<snapdata remixID="2147961"><project name="100-tripclone" app="Snap! 4.0, http://snap.berkeley.edu" version="1"><notes>SET SPRITE ON A ROAD TILE &#xD; CLICK SPRITE&#xD;CHANGE SCENE WITH GMK</notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="750" height="570" costume="0" tempo="60" threadsafe="false" lines="round" codify="false" inheritance="false" scheduled="false" 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</pentrails><costumes><list id="2"></list></costumes><sounds><list id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="tuto" idx="2" x="-9.094947017729282e-13" y="0" heading="0" scale="1" rotation="1" draggable="true" hidden="true" costume="0" color="204,255,245" pen="middle" id="8"><costumes><list id="9"></list></costumes><sounds><list id="10"></list></sounds><variables></variables><blocks></blocks><scripts><comment x="10" y="17" w="231" collapsed="false">SET GRID PROPERTIES IE SCREEN SIZE , LIKE HERE 750 x 570 x 30. CHANGE GZ ACCORDINGLY. SET TURTLE TO MIDDLE.TEST.</comment><script x="190" y="122"><custom-block s="gz %s"><l></l></custom-block></script><comment x="259" y="116" w="225" collapsed="false">GB IS ONE OF THE TWO BASIC BLOCKS USED FOR GRID APLICATIONS.&#xD;&#xD;GB (x) RETURNS BOX CENTER X&#xD;GB(y) RETURNS BOX CENTER Y&#xD;GB(p) RETURNS BOX POSITION INDEX&#xD;p = 1 -&gt; UP LEFT CORNER BOX&#xD;p = 475 -&gt; DOWN RIGHT CORNER BOX&#xD;GB(nc) = BOX COLUMN&#xD;GB(nl) = BOX LINE</comment><script x="263" y="18"><block s="receiveInteraction"><l><option>clicked</option></l></block></script><script x="514" y="29"><block s="gotoXY"><custom-block s="gp %s %s"><l>252</l><l>x</l></custom-block><custom-block s="gp %s %s"><l>252</l><l>y</l></custom-block></block><custom-block s="grect %s %s %s %s"><custom-block s="gb %s"><l>x</l></custom-block><custom-block s="gb %s"><l>y</l></custom-block><l>30</l><l>red</l></custom-block></script><comment x="514" y="96" w="216" collapsed="false">GP IS THE SECOND BASIC GRID BLOCK.&#xD;P FOR POSITION.&#xD;&#xD;GB (pos,x) AND GP(pos,y) RETURNS BOX CENTER COORDINATES, GIVEN ITS POSITION INDEX</comment><comment x="518" y="211" w="217" collapsed="false">GRECT (x,y,size,color) DRAWS ONE RECTANGLE CENTERED TO BOX CENTER WITH SIZE AND COLOR GIVEN</comment><script x="10" y="113"><block s="setColor"><color>204,255,245,1</color></block><custom-block s="gver"></custom-block><custom-block s="ghor"></custom-block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block></script><script x="17" y="257"><block s="gotoXY"><custom-block s="gp %s %s"><l>300</l><l>x</l></custom-block><custom-block s="gp %s %s"><l>300</l><l>y</l></custom-block></block><custom-block s="gcirc %s %s %s %s"><custom-block s="gb %s"><l>x</l></custom-block><custom-block s="gb %s"><l>y</l></custom-block><l>30</l><l>blue</l></custom-block></script><comment x="17" y="331" w="201" collapsed="false">GCIRC (x,y,size,color) IDEM GRECT BUT DRAWS ONE RECTANGLE.</comment><script x="264" y="292"><block s="gotoXY"><custom-block s="gp %s %s"><l>300</l><l>x</l></custom-block><custom-block s="gp %s %s"><l>300</l><l>y</l></custom-block></block><custom-block s="gclear %s %s %s %s"><custom-block s="gb %s"><l>x</l></custom-block><custom-block s="gb %s"><l>y</l></custom-block><l>28</l><l>28</l></custom-block></script><comment x="256" y="362" w="212" collapsed="false">GCLEAR (x,y , width, heigght)&#xD;IDEM RECT, BUT CLEARS A BOX OR A LAGGE SCREEN ZONE.</comment><comment x="502" y="348" w="204" collapsed="false">RECT &amp; CIRC COLOR CAN BE SET AS AN HEXA NUMBER AS HERE WITH THE  RANDOM COLOR GENERATOR RANDHEX.&#xD;COLOR CAN BE DEFINED BY THE NAME OF ONE OF 16 BASIC JS COLORS  LIKE RED,BLUE,YELLOW, GREEN etc&#xD;COLOR CAN ALSO DEFINED BY 3 COLOR COMPONENTS USING  RGB(r,g,b)</comment><script x="502" y="502"><block s="gotoXY"><custom-block s="gp %s %s"><l>112</l><l>x</l></custom-block><custom-block s="gp %s %s"><l>112</l><l>y</l></custom-block></block><custom-block s="gcirc %s %s %s %s"><custom-block s="gb %s"><l>x</l></custom-block><custom-block s="gb %s"><l>y</l></custom-block><l>30</l><l>rgb(0,128,0)</l></custom-block></script><script x="508" y="286"><block s="gotoXY"><custom-block s="gp %s %s"><l>280</l><l>x</l></custom-block><custom-block s="gp %s %s"><l>280</l><l>y</l></custom-block></block><custom-block s="gcirc %s %s %s %s"><custom-block s="gb %s"><l>x</l></custom-block><custom-block s="gb %s"><l>y</l></custom-block><l>30</l><custom-block s="randhex"></custom-block></custom-block></script><script x="13" y="417"><block s="gotoXY"><custom-block s="gp %s %s"><l>112</l><l>x</l></custom-block><custom-block s="gp %s %s"><l>112</l><l>y</l></custom-block></block><block s="doSayFor"><custom-block s="grgb %s %s"><custom-block s="gb %s"><l>x</l></custom-block><custom-block s="gb %s"><l>y</l></custom-block></custom-block><l>2</l></block></script><comment x="11" y="484" w="263" collapsed="false">GRGB(x,y) RETURNS RGB VALUE OF ANY SCREEN PIXEL. MAINLY USED TO DETERMINE A BOX COLOR..</comment><script x="312" y="65"><block s="doSayFor"><custom-block s="gb %s"><l>p</l></custom-block><l>2</l></block></script><script x="261" y="77"><block s="hide"></block></script></scripts></sprite><sprite name="zombie" idx="1" x="90" y="30" heading="90" scale="0.5" rotation="1" draggable="true" hidden="true" costume="8" color="0,201.45000000000002,8.058000000000009" pen="middle" id="143"><costumes><list id="144"><item><ref mediaID="zombie_cst_a1"></ref></item><item><ref mediaID="zombie_cst_a2"></ref></item><item><ref mediaID="zombie_cst_a3"></ref></item><item><ref mediaID="zombie_cst_a4"></ref></item><item><ref mediaID="zombie_cst_b1"></ref></item><item><ref mediaID="zombie_cst_b2"></ref></item><item><ref mediaID="zombie_cst_b3"></ref></item><item><ref mediaID="zombie_cst_b4"></ref></item><item><ref mediaID="zombie_cst_c1"></ref></item><item><ref mediaID="zombie_cst_c2"></ref></item><item><ref mediaID="zombie_cst_c3"></ref></item><item><ref mediaID="zombie_cst_c4"></ref></item><item><ref mediaID="zombie_cst_d1"></ref></item><item><ref mediaID="zombie_cst_d2"></ref></item><item><ref mediaID="zombie_cst_d3"></ref></item><item><ref mediaID="zombie_cst_d4"></ref></item></list></costumes><sounds><list id="145"></list></sounds><variables></variables><blocks></blocks><scripts><script x="20.999998000000005" y="18"><block s="show"></block></script><script x="84.999998" y="10"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="createClone"><l>zombie</l></block><block s="doWait"><l>1</l></block><block s="createClone"><l>zombie</l></block><block s="doWait"><l>1</l></block><block s="createClone"><l>zombie</l></block><block s="doWait"><l>1</l></block><block s="createClone"><l>zombie</l></block><block s="hide"></block></script><script x="61" y="261"><block s="receiveOnClone"></block><block s="doDeclareVariables"><list><l>memlis</l><l>rgb</l><l>nb</l></list></block><block s="doSetVar"><l>memlis</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>nb</l><l>0</l></block><block s="gotoXY"><custom-block s="gb %s"><l>x</l></custom-block><custom-block s="gb %s"><l>y</l></custom-block></block><block s="doRepeat"><l>300</l><script><custom-block s="poschar %s %s"><custom-block s="gb %s"><l>p</l></custom-block><block var="memlis"/></custom-block><block s="doChangeVar"><l>nb</l><l>1</l></block></script></block><block s="removeClone"></block></script></scripts></sprite><sprite name="Sprite" idx="3" x="-209.9999999999999" y="210.00000000000006" heading="90" scale="0.15" rotation="1" draggable="true" costume="2" color="80,80,80" pen="tip" id="203"><costumes><list id="204"><item><ref mediaID="Sprite_cst_W"></ref></item><item><ref mediaID="Sprite_cst_D"></ref></item><item><ref mediaID="Sprite_cst_G"></ref></item><item><ref mediaID="Sprite_cst_T"></ref></item><item><ref mediaID="Sprite_cst_H"></ref></item><item><ref mediaID="Sprite_cst_P"></ref></item></list></costumes><sounds><list id="205"><item><ref mediaID="Sprite_snd_Pop"></ref></item><item><ref mediaID="Sprite_snd_Laser2"></ref></item></list></sounds><variables></variables><blocks></blocks><scripts><script x="14" y="10"><block s="doDeclareVariables"><list><l>a</l><l>posinit</l><l>ligne</l><l>pat</l><l>col</l></list></block><block s="doSetVar"><l>col</l><l>1</l></block><block s="doSetVar"><l>pat</l><l>D</l></block><block s="doSwitchToCostume"><block var="pat"/></block><block s="gotoXY"><custom-block s="gb %s"><l>x</l></custom-block><custom-block s="gb %s"><l>y</l></custom-block></block><block s="doSetVar"><l>a</l><custom-block s="gb %s"><l>p</l></custom-block></block><block s="doRepeat"><block var="col"/><script><block s="gotoXY"><custom-block s="gp %s %s"><block var="a"/><l>x</l></custom-block><custom-block s="gp %s %s"><block var="a"/><l>y</l></custom-block></block><block s="doStamp"></block><block s="doChangeVar"><l>a</l><l>1</l></block></script></block><block s="setEffect"><l><option>ghost</option></l><l>40</l></block></script><script x="288" y="77"><block s="show"></block></script><script x="98" y="293"><block s="gotoXY"><custom-block s="gp %s %s"><l>1</l><l>x</l></custom-block><custom-block s="gp %s %s"><l>1</l><l>y</l></custom-block></block><block s="clearEffects"></block><block s="setEffect"><l><option>ghost</option></l><l>30</l></block></script><script x="108" y="383"><block s="receiveInteraction"><l><option>clicked</option></l></block><custom-block s="gmk %s %s %s"><l>1</l><l>1</l><l>D</l></custom-block></script></scripts></sprite><sprite name="ant" idx="4" x="65" y="-210" heading="90" scale="0.3" rotation="1" draggable="true" hidden="true" costume="1" color="158,249,255" pen="middle" id="277"><costumes><list id="278"><item><ref mediaID="ant_cst_A"></ref></item></list></costumes><sounds><list id="279"></list></sounds><variables></variables><blocks></blocks><scripts><comment x="30" y="512" w="363" collapsed="false">POSNEW AND POSCHAR SELECT ALL TILES AROUND A POSITION HAVING THE SAME COLOR.&#xD;THEN DEFINE HOW TO SELECT THE NEXTTILE.</comment><script x="213" y="12"><block s="clearEffects"></block></script><script x="150" y="13"><block s="show"></block><block s="gotoXY"><custom-block s="gp %s %s"><l>1</l><l>x</l></custom-block><custom-block s="gp %s %s"><l>1</l><l>y</l></custom-block></block></script><script x="95" y="10"><block s="hide"></block></script><script x="12" y="47"><block s="receiveOnClone"></block><block s="doDeclareVariables"><list><l>memlis</l><l>nb</l></list></block><block s="doSetVar"><l>memlis</l><block s="reportNewList"><list></list></block><comment w="197" collapsed="false">POSNEW NEED MEMLIS AND GDIR</comment></block><block s="doSetVar"><l>nb</l><l>0</l></block><block s="doRepeat"><l>500</l><script><custom-block s="posnew %s %s"><custom-block s="gb %s"><l>p</l></custom-block><block var="memlis"/></custom-block><block s="doWait"><block s="reportQuotient"><l>1</l><l>10</l></block></block><block s="doChangeVar"><l>nb</l><l>1</l></block></script></block><block s="removeClone"></block></script><script x="10" y="277"><block s="doDeclareVariables"><list><l>memlis</l><l>rgb</l><l>nb</l></list></block><block s="doSetVar"><l>memlis</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>nb</l><l>0</l></block><block s="gotoXY"><custom-block s="gb %s"><l>x</l></custom-block><custom-block s="gb %s"><l>y</l></custom-block></block><block s="doRepeat"><l>300</l><script><custom-block s="poschar %s %s"><custom-block s="gb %s"><l>p</l></custom-block><block var="memlis"/></custom-block><block s="doChangeVar"><l>nb</l><l>1</l></block></script></block></script><script x="269" y="162"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="createClone"><l>ant</l></block><block s="doWait"><l>1</l></block><block s="createClone"><l>ant</l></block><block s="doWait"><l>1</l></block><block s="createClone"><l>ant</l></block><block s="doWait"><l>1</l></block><block s="createClone"><l>ant</l></block><block s="hide"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="grect %&apos;xX&apos; %&apos;yY&apos; %&apos;sZ&apos; %&apos;fS&apos;" type="command" category="pen"><header></header><code></code><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>xX</l><block s="reportSum"><block var="xX"/><block s="reportQuotient"><custom-block s="gz %s"><l>w</l></custom-block><l>2</l></block></block></block><block s="doSetVar"><l>yY</l><block s="reportDifference"><block s="reportQuotient"><custom-block s="gz %s"><l>h</l></custom-block><l>2</l></block><block var="yY"/></block></block><block s="doRun"><block s="reportJSFunction"><list><l>xX</l><l>yY</l><l>sZ</l><l>fS</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;rotation = radians(this.direction() - 90),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;trans = new Point(&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().x - stage.left(),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().y - stage.top()),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;ide = this.parentThatIsA(IDE_Morph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;isWarped = this.Warped,len,pos;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;var width=480;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;var height =360;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;context.fillStyle = fS;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;context.lineWidth = 0;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;context.strokeStyle = "white";&#xD;context.beginPath();&#xD;context.rect(xX-sZ/2,yY-sZ/2,sZ-2,sZ-2);&#xD;//context.stroke();&#xD;context.fill();&#xD;context.closePath();&#xD;context.restore();&#xD;stage.changed();</l></block><list><block var="xX"/><block var="yY"/><block var="sZ"/><block var="fS"/></list></block></script></block-definition><block-definition s="gp %&apos;pos&apos; %&apos;code&apos;" type="reporter" category="pen"><header></header><code></code><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>nC</l><l>nL</l><l>col</l><l>hT</l><l>sZ</l><l>wH</l></list></block><block s="doSetVar"><l>wH</l><custom-block s="gz %s"><l>w</l></custom-block></block><block s="doSetVar"><l>hT</l><custom-block s="gz %s"><l>h</l></custom-block></block><block s="doSetVar"><l>sZ</l><custom-block s="gz %s"><l>s</l></custom-block></block><block s="doSetVar"><l>col</l><block s="reportQuotient"><block var="wH"/><block var="sZ"/></block></block><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="pos"/><block var="col"/></block><l>0</l></block><script><block s="doSetVar"><l>nL</l><block s="reportQuotient"><block var="pos"/><block var="col"/></block></block><block s="doSetVar"><l>nC</l><block var="col"/></block></script><script><block s="doSetVar"><l>nC</l><block s="reportModulus"><block var="pos"/><block var="col"/></block></block><block s="doSetVar"><l>nL</l><block s="reportSum"><block s="reportQuotient"><block s="reportDifference"><block var="pos"/><block s="reportModulus"><block var="pos"/><block var="col"/></block></block><block var="col"/></block><l>1</l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="code"/><l>x</l></block><script><block s="doReport"><block s="reportDifference"><block s="reportDifference"><block s="reportProduct"><block var="nC"/><block var="sZ"/></block><block s="reportQuotient"><block var="wH"/><l>2</l></block></block><block s="reportQuotient"><block var="sZ"/><l>2</l></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="code"/><l>y</l></block><script><block s="doReport"><block s="reportSum"><block s="reportDifference"><block s="reportQuotient"><block var="hT"/><l>2</l></block><block s="reportProduct"><block var="nL"/><block var="sZ"/></block></block><block s="reportQuotient"><block var="sZ"/><l>2</l></block></block></block></script></block></script></block-definition><block-definition s="gz %&apos;par&apos;" type="reporter" category="pen"><header></header><code></code><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="par"/><l>w</l></block><script><block s="doReport"><l>750</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="par"/><l>h</l></block><script><block s="doReport"><l>570</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="par"/><l>s</l></block><script><block s="doReport"><l>30</l></block></script></block></script></block-definition><block-definition s="gver" type="command" category="pen"><header></header><code></code><inputs></inputs><script><block s="doDeclareVariables"><list><l>nL</l><l>nC</l><l>sZ</l><l>wH</l><l>hT</l></list></block><block s="doSetVar"><l>sZ</l><custom-block s="gz %s"><l>s</l></custom-block></block><block s="doSetVar"><l>wH</l><custom-block s="gz %s"><l>w</l></custom-block></block><block s="doSetVar"><l>hT</l><custom-block s="gz %s"><l>h</l></custom-block></block><block s="doSetVar"><l>nL</l><block s="reportQuotient"><block var="hT"/><block var="sZ"/></block></block><block s="doSetVar"><l>nC</l><block s="reportQuotient"><block var="wH"/><block var="sZ"/></block></block><block s="up"></block><block s="gotoXY"><block s="reportProduct"><block var="sZ"/><block s="reportQuotient"><block var="nC"/><l>-2</l></block></block><block s="reportQuotient"><block s="reportProduct"><block var="sZ"/><block var="nL"/></block><l>-2</l></block></block><block s="down"></block><block s="doRepeat"><block var="nC"/><script><block s="setHeading"><l>0</l></block><block s="forward"><block s="reportProduct"><block var="nL"/><block var="sZ"/></block></block><block s="turn"><l>90</l></block><block s="forward"><block var="sZ"/></block><block s="turn"><l>90</l></block><block s="forward"><block s="reportProduct"><block var="nL"/><block var="sZ"/></block></block><block s="turn"><l>90</l></block><block s="forward"><block var="sZ"/></block><block s="forward"><block s="reportProduct"><block var="sZ"/><l>-2</l></block></block></script></block></script></block-definition><block-definition s="ghor" type="command" category="pen"><header></header><code></code><inputs></inputs><script><block s="doDeclareVariables"><list><l>nC</l><l>nL</l><l>sZ</l><l>wH</l><l>hT</l></list></block><block s="doSetVar"><l>sZ</l><custom-block s="gz %s"><l>s</l></custom-block></block><block s="doSetVar"><l>wH</l><custom-block s="gz %s"><l>w</l></custom-block></block><block s="doSetVar"><l>hT</l><custom-block s="gz %s"><l>h</l></custom-block></block><block s="doSetVar"><l>nC</l><block s="reportQuotient"><block var="wH"/><block var="sZ"/></block></block><block s="doSetVar"><l>nL</l><block s="reportQuotient"><block var="hT"/><block var="sZ"/></block></block><block s="up"></block><block s="gotoXY"><block s="reportProduct"><block var="sZ"/><block s="reportQuotient"><block var="nC"/><l>-2</l></block></block><block s="reportProduct"><block var="sZ"/><block s="reportQuotient"><block var="nL"/><l>-2</l></block></block></block><block s="down"></block><block s="doRepeat"><block var="nL"/><script><block s="setHeading"><l>90</l></block><block s="forward"><block s="reportProduct"><block var="nC"/><block var="sZ"/></block></block><block s="turn"><l>90</l></block><block s="forward"><block var="sZ"/></block><block s="turn"><l>90</l></block><block s="forward"><block s="reportProduct"><block var="nC"/><block var="sZ"/></block></block><block s="turn"><l>90</l></block><block s="forward"><block var="sZ"/></block><block s="forward"><block var="sZ"/></block></script></block></script></block-definition><block-definition s="gcirc %&apos;xX&apos; %&apos;yY&apos; %&apos;sZ&apos; %&apos;fS&apos;" type="command" category="pen"><header></header><code></code><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>xX</l><block s="reportSum"><block var="xX"/><block s="reportQuotient"><custom-block s="gz %s"><l>w</l></custom-block><l>2</l></block></block></block><block s="doSetVar"><l>yY</l><block s="reportDifference"><block s="reportQuotient"><custom-block s="gz %s"><l>h</l></custom-block><l>2</l></block><block var="yY"/></block></block><block s="doRun"><block s="reportJSFunction"><list><l>xX</l><l>yY</l><l>sZ</l><l>fS</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;rotation = radians(this.direction() - 90),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;trans = new Point(&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().x - stage.left(),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().y - stage.top()),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;ide = this.parentThatIsA(IDE_Morph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;isWarped = this.Warped,len,pos;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;var width=480;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;var height =360;&#xD;//eA=(eA-90.1)*Math.PI/180;&#xD;//bA=(bA-90.1)*Math.PI/180;&#xD;context.fillStyle = fS;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;//context.lineWidth = lW;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;context.beginPath();&#xD;context.arc(xX,yY,sZ/2-1,0,360,false);&#xD;//context.stroke();&#xD;context.fill();&#xD;context.closePath();&#xD;stage.changed();</l></block><list><block var="xX"/><block var="yY"/><block var="sZ"/><block var="fS"/></list></block></script></block-definition><block-definition s="gclear %&apos;xX&apos; %&apos;yY&apos; %&apos;wH&apos; %&apos;hT&apos;" type="command" category="pen"><header></header><code></code><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>xX</l><block s="reportSum"><block var="xX"/><block s="reportQuotient"><custom-block s="gz %s"><l>w</l></custom-block><l>2</l></block></block></block><block s="doSetVar"><l>yY</l><block s="reportDifference"><block s="reportQuotient"><custom-block s="gz %s"><l>h</l></custom-block><l>2</l></block><block var="yY"/></block></block><block s="doRun"><block s="reportJSFunction"><list><l>xX</l><l>yY</l><l>wH</l><l>hT</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;rotation = radians(this.direction() - 90),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;trans = new Point(&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().x - stage.left(),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().y - stage.top()),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;ide = this.parentThatIsA(IDE_Morph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;isWarped = this.Warped,len,pos;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;var width=480;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;var height =360;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;//context.fillStyle = fS;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;//context.lineWidth = 1;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;//context.strokeStyle = white;&#xD;context.beginPath();&#xD;context.clearRect(xX-wH/2,yY-hT/2,wH,hT);&#xD;//context.stroke();&#xD;//context.fill();&#xD;//context.closePath();&#xD;context.restore();&#xD;stage.changed();</l></block><list><block var="xX"/><block var="yY"/><block var="wH"/><block var="hT"/></list></block></script></block-definition><block-definition s="fill background" type="command" category="pen"><header></header><code></code><inputs></inputs><script><block s="doRun"><block s="reportJSFunction"><list></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    img = stage.image,&#xD;    ctx = img.getContext(&apos;2d&apos;);&#xD;ctx.fillStyle = this.color.toString();&#xD;ctx.fillRect(0, 0, img.width, img.height);&#xD;stage.changed();</l></block><list></list></block></script></block-definition><block-definition s="randhex" type="reporter" category="pen"><header></header><code></code><inputs></inputs><script><block s="doDeclareVariables"><list><l>mult</l></list></block><block s="doSetVar"><l>mult</l><block s="reportJSFunction"><list></list><l>return &apos;#&apos;+Math.floor(Math.random()*16777215).toString(16);</l></block></block><block s="doReport"><block s="evaluate"><block var="mult"/><list></list></block></block></script></block-definition><block-definition s="hexatorgb %&apos;H&apos;" type="reporter" category="pen"><header></header><code></code><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>H</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;rotation = radians(this.direction() - 90),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;trans = new Point(&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().x - stage.left(),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().y - stage.top()),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;ide = this.parentThatIsA(IDE_Morph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;isWarped = this.Warped,len,pos;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;//var Pixel = context.getImageData(xX,yY,1,1);&#xD;function HexToR(h) {return parseInt((cutHex(h)).substring(0,2),16)}&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function HexToG(h) {return parseInt((cutHex(h)).substring(2,4),16)}&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function HexToB(h) {return parseInt((cutHex(h)).substring(4,6),16)}&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function cutHex(h) {return (h.charAt(0)=="#") ? h.substring(1,7):h}&#xD;var R = HexToR(H);&#xD;var G = HexToG(H);&#xD;var B = HexToB(H);&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;return "rgb("+[R,G,B]+")";</l></block><list><block var="H"/></list></block></block></script></block-definition><block-definition s="gb %&apos;code&apos;" type="reporter" category="pen"><header></header><code></code><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l><l>xinit</l><l>yinit</l><l>xx</l><l>yy</l><l>sz</l><l>nc</l><l>nl</l></list></block><block s="doSetVar"><l>sz</l><custom-block s="gz %s"><l>s</l></custom-block></block><block s="doSetVar"><l>xinit</l><block s="xPosition"></block></block><block s="doSetVar"><l>yinit</l><block s="yPosition"></block></block><block s="doSetVar"><l>xx</l><block s="reportSum"><block var="xinit"/><block s="reportQuotient"><custom-block s="gz %s"><l>w</l></custom-block><l>2</l></block></block></block><block s="doSetVar"><l>yy</l><block s="reportDifference"><block s="reportQuotient"><custom-block s="gz %s"><l>h</l></custom-block><l>2</l></block><block var="yinit"/></block></block><block s="doSetVar"><l>xx</l><block s="reportQuotient"><block s="reportDifference"><block var="xx"/><block s="reportModulus"><block var="xx"/><block var="sz"/></block></block><block var="sz"/></block></block><block s="doSetVar"><l>nc</l><block s="reportSum"><block var="xx"/><l>1</l></block></block><block s="doSetVar"><l>xx</l><block s="reportSum"><block s="reportQuotient"><custom-block s="gz %s"><l>w</l></custom-block><l>-2</l></block><block s="reportProduct"><block var="xx"/><block var="sz"/></block></block></block><block s="doSetVar"><l>xx</l><block s="reportDifference"><block var="xx"/><block s="reportQuotient"><block var="sz"/><l>-2</l></block></block></block><block s="doSetVar"><l>yy</l><block s="reportQuotient"><block s="reportDifference"><block var="yy"/><block s="reportModulus"><block var="yy"/><block var="sz"/></block></block><block var="sz"/></block></block><block s="doSetVar"><l>nl</l><block s="reportSum"><block var="yy"/><l>1</l></block></block><block s="doSetVar"><l>yy</l><block s="reportDifference"><block s="reportQuotient"><custom-block s="gz %s"><l>h</l></custom-block><l>2</l></block><block s="reportProduct"><block var="sz"/><block var="yy"/></block></block></block><block s="doSetVar"><l>yy</l><block s="reportDifference"><block var="yy"/><block s="reportQuotient"><block var="sz"/><l>2</l></block></block></block><block s="doIf"><block s="reportEquals"><block var="code"/><l>x</l></block><script><block s="doReport"><block var="xx"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="code"/><l>y</l></block><script><block s="doReport"><block var="yy"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="code"/><l>p</l></block><script><block s="doReport"><block s="reportSum"><block var="nc"/><block s="reportProduct"><block s="reportDifference"><block var="nl"/><l>1</l></block><block s="reportRound"><block s="reportQuotient"><custom-block s="gz %s"><l>w</l></custom-block><custom-block s="gz %s"><l>s</l></custom-block></block></block></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="code"/><l>nc</l></block><script><block s="doReport"><block var="nc"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="code"/><l>nl</l></block><script><block s="doReport"><block var="nl"/></block></script></block></script></block-definition><block-definition s="mkbloc %&apos;pat&apos; %&apos;lig&apos; %&apos;col&apos;" type="command" category="pen"><header></header><code></code><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSwitchToCostume"><block var="pat"/></block><block s="gotoXY"><custom-block s="gb %s"><l>x</l></custom-block><custom-block s="gb %s"><l>y</l></custom-block></block><block s="doDeclareVariables"><list><l>a</l><l>init</l><l>ligne</l></list></block><block s="doSetVar"><l>init</l><custom-block s="gb %s"><l>p</l></custom-block></block><block s="doSetVar"><l>ligne</l><custom-block s="gb %s"><l>nl</l></custom-block></block><block s="doRepeat"><block var="lig"/><script><block s="doSetVar"><l>a</l><l>1</l></block><block s="doRepeat"><block var="col"/><script><block s="gotoXY"><custom-block s="gp %s %s"><block var="a"/><l>x</l></custom-block><custom-block s="gp %s %s"><block var="a"/><l>y</l></custom-block></block><block s="doStamp"></block><block s="doChangeVar"><l>a</l><l>1</l></block></script></block><block s="doChangeVar"><l>ligne</l><l>1</l></block></script></block><block s="setEffect"><l><option>ghost</option></l><l>50</l></block></script></block-definition><block-definition s="assoc %&apos;val&apos; %&apos;lis&apos;" type="reporter" category="variables"><header></header><code></code><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><block s="reportListItem"><l>1</l><block var="lis"/></block></block><block s="doIfElse"><block s="reportEquals"><block var="val"/><block s="reportListItem"><l>1</l><block var="a"/></block></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="a"/></block></block></script><script><block s="doReport"><custom-block s="assoc %s %s"><block var="val"/><block s="reportCDR"><block var="lis"/></block></custom-block></block></script></block></script></block-definition><block-definition s="grgb %&apos;xX&apos; %&apos;yY&apos;" type="reporter" category="operators"><header></header><code></code><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>xX</l><block s="reportSum"><block var="xX"/><block s="reportQuotient"><custom-block s="gz %s"><l>w</l></custom-block><l>2</l></block></block></block><block s="doSetVar"><l>yY</l><block s="reportDifference"><block s="reportQuotient"><custom-block s="gz %s"><l>h</l></custom-block><l>2</l></block><block var="yY"/></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>xX</l><l>yY</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;rotation = radians(this.direction() - 90),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;trans = new Point(&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().x - stage.left(),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().y - stage.top()),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;ide = this.parentThatIsA(IDE_Morph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;isWarped = this.Warped,len,pos;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;var Pixel = context.getImageData(xX,yY,1,1);&#xD;var R=Pixel.data[0];&#xD;var G=Pixel.data[1];&#xD;var B=Pixel.data[2];&#xD;return &apos;rgb(&apos;+R+&apos;,&apos;+G+&apos;,&apos;+B+&apos;)&apos;;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;</l></block><list><block var="xX"/><block var="yY"/></list></block></block></script></block-definition><block-definition s="gdir %&apos;dif&apos;" type="reporter" category="pen"><header></header><code></code><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>lidif</l></list></block><block s="doSetVar"><l>lidif</l><block s="reportNewList"><list><block s="reportNewList"><list><l>-26</l><l>315</l></list></block><block s="reportNewList"><list><l>-25</l><l>0</l></list></block><block s="reportNewList"><list><l>-24</l><l>45</l></list></block><block s="reportNewList"><list><l>-1</l><l>270</l></list></block><block s="reportNewList"><list><l>1</l><l>90</l></list></block><block s="reportNewList"><list><l>24</l><l>225</l></list></block><block s="reportNewList"><list><l>25</l><l>180</l></list></block><block s="reportNewList"><list><l>26</l><l>135</l></list></block></list></block></block><block s="doReport"><custom-block s="assoc %s %s"><block var="dif"/><block var="lidif"/></custom-block></block></script></block-definition><block-definition s="posnew %&apos;pos&apos; %&apos;memlis&apos;" type="command" category="motion"><header></header><code></code><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>lisautour</l><l>lipos</l><l>k</l><l>a</l><l>b</l><l>rd</l><l>let</l><l>col</l></list></block><block s="doSetVar"><l>lisautour</l><block s="reportNewList"><list><l>-25</l><l>-1</l><l>1</l><l>25</l></list></block></block><block s="doSetVar"><l>lipos</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>col</l><custom-block s="grgb %s %s"><custom-block s="gb %s"><l>x</l></custom-block><custom-block s="gb %s"><l>y</l></custom-block></custom-block></block><block s="doSetVar"><l>k</l><l>1</l></block><block s="doRepeat"><block s="reportListLength"><block var="lisautour"/></block><script><block s="doSetVar"><l>a</l><block s="reportSum"><block var="pos"/><block s="reportListItem"><block var="k"/><block var="lisautour"/></block></block></block><block s="doSetVar"><l>b</l><custom-block s="grgb %s %s"><custom-block s="gp %s %s"><block var="a"/><l>x</l></custom-block><custom-block s="gp %s %s"><block var="a"/><l>y</l></custom-block></custom-block></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block var="a"/><l>475</l></block><block s="reportGreaterThan"><block var="a"/><l>0</l></block></block><script><block s="doIf"><block s="reportEquals"><block var="b"/><block var="col"/></block><script><block s="doAddToList"><block var="a"/><block var="lipos"/></block></script></block></script></block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block><block s="doSetVar"><l>rd</l><block s="reportRandom"><l>1</l><l>2</l></block></block><block s="doIfElse"><block s="reportEquals"><block var="rd"/><l>1</l></block><script><block s="doSetVar"><l>let</l><block s="reportListItem"><l><option>last</option></l><block var="lipos"/></block></block></script><script><block s="doSetVar"><l>let</l><block s="reportListItem"><l>1</l><block var="lipos"/></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block var="memlis"/><block var="let"/></block></block><script><block s="gotoXY"><custom-block s="gp %s %s"><block var="let"/><l>x</l></custom-block><custom-block s="gp %s %s"><block var="let"/><l>y</l></custom-block></block><block s="setHeading"><custom-block s="gdir %s"><block s="reportDifference"><block var="let"/><block var="pos"/></block></custom-block></block></script></block><block s="doIfElse"><block s="reportLessThan"><block s="reportListLength"><block var="memlis"/></block><l>4</l></block><script><block s="doAddToList"><block var="let"/><block var="memlis"/></block></script><script><block s="doAddToList"><block var="let"/><block var="memlis"/></block><block s="doDeleteFromList"><l>1</l><block var="memlis"/></block></script></block></script></block-definition><block-definition s="gzombie %&apos;dif&apos;" type="command" category="pen"><header></header><code></code><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l><l>dira</l><l>let</l><l>cost</l><l>k</l><l>tps</l></list></block><block s="doSetVar"><l>tps</l><l>0.2</l></block><block s="doIf"><block s="reportEquals"><block var="dif"/><l>25</l></block><script><block s="doSetVar"><l>k</l><l>1</l></block><block s="doRepeat"><l>4</l><script><block s="doSwitchToCostume"><block s="reportJoinWords"><list><l>a</l><block var="k"/></list></block></block><block s="changeYPosition"><block s="reportQuotient"><l>30</l><l>-4</l></block></block><block s="doWait"><block var="tps"/></block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="dif"/><l>-25</l></block><script><block s="doSetVar"><l>k</l><l>1</l></block><block s="doRepeat"><l>4</l><script><block s="doSwitchToCostume"><block s="reportJoinWords"><list><l>d</l><block var="k"/></list></block></block><block s="changeYPosition"><block s="reportQuotient"><l>30</l><l>4</l></block></block><block s="doWait"><block var="tps"/></block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="dif"/><l>-1</l></block><script><block s="doSetVar"><l>k</l><l>1</l></block><block s="doRepeat"><l>4</l><script><block s="doSwitchToCostume"><block s="reportJoinWords"><list><l>b</l><block var="k"/></list></block></block><block s="changeXPosition"><block s="reportQuotient"><l>30</l><l>-4</l></block></block><block s="doWait"><block var="tps"/></block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="dif"/><l>1</l></block><script><block s="doSetVar"><l>k</l><l>1</l></block><block s="doRepeat"><l>4</l><script><block s="doSwitchToCostume"><block s="reportJoinWords"><list><l>c</l><block var="k"/></list></block></block><block s="changeXPosition"><block s="reportQuotient"><l>30</l><l>4</l></block></block><block s="doWait"><block var="tps"/></block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block></script></block></script></block-definition><block-definition s="poschar %&apos;pos&apos; %&apos;memlis&apos;" type="command" category="motion"><header></header><code></code><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="// %txt"><l>DEFINITIONS</l></custom-block><block s="doDeclareVariables"><list><l>lisautour</l><l>lipos</l><l>k</l><l>a</l><l>b</l><l>col</l><l>lider</l><l>let</l></list></block><block s="doSetVar"><l>lisautour</l><block s="reportNewList"><list><l>-25</l><l>-1</l><l>1</l><l>25</l></list></block></block><block s="doSetVar"><l>lipos</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>col</l><custom-block s="grgb %s %s"><custom-block s="gb %s"><l>x</l></custom-block><custom-block s="gb %s"><l>y</l></custom-block></custom-block></block><block s="doSetVar"><l>k</l><l>1</l></block><block s="doSetVar"><l>lider</l><block s="reportNewList"><list></list></block></block><custom-block s="// %txt"><l>SELECTED TILES</l></custom-block><block s="doRepeat"><block s="reportListLength"><block var="lisautour"/></block><script><block s="doSetVar"><l>a</l><block s="reportSum"><block var="pos"/><block s="reportListItem"><block var="k"/><block var="lisautour"/></block></block></block><block s="doSetVar"><l>b</l><custom-block s="grgb %s %s"><custom-block s="gp %s %s"><block var="a"/><l>x</l></custom-block><custom-block s="gp %s %s"><block var="a"/><l>y</l></custom-block></custom-block></block><block s="doIf"><block s="reportEquals"><block var="b"/><block var="col"/></block><script><block s="doAddToList"><block var="a"/><block var="lipos"/></block></script></block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block><custom-block s="// %txt"><l>CHECK IF RECENTLY SELECTED</l></custom-block><block s="doSetVar"><l>k</l><l>1</l></block><block s="doRepeat"><block s="reportListLength"><block var="lipos"/></block><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block var="memlis"/><block s="reportListItem"><block var="k"/><block var="lipos"/></block></block></block><script><block s="doAddToList"><block s="reportListItem"><block var="k"/><block var="lipos"/></block><block var="lider"/></block></script></block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block><block s="doSetVar"><l>let</l><block s="reportListItem"><l><option>any</option></l><block var="lider"/></block></block><custom-block s="// %txt"><l>CHARACTER MOVEMENY - CHANGE  FOR ANOTHER MOBILE</l></custom-block><custom-block s="gzombie %s"><block s="reportDifference"><block var="let"/><block var="pos"/></block></custom-block><custom-block s="// %txt"><l>MEMORY LIST MGT</l></custom-block><block s="doIfElse"><block s="reportLessThan"><block s="reportListLength"><block var="memlis"/></block><l>4</l></block><script><block s="doAddToList"><block var="let"/><block var="memlis"/></block></script><script><block s="doAddToList"><block var="let"/><block var="memlis"/></block><block s="doDeleteFromList"><l>1</l><block var="memlis"/></block></script></block><block s="doReport"><block var="memlis"/></block></script></block-definition><block-definition s="gmk %&apos;nlig&apos; %&apos;ncol&apos; %&apos;cust&apos;" type="command" category="pen"><header></header><code></code><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l><l>b</l><l>pos</l></list></block><block s="doSwitchToCostume"><block var="cust"/></block><block s="setEffect"><l><option>ghost</option></l><l>50</l></block><block s="doSetVar"><l>pos</l><custom-block s="gb %s"><l>p</l></custom-block></block><block s="doSetVar"><l>b</l><l>0</l></block><block s="doRepeat"><block var="ncol"/><script><block s="doSetVar"><l>a</l><block s="reportSum"><block var="pos"/><block var="b"/></block></block><block s="doRepeat"><block var="nlig"/><script><block s="gotoXY"><custom-block s="gp %s %s"><block var="a"/><l>x</l></custom-block><custom-block s="gp %s %s"><block var="a"/><l>y</l></custom-block></block><block s="doStamp"></block><block s="doChangeVar"><l>a</l><l>25</l></block></script></block><block s="doChangeVar"><l>b</l><l>1</l></block></script></block></script></block-definition><block-definition s="// %&apos;txt&apos;" type="command" category="pen"><header></header><code></code><inputs><input type="%txt"></input></inputs></block-definition></blocks><variables></variables></project><media name="100-tripclone" app="Snap! 4.0, http://snap.berkeley.edu" version="1"><costume name="a1" center-x="21" center-y="48.19999999999999" 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mediaID="zombie_cst_a1"/><costume name="a2" center-x="21" center-y="47.19999999999999" 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" mediaID="zombie_cst_a2"/><costume name="a3" center-x="20" center-y="50.19999999999999" 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" mediaID="zombie_cst_a3"/><costume name="a4" center-x="20" center-y="48.19999999999999" 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" mediaID="zombie_cst_a4"/><costume name="b1" center-x="18" center-y="47.19999999999999" 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gd03thrw82t9OnyYz1tb2AOIvj4GoeCLwyU/7/f/ZdQFiYPdMmE+fPyd2Fo8YQYAuXSKic2EBtWY1XZdmrttk/MDMCfPQZIOTodwgTdYty3ZNsrAgrrd1aK9LM98bED84q2CBEg6M8qOuUxawxD1fVH48YDrwnN/LZP9vQP8Dny7Kqlim4l0AAAAASUVORK5CYII=" mediaID="zombie_cst_b1"/><costume name="b2" center-x="18" center-y="48.19999999999999" 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" mediaID="zombie_cst_b2"/><costume name="b3" center-x="18" center-y="47.19999999999999" image="data:image/png;base64,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" mediaID="zombie_cst_b3"/><costume name="b4" center-x="17" center-y="46.19999999999999" 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mediaID="zombie_cst_b4"/><costume name="c1" center-x="17" center-y="48.19999999999999" 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mediaID="zombie_cst_c1"/><costume name="c2" center-x="17" center-y="49.19999999999999" 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" mediaID="Sprite_cst_P"/><sound name="Pop" 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mediaID="Sprite_snd_Pop"/><sound name="Laser2" 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" 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