<snapdata remixID="11138870"><project name="U3L5-Curve-Stitching" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L5-Curve-Stitching"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw x and y axis" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>245,0,43,1</color></block><block s="setSize"><l>.5</l></block><block s="gotoXY"><l>0</l><l>150</l></block><block s="down"></block><block s="gotoXY"><l>0</l><l>-150</l></block><block s="up"></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="down"></block><block s="gotoXY"><l>150</l><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="draw 1st quadrant curve" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="y coordinates"/></block><block s="down"></block><block s="gotoXY"><block var="x coordinate"/><l>0</l></block><block s="doChangeVar"><l>x coordinate</l><l>10</l></block><block s="doChangeVar"><l>y coordinates</l><l>-10</l></block><block s="doWait"><l>.25</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>3.3</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw multiple quadrant curves %&apos;quadrants&apos; 1-4?" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>x coordinate</l><l>0</l></block><block s="doSetVar"><l>y coordinates</l><l>150</l></block><block s="setPenColorDimension"><l><option>hue</option></l><l>0</l></block><block s="doIfElse"><block s="reportEquals"><block var="quadrants"/><l>1</l></block><script><custom-block s="draw 1st quadrant curve"></custom-block></script><script><block s="doIfElse"><block s="reportEquals"><block var="quadrants"/><l>2</l></block><script><custom-block s="draw 2nd quadrant curve"></custom-block></script><script><block s="doSetVar"><l>x coordinate</l><l>0</l></block><block s="doSetVar"><l>y coordinates</l><l>-150</l></block><block s="doIfElse"><block s="reportEquals"><block var="quadrants"/><l>3</l></block><script><custom-block s="draw 3rd quadrant curve"></custom-block></script><script><custom-block s="draw 4th quadrant curve"></custom-block></script></block></script></block></script></block></script></block-definition><block-definition s="draw 2nd quadrant curve" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="y coordinates"/></block><block s="down"></block><block s="gotoXY"><block var="x coordinate"/><l>0</l></block><block s="doChangeVar"><l>x coordinate</l><l>-10</l></block><block s="doChangeVar"><l>y coordinates</l><l>-10</l></block><block s="doWait"><l>.25</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>3.3</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw 3rd quadrant curve" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="y coordinates"/></block><block s="down"></block><block s="gotoXY"><block var="x coordinate"/><l>0</l></block><block s="doChangeVar"><l>x coordinate</l><l>-10</l></block><block s="doChangeVar"><l>y coordinates</l><l>10</l></block><block s="doWait"><l>.25</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>3.3</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw 4th quadrant curve" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="y coordinates"/></block><block s="down"></block><block s="gotoXY"><block var="x coordinate"/><l>0</l></block><block s="doChangeVar"><l>x coordinate</l><l>10</l></block><block s="doChangeVar"><l>y coordinates</l><l>10</l></block><block s="doWait"><l>.25</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>3.3</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw background" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>167,69,255,1</color></block><block s="setSize"><l>360</l></block><block s="down"></block><block s="gotoXY"><l>-260</l><l></l></block><block s="gotoXY"><l>260</l><l>0</l></block><block s="up"></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="197"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="198"></list></costumes><sounds><list struct="atomic" id="199"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="x coordinate" style="normal" x="9.999999999999318" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher var="y coordinates" style="normal" x="9.999999999999318" y="115.00000999999997" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="-58" y="74" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,203.8400000000003,245,1" pen="tip" id="206"><costumes><list struct="atomic" id="207"></list></costumes><sounds><list struct="atomic" id="208"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="35.83333333333323"><block s="receiveGo"></block><custom-block s="draw background"></custom-block><custom-block s="draw x and y axis"></custom-block><block s="doFor"><l>i</l><l>1</l><l>4</l><script><custom-block s="draw multiple quadrant curves %s 1-4?"><block var="i"/></custom-block></script></block><block s="up"></block><block s="gotoXY"><l>100</l><l>100</l></block><block s="doSayFor"><l>Press the green flag to restart</l><l>2</l></block></script></scripts></sprite></sprites></stage><variables><variable name="x coordinate"><l>160</l></variable><variable name="y coordinates"><l>10</l></variable></variables></scene></scenes></project><media name="U3L5-Curve-Stitching" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>