<snapdata remixID="15082428"><project name="AP stuffington" 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="AP stuffington"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="ask question %&apos;question&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doAsk"><block var="question"/></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="add %&apos;string&apos; with %&apos;time&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="string"/><block var="time"/></list></block></block></script></block-definition><block-definition s="get index of %&apos;task&apos;" type="reporter" 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y="60.73333333333335"><block s="receiveKey"><l><option>0</option></l><list></list></block><block s="doShowVar"><l>todo list</l></block></script></scripts></sprite><watcher var="todo list" style="normal" x="323" y="14" color="243,118,29" extX="128.5615234375" extY="35"/><sprite name="Sprite(3)" idx="1" x="-72" y="-74" heading="90" scale="1" volume="100" pan="0" rotation="2" draggable="true" costume="4" color="80,80,80,1" pen="tip" id="73"><costumes><list id="74"><item><ref mediaID="AP stuffington_Sprite(3)_cst_Screenshot 2026-03-11 133605"></ref></item><item><ref mediaID="AP stuffington_Sprite(3)_cst_Screenshot 2026-03-11 135245"></ref></item><item><ref mediaID="AP stuffington_Sprite(3)_cst_Screenshot 2026-03-11 135337"></ref></item><item><ref mediaID="AP stuffington_Sprite(3)_cst_Screenshot 2026-03-11 135746"></ref></item></list></costumes><sounds><list struct="atomic" id="75"></list></sounds><blocks></blocks><variables></variables><scripts><script x="36" y="20.9999999999999"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSayFor"><l>Hello! This is the instruction guide! The Introduction Guide button will replay this text again! Insert Certain Task will let you put a task into the "To-Do"list. The Certain Task Details button will show the Task Details you have already inputted. The Delete Certain Task block will delete a certain task of your choosing. The Show "TO-DO" List will Pop-Up the task list if you click 0, and it will go away when you hit the key 1. </l><l>10</l></block></script><script x="33" y="149.73333333333335"><block s="show"></block></script></scripts></sprite><sprite name="Sprite(2)" idx="5" x="-82" y="79.99999999999994" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="79.25400000000002,0,107.1,1" pen="tip" id="85"><costumes><list id="86"><item><ref mediaID="AP stuffington_Sprite(2)_cst_Screenshot 2026-03-11 135702"></ref></item></list></costumes><sounds><list struct="atomic" id="87"></list></sounds><blocks></blocks><variables></variables><scripts><script x="130" y="77"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSayFor"><block s="reportListItem"><custom-block s="ask question %s"><l>Whats the task name?</l></custom-block><block var="todo list"/></block><l>2</l></block></script></scripts></sprite><sprite name="Sprite(3)(2)" idx="2" 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" 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" 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