<snapdata remixID="8896509"><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><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"/><sprite name="Sprite" idx="1" x="-716" y="37" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="128,163,255,1" pen="tip" id="11"><costumes><list struct="atomic" id="12"></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="143.999998" y="100.16666466666669"><block s="receiveGo"><comment w="90" collapsed="false">I used the &quot;between&quot; blocks to set limits for how high the pen could go using that same color. (Each &quot;if&quot; block represents a different level) &#xD;&#xD; Igor</comment></block><block s="doForever"><script><block s="down"></block><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>-180</l><l>-100</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>-100</l><l>0</l></custom-block><script><block s="setColor"><color>42,255,62,1</color></block></script></block><block s="doIf"><custom-block s="%s between %s and %s ?"><block s="reportMouseY"></block><l>0</l><l>180</l></custom-block><script><block s="setColor"><color>128,163,255,1</color></block></script></block></script></block></script><script x="199.6416015625" y="10"><block s="reportAnd"><block s="reportGreaterThan"><l>0</l><l></l></block><block s="reportGreaterThan"><l>0</l><block s="reportMouseX"></block></block></block></script><script x="23.6416015625" y="365"><block s="reportEquals"><l></l><l></l></block></script><script x="243.6416015625" y="444"><custom-block s="%s ≥ %s"><l></l><l>-100</l></custom-block></script><script x="10" y="335"><block s="clear"></block></script><script x="67.6416015625" y="469"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="169.499998" y="472.69444344444435"><custom-block s="%s ≤ %s"><l></l><l></l></custom-block></script><script x="43.499998000000005" y="498.69444344444435"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="140.499998" y="513.6944434444443"><custom-block s="%s ≤ %s"><l></l><l></l></custom-block></script><script x="186.499998" y="434.69444344444435"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="288" y="505.69444344444435"><block s="receiveGo"><comment w="90" collapsed="false">The program asks the user for a number, waits for a number, then that number gets sorted into a catagory, and if it&apos;s not between 0 and 49, it get sorted between being between 50 and 100, and not being in the first 100.&#xD;&#xD;Igor&#xD;</comment></block><block s="doAsk"><l>Pick a 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="110.6416015625" y="376"><block s="reportAnd"><block s="reportLessThan"><l>0</l><block s="reportMouseX"></block></block><block s="reportGreaterThan"><l>0</l><l></l></block></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;1&apos; ≥ %&apos;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="1"/><block var="2"/></block><block s="reportEquals"><block var="1"/><block var="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;1&apos; ≤ %&apos;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="reportLessThan"><block var="1"/><block var="2"/></block><block s="reportEquals"><block var="1"/><block var="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;1&apos; between %&apos;2&apos; and %&apos;3&apos; ?" type="predicate" category="operators"><comment w="90" collapsed="false">The input needs to fit both conditions (being more than the value of variable 2 and less than the value of variable 3) to be considered true. </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="1"/><block var="2"/></custom-block><custom-block s="%s ≤ %s"><block var="1"/><block var="3"/></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>