<snapdata remixID="9437728"><project name="Sinusoid Graphs" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Students will learn about the equations for Sine and Cosine graphs, as well as how each of the variable affects the graph. The students get to see how each variable in the standard equation of a sin &amp; cosine graph will affect the graph. At the end, they gain the freedom to adjust all four of the variables and use their creativity.&#xD;&#xD;Credit: Janvi &amp; Said</notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="996" height="636" 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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="Radian X&amp;Y" center-x="499" center-y="317.2" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Cos" idx="3" x="501.02213320373136" y="-53.71708273708015" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,33,5,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="hide"></block><block s="doForever"><script><block s="doSetVar"><l>X-Position Cos</l><block s="reportQuotient"><block s="xPosition"></block><l>.92</l></block></block><block s="doSetVar"><l>Y-Position Cos</l><block s="reportQuotient"><block s="yPosition"></block><l>53</l></block></block></script><comment w="90" collapsed="false">Scales X &amp; Y position of Cos to the proper values on the axis</comment></block></script><script x="38" y="169"><block s="receiveMessage"><l>Graph Cos</l></block><block s="setColor"><color>255,33,5,1</color></block><custom-block s="Prepare For Graphing"></custom-block><custom-block s="Graph Cos W/O Broadcast"></custom-block></script></scripts></sprite><sprite name="Sin" idx="2" x="501.02213320373136" y="-2.974609503379412" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,204,28,1" pen="tip" id="40"><costumes><list struct="atomic" id="41"></list></costumes><sounds><list struct="atomic" id="42"></list></sounds><blocks></blocks><variables></variables><scripts><script x="35" y="287"><block s="receiveMessage"><l>Graph Sin</l></block><block s="setColor"><color>26,209,0,1</color></block><custom-block s="Prepare For Graphing"></custom-block><custom-block s="Graph Sin W/ Broadcast"></custom-block></script><script x="263" y="285"><block s="receiveMessage"><l>Graph Sin 4 Comparison</l></block><block s="setColor"><color>0,204,28,1</color></block><custom-block s="Prepare For Graphing"></custom-block><custom-block s="Graph Sin W/O Broadcast"></custom-block></script><script x="34" y="32"><block s="receiveGo"></block><block s="doForever"><script><block s="doSetVar"><l>X-Position Sin</l><block s="reportQuotient"><block s="xPosition"></block><l>.92</l></block></block><block s="doSetVar"><l>Y-Position Sin</l><block s="reportQuotient"><block s="yPosition"></block><l>53</l></block></block></script><comment w="90" collapsed="false">Scales X &amp; Y position of Sin to the proper values on the axis</comment></block></script></scripts></sprite><sprite name="Speaker" idx="4" x="-149.08623853211014" y="99.34513521892913" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,15.044999999999947,150.45,1" pen="tip" id="76"><costumes><list id="77"><item><costume name="Untitled" center-x="498" center-y="318" image="data:image/png;base64,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" id="78"/></item></list></costumes><sounds><list struct="atomic" id="79"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="1592.0000000000061"><block s="receiveMessage"><l>Creative Graphs</l></block><custom-block s="Get User Inputs for custom Sin &amp; Cos"></custom-block><block s="doBroadcast"><l>Graph Cos Custom</l></block><block s="doBroadcastAndWait"><l>Graph Sin Custom</l></block><block s="doSayFor"><l>Press the UP key to continue</l><l>5</l></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="doSayFor"><l>Lets try another!</l><l>5</l></block><block s="doBroadcast"><l>Creative Graphs 2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block><block s="doWait"><l>0.1</l></block></script></block></script><script x="35" y="10"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Untitled</l></block><block s="show"></block><block s="gotoXY"><l>-150</l><l>100</l></block><block s="doBroadcast"><l>Graph Cos</l></block><block s="doBroadcast"><l>Graph Sin</l><comment w="90" collapsed="false">Creates the initial two graphs</comment></block></script><script x="36" y="191"><block s="receiveMessage"><l>Done graphing</l><comment w="90" collapsed="false">After the initial two graphs are made, this serves as a transition so the user can keep looking at the graph until they want to move on</comment></block><block s="doSayFor"><l>Press the UP key to continue</l><l>5</l></block><block s="doWaitUntil"><block s="reportKeyPressed"><l><option>up arrow</option></l></block></block><block s="doBroadcast"><l>Graph A</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><script x="30" y="339.00000000000114"><block s="receiveMessage"><l>Graph A</l></block><custom-block s="Get User Input to Alter A-value"><comment w="90" collapsed="false">Gives prompts and asks questions, then adjusts values accordingly. </comment></custom-block><block s="doBroadcast"><l>Graph Sin 4 Comparison</l></block><block s="doBroadcastAndWait"><l>Graph Sin Custom</l></block><block s="doSayFor"><l>Press the UP key to continue</l><l>4</l></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="doBroadcast"><l>Graph B</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block><block s="doWait"><l>0.1</l></block></script></block></script><script x="34" y="598.9999999999975"><block s="receiveMessage"><l>Graph B</l></block><custom-block s="Get user Input to Alter B-value"><comment w="90" collapsed="false">Gives prompts and asks questions, then adjusts values accordingly.</comment></custom-block><block s="doBroadcast"><l>Graph Sin 4 Comparison</l></block><block s="doBroadcastAndWait"><l>Graph Sin Custom</l></block><block s="doSayFor"><l>Press the UP key to continue</l><l>4</l></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="doBroadcast"><l>Graph C</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block><block s="doWait"><l>0.1</l></block></script></block></script><script x="31" y="858.3333333333305"><block s="receiveMessage"><l>Graph C</l></block><custom-block s="Get User Input to Alter C-value"></custom-block><block s="doBroadcast"><l>Graph Sin 4 Comparison</l></block><block s="doBroadcastAndWait"><l>Graph Sin Custom</l></block><block s="doSayFor"><l>Press the UP key to continue</l><l>4</l></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="doBroadcast"><l>Graph H</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block><block s="doWait"><l>0.1</l></block></script></block></script><script x="431" y="1593.0000000000057"><block s="receiveMessage"><l>Creative Graphs 2</l></block><custom-block s="Get User Inputs for custom Sin &amp; Cos"></custom-block><block s="doBroadcast"><l>Graph Cos Custom</l></block><block s="doBroadcastAndWait"><l>Graph Sin Custom</l></block><block s="doSayFor"><l>Press the UP key to continue</l><l>5</l></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="doSayFor"><l>Lets try another!</l><l>5</l></block><block s="doBroadcast"><l>Creative Graphs</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block><block s="doWait"><l>0.1</l></block></script></block></script><comment x="306" y="1594.3333333333396" w="90" collapsed="false">The code is the same in these two scripts, but this is necessary so the script will not have to broadcast to itself. This way, the two scripts keep broadcasting to eachother, creating a loop</comment><script x="34" y="1117.3333333333394"><block s="receiveMessage"><l>Graph H</l></block><custom-block s="Get User Input to Alter H-value"></custom-block><block s="doBroadcast"><l>Graph Sin 4 Comparison</l></block><block s="doBroadcastAndWait"><l>Graph Sin Custom</l></block><block s="doSayFor"><l>Press the UP key to continue</l><l>4</l></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="doBroadcast"><l>Creative Graphs</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block><block s="doWait"><l>0.1</l></block></script></block></script></scripts></sprite><sprite name="Custom Sin" idx="1" x="501.02213320373136" y="-9.608728462931614" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,97,10,1" pen="tip" id="263"><costumes><list struct="atomic" id="264"></list></costumes><sounds><list struct="atomic" id="265"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="38"><block s="receiveGo"></block><block s="hide"></block><block s="doForever"><script><block s="doSetVar"><l>Cust-Y Sin</l><block s="reportQuotient"><block s="yPosition"></block><l>53</l></block></block><block s="doSetVar"><l>Cust-X Sin</l><block s="reportQuotient"><block s="xPosition"></block><l>.92</l></block></block></script><comment w="90" collapsed="false">Scales X &amp; Y position of custom Sin to the proper values on the axis</comment></block></script><script x="33" y="201.00000000000003"><block s="receiveMessage"><l>Graph Sin Custom</l></block><block s="setColor"><color>0,97,10,1</color></block><custom-block s="Prepare For Graphing"></custom-block><custom-block s="Graph Custom Sin"></custom-block></script></scripts></sprite><sprite name="Custom Cos" idx="5" x="502.25784748939617" y="-127.90833718441196" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="148,33,0,1" pen="tip" id="294"><costumes><list struct="atomic" id="295"></list></costumes><sounds><list struct="atomic" id="296"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="185"><block s="receiveGo"></block><block s="hide"></block><block s="doForever"><script><block s="doSetVar"><l>Cust-Y Cos</l><block s="reportQuotient"><block s="yPosition"></block><l>53</l></block></block><block s="doSetVar"><l>Cust-X Cos</l><block s="reportQuotient"><block s="xPosition"></block><l>.92</l></block></block></script><comment w="90" collapsed="false">Scales X &amp; Y position of custom Cos to the proper values on the axis</comment></block></script><script x="34.000000000000114" y="355"><block s="receiveMessage"><l>Graph Cos Custom</l></block><custom-block s="Prepare For Graphing"></custom-block><block s="setColor"><color>148,33,0,1</color></block><custom-block s="Graph Custom Cos"></custom-block></script></scripts></sprite><watcher var="A Sin" style="normal" x="1.3737076027234707" y="1.373707602723531" color="243,118,29" hidden="true"/><watcher var="B Sin" style="normal" x="1.3737076027234707" y="4.258493843184333" color="243,118,29" hidden="true"/><watcher var="C Sin" style="normal" x="1.3737076027234707" y="7.14328008364528" color="243,118,29" hidden="true"/><watcher var="H Sin" style="normal" x="1.3737076027234707" y="10.028066324106177" color="243,118,29" hidden="true"/><watcher var="Cust-X Sin" style="normal" x="1.9390688752982896" y="1.9390688752978953" color="243,118,29" hidden="true"/><watcher var="A Cos" style="normal" x="15.045827228428607" y="1.1798018141597773" color="243,118,29" hidden="true"/><watcher var="B Cos" style="normal" x="15.433641003488106" y="4.589772589952474" color="243,118,29" hidden="true"/><watcher var="C Cos" style="normal" x="16.07189779333521" y="8.056279493002918" color="243,118,29" hidden="true"/><watcher var="H Cos" style="normal" x="16.26580468086479" y="11.328879508523315" color="243,118,29" hidden="true"/><watcher var="Cust-Y Cos" style="normal" x="1.9390688752982896" y="6.011113901237522" color="243,118,29" hidden="true"/><watcher var="Cust-X Cos" style="normal" x="1.9390688752982896" y="10.08315892717711" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Update Y For Cos(x)" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setYPosition"><block s="reportProduct"><block s="reportMonadic"><l><option>cos</option></l><block var="X-Position Cos"/></block><l>53</l></block></block></script></block-definition><block-definition s="Update Y for Sin(x)" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setYPosition"><block s="reportProduct"><block s="reportMonadic"><l><option>sin</option></l><block var="X-Position Sin"/></block><l>53</l></block></block></script></block-definition><block-definition s="Custom Sin A: %&apos;a&apos; B: %&apos;b&apos; C: %&apos;c&apos; H: %&apos;h&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="setYPosition"><block s="reportSum"><block s="reportProduct"><block var="a"/><block s="reportProduct"><l>53</l><block s="reportMonadic"><l><option>sin</option></l><block s="reportProduct"><block var="b"/><block s="reportDifference"><block var="Cust-X Sin"/><block s="reportProduct"><block var="c"/><l>53.12</l></block></block></block></block></block></block><block s="reportProduct"><block var="h"/><l>53</l></block></block></block></script></block-definition><block-definition s="Custom Cos A: %&apos;a&apos; B: %&apos;b&apos; C: %&apos;c&apos; H: %&apos;h&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="setYPosition"><block s="reportSum"><block s="reportProduct"><block var="a"/><block s="reportProduct"><l>53</l><block s="reportMonadic"><l><option>cos</option></l><block s="reportProduct"><block var="b"/><block s="reportDifference"><block var="Cust-X Cos"/><block s="reportProduct"><block var="c"/><l>53.12</l></block></block></block></block></block></block><block s="reportProduct"><block var="h"/><l>53</l></block></block></block></script></block-definition><block-definition s="Graph Custom Sin" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="changeXPosition"><l>1</l></block><custom-block s="Custom Sin A: %s B: %s C: %s H: %s"><block var="A Sin"/><block var="B Sin"/><block var="C Sin"/><block var="H Sin"/></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>500</l></block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block></script></block></script></block-definition><block-definition s="Graph Sin W/ Broadcast" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="changeXPosition"><l>1</l></block><custom-block s="Update Y for Sin(x)"></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>500</l></block><script><block s="doBroadcast"><l>Done graphing</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block></script></block></script></block-definition><block-definition s="Graph Sin W/O Broadcast" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="changeXPosition"><l>1</l></block><custom-block s="Update Y for Sin(x)"></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>500</l></block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block></script></block></script></block-definition><block-definition s="Prepare For Graphing" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="hide"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-505</l><l>-53</l></block><block s="down"></block></script></block-definition><block-definition s="Graph Cos W/O Broadcast" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="changeXPosition"><l>1</l></block><custom-block s="Update Y For Cos(x)"></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>500</l></block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block></script></block></script></block-definition><block-definition s="Graph Custom Cos" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="changeXPosition"><l>1</l></block><custom-block s="Custom Cos A: %s B: %s C: %s H: %s"><block var="A Cos"/><block var="B Cos"/><block var="C Cos"/><block var="H Cos"/></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>500</l></block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block></script></block></script></block-definition><block-definition s="Get User Input to Alter A-value" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Lets make a Sine graph after altering A</l><l>4</l></block><block s="doWait"><l>2</l></block><block s="doSayFor"><l>The equations for a sinusoid are on the powerpoint, look there!</l><l>5</l></block><block s="doWait"><l>2</l></block><block s="doAsk"><l>What do you want the A value to be for the Sine graph?</l></block><block s="doSetVar"><l>A Sin</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>B Sin</l><l>1</l></block><block s="doSetVar"><l>C Sin</l><l>0</l></block><block s="doSetVar"><l>H Sin</l><l>0</l></block><block s="doSayFor"><l>Time to graph!</l><l>2</l></block><block s="clear"></block></script></block-definition><block-definition s="Get user Input to Alter B-value" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Lets make a Sine graph after altering B</l><l>4</l></block><block s="doWait"><l>2</l></block><block s="doSayFor"><l>The equations for a sinusoid are on the powerpoint, look there!</l><l>5</l></block><block s="doWait"><l>2</l></block><block s="doAsk"><l>What do you want the B value to be for the Sine graph?</l></block><block s="doSetVar"><l>A Sin</l><l>1</l></block><block s="doSetVar"><l>B Sin</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>C Sin</l><l>0</l></block><block s="doSetVar"><l>H Sin</l><l>0</l></block><block s="doSayFor"><l>Time to graph!</l><l>2</l></block><block s="clear"></block></script></block-definition><block-definition s="Get User Input to Alter C-value" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Lets make a Sine graph after altering C</l><l>4</l></block><block s="doWait"><l>2</l></block><block s="doSayFor"><l>The equations for a sinusoid are on the powerpoint, look there!</l><l>5</l></block><block s="doWait"><l>2</l></block><block s="doAsk"><l>What do you want the C value to be for the Sine graph?</l></block><block s="doSetVar"><l>A Sin</l><l>1</l></block><block s="doSetVar"><l>B Sin</l><l>1</l></block><block s="doSetVar"><l>C Sin</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>H Sin</l><l>0</l></block><block s="doSayFor"><l>Time to graph!</l><l>2</l></block><block s="clear"></block></script></block-definition><block-definition s="Get User Input to Alter H-value" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Lets make a Sine graph after altering H</l><l>4</l></block><block s="doWait"><l>2</l></block><block s="doSayFor"><l>The equations for a sinusoid are on the powerpoint, look there!</l><l>5</l></block><block s="doWait"><l>2</l></block><block s="doAsk"><l>What do you want the H value to be for the Sine graph?</l></block><block s="doSetVar"><l>A Sin</l><l>1</l></block><block s="doSetVar"><l>B Sin</l><l>1</l></block><block s="doSetVar"><l>C Sin</l><l>0</l></block><block s="doSetVar"><l>H Sin</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Time to graph!</l><l>2</l></block><block s="clear"></block></script></block-definition><block-definition s="Get User Inputs for custom Sin &amp; Cos" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Lets make a graph of our own!</l><l>4</l></block><block s="doWait"><l>2</l></block><block s="doSayFor"><l>The equations for a sinusoid are on the powerpoint, look there!</l><l>5</l></block><block s="doWait"><l>2</l></block><block s="doSayFor"><l>Lets start with the Sine graph!</l><l>3</l></block><block s="doWait"><l>2</l></block><block s="doAsk"><l>What do you want the A value to be for the Sine graph?</l></block><block s="doSetVar"><l>A Sin</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What do you want the B value to be for the Sine graph?</l></block><block s="doSetVar"><l>B Sin</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What do you want the C value to be for the Sine graph?</l></block><block s="doSetVar"><l>C Sin</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What do you want the H value to be for the Sine graph?</l></block><block s="doSetVar"><l>H Sin</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Now lets do the Cosine graph!</l><l>3</l></block><block s="doWait"><l>2</l></block><block s="doAsk"><l>What do you want the A value to be for the Cosine graph?</l></block><block s="doSetVar"><l>A Cos</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What do you want the B value to be for the Cosine graph?</l></block><block s="doSetVar"><l>B Cos</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What do you want the C value to be for the Cosine graph?</l></block><block s="doSetVar"><l>C Cos</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What do you want the H value to be for the Cosine graph?</l></block><block s="doSetVar"><l>H Cos</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Time to graph!</l><l>3</l></block><block s="clear"></block></script></block-definition></blocks><variables><variable name="X-Position Sin"><l>543.4782608696203</l></variable><variable name="Y-Position Sin"><l>-0.041724018613539644</l></variable><variable name="X-Position Cos"><l>543.4782608696203</l></variable><variable name="Y-Position Cos"><l>-0.9991291739663806</l></variable><variable name="A Sin"><l>4</l></variable><variable name="B Sin"><l>1</l></variable><variable name="C Sin"><l>0</l></variable><variable name="H Sin"><l>0</l></variable><variable name="A Cos"><l>3</l></variable><variable name="B Cos"><l>4</l></variable><variable name="C Cos"><l>1.3</l></variable><variable name="H Cos"><l>-2</l></variable><variable name="Cust-X Sin"><l>543.4782608696203</l></variable><variable name="Cust-Y Sin"><l>-0.16689607445414717</l></variable><variable name="Cust-Y Cos"><l>-2.3989641635386825</l></variable><variable name="Cust-X Cos"><l>544.8214285714292</l></variable></variables></project><media name="Sinusoid Graphs" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>