<snapdata remixID="12268361"><project name="percolation" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="percolation"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="percolationmap" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportNewList"><list><block var="index"/><block var="index2"/><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="index2"/></list></block><block s="reportRandom"><l>0.0</l><l>0.999999999</l></block></list></block></autolambda><list><l>value2</l><l>index2</l></list></block><block s="reportNumbers"><l>-45</l><l>45</l></block></block></autolambda><list><l>value</l><l>index</l></list></block><block s="reportNumbers"><l>-60</l><l>60</l></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportNewList"><list><block var="index"/><block var="index2"/><block var="index"/><block s="reportVariadicSum"><list><block var="index2"/><l>1</l></list></block></list></block><block s="reportRandom"><l>0.0</l><l>0.999999999</l></block></list></block></autolambda><list><l>value2</l><l>index2</l></list></block><block s="reportNumbers"><l>-45</l><l>45</l></block></block></autolambda><list><l>value</l><l>index</l></list></block><block s="reportNumbers"><l>-60</l><l>60</l></block></block></list></block></block><block s="doReport"><block s="reportConcatenatedLists"><block var="a"/></block></block></script></block></script></block-definition><block-definition s="draw perc %&apos;x&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>ff</l><l>visited</l></list></block><block s="doSetVar"><l>visited</l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><l></l><l>360</l></block></block><block s="reportModulus"><l></l><l>360</l></block></list></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></autolambda><list></list></block><block s="reportNumbers"><l>1</l><l>172800</l></block></block></block><block s="doSetVar"><l>ff</l><block s="reifyScript"><script><block s="doWarp"><script></script></block><block s="doReplaceInList"><block var="pos"/><block var="visited"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doGotoObject"><block var="pos"/></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block><block s="doForEach"><l>item</l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><block var="pos"/><l></l></list></block></autolambda><list></list></block><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>1</l></list></block><block s="reportNewList"><list><l>1</l><l>0</l></list></block><block s="reportNewList"><list><l>-1</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>-1</l></list></block></list></block></block><script><block s="doIf"><block s="reportAnd"><custom-block s="connected? %n %n %n"><block var="pos"/><block var="item"/><block var="x"/></custom-block><block s="reportNot"><block s="reportListItem"><block var="item"/><block var="visited"/></block></block></block><script><block s="doRun"><block var="ff"/><list><block var="item"/></list></block></script></block></script></block></script><list><l>pos</l></list></block></block><block s="doUntil"><block s="reportEquals"><block s="reportAtomicFindFirst"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportListItem"><l>2</l><l/></block></block></autolambda><list></list></block><block var="visited"/></block><l></l></block><script><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportRandom"><l>0</l><l>255</l></block></autolambda><list></list></block><block s="reportNumbers"><l>1</l><l>3</l></block></block></block><block s="doRun"><block var="ff"/><list><block s="reportAtomicFindFirst"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportListItem"><l>2</l><l/></block></block></autolambda><list></list></block><block var="visited"/></block></list></block></script></block></script></block-definition><block-definition s="connected? %&apos;x&apos; %&apos;y&apos; %&apos;p&apos;" type="predicate" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportNotEquals"><block s="reportVariadicSum"><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="x"/><block var="y"/></block></block></block><l>1</l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doReport"><block s="reportLessThan"><block s="reportListItem"><custom-block s="map-friendly %l %l"><block var="x"/><block var="y"/></custom-block><block var="map"/></block><block var="p"/></block></block></script></block></script></block-definition><block-definition s="map-friendly %&apos;x&apos; %&apos;y&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNotEquals"><block s="reportVariadicSum"><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="x"/><block var="y"/></block></block></block><l>1</l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportVariadicSum"><block s="reportDifference"><block var="x"/><block var="y"/></block></block><l>1</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block var="y"/><block var="x"/></list></block></block></script></block><block s="doReport"><block s="reportConcatenatedLists"><list><block var="x"/><block var="y"/></list></block></block></script></block-definition><block-definition s="debug perc %&apos;x&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>item</l><block var="map"/><script><block s="doIf"><block s="reportLessThan"><block s="reportListItem"><l>2</l><block var="item"/></block><block var="x"/></block><script><block s="doGotoObject"><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>2</l></block><block s="reportListItem"><l>1</l><block var="item"/></block></block><l>4</l></list></block><block s="reportNewList"><list><l>244</l><l>184</l></list></block></block></block><block s="down"></block><block s="doGotoObject"><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportNumbers"><l>3</l><l>4</l></block><block s="reportListItem"><l>1</l><block var="item"/></block></block><l>4</l></list></block><block s="reportNewList"><list><l>244</l><l>184</l></list></block></block></block><block s="up"></block></script></block></script></block></script></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="460"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="461"></list></costumes><sounds><list struct="atomic" id="462"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="105" y="-42" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="165,198,121,1" pen="tip" id="467"><costumes><list struct="atomic" id="468"></list></costumes><sounds><list struct="atomic" id="469"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>map</l><custom-block s="percolationmap"></custom-block></block><block s="doSetVar"><l>p</l><l>0.6</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="hide"></block></script><script x="30" y="145.83333333333331"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="setColor"><color>136,155,222,1</color></block><block s="doSetVar"><l>p</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportMouseX"></block><l>480</l></block><l>0.5</l></list></block></block><custom-block s="debug perc %n"><block var="p"/></custom-block><block s="doWarp"><script><block s="doUntil"><block s="reportNot"><block s="reportListContainsItem"><block s="reportGetImageAttribute"><l><option>pixels</option></l><block s="reportPenTrailsAsCostume"></block></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l></list></block></block></block><script><block s="doUntil"><block s="reportEquals"><block s="reportAspect"><l><option>r-g-b-a</option></l><l><option>myself</option></l></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l><l>255</l></list></block></block><script><block s="doGotoObject"><l><option>random position</option></l></block></script></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportRandom"><l>0</l><l>255</l></block></autolambda><list></list></block><block s="reportNumbers"><l>1</l><l>3</l></block></block></block><block s="floodFill"></block></script></block></script></block></script><script x="30" y="473.99999999999955"><custom-block s="draw perc %n"><block var="p"/><comment w="90" collapsed="false">buggy</comment></custom-block></script></scripts></sprite><watcher var="map" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="p" style="slider" min="0" max="1" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="map" transient="true"/><variable name="p"><l>0.5148809523809523</l></variable></variables></scene></scenes></project><media name="percolation" app="Snap! 8.1, https://snap.berkeley.edu" version="2"></media></snapdata>