<snapdata remixID="13335237"><project name="Graphing PT" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Graphing PT"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="coordinate list maker %&apos;eqn form&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>coordinates</l><l>slope</l><l>y-int</l></list></block><block s="doSetVar"><l>coordinates</l><block s="reportNewList"><list></list></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="eqn form"/><l>x</l></list></block><script><block s="doAsk"><l>what is x equal to?</l></block><block s="doFor"><l>y</l><l>-100</l><l>100</l><script><block s="doAddToList"><block s="reportNewList"><list><block s="getLastAnswer"></block><block var="y"/></list></block><block var="coordinates"/></block></script></block></script><script><block s="doAsk"><l>what is the slope in your equation?</l></block><block s="doSetVar"><l>slope</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is the y intercept?</l></block><block s="doSetVar"><l>y-int</l><block s="getLastAnswer"></block></block><block s="doFor"><l>x</l><l>-100</l><l>100</l><script><block s="doAddToList"><block s="reportNewList"><list><block var="x"/><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="slope"/><block var="x"/></list></block><block var="y-int"/></list></block></list></block><block var="coordinates"/></block></script></block></script></block><block s="doShowVar"><l>coordinates</l></block><block s="doWait"><l>3</l></block><block s="doHideVar"><l>coordinates</l></block><block s="doReport"><block var="coordinates"/></block></script><scripts><script x="233" y="258.66666666666663"><block s="doReport"><l></l></block></script><script x="320.5" y="277.7"><block s="doFor"><l>x</l><l>1</l><l>10</l><script></script></block></script></scripts></block-definition><block-definition s="graph points %&apos;coordinate list&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="up"></block><block s="setColor"><color>255,102,234,1</color></block><block s="setSize"><l>3</l></block><block s="doForEach"><l>item</l><block var="coordinate list"/><script><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="item"/></block><block s="reportListItem"><l>2</l><block var="item"/></block></block><block s="down"></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" id="120"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="121"></list></costumes><sounds><list struct="atomic" id="122"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="100" y="202" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,102,234,1" pen="tip" id="127"><costumes><list struct="atomic" id="128"></list></costumes><sounds><list struct="atomic" id="129"></list></sounds><blocks></blocks><variables></variables><scripts><script x="123" y="103.33333333333334"><block s="receiveGo"></block><block s="clear"></block><block s="doSayFor"><l>Welcome to my ghraphing app</l><l>2</l></block><block s="doAsk"><l>is your equation in the form "y="or"x="Please type y or x</l></block><custom-block s="graph points %txt"><custom-block s="coordinate list maker %s"><block s="getLastAnswer"></block></custom-block></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Graphing PT" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>