<snapdata remixID="9160706"><project name="Create Task #1 - Anatol Felsen. Slope, midpoint, distance" app="Snap! 5.4, http://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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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><comment x="78" y="40" w="90" collapsed="false">The code is in the sprite &quot;mathnerd.exe&quot; and &quot;repeating taunts.&quot;</comment></scripts></sprite><sprite name="background and line" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="14"><costumes><list id="15"><item><costume name="costume1" center-x="240" center-y="180" 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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="79.00000000000041"><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="245.0000000000002"><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="94.66666666666711"><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" 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 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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? 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