<snapdata remixID="9356290"><project name="SwimmingFishGame" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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" 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id="70"/></item></list></costumes><sounds><list struct="atomic" id="71"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveMessage"><l>start</l></block><block s="setScale"><l>22</l></block><block s="doUntil"><block s="reportOr"><block s="reportTouchingObject"><l><option>edge</option></l></block><block s="reportTouchingObject"><l>Objects</l></block></block><script><block s="doIfElse"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="changeYPosition"><l>6</l></block></script><script><block s="changeYPosition"><l>-3</l></block></script></block></script><comment w="90" collapsed="false">When space is click, sprite moves up and down. Appears as it is moving forward but truly the blocks only slide backwards. Will add aesthetics to make it more fun. Need to make it stop when it hits the blocks</comment></block><block s="doBroadcast"><l>end</l></block><block s="gotoXY"><l>-100</l><l>0</l><comment w="139" collapsed="false">Click the green flag to play and space to move the red fish up and down.  Try to grab as many coins as possible!</comment></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="62" y="373"><block s="receiveGo"><comment w="90" collapsed="false">Want to either use an algorithm to determine speed of blocks moving as function of time or score, maybe both to earn more points for complexity. Wish this was written in another coding language .</comment></block><block s="doSetVar"><l>score</l><l>0</l></block><block s="doShowVar"><l>score</l></block><block s="doUntil"><block s="reportOr"><block s="reportTouchingObject"><l><option>edge</option></l></block><block s="reportTouchingObject"><l>Objects</l></block></block><script><block s="doIf"><block s="reportTouchingObject"><l>coins</l></block><script><block s="doChangeVar"><l>score</l><l>1</l></block></script></block></script></block></script></scripts></sprite><sprite name="Objects" idx="4" x="-90" y="0" heading="90" scale="1.08" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="219.29999999999998,0,26.31600000000002,1" pen="tip" id="135"><costumes><list id="136"><item><costume name="Untitled" center-x="67" center-y="179" 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