<snapdata remixID="10336339"><project name="speed thingy" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</pentrails><costumes><list id="55"><item><ref mediaID="speed thingy_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="384.375" y="93.35804264972006" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="252,0,100.42639513623182,1" pen="tip" id="61"><costumes><list struct="atomic" id="62"></list></costumes><sounds><list struct="atomic" id="63"></list></sounds><blocks></blocks><variables></variables><scripts><script x="37.24311926605504" y="9.174311926605505"><block s="receiveGo"></block><block s="doForEach"><l>item</l><block var="states"/><script><custom-block s="do state %s %br by repeating %n times %br and writing %s size %n if %b"><block s="reportListItem"><l>1</l><block var="item"/></block><block s="reportListItem"><l>2</l><block var="item"/></block><block s="reportListItem"><l>3</l><block var="item"/></block><block s="reportListItem"><l>4</l><block var="item"/></block><block s="reportListItem"><l>5</l><block var="item"/></block></custom-block></script></block></script><script x="350.8715596330275" y="194.77981651376146"><block s="doSetVar"><l>states</l><block s="reportNewList"><list><block s="reportNewList"><list><l>slow</l><l>500</l><l>|</l><l>12</l><block s="reportBoolean"><l><bool>false</bool></l></block></list></block><block s="reportNewList"><list><l>medium</l><l>100</l><l>|</l><l>12</l><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><block s="reportNewList"><list><l>fast</l><l>70</l><l>10</l><l>14</l><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><block s="reportNewList"><list><l>faster</l><l>70</l><l>1001</l><l>18</l><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><block s="reportNewList"><list><l>fastest!</l><l>50</l><l>Helllo!!!</l><l>24</l><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><block s="reportNewList"><list><l>0.5 milliseconds!!</l><l>2</l><l>HDJHGHJGKGK</l><l>50</l><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><block s="reportNewList"><list><l>INSTANT!!!</l><l>1</l><l>HDJHGHJGKGKUDFGV</l><l>72</l><block s="reportBoolean"><l><bool>true</bool></l></block></list></block></list></block></block></script></scripts></sprite><watcher var="state" style="normal" x="2" y="1" color="243,118,29"/><watcher var="states" style="normal" x="98" y="7" color="243,118,29" extX="200" extY="150" hidden="true"/></sprites></stage><variables><variable name="state"><l>INSTANT!!!</l></variable><variable name="states"><list id="180"><item><list id="181"><item><l>slow</l></item><item><l>500</l></item><item><l>|</l></item><item><l>12</l></item><item><bool>false</bool></item></list></item><item><list id="182"><item><l>medium</l></item><item><l>100</l></item><item><l>|</l></item><item><l>12</l></item><item><bool>true</bool></item></list></item><item><list id="183"><item><l>fast</l></item><item><l>70</l></item><item><l>10</l></item><item><l>14</l></item><item><bool>true</bool></item></list></item><item><list id="184"><item><l>faster</l></item><item><l>70</l></item><item><l>1001</l></item><item><l>18</l></item><item><bool>true</bool></item></list></item><item><list id="185"><item><l>fastest!</l></item><item><l>50</l></item><item><l>Helllo!!!</l></item><item><l>24</l></item><item><bool>true</bool></item></list></item><item><list id="186"><item><l>0.5 milliseconds!!</l></item><item><l>2</l></item><item><l>HDJHGHJGKGK</l></item><item><l>50</l></item><item><bool>true</bool></item></list></item><item><list id="187"><item><l>INSTANT!!!</l></item><item><l>1</l></item><item><l>HDJHGHJGKGKUDFGV</l></item><item><l>72</l></item><item><bool>true</bool></item></list></item></list></variable></variables></scene></scenes></project><media name="speed thingy" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="243" center-y="291" 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" 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