<snapdata remixID="14492833"><project name="beginner project" 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="beginner project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Boundary block" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportTouchingColor"><color>0,0,0,1</color></block></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="direction"></block><l>90</l></list></block><script><block s="setHeading"><l>270</l></block><block s="forward"><l>5</l></block></script><list><block s="reportVariadicEquals"><list><block s="direction"></block><l>270</l></list></block><script><block s="setHeading"><l>90</l></block><block s="forward"><l>5</l></block></script><block s="reportVariadicEquals"><list><block s="direction"></block><l>0</l></list></block><script><block s="setHeading"><l>180</l></block><block s="forward"><l>5</l></block></script><block s="reportVariadicEquals"><list><block s="direction"></block><l>180</l></list></block><script><block s="setHeading"><l>0</l></block><block s="forward"><l>5</l></block></script></list></block></script><list></list></block></script></block></script></block></script><scripts><script x="149.6416015625" y="38.63333333333327"><block s="reportVariadicOr"><list><block s="reportTouchingColor"><color>5,0,239,1</color></block><block s="reportTouchingColor"><color>16,0,242,1</color></block></list></block></script></scripts></block-definition><block-definition s="Movement block %&apos;speed&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block var="speed"/><l>5</l></list></block><block s="reportVariadicEquals"><list><block var="speed"/><l>5</l></list></block></list></block><script><block s="doSetVar"><l>speed</l><l>4</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="speed"/><l>0</l></list></block><script><block s="doSetVar"><l>speed</l><l>1</l></block></script><list></list></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><script><block s="setHeading"><l>-90</l></block><block s="changeXPosition"><block s="reportVariadicProduct"><list><block var="speed"/><l>-1</l></list></block></block></script><list><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="setHeading"><l>90</l></block><block s="changeXPosition"><block var="speed"/></block></script><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="setHeading"><l>0</l></block><block s="changeYPosition"><block var="speed"/></block></script><block s="reportKeyPressed"><l><option>down arrow</option></l></block><script><block s="setHeading"><l>180</l></block><block s="changeYPosition"><block s="reportVariadicProduct"><list><block var="speed"/><l>-1</l></list></block></block></script></list></block></script></block></script></block-definition><block-definition s="transport block" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="doIf"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>-200</l></list></block><script><block s="gotoXY"><l>190</l><l>0</l></block></script><list><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>200</l></list></block><script><block s="gotoXY"><l>-190</l><l>0</l></block></script></list></block></script></block></script></block-definition></blocks><primitives><block-definition s="pick random %&apos;#1&apos; to %&apos;#2&apos;" type="reporter" category="operators" selector="reportRandom" primitive="reportRandom"><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>reportRandom</l></block></script></block-definition></primitives><stage name="Stage" width="480" height="360" costume="1" 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" 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id="218"><item><ref mediaID="beginner project_Stage_cst_Screenshot 2025-04-10 082950"></ref></item></list></costumes><sounds><list struct="atomic" id="219"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="gummies" idx="2" x="-180" y="-240" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="53.29499999999999,0,140.25,1" pen="tip" id="224"><costumes><list id="225"><item><ref mediaID="beginner project_gummies_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="226"></list></sounds><blocks></blocks><variables></variables><scripts><script x="21.000000000000114" y="10"><block s="receiveOnClone"></block><block s="doSetVar"><l>x coord</l><block s="reportListItem"><block s="reportRandom"><l>1</l><l>8</l></block><block s="reportNewList"><list><l>170</l><l>140</l><l>100</l><l>60</l><l>-60</l><l>-100</l><l>-140</l><l>-170</l></list></block></block></block><block 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s="doSetVar"><l>score</l><l>0</l></block></script><script x="10" y="305"><block s="receiveMessage"><l>answer</l><list></list></block><block s="doSetVar"><l>score</l><l>0</l></block><block s="gotoXY"><l>-180</l><l>-240</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block s="reportGet"><l><option>clones</option></l></block></block><l>70</l></list></block><script><block s="createClone"><l><option>myself</option></l></block></script></block></script><script x="300.999999999999" y="230.73333333333278"><block s="receiveOnClone"></block><block s="doForever"><script><block s="doIf"><block s="reportTouchingObject"><l>Pac man</l></block><script><block s="doSetVar"><l>score</l><block s="reportVariadicSum"><list><block var="score"/><l>10</l></list></block></block><block s="removeClone"></block></script><list></list></block></script></block></script></scripts></sprite><sprite name="ghost" idx="1" 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s="receiveMessage"><l>answer</l><list></list></block><block s="doForever"><script><block s="doIf"><block s="reportTouchingObject"><l>Pac man</l></block><script><block s="doSayFor"><l>You Lost</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><list></list></block></script></block></script><script x="282.06060791015625" y="254.56666666666672"><block s="receiveMessage"><l>answer</l><list></list></block><block s="doForever"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="score"/><l>700</l></list></block><script><block s="doSayFor"><l>You Won</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><list></list></block></script></block></script></scripts></sprite><sprite name="Pac man" idx="3" x="27" y="-9" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="437"><costumes><list id="438"><item><ref mediaID="beginner project_Pac 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