<snapdata remixID="11507842"><project name="3D Plotting of 2D Array Data" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>Demo of a very small project to draw random JS filled circles.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="3D Plotting of 2D Array Data"><notes>Demo of a very small project to draw random JS filled circles.</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="π" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return Math.PI;</l></block><list></list></block></block></script><scripts><script x="88.66666666666667" y="102.78888888888885"><block s="errorObsolete"></block></script></scripts></block-definition><block-definition s="$paintbucket clear" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reportJSFunction"><list></list><l>ctx = this.parent.penTrails().getContext(&apos;2d&apos;);&#xD;ctx.clearRect(-1000, -1000, 2000, 2000);&#xD;this.parent.changed();</l></block><list></list></block></script></block-definition><block-definition s="ISO Right Wall XY %&apos;xy&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportQuotient"><custom-block s="x %l"><block var="xy"/></custom-block><block s="reportMonadic"><l><option>sqrt</option></l><l>2</l></block></block><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><custom-block s="x %l"><block var="xy"/></custom-block><block s="reportMonadic"><l><option>sqrt</option></l><l>6</l></block></block></block><block s="reportVariadicProduct"><list><custom-block s="y %l"><block var="xy"/></custom-block><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportQuotient"><l>2</l><l>3</l></block></block></list></block></list></block></list></block></block></script></block-definition><block-definition s="x %&apos;XY&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="XY"/></block></block></script></block-definition><block-definition s="y %&apos;XY&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="XY"/></block></block></script></block-definition><block-definition s="Draw point list %&apos;pointlist&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="pointlist"/></block><l>1</l></block><script><block s="up"></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><block var="pointlist"/></block></block><block s="down"></block><block s="doGotoObject"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="i"/><l>1</l></list></block><block var="pointlist"/></block></block><block s="up"></block></script></block></script></block-definition><block-definition s="Draw axis in facing direction %&apos;length&apos; long drawarrowheads %&apos;drawarrowheads&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%b">true</input></inputs><script><block s="down"></block><block s="forward"><block var="length"/></block><block s="doIf"><block var="drawarrowheads"/><script><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="setScale"><l>200</l></block><block s="doStamp"></block><block s="setScale"><l>100</l></block></script></block><block s="up"></block><block s="forward"><block s="reportMonadic"><l><option>neg</option></l><block var="length"/></block></block></script></block-definition><block-definition s="$paintbucket set line dash style %&apos;dash pattern&apos;" type="command" category="pen"><comment x="0" y="0" w="264.6666666666667" collapsed="false">This command takes a series of numbers to specify the dash style, and future &quot;pen down&quot; ... &quot;move&quot; commands will thereafter use that style. To reset to a solid line, just pass in no inputs. Otherwise, the format is SOLID1 GAP1 SOLID2 GAP2 etc. If the number of input numbers is odd, it&apos;ll flip SOLID with GAP every other iteration.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%n"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>dashpattern</l></list><l>ctx = this.parent.penTrails().getContext(&apos;2d&apos;);&#xD;	ctx.setLineDash(dashpattern.asArray());&#xD;this.parent.changed();</l></block><list><block var="dash pattern"/></list></block></script></block-definition><block-definition s="Draw grid in facing direction %&apos;length&apos; long dash %&apos;dash&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="up"></block><block s="forward"><block var="length"/></block><block s="turn"><l>120</l></block><block s="down"></block><custom-block s="$paintbucket set line dash style %mult%n"><list><block var="dash"/></list></custom-block><block s="forward"><block var="length"/></block><block s="turn"><l>60</l></block><block s="forward"><block var="length"/></block><block s="up"></block><block s="turn"><l>120</l></block><block s="forward"><block var="length"/></block><block s="turn"><l>60</l></block><custom-block s="$paintbucket set line dash style %mult%n"><list></list></custom-block></script><scripts><script x="231.66666666666666" y="140.4166666666666"><block s="forward"><block s="reportMonadic"><l><option>neg</option></l><block var="length"/></block></block></script><script x="207.33333333333334" y="111.58333333333336"><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="setScale"><l>200</l></block><block s="doStamp"></block><block s="setScale"><l>100</l></block></script></scripts></block-definition><block-definition s="Draw Axes and Grid length %&apos;length&apos; dash %&apos;dash&apos; axisdelta %&apos;axisdelta&apos; axescolor %&apos;axescolor&apos; fencecolor %&apos;fencecolor&apos; drawarrowheads %&apos;drawarrowheads&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%l"></input><input type="%l"></input><input type="%b">true</input></inputs><script><custom-block s="$paintbucket set line dash style %mult%n"><list></list></custom-block><block s="setHeading"><l>0</l></block><block s="doRepeat"><l>3</l><script><custom-block s="set pen color to rgb %l"><block var="axescolor"/></custom-block><custom-block s="Draw axis in facing direction %n long drawarrowheads %b"><block s="reportVariadicSum"><list><block var="length"/><block var="axisdelta"/></list></block><block var="drawarrowheads"/></custom-block><custom-block s="set pen color to rgb %l"><block var="fencecolor"/></custom-block><custom-block s="Draw grid in facing direction %n long dash %n"><block var="length"/><block var="dash"/></custom-block><block s="turn"><l>120</l></block></script></block><block s="gotoXY"><l>0</l><block var="length"/></block><block s="up"></block></script></block-definition><block-definition s="Draw Bottom Grid length %&apos;length&apos; Xs %&apos;Xs&apos; Ys %&apos;Ys&apos; overlap %&apos;overlap&apos; labeloverlap %&apos;labeloverlap&apos; dash %&apos;dash&apos; Xlabels %&apos;Xlabels&apos; Ylabels %&apos;Ylabels&apos; bottomgridcolor %&apos;bottomgridcolor&apos; XYlabelscolor %&apos;XYlabelscolor&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%l"></input><input type="%l"></input><input type="%l"></input><input type="%l"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>120</l></block><block s="doForEach"><l>X label</l><block var="Xlabels"/><script><block s="forward"><block s="reportQuotient"><block var="length"/><block s="reportVariadicSum"><list><block var="Xs"/><l>1</l></list></block></block></block><block s="turn"><l>120</l></block><custom-block s="Draw Bottom Row Dash %n length %n label overlap %n label %txt labelproc %cmdRing bottomgridcolor %l XYlabelscolor %l"><block var="dash"/><block s="reportVariadicSum"><list><block var="length"/><block var="overlap"/></list></block><block var="labeloverlap"/><block var="X label"/><block s="reifyScript"><script><custom-block s="$paintbucket 3D %s text %txt align %s"><l>rightfloor</l><l></l><l>center</l></custom-block></script><list></list></block><block var="bottomgridcolor"/><block var="XYlabelscolor"/></custom-block><block s="turnLeft"><l>120</l></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>240</l></block><block s="doForEach"><l>Y label</l><block var="Ylabels"/><script><block s="forward"><block s="reportQuotient"><block var="length"/><block s="reportVariadicSum"><list><block var="Ys"/><l>1</l></list></block></block></block><block s="turnLeft"><l>120</l></block><custom-block s="Draw Bottom Row Dash %n length %n label overlap %n label %txt labelproc %cmdRing bottomgridcolor %l XYlabelscolor %l"><block var="dash"/><block s="reportVariadicSum"><list><block var="length"/><block var="overlap"/></list></block><block var="labeloverlap"/><block var="Y label"/><block s="reifyScript"><script><custom-block s="$paintbucket 3D %s text %txt align %s"><l>leftfloor</l><l></l><l>center</l></custom-block></script><list></list></block><block var="bottomgridcolor"/><block var="XYlabelscolor"/></custom-block><block s="turn"><l>120</l></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block-definition><block-definition s="Draw Bottom Row Dash %&apos;dash&apos; length %&apos;length&apos; label overlap %&apos;label overlap&apos; label %&apos;label&apos; labelproc %&apos;labelproc&apos; bottomgridcolor %&apos;bottomgridcolor&apos; XYlabelscolor %&apos;XYlabelscolor&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%txt"></input><input type="%cmdRing"></input><input type="%l"></input><input type="%l"></input></inputs><script><custom-block s="$paintbucket set line dash style %mult%n"><list><block var="dash"/></list></custom-block><block s="down"></block><custom-block s="set pen color to rgb %l"><block var="bottomgridcolor"/></custom-block><block s="forward"><block var="length"/></block><block s="up"></block><block s="forward"><block var="label overlap"/></block><block s="down"></block><custom-block s="set pen color to rgb %l"><block var="XYlabelscolor"/></custom-block><block s="doRun"><block var="labelproc"/><list><block var="label"/></list></block><block s="up"></block><block s="forward"><block s="reportMonadic"><l><option>neg</option></l><block s="reportVariadicSum"><list><block var="length"/><block var="label overlap"/></list></block></block></block></script></block-definition><block-definition s="3DCube %&apos;length&apos; top %&apos;top&apos; left %&apos;left&apos; right %&apos;right&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%b">true</input><input type="%b">true</input><input type="%b">true</input></inputs><script><block s="changeYPosition"><block s="reportQuotient"><block var="length"/><l>2</l></block></block><block s="doChangeVar"><l>length</l><l>0</l></block><block s="doDeclareVariables"><list><l>original pen color</l><l>original direction</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>original pen color</l><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>original direction</l><block s="direction"></block></block><block s="setHeading"><l>180</l></block><block s="doIf"><block var="left"/><script><custom-block s="set pen color to rgb %l"><block s="reportListItem"><l>1</l><block var="COLOR"/></block></custom-block><custom-block s="3DCube Face %n"><block var="length"/></custom-block></script></block><block s="turn"><l>120</l></block><block s="doIf"><block var="top"/><script><custom-block s="set pen color to rgb %l"><block s="reportListItem"><l>2</l><block var="COLOR"/></block></custom-block><custom-block s="3DCube Face %n"><block var="length"/></custom-block></script></block><block s="turn"><l>120</l></block><block s="doIf"><block var="right"/><script><custom-block s="set pen color to rgb %l"><block s="reportListItem"><l>3</l><block var="COLOR"/></block></custom-block><custom-block s="3DCube Face %n"><block var="length"/></custom-block></script></block><custom-block s="set pen color to rgb %l"><block var="original pen color"/></custom-block><block s="setHeading"><block var="original direction"/></block></script></block><block s="changeYPosition"><block s="reportQuotient"><block var="length"/><l>-2</l></block></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List([this.color.r, this.color.g, this.color.b]);</l></block><list></list></block></block></script></block-definition><block-definition s="3DCube Face %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>points</l></list></block><block s="doSetVar"><l>points</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><l>2</l><script><block s="forward"><block var="length"/></block><block s="doAddToList"><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block><block var="points"/></block><block s="turn"><l>120</l></block><block s="forward"><block var="length"/></block><block s="doAddToList"><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block><block var="points"/></block><block s="turn"><l>60</l></block></script></block><custom-block s="$flash filled polygon %l"><block var="points"/></custom-block></script></block-definition><block-definition s="set pen color to rgb %&apos;color&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l">255</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>r</l><l>g</l><l>b</l></list><l>this.setColor(new Color(r, g, b));</l></block><list><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></list></block></script></block-definition><block-definition s="$flash filled polygon %&apos;xy coords&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>coordsList</l></list><l>context = this.parent.penTrails().getContext(&apos;2d&apos;);&#xD;context.beginPath();&#xD;&#xD;var tpdx = this.parent.dimensions.x / 2;&#xD;var tpdy = this.parent.dimensions.y / 2;&#xD;&#xD;coords = coordsList.asArray();&#xD;coords0 = coords[0].asArray();&#xD;context.moveTo(tpdx + +coords0[0], tpdy - +coords0[1]);&#xD;coords.slice(1,coords.Length).forEach(function(coordSublist) {&#xD;    coord = coordSublist.asArray();&#xD;    context.lineTo(tpdx + +coord[0], tpdy - +coord[1]);&#xD;});&#xD;&#xD;context.fillStyle = new Color(this.color.r, this.color.g, this.color.b, this.color.a);&#xD;context.fill();&#xD;context.closePath();&#xD;this.parent.changed();</l></block><list><block var="xy coords"/></list></block></script></block-definition><block-definition s="Stack of %&apos;n&apos; 3DCubes cubesize %&apos;cubesize&apos; cubegap %&apos;cubegap&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doRepeat"><block var="n"/><script><custom-block s="3DCube %n top %b left %b right %b"><block var="cubesize"/><l><bool>true</bool></l><l><bool>true</bool></l><l><bool>true</bool></l></custom-block><block s="changeYPosition"><block s="reportVariadicSum"><list><block var="cubesize"/><block var="cubegap"/></list></block></block></script></block><block s="changeYPosition"><block s="reportMonadic"><l><option>neg</option></l><block var="cubegap"/></block></block></script></block-definition><block-definition s="3D Stack %&apos;n&apos; high at x %&apos;x&apos; of %&apos;Xs&apos; y %&apos;y&apos; of %&apos;Ys&apos; length %&apos;length&apos; cubesize %&apos;cube size&apos; cubegap %&apos;cubegap&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>120</l></block><block s="forward"><block s="reportVariadicProduct"><list><block var="length"/><block s="reportQuotient"><block var="x"/><block s="reportVariadicSum"><list><block var="Xs"/><l>1</l></list></block></block></list></block></block><block s="turn"><l>120</l></block><block s="forward"><block s="reportVariadicProduct"><list><block var="length"/><block s="reportQuotient"><block var="y"/><block s="reportVariadicSum"><list><block var="Ys"/><l>1</l></list></block></block></list></block></block><custom-block s="Stack of %n 3DCubes cubesize %n cubegap %n"><block var="n"/><block var="cube size"/><block var="cubegap"/></custom-block></script></block-definition><block-definition s="X label %&apos;label&apos; length %&apos;length&apos; labeloffset %&apos;offset&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>120</l></block><block s="up"></block><block s="forward"><block s="reportQuotient"><block var="length"/><l>2</l></block></block><block s="turn"><l>120</l></block><block s="forward"><block var="length"/></block><block s="forward"><block var="offset"/></block><block s="down"></block><custom-block s="$paintbucket 3D %s text %txt align %s"><l>rightfloor</l><block var="label"/><l>center</l></custom-block><block s="up"></block></script></block-definition><block-definition s="3D Graph of %&apos;data&apos; length %&apos;length&apos; circumdash %&apos;circumdash&apos; bottomgriddash %&apos;bottomgriddash&apos; overlap %&apos;overlap&apos; labeloverlap %&apos;labeloverlap&apos; cubesize %&apos;cubesize&apos; textgap %&apos;textgap&apos; bottomgridcolor %&apos;bottomgridcolor&apos; topofcubecolor %&apos;topofcubecolor&apos; labelcolor %&apos;labelcolor&apos; XYlabelscolor %&apos;XYlabelscolor&apos; Xlabel %&apos;Xlabel&apos; Ylabel %&apos;Ylabel&apos; Zlabel %&apos;Zlabel&apos; labeloffset %&apos;labeloffset&apos; axisdelta %&apos;axisdelta&apos; axescolor %&apos;axescolor&apos; fencecolor %&apos;fencecolor&apos; cubegap %&apos;cubegap&apos; drawarrowheads %&apos;drawarrowheads&apos; linespacing %&apos;linespacing&apos; Zlabeloffset %&apos;Zlabeloffset&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%l"></input><input type="%l"></input><input type="%l"></input><input type="%l"></input><input type="%txt"></input><input type="%txt"></input><input type="%mlt"></input><input type="%n"></input><input type="%n"></input><input type="%l"></input><input type="%l"></input><input type="%n"></input><input type="%b">true</input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>Xs</l><l>Ys</l><l>rawdata</l><l>Xlabels</l><l>Ylabels</l></list></block><block s="doSetVar"><l>rawdata</l><block s="reportCDR"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="data"/></block></block></block><block s="doSetVar"><l>Xs</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="rawdata"/></block></block></block><block s="doSetVar"><l>Ys</l><block s="reportListAttribute"><l><option>length</option></l><block var="rawdata"/></block></block><block s="doSetVar"><l>Xlabels</l><block s="reportCDR"><block s="reportListItem"><l>1</l><block var="data"/></block></block></block><block s="doSetVar"><l>Ylabels</l><block s="reportCDR"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="data"/></block></block></block><block s="doWarp"><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Draw Axes and Grid length %n dash %n axisdelta %n axescolor %l fencecolor %l drawarrowheads %b"><block var="length"/><block var="circumdash"/><block var="axisdelta"/><block var="axescolor"/><block var="fencecolor"/><block var="drawarrowheads"/></custom-block><custom-block s="Draw Bottom Grid length %n Xs %n Ys %n overlap %n labeloverlap %n dash %n Xlabels %l Ylabels %l bottomgridcolor %l XYlabelscolor %l"><block var="length"/><block var="Xs"/><block var="Ys"/><block var="overlap"/><block var="labeloverlap"/><block var="bottomgriddash"/><block var="Xlabels"/><block var="Ylabels"/><block var="bottomgridcolor"/><block var="XYlabelscolor"/></custom-block><custom-block s="Draw Data rawdata %l Xs %n Ys %n topofcubecolor %l textgap %n length %n cubesize %n cubegap %n"><block var="rawdata"/><block var="Xs"/><block var="Ys"/><block var="topofcubecolor"/><block var="textgap"/><block var="length"/><block var="cubesize"/><block var="cubegap"/></custom-block><custom-block s="set pen color to rgb %l"><block var="labelcolor"/></custom-block><custom-block s="X label %txt length %n labeloffset %n"><block var="Xlabel"/><block var="length"/><block var="labeloffset"/></custom-block><custom-block s="Y label %txt length %n labeloffset %n"><block var="Ylabel"/><block var="length"/><block var="labeloffset"/></custom-block><custom-block s="Z label %mlt length %n labeloffset %n linespacing %n"><block var="Zlabel"/><block var="length"/><block var="Zlabeloffset"/><block var="linespacing"/></custom-block></script></block></script></block-definition><block-definition s="Y label %&apos;label&apos; length %&apos;length&apos; labeloffset %&apos;offset&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>240</l></block><block s="up"></block><block s="forward"><block s="reportQuotient"><block var="length"/><l>2</l></block></block><block s="turnLeft"><l>120</l></block><block s="forward"><block var="length"/></block><block s="forward"><block var="offset"/></block><block s="down"></block><custom-block s="$paintbucket 3D %s text %txt align %s"><l>leftfloor</l><block var="label"/><l>center</l></custom-block><block s="up"></block></script></block-definition><block-definition s="Draw Data rawdata %&apos;rawdata&apos; Xs %&apos;Xs&apos; Ys %&apos;Ys&apos; topofcubecolor %&apos;topofcubecolor&apos; textgap %&apos;textgap&apos; length %&apos;length&apos; cubesize %&apos;cubesize&apos; cubegap %&apos;cubegap&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n"></input><input type="%n"></input><input type="%l"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doFor"><l>x</l><l>1</l><block var="Xs"/><script><block s="doFor"><l>y</l><l>1</l><block var="Ys"/><script><block s="up"></block><custom-block s="3D Stack %n high at x %n of %n y %n of %n length %n cubesize %n cubegap %n"><block s="reportListItem"><block var="x"/><block s="reportListItem"><block var="y"/><block var="rawdata"/></block></block><block var="x"/><block var="Xs"/><block var="y"/><block var="Ys"/><block var="length"/><block var="cubesize"/><block var="cubegap"/></custom-block><block s="down"></block><custom-block s="set pen color to rgb %l"><block var="topofcubecolor"/></custom-block><block s="up"></block><block s="forward"><block var="textgap"/></block><custom-block s="$paintbucket 3D %s text %txt align %s"><l>rightfloor</l><block s="reportListItem"><block var="x"/><block s="reportListItem"><block var="y"/><block var="rawdata"/></block></block><l>center</l></custom-block></script></block></script></block></script></block-definition><block-definition s="3D Graph EZ %&apos;data&apos; with labels %&apos;Xlabel&apos; %&apos;Ylabel&apos; %&apos;Zlabel&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%txt"></input><input type="%txt"></input><input type="%mlt"></input></inputs><script><custom-block s="3D Graph of %l length %n circumdash %n bottomgriddash %n overlap %n labeloverlap %n cubesize %n textgap %n bottomgridcolor %l topofcubecolor %l labelcolor %l XYlabelscolor %l Xlabel %txt Ylabel %txt Zlabel %mlt labeloffset %n axisdelta %n axescolor %l fencecolor %l cubegap %n drawarrowheads %b linespacing %n Zlabeloffset %n"><block var="data"/><l>400</l><l>20</l><l>5</l><l>20</l><l>30</l><l>18</l><l>10</l><block s="reportNewList"><list><l>32</l><l>60</l><l>118</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>244</l><l>187</l><l>75</l></list></block><block s="reportNewList"><list><l>32</l><l>60</l><l>118</l></list></block><block var="Xlabel"/><block var="Ylabel"/><block var="Zlabel"/><l>80</l><l>0</l><block s="reportNewList"><list><l>25</l><l>25</l><l>25</l></list></block><block s="reportNewList"><list><l>50</l><l>50</l><l>50</l></list></block><l>1</l><l><bool>false</bool></l><l>30</l><l>20</l></custom-block></script></block-definition><block-definition s="3D Graph Initialize" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>COLOR</l><block s="reportNewList"><list><block s="reportNewList"><list><l>92</l><l>140</l><l>201</l></list></block><block s="reportNewList"><list><l>134</l><l>183</l><l>224</l></list></block><block s="reportNewList"><list><l>35</l><l>107</l><l>180</l></list></block></list></block></block><block s="doSetVar"><l>DATA</l><block s="reportNewList"><list><block s="reportNewList"><list><l></l><l>1</l><l>2</l><l>3</l><l>4</l><l>5</l><l>6</l></list></block><block s="reportNewList"><list><l>Steph</l><l>7</l><l>5</l><l>6</l><l>7</l><l>0</l><l>6</l></list></block><block s="reportNewList"><list><l>Klay</l><l>3</l><l>1</l><l>5</l><l>4</l><l>5</l><l>2</l></list></block><block s="reportNewList"><list><l>Poole</l><l>1</l><l>5</l><l>1</l><l>2</l><l>3</l><l>3</l></list></block><block s="reportNewList"><list><l>Porter</l><l>4</l><l>1</l><l>2</l><l>0</l><l>0</l><l>2</l></list></block><block s="reportNewList"><list><l>Wigs</l><l>2</l><l>2</l><l>1</l><l>2</l><l>0</l><l>4</l></list></block></list></block></block></script></block-definition><block-definition s="$paintbucket 3D %&apos;direction&apos; text %&apos;text&apos; align %&apos;align&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>leftwall&#xD;leftfloor&#xD;rightwall&#xD;rightfloor</options></input><input type="%txt"></input><input type="%s" readonly="true">center<options>left&#xD;center&#xD;right</options></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>x</l><l>y</l><l>text</l><l>direction</l><l>align</l></list><l>ctx = this.parent.penTrails().getContext(&apos;2d&apos;);&#xD;ctx.save();&#xD;&#xD; ctx.translate( (this.parent.dimensions.x / 2) + x, (this.parent.dimensions.y / 2) - y);&#xD;&#xD; if (direction == "leftwall") {&#xD;     ctx.transform(.7071067812, -0.4082482905, 0, 0.8164965809, .7071067812, -0.4082482905);&#xD; } else if (direction == "leftfloor") {&#xD;     ctx.transform(0.707, -0.409, 0.707, 0.409, 0, -0.816);&#xD; } else if (direction == "rightwall") {&#xD;     ctx.transform(.7071067812, 0.4082482905, 0, 0.8164965809, -.7071067812, -0.4082482905);&#xD; } else if (direction == "rightfloor") {&#xD;    	ctx.transform(0.707, 0.409, -0.707, 0.409, 0, -0.816);&#xD; } else {&#xD;     direction = "none";&#xD; }&#xD;&#xD;	ctx.font = "30px Arial";&#xD; ctx.fillStyle = new Color(this.color.r, this.color.g, this.color.b);&#xD;	ctx.textAlign = align;&#xD;	ctx.fillText(text, 0, 0);&#xD;&#xD;ctx.restore();&#xD;this.parent.changed();</l></block><list><block s="xPosition"></block><block s="yPosition"></block><block var="text"/><block var="direction"/><block var="align"/></list></block></script></block-definition><block-definition s="3D Right Wall %&apos;text&apos; linespacing %&apos;linespacing&apos; length %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%mlt"></input><input type="%n"></input><input type="%n">400</input></inputs><script><block s="doGotoObject"><custom-block s="ISO Right Wall XY %l"><block s="reportNewList"><list><block s="reportQuotient"><block s="reportQuotient"><block var="length"/><l>2</l></block><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportQuotient"><l>2</l><l>3</l></block></block></block><block s="reportDifference"><block s="reportQuotient"><block var="length"/><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportQuotient"><l>2</l><l>3</l></block></block></block><block var="linespacing"/></block></list></block></custom-block></block><block s="doForEach"><l>line</l><block s="reportTextSplit"><block var="text"/><l><option>line</option></l></block><script><custom-block s="$paintbucket 3D %s text %txt align %s"><l>rightwall</l><block var="line"/><l>center</l></custom-block><block s="changeYPosition"><block s="reportMonadic"><l><option>neg</option></l><block s="reportVariadicProduct"><list><block var="linespacing"/><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportQuotient"><l>2</l><l>3</l></block></block></list></block></block></block></script></block></script></block-definition><block-definition s="ISO Left Wall XY %&apos;xy&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><custom-block s="x %l"><block var="xy"/></custom-block><block s="reportMonadic"><l><option>sqrt</option></l><l>2</l></block></block></block><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><custom-block s="x %l"><block var="xy"/></custom-block><block s="reportMonadic"><l><option>sqrt</option></l><l>6</l></block></block></block><block s="reportVariadicProduct"><list><custom-block s="y %l"><block var="xy"/></custom-block><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportQuotient"><l>2</l><l>3</l></block></block></list></block></list></block></list></block></block></script></block-definition><block-definition s="3D Left Wall %&apos;text&apos; linespacing %&apos;linespacing&apos; length %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%mlt"></input><input type="%n"></input><input type="%n">400</input></inputs><script><block s="doGotoObject"><custom-block s="ISO Left Wall XY %l"><block s="reportNewList"><list><block s="reportQuotient"><block s="reportQuotient"><block var="length"/><l>2</l></block><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportQuotient"><l>2</l><l>3</l></block></block></block><block s="reportDifference"><block s="reportQuotient"><block var="length"/><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportQuotient"><l>2</l><l>3</l></block></block></block><block var="linespacing"/></block></list></block></custom-block></block><block s="doForEach"><l>line</l><block s="reportTextSplit"><block var="text"/><l><option>line</option></l></block><script><custom-block s="$paintbucket 3D %s text %txt align %s"><l>leftwall</l><block var="line"/><l>center</l></custom-block><block s="changeYPosition"><block s="reportMonadic"><l><option>neg</option></l><block s="reportVariadicProduct"><list><block var="linespacing"/><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportQuotient"><l>2</l><l>3</l></block></block></list></block></block></block></script></block></script></block-definition><block-definition s="Z label %&apos;label&apos; length %&apos;length&apos; labeloffset %&apos;labeloffset&apos; linespacing %&apos;linespacing&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%mlt"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>240</l></block><block s="forward"><block s="reportVariadicSum"><list><block var="length"/><block var="labeloffset"/></list></block></block><block s="turn"><l>120</l></block><block s="forward"><block s="reportDifference"><block var="length"/><block s="reportVariadicProduct"><list><block var="linespacing"/><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportQuotient"><l>2</l><l>3</l></block></block></list></block></block></block><block s="doForEach"><l>line</l><block s="reportTextSplit"><block var="label"/><l><option>line</option></l></block><script><custom-block s="$paintbucket 3D %s text %txt align %s"><l>leftwall</l><block var="line"/><l>right</l></custom-block><block s="changeYPosition"><block s="reportMonadic"><l><option>neg</option></l><block s="reportVariadicProduct"><list><block var="linespacing"/><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportQuotient"><l>2</l><l>3</l></block></block></list></block></block></block></script></block></script><scripts><script x="432" y="99.33333333333334"><block s="doGotoObject"><custom-block s="ISO Left Wall XY %l"><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportQuotient"><block var="length"/><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportQuotient"><l>2</l><l>3</l></block></block></block><block var="offset"/></list></block><block s="reportDifference"><block s="reportQuotient"><block var="length"/><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportQuotient"><l>2</l><l>3</l></block></block></block><block var="spacing"/></block></list></block></custom-block></block></script></scripts></block-definition></blocks><stage name="Stage" width="1000" height="1000" costume="2" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="1256"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="1257"><item><ref mediaID="Stage_cst_XY Grid"></ref></item><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="1258"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite(2)" idx="1" x="173.20508075688758" y="6.061230866018718" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="200,200,200,1" pen="tip" id="1263"><costumes><list struct="atomic" id="1264"></list></costumes><sounds><list struct="atomic" id="1265"></list></sounds><blocks></blocks><variables></variables><scripts><script x="5" y="5"><block s="receiveGo"></block><block s="clear"></block><custom-block s="3D Graph Initialize"></custom-block><custom-block s="3D Graph EZ %l with labels %txt %txt %mlt"><block var="DATA"/><l>2022 NBA Finals Game #</l><l>Golden State Warriors</l><l>&#xD;Three&#xD;Pointers&#xD;Made</l></custom-block><custom-block s="set pen color to rgb %l"><block s="reportNewList"><list><l>200</l><l>200</l><l>200</l></list></block></custom-block><custom-block s="3D Left Wall %mlt linespacing %n length %n"><l>&#xD;This is a demonstration of a Snap!&#xD;data science library that can be&#xD;used to display data in 3D, in&#xD;which the graph itself is drawn&#xD;as an isometric projection.&#xD;&#xD;Words can be written on the&#xD;left or right walls, or on&#xD;the left or right floor.&#xD;&#xD;All visual elements customizable.&#xD;&#xD;-- Dan Garcia, UC Berkeley</l><l>30</l><l>400</l></custom-block><custom-block s="3D Right Wall %mlt linespacing %n length %n"><l>&#xD;There are several interesting&#xD;features of this data set.&#xD;&#xD;Steph Curry became the 1st player&#xD;in NBA history to have five or&#xD;more three pointers in four &#xD;consecutive games (1-4).&#xD;&#xD;Note HOW FEW three pointers the &#xD;Warriors hit in Game 5 and still won!</l><l>30</l><l>400</l></custom-block></script></scripts></sprite><watcher s="xPosition" style="normal" x="7.44794941298494" y="7.447949412985352" color="74,108,212" hidden="true"/><watcher s="yPosition" style="normal" x="7.44794941298494" y="35.750158671919564" color="74,108,212" hidden="true"/><watcher var="COLOR" style="normal" x="2.3486483085434884" y="2.348648308543364" color="243,118,29" hidden="true"/><watcher var="DATA" style="normal" x="2.823969990033902" y="2.8239699900342643" color="243,118,29" extX="869" extY="288" hidden="true"/></sprites></stage><variables><variable name="COLOR"><list id="1298"><item><list struct="atomic" id="1299">92,140,201</list></item><item><list struct="atomic" id="1300">134,183,224</list></item><item><list struct="atomic" id="1301">35,107,180</list></item></list></variable><variable name="DATA"><list id="1302"><item><list struct="atomic" id="1303">,1,2,3,4,5,6</list></item><item><list struct="atomic" id="1304">Steph,7,5,6,7,0,6</list></item><item><list struct="atomic" id="1305">Klay,3,1,5,4,5,2</list></item><item><list struct="atomic" id="1306">Poole,1,5,1,2,3,3</list></item><item><list struct="atomic" id="1307">Porter,4,1,2,0,0,2</list></item><item><list struct="atomic" id="1308">Wigs,2,2,1,2,0,4</list></item></list></variable></variables></scene></scenes></project><media name="3D Plotting of 2D Array Data" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="XY Grid" center-x="240" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnVGOI9lxRau3YQNjrcF/ErQKr8AeWNL37KB3MN+ygIFX4FUI8p/XoBnA3kYZ7CmOKDaTmRl8N3le8MyP1F35IoP33OCtIFnVn97f39/fwP/99NNPb9988w24w9dqTR7P5/3t7/6w2MQPf/rj8xt80Q6cDR54OpNPBjDPNOSO6IYmazeyt1shbPiOVHh/LWdjv2bpE3QmBnDaAc3q0w3dTO67D+cyhA3f55N3Np7P4LoDOhMDmOcZdEd0Q6PFCzT36dN/v72//zpQ2ZJ7FXA29iqWv57OxADOe6DVHeiGbiX2hgdjAG8Q6aBLnI2DhN5xGzoTA3gHTC99e6Mb+tUYrQXw+WXqV32J+sjH72zwpo/OxADmeQbdEd3QaPECzd0L4Jvh8/nTz118/vjhh+s/3+rxfM35a+ezN6799FH+/LMV139ekuDedeevnc9e/9zG2tePCmFnI2DwB0vSmRjADwJ+teN0Q78aj3gA7wzsSgBfBuhSuC4F+pb7GcCvNhV/e7z05ysD+HW9WXrkdEOXHtQTD61tiOtfv/0hrLuhc2+jXQvcDRvzvY106fFs/fu1wF2qc0QIOxtPHKSFW9OZGMA8z6A7ohsaLd5Cc1vD59bxpQ14NXCWghQWwKfHvCfQDeAZJyDXM/35ygDOsW9ZmW7oGUVHBfC1gGuBvPObir3vAe/deA3gGScg1zP9+coAzrFvWZlu6FlFXwua5eAa/BK0AVy2kLNRli52kM7EAI6h71mYbuiZVV/7NO+Ql6DXNtqdX196qXvvVr/1+rVvVNyAZ56A8b3Tn68M4PHMW1ekG3p28dc+dHX9+IZ/CvrWe8N3PrQ1IoDXvvF49Our74cPMo2zMUjIgWXoTAzggbBfoRTd0LMziAfwYIGOCrdH2j6qR2fjEUqZs3QmBnCGe9uqdEPPLvzIAD5pkQ6fU33yb9lKP/5LvzkbvOmjMzGAeZ5Bd0Q3NFq8Dc2NDuANt/SSQQo4G4OEHFiGzsQAHgj7FUrRDT07AwN4XoLOBo8dnYkBzPMMuiO6odHiBZpb+8cYAre05IICzgbPGnQmBjDPM+iO6IZGixdozgAOiFos6WwUhQseozMxgIPwO5amG7qj5vcekwHMIe5scFicO6EzMYB5nkF3RDc0WrxAcwZwQNRiSWejKFzwGJ2JARyE37E03dAdNXcDnoOqs8HjRGdiAPM8g+6Ibmi0eIHm3IADohZLOhtF4YLH6EwM4CD8jqXphu6ouRvwHFSdDR4nOhMDmOcZdEd0Q6PFCzTnBhwQtVjS2SgKFzxGZ2IAB+F3LE03dEfN3YDnoOps8DjRmRjAPM+gO6IbGi1eoDk34ICoxZLORlG44DE6EwM4CL9jabqhO2ruBjwHVWeDx4nOxADmeQbdEd3QaPECzbkBB0QtlnQ2isIFj9GZGMBB+B1L0w3dUXM34DmoOhs8TnQmBjDPM+iO6IZGixdozg04IGqxpLNRFC54jM7EAA7C71iabuiOmrsBz0HV2eBxojMxgHmeQXdENzRavEBzbsABUYslnY2icMFjdCYGcBB+x9J0Q3fU3A14DqrOBo8TnYkBzPMMuiO6odHiBZpzAw6IWizpbBSFCx6jMzGAg/A7lqYbuqPmbsBzUHU2eJzoTAxgnmfQHdENjRYv0JwbcEDUYklnoyhc8BidiQEchN+xNN3QHTV3A56DqrPB40RnYgDzPIPuiG5otHiB5tyAA6IWSzobReGCx+hMDOAg/I6l6YbuqLkb8BxUnQ0eJzoTA5jnGXRHdEOjxQs05wYcELVY0tkoChc8RmdiAAfhdyxNN3RHzd2A56DqbPA40ZkYwDzPoDuiGxotXqA5N+CAqMWSzkZRuOAxOhMDOAi/Y2m6oTtq7gY8B1Vng8eJzsQA5nkG3RHd0GjxAs25AQdELZZ0NorCBY/RmRjAQfgdS9MN3VFzN+A5qDobPE50JgYwzzPojuiGRosXaM4NOCBqsaSzURQueIzOxAAOwu9Ymm7ojpq7Ac9B1dngcaIzMYB5nkF3RDc0WrxAc27AAVGLJZ2NonDBY3QmBnAQfsfSdEN31NwNeA6qzgaPE52JAczzDLojuqHR4gWacwMOiFos6WwUhQseozMxgIPwO5amG7qj5m7Ac1B1Nnic6EwMYJ5n0B3RDY0WL9CcG3BA1GJJZ6MoXPAYnYkBHITfsTTd0B01dwOeg6qzweNEZ2IA8zyD7ohuaLR4gebcgAOiFks6G0XhgsfoTAzgIPyOpemG7qi5G/AcVJ0NHic6EwOY5xl0R3RDo8ULNOcGHBC1WNLZKAoXPEZnYgAH4XcsTTd0R83dgOeg6mzwONGZGMA8z6A7ohsaLV6gOTfggKjFks5GUbjgMToTAzgIv2NpuqE7au4GPAdVZ4PHic7EAOZ5Bt0R3dBo8QLNuQEHRC2WdDaKwgWP0ZkYwEH4HUvTDd1RczfgOag6GzxOdCYGMM8z6I7ohkaLF2jODTggarGks1EULniMzsQADsLvWJpu6I6auwHPQdXZ4HGiMzGAeZ5Bd0Q3NFq8QHNuwAFRiyWdjaJwwWN0JgZwEH7H0nRDd9TcDXgOqs4GjxOdiQHM8wy6I7qh0eIFmnMDDohaLOlsFIULHqMzMYCD8DuWphu6o+ZuwHNQdTZ4nOhMDGCeZ9Ad0Q2NFi/QnBtwQNRiSWejKFzwGJ2JARyE37E03dAdNXcDnoOqs8HjRGdiAPM8g+6Ibmi0eIHm3IADohZLOhtF4YLH6EwM4CD8jqXphu6ouRvwHFSdDR4nOhMDmOcZdEd0Q6PFCzTnBhwQtVjS2SgKFzxGZ2IAB+F3LE03dEfN3YDnoOps8DjRmRjAPM+gO6IbGi1eoDk34ICoxZLORlG44DE6EwM4CL9jabqhO2ruBjwHVWeDx4nOxADmeQbdEd3QaPECzbkBB0QtlnQ2isIFj9GZGMBB+B1L0w3dUXM34DmoOhs8TnQmn3788cd3nmx2pAIqsEWB777769v33/9qy6VeowIqAFPADRgGhN4O/TtKun6j+/Ml6NGK1us5G3XtUifpTAzgFPmmdemGbir74sMygDnEnQ0Oi3MndCYGMM8z6I7ohkaLV2zuL39+e/vNb28fNoCLogaOORsBUR8sSWdiAD8I+NWO0w3diccpeK//uw5iA5hD3NngsHADHsRCUw8SclAZeQwScqXMOXzPgXsZxpchbAAfw2PLXZyNLSodew2diRvwsX6Y/m50Q08v8McDuA7g01/f+jsDmEPc2eCwcAMexEJTDxJyUBl5DBJy5wZ8GcCn/3/egg3gY3hsuYuzsUWlY6+hM3EDPtYP09+NbuiZBb7+sNWWLdgA5hB3Njgs3IAHsdDUg4QcVEYeg4S8KLP0Yatb7/teh7IBPJ5HtaKzUVUud47OxA04x75lZbqhZxN97cNWa5+ENoA5xJ0NDgs34EEsNPUgIQeVkccgIT/KbHmZ+fz+762fBTaAx/J4pJqz8Yh6mbN0Jm7AGe5tq9INPZvw9wL49FiWfgHH+XEawBzizgaHhRvwIBaaepCQg8rIoybkraA9V9q6Bd+6swFc45E45WwkVH2sJp2JG/BjfF/uNN3QVCBLv0jj/PLyue/rX7zhBkwl+nVfzgaPFZ2JAczzDLojuqGJ4q19kOo6hK/D+N5jcgPmEHc2OCx8CXoQC009SMhBZeSxX8jLn++991L0OYjXtt7LDgzg/TxSJ5yNlLL1unQmbsB1ti95km7oGaBchvC9f+loy2MxgLeodMw1zsYxOu+5C52JAbyHpte+0Q09A6ItL0lvfRwG8Fal8tc5G3mN996BzsQA3kv0xa+nG3oGPPc+kLW3fwN4r2K5652NnLbVynQmBnCV7IueoxuajmXtPeC9/RvAexXLXe9s5LStVqYzMYCrZF/0HN3Qr4bFAOYQdzY4LM6d0JkYwDzPoDuiGxotXqA5AzggarGks1EULniMzsQADsLvWJpu6I6a33tMBjCHuLPBYeEGPIiFph4k5KAy8hgk5KAyBvAgIQeUcTYGiDi4BJ2JG/Bg4N3L0Q3dXf/rx2cAc4g7GxwWbsCDWGjqQUIOKiOPQUIOKmMADxJyQBlnY4CIg0vQmbgBDwbevRzd0N31dwPmEnY2eGzoTAxgnmfQHdENjRYv0JwbcEDUYklnoyhc8BidiQEchN+xNN3QHTW/95gMYA5xZ4PDwveAB7HQ1IOEHFRGHoOEHFTGAB4k5IAyzsYAEQeXoDNxAx4MvHs5uqG76+97wFzCzgaPDZ2JAczzDLojuqHR4gWacwMOiFos6WwUhQseozMxgIPwO5amG7qj5r4HPAdVZ4PHic7EAOZ5Bt0R3dBo8QLNuQEHRC2WdDaKwgWP0ZkYwEH4HUvTDd1RczfgOag6GzxOdCYGMM8z6I7ohkaLF2jODTggarGks1EULniMzsQADsLvWJpu6I6auwHPQdXZ4HGiMzGAeZ5Bd0Q3NFq8QHNuwAFRiyWdjaJwwWN0JgZwEH7H0nRDd9TcDXgOqs4GjxOdiQHM8wy6I7qh0eIFmnMDDohaLOlsFIULHqMzMYCD8DuWphu6o+ZuwHNQdTZ4nOhMDGCeZ9Ad0Q2NFi/QnBtwQNRiSWejKFzwGJ2JARyE37E03dAdNXcDnoOqs8HjRGdiAPM8g+6Ibmi0eIHm3IADohZLOhtF4YLH6EwM4CD8jqXphu6ouRvwHFSdDR4nOhMDmOcZdEd0Q6PFCzTnBhwQtVjS2SgKFzxGZ2IAB+F3LE03dEfN3YDnoOps8DjRmRjAPM+gO6IbGi1eoDk34ICoxZLORlG44DE6EwM4CL9jabqhO2ruBjwHVWeDx4nOxADmeQbdEd3QaPECzbkBB0QtlnQ2isIFj9GZGMBB+B1L0w3dUXM34DmoOhs8TnQmBjDPM+iO6IZGixdozg04IGqxpLNRFC54jM7EAA7C71iabuiOmrsBz0HV2eBxojMxgHmeQXdENzRavEBzbsABUYslnY2icMFjdCYGcBB+x9J0Q3fU3A14DqrOBo8TnYkBzPMMuiO6odHiBZpzAw6IWizpbBSFCx6jMzGAg/A7lqYbuqPmbsBzUHU2eJzoTAxgnmfQHdENjRYv0JwbcEDUYklnoyhc8BidiQEchN+xNN3QHTV3A56DqrPB40RnYgDzPIPuiG5otHiB5tyAA6IWSzobReGCx+hMDOAg/I6l6YbuqLkb8BxUnQ0eJzoTA5jnGXRHdEOjxQs05wYcELVY0tkoChc8RmdiAAfhdyxNN3RHzd2A56DqbPA40ZkYwDzPoDuiGxotXqA5N+CAqMWSzkZRuOAxOhMDOAi/Y2m6oTtq7gY8B1Vng8eJzsQA5nkG3RHd0GjxAs25AQdELZZ0NorCBY/RmRjAQfgdS9MN3VFzN+A5qDobPE50JgYwzzPojuiGRosXaM4NOCBqsaSzURQueIzOxAAOwu9Ymm7ojpq7Ac9B1dngcaIzMYB5nkF3RDc0WrxAc27AAVGLJZ2NonDBY3QmBnAQfsfSdEN31NwNeA6qzgaPE52JAczzDLojuqHR4gWacwMOiFos6WwUhQseozMxgIPwO5amG7qj5m7Ac1B1Nnic6EwMYJ5n0B3RDY0WL9CcG3BA1GJJZ6MoXPAYnYkBHITfsTTd0B01dwOeg6qzweNEZ2IA8zyD7ohuaLR4gebcgAOiFks6G0XhgsfoTAzgIPyOpemG7qi5G/AcVJ0NHic6EwOY5xl0R3RDo8ULNOcGHBC1WNLZKAoXPEZnYgAH4XcsTTd0R83dgOeg6mzwONGZGMA8z6A7ohsaLV6gOTfggKjFks5GUbjgMToTAzgIv2NpuqE7au4GPAdVZ4PHic7EAOZ5Bt0R3dBo8QLNuQEHRC2WdDaKwgWP0ZkYwEH4HUvTDd1RczfgOag6GzxOdCaLAfzt7/7wRc0f/vTHp6pKE5Ciy7Og0Hg8SwfKfZc24Nl9OmP/zsbPU0Fi9wwmex7/zQC+WeDzp5/V/fz+8b9Xf97zjHSudT5zrnmrxuna66/vOP/po833j7av/3zrludrzl87nz3/eY/Ae2SZ4dpnGHoGXZ7V460AHja/ztkurM7GQvhWsmOH994mzojjA3gPjOtrv3wDsO8bgb0BvOV6A/ibXU9MXpxTIBbAztluaAbwoADe472VjPjC5Id/+vvl8Yrsluf8yyNbrt+aEV8F8N2D974ruSXEFgsvnbu81+UGvAfOx/3vbbRrYi5tzFsF3iLBTNf4JMOidR3Aw+bXOdsN+tVnY5j3rpV/ICO2BPDpds/KiH0BfGsD/eVl5MJL0veEPYXugA34meLunuAJDrz6kwwN0a4A3jO/BvBu1K8+G6tLyVqQ3nor8sGMeJ0AXvqu5ZeA/ngTdi2wL1/PHxTAlyF8/X7uddtrG/H5+lWz7R7fOQ68+pMMjdKwAF7bOja+wrXlMxa35rHDK02vPhurz4kbPfSLFdfCd+kbyotzWwP4WRmxbwPe88b4vWeqeyCu73Ed4IXvzJ8lLu3JekQ/r/4kM0LDkTV2BfCe+XXOdmN69dkovwR9S+lBGdEngNcGcut3N1uv2/DdzRduV/WWTLD0HfbaxtvhO/PdzyR3Drz6k8xILUfU2hzAe+d35Xrn7Gt6rz4biwH8qPf2LnMrGzDJu+M+Bb01WNc23Eux194zuPHy9qPiXm7L5/L+GNLfoLz6k8yI0BxZY9inoO+93eOcbULmbBQ/Bb0U0F+9LXL1NubSknb593Dvbg/gTRYcf9FeU6++DzGgxSPuMaDNSIm9PCJNWPQXBTYH8GDNjpiBI+4xUhZng/VLOE5sbzE5wldb79HuN2GdHnjyt3dtFXbkYJNq+SRDonH68Yn/fnt///VXTaV96pz5EvTSJKS9t2cClwKYkhH+Lug9NL325neUyvI8BfzHGJ6n/fWd/eaUw+LcCZ2JAczzDLojuqHR4gWaM4ADohZLOhtF4YLH6Ew+/du///49uY4/qi1dwEcf32zn5cEhdn6p79QReYY5imU7cTay+laqk5mc5vdLAJMHmCxgxRCzn5EHg+Bl+J47MoSfy8bZeK7+t+5OZXKe318CmBrCVAF5VjumI3kco/O9u9wKX0P4+VycjeczuO6AyORyfv8+gP/xP3AK/vQP//L2zf/9F66vV21IHs8n/+3//n6xiR+AM/x8xY7pwNk4Ruc9dyEyuZxfN+A9NL3WT0EDPOAGDIBwowXitsVU6riuiExubsDU94+IAh5nH96d5MFg4nvADA6XXTgbMtmqwN+9B0wN39OD0dRbkR5znTyO0XnLXfwU9BaVBl/zP//59vbP/3qzqLMxWOut5SZl8uVT0O/va/9A31YVHrhuUgEfeMT8owtMfJJhofPngA/icZqH6/+ugtjZOIjF+TYNmDw3gBsIeLDl8rdbYeKTTB7BnjsYwHvUKl57nolz4F7OyEUIOxtFfSvHmjB5XgA3EbDiHeyZDUx8kmHRM4AP4HE9F6db3vg7Z+MAFtfb7+WrEBMy4QSwpj7QvQu32vBE45PM8zFddmAAH8Dj3lycbv8RAs7GASy2BPBETJgBPJGAB1ouf6sNTzQ+yeQx7LmDAbxHrR3XXn8Gwm9Od4gXupTMZOnfrj9JcedrxwXwrQ/1aOqQUzeWLTAxgDdqe9BlBvBgoZc+A3Hrfd+r5y9nYzCL6233svzpVQcak1tBey+Y394O+BT0vQ/10AQM+QdX9gEmPsmwaBrAA3msfQbCDygOFHtjqZmY4AJ4TbwTA0290YmDLnuQiQE8iMOgMgbwICEvn4tWPtjz5Tnrxs8COxsDWVxvv7MwuQzhle339BCzL0FveIn5F2SaOuDeGyUfZOKTzDGYtt7FAN6q1IbrNnwG4l4VZ2ODxmuX7Hmf91Rr4ZeinG/zFCbn4D018fnLPza4+N/4AL4U8EFDn7p+ioBrJpn56w8ykQcLvgFc4HFrBvZuXDdu62wUWFzrfv7zlo3XAL4Q/Pql5OsfWl8TdIGdph5g6uvvEvdswVe3l8cDPAJHDeCCqLc+e3IrCO49hxnABeEXjiy9LXbvF5/c+ybq4jaHP1895SXoewJu+KDVPZKHCzjOVs+vtPRE8wATeTwf62UHBvBOHiufOflSbcs1BvBO4e9cvvdl51tbMmGBe9qHsNYELBr6pKlP+EWfr2m+9nWCoYsP/ZWOGcA7aa+9RXZZbuFzKUt39LlqJ4vLVx22vkJKZoIN4CWhN/DS1BtEunXJ1icasqGLD/2VjhnAD9K+fPVu5yxc39nnqgdZXObE6f9f/qzvyoetnv5NEeoXcVyb+ixmgY+mLoi2FMiXpqYbetDD7l7GAH6QcPGVoFt39bnqQRbXAXz+c/G56nSczmT8p6BPj3rpA1kFPnQBCw/pOUcGPdHI4zn4lu5qAD/I494HsnaWdjZ2CnZvURgQvq8ZwAPDdwYBB1jumBKDnmh8kjkG19a7GMBblbpx3cZP0m69g7OxVak7170Yk8c24Ad+nGUrKk29VamP68JM5LGTR/hyAzgs8I7yzsYOsQ66lM6kHsCDNqo1DnQB1/o/9OsHMJHHoURXb2YAr0p02AXOxmFSb74RnUktgAe/THBPTbqAm52QvvAgJvJIg9xX3wDep1fyamcjqW6tNp1JLYBrWpRO0QUsPaiJD8mDBc8A5vBwNjgszp3QmRjAPM+gO6IbGi1eoDkDOCBqsaSzURQueIzOxAAOwu9Ymm7ojprfe0wGMIe4s8Fh4QY8iIWmHiTkoDLyGCTkoDIG8CAhB5RxNgaIOLgEnYkb8GDg3cvRDd1d/+vHZwBziDsbHBZuwINYaOpBQg4qI49BQg4qYwAPEnJAGWdjgIiDS9CZuAEPBt69HN3Q3fV3A+YSdjZ4bOhMDGCeZ9Ad0Q2NFi/QnBtwQNRiSWejKFzwGJ2JARyE37E03dAdNb/3mAxgDnFng8PC94AHsdDUg4QcVEYeg4QcVMYAHiTkgDLOxgARB5egM3EDHgy8ezm6obvr73vAXMLOBo8NnYkBzPMMuiO6odHiBZpzAw6IWizpbBSFCx6jMzGAg/A7lqYbuqPmvgc8B1Vng8eJzsQA5nkG3RHd0GjxAs25AQdELZZ0NorCBY/RmRjAQfgdS9MN3VFzN+A5qDobPE50JgYwzzPojuiGRosXaM4NOCBqsaSzURQueIzOxAAOwu9Ymm7ojpq7Ac9B1dngcaIzMYB5nkF3RDc0WrxAc27AAVGLJZ2NonDBY3QmBnAQfsfSdEN31NwNeA6qzgaPE52JAczzDLojuqHR4gWacwMOiFos6WwUhQseozMxgIPwO5amG7qj5m7Ac1B1Nnic6EwMYJ5n0B3RDY0WL9CcG3BA1GJJZ6MoXPAYnYkBHITfsTTd0B01dwOeg6qzweNEZ2IA8zyD7ohuaLR4gebcgAOiFks6G0XhgsfoTAzgIPyOpemG7qi5G/AcVJ0NHic6EwOY5xl0R3RDo8ULNOcGHBC1WNLZKAoXPEZnYgAH4XcsTTd0R83dgOeg6mzwONGZGMA8z6A7ohsaLV6gOTfggKjFks5GUbjgMToTAzgIv2NpuqE7au4GPAdVZ4PHic7EAOZ5Bt0R3dBo8QLNuQEHRC2WdDaKwgWP0ZkYwEH4HUvTDd1RczfgOag6GzxOdCYGMM8z6I7ohkaLF2jODTggarGks1EULniMzsQADsLvWJpu6I6auwHPQdXZ4HGiMzGAeZ5Bd0Q3NFq8QHNuwAFRiyWdjaJwwWN0JgZwEH7H0nRDd9TcDXgOqs4GjxOdiQHM8wy6I7qh0eIFmnMDDohaLOlsFIULHqMzMYCD8DuWphu6o+ZuwHNQdTZ4nOhMDGCeZ9Ad0Q2NFi/QnBtwQNRiSWejKFzwGJ2JARyE37E03dAdNXcDnoOqs8HjRGdiAPM8g+6Ibmi0eIHm3IADohZLOhtF4YLH6EwM4CD8jqXphu6ouRvwHFSdDR4nOhMDmOcZdEd0Q6PFCzTnBhwQtVjS2SgKFzxGZ2IAB+F3LE03dEfN3YDnoOps8DjRmRjAPM+gO6IbGi1eoDk34ICoxZLORlG44DE6EwM4CL9jabqhO2ruBjwHVWeDx4nOxADmeQbdEd3QaPECzbkBB0QtlnQ2isIFj9GZGMBB+B1L0w3dUXM34DmoOhs8TnQmBjDPM+iO6IZGixdozg04IGqxpLNRFC54jM7EAA7C71iabuiOmrsBz0HV2eBxojMxgHmeQXdENzRavEBzbsABUYslnY2icMFjdCYGcBB+x9J0Q3fU3A14DqrOBo8TnYkBzPMMuiO6odHiBZpzAw6IWizpbBSFCx6jMzGAg/A7lqYbuqPmbsBzUHU2eJzoTAxgnmfQHdENjRYv0JwbcEDUYklnoyhc8BidiQEchN+xNN3QHTV3A56DqrPB40RnYgDzPIPuiG5otHiB5tyAA6IWSzobReGCx+hMDOAg/I6l6YbuqLkb8BxUnQ0eJzoTA5jnGXRHdEOjxQs05wYcELVY0tkoChc8RmdiAAfhdyxNN3RHzd2A56DqbPA40ZkYwDzPoDuiGxotXqA5N+CAqMWSzkZRuOAxOhMDOAi/Y2m6oTtq7gY8B1Vng8eJzsQA5nkG3RHd0GjxAs25AQdELZZ0NorCBY/RmRjAQfgdS9MN3VFzN+A5qDobPE50JgYwzzPojuiGRosXaM4NOCBqsaSzURQueIzOxAAOwu9Ymm7ojpq7Ac9B1dngcaIzMYB5nkF3RDc0WrxAc27AAVGLJZ2NonDBY3QmBnAQfsfSdEN31NwNeA6qzgaPE52JAczzDLojuqHR4gWacwMOiFos6WwUhQseozMxgIPwO5amG7qj5m7Ac1B1Nnic6EwMYJ5n0B3RDY0WL9CcG3BA1GJJZ6MoXPAYnYkBHITfsTTd0B01dwOeg6qzweNEZ2IA8zyD7ohuaLR4gebcgAOiFks6G0WNphHYAAAJv0lEQVThgsfoTAzgIPyOpemG7qi5G/AcVJ0NHic6EwOY5xl0R3RDo8ULNOcGHBC1WNLZKAoXPEZnYgAH4XcsTTd0R83dgOeg6mzwONGZGMA8z6A7ohsaLV6gOTfggKjFks5GUbjgMTqTTz/++ON78PFbWgVUIKjAd9/99e37738VvIOlVUAFUgq4AaeUbVqX/h1lU9kXH5YbMIe4s8Fhce6EzsQA5nkG3RHd0GjxAs0ZwAFRiyWdjaJwwWN0JgZwEH7H0nRDd9T8L39+e/vNb28/MgOYQ9zZ4LBwAx7EQlMPEnJQGXkMEnJDmVPwXv93HcQG8AYhD7rE2ThI6B23oTNxA94B00vf3uiG7sLoHL7nwL0M48sQNoA5xJ0NDgs34EEsNPUgIQeVkccgIVfKXAfw6fJbf2cAH8Njy12cjS0qHXsNnYkb8LF+mP5udENPL/DHA7gXwKdLzluwAcwh7mxwWLgBD2KhqQcJOaiMPAYJeVXm1gettmzBBnCGR6Wqs1FRLXuGzsQNOMu/XXW6oWcT/N4HrW6973sdygYwh7izwWHhBjyIhaYeJOSgMvIYJOSN93TvBe7lXf0Q1jgGIys5GyPVHFOLzsQNeAznl6lCN/RMILa8xHx+PEs/C+wGzCHubHBYuAEPYqGpBwk5qIw8Bgm58KnmpR83WrqrATyOx6OVnI1HFRx/ns7EDXg889YV6Yamin9r2z31umcLvvXYDGAOcWeDw8INeBALTT1IyEFl5FETcmmz3fJBq3t3NIBrPBKnnI2Eqo/VpDNxA36M78udphuaCGTtV0qufd0AJlL9uidng8eJzsQA5nkG3RHd0ETxLj9AtfRS9Pnl6KV/dGHpcbkBc4g7GxwWvgQ9iIWmHiTkoDLyeFzIyxC+9y8dbbmTAbxFpWOucTaO0XnPXehM3ID30PRa/zGGAR545CXn69sbwAOADCpBf7If9DCnKkNnYgBPZafnN0s39PMVWu9g748a3atoAK/rfdQVzsZRSm+/D52JAbydpVe++c8R7jHBoz9itOVeBvAWlY65hv5kf4wKrLvQmRjALL/gu6EbmiLgyC3XDZhC9X4fzgaPE52JAczzDLojuqEJ4t37pPPo/tyARytar+ds1LVLnaQzMYBT5JvWpRu6qeyLD8sA5hB3Njgszp3QmRjAPM+gO6IbGi1eoDkDOCBqsaSzURQueIzOxAAOwu9Ymm7ojpr7HvAcVJ0NHic6EwOY5xl0R3RDo8ULNOcGHBC1WNLZKAoXPEZnYgAH4XcsTTd0R83dgOeg6mzwONGZGMA8z6A7ohsaLV6gOTfggKjFks5GUbjgMToTAzgIv2NpuqE7au4GPAdVZ4PHic7EAOZ5Bt0R3dBo8QLNuQEHRC2WdDaKwgWP0ZkYwEH4HUvTDd1RczfgOag6GzxOdCYGMM8z6I7ohkaLF2jODTggarGks1EULniMzsQADsLvWJpu6I6auwHPQdXZ4HGiMzGAeZ5Bd0Q3NFq8QHNuwAFRiyWdjaJwwWN0JgZwEH7H0nRDd9TcDXgOqs4GjxOdiQHM8wy6I7qh0eIFmnMDDohaLOlsFIULHqMzMYCD8DuWphu6o+ZuwHNQdTZ4nOhMDGCeZ9Ad0Q2NFi/QnBtwQNRiSWejKFzwGJ2JARyE37E03dAdNXcDnoOqs8HjRGdiAPM8g+6Ibmi0eIHm3IADohZLOhtF4YLH6EwM4CD8jqXphu6ouRvwHFSdDR4nOhMDmOcZdEd0Q6PFCzTnBhwQtVjS2SgKFzxGZ2IAB+F3LE03dEfN3YDnoOps8DjRmRjAPM+gO6IbGi1eoDk34ICoxZLORlG44DE6EwM4CL9jabqhO2ruBjwHVWeDx4nOxADmeQbdEd3QaPECzbkBB0QtlnQ2isIFj9GZGMBB+B1L0w3dUXM34DmoOhs8TnQmBjDPM+iO6IZGixdozg04IGqxpLNRFC54jM7EAA7C71iabuiOmrsBz0HV2eBxojMxgHmeQXdENzRavEBzbsABUYslnY2icMFjdCYGcBB+x9J0Q3fU3A14DqrOBo8TnYkBzPMMuiO6odHiBZpzAw6IWizpbBSFCx6jMzGAg/A7lqYbuqPmbsBzUHU2eJzoTAxgnmfQHdENjRYv0JwbcEDUYklnoyhc8BidiQEchN+xNN3QHTV3A56DqrPB40RnYgDzPIPuiG5otHiB5tyAA6IWSzobReGCx+hMDOAg/I6l6YbuqLkb8BxUnQ0eJzoTA5jnGXRHdEOjxQs05wYcELVY0tkoChc8RmdiAAfhdyxNN3RHzd2A56DqbPA40ZkYwDzPoDuiGxotXqA5N+CAqMWSzkZRuOAxOhMDOAi/Y2m6oTtq7gY8B1Vng8eJzsQA5nkG3RHd0GjxAs25AQdELZZ0NorCBY/RmRjAQfgdS9MN3VFzN+A5qDobPE50JgYwzzPojuiGRosXaM4NOCBqsaSzURQueIzOxAAOwu9Ymm7ojpq7Ac9B1dngcaIzMYB5nkF3RDc0WrxAc2sb8Le/+8OXu/7wpz8G7j5vyYQuzgbPD3QmBjDPM+iO6IZGixdo7l4A3wyZz59+7uLz+8f/Xv35Vo/nM+evnc/euPbTR7n3j/LXf94rwb3z56+da57vef7z2tdHh7CzsZdu/no6EwM474FWd6AbupXYGx5MPIB3BvbIAL4M0KVwXQr6LX0YwBsMNvkl9OcrA3hygx3dPt3QR+vx7PstBfDdcLm30a4F7vXX72zBtzbTvRvx0vVrAbv29XNvI0PY2Xj2NHx9fzoTA5jnGXRHdEOjxQs0VwrgLy9BL7z0PEkAnx7CvZeYDeCA2SYsSX++MoAnNNUzW6Yb+pnaPOPewwP4+kGsBfLCg9666a69T+sG/AxX9bkn/fnKAO7jtUMeCd3Qh4gAukkpgHd8qOqrTXnDS9CX2+n1e7d7pTOA9yrm9ZcK0J+vDGD9uksBuqF3PZgGF+8O4LWNdufXl95D3Rqcawi21ll7yXmpju8BrxGY++v05ysDeG5/Hd493dCHC/LkGw7/FPStDffOxpwM4K0vT58R+GNITzYj8Pb05ysDGGgackt0Q5O1S/S2O4AHNzFygxzc2mq50b07G6uSH34BnYkBfLgl5r4h3dBzq7u/+2f/JqxTiM34W7ZGh++JnLOx37/pE3QmBnDaAc3q0w3dTO7Vh7MWwKsFvGCYAs7GMCmHFaIzMYCHoX6NQnRDvwaFnx/leYs7/f8Zt9BurJwNHlE6EwOY5xl0R3RDo8Ub2Nxl+J7LGsIDBS6UcjYKooWP0JkYwGEDdCtPN3Q3vW89nlvhawg/n7yz8XwG1x3Qmfw/lOAbRqHa8xMAAAAASUVORK5CYII=" mediaID="Stage_cst_XY Grid"/><costume name="Untitled" center-x="500" center-y="500" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/></media></snapdata>