<snapdata remixID="8891558"><project name="U2L8-MakingDecisions" app="Snap! 5.1, 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" 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="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="-1037" y="132" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="255,150,237,1" 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="20" y="6.666666666666667"><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block><block s="doIf"><custom-block s="%s between %s and %s ?"><block s="reportMouseY"></block><l>100</l><l>200</l></custom-block><script><block s="setColor"><color>255,150,237,1</color></block></script></block><block s="doIf"><custom-block s="%s between %s and %s ?"><block s="reportMouseY"></block><l>0</l><l>100</l></custom-block><script><block s="setColor"><color>41,89,255,1</color></block></script></block><block s="doIf"><custom-block s="%s between %s and %s ?"><block s="reportMouseY"></block><l>-100</l><l>0</l></custom-block><script><block s="setColor"><color>255,243,3,1</color></block></script></block></script><script><block s="up"></block></script></block></script><comment w="90" collapsed="false">Katherine Perez Soto &amp; Amina Almatova&#xD;Period 8&#xD;When the y value is between 100 and 200, the pen color will be set to pink. If it is set between 0 and 100, the color will be set to blue. If it is set between -100 and 0, the color will be yellow.  </comment></block></script><script x="20" y="319.3333333333333"><block s="down"></block></script><script x="20" y="350"><block s="setColor"><color>255,150,237,1</color></block></script><script x="20" y="384.00000000000006"><block s="reportGreaterThan"><l></l><l>0</l></block></script><script x="20" y="412.00000000000006"><block s="reportLessThan"><l></l><l>0</l></block></script><script x="20" y="486.66666666666674"><block s="doGotoObject"><l></l></block></script><script x="20" y="521.3333333333334"><block s="doAsk"><l>Give me a number!</l><comment w="90" collapsed="false">Katherine Perez Soto &amp; Amina Almatova&#xD;Period 8&#xD;If the number (answer) is between 0 and 49, it will say &quot;between 0 and 49!&quot;. Otherwise, if the answer is between 50 and 100, it will say &quot;Between 50 and 100!&quot;. Otherwise, it will say &quot;not in the first 100!&quot;</comment></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>2</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>2</l></block></script><script><block s="doSayFor"><l>Not in the first 100!</l><l>2</l></block></script></block></script></block></script><script x="20" y="765.6666666666666"><block s="clear"></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportMouseY"></block><l>0</l></block><script><block s="setColor"><color>246,136,255,1</color></block></script><script><block s="setColor"><color>47,99,255,1</color></block></script></block></script><script><block s="up"></block></script></block></script><comment w="90" collapsed="false">Katherine Perez Soto &amp; Amina Almatova&#xD;Period 8</comment></block></script><script x="20" y="1047.6666666666667"><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportEquals"><block s="reportMouseDown"></block><block s="reportBoolean"><l><bool>false</bool></l></block></block><script><block s="up"></block></script><script><block s="down"></block><block s="doIfElse"><custom-block s="%s between %s and %s ?"><block s="reportMouseY"></block><l>100</l><l>200</l></custom-block><script><block s="setColor"><color>255,150,237,1</color></block></script><script><block s="doIfElse"><custom-block s="%s between %s and %s ?"><block s="reportMouseY"></block><l>0</l><l>100</l></custom-block><script><block s="setColor"><color>41,89,255,1</color></block></script><script><block s="doIf"><custom-block s="%s between %s and %s ?"><block s="reportMouseY"></block><l>-100</l><l>0</l></custom-block><script><block s="setColor"><color>255,243,3,1</color></block></script></block></script></block></script></block></script></block></script><comment w="90" collapsed="false">Katherine Perez Soto &amp; Amina Almatova&#xD;Period 8 </comment></block></script><script x="338" y="320.66666666666674"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="378.6666686666667" y="1264.4444464444443"><block s="doIf"><l/><script></script></block><block s="doIf"><l/><script></script></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="319" y="10" color="4,148,220"/><watcher scope="Stage" s="reportMouseY" style="normal" x="319" y="43.000001999999995" color="4,148,220"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="322" y="91.00000399999999" color="4,148,220"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;number 1&apos; ≤ %&apos;number 2&apos;" type="predicate" category="operators"><comment x="0" y="0" w="90" collapsed="false">Katherine Perez Soto &#xD;Period 8&#xD;This block can either report true or false. It will only report true if number 1 is less than number 2 or if number 1 and 2 are equal. Otherwise, it will report false. </comment><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="reportLessThan"><block var="number 1"/><block var="number 2"/></block><block s="reportEquals"><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 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="reportGreaterThan"><block var="number 1"/><block var="number 2"/></block><block s="reportEquals"><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;num1&apos; between %&apos;num2&apos; and %&apos;num3&apos; ?" type="predicate" category="operators"><comment x="0" y="0" w="90" collapsed="false">Amina Almatova &amp; Katherine Perez Soto&#xD;Period 8&#xD;This block can either report true or false. It will only report false when Num 1 is greater than or equal to num 2 AND when Num 1 is less than or equal 2 Num 3. Otherwise, it will report false. </comment><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="num2"/><block var="num1"/></custom-block><custom-block s="%s ≥ %s"><block var="num3"/><block var="num1"/></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>