<snapdata remixID="11105762"><project name="Mock Create PT" 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="Mock Create PT"><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 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" 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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="30" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,145.53000000000003,0,1" 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="30" y="35.83333333333323"><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>spiral</l><l>1</l><l>4</l><script><custom-block s="draw multiple quadrant curves %s 1-4?"><block var="spiral"/></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="9.999999999999318" y="94.00000799999995" color="243,118,29" hidden="true"/><watcher var="y coordinates" style="normal" x="9.999999999999318" y="115.00000999999997" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="x coordinate"><l>40</l></variable><variable name="y coordinates"><l>-110</l></variable></variables></scene></scenes></project><media name="Mock Create PT" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>