<snapdata remixID="12106446"><project name="Unit 3 Final Project" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Unit 3 Final Project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Min. %&apos;A1&apos; %&apos;A2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="Answer 2"/><block var="Answer 1"/></block><script><block s="doReport"><block var="Answer 2"/></block></script><script><block s="doReport"><block var="Answer 1"/></block></script></block></script></block-definition><block-definition s="Max. %&apos;A1&apos; %&apos;A2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="Answer 1"/><block var="Answer 2"/></block><script><block s="doReport"><block var="Answer 2"/></block></script><script><block s="doReport"><block var="Answer 1"/></block></script></block></script></block-definition><block-definition s="%&apos;Choosen&apos; Between %&apos;Start&apos; %&apos;End&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"><block s="reportGreaterThan"><block var="End"/><block var="Choosen"/></block><block s="reportGreaterThan"><block var="Choosen"/><block var="Start"/></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="distance to %&apos;x&apos; %&apos;y&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="Y Variable"/><block s="yPosition"></block></block><block s="reportDifference"><block var="Y Variable"/><block s="yPosition"></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="X Variable"/><block s="xPosition"></block></block><block s="reportDifference"><block var="X Variable"/><block s="xPosition"></block></block></list></block></list></block></block></block></script></block-definition><block-definition s="snap %&apos;OwnNumber&apos; to range %&apos;Range1&apos; %&apos;Range2&apos;" type="reporter" 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="doIf"><block s="reportAnd"><block s="reportLessThan"><block var="OwnNumber"/><block var="Range2"/></block><block s="reportOr"><block s="reportGreaterThan"><block var="OwnNumber"/><block var="Range1"/></block><block s="reportOr"><block s="reportEquals"><block var="OwnNumber"/><block var="Range2"/></block><block s="reportEquals"><block var="OwnNumber"/><block var="Range1"/></block></block></block></block><script><block s="doReport"><block var="OwnNumber"/></block></script></block><block s="doIf"><block s="reportLessThan"><block var="OwnNumber"/><block var="Range1"/></block><script><block s="doReport"><block var="Range1"/></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="OwnNumber"/><block var="Range2"/></block><script><block s="doReport"><block var="Range2"/></block></script></block></script></block-definition><block-definition s="Go random outside square %&apos;Num&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block s="reportVariadicProduct"><list><l>-1</l><block var="Num"/></list></block><block s="reportLessThan"><block s="xPosition"></block><block var="Num"/></block></block><block s="reportLessThan"><block s="reportVariadicProduct"><list><l>-1</l><block var="Num"/></list></block><block s="reportLessThan"><block s="yPosition"></block><block var="Num"/></block></block></block><script><block s="gotoXY"><block s="reportRandom"><l>-240</l><l>240</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script><script><block s="changeXPosition"><l>0</l></block><block s="changeYPosition"><l>0</l></block></script></block></script></block-definition><block-definition s="Go to square %&apos;Half length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportLessThan"><block s="xPosition"></block><block s="reportVariadicProduct"><list><l>-1</l><block var="Half length"/></list></block></block><block s="reportGreaterThan"><block s="xPosition"></block><block var="Half length"/></block></block><block s="reportOr"><block s="reportLessThan"><block s="yPosition"></block><block s="reportVariadicProduct"><list><l>-1</l><block var="Half length"/></list></block></block><block s="reportGreaterThan"><block s="yPosition"></block><block var="Half length"/></block></block></block><script><block s="gotoXY"><custom-block s="snap %s to range %s %s"><block s="xPosition"></block><l>-50</l><l>50</l></custom-block><custom-block s="snap %s to range %s %s"><block s="yPosition"></block><l>-50</l><l>50</l></custom-block></block></script><script><block s="changeXPosition"><l>0</l></block><block s="changeYPosition"><l>0</l></block></script></block></script></block-definition></blocks><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="254"></list></costumes><sounds><list struct="atomic" id="255"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="49" y="144.99999999999994" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="260"><costumes><list struct="atomic" id="261"></list></costumes><sounds><list struct="atomic" id="262"></list></sounds><blocks></blocks><variables></variables><scripts><script x="43" y="19.00000000000003"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doAsk"><l>What do you want the first number to be?</l></block><block s="doSetVar"><l>Answer 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What do you want the second number to be?</l></block><block s="doSetVar"><l>Answer 2</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportEquals"><block var="Answer 1"/><block var="Answer 2"/></block><script><block s="bubble"><l>The numbers are the same</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The min is </l><custom-block s="Min. %s %s"><block var="Answer 1"/><block var="Answer 2"/></custom-block></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The max is </l><custom-block s="Max. %s %s"><block var="Answer 2"/><block var="Answer 1"/></custom-block></list></block><l>2</l></block></script></block><block s="doBroadcast"><l>Between</l><list></list></block></script><script x="490.9999999999999" y="19.00000000000003"><block s="receiveMessage"><l>Between</l><list></list></block><block s="doAsk"><l>What do you want the minimum number to be?</l></block><block s="doSetVar"><l>Low</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Want do you want the maximum number to be?</l></block><block s="doSetVar"><l>High</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter number to see if it is between min. and max.</l></block><block s="doSetVar"><l>User Number</l><block s="getLastAnswer"></block></block><block s="bubble"><custom-block s="%s Between %s %s"><block var="User Number"/><block var="Low"/><block var="High"/></custom-block></block></script><script x="107" y="381"><block s="receiveGo"></block><block s="clear"></block><block s="doRepeat"><l>500</l><script><custom-block s="Go random outside square %s"><l>100</l></custom-block><block s="down"></block><custom-block s="Go to square %s"><l>50</l></custom-block><block s="up"></block></script></block></script></scripts></sprite><watcher var="Answer 1" style="normal" x="2.4479166666662877" y="2.4479166666666607" color="243,118,29" hidden="true"/><watcher var="Answer 2" style="normal" x="2.4479166666662877" y="7.588542156250014" color="243,118,29" hidden="true"/><watcher var="Low" style="normal" x="2.4479166666662877" y="12.729167645833272" color="243,118,29" hidden="true"/><watcher var="High" style="normal" x="2.4479166666662877" y="17.86979313541663" color="243,118,29" hidden="true"/><watcher var="User Number" style="normal" x="2.4479166666662877" y="23.010418625000014" color="243,118,29" hidden="true"/><watcher var="X Variable" style="normal" x="2.4479166666662877" y="28.151044114583357" color="243,118,29" hidden="true"/><watcher var="Y Variable" style="normal" x="2.4479166666662877" y="33.2916696041666" color="243,118,29" hidden="true"/><watcher var="edge" style="normal" x="2.4479166666662877" y="38.43229509375" color="243,118,29" hidden="true"/><watcher var="coordinate" style="normal" x="2.4479166666662877" y="43.57292058333327" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="9.791666666666288" y="9.791666666666657" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="9.791666666666288" y="30.35416862499997" color="74,108,212"/></sprites></stage><variables><variable name="Answer 1"><l>1</l></variable><variable name="Answer 2"><l>4</l></variable><variable name="Low"><l>1</l></variable><variable name="High"><l>100</l></variable><variable name="User Number"><l>5</l></variable><variable name="X Variable"><l>0</l></variable><variable name="Y Variable"><l>0</l></variable><variable name="edge"><l>0</l></variable><variable name="coordinate"><l>0</l></variable></variables></scene></scenes></project><media name="Unit 3 Final Project" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>