<snapdata remixID="14925236"><project name="Study Guide Info" 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="Study Guide Info"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="searchShopListItem" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>what do you want to search for?</l></block><block s="doIfElse"><block s="reportNot"><block s="reportListContainsItem"><block var="shopList"/><block s="reportListItem"><block s="getLastAnswer"></block><block var="shopList"/></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doSayFor"><l>that&apos;s not here</l><l>2</l></block></script></block></script></block-definition><block-definition s="deleteShopListItem" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>what do you want to deleat</l></block><block s="doIfElse"><block s="reportNot"><block s="reportListContainsItem"><block var="shopList"/><block s="reportListItem"><block s="getLastAnswer"></block><block var="shopList"/></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doSayFor"><l>that&apos;s not here</l><l>2</l></block></script></block></script></block-definition></blocks><primitives></primitives><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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struct="atomic" id="59"></list></costumes><sounds><list struct="atomic" id="60"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite(2)" idx="2" x="-162" y="-31" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="96.23700000000001,130.05,0,1" pen="tip" id="65"><costumes><list id="66"><item><ref mediaID="Study Guide Info_Sprite(2)_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="67"></list></sounds><blocks></blocks><variables></variables><scripts><script x="84" y="84.33333333333334"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doDeleteFromList"><l><option>all</option></l><block var="shopList"/></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="11" y="58" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="76"><costumes><list id="77"><item><ref mediaID="Study Guide Info_Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="78"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="506" y="126" w="90" collapsed="false">Work on creating a block today that will search a list and determine if an item is present.  So think &quot;true&quot; if present, and &quot;false&quot; if not present.  &#xD;&#xD;The block should iterate throught the list using a method other than the for each loop.  &#xD;&#xD;Then, have the program state if the item is on the list or is not on the list. </comment><comment x="398" y="121" w="90" collapsed="false">You will be building a program that holds a shopping list for a family.  The program needs to have the capability to ask the user to add an item.  &#xD;&#xD;You also will need to program a separate sprite to clear the list when it is clicked.&#xD;&#xD;You will program another sprite to search for an item on your list when it is clicked.&#xD;&#xD;You will program another sprite to delete an item when it is clicked. </comment><script x="53" y="45.16666666666677"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>add an item</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="shopList"/></block></script><script x="45" y="151.16666666666674"><block s="receiveGo"></block><block s="doSetVar"><l>shopList</l><block s="reportNewList"><list></list></block></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="161" y="-40" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="142.8,137.08800000000002,0,1" pen="tip" id="97"><costumes><list 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y="30"><block s="receiveInteraction"><l><option>clicked</option></l></block><custom-block s="deleteShopListItem"></custom-block><block s="doIf"><block s="reportBoolean"><l><bool>true</bool></l></block><script><block s="doDeleteFromList"><block s="getLastAnswer"></block><block var="shopList"/></block></script><list></list></block></script></scripts></sprite><watcher var="shopList" style="normal" x="10" y="10" color="243,118,29" extX="80" extY="70"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="103.000002" color="4,148,220"/></sprites></stage><variables><variable name="shopList"><list struct="atomic" id="142">chips</list></variable></variables></scene></scenes></project><media name="Study Guide Info" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="67" center-y="67" 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" 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" 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" 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