<snapdata remixID="11115771"><project name="U3-curve stiching project" 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="U3-curve stiching project"><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 black background" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>20,5,0,1</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 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" 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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"><sprite name="Sprite" idx="1" x="-60" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="198.93999999999997,245,0,1" pen="tip" id="204"><costumes><list struct="atomic" id="205"></list></costumes><sounds><list struct="atomic" id="206"></list></sounds><blocks></blocks><variables></variables><scripts><script x="235" y="204.83333333333326"><block s="receiveGo"></block><custom-block s="draw black 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><watcher var="x coordinate" style="normal" x="9.99999999999909" y="94.00000799999995" color="243,118,29" hidden="true"/><watcher var="y coordinates" style="normal" x="9.99999999999909" y="115.00000999999997" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="x coordinate"><l>-70</l></variable><variable name="y coordinates"><l>80</l></variable></variables></scene></scenes></project><media name="U3-curve stiching project" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>