<snapdata remixID="414879"><project name="109-flowers" app="Snap! 4.0, http://snap.berkeley.edu" version="1"><notes>THIS PROJECT SHOWS HOW TO SNAP! AND JS ADD-ON.&#xD;&#xD;CREATE A RANDOM COLORED FLOWER WITH BEZIER CURVES AND</notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="720" height="576" costume="0" tempo="60" threadsafe="false" lines="round" codify="false" inheritance="false" sublistIDs="false" scheduled="true" id="1"><pentrails>data:image/png;base64,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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="shapes" idx="1" x="324" y="-252" heading="0" scale="0.3" rotation="1" draggable="true" hidden="true" costume="0" color="184,255,255" pen="tip" id="8"><costumes><list id="9"></list></costumes><sounds><list id="10"></list></sounds><variables></variables><blocks></blocks><scripts><script x="473" y="933.000002"><custom-block s="flower"></custom-block></script><script x="41" y="14"><block s="hide"></block></script><script x="92" y="12"><block s="show"></block></script><script x="222" y="17"><custom-block s="fill background"></custom-block></script><script x="16" y="49"><block s="receiveGo"></block><block s="clear"></block><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><l>1</l></block><block s="doRepeat"><l>80</l><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="doWarp"><script><custom-block s="flowercall"></custom-block></script></block><block s="doChangeVar"><l>a</l><l>1</l></block></script></block></script><script x="249" y="128"><block s="clear"></block><block s="setColor"><color>184,255,255,1</color></block><custom-block s="gver"></custom-block><custom-block s="ghor"></custom-block><block s="hide"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite><sprite name="Sprite" idx="2" x="0" y="0" heading="27" scale="1" rotation="1" draggable="true" hidden="true" costume="0" color="250,0,188" pen="tip" id="57"><costumes><list id="58"></list></costumes><sounds><list id="59"></list></sounds><variables></variables><blocks></blocks><scripts><script x="31" y="41"><block s="setColor"><color>250,0,188,1</color></block><block s="doRepeat"><l>10</l><script><block s="doDeclareVariables"><list><l>p</l><l>rad</l><l>ang</l></list></block><block s="doSetVar"><l>rad</l><block s="reportRandom"><l>100</l><l>200</l></block></block><block s="doSetVar"><l>ang</l><block s="reportRandom"><l>0</l><l>360</l></block></block><block s="doSetVar"><l>p</l><block s="reifyScript"><script><block s="doIf"><block s="reportEquals"><block var="xy"/><l>x</l></block><script><block s="doReport"><block s="reportProduct"><block var="rho"/><block s="reportMonadic"><l><option>cos</option></l><block var="ang"/></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="xy"/><l>y</l></block><script><block s="doReport"><block s="reportProduct"><block var="rho"/><block s="reportMonadic"><l><option>sin</option></l><block var="ang"/></block></block></block></script></block></script><list><l>rho</l><l>ang</l><l>xy</l></list></block></block><block s="doSetVar"><l>polx</l><block s="evaluate"><block var="p"/><list><block var="rad"/><block var="ang"/><l>x</l></list></block></block><block s="doSetVar"><l>poly</l><block s="evaluate"><block var="p"/><list><block var="rad"/><block var="ang"/><l>y</l></list></block></block><block s="down"></block><block s="gotoXY"><block var="polx"/><block var="poly"/></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block></script><script x="196" y="33"><block s="clear"></block></script><script x="257" y="30"><block s="hide"></block></script></scripts></sprite><watcher var="Cx" style="normal" x="0.6249999999998863" y="3.2500002499999994" color="243,118,29" hidden="true"/><watcher var="Cy" style="normal" x="0.6249999999998863" y="4.562500375000013" color="243,118,29" hidden="true"/><watcher var="Bx" style="normal" x="0.6249999999998863" y="5.875000499999999" color="243,118,29" hidden="true"/><watcher var="By" style="normal" x="0.6249999999998863" y="7.187500624999998" color="243,118,29" hidden="true"/><watcher var="Ax" style="normal" x="0.6249999999998863" y="8.500000749999998" color="243,118,29" hidden="true"/><watcher var="Ay" style="normal" x="0.6249999999998863" y="9.812500874999984" color="243,118,29" hidden="true"/><watcher var="Px" style="normal" x="0.6249999999998863" y="11.125000999999997" color="243,118,29" hidden="true"/><watcher var="Py" style="normal" x="0.6249999999998863" y="12.437501124999997" color="243,118,29" hidden="true"/><watcher var="rad" style="normal" x="0.6249999999998863" y="13.750001249999997" color="243,118,29" hidden="true"/><watcher var="ang" style="normal" x="0.6249999999998863" y="15.062501374999997" color="243,118,29" hidden="true"/><watcher s="xPosition" style="normal" x="0.2499999999998863" y="1.2500014999999962" color="74,108,212" hidden="true"/><watcher s="yPosition" style="normal" x="0.3750000000001137" y="2.9374998750000145" color="74,108,212" hidden="true"/><watcher s="yPosition" style="normal" x="0.2499999999998863" y="6.062499875" color="74,108,212" hidden="true"/><watcher s="xPosition" style="normal" x="0.1874999999998863" y="4.43750150000001" color="74,108,212" hidden="true"/><watcher var="polx" style="normal" x="9.999999999999886" y="10" color="243,118,29" hidden="true"/><watcher var="poly" style="normal" x="9.999999999999886" y="31.000001999999995" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="c %&apos;xY&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="doIf"><block s="reportEquals"><block var="code"/><l>x</l></block><script><block s="doReport"><block s="reportSum"><block var="xY"/><l>360</l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="code"/><l>y</l></block><script><block s="doReport"><block s="reportDifference"><l>288</l><block var="xY"/></block></block></script></block></script></block-definition><block-definition s="bez %&apos;x1&apos; %&apos;y1&apos; %&apos;x2&apos; %&apos;y2&apos; %&apos;x3&apos; %&apos;y3&apos; %&apos;x4&apos; %&apos;y4&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><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>x1</l><l>y1</l><l>x2</l><l>y2</l><l>x3</l><l>y3</l><l>x4</l><l>y4</l><l>fS</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;cxt = stage.penTrails().getContext(&apos;2d&apos;),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;rotation = radians(this.direction() - 90),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;trans = new Point(&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().x - stage.left(),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().y - stage.top()),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;ide = this.parentThatIsA(IDE_Morph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;isWarped = this.Warped,len,pos;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;var width=480;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;var height=360;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;cxt.beginPath();&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;cxt.moveTo(x1,y1);&#xD;&#xD;&#xD;&#xD;&#xD;cxt.bezierCurveTo(x2,y2,x3,y3,x4,y4);&#xD;&#xD;&#xD;&#xD;&#xD;//cxt.strokeStyle=fS;&#xD;&#xD;&#xD;&#xD;&#xD;cxt.lineWidth=5;&#xD;&#xD;&#xD;&#xD;&#xD;cxt.fillStyle=fS;&#xD;cxt.fill();&#xD;&#xD;&#xD;&#xD;&#xD;//cxt.stroke();&#xD;&#xD;&#xD;&#xD;&#xD;stage.changed();</l></block><list><custom-block s="c %s %s"><block var="x1"/><l>x</l></custom-block><custom-block s="c %s %s"><block var="y1"/><l>y</l></custom-block><custom-block s="c %s %s"><block var="x2"/><l>x</l></custom-block><custom-block s="c %s %s"><block var="y2"/><l>y</l></custom-block><custom-block s="c %s %s"><block var="x3"/><l>x</l></custom-block><custom-block s="c %s %s"><block var="y3"/><l>y</l></custom-block><custom-block s="c %s %s"><block var="x4"/><l>x</l></custom-block><custom-block s="c %s %s"><block var="y4"/><l>y</l></custom-block><block var="fS"/></list></block></script></block-definition><block-definition s="prd %&apos;a&apos; %&apos;b&apos;" type="reporter" category="pen"><header></header><code></code><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportRandom"><block var="a"/><block var="b"/></block></block></script></block-definition><block-definition s="colrand" type="reporter" category="pen"><header></header><code></code><inputs></inputs><script><block s="doDeclareVariables"><list><l>licol</l><l>len</l><l>resul</l></list></block><block s="doSetVar"><l>licol</l><block s="reportNewList"><list><l>black</l><l>blue</l><l>fuchsia</l><l>green</l><l>gray</l><l>lime</l><l>maroon</l><l>navy</l><l>olive</l><l>purple</l><l>red</l><l>silver</l><l>teal</l><l>white</l><l>yellow</l></list></block></block><block s="doSetVar"><l>len</l><block s="reportListLength"><block var="licol"/></block></block><block s="doSetVar"><l>resul</l><block s="reportListItem"><block s="reportRandom"><l>1</l><block var="len"/></block><block var="licol"/></block></block><block s="doReport"><block var="resul"/></block></script></block-definition><block-definition s="pol %&apos;rho&apos; %&apos;theta&apos; %&apos;xy&apos;" type="reporter" category="pen"><header></header><code></code><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="xy"/><l>x</l></block><script><block s="doReport"><block s="reportProduct"><block var="rho"/><block s="reportMonadic"><l><option>cos</option></l><block var="theta"/></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="xy"/><l>y</l></block><script><block s="doReport"><block s="reportProduct"><block var="rho"/><block s="reportMonadic"><l><option>sin</option></l><block var="theta"/></block></block></block></script></block></script></block-definition><block-definition s="c %&apos;func&apos; %&apos;one&apos; %&apos;two&apos; %&apos;three&apos;" type="reporter" category="control"><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="doReport"><block s="evaluate"><block var="func"/><list><block var="one"/><block var="two"/><block var="three"/></list></block></block></script></block-definition><block-definition s="flower" type="command" category="pen"><header></header><code></code><inputs></inputs><script><block s="doDeclareVariables"><list><l>rad</l><l>ang</l><l>k</l></list></block><block s="clear"></block><block s="doSetVar"><l>rad</l><custom-block s="prd %s %s"><l>150</l><l>250</l></custom-block></block><block s="doSetVar"><l>ang</l><block s="reportListItem"><l><option>any</option></l><block s="reportNewList"><list><l>60</l><l>45</l></list></block></block></block><block s="doSetVar"><l>k</l><l>1</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="ang"/></block><script><block s="doSetVar"><l>Bx</l><custom-block s="pol %s %s %s"><block var="rad"/><block s="reportProduct"><block var="ang"/><block s="reportDifference"><block var="k"/><l>1</l></block></block><l>x</l></custom-block></block><block s="doSetVar"><l>By</l><custom-block s="pol %s %s %s"><block var="rad"/><block s="reportProduct"><block var="ang"/><block s="reportDifference"><block var="k"/><l>1</l></block></block><l>y</l></custom-block></block><block s="doSetVar"><l>Cx</l><custom-block s="pol %s %s %s"><block var="rad"/><block s="reportProduct"><block var="ang"/><block var="k"/></block><l>x</l></custom-block></block><block s="doSetVar"><l>Cy</l><custom-block s="pol %s %s %s"><block var="rad"/><block s="reportProduct"><block var="ang"/><block var="k"/></block><l>y</l></custom-block></block><custom-block s="bez %s %s %s %s %s %s %s %s %s"><l>0</l><l>0</l><block var="Bx"/><block var="By"/><block var="Cx"/><block var="Cy"/><l>0</l><l>0</l><l>red</l></custom-block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block><custom-block s="gcirc %s %s %s %s"><l>0</l><l>0</l><block s="reportQuotient"><block var="rad"/><l>3</l></block><custom-block s="colrand"></custom-block></custom-block></script></block-definition><block-definition s="flowercall" type="command" category="pen"><header></header><code></code><inputs></inputs><script><block s="doDeclareVariables"><list><l>gx</l><l>gy</l></list></block><block s="doSetVar"><l>gx</l><custom-block s="gb %s"><l>x</l></custom-block></block><block s="doSetVar"><l>gy</l><custom-block s="gb %s"><l>y</l></custom-block></block><block s="gotoXY"><block var="gx"/><block var="gy"/></block><block s="doDeclareVariables"><list><l>p</l></list></block><block s="doSetVar"><l>p</l><block s="reifyScript"><script><block s="doIf"><block s="reportEquals"><block var="xy"/><l>x</l></block><script><block s="doReport"><block s="reportSum"><block var="gx"/><block s="reportProduct"><block var="rho"/><block s="reportMonadic"><l><option>cos</option></l><block var="ang"/></block></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="xy"/><l>y</l></block><script><block s="doReport"><block s="reportSum"><block var="gy"/><block s="reportProduct"><block var="rho"/><block s="reportMonadic"><l><option>sin</option></l><block var="ang"/></block></block></block></block></script></block></script><list><l>rho</l><l>ang</l><l>xy</l></list></block></block><block s="doDeclareVariables"><list><l>rad</l><l>ang</l><l>k</l><l>d</l><l>col</l></list></block><block s="doSetVar"><l>rad</l><custom-block s="prd %s %s"><l>50</l><l>50</l></custom-block></block><block s="doSetVar"><l>ang</l><block s="reportListItem"><l><option>any</option></l><block s="reportNewList"><list><l>60</l><l>45</l></list></block></block></block><block s="doSetVar"><l>col</l><custom-block s="colwithless"></custom-block></block><block s="doSetVar"><l>k</l><l>1</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="ang"/></block><script><block s="doSetVar"><l>Bx</l><block s="evaluate"><block var="p"/><list><block var="rad"/><block s="reportProduct"><block var="ang"/><block s="reportDifference"><block var="k"/><l>1</l></block></block><l>x</l></list></block></block><block s="doSetVar"><l>By</l><block s="evaluate"><block var="p"/><list><block var="rad"/><block s="reportProduct"><block var="ang"/><block s="reportDifference"><block var="k"/><l>1</l></block></block><l>y</l></list></block></block><block s="doSetVar"><l>Cx</l><block s="evaluate"><block var="p"/><list><block var="rad"/><block s="reportProduct"><block var="ang"/><block var="k"/></block><l>x</l></list></block></block><block s="doSetVar"><l>Cy</l><block s="evaluate"><block var="p"/><list><block var="rad"/><block s="reportProduct"><block var="ang"/><block var="k"/></block><l>y</l></list></block></block><custom-block s="bez %s %s %s %s %s %s %s %s %s"><block var="gx"/><block var="gy"/><block var="Bx"/><block var="By"/><block var="Cx"/><block var="Cy"/><block var="gx"/><block var="gy"/><block var="col"/></custom-block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block><custom-block s="gcirc %s %s %s %s"><block var="gx"/><block var="gy"/><block s="reportQuotient"><block var="rad"/><l>3</l></block><custom-block s="colwithless"></custom-block></custom-block></script></block-definition><block-definition s="bezs %&apos;x1&apos; %&apos;y1&apos; %&apos;x2&apos; %&apos;y2&apos; %&apos;x3&apos; %&apos;y3&apos; %&apos;x4&apos; %&apos;y4&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><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>js</l><l>xY</l><l>code</l></list></block><block s="doSetVar"><l>js</l><block s="reifyScript"><script><block s="doIf"><block s="reportEquals"><block var="code"/><l>x</l></block><script><block s="doReport"><block s="reportSum"><block var="xY"/><l>375</l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="code"/><l>y</l></block><script><block s="doReport"><block s="reportDifference"><l>285</l><block var="xY"/></block></block></script></block></script><list><l>xY</l><l>code</l></list></block></block><block s="doSetVar"><l>x1</l><block s="evaluate"><block var="js"/><list><block var="x1"/><l>x</l></list></block></block><block s="doSetVar"><l>y1</l><block s="evaluate"><block var="js"/><list><block var="y1"/><l>y</l></list></block></block><block s="doSetVar"><l>x2</l><block s="evaluate"><block var="js"/><list><block var="x2"/><l>x</l></list></block></block><block s="doSetVar"><l>y2</l><block s="evaluate"><block var="js"/><list><block var="y2"/><l>y</l></list></block></block><block s="doSetVar"><l>x3</l><block s="evaluate"><block var="js"/><list><block var="x3"/><l>x</l></list></block></block><block s="doSetVar"><l>y3</l><block s="evaluate"><block var="js"/><list><block var="y3"/><l>y</l></list></block></block><block s="doSetVar"><l>x4</l><block s="evaluate"><block var="js"/><list><block var="x4"/><l>x</l></list></block></block><block s="doSetVar"><l>y4</l><block s="evaluate"><block var="js"/><list><block var="y4"/><l>y</l></list></block></block></script><scripts><script x="10" y="425"><block s="doRun"><block s="reportJSFunction"><list><l>x1</l><l>y1</l><l>x2</l><l>y2</l><l>x3</l><l>y3</l><l>x4</l><l>y4</l><l>fS</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;cxt = stage.penTrails().getContext(&apos;2d&apos;),&#xD;rotation = radians(this.direction() - 90),&#xD;trans = new Point(&#xD;this.center().x - stage.left(),&#xD;this.center().y - stage.top()),&#xD;ide = this.parentThatIsA(IDE_Morph),&#xD;isWarped = this.Warped,len,pos;&#xD;var width=480;&#xD;var height=360;&#xD;cxt.beginPath();&#xD;cxt.moveTo(x1,y1);&#xD;cxt.bezierCurveTo(x2,y2,x3,y3,x4,y4);&#xD;cxt.strokeStyle=&apos;green&apos;;&#xD;cxt.lineWidth=5;&#xD;cxt.fillStyle=fs;&#xD;cxt.fill();&#xD;//cxt.stroke();&#xD;stage.changed();</l></block><list><block var="x1"/><block var="y1"/><block var="x2"/><block var="y2"/><block var="x3"/><block var="y3"/><block var="x4"/><block var="y4"/><block var="fS"/></list></block></script></scripts></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="%l"></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="doIf"><block s="reportEquals"><block var="val"/><l></l></block><script><block s="doReport"><l>?</l></block></script></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 %l"><block var="val"/><block s="reportCDR"><block var="lis"/></block></custom-block></block></script></block></script></block-definition><block-definition s="greadscr %&apos;motimp&apos;" type="command" category="pen"><header></header><code></code><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><l>1</l></block><block s="doRepeat"><l>475</l><script><block s="doSwitchToCostume"><block s="reportLetter"><block var="a"/><block var="motimp"/></block></block><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></script></block-definition><block-definition s="gcrescr" type="reporter" category="pen"><header></header><code></code><inputs></inputs><script><block s="doDeclareVariables"><list><l>a</l><l>mot</l><l>rgbt</l></list></block><block s="doSetVar"><l>a</l><l>1</l></block><block s="doSetVar"><l>mot</l><l></l></block><block s="doRepeat"><l>475</l><script><block s="doSetVar"><l>rgbt</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="doSetVar"><l>mot</l><block s="reportJoinWords"><list><block var="mot"/><custom-block s="assoc %s %l"><block var="rgbt"/><block var="gmklis"/></custom-block></list></block></block><block s="doChangeVar"><l>a</l><l>1</l></block></script></block><block s="doReport"><block var="mot"/></block></script></block-definition><block-definition s="gmkful %&apos;pos&apos; %&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><input type="%s"></input></inputs><script><block s="gotoXY"><custom-block s="gp %s %s"><block var="pos"/><l>x</l></custom-block><custom-block s="gp %s %s"><block var="pos"/><l>y</l></custom-block></block><block s="doDeclareVariables"><list><l>a</l><l>b</l></list></block><block s="doSwitchToCostume"><block var="cust"/></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="gdraw %&apos;dc&apos; %&apos;dl&apos; %&apos;fc&apos; %&apos;fl&apos; %&apos;cus&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><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l><l>diflig</l><l>difcol</l><l>pos</l></list></block><block s="doSetVar"><l>diflig</l><block s="reportSum"><block s="reportDifference"><block var="fl"/><block var="dl"/></block><l>1</l></block></block><block s="doSetVar"><l>difcol</l><block s="reportSum"><block s="reportDifference"><block var="fc"/><block var="dc"/></block><l>1</l></block></block><block s="doSetVar"><l>pos</l><block s="reportSum"><block s="reportProduct"><block s="reportDifference"><block var="dl"/><l>1</l></block><l>25</l></block><block var="dc"/></block></block><custom-block s="gmkful %s %s %s %s"><block var="pos"/><block var="diflig"/><block var="difcol"/><block var="cus"/></custom-block><block s="doSetVar"><l>gmem</l><block s="reportNewList"><list><block var="pos"/><block var="diflig"/><block var="difcol"/><block var="cus"/></list></block></block></script></block-definition><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;&#xD;&#xD;&#xD;context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;rotation = radians(this.direction() - 90),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;trans = new Point(&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().x - stage.left(),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().y - stage.top()),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;ide = this.parentThatIsA(IDE_Morph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;isWarped = this.Warped,len,pos;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;var width=480;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;var height =360;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;context.fillStyle = fS;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;context.lineWidth = 0;&#xD;&#xD;&#xD;&#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>720</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="par"/><l>h</l></block><script><block s="doReport"><l>576</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="par"/><l>s</l></block><script><block s="doReport"><l>72</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;context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;&#xD;&#xD;&#xD;&#xD;rotation = radians(this.direction() - 90),&#xD;&#xD;&#xD;&#xD;&#xD;trans = new Point(&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().x - stage.left(),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().y - stage.top()),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;ide = this.parentThatIsA(IDE_Morph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;isWarped = this.Warped,len,pos;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;var width=480;&#xD;&#xD;&#xD;&#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;&#xD;&#xD;&#xD;//context.lineWidth = lW;&#xD;&#xD;&#xD;&#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;&#xD;&#xD;&#xD;context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;rotation = radians(this.direction() - 90),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;trans = new Point(&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().x - stage.left(),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().y - stage.top()),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;ide = this.parentThatIsA(IDE_Morph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;isWarped = this.Warped,len,pos;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;var width=480;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;var height =360;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;//context.fillStyle = fS;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;//context.lineWidth = 1;&#xD;&#xD;&#xD;&#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;&#xD;&#xD;&#xD;context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;rotation = radians(this.direction() - 90),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;trans = new Point(&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().x - stage.left(),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().y - stage.top()),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;ide = this.parentThatIsA(IDE_Morph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;isWarped = this.Warped,len,pos;&#xD;&#xD;&#xD;&#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;&#xD;&#xD;&#xD;function HexToG(h) {return parseInt((cutHex(h)).substring(2,4),16)}&#xD;&#xD;&#xD;&#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;&#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;&#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;&#xD;&#xD;&#xD;context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;rotation = radians(this.direction() - 90),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;trans = new Point(&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().x - stage.left(),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;this.center().y - stage.top()),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;ide = this.parentThatIsA(IDE_Morph),&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;isWarped = this.Warped,len,pos;&#xD;&#xD;&#xD;&#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;&#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;" type="command" category="motion"><header></header><code></code><inputs><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;" type="command" category="motion"><header></header><code></code><inputs><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>rgb</l><block var="lider"/></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></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><block-definition s="colwithless" type="reporter" category="pen"><header></header><code></code><inputs></inputs><script><block s="doDeclareVariables"><list><l>licol</l></list></block><block s="doSetVar"><l>licol</l><block s="reportNewList"><list><l>black</l><l>blue</l><l>fuchsia</l><l>green</l><l>gray</l><l>lime</l><l>maroon</l><l>navy</l><l>olive</l><l>purple</l><l>red</l><l>silver</l><l>teal</l><l>yellow</l></list></block></block><block s="doReport"><block s="reportListItem"><l><option>any</option></l><block var="licol"/></block></block></script></block-definition></blocks><variables><variable name="Cx"><l>374</l></variable><variable name="Cy"><l>-252</l></variable><variable name="Bx"><l>359.3553390593274</l></variable><variable name="By"><l>-287.3553390593274</l></variable><variable name="Ax"><l>92</l></variable><variable name="Ay"><l>-214</l></variable><variable name="Px"><l>0</l></variable><variable name="Py"><l>0</l></variable><variable name="rad"><l>100</l></variable><variable name="ang"><l>60</l></variable><variable name="polx"><l>95.00872759483049</l></variable><variable name="poly"><l>42.300610879883216</l></variable></variables></project><media name="109-flowers" app="Snap! 4.0, http://snap.berkeley.edu" version="1"></media></snapdata>