></block><block s="down"></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="forward"><l>10</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="forward"><l>20</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="forward"><l>40</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></block></script><script x="895" y="165"><block s="receiveMessage"><l>3</l><list></list><comment w="90" collapsed="false">draws level 3 triangle...</comment></block><block s="gotoXY"><l>-160</l><l>-140</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,48,15,1</color></block><block s="down"></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="forward"><l>10</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="forward"><l>20</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="forward"><l>40</l></block><block s="turnLeft"><l>120</l></block></script></block></script><script x="225" y="124"><block s="receiveMessage"><l>6</l><list></list><comment w="90" collapsed="false">draws level 6 triangle</comment></block><block s="gotoXY"><l>-160</l><l>-140</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>0,46,245,1</color></block><block s="down"></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="forward"><l>10</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="forward"><l>20</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="forward"><l>40</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></block><block s="forward"><l>160</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="forward"><l>320</l></block><block s="turnLeft"><l>120</l></block></script></block></script><script x="448" y="111"><block s="receiveMessage"><l>5</l><list></list><comment w="90" collapsed="false">draws level 5 triangle</comment></block><block s="gotoXY"><l>-160</l><l>-140</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,246,0,1</color></block><block s="down"></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="forward"><l>10</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="forward"><l>20</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="forward"><l>40</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></block><block s="forward"><l>160</l></block><block s="turnLeft"><l>120</l></block></script></block></script><script x="1024" y="242"><block s="receiveMessage"><l>2</l><list></list><comment w="90" collapsed="false">draws level 2 triangle.</comment></block><block s="gotoXY"><l>-160</l><l>-140</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>234,36,255,1</color></block><block s="down"></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="forward"><l>10</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="forward"><l>20</l></block><block s="turnLeft"><l>120</l></block></script></block></script><script x="956" y="534"><block s="receiveMessage"><l>1</l><list></list><comment w="90" collapsed="false">draws level one triangle</comment></block><block s="gotoXY"><l>-160</l><l>-140</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>10</l></block><block s="turnLeft"><l>120</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="3.3" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>