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" id="75"/></item></list></costumes><sounds><list struct="atomic" id="76"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"></block><block s="doSayFor"><l>I am a math nerd, I will help you with all your slope, distance, and midpoint needs</l><l>5</l></block><block s="doAsk"><l>Enter value for x1</l></block><block s="doSetVar"><l>x1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter value for y1</l></block><block s="doSetVar"><l>y1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter value for x2</l></block><block s="doSetVar"><l>x2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter value for y2</l></block><block s="doSetVar"><l>y2</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Click down arrow key for slope</l><l>2</l></block><block s="doSayFor"><l>Click left arrow key for distance</l><l>2</l></block><block s="doSayFor"><l>Click right arrow key for midpoint</l><l>2</l></block></script><script x="14" y="316.99999999999966"><block s="receiveKey"><l><option>down arrow</option></l></block><block s="doSayFor"><l>Your slope is being calculated...</l><l>3</l></block><block s="doSayFor"><custom-block s="Slope Formula"></custom-block><l>5</l></block><block s="doSayFor"><l>Click left arrow key for distance</l><l>2</l></block><block s="doSayFor"><l>Click right arrow key for midpoint</l><l>2</l></block></script><script x="10" y="438.999999999999"><block s="receiveKey"><l><option>left arrow</option></l></block><block s="doSayFor"><l>Your distance is being calculated...</l><l>3</l></block><block s="doSayFor"><custom-block s="Distance Formula"></custom-block><l>5</l></block><block s="doSayFor"><l>Click down arrow key for slope</l><l>2</l></block><block s="doSayFor"><l>Click right arrow key for midpoint</l><l>2</l></block></script><script x="11.333333333333485" y="567.9999999999982"><block s="receiveKey"><l><option>right arrow</option></l></block><block s="doSayFor"><l>Your midpoint is being calculated</l><l>2</l></block><block s="doSayFor"><l>The x value is</l><l>1</l></block><block s="doSayFor"><custom-block s="X value of midpoint"></custom-block><l>4</l></block><block s="doSayFor"><l>The y value is</l><l>1</l></block><block s="doSayFor"><custom-block s="Y value of midpoint"></custom-block><l>4</l></block><block s="doSayFor"><l>Click down arrow key for slope</l><l>2</l></block><block s="doSayFor"><l>Click left arrow key for distance</l><l>2</l></block></script><script x="290.00000000000034" y="79.0000000000004"><block s="receiveKey"><l><option>space</option></l></block><block s="doSayFor"><l>Press space to be reminded of the fast answer shortcuts</l><l>2</l></block><block s="doSayFor"><l>Press x, y, or z for slope, distance, and midpoint</l><l>2</l></block><block s="doSayFor"><l>Press the up arrow to re-enter values </l><l>2</l></block></script><script x="292.00000000000045" y="182.00000000000045"><block s="receiveKey"><l><option>x</option></l></block><block s="doSayFor"><custom-block s="Slope Formula"></custom-block><l>3</l></block></script><script x="294.00000000000045" y="245.00000000000017"><block s="receiveKey"><l><option>y</option></l></block><block s="doSayFor"><custom-block s="Distance Formula"></custom-block><l>3</l></block></script><script x="291.00000000000034" y="308.9999999999999"><block s="receiveKey"><l><option>z</option></l></block><block s="doSayFor"><custom-block s="X value of midpoint"></custom-block><l>3</l></block><block s="doSayFor"><custom-block s="Y value of midpoint"></custom-block><l>3</l></block></script><script x="291.00000000000034" y="400.9999999999998"><block s="receiveKey"><l><option>up arrow</option></l></block><block s="doAsk"><l>Enter value for x1</l></block><block s="doSetVar"><l>x1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter value for y1</l></block><block s="doSetVar"><l>y1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter value for x2</l></block><block s="doSetVar"><l>x2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter value for y2</l></block><block s="doSetVar"><l>y2</l><block s="getLastAnswer"></block></block></script><script x="537.0000000000001" y="177.00000000000023"><block s="receiveKey"><l><option>-</option></l></block><block s="doSayFor"><l>These are all the commands you can enter into this program.</l><l>2</l></block><block s="doSayFor"><l>Click down arrow key for slope</l><l>2</l></block><block s="doSayFor"><l>Click left arrow key for distance</l><l>2</l></block><block s="doSayFor"><l>Click right arrow key for midpoint</l><l>2</l></block><block s="doSayFor"><l>Press space to be reminded of the fast answer shortcuts</l><l>2</l></block><block s="doSayFor"><l>Press x for instant slope</l><l>2</l></block><block s="doSayFor"><l>Press y for instant distance</l><l>2</l></block><block s="doSayFor"><l>Press z for instant midpoint</l><l>2</l></block><block s="doSayFor"><l>Press the up arrow to re-enter values </l><l>2</l></block><block s="doSayFor"><l>Press + to do everything</l><l>2</l></block><block s="doSayFor"><l>Press - to show these commands again</l><l>2</l></block></script><script x="938.9999999999977" y="94.66666666666708"><block s="receiveKey"><l><option>+</option></l></block><block s="doSayFor"><l>I am a math nerd, I will help you with all your slope, distance, and midpoint needs!</l><l>5</l></block><block s="doAsk"><l>Enter value for x1</l></block><block s="doSetVar"><l>x1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter value for y1</l></block><block s="doSetVar"><l>y1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter value for x2</l></block><block s="doSetVar"><l>x2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter value for y2</l></block><block s="doSetVar"><l>y2</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Your slope is being calculated...</l><l>2</l></block><block s="doSayFor"><custom-block s="Slope Formula"></custom-block><l>2</l></block><block s="doSayFor"><l>Your distance is being calculated...</l><l>2</l></block><block s="doSayFor"><custom-block s="Distance Formula"></custom-block><l>2</l></block><block s="doSayFor"><l>Your midpoint is being calculated...</l><l>2</l></block><block s="doSayFor"><l>Your x value is</l><l>1</l></block><block s="doSayFor"><custom-block s="X value of midpoint"></custom-block><l>2</l></block><block s="doSayFor"><l>Your y value is</l><l>2</l></block><block s="doSayFor"><custom-block s="Y value of midpoint"></custom-block><l>2</l></block><block s="doSayFor"><l>Thank you for using my big math brain!</l><l>2</l></block><block s="doSayFor"><l>That&apos;ll be $0.00 please!</l><l>2</l></block><block s="doSayFor"><l>Hmm, maybe I should change my price sometime, I never make any money...</l><l>4</l></block></script><comment x="485" y="11" w="90" collapsed="false">Program: Create Task #1&#xD;Developer: Edwin Galan&#xD;Programmer: Anatol Felsen</comment></scripts></sprite><sprite name="Repeating taunts" idx="10" x="158" y="-19.00000000000003" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="335"><costumes><list id="336"><item><costume name="costume1" center-x="7" center-y="12.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAZCAYAAAABmx/yAAAAcklEQVQ4jWNggIB+KCYJRDIwMPyH4khSNDYgaWwYARpXkaJRC0njfwYGhrQBsXUqubaSlBgE0DSS5GRjhsEQUCRpDkXT3ECu5qcMDAySpGjexECmk30YqBTKDeRqHCIpKpSBgeE9VKMAKRoZGBgYeGEMADcGTilpv3msAAAAAElFTkSuQmCC" id="337"/></item></list></costumes><sounds><list struct="atomic" id="338"></list></sounds><blocks></blocks><variables><variable name="Math nerd&apos;s bank account"><l>1</l></variable></variables><scripts><script x="30" y="30"><block s="receiveCondition"><block s="reportEquals"><l>0</l><l>0</l></block></block><block s="doForever"><script><block s="doWait"><l>30</l></block><block s="doSayFor"><l>Behold my massive intellect!</l><l>2</l></block></script></block></script><script x="31.000000000000057" y="142.99999999999994"><block s="receiveCondition"><block s="reportEquals"><l>0</l><l>0</l></block></block><block s="doForever"><script><block s="doWait"><l>105</l></block><block s="doSayFor"><l>For a price of $0.00, I will find the slope, midpoint, or distance between two points.</l><l>2</l></block></script></block></script><script x="35" y="272.9999999999999"><block s="receiveCondition"><block s="reportEquals"><l>0</l><l>0</l></block></block><block s="doForever"><script><block s="doWait"><l>158</l></block><block s="doSayFor"><l>Try to not be intimidated by my intelligence.</l><l>2</l></block></script></block></script><script x="38.00000000000006" y="392.99999999999994"><block s="receiveCondition"><block s="reportEquals"><l>0</l><l>0</l></block></block><block s="doForever"><script><block s="doWait"><l>784</l></block><block s="doSayFor"><l>I have a very good brain.</l><l>2</l></block></script></block></script><script x="40.00000000000006" y="510.99999999999955"><block s="receiveCondition"><block s="reportEquals"><l>0</l><l>0</l></block></block><block s="doForever"><script><block s="doWait"><l>900</l></block><block s="doSayFor"><l>You&apos;ve been just watching me for 15 minutes now.</l><l>2</l></block><block s="doSayFor"><l>It&apos;s creepy.</l><l>2</l></block></script></block></script><script x="39.00000000000006" y="654.9999999999997"><block s="receiveCondition"><block s="reportEquals"><l>0</l><l>0</l></block></block><block s="doForever"><script><block s="doWait"><l>1200</l></block><block s="doSayFor"><l>I watch Rick and Morty.</l><l>2</l></block></script></block></script><script x="836.0000000000009" y="655.0000000000001"><block s="receiveKey"><l><option>t</option></l></block><block s="doSetVar"><l>Math nerd&apos;s bank account</l><block s="reportSum"><block var="Math nerd&apos;s bank account"/><l>1</l></block></block></script><script x="839.666666666667" y="727.9999999999997"><block s="receiveKey"><l><option>r</option></l></block><block s="doSetVar"><l>Math nerd&apos;s bank account</l><l>0</l></block><block s="doSayFor"><l>:(</l><l>5</l></block></script><script x="33.00000000000003" y="1299.9999999999998"><block s="receiveCondition"><block s="reportEquals"><l>0</l><l>0</l></block></block><block s="doForever"><script><block s="doWait"><l>3600</l></block><block s="doSayFor"><l>Hey, you&apos;ve been watching me for an entire hour now. What do you want from me? I&apos;m genuinely extremely creeped out. Please leave me alone. I&apos;m starting to get hungry. Get out of here. Scram.Don&apos;t you have something better to do? At least press t to tip me!</l><l>120</l></block></script></block></script></scripts></sprite><watcher var="x1" style="normal" x="52" y="17" color="243,118,29"/><watcher var="y1" style="normal" x="131" y="15" color="243,118,29"/><watcher var="x2" style="normal" x="143" y="123" color="243,118,29"/><watcher var="y2" style="normal" x="245" y="123" color="243,118,29"/><watcher scope="Repeating taunts" var="Math nerd&apos;s bank account" style="normal" x="-90" y="339" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Distance Formula" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportPower"><block s="reportSum"><custom-block s="Distance between x values"></custom-block><custom-block s="Distance between y values"></custom-block></block><l>0.5</l></block></block></script></block-definition><block-definition s="Slope Formula" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportDifference"><block var="y2"/><block var="y1"/></block><block s="reportDifference"><block var="x2"/><block var="x1"/></block></block></block></script></block-definition><block-definition s="X value of midpoint" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportSum"><block var="x1"/><block var="x2"/></block><l>2</l></block></block></script></block-definition><block-definition s="Y value of midpoint" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportSum"><block var="y1"/><block var="y2"/></block><l>2</l></block></block></script></block-definition><block-definition s="Distance between x values" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportPower"><block s="reportDifference"><block var="x2"/><block var="x1"/></block><l>2</l></block></block></script></block-definition><block-definition s="Distance between y values" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportPower"><block s="reportDifference"><block var="y2"/><block var="y1"/></block><l>2</l></block></block></script></block-definition></blocks><variables><variable name="x1"><l>30</l></variable><variable name="y1"><l>200</l></variable><variable name="x2"><l>20</l></variable><variable name="y2"><l>10</l></variable></variables></project><media name="Slope, midpoint, distance" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>