<snapdata remixID="8891535"><project name="U2L8-MakingDecisions" app="Snap! 5.1, http://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="XY Grid" center-x="240" center-y="180" 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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="0,44,200,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="81.66666766666663" y="10"><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script><script x="120.80827022916662" y="120.33333633333314"><block s="reportMouseX"></block></script><script x="380" y="22.805554555555318"><custom-block s="%s ≠ %s"><l>2</l><l>3</l></custom-block></script><script x="536.1416045625" y="62.63889088888868"><block s="reportLessThan"><l></l><l>0</l></block></script><script x="535" y="171.80555455555532"><block s="receiveGo"><comment w="90" collapsed="false">Huaming Wu and Roopdeep Kharod&#xD;Period 8&#xD;When flag is clicked it the sprite will ask for a number and if the number is between 0 and 49 it will say so and if it is between 50 and 100 it will say so. If it is not a number in between these values it will say Not in the first 100..</comment></block><block s="doAsk"><l>What is your number?</l></block><block s="doIfElse"><custom-block s="%s between %s and %s ?"><block s="getLastAnswer"></block><l>0</l><l>49</l></custom-block><script><block s="doSayFor"><l>Between 0 and 49!</l><l>1</l></block></script><script><block s="doIfElse"><custom-block s="%s between %s and %s ?"><block s="getLastAnswer"></block><l>50</l><l>100</l></custom-block><script><block s="doSayFor"><l>Between 50 and 100!</l><l>1</l></block></script><script><block s="doSayFor"><l>Not in the first 100!</l><l>1</l></block></script></block></script></block></script><script x="565.500003" y="553.3055575555553"><block s="setColor"><color>145,26,68,1</color></block></script><script x="40.5" y="69.80555455555532"><block s="doForever"><script><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIf"><custom-block s="%s between %s and %s ?"><block s="reportMouseY"></block><l>60</l><l>180</l></custom-block><script><block s="setColor"><color>145,26,68,1</color></block></script></block><block s="doIf"><custom-block s="%s between %s and %s ?"><block s="reportMouseY"></block><l>-60</l><l>60</l></custom-block><script><block s="setColor"><color>0,44,200,1</color></block></script></block><block s="doIf"><custom-block s="%s between %s and %s ?"><block s="reportMouseY"></block><l>-180</l><l>-60</l></custom-block><script><block s="setColor"><color>2,199,0,1</color></block></script></block><block s="down"></block></script><script><block s="doIfElse"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="gotoXY"><l>0</l><l>0</l></block></script><script><block s="up"></block></script></block></script></block></script><comment w="90" collapsed="false">Huaming Wu and Roopdeep Kharod&#xD;Period 8&#xD;First we have a forever block that would repeat the script forever. The if mouse down conditional block allows for the sprite to follow the mouse and draw in different colors depending on the y-axis the mouse is on. If the cursor is touching the edge the sprite will go the x 0 y 0 and if not it will just pen up.</comment></block></script><script x="338.500002" y="467.6388898888887"><block s="down"></block></script><script x="426.33333333333337" y="84.472221222222"><block s="clear"></block></script><script x="241.6416035625" y="35.66666966666651"><block s="reportMouseX"></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="10" color="4,148,220"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="34.400002" color="4,148,220"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="55.400003999999996" color="4,148,220"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;number&apos; ≠ %&apos;number 2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="number"/><block var="number 2"/></block><script><block s="doReport"><block s="reportNot"><block s="reportBoolean"><l><bool>true</bool></l></block></block></block></script><script><block s="doReport"><block s="reportNot"><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></script></block></script></block-definition><block-definition s="%&apos;number 1&apos; ≥ %&apos;number 2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="number 1"/><block var="number 2"/></block><block s="reportGreaterThan"><block var="number 1"/><block var="number 2"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;number&apos; ≤ %&apos;number2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="number"/><block var="number2"/></block><block s="reportLessThan"><block var="number"/><block var="number2"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;number&apos; between %&apos;number 2&apos; and %&apos;number 3&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><custom-block s="%s ≤ %s"><block var="number 2"/><block var="number"/></custom-block><custom-block s="%s ≥ %s"><block var="number 3"/><block var="number"/></custom-block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L8-MakingDecisions" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>