<snapdata remixID="11626582"><project name="averageChallenge" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="averageChallenge"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="askNumber1" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="askNumber1REAL" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" 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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id="8"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="9"></list></sounds><variables></variables><blocks></blocks><scripts><script x="329" y="206.33333333333334"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Untitled</l></block></script><script x="20" y="10"><block s="doGlide"><l>1</l><block s="reportRandom"><l>1</l><l>10</l></block><block s="reportRandom"><l>1</l><l>10</l></block></block></script></scripts><sprites select="1"><watcher var="number1" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="number2" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="number3" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="total" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="average" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="-3.1761283030627965" y="161.21320343559643" heading="60" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="32"><costumes><list struct="atomic" id="33"></list></costumes><sounds><list struct="atomic" id="34"></list></sounds><blocks></blocks><variables></variables><scripts><script x="69.99999999999994" y="30"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>4</l><l>-96</l></block><block s="doSayFor"><l>Hello! Welcome to the Average Calculator!</l><l>5</l></block><block s="doWait"><l>0.7</l></block><block s="doSayFor"><l>If you input 3 variables, I will calculate the average!</l><l>4</l></block><block s="doWait"><l>0.7</l></block><block s="doAsk"><l>Input a number from 1-10 (EX: 1) with no spaces!</l></block><block s="doSetVar"><l>number1</l><block s="getLastAnswer"></block></block><block s="doWait"><l>0.7</l></block><block s="doAsk"><l>Input your second number from 1-10 with no spaces!</l></block><block s="doSetVar"><l>number2</l><block s="getLastAnswer"></block></block><block s="doWait"><l>0.7</l></block><block s="doAsk"><l>Input your third number from 1-10 with no spaces!</l></block><block s="doSetVar"><l>number3</l><block s="getLastAnswer"></block></block><block s="doWait"><l>0.7</l></block><block s="doSayFor"><l>Calculating...</l><l>3</l></block><block s="doWait"><l>0.7</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Your average is </l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="number1"/><block var="number2"/><block var="number3"/></list></block><l>3</l></block><l>!</l></list></block><l>4</l></block><block s="doWait"><l>0.7</l></block><block s="doSayFor"><l>Thank you for using the average calculator!</l><l>3</l></block><block s="doWait"><l>0.5</l></block><block s="doSayFor"><l>Bye!</l><l>2</l></block><block s="doWait"><l>0.5</l></block><block s="turn"><block s="reportRandom"><l>1</l><l>300</l></block></block><block s="doForever"><script><block s="forward"><l>20</l></block><block s="bounceOffEdge"></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="number1"><l>5</l></variable><variable name="number2"><l>5</l></variable><variable name="number3"><l>0</l></variable><variable name="total"><l>0</l></variable><variable name="average"><l>0</l></variable></variables></scene></scenes></project><media name="averageChallenge" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="244" center-y="124" 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" 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