<snapdata remixID="15148537"><project name="Growing a labyrinth or collect the cheese" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Growing a labyrinth or collect the cheese"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="random_left_right_straight" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="scout_n_move" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doUntil"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="direction_list"/></block><l>2</l></list></block><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="direction_log"/></block><l>20</l></list></block></list></block><script><block s="doSetVar"><l>leftRightStraight</l><block s="reportListItem"><l><option>random</option></l><block var="direction_list"/></block></block><block s="doAddToList"><block var="leftRightStraight"/><block var="direction_log"/></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="leftRightStraight"/><l>1</l></list></block><script><block s="turnLeft"><l>90</l></block></script><list><block s="reportVariadicEquals"><list><block var="leftRightStraight"/><l>2</l></list></block><script><block s="turn"><l>90</l></block></script></list></block><block s="forward"><block var="steps"/></block><block s="doIf"><block s="reportListContainsItem"><block var="log_pencil_steps"/><block s="reportRound"><block s="getPosition"></block></block></block><script><block s="forward"><block s="reportVariadicProduct"><list><block var="steps"/><l>-1</l></list></block></block><block s="doDeleteFromList"><block var="leftRightStraight"/><block var="direction_list"/></block><block s="setHeading"><block var="last_good_move"/></block></script><list><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block s="xPosition"></block><block s="reportVariadicProduct"><list><block var="x_border"/><l>-1</l></list></block></list></block><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><block var="x_border"/></list></block></list></block><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block s="yPosition"></block><block s="reportVariadicProduct"><list><block var="y_border"/><l>-1</l></list></block></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><block var="y_border"/></list></block></list></block></list></block><script><block s="forward"><block s="reportVariadicProduct"><list><block var="steps"/><l>-1</l></list></block></block><block s="doDeleteFromList"><block var="leftRightStraight"/><block var="direction_list"/></block><block s="setHeading"><block var="last_good_move"/></block></script><block s="reportNot"><block s="reportListContainsItem"><block var="log_pencil_steps"/><block s="reportRound"><block s="getPosition"></block></block></block></block><script><block s="doSetVar"><l>last_good_move</l><block s="direction"></block></block><block s="doSetVar"><l>direction_list</l><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l><l>4</l></list></block></block><block s="doBroadcastAndWait"><l>follow_me</l><list></list></block></script></list></block></script></block></script></block-definition><block-definition s="reset_logs" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeleteFromList"><l><option>all</option></l><block var="direction_list"/></block><block s="doSetVar"><l>direction_list</l><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l><l>4</l></list></block></block><block s="doSetVar"><l>direction_log</l><block s="reportNewList"><list></list></block></block><block s="doChangeVar"><l>counter_scout_n_move</l><l>1</l></block></script></block-definition><block-definition s="place_dot" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doGotoObject"><l>Pencil</l></block><block s="down"></block><block s="forward"><l>1</l></block><block s="forward"><l>-1</l></block><block s="up"></block></script></block-definition><block-definition s="check_point_direction_relevance_and_delete" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForEach"><l>item</l><block var="log_usable_points_for_branches"/><script><block s="doIf"><block s="reportListContainsItem"><block var="log_pencil_steps"/><block s="reportVariadicAnd"><list><block s="reportVariadicSum"><list><block var="item"/><block s="reportNewList"><list><block var="steps"/><l>0</l></list></block></list></block><block s="reportDifference"><block var="item"/><block s="reportNewList"><list><block var="steps"/><l>0</l></list></block></block><block s="reportVariadicSum"><list><block var="item"/><block s="reportNewList"><list><l>0</l><block var="steps"/></list></block></list></block><block s="reportDifference"><block var="item"/><block s="reportNewList"><list><l>0</l><block var="steps"/></list></block></block></list></block></block><script><block s="doDeleteFromList"><block var="item"/><block var="log_usable_points_for_branches"/></block></script><list></list></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Maze" width="800" height="600" 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 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s="changeYPosition"><block s="reportVariadicProduct"><list><block var="dot_steps"/><l>-1</l></list></block></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportKeyPressed"><l><option>s</option></l></block><script><block s="changeYPosition"><block s="reportVariadicProduct"><list><block var="dot_steps"/><l>-1</l></list></block></block><block s="doIf"><block s="reportTouchingColor"><color>94,99,255,1</color></block><script><block s="changeYPosition"><block var="dot_steps"/></block></script><list></list></block></script><list></list></block></script></block></script></scripts></sprite><sprite name="Sprite" idx="5" x="240" y="90" heading="90" scale="0.3" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="0,99.95999999999998,142.8,1" pen="middle" id="727"><costumes><list id="728"><item><ref mediaID="Growing a labyrinth or collect the cheese_Sprite_cst_cheese"></ref></item></list></costumes><sounds><list 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id="1331">-330,0</list></item><item><list struct="atomic" id="1332">-210,150</list></item><item><list struct="atomic" id="1333">-270,30</list></item><item><list struct="atomic" id="1334">180,210</list></item><item><list struct="atomic" id="1335">120,270</list></item><item><list struct="atomic" id="1336">300,120</list></item><item><list struct="atomic" id="1337">360,180</list></item><item><list struct="atomic" id="1338">360,210</list></item><item><list struct="atomic" id="1339">360,240</list></item><item><list struct="atomic" id="1340">300,210</list></item><item><list struct="atomic" id="1341">240,240</list></item><item><list struct="atomic" id="1342">-360,-240</list></item><item><list struct="atomic" id="1343">-360,-90</list></item><item><list struct="atomic" id="1344">-360,-180</list></item><item><list struct="atomic" id="1345">-300,-150</list></item><item><list struct="atomic" id="1346">-300,60</list></item><item><list struct="atomic" id="1347">-210,240</list></item><item><list struct="atomic" id="1348">-240,270</list></item><item><list struct="atomic" id="1349">-360,270</list></item><item><list struct="atomic" id="1350">-360,120</list></item><item><list struct="atomic" id="1351">-360,150</list></item><item><list struct="atomic" id="1352">-360,210</list></item><item><list struct="atomic" id="1353">-300,210</list></item><item><list struct="atomic" id="1354">-330,180</list></item><item><list struct="atomic" id="1355">-330,-90</list></item><item><list struct="atomic" id="1356">360,270</list></item><item><list struct="atomic" id="1357">-300,240</list></item><item><list struct="atomic" id="1358">-360,240</list></item></list></variable><variable name="counter_handypants"><l>542</l></variable><variable name="counter_repeats"><l>5</l></variable><variable name="Growing labyrinth:"><l>0</l></variable><variable name="counter_cheese"><l>12</l></variable><variable name="game_end_message"><l>Well done!</l></variable><variable name="seconds"><l>41</l></variable><variable 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