<snapdata remixID="8999209"><project name="Unit 3 Test- Curve Stitching" app="Snap! 5.1, 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="0,15,15,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts><script x="166" y="50"><block s="setBackgroundColor"><color>0,15,15,1</color></block></script></scripts><sprites><sprite name="Sprite" idx="1" x="-140" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="182,46,255,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="setColor"><color>182,46,255,1</color></block><block s="clear"></block><block s="up"></block><custom-block s="draw axis"></custom-block><block s="down"></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="y axis"><comment w="82" collapsed="true">Abstraction &#xD;&#xD;The y axis is a abstraction because instead of having a 6 or 7 line long script it is just a small button which makes it simpler and look more neat.</comment></custom-block></block></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="x axis"></custom-block></block></block></script></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="up"></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="y axis 2"></custom-block></block></block><block s="down"></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="x axis"></custom-block></block></block></script></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="up"></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="y axis 2"></custom-block></block></block><block s="down"></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="x axis 2"></custom-block></block></block></script></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="up"></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="y axis"></custom-block></block></block><block s="down"></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="x axis 2"></custom-block></block></block></script></block></script><script x="20" y="587"><block s="doSetVar"><l>y axis</l><block s="reportListItem"><l>1</l><custom-block s="y axis"></custom-block></block></block></script><script x="20" y="631"><block s="doSetVar"><l>x axis</l><block s="reportListItem"><l>1</l><custom-block s="x axis"></custom-block></block></block></script><script x="20" y="675"><block s="doSetVar"><l>x axis 2</l><block s="reportListItem"><l>1</l><custom-block s="x axis 2"></custom-block></block></block></script><script x="20" y="719"><block s="doSetVar"><l>y axis 2</l><block s="reportListItem"><l>1</l><custom-block s="y axis 2"></custom-block></block></block></script></scripts></sprite><watcher var="y axis" style="normal" x="10" y="10" color="243,118,29"/><watcher var="x axis" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="y axis 2" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="x axis 2" style="normal" x="10" y="73.00000599999998" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw axis" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><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><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></script></block-definition><block-definition s="x axis" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>10</l><l>0</l></list></block><block s="reportNewList"><list><l>20</l><l>0</l></list></block><block s="reportNewList"><list><l>30</l><l>0</l></list></block><block s="reportNewList"><list><l>40</l><l>0</l></list></block><block s="reportNewList"><list><l>50</l><l>0</l></list></block><block s="reportNewList"><list><l>60</l><l>0</l></list></block><block s="reportNewList"><list><l>70</l><l>0</l></list></block><block s="reportNewList"><list><l>80</l><l>0</l></list></block><block s="reportNewList"><list><l>90</l><l>0</l></list></block><block s="reportNewList"><list><l>100</l><l>0</l></list></block><block s="reportNewList"><list><l>110</l><l>0</l></list></block><block s="reportNewList"><list><l>120</l><l>0</l></list></block><block s="reportNewList"><list><l>130</l><l>0</l></list></block><block s="reportNewList"><list><l>140</l><l>0</l></list></block><block s="reportNewList"><list><l>150</l><l>0</l></list></block></list></block></block></script></block-definition><block-definition s="y axis" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>150</l></list></block><block s="reportNewList"><list><l>0</l><l>140</l></list></block><block s="reportNewList"><list><l>0</l><l>130</l></list></block><block s="reportNewList"><list><l>0</l><l>120</l></list></block><block s="reportNewList"><list><l>0</l><l>110</l></list></block><block s="reportNewList"><list><l>0</l><l>100</l></list></block><block s="reportNewList"><list><l>0</l><l>90</l></list></block><block s="reportNewList"><list><l>0</l><l>80</l></list></block><block s="reportNewList"><list><l>0</l><l>70</l></list></block><block s="reportNewList"><list><l>0</l><l>60</l></list></block><block s="reportNewList"><list><l>0</l><l>50</l></list></block><block s="reportNewList"><list><l>0</l><l>40</l></list></block><block s="reportNewList"><list><l>0</l><l>30</l></list></block><block s="reportNewList"><list><l>0</l><l>20</l></list></block><block s="reportNewList"><list><l>0</l><l>10</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l></list></block></list></block></block></script></block-definition><block-definition s="x axis 2" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>-10</l><l>0</l></list></block><block s="reportNewList"><list><l>-20</l><l>0</l></list></block><block s="reportNewList"><list><l>-30</l><l>0</l></list></block><block s="reportNewList"><list><l>-40</l><l>0</l></list></block><block s="reportNewList"><list><l>-50</l><l>0</l></list></block><block s="reportNewList"><list><l>-60</l><l>0</l></list></block><block s="reportNewList"><list><l>-70</l><l>0</l></list></block><block s="reportNewList"><list><l>-80</l><l>0</l></list></block><block s="reportNewList"><list><l>-90</l><l>0</l></list></block><block s="reportNewList"><list><l>-100</l><l>0</l></list></block><block s="reportNewList"><list><l>-110</l><l>0</l></list></block><block s="reportNewList"><list><l>-120</l><l>0</l></list></block><block s="reportNewList"><list><l>-130</l><l>0</l></list></block><block s="reportNewList"><list><l>-140</l><l>0</l></list></block><block s="reportNewList"><list><l>-150</l><l>0</l></list></block></list></block></block></script></block-definition><block-definition s="y axis 2" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>-150</l></list></block><block s="reportNewList"><list><l>0</l><l>-140</l></list></block><block s="reportNewList"><list><l>0</l><l>-130</l></list></block><block s="reportNewList"><list><l>0</l><l>-120</l></list></block><block s="reportNewList"><list><l>0</l><l>-110</l></list></block><block s="reportNewList"><list><l>0</l><l>-100</l></list></block><block s="reportNewList"><list><l>0</l><l>-90</l></list></block><block s="reportNewList"><list><l>0</l><l>-80</l></list></block><block s="reportNewList"><list><l>0</l><l>-70</l></list></block><block s="reportNewList"><list><l>0</l><l>-60</l></list></block><block s="reportNewList"><list><l>0</l><l>-50</l></list></block><block s="reportNewList"><list><l>0</l><l>-40</l></list></block><block s="reportNewList"><list><l>0</l><l>-30</l></list></block><block s="reportNewList"><list><l>0</l><l>-20</l></list></block><block s="reportNewList"><list><l>0</l><l>-10</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l></list></block></list></block></block></script></block-definition></blocks><variables><variable name="y axis"><l>0</l></variable><variable name="x axis"><l>0</l></variable><variable name="y axis 2"><l>0</l></variable><variable name="x axis 2"><l>0</l></variable></variables></project><media name="Unit 3 Test- Curve Stitching" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>