<snapdata remixID="10808247"><project name="Concentric Squares" app="Snap! 6, https://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="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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-128.69343417594996" y="128.693434175952" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,5,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="203" y="43.00000000000003"><block s="receiveGo"></block><block s="clear"><comment w="90" collapsed="true">Clear is at he beginning of the program so whenever it starts it clear th old pen marks.</comment></block><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="true">Returns thhe sprite to the middle of the stage.</comment></block><block s="doAsk"><l>How many squares do you want?</l><comment w="90" collapsed="true">Lets the viewer choose how many total quares they want.</comment></block><block s="doSetVar"><l>NumberOfSquares</l><block s="getLastAnswer"></block><comment w="90" collapsed="true">Allows the viwer to answer how many squares they want before the drawing starts</comment></block><block s="doAsk"><l>How big do you want the squares?</l><comment w="90" collapsed="true">Ask viewer how big they want the squares before the sprite draws.</comment></block><block s="doSetVar"><l>SideLengthOfSmallestSquare</l><block s="getLastAnswer"></block><comment w="90" collapsed="true">Lets viewer answer how big they want the sides of the square. </comment></block><custom-block s="NestingSquares"><comment w="90" collapsed="true">custom block that willl draw the requested unmber and size of squares after all questions are answered, sprite returns to the center, and pen marks are cleared.</comment></custom-block></script></scripts></sprite><watcher var="numberOfSides" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="NumberOfSquares" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="SideLengthOfSmallestSquare" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawADiamondShape %&apos;numberOfSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turn"><l>60</l></block><block s="forward"><l>20</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></block></block></script></block></script></block-definition><block-definition s="NestingSquares" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="NumberOfSquares"/><script><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="SideLengthOfSmallestSquare"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="setHeading"><l>315</l></block><block s="forward"><l>7</l></block><block s="setHeading"><l>90</l></block><block s="doChangeVar"><l>SideLengthOfSmallestSquare</l><l>10</l></block></script></block></script></block-definition><block-definition s="NestingSquares (2)" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="NumberOfSquares"/><script><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="SideLengthOfSmallestSquare"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="setHeading"><l>315</l></block><block s="forward"><l>7</l></block><block s="setHeading"><l>90</l></block><block s="doChangeVar"><l>SideLengthOfSmallestSquare</l><l>1</l></block></script></block></script></block-definition></blocks><variables><variable name="numberOfSides"><l>0</l></variable><variable name="NumberOfSquares"><l>26</l></variable><variable name="SideLengthOfSmallestSquare"><l>262</l></variable></variables></project><media name="Concentric Squares" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>