<snapdata remixID="9799360"><project name="The robot lab." app="Snap! 6, https://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="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="false" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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s="reportNewList"><list><l>1</l><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>1</l><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>1</l><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>1</l><l>1</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>1</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>1</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>1</l></list></block></custom-block></list></block></block><custom-block s="Draw Board %l"><block var="board matrix"/></custom-block><block s="doSetVar"><l>Start</l><block s="reportNewList"><list><l>140</l><l>-140</l></list></block></block></script></block-definition><block-definition s="Draw Maze 3" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="doSetVar"><l>step</l><l>40</l></block><block s="doSetVar"><l>board matrix</l><block s="reportNewList"><list><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>1</l><l>1</l><l>1</l></list></block></custom-block></list></block></block><custom-block s="Draw Board %l"><block var="board matrix"/></custom-block><block s="doSetVar"><l>Start</l><block s="reportNewList"><list><l>140</l><l>-140</l></list></block></block></script></block-definition><block-definition s="Draw Maze 5" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="doSetVar"><l>step</l><l>40</l></block><block s="doSetVar"><l>board matrix</l><block s="reportNewList"><list><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l></list></block></custom-block></list></block></block><custom-block s="Draw Board %l"><block var="board matrix"/></custom-block><block s="doSetVar"><l>Start</l><block s="reportNewList"><list><l>140</l><l>-140</l></list></block></block></script></block-definition><block-definition s="My Maze" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="doSetVar"><l>step</l><l>40</l></block><block s="doSetVar"><l>board matrix</l><block s="reportNewList"><list><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>1</l><l>1</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>1</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>1</l><l>1</l></list></block></custom-block></list></block></block><custom-block s="Draw Board %l"><block var="board matrix"/></custom-block><block s="doSetVar"><l>Start</l><block s="reportNewList"><list><l>140</l><l>-140</l></list></block></block></script></block-definition><block-definition s="Escape Maze 2" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>7</l><script><custom-block s="Rotate Left"></custom-block><custom-block s="Move Forward"></custom-block><custom-block s="Rotate Right"></custom-block><custom-block s="Move Forward"></custom-block></script></block></script></block-definition><block-definition s="Escape Maze 3" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Rotate Left"></custom-block><block s="doRepeat"><l>3</l><script><custom-block s="Move Forward"></custom-block></script></block><custom-block s="Rotate Right"></custom-block><block s="doRepeat"><l>3</l><script><custom-block s="Move Forward"></custom-block></script></block><custom-block s="Rotate Left"></custom-block><block s="doRepeat"><l>4</l><script><custom-block s="Move Forward"></custom-block></script></block><custom-block s="Rotate Right"></custom-block><block s="doRepeat"><l>4</l><script><custom-block s="Move Forward"></custom-block></script></block></script></block-definition><block-definition s="Escape Maze 5" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Rotate Left"></custom-block><block s="doRepeat"><l>7</l><script><custom-block s="Move Forward"></custom-block></script></block><custom-block s="Rotate Right"></custom-block><block s="doRepeat"><l>3</l><script><custom-block s="Move Forward"></custom-block></script></block><custom-block s="Rotate Right"></custom-block><block s="doRepeat"><l>7</l><script><custom-block s="Move Forward"></custom-block></script></block><custom-block s="Rotate Left"></custom-block><block s="doRepeat"><l>3</l><script><custom-block s="Move Forward"></custom-block></script></block><custom-block s="Rotate Left"></custom-block><block s="doRepeat"><l>7</l><script><custom-block s="Move Forward"></custom-block></script></block><block s="turn"><l>90</l></block><custom-block s="Move Forward"></custom-block></script></block-definition><block-definition s="Draw Maze 1" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="doSetVar"><l>step</l><l>40</l></block><block s="doSetVar"><l>board matrix</l><block s="reportNewList"><list><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l><l>1</l></list></block></custom-block></list></block></block><custom-block s="Draw Board %l"><block var="board matrix"/></custom-block><block s="doSetVar"><l>Start</l><block s="reportNewList"><list><l>140</l><l>-140</l></list></block></block></script></block-definition><block-definition s="Draw Maze 4" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="doSetVar"><l>step</l><l>40</l></block><block s="doSetVar"><l>board matrix</l><block s="reportNewList"><list><custom-block s="row of maze %l"><block s="reportNewList"><list><l>1</l><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>1</l><l>1</l><l>1</l><l>1</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>0</l><l>0</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>1</l><l>1</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>0</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>1</l></list></block></custom-block><custom-block s="row of maze %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l></list></block></custom-block></list></block></block><custom-block s="Draw Board %l"><block var="board matrix"/></custom-block><block s="doSetVar"><l>Start</l><block s="reportNewList"><list><l>140</l><l>-140</l></list></block></block></script></block-definition><block-definition s="Escape Maze 1" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Rotate Left"></custom-block><block s="doRepeat"><l>7</l><script><custom-block s="Move Forward"></custom-block></script></block><custom-block s="Rotate Right"></custom-block><block s="doRepeat"><l>7</l><script><custom-block s="Move Forward"></custom-block></script></block></script></block-definition><block-definition s="Escape Maze 4" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Move Forward"></custom-block><custom-block s="Rotate Left"></custom-block><custom-block s="Move Forward"></custom-block><custom-block s="Rotate Right"></custom-block><block s="doRepeat"><l>2</l><script><custom-block s="Move Forward"></custom-block></script></block><custom-block s="Rotate Left"></custom-block><block s="doRepeat"><l>2</l><script><custom-block s="Move Forward"></custom-block></script></block><custom-block s="Rotate Right"></custom-block><block s="doRepeat"><l>3</l><script><custom-block s="Move Forward"></custom-block></script></block><custom-block s="Rotate Left"></custom-block><block s="doRepeat"><l>3</l><script><custom-block s="Move Forward"></custom-block></script></block><custom-block s="Rotate Right"></custom-block><block s="forward"><l>40</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>40</l></block></script></block-definition><block-definition s="Escape My Maze" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Rotate Left"></custom-block><block s="doRepeat"><l>2</l><script><block s="forward"><l>40</l></block></script></block><block s="turn"><l>45</l></block><block s="forward"><l>57.5</l></block><block s="turn"><l>90</l></block><block s="forward"><l>59</l></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>40</l></block></script></block><block s="doRepeat"><l>2</l><script><block s="turn"><l>-90</l></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block><block s="forward"><l>40</l></block></script></block><block s="turn"><l>-45</l></block><block s="forward"><l>57</l></block><block s="setHeading"><l>270</l></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>41</l></block></script></block><block s="gotoXY"><l>-140</l><l>140</l></block><block s="doRepeat"><l>100</l><script><block s="turn"><l>70</l></block></script></block><block s="setHeading"><l>0</l></block></script></block-definition><block-definition s="row of maze %&apos;row&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block var="row"/></block></script></block-definition><block-definition s="Escape Via Cheating" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>10</l><script><block s="turn"><l>50</l></block><block s="gotoXY"><block s="reportRandom"><l>-160</l><l>160</l></block><block s="reportRandom"><l>-160</l><l>160</l></block></block></script></block><block s="gotoXY"><l>-140</l><l>140</l></block><block s="doRepeat"><l>100</l><script><block s="turn"><l>50</l></block></script></block><block s="setHeading"><l>0</l></block></script></block-definition><block-definition s="Replace this block" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="step"><l>40</l></variable><variable name="Start"><list struct="atomic" id="1519">140,-140</list></variable><variable name="board matrix"><list id="1520"><item><list struct="atomic" id="1521">1,1,1,0,0,0,0,0</list></item><item><list struct="atomic" id="1522">0,0,0,1,0,0,0,0</list></item><item><list struct="atomic" id="1523">0,0,0,1,1,0,0,0</list></item><item><list struct="atomic" id="1524">0,0,0,0,1,1,0,0</list></item><item><list struct="atomic" id="1525">0,0,0,0,0,1,0,0</list></item><item><list struct="atomic" id="1526">0,0,0,0,0,1,0,0</list></item><item><list struct="atomic" id="1527">0,0,0,0,1,0,0,0</list></item><item><list struct="atomic" id="1528">0,0,0,0,0,1,1,1</list></item></list></variable></variables></project><media name="The robot lab." app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>