<snapdata remixID="12245531"><project name="Snap Coordinate System Intro" 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="Snap Coordinate System Intro"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Write Stuff %&apos;x&apos; %&apos;y&apos; %&apos;stuff&apos; %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="down"></block><block s="write"><block var="stuff"/><block var="size"/></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="15"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="16"></list></costumes><sounds><list struct="atomic" id="17"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="160.000000000002" y="60.00000000000006" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,3.999999999999986,241.19999999999987,1" pen="tip" id="22"><costumes><list struct="atomic" id="23"></list></costumes><sounds><list struct="atomic" id="24"></list></sounds><blocks></blocks><variables></variables><scripts><script x="7.142857142857143" y="36.000000000000064"><block s="receiveGo"></block><block s="clear"></block><block s="setSize"><l>1</l></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="Write Stuff %s %s %s %s"><l>-100</l><l>100</l><l>Mark Taylor</l><l>22</l></custom-block><block s="setColor"><color>1,61,255,1</color></block><custom-block s="Write Stuff %s %s %s %s"><l>0</l><l>-80</l><l>My wife&apos;s name is Erin</l><l>18</l></custom-block><block s="setColor"><color>42,255,22,1</color></block><custom-block s="Write Stuff %s %s %s %s"><l>-70</l><l>-50</l><l>My son is Luke</l><l>18</l></custom-block><block s="setColor"><color>0,28,58,1</color></block><custom-block s="Write Stuff %s %s %s %s"><l>-200</l><l>-100</l><l>My hobby is video gaming</l><l>18</l></custom-block><block s="setColor"><color>233,0,53,1</color></block><custom-block s="Write Stuff %s %s %s %s"><l>-180</l><l>50</l><l>My addiction is Monster</l><l>18</l></custom-block><custom-block s="Write Stuff %s %s %s %s"><l>-180</l><l>20</l><l>It will destory my kidneys</l><l>18</l></custom-block><block s="setColor"><color>242,98,255,1</color></block><block s="up"></block><block s="gotoXY"><l>160</l><l>150</l><comment w="521" collapsed="false">Do not change this block. This puts the sprite back to the middle of the screen every time your start the script.</comment></block><block s="down"></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><l>40</l></block><script><block s="forward"><l>20</l></block><block s="turn"><l>40</l></block></script></block><block s="up"></block><block s="gotoXY"><l>160</l><l>60</l><comment w="521" collapsed="false">Do not change this block. This puts the sprite back to the middle of the screen every time your start the script.</comment></block><block s="setColor"><color>255,68,4,1</color></block><block s="down"></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><l>20</l></block><script><block s="changeSize"><l>1</l></block><block s="forward"><l>20</l></block><block s="turn"><l>20</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block></script><script x="257.7142857142857" y="31.285714285714295"><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><l></l></block><script><block s="forward"><l>10</l></block><block s="turn"><l></l></block></script></block></script><script x="334.85714285714283" y="241.19047619047618"><block s="changeSize"><l>1</l></block></script><script x="334.85714285714283" y="195.33333333333337"><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10.000000000000203" y="10.000000000000018" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10.000000000000203" y="37.800002000000084" color="74,108,212" hidden="true"/><watcher scope="Stage" s="reportMouseX" style="normal" x="1.8642701835981372" y="3.5272868012324174" color="4,148,220" hidden="true"/><watcher scope="Stage" s="reportMouseY" style="normal" x="1.6013398366336449" y="30.78027279203145" color="4,148,220" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="Snap Coordinate System Intro" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>