<<if $wpseen>><<rosedir $dfight "staticpopup" "war" "warpopup">>\s\n<<else>><<rosedir $dfight "flashpopup" "war" "warpopup">>\s\n<</if>>\s\n<<set $casualtyindex += 1>>\s\n<<replace "#cascount">>''Casualties:'' <<print ["", "3.41K", "1.19M", "5.87B", "3.30Q"][$casualtyindex]>><</replace>>\s\n<<if $casualtyindex eq 4>><<removeclass "#endfight" "hide">><</if>>\s

On a properly terraformed world, its compass rose will align the constellations according to the ideals of its people. Out here, they are formless and ever-changing.

<<if $eaststep eq 1>>\s\n<<setcset "fear">>\s\n[[The raiders have arrived.|NewPlanet][$eaststep = 2]]\n<<elseif $eaststep eq 2>>\s\nAfter your encounter with them in the spinward reaches, you recognize the raptor-silhouettes, the silent display of [[incendiaries|NewPlanet][$eaststep=3]].\n<<elseif $eaststep eq 3>>\s\nYou had not expected them so [[soon|NewPlanet][$eaststep=4]].\n<<elseif $eaststep eq 4>>\s\nYou choose to\n<<set $fleetext="Flee in your "+$ship+".">>\s\n<<link [[$fleetext|NewPlanet][$eastgoal="flee";$eaststep=5]]>>\n<<if $northgoal eq "colony" or $southgoal eq "mercy">>\s\n<<link [[Send your people to fight them.|NewPlanet][$eastgoal="fight";$eaststep=5]]>>\n<</if>>\s\n<<link [[Parlay.|NewPlanet][$eastgoal="parlay";$eaststep=5]]>>\n<<elseif $eaststep eq 5>>\s\n<<rosedir "e" "flashpopup" $eastgoal "egpopup">>\s\n<<if $eastgoal eq "flee">>\s\n<<set $ddircount = 0;$dpseen=false;$dnorth=false;$dwest=false;$deast=false;$dsouth=false>>\s\nThere is no time to extricate your rose. You will have to <<insertlink "leave it behind.">>\n\nBut you have chosen <<insertlink "survival.">>\n\n<<addclass "#rosebox" "roseflee">><<setRoseArrayToBaseAndDraw "flee">><<stopRoseLoop>>\s\nAs you fly away, the rose withers in upon itself; <<if $northgoal eq "colony" or $southgoal eq "mercy">>the people of this world<<else>>you<</if>> watch as fire <<insertlink "falls">><<set $dflee="n";$dnorth=true>><<display "fleedeath">><</insertlink>> <<insertlink "from">><<set $dflee="s";$dsouth=true>><<display "fleedeath">><</insertlink>> <<insertlink "the">><<set $dflee="e";$deast=true>><<display "fleedeath">><</insertlink>> <<insertlink "sky">><<set $dflee="w";$dwest=true>><<display "fleedeath">><</insertlink>>.\s\n\n<div id="endflee" class="hide changeslow"><<display "EndPassage">></div><</insertlink>><</insertlink>>\s\n<<elseif $eastgoal eq "fight">>\s\n<<set $casualtyindex=0;$wpseen=false;$wnorth=false;$wwest=false;$weast=false;$wsouth=false>>\s\n<<addclass "#rosebox" "rosefight">><<setRoseArrayToBaseAndDraw "fight">>\s\nThe skies become crowded with fire and raptor <<insertlink "masses">><<set $dfight="s";$wsouth=true>><<display "fightcas">><</insertlink>>; the world is orbited by the <<insertlink "raiders' fleet">><<set $dfight="w";$wwest=true>><<display "fightcas">><</insertlink>>. But your people have their own vessels and <<insertlink "outposts">><<set $dfight="n";$wnorth=true>><<display "fightcas">><</insertlink>>. And they have the rose's <<insertlink "guidance">><<set $dfight="e";$weast=true>><<display "fightcas">><</insertlink>>.\n\n<div id="cascount"></div>\n<div id="endfight" class="hide changeslow"><<display "EndPassage">></div>\s\n<<else>>\s\nThe raiders want a full harvest of blossoms. You have the last one.\n\nYou could defy them with the rose's aid—but it is not yet full-grown, and there is no guarantee that you can hasten its maturity even if you sacrifice yourself to nourish it.\n\n[[You will surrender.|NewPlanet][$eaststep=6]]\n[[You will deny it to them.|NewPlanet][$eaststep=7]]\n<</if>>\n<<elseif $eaststep eq 6>>\s\nYou knew coming up here in your <<printship>> that the raiders had little interest in \s\n<<insertlink "dialogue.">> <<if $northgoal eq "colony" or $southgoal eq "mercy">>Those who have peopled your world will have to adapt to whatever scrap of habitability remains after you<<else>>But you are tired of waiting for them to show up. You<</if>> \s\n<<insertlink "surrender the rose.">> <<setRoseArrayToBaseAndDraw "surrender">><<stopRoseLoop>><<set $eastgoal="surrender">><<rosedir "e" "flashpopup" $eastgoal "egpopup">>\s\nThe candlestone goes \s\n<<insertlink "dark.">><<addclass "#stonebox" "nodisplay">><<removeclass "body" "phase4">> And after the raiders bring their guns up, <<insertlink "so do you.">><<removeclass "#endsurrender" "hide">><</insertlink>>\n<div id="endsurrender" class="hide changeslow"><<display "EndPassage">></div>\s\n<</insertlink>><</insertlink>><</insertlink>>\s\n<<elseif $eaststep eq 7>>\s\nYour only hope now<<if $northgoal eq "colony" or $southgoal eq "mercy">>—for the world's people, if not for yourself—<<else>> <</if>>is to complete the rose's \s\n<<insertlink "growth.">> You whip around and plunge \s\n<<insertlink "into the rose's heart.">> The candlestone's heat \s\n<<insertlink "roars up around you.">><<setcset "roar">> Yet you feel no pain except, perhaps, the pain of \s\n<<insertlink "completion.">><<set $eastgoal="courage">><<rosedir "e" "flashpopup" $eastgoal "egpopup">>\s\n<<addclass "#rosebox" "rosecourage">><<setRoseArrayToBaseAndDraw "courage">>\n\nThe raiders fall back as the rose flushes deep red, and its tendrils whip out in incandescent fury to \s\n<<insertlink "destroy them all.">> Their ashes float on the wind <<insertlink "for a long time.">><<removeclass "#endcourage" "hide">><</insertlink>>\n<div id="endcourage" class="hide changeslow"><<display "EndPassage">></div>\s\n<</insertlink>><</insertlink>><</insertlink>><</insertlink>><</insertlink>>\s\n<<else>>\s\nYour rose [[is|NewPlanet][$eaststep = 1]]\n<</if>>

Do you want to play with animations ''on'' or ''off''? Animations provide a more complete experience, but they may consume battery life or be incompatible with older browsers.\n\n<<click "Play with animations ON">><<set $useanim=true>><<goto "RuinedGarden">><<script>>UISystem.close()<</script>><</click>>\n\n<<click "Play with animations OFF">><<set $useanim=false>><<goto "RuinedGarden">><<script>>UISystem.close()<</script>><</click>>\n\n\n<<clickclose>>\n

<<blankrosedirs>>\s\nThe <<printship>> is singed by the raiders' weapons, giving off a smell of <<print {ornithopter:"marrow", warbird:"meat", capsule:"harvest"}[$ship]>>, but you [[escape|Spin1]].

<<blankrosedirs>>\s\n<<if $ship eq "ornithopter">>A <<reviselink harness "harness" end>> holds you fast. <<revision harness>><<becomes>>It is made of braided aspirations.<<endrevision>> While riding, you do not <<reviselink breathe "breathe" end>>—you do not unbreathe, either. <<revision breathe>><<becomes>>A perfect solution for an imperfect vacuum.<<endrevision>>\n\nYou continue [[skyward|Flight]].\n<<elseif $ship eq "warbird">>The rents in the cockpit's single seat <<reviselink stitch "stitch" end>><<revision stitch>><<becomes>> themselves back together, with thread of spun metal,<<endrevision>> <<reviselink approach "at your approach" end>>. <<revision approach>><<becomes>>The seat is uncomfortable.<<endrevision>>\n\nYou continue [[skyward|Flight]].\n<<else>>Inside you find a <<reviselink chrysalis "chrysalis" end>><<revision chrysalis>><<becomes>> shredded open. The air smells of malnourished dreams<<endrevision>>.\n\n\n\n\nYou continue [[skyward|Flight]].\n<<endif>>\n\n\n\n\n\n

//You have no further business on this planet.//\n\n<<clickclose>>

<<rosedir "n" "staticpopup" $northgoal "ngpopup">>\s\n//<<print {refuge:"A world shrouded by storm and dust. It would be difficult for others to track you here.", colony:"Your new home surged with living waters, the kindling of warm winds. Peoples of wing and tapestry built cities by the rivers, harvested fruits and wines of blossom.", fortress:"The world rose up to make itself a labyrinth of thorns. Metal unboned itself from the earth to enter orbit, fitting itself into paranoid machineries."}[$northgoal]>>//\n\n<<clickclose>>

<<blankrosedirs>>\s\nThe <<printship>> is singed by the raiders' weapons, giving off a smell of <<print {ornithopter:"marrow", warbird:"meat", capsule:"harvest"}[$ship]>>, but you [[escape|SpaceStart]].

<div id="rose" class="hide changefast">\s\n<canvas id="canvasrose1" class="canvasroseclass posabsolute changemedium" width="200" height="200"></canvas>\s\n<canvas id="canvasrose2" class="hide canvasroseclass posabsolute changemedium" width="200" height="200"></canvas>\s\n<div id="rosen" class="posabsolute"></div>\s\n<div id="rosewe" class="posabsolute">\s\n<span id="rosew"></span>\s\n<span id="rosee"></span>\s\n</div>\s\n<div id="roses" class="posabsolute"></div>\s\n</div>

config.altPassageDescription = {\n\t"RG2" : "Found a rose",\n\t"Gravel2" : "Found a candlestone",\n\t"Flight" : "In flight from Chalice",\n\t"NeedNewHome" : "In search of a new home",\n\t"ArriveNewPlanet" : "Found a new planet"\n};\n\nconfig.saves.isAllowed = function() {\n\tif (config.altPassageDescription[passage()]) {\n\t\treturn true;\n\t} else {\n\t\treturn false;\n\t}\n};\n\nstrings.saves.disallowed = "Saving is disallowed for this passage. Please open the Rewind menu, navigate to the most recent Rewind passage (if any), and then try saving again."

!The Compass Rose\nStory by Yoon Ha Lee\nCoding by Peter Berman\n\n<<replace "#aboutpopuplink">><<popup "About" "AboutPopup">><</replace>>\s\n\n<<popup "Begin" "StartChoice">>\n

/*! <<replacelink>> macro set for SugarCube */\n(function(){"use strict";var requiredSugarCubeBuild=3805;if(!version||!version.build||version.build<requiredSugarCubeBuild){throw new Error("<<replacelink>> macro set requires SugarCube build "+requiredSugarCubeBuild+" or greater, aborting load")}version.extensions["replacelinkMacroSet"]={major:1,minor:1,revision:5};function showVer(n,notrans){if(!n){return}n.innerHTML="";new Wikifier(n,n.tweecode);n.setAttribute("data-enabled","true");n.style.display="inline";n.classList.remove("revision-span-out");if(!notrans){n.classList.add("revision-span-in");if(n.timeout){clearTimeout(n.timeout)}n.timeout=setTimeout(function(){n.classList.remove("revision-span-in");n=null},1)}}function hideVer(n,notrans){if(!n){return}n.setAttribute("data-enabled","false");n.classList.remove("revision-span-in");if(n.timeout){clearTimeout(n.timeout)}if(!notrans){n.classList.add("revision-span-out");n.timeout=setTimeout(function(){if(n.getAttribute("data-enabled")==="false"){n.classList.remove("revision-span-out");n.style.display="none";n.innerHTML=""}n=null},1e3)}else{n.style.display="none";n.innerHTML="";n=null}}function tagcontents(b,starttags,desttags,endtags,k){function tagfound(i,e,endtag){for(var j=0;j<e.length;j++){if(a.indexOf("<<"+e[j]+(endtag?">>":""),i)===i){return e[j]}}}var l=0,c="",tg,a=b.source.slice(k);for(var i=0;i<a.length;i++){if(tg=tagfound(i,starttags)){l++}else if((tg=tagfound(i,desttags,true))&&l===0){b.nextMatch=k+i+tg.length+4;return[c,tg]}else if(tg=tagfound(i,endtags,true)){l--;if(l<0){return null}}c+=a.charAt(i)}return null}function revisionSpanHandler(g,e,f,b){function mkspan(vtype){h=insertElement(m,"span",null,"revision-span 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if(s.slice(-1).toLowerCase()==="s"){return Number(s.slice(0,-1))*1e3||0}}throwError(g,"<<"+e+'>>: "'+s+'" is not a valid CSS time unit');return 0}var tm=cssTimeUnit(f[0]);setTimeout(function timefn(){var done=!revise("revise",m);if(!done){setTimeout(timefn,tm)}},tm)}function hoverSetup(m){var fn,noMouseEnter=document.head.onmouseenter!==null,m1=m.children[0],m2=m.children[1],gains=m2.className.indexOf("gains")>-1;if(!m1||!m2){return}m1.onmouseenter=function(e){var efp=document.elementFromPoint(e.clientX,e.clientY);while(efp&&efp!==this){efp=efp.parentNode}if(!efp){return}if(this.getAttribute("data-enabled")!=="false"){revise("revise",this.parentNode)}};m2.onmouseleave=function(e){var efp=document.elementFromPoint(e.clientX,e.clientY);while(efp&&efp!==this){efp=efp.parentNode}if(efp){return}if(this.getAttribute("data-enabled")!=="false"){revise("revert",this.parentNode)}};if(gains){m1.onmouseleave=m2.onmouseleave}if(noMouseEnter){fn=function(n){return function(e){if(!event.relatedTarget||event.relatedTarget!==this&&!(this.compareDocumentPosition(event.relatedTarget)&Node.DOCUMENT_POSITION_CONTAINED_BY)){this[n]()}}};m1.onmouseover=fn("onmouseenter");m2.onmouseout=fn("onmouseleave");if(gains){m1.onmouseout=m2.onmouseout}}m=null}function mouseSetup(m){var evt=document.head.onmouseenter===null?"onmouseenter":"onmouseover";m[evt]=function(){var done=!revise("revise",this);if(done){this[evt]=null}};m=null}function linkSetup(m,g,e,f){var l=document.createElement("a"),p=m.parentNode;l.className="link-internal replaceLink";p.insertBefore(l,m);l.insertBefore(m,null);l.onclick=function(){var p,done=false;if(m&&m.parentNode===this){done=!revise("revise",m);scrollWindowTo(m)}if(done){this.parentNode.insertBefore(m,this);this.parentNode.removeChild(this)}};l=null}function visitedSetup(m,g,e,f){var done,sav=state.active.variables,os="once 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begintags=[],endtags=[];[{name:"insertlink",flavour:"insert",trigger:"link",setup:linkSetup},{name:"timedinsert",flavour:"insert",trigger:"time",setup:timeSetup},{name:"insertion",flavour:"insert",trigger:"revisemacro",setup:revisionSetup},{name:"later",flavour:"insert",trigger:"visited",setup:visitedSetup},{name:"keyinsert",flavour:"insert",trigger:"key",setup:keySetup},{name:"replacelink",flavour:"replace",trigger:"link",setup:linkSetup},{name:"timedreplace",flavour:"replace",trigger:"time",setup:timeSetup},{name:"mousereplace",flavour:"replace",trigger:"mouse",setup:mouseSetup},{name:"hoverreplace",flavour:"replace",trigger:"hover",setup:hoverSetup},{name:"revision",flavour:"replace",trigger:"revisemacro",setup:revisionSetup},{name:"keyreplace",flavour:"replace",trigger:"key",setup:keySetup},{name:"timedremove",flavour:"remove",trigger:"time",setup:timeSetup},{name:"mouseremove",flavour:"remove",trigger:"mouse",setup:mouseSetup},{name:"hoverremove",flavour:"remove",trigger:"hover",setup:hoverSetup},{name:"removal",flavour:"remove",trigger:"revisemacro",setup:revisionSetup},{name:"once",flavour:"remove",trigger:"visited",setup:visitedSetup},{name:"keyremove",flavour:"remove",trigger:"key",setup:keySetup},{name:"continuelink",flavour:"continue",trigger:"link",setup:linkSetup},{name:"timedcontinue",flavour:"continue",trigger:"time",setup:timeSetup},{name:"mousecontinue",flavour:"continue",trigger:"mouse",setup:mouseSetup},{name:"keycontinue",flavour:"continue",trigger:"key",setup:keySetup},{name:"cycle",flavour:"cycle",trigger:"revisemacro",setup:revisionSetup},{name:"mousecycle",flavour:"cycle",trigger:"mouse",setup:mouseSetup},{name:"timedcycle",flavour:"cycle",trigger:"time",setup:timeSetup},{name:"keycycle",flavour:"replace",trigger:"key",setup:keySetup}].forEach(function(e){e.handler=revisionSpanHandler;e.shorthand=["link","mouse","hover"].indexOf(e.trigger)>-1;macros[e.name]=e;macros.registerTags(e.name);begintags.push(e.name);endtags.push("/"+e.name,"end"+e.name)});macros["revertlink"]=macros["reviselink"]=macros["randomiselink"]=macros["randomizelink"]={handler:function(a,b,c){function disableLink(l){l.style.display="none"}function enableLink(l){l.style.display="inline"}function updateLink(l){if(l.className.indexOf("random")>-1){enableLink(l);return}var rall=document.querySelectorAll(".passage [data-flavour]."+rname),cannext,canprev,ind,r,fl;for(var i=0;i<rall.length;i++){r=rall[i];fl=r.getAttribute("data-flavour");if(insideDepartingSpan(r)){continue}if(fl==="cycle"){cannext=canprev=true}else{if(r.firstChild.getAttribute("data-enabled")==="false"){canprev=true}if(r.lastChild.getAttribute("data-enabled")==="false"){cannext=true}}}var can=l.classList.contains("revert")?canprev:cannext;(can?enableLink:disableLink)(l)}function toggleText(w){w.classList.toggle(rl+"Enabled");w.classList.toggle(rl+"Disabled");w.style.display=w.style.display==="none"?"inline":"none"}if(c.length<2){throwError(a,"<<"+b+">>: insufficient arguments (requires at least 2)");return}var l,rev,rname,rl="reviseLink",v="",end=false,out=false;rname=c.shift().replace(" 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i=0;i<lall.length;i++){updateLink(lall[i])}};disableLink(l);setTimeout(function(l){return function(){updateLink(l)}}(l),1);l=null}};macros["mouserevise"]=macros["hoverrevise"]={handler:function(a,b,c,d){var endtags=["/"+b,"end"+b],evt=window.onmouseenter===null?"onmouseenter":"onmouseover",t=tagcontents(d,[b],endtags,endtags,d.source.indexOf(">>",d.matchStart)+2);if(t){var rname=c[0].replace(" ","_"),h=insertElement(a,"span",null,"hoverrevise hoverrevise_"+rname),f=function(){var done=!reviseAll("revise",rname);if(b!="hoverrevise"&&done){this[evt]=null}};new Wikifier(h,t[0]);if(b==="hoverrevise"){h.onmouseover=f;h.onmouseout=function(){reviseAll("revert",rname)}}else{h[evt]=f}h=null}}};macros.registerTags("mouserevise");macros.registerTags("hoverrevise");macros["instantrevise"]={handler:function(a,b,c,d){reviseAll("revise",c[0].replace(" ","_"))}}})();

//The labyrinth has shifted, blocking passage in that direction.//\n\n<<clickclose>>

<div id="stone" class="hide changefast">\s\n<div class="stoneclass posabsolute" id="stoneimg">\s\n[img[cstonepic]]\s\n</div>\s\n<canvas id="canvasstone1" width="150" height="150" class="stoneclass posabsolute"></canvas>\s\n<canvas id="canvasstone2" width="150" height="150" class="stoneclass posabsolute"></canvas>\s\n<div id="divstone3" class="stoneclass posabsolute"></div>\s\n</div>

<<if $shippicked>><<rosedir "n" "dimpopup" "North" "labyrinthshift">>\s\n<<else>><<rosedir "n" "flashpassage" "North" "Clues">>\s\n<</if>>\s\n<<if $candlestonepicked>><<rosedir "w" "dimpopup" "West" "labyrinthshift">>\s\n<<elseif $shippicked>><<rosedir "w" "flashpassage" "West" "Gravel">>\s\n<<else>><<rosedir "w" "nolink" "West">>\s\n<</if>>\s\n<<if visited("Launch")>><<rosedir "e" "staticpassage" "East" "Launch">>\s\n<<elseif $candlestonepicked>><<rosedir "e" "flashpassage" "East" "Launch">>\s\n<<else>><<rosedir "e" "nolink" "East">>\s\n<</if>>\s\n<<if $brightglassseen>><<rosedir "s" "staticpassage" "South" "Glassy">>\s\n<<elseif $candlestonepicked>><<rosedir "s" "flashpassage" "South" "Glassy">>\s\n<<elseif visited("Glassy")>><<rosedir "s" "staticpassage" "South" "Glassy">>\s\n<<else>><<rosedir "s" "flashpassage" "South" "Glassy">>\s\n<</if>>\s\n<<if $shippicked and not $cluesblockedreported>><<set $cluesblockedreported=true>>The labyrinth has shifted, granting passage to the west and blocking it to the north.\n\n<<endif>>\s\n<<if $candlestonepicked and not $gravelblockedreported>><<set $gravelblockedreported=true>>The paths have moved again, closing access to the west and opening it to the east.\n\n<<endif>>\s\n<<if $candlestonepicked>><<setcset "dimcandle">><</if>>\s\nThe <<if $chaliceexpanded>>worldmoon of Chalice—spinning and spun, like a golden coin—<<else>><<reviselink worldmoon "worldmoon of Chalice" end>><<revision worldmoon>> <<becomes>><<set $chaliceexpanded=true>>—spinning and spun, like a golden coin—<</revision>><</if>>has been reduced to an everywhere \s\n<<if $labyrinthexpanded>>labyrinth. <<display "UnmappedLabyrinthRemark">>\s\n<<else>><<insertlink "labyrinth.">>\s\n<<set $labyrinthexpanded=true>> <<display "UnmappedLabyrinthRemark">><</insertlink>>\s\n<</if>>

<div id="aboutpopuplink"></div>

<<rosedir "n" "nolink" "North">><<rosedir "w" "nolink" "West">><<rosedir "s" "nolink" "South">>\s\n<<rosedir "e" "staticpassage" "East" "Unmapped">>\s\nWind-stirred pebbles and crushed grass. Footprints in the gravel, <<insertlink "winding around each other.">>\n\nYou are disquieted: not simple raiders, as you had thought. Better trained than that. <<insertlink "But who?">>\n\nYou pace around the landing site, but find nothing more than a [[candlestone.|Gravel2]]\n<</insertlink>><</insertlink>>

<<if visited("Spin2")>><<rosedir "e" "dimpopup" "Spin" "spindeny">>\s\n<<else>><<rosedir "e" "flashpassage" "Spin" "Spin2">>\s\n<</if>>\s\n<<rosedir "w" "nolink" "Dust">>\s\n<<rosedir "s" "nolink" "Shadow">>\s\n<<rosedir "n" "staticpassage" "Light" "SpaceStart">>\s\n<<if visited("Spin2")>><<replace "#rosee">><<popup "Spin" "spindeny">><</replace>><</if>>\s\nHere nebulae manifest as swirls of light, clockwise and counterclockwise.

<<set $wpseen=true>>\s\n<<if $wnorth>><<rosedir "n" "staticpopup" "war" "warpopup">><</if>>\s\n<<if $wsouth>><<rosedir "s" "staticpopup" "war" "warpopup">><</if>>\s\n<<if $weast>><<rosedir "e" "staticpopup" "war" "warpopup">><</if>>\s\n<<if $wwest>><<rosedir "w" "staticpopup" "war" "warpopup">><</if>>\s\n//<<if $northgoal eq "fortress">>\s\nYou knew this day was coming. At least you prepared for it. \n<<else>>\s\nCraters pitted the world and rubbled the mountains; the forests burned.\n<</if>>//\n\n<<clickclose>>

<<rosedir "w" "nolink" "Dust">>\s\n<<rosedir "e" "flashpassage" "Spin" "Spin2E">>\s\n<<rosedir "s" "nolink" "Shadow">>\s\n<<rosedir "n" "flashpassage" "Light" "Spin2N">>\s\nThe <<printship>>'s alarm <<print {ornithopter:"rattles", warbird:"shrills", capsule:"pulses"}[$ship]>> in response to the signatures of raider scouts, like <<insertlink "lightning flashes">> on a forever horizon.\n\nYou had better get out of here <<insertlink "soon">>.\n\nThe raiders flit ever <<insertlink "closer">><<setcset "fear">>. The candlestone flares hot with your dread<</insertlink>><</insertlink>><</insertlink>>.

//You have no reason to risk traveling in the Shadow direction as of now.//\n\n<<clickclose>>

<<setcset "candle">>\s\n<<set $candlestonepicked=true>>\s\n<<resetlhsboxes>>\s\n<<rosedir "n" "nolink" "North">><<rosedir "w" "nolink" "West">><<rosedir "s" "nolink" "South">>\s\n<<rosedir "e" "staticpassage" "East" "Unmapped">>\s\nThe candlestone briefly flickers to life in your hand, then quiets.\n<<timedinsert 1.5s>><<setcset "dimcandle">><</timedinsert>>\s\n

<<rosedir "s" "staticpopup" $southgoal "sgpopup">>\s\n//<<if $southgoal eq "mercy">>\s\n<<print {refuge:"Refugees built a small town near the rose and its sere brilliance. The world and its storms, stones, detritus of indifference did little to encourage them. The refugees did not prosper; but they did not die out either.", colony:"The cities enfolded the refugees, who scattered into them like so many petals. The people of wing and tapestry offered them feasts of roasted grain and pale honey, and flowers bloomed bright in the springtides.", fortress:"The refugees made fine soldiers once they understood that this place, like the one they fled, was not safe. Orbital fortresses thorned with cannon were launched into orbit."}[$northgoal]>>\n<<elseif $southgoal eq "pragmatism">>\s\nThe spin of days and nights grew quiet. Winters sharpened their teeth on <<if $ship eq "ornithopter">>old bones<<else>>absent cities<</if>>.\n<<elseif $southgoal eq "cold">>\s\nThe rose's unlight was like ice beneath metal. <<if $northgoal eq "colony">>The people of wing and tapestry huddled low when the harvests withered.<<else>>The summers dimmed; the winters swept falcon-fashion over the earth.<</if>><</if>>//\n\n<<clickclose>>

<<setcset "dimcandle">>\s\n<<resetlhsboxes>>\s\n<<blankrosedirs>>\s\nNo sound but <<print { ornithopter:"the clatter-creaking of great wings", warbird:"the howl of leashed starfire", capsule:"the susurrus of engines powered by insectine movements" }[$ship]>>.\n\nOut here it is <<insertlink "dark.">>\n\nBut you have a <<insertlink "candlestone.">> It warms at your <<insertlink "touch.">><<setcset "candle">>\n\n[[You remember dawn amid velvet-scorched petals.|NeedNewHome][$csetname="dawn"]]\n[[You remember firegun blasts the color of ambition.|NeedNewHome][$csetname="firegun"]]\n[[You remember the scatter-brilliance of constellations the night before.|NeedNewHome][$csetname="constellations"]]\n\n<</insertlink>><</insertlink>><</insertlink>>

/* Adapted from Dan Gries, Rectangleworld, "Imperfect Circles --\nAesthetic imperfection with fractal subdivision"\nhttp://rectangleworld.com/blog/archives/413\n*/\n\nvar curRoseCanvasNum = 1;\nvar roseIntervalId;\nvar roseLoopIsRunning = false;\n\nfunction drawrose() {\n\tvar theCanvas, context;\n\tvar displayWidth, displayHeight;\n\ttheCanvas = document.getElementById("canvasrose" + curRoseCanvasNum);\n\tcontext = theCanvas.getContext("2d");\n\tdisplayWidth = theCanvas.width;\n\tdisplayHeight = theCanvas.height;\n\tcontext.clearRect(0,0,theCanvas.width,theCanvas.height);\n\tgenerate();\n\t/* switch canvases and update curRoseCanvasNum for the next drawing */\n\tif (curRoseCanvasNum === 1) {\n\t\t$("#canvasrose2").addClass("hide");\n\t\t$("#canvasrose1").removeClass("hide");\n\t\tcurRoseCanvasNum = 2;\n\t} else {\n\t\t$("#canvasrose1").addClass("hide");\n\t\t$("#canvasrose2").removeClass("hide");\n\t\tcurRoseCanvasNum = 1;\n\t}\n\n\tfunction setLinePoints(iterations) {\n\t\tvar pointList = {};\n\t\tpointList.first = {x:0, y:1};\n\t\tvar lastPoint = {x:1, y:1}\n\t\tvar minY = 1;\n\t\tvar maxY = 1;\n\t\tvar point;\n\t\tvar nextPoint;\n\t\tvar dx, newX, newY;\n\n\t\tpointList.first.next = lastPoint;\n\t\tfor (var i = 0; i < iterations; i++) {\n\t\t\tpoint = pointList.first;\n\t\t\twhile (point.next != null) {\n\t\t\t\tnextPoint = point.next;\n\t\t\t\t\n\t\t\t\tdx = nextPoint.x - point.x;\n\t\t\t\tnewX = 0.5*(point.x + nextPoint.x);\n\t\t\t\tnewY = 0.5*(point.y + nextPoint.y);\n\t\t\t\tnewY += dx*(Math.random()*2 - 1);\n\t\t\t\t\n\t\t\t\tvar newPoint = {x:newX, y:newY};\n\t\t\t\t\n\t\t\t\t//min, max\n\t\t\t\tif (newY < minY) {\n\t\t\t\t\tminY = newY;\n\t\t\t\t}\n\t\t\t\telse if (newY > maxY) {\n\t\t\t\t\tmaxY = newY;\n\t\t\t\t}\n\t\t\t\t\n\t\t\t\t//put between points\n\t\t\t\tnewPoint.next = nextPoint;\n\t\t\t\tpoint.next = newPoint;\n\t\t\t\t\n\t\t\t\tpoint = nextPoint;\n\t\t\t}\n\t\t}\n\t\t\n\t\t//normalize to values between 0 and 1\n\t\tif (maxY != minY) {\n\t\t\tvar normalizeRate = 1/(maxY - minY);\n\t\t\tpoint = pointList.first;\n\t\t\twhile (point != null) {\n\t\t\t\tpoint.y = normalizeRate*(point.y - minY);\n\t\t\t\tpoint = point.next;\n\t\t\t}\n\t\t}\n\t\t//unlikely that max = min, but could happen if using zero iterations. In this case, set all points equal to 1.\n\t\telse {\n\t\t\tpoint = pointList.first;\n\t\t\twhile (point != null) {\n\t\t\t\tpoint.y = 1;\n\t\t\t\tpoint = point.next;\n\t\t\t}\n\t\t}\n\t\t\n\t\treturn pointList;\t\t\n\t}\n\n\tfunction generate() {\n\t\tvar centerX, centerY;\n\t\tvar a,a0;\n\t\tvar color0, color1, grad;\n\t\tvar lineW;\n\t\tvar maxRad, minRad;\n\t\tvar phase;\n\t\tvar curRoseArray, curRGB;\n\t\t\n\t\tcenterX = displayWidth/2;\n\t\tcenterY = displayHeight/2;\n\t\t\n\t\tcurRoseArray = state.active.variables.curRoseArray;\n\t\tvar numCircles = curRoseArray.length;\n\t\tvar maxNumCircles = 20;\n\t\tvar startAlpha = 55/255;\n\t\tvar endAlpha = 32/255;\n\n\t\t\n\t\tfor (var i = 0; i < numCircles; i++) {\n\t\t\tmaxRad = 10 + (i+1)/maxNumCircles*110;\n\t\t\tminRad = 10 + (0.85+0.15*Math.random())*i/maxNumCircles*110;\n\t\t\t\n\t\t\tcurRGB = curRoseArray[i];\n\t\t\t//square-rooting the parameter moves the alpha towards transparent more rapidly. \n\t\t\ta = startAlpha + (i/(maxNumCircles-1))*(endAlpha - startAlpha);\n\t\t\ta0 = 0.67*a;\n\t\t\t\n\t\t\t//very subtle radial gradient\t\t\t\t\t\t\t\n\t\t\tcolor1 = "rgba("+curRGB+","+a+")";\n\t\t\tcolor0 = "rgba("+curRGB+","+a0+")";\n\t\t\tgrad = context.createRadialGradient(centerX,centerY,0.67*maxRad,centerX,centerY,maxRad);\n\t\t\tgrad.addColorStop(0,color0);\n\t\t\tgrad.addColorStop(1,color1);\n\t\t\tcontext.fillStyle = grad;\n\t\t\t\n\t\t\tphase = Math.random()*Math.PI*2;\n\t\t\t\n\t\t\tdrawCircle(centerX, centerY, minRad, maxRad, phase, color1, grad);\n\t\t}\n\t}\n\t\n\tfunction drawCircle(centerX, centerY, minRad, maxRad, phase, lineColor, fill) {\n\t\tvar point;\n\t\tvar rad, theta;\n\t\tvar twoPi = 2*Math.PI;\n\t\tvar x0,y0;\n\t\t\n\t\t//generate the random function that will be used to vary the radius, 9 iterations of subdivision\n\t\tvar pointList = setLinePoints(9);\n\t\t\n\t\tcontext.strokeStyle = lineColor;\n\t\tcontext.lineWidth = 1;\n\t\tcontext.fillStyle = fill;\n\t\tcontext.beginPath();\n\t\tpoint = pointList.first;\n\t\ttheta = phase;\n\t\trad = minRad + point.y*(maxRad - minRad);\n\t\tx0 = centerX + rad*Math.cos(theta);\n\t\ty0 = centerY + rad*Math.sin(theta);\n\t\tcontext.lineTo(x0, y0);\n\t\twhile (point.next != null) {\n\t\t\tpoint = point.next;\n\t\t\ttheta = twoPi*point.x + phase;\n\t\t\trad = minRad + point.y*(maxRad - minRad);\n\t\t\tx0 = centerX + rad*Math.cos(theta);\n\t\t\ty0 = centerY + rad*Math.sin(theta);\n\t\t\tcontext.lineTo(x0, y0);\n\t\t}\n\t\tcontext.stroke();\n\t\tcontext.fill();\t\t\n\t}\n};\n\nmacros.add("startRoseLoop", {\n handler: function() {\n\tdrawrose();\n\tif (state.active.variables.useanim && !roseLoopIsRunning) {\n\t\troseIntervalId = setInterval(function(){ drawrose() }, 6000);\n\t\troseLoopIsRunning = true;\n\t}\n }\n});\n\nmacros.add("stopRoseLoop", {\n\thandler: function() {\n\t\tif (roseLoopIsRunning) {\n\t\t\tclearInterval(roseIntervalId);\n\t\t\troseLoopIsRunning = false;\n\t\t}\n\t}\n});\n

<<rosedir "w" "staticpopup" $westgoal "wgpopup">>\s\n//<<if $westgoal eq "nostalgia">>\s\nThe night skies became brilliant with memories of your old home.<<if $northgoal eq "colony" or $southgoal eq "mercy">> The world's inhabitants fashioned kaleidoscope-gardens of their own in imitation.<</if>>\n<<elseif $westgoal eq "paranoia">>\s\nUnciphered reminders wheeled in the sky every night.<<if $northgoal eq "colony" or $northgoal eq "refuge" or $southgoal eq "mercy">> Settlements walled themselves beneath domes of dark crystal and steel.<<elseif $northgoal eq "fortress" and $southgoal eq "mercy">> Redoubts were built hive-fashion, with lens-eyes staring out in every direction.<<elseif $northgoal eq "colony">> The people of wing and tapestry held fewer festivals; they spoke in ever more terse language.<</if>>\n<<elseif $westgoal eq "disinterest">>\s\n<<if $northgoal eq "colony" or $southgoal eq "mercy">>The inhabitants of the world<<else>>You<</if>> cataloged the stars by number, not mythology.\n<</if>>//\n\n<<clickclose>>

Without the roses to anchor Chalice's compasses, no one can tell one direction from another, except ''up'' and ''down.''\n\nNo one but you.\n\nEven the cutting you bear gives you but the faintest sense of cardinal directions.

<<once>>\s\nA waste of gray and dull red.\n\nYour first interest is in\n<<link [[shelter.|NewPlanetN][$northgoal="refuge"]]>>\n<<link [[signs of other inhabitants.|NewPlanetN][$northgoal="colony"]]>>\n<<link [[signs of the raiders.|NewPlanetN][$northgoal="fortress"]]>>\n<</once>>\s\n<<later>>\s\n<<rosedir "n" "flashpopup" $northgoal "ngpopup">>\s\n<<set $tempcvar = {refuge:"northlow", colony:"northwarm", fortress:"northfierce"}[$northgoal]>>\s\n<<setcset $tempcvar>>\s\n<<if $northgoal eq "refuge">>\s\nThe candlestone flickers low, as though it doesn't want to be observed.\s\n<<pushOnRoseArrayAndDraw "54,69,79" "54,69,79">>\n<<elseif $northgoal eq "colony">>\s\nThe candlestone warms hearth-fashion against you.\n<<unshiftOnRoseArrayAndDraw "170,152,169" "170,152,169">>\n<<else>>\s\nThe candlestone's heat is fierce and stark. You don't see any intruders—yet.\n<<unshiftOnRoseArrayAndDraw "152,129,123" "152,129,123">>\n<</if>>\s\n\n\n[[Continue|NewPlanet][$phase="S"]]\n<</later>>\s

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WrVrb+2L8WtvDsWk+OHbvzvmF28pd+0lg7WOQMOcGf1d0eJSlIdhhyUm+y++CPiRivezgQIsie8Be3BfMffDifm0nu7wxgjDvISbZs+oOCfnC8D4wk9cEZM4dm82ftjd58XhPnqbaWlpzra2uGlvy1hhzglLGc+HiGIfDbPMwZg7BvBcr7Kna1Lss8tLf2P1aX9c5wHDyxxna2UzgHZG/UfVh32NyFysXYvKcENtvMGSWc+kDwki+Nu+IuzneAD0sHY82ykV7h2sIPfZebQcvPMQz/AGZkHODM+1jBkOQxB2TwXbe1reYUiDkunGnC5KWeAnK/JeGprH9cMWLFpLLk8BwatfeGuGtqP1a2tq1wtvI/bS0nle0uc5+wR55QZ3hfvgpLl3Q9+HhBsfkpHhi1EbeEDYyMn27/ADAhXtZXz4jfgjEvluz3i5nKHj+su+cxxf1J8gDkQySF7JEiRwJlkRmOCEJ8T5hyXneGOdYek4NgYGCC8eIfV6h9RsOS+xmLvhgfcdrSSXfLPvwWVP0yy/G1l+wvphQ7wGwGxnbgCdS/ONbeGZz3yWPUIgee8G2rMhv04C930SBHF/JawXxI2PuBGxdr+bBD/wD9u81O0VlrYsEffiPee3GXjnW1wfiX7wdDb+2kR6gUlvu1lWHLzw/thePDH1Y4ET0AHhpPxMx9mKeCszXJrP64MW1tcNONIfkv221v1aW/Hhpdmw5UId6XfHHks6Ag7QeuBvLvJT4He8oD5gQREQFjKtRu+JEAX0jtCBrB6i8JNsS1l2T7YGl7IPMlleC0QB5keWfaSTYN4GKlSSSWHAEiTODJ64BJMm8LdrNsss4OgIMgg4EYPAEheUHHfAkw9oRLt9nPuV9tbWYry4WejGDnW1DwKO/8nMtwtwMtvUPdgtlGwcTXiHAsSfVjIniFiITyfctLV48rtYuwvFKkvy7gWi1jpF72h7y+3mlefC8a2tpnDb32143IgGOD56d88PB4jzD0D7tLfkv2UyWVbtynyy/JeTwtyracFW0l2fHOtrwvq2X5zrfq0tLS0t7w/IXo1h9Q5atWsLxvObIdAbChw+EUGcLefNhED1DgIEM4IyEHogwBBsDfMGLg8QCM9xr1ZvLtH7ASkuy5LrKzDS1aksbO9lpZi5V8yOEkkPcllnJfUybJIz0psgzjOMgLOQ3g4AYoBDkQ7wQthGfeTxNbd4DCnd4eFzh4fPDsfpYcBvDG7kPBAia3mB+w4MLZdtWMGIfeAONtZ/U7vebtYeZT4dre0qftq8asSJzI0PcBmc/ZHdkYzOyspJF4Fv8A9nx0bbbLsoS7xrwE6B/sb9lLWZn1Pbg21IflvP6tLSX5O+rWyy/W215ULZW15X5LwXeFORV6Xe206jgbva7HAlpweeDXo3s85rHdypDjbjY2ogFqB4B3tEMtI5F3hhgMMd3vEe8fV92RmxsD3Bht/cM97x3X17SiTJ8XZOSiX8iH4kBOeJF+RPe9XBDeEv3wbFssSRk4SSSGnAzGTbG1Yl3sgzrDYXhwIhB0O2svAvACwgPD5nODLs9pcaWbatQB/iMIhwWB9jh7rZFs+QQhBYSFiTJ8S8yleeIrHkfi2xrzwMWL3lAXJOd5d23bSMkXEyKmBdy5PDH3u823BN4Zwi9K2trax9Q9Jt24fM+OF2E4Hgdh43OGlvAJN4KONyelvC7xpbL1PDPPeOkbd5F9dIHA8BtjZYWI+ORDIFjXiI8VMgLCwgg9QeoPkRHvBYmoAj8YYZaS/wDk/Upd7T5gr2h6YzJN+zn2YNgZ8WzvLkrs+0+JfUjO8W9p+p1aZPf/AOXdNJwnBJjjCRMZq/iBDkbOvLOABwBBBseIQQQQWWcPCceXAd76vZCd5fE8YcYxrjmTY4Y8Y84+o2N4D48BA2Nn5Z1p37ePB3g25COHbvGxeHbjS0ebeaxgOHhqvwkA3sRCIu9tiOorJ0PDnCzwoS/IfvAwiHHbaXdvEk+JtI7+IHLVjBeLSxbwIEtibWWc2fPD8cMS8K8PW9rV4X50nXraw/bSHLegc4eYA4T3wO6OIGQmIYiAzvBBMyDvBsGRwCD3H3H5EX/zzwP7EvfB6OEmDwj6iv6mXL+ofkRfOJbOSvuXZ3ISP1eN2WQz8z2cPygyZwDP5yXaczZycmXZcicJJnO+uQ6CODzwUjOAw/YflszLxsOMiRD6nJPVlmycmNqMRqL/ABPsSNjGuLMft3sPlnyD7BB7hvL/ABYwfbHD/bYjPcyD3P721IHgpuzZB9eLUJYu2L3e+X7JDsiA7XFm76K1dZV1ksdnxwT3ys3ieHzPjoH1weIcjgDOHt24PmQYEoJ5hPNv4sZRzrdzzLvKTvL5431xtrh8f4PCb1j/AId4d41DtrCsGwctOSRqDIFk5JckYMneyD1eIOCBCIYfsNvzgYg230vixe+8DZ+3ZaSiPtg+43aLU8yvstkHLA1tPcr3sed6GGTJDtJksDg+ZTJZ9jOGXkXOB8T5nhejt6jrCII4IQh2eb+rXBiJfnGsI4gPmwmy/VosySTZ4wHCKH7vzxam6JRLl8MRDuj6g+Q/IgG754Y/bvCwi0S5b5mKl+yepV83mz7BLPyHL9TWM39t27UFBe79JXu05HxPmHCZyrws9useIfvQ+OHzPO7COJwR3xwenOcTnC7Llr0b14cJsjw+eo89Klra2sLxjAnL66TYQ4CBEI2J4TBJZBwduDzwIBCfYbY+o4MRn3FIp7mS/ZDwx9L9LV88AYPUmXjJJlk+GWXvDCZx7YXtbvqyX9lu5L//ACUuEvvhu8rOLNpLKbU7KzPOWc6W3mNeI+4gF29XaHgUj9xBtzhiHeFtbWES8AMye2Xe8jw8uJMeHWB772D1J+SJLOOBfqVZBsEajEd3AECe7vJ7yQ42/VpxhJ+w92vU7LwW55tj9S/OMftjB75YzfHdllls++C4ZlzhmXePDpHLR4H1Hmw4Pm7OF3kdjtDDkp40LUsO295eScL743OGtr1ZxsZYPDCSTOCTbOjSU6Q9wmT6vzlHqUXjk2E9R2b4vOEFmeI/ZEBezbsJFlskjtaW8jjWXyOB+w2rFpG++b9yCO9pHf2Y+4xgIcmZe/AMkGTSS33Lv/YerciSgXdOPBXtYWksvBjGK1wXkvuU+Z+OrR6DxCRifm3FP1w/qHAYB76KcjEBeDxHiH1DwEwsu1iId/L++c+CU/sm2n1t/MqZlY+ZfqPuBExHpE8cqzt3bGywtLSUyZBO8mWF+IOM+XudLWPrlZjFc7LKWWfPBOQ98ZnCZ/gP3g88r6nzKXrpH625CtLSUP2HeBw5eHle3Q042Pzgu3qX1yGcLP5xg34sbH7Zw7nWG3sYCQ9XZp7PbE3vWZE89Ie8pSGDYUkkCcAS3lzk4G2sRKZqKO+IY31w15Y7+IZKN5d6mXD37Qz3JsGT7xaJs83pI2fHa1KvmV9y5wIvaT3ky/eS8LLL9n4l/ZxNYt4Tofi39teGnA5wW0scP75P6tfYduFFOLd41CPHIHuPEPcQeo1DY4gRktSmC+bBJCA8Xl2t5CQbCAiYgRv3Y+39S5u+ITnuT0n8tbW/nCGYmc7Oe7//AJZ783a0JjNbdlyW14ZlvCYcJkmybwm8JwnUPB4414WXvlYXkchtbeg7u2bZwvq8p8s+OHzO++g53k88MmcY6u8r46xAbWJqYvgj8gWFb3Th5GH1L7GLDiL3KYHaC08TqHlnY4HmN9cDDatQ7Ge4z3wuAYPkDxBYfAgeoE9wzza3vO+pNkziO6cPbvbDIPDLd9sfZQ4kS/trPMpbSGWe0sxfss/EpnEq15WUOO/tpLvGtrE/UvyZq1tbf3k1wH5EH5DCODWSH3KEjzGQ5ClhDt3d7uZAsZL3wd5kbtR28D5ImkPJwN7bDgO0BgznHoKyT7JljJ94fizOHZLJ+ONttZZVl2d9RsG8Hu4JnBMvqVmZyHDJ74T3wPfSDbF46GksnkvI5CPGPbjSVeB9R5g98olllHh8z56w70CBaXZk+cd5Dpc9dC5DseYwXznns7Si0MPaNLFbC7+488ByFtSk/B3e5q7Td3mAsPshZr24BxrE88d4NjTtwPfvDvA+LVgjvdkOS0s2xOBEQm7M75nZPFO8mcE/Yc92r0SZTaswvgWy8NJfUvVpw8FyUu9rW1Mav3hjnWX7CQ2sv2Zrf1bya8a8DEH7DD8iAghiDD+w/JQTGzZhIZWe3ENbPqN+G3J9zxT4zk/UmSDwDJQnGFhOHAbanUzXzgkhk2WTwJk/trG8Jsn2xwOBOCy5LgnufNieF9cPnk+OHM488MgzoONCd9zPm8OkHgTOk88GOLEy+pWXC3ZfX+B5/wA8WPKdCMCMOfKwZB4Z3ySCXcjkwkPBBCYhvq7ztjHjgPaX5Kwx46CPyHOBy22O8O0Mtngd7+uB2P7CkNrybDYHme5ZvQyY5J5JJ9T5kyTzaD3nMk3xC7JSlPifFrDLKXJjf04WPIX7LsuWuGlpL85H7b8eD1NIR5HYdh9Q+ngdhh3gH2Q+yHtD2hHJE8j6eBaS0u/Ia5HzafUp6mGkvJ+8L8FSJq1H6hWvvkG2OHkvadk3jft/J7w76Q9SZBnCfb4ilzYkhwZz3PHhMnL45TJNsk2TP8dnt4l+y/Z8z45M98OxblpL0ZHj+ceZ5Png/wCIe+h2H11qcr1xbk+zyviQ7Zts2MmDwOXeF8cBDCEBGoV/Ejk5SEeIJLLOE8B3g8xj3hDDLR/IPljC4YxyyHCle7JQl7m3lPm+nD5ntfiX3yO/EqxLs8vjhYzJMWWy5w1ltefFpaT8ca2vDEu9GvQOcDkPuEYh+Q/YeAgiP1FILxHJCh4E+y+uFdmW5F7sfU+8vQhbEgd+VkjkFH3BYe4mLS394TeE2X67zWrnMiT4nZ4CD5A92fcgvHb1Z/8Ay8JPsCEnqTycFkvuVlZ5Sy8yZJsmTvrrM92FjhPfD5k0/wAQ3k+Mdnoc9ybwJpwmPD3s6deGLS7eGP8A/eSfj/V2YYD3v44Y7Mm9rQ73ou35t2XmfMeeB2yH1KIhtneQyyzgEEFkzIFiYwdog9QXyu8Qu5kYiAv4sWH2xjcAvZBnDwj2yVkpkCfPHlJl9yOgClL8tehl9S+pS+5ffBeh8dCbJnLNbXDTp04H10h5DnA5DkMU+IhCGeH9YUQxfvfNk3SyzvF2skiR7T+pY7RUU2Q984i+F/XHUcX/AOEQDaXeFs3j2erC0TNZNkYSd7CCPYg7W/ZYH14gSXD8l4Fng8HxO8PRjYybak+yfJNkz/BMnxwms9rCTOoNgzo3ezD6eXh88PaR/wBNOBeN4acN+Fjw/nUMyxy+cTykfd60LvLDC7zGGFs7PDkeIQdoR5g7WcuQZycHmD1BZyBBljY2PmGuwvVYeIt5wGwhzoBR2uyx4h3jzHLA2Bk8VjM3tydpJl2fMz4mOHxwv2WWsvyfE+JN6F2bW15XJd6tbW1t6B9cj94GH7aWvAfkC1iEOQYj5YUdBf3nG00/3twCyAIjizLu2Xm05G7cU5KQUnc3gD3GFpyAly2U+yvjkY3hPvAx4bx4kS9yneT54NrhOnUXElMBJknWmySPvhLHlqxsYPsGc59vxYyPj0HlPfCf5PAvGrXrTeGOB+IcKQt9hgIg81vcQs+Hbdly8YlXvL3LvB54HY+45rJm93yOAsYOAOQsjPcd+A9Ee0PsbwkJkOMDh37Cxi94ImQUGcjbxyfYJYS/ZayzWZrsjZEmU+Z8z5n5wHD4nxyLwxZZeh8dGl5/2PPQPA8CkP2H3DDE35EP1ahQoREOB9OM+3eLwvD8Ig7yA7QPc7be5pLbhZra2t+oU8coDI7SCA94PHcxK+ZPIWU4I31HDfvCe53yM7BZ4J9gXlCZO8ns4d27QEEFnQHzPifH+Cd59mTt45wtWNjwTOQ2DLGzpPjhM4fjhM5xsbHoS1Y9efLUicCnYnzK83kXIU1k/cd5b48WruRpLHm1+b6L7sDdzyHu1DhiDCCTOE4ZBtiDYhCBJ8g4ZjSNXx4NYwQeoMIvHuH5a2/YSxsRnqw+9GzyGkd72neSD3j2k4KWztqRmfM+ZCM+2y8CyvKZnxPjlctWvGhL37f+E3oHjxH1aW8Nv1D8h9PA5wPphzgR0N/tfK/eaEE+d5e9+0H2+jIyy2nTuRCKeH7jUfqFKlZ5CxT3yOQww+oN5STZPsnqcPNiRwxJk7wkzBETE5Pm8p8y3h1MmljY2LFmc2rVqx4wsIPkKCwkTEST3w774fjhNkyz7xjw1JpY2Nrk1Y2PJvroD5xhDAj2l7SntjwmH+pHctTWSLE8RYcZBsHAYQ7QQfOD0BjGGwQHGcZ3sZGdgvboDLuPo43I+Hh/d/d9Y4IxZk+uOPc+sv20/knAvaX1d15IN7Sbw+bu2TJJLPnhcl+y/ZZ83lx4cGThN5fyf/EOdI+ugfXA+uBzgeBzgfsOcl86DMsdi+x7p3uHI4fsrazNedeGnIpyIPuHIpFTRL4yy9c6w8D94B6Hv4l+30lyJ7nxyeXaOhfnGJ4Tp/OMOk/4v4scEkJ5Ad4PVjs/HCDMfifiz7Ykkec6XkJnAp7jud7F4u3uwsu93+xHbXg+tpxCN8WkCWpjLPse173lYcme48y8XrBvpAsMhJk7yeIxCk4My7QfURnnDDDF7hkfLHxPa+EuXbZmLvmTj0tPkuSbH23KfLegsOxLnmWzF7f2WUL2nfMsz5nzY5fM7wfMuXbj2vDlOknux82P/hN6h+8jvA+ngeB3gc4H7DkOz4seTUhHufts7wFdzzMVeNeGnRq0hyM+YgoX2FalSmfqXZflra2sOw5wOcAkjJz7n92knh8yZPmdztJt4k2T0yZwGcr64VlnhXx0Bt+cmPDXDHoTbPyZhYgiatTyQZjMSMn2Y4sbLXSmZrMR24T3Jxrd/lnAt8F34kge4d8Sctzdl3S3dnBtPnoCE8R7lggGcWupZbS2HgQRYsIIvPaCCH/zhvhvb5Ahmyn5l+5HAx448r9o0eZDN/qP3MUssxfjMvqU4Y2e9ifHQLL5nzP5eUnfZ4bwn950nvJvUj/4D51jyO8DvA+ngd4HOByH5D7nPMRkfax6YL95Pt+m2sra2uGnOtjnUv1b8j6h+MIi4vPhl6jzwcOzxblyrXCviXDhneE9km3iTZN52X5wuy8O+58f4iQbZpnD+LXLqzJC1H5g93swvuD23jFnmL3yyY/UhZI9cH8cmWMEfm/m1K+TezzwnyEny8QnB54m/q8/MIyo3dxhDvMO0X2wkSlrxhIljHYtZ3vCRI6FyUtrDsXpAg4H7duCDYII5CJB7tyVjvdkpfkzMH7wqWMkb+2Z7+1ri1+pZbw76l2e8IcHYT34M9+FyfEvuXZeHzPCZJI8p86n4/8AMeeRy88DvA+uB3gcvMORBiKcI/V9Jf2akv2xadO36tHn9W7yfXGtq1w1frq21YtJR40tftu8O8J7OEzhPcm8J7k98JnD45fHCde/nA5KMYg3hqazHuyxDMKzI8ybEKceLM7T4k2eHXL/AHx3wNWlpwY+SP5xqSiT5JPDH7y4tnLOA5RtnclJw8zHzP6tvfEuvAHvkKEGQPMIN5WRLljYYfZKWyhyMSw4BBErV6R7wpEm97wnYS5hj3weyITZ7v7v7hfY+7LxPzLveUt3zLluyJHJODPJlKy+uXoQs2TGfHQfXofj/UP8T+8jnSP3gd4HIdjzCRDDkQj8Sy5L8ejW/Vp0akJyfXI5DvUP+afOlM4ThM4TJPfCZJkm8Jw9uEzhMefzjbeMWDIMj84BY38Sfk0ZHd3ILZl+rcRJXFjJkjY8qeiJ9W4v2vysEskybA8OTCTpV9ODXkkzRXz4sA9wfYj3FsPCp57l5cHiEaj0gzlZZ7Tb9jzHnmGGTacaQwynz+Emwj9cktdlbWGGw8QsC/EzWERQPDWValWVkEu92XvPDwxDhfcvuf3h4XWfHOpbsvDvAXjhCTOhP8A+wfbDoT5d8z1G++g6QbxjdoeB3kdkw7DkcP6sX9Wt5c6sc6wnQKQ7wOQ70Bsbuz1IzTgf5pvSmcJkm8JvCYyaSacJnCYyduE4Tt1sYIIOMIODR8yKdW7fBGF8j7gw/JGcCybZs2JjWlBIn5ivNK8ZaTdfLwuxycJ89A5YeIjze0y86H8l95H+ToPaH7MdQ7weeMg2EHzkP3hS4Z4OgO0RE3YBhfZOAnmPe3Clh5teNraUvDYfkMMP02pf3nF/eEFv7LnBHuDxP6mPI0nkXJdl9S7L0FeF78v5zh0rl55fHUd7D/DOo3jzBBkEzwO8DvBwO8DaWnDT/A+uRSHegd48Q7wExu1Yl7yTLO+/6JvR5ntJvA98D3J24TvJ3nxwnbh7dT46A/Y4Ns/eNQMcAsfmz8sfIBwHFBdjg788ZSMT0Y4DiBnBDIhIBe13xknn8WMGQpMdxvFMH7vbXtpb5eGLS04HjWEjJQ8P1Bk+mVL9tJngYeQFEKTTF7m+4vm+u+bfK7k9nGctg8TrxJNsPA5DP6tYgvUIiNf3LNd+5WyvQsEuzPB8cLnDnC8rvR379G746XqD3/nja4Exj6ggyD3drtJ2sg98ByO8bDsucnngn8WOGZzuQ7x4h3oHeBkGwjzIM6l2pif6J76E4Hvpe0+J8cPbpeXHly+ed2ZwZwGwgg+QOx3cBX76IaWlnzD0Mx/HHdo82oILTvwLdl2fM0jazh5SepPVjwdB4h5TZM6B2F3o1hzxEH5fpw0+7W1Jmtsvy1tRCYRq39tEtn+zfthDji+wxIseBZWWWy/srLjTjXkG0t/YFpf1E+pEpZ6WfE1ZZ+JZd5fsvC7wu8t4XLFr541tS7bYNieT56A2AP8AEFj66D5ycb4t5D184A6PF56ByHYe4QJ5ss4J9kzoHeBzoHOPq3CIBivzLmamJn+b56Xxx5cPnk8eXD5nx0PDny57P5J6n4segI2HAX5GvU/ifxEeZjJDtAhsv1D9wLMn5xMQH1PwvjeUODEmWHCvftZ2h24eUknvgO9mdB4jz0pkvB2t+R9Wlpy1hEa88CWtuWLdm3gjxKH7C4ilOy7Ma98awuEud9zNtb1HBMrZdll92OH9RwDvOtrD9v6ncx7vPQt/b+pUv1K92nBSy2kuyy7L0a/4nC+uHpP8jqPvC9dILB94M6Ry79AEeJRHGMjamZwOcj65O8IeuDWKchMtPEkxLCTP9T54eg8OHzPm8Ok9+lNOg/lrgTUD7hNLJDIQWke42HnGB6QkEpp3s2OCEvARMJCBneRsi7PuHuLIwfZAck+eEnozY+oLDoXJffQOcMXmORh9Qnjhcll3gH3ZeIYjOSDnfmh7c25w/q1KUmP6n9SJEyzPCW1tcNxqEt+X9cBmLnUx48cP6kc22zHsl20l4X1woWvQuT8WukOf4h3f8TgN6TOge/fgLOTv1b6hzk8w+ojx0mJvDvhvqI1fjg3w4QhxPPGNjJ9kj84fH+55cPmfHD4nx0Dw+OHzw+eE5TOD4LXGMHaFgweFPXAahkohEcU/pIgvn3J6Z+Z/+5gSVteAxwjiR3tIcOkBgIyHgXe7Ov7x9T44x4ZwdL5nxwvrjWPq0t+Qw7xoRCYtPsu8nOEZCX9Q2sP7OUrvS4b34bBImI8SJjwH/wCuDLMUxCD0DViXZZVhKmat8NWr+rSRMfqXeF+WvD8dK9I5aWlpaWlsu9Q7/geeXv0naOSXroO3eOsc4HLy4Uc4wfeAYp+ZBPOd7IgssCBBE77xs+AkJJM/xe70eXD5nxw+OfC8OHzw9mTtwmnCbz5ky1fi1fqHECN+L2RwfxiJ+SHySxsbXAzOEJNkvqOCA8yTEYYz2tSy98B+ffPGfJEnx0ZvBByz/eHfcqdOlvyPqMW+GohP6t/bXBvO/LbS21hfY4TlwLLvi7JfA+3F/UgniMeFrqZ+rHEpx4sTwMDJi/Z4NW+GrW/rg8F7cKHBd40n4tbf/IO/4Hj/ABF+9DW1h5/Y7dofXSPeI8x3g4GwWIhxATxF2NjagYhAyXaWkZYhMlLHE++D3ksbHqX10vnh8z46HzPiegPfCZwmcJym8D8zB/L6wQYZBmlOA7PEE/N2+rIH8scGNhMm2bPECGxYRjec77l2Ukksl6C5wvRnuTbDpTJ8cLvOy4c6xyP6tRBcBh9cGytv22XLW39v6id60u6BjbWWU+z+uFXMpmO7UsxjNZXjcv1EHx1am7mMVL9lt/bbXhQtJ+LW3Zcl6F/9J+c50H+IcHjoDjLtv9vz5ft4d+9PmGHZ/Y8wg3hKcu7njYzfzgTbs8y/Uh5tDD94dszvlJJ6nxae7D02NgyZy/H+D5nx0Pnl8yadCbx5kzhPnJwfOcQQrXk/iRiBte5Bn9LB5kXDIRhhJ6s/YIqSwIcgwJDtCHafM8rwG8Jsj7mxsYFgsWx6h74eEuWsOdC5av1aWPti0bUhj6hhi0LS0n4lmM/qOQ/SV5h9GxBBwsZvixeG5rH4l22OhTgP2Iuy5LssvuXeNc62vGlpbLvS/H/qD3wYG2kvQPr/ACByBwDmcZeO9+cD26DxHmD3CGwYfYMQeMrHhTs/PHCB8sLCM9NpLamb+24TKle5T3Oeuh8cY2PSvXQ+OXzyfPJ88J74T3wmyZwmyZBJlWvUP3AtfHR4D5sQBMc+2N88sIF53tMENeex2/bP/wCzwd4SlLwdtTs8pahPEvwR5A2fOUhPFhYsfZIdYvr/AAHOB+wxNOhclll+2kNhYd+AZ7hfYX23NaxE91q34mvAxm2trP6tfYXDS1EJqX7P1LLsvy/tpa41tbd69l3/ANYZ/iKW8B3oCCx4B1E9Se7I851AjkYw4DEGQAge878X0nsu+eMuJMk3gmXed3lh9gxs7TFE/jju/XDUifieXi88eHHhy+egTThN5TOEzlOQLTw367QofCPUMIdiHALXplW3jbU/Td0xEfEI9WiRkLJmXl6Lo4PeeBJOQ+R+Vs43wvBgwdleAxY940dtbZV6Qvfg/HK7xra2od5H7DkQmIXgv7LLL94H1DwDEOD+rZZZ+LW1lyeBdlyxaWrXnbXhpaQvBfksv21Zctf6L/yQZyQPsH2Cwj4I1CtSyTOMs6DzyBvA0IcAhwAEbnXiWWvcfUiwtWMn04MYi+J33YxqIevFqedZBmZ9LtwfPDyuvSfM+OHxwmPCZ0NcVyJIMjLYnu07F+mKH3Ys8OXrhB7WkMnzba4bst/UI2EamITLvMZ8JSOR/ZJifeBBkXd44xni0SvDANo9zeGB8kKNlJw+JXlMj56V3rPq3gbfkfUL0Bi+2XeD6hjgEIQftpPeZcl939Sp4FW0tLSX5bsOcmrS04H5w1lzhfnVpLa2vOy/+089GlpeeoPvAe4PkBECDY3ECzYkMM54YnIbBwDgF2cTxYHIM4ojG28t3PUl2kyJFnZRZ/8A7eJO0hB27X8QICwd+F3j+OCQmXJeHzyy5y+eXzPjl8ybzljY8ZwT7PDc+87usS/wiH9WEH/yM9zvqV9kfZbeUuH936lLuw/+RHibWdrWT44Rv4nPvKfM93hNnJPXAn2CHqA2duGcHmcztdwxnzJnAk2T0yZeXK7/AJD94HIdhS1ay/bFu8YhIciEIfUQfnBdll+S8F+y/P8Awa28L0L6/wCOeehLO3IbARAthtluFEILkCZnOeJJIZJYwLBkOgAMgh8hB9wKRG+4cYHpjPu1C+2rVu5BsxusuXPRGFjl1bmpfRJMEvrnF47piZJnL56E3hPfGNjY9DJsn3ieJT+w/ONfG5a2sMCT9mtftvg36X6WtqPuEjOV+z3kkkyTgLme3GHBIe5NvqPfvwF33lfdo8eF+588sT5ll2fMuWr/AKbl+urcl+S7yP3gbWKcG5rF20n4l2XLeNbXDE9+dR9cNbW1tbVryuT8f8kfvDpbDvIe482MfERHxaYcODbhnmFdvqwvxJOfJNhDeQ2Jpa+OAgfcQPl2N+rwgJ/Vj9tTtH1JXCDK8Ove/NuXfzYTd/LHyeCzXD4w7MB0SB8QZPvOx3Zc4U9+XzwpbdqVYxDg8WXcTESTONw5P1Mlpd/RPGkssv6kfZP218cNt2wPmPh4LBtPuF64CM5nacvlMlOULLFiTJDMcQ8kaJsOcCht5x8Y82uTXqnuvPClLLwv+45aWnDXrFIdhS0h+X65NbWUOGv/AJFLX/mHeyztl45PHIeeAjyebTYWcJJk8k3JJ4TEEHqEHo5DbT+XwhBDkt3v/kDh79ovH2ibM/mL42k0hLmp+SJvb6vwgDxwXziSXgz4GJnDM88PiTejNY1AsTCJEiUSfZ+IPsG8HUklrO8fyPNhM9RK4Se5Zfsu3Mx9v0n5l/eQ/UBhQwuJ9WJb4vGcpL3k3o3lNvJwPa7EcG/tsLdpvDffGSvLw7Jc4X1/7T65Pq0sT8Wv/gXjXhp/0A5H1aWlpwPIFeBoMbtRmCQbFYmSTFlFklkaiChQzgBGRkf2OBw76g/+y+74FrfGSQvqWlng+0XqaXyT9WZE1z2tfLduOTMhgkERCSxmJnCEmc6MEH2e234tTzbHeW+L6kogiybjMCPEEf2Tne/+F4eZZbN8T75LOe2U9MszUvAYYgvTH1bD9hv/APpL7n6nd89uEvKXLXoR3lBY9QLW0fUBYfK2EL3a9ifN2mUltjguf8AXpXOGvGtratWrVraw/bflq1/7R4jzHngfXRRpYl2NgjJzLHK5wU48w2IUcOCIQgHiDODY1j/6k92vAT5A5KiPEvIu/E+ib2Ze3bLvY34lFnpstn7Z5PmZkdj8l7+ihGx4Y/UxxJBrHwIHB33JtmQ5w7jlB6gkmNPMB4EGPaHLR4n/AOuBbU38cK8Y/bVjxrDbaXbD9xrg+0pcXfHD94eHD4tZeLdk2VtyUva4UvufmVte7EsrKn6l2fP/AA2sfUv+pnCfv/bGPPAWsnyUhBGlqYsORXU+ZMtZZ/Z5BCwtRMRBthAQHAb0DaeWHKe5CHiP7YcWzAyFlCc22F6JSU8zmwErbM4XAveG+49ocAIXvBPzMZq1Bku934DsmJHgh4exhdvcgyI/VlhITS1EOX9leF/84Yb5ZPUmdKDJFtpOwsl4bKybV5cFyWZ88Jwuy+2XufPD3Zcv6t8hNOF2XZmX1x5f9Hxaz/3BrPiHTeE8oLQ0v/7LGfcsJDhvDXDLYmOPIHDEGwouYA4Bg2BiJLPIEkltj5APlgfbtz3Y9kXqMLJ3O0viNkO2bs8SPfFmfm1Op9pd4TxP1OXmVltep0l4z7J6n6mF3jtnZ+DVfOZGVPcL7a28ZajLyjfdrOU+Qz3PiZ31wJ3nCwn45Tegh4X5KX7LsheE7LxviZZ4HhwXtLku9I8r6OHh8y+v+kCwLGrTJepR/wBgNYd4mkTPMp2Mb5oWZp/9kTtO872DLkssvuZqFatdQCJAZfxwzLCD7B9tCBBH7EWIARHbvFX0yfZPbb9ll+w8yODZsst8yt7Nq3S7I33LhGW8O7tCS1YzPiZmcY5Duu275E+zy5Xs4OywhMxu8H2D5ENQHuGQIy/naZneDw/hwnm1asehM4TegtZ+z36BWTPGyz5lYSyy+5d6yXhdnxPD5/6J0BfTHsZheP8ArDixesnp2bCcifc6nm8Zsp0l2X1PnjbYdiDYQdBgZHAlneOAQDxDx5XsnQnTgfd3NqT2l9JjePaXtfSd+TM7Mu7Zt8A7E7wuTwFZZ31eUn2wmMBOrF3+C2S7XyzjB5SWR8gihI5ahH44E3C8xRZQyt/bd8tkDzJIfbPnCbJ6scMZPs/HKfLGT5J0Lw8H3KXZfUzKy+pfcu8s+J8cL3tW22wlpaS/OFl9f9MHB26n1/1MYgQjPOQFhEPLWB7zNmeg8wcCcBidoEEG9Aa7C7EX8bKw8xNZw4eYEbZIkZ5i9t9GwLX3OeOjNPdpKk698Srv9yNmsfblDzPbldk7zxG41x36jM8gO7xJ9XdDzB8yO3d55hnCQXy9kLR+cBA8P7JDJO939uXbjCTOh+OCx7szjtJsmcr8lyQnJeeHzLLKS9pS8llz/DTkvz/rPLgNkzk+P+hjwx0DxGJgu1wEybe0psu9rat2yxgggwOQ0h9ghNokkjfAl7LSH1YeI5fCDhd7BkL7XzYCWyZaXsnXvK+7RLtj7b38ziTvmV2Qle2YXv8AN/Uq+eEW1bmBe4NtxYv+wtgbG7km2kzJ6l2o1BimPyFJ8ghn7x/O0Pzv0gz5ju+LPyVI+yxH/wBWfZLusssODDlvfh9d+GbwnxwfMy7LL1eEucfy087mcT2tS/bS1teF9f8ATPHB5515Pj/k42PJhYdWPDy4A8QJYQPEMS9pk588ha5BcAhBm8Qto1bmZYwhHvC9EBFcnCvCWG/SPSGbheyUtJ98kepf20m7ku8rCtSnzx5bLGEw2NRTPqR5yTOIHAKfsg4FJj5YID6hb52PqUeuJqPiFyIbH7d+D+w2/tt3eWS1Y8Y2vlptT9Fr5fxJs+poeLbvCbJcl7SyyzkyQu2ZZcJfbLti89lr5NY8PfjW1/6o8n1aWnC7Pjv/AMHGxsbXDCw6sbG1wwsOcYZMiNl8M+iy82vEp4WnIZPUN8x+L+Ls9Q+Q98QR4tyy7VhGPa9mx+oPiC7/AHw9jjWz48KF4A+7OeeX9XAuT2S7PfzYQZyT1wDBXza+Ge2erZx3l7dyWYIt3He1O7VuwO9n5d1+JMgZf/24UQbS+t9OIHjHgc9XZ8t/O09H6u+M+4cel2F3+bHyUTix7M4ix7QZPvCZl9cFZQtZbwndnG7fEtpba8L0PCfH/ZOtev8A3Y2oM4xtWPGNrhiwsOcbG1wxYcYwZDJoyC9sMJ42Tj2S57vhaT9gWHxNxAsHqeKwRjgFhxG0Jfq1m7kIJCD0cTS2W0n6mywySIT34t+S/GwvtL7N2duHzxnezvIstt8MOF3svHZNIvgtHqxOB9WpN7x2IHhuzB8mDI8RB9s9ySfN7Z7oGw/th/b/APvx74Z9s/8Ak5/eo1H4igh8Hxj2yy+YDtkL2Y/Nl2hn/wA6EuS7K5L7lLktssstZS9S5LeeNLEu8Lbwu/8AaDnUvz/148MOjF4B8tWNjY2uTFhZ8LGxtcMWFhY2MQMjxYykfaU+5bbvuFESa18w54gBtj4kngNcTEHgYEcG/wA38RcfMc78DkfswfMJPtmMEbb84LnXmW3dMzvqd98ZatQ/ZAg53Ib8gnuGWcOu9mYj3OLGBY8cYIfsPy3ZYXqOzhIWX4tWfdI98sv7f/3vQdAkk2PJ/FqBIPqMa75Z4PjCneQl6W7fEId0+9AbwfMvnh928F2XbtKXvhfcuyy7bnJrl/7mw/eGv/MFlhYWHTjwxYQLwz4WuGrXDFhZ+WNja5MX8X8WrXAPkfUEDAxvAbENeLG70VhCNWnrjUeOO7diBe7jCKYssssYCDOGFjZ/8lYHyBnD9ebDxA9Wey//AMnWd93/APqdtM7O7v2VtqNR9wsRixtg92+rSPNp5u7tlmSeSzBLZGTISUTszsh2vYTqdu8PG6295CTtfmQFhgvldiLf272LHBhzjYwznDbDiDbX/wBnXmy7kHiBCHdjj0J8z74fE8nzK8Lwl9S5wvOlpw0lP/yOWuGHVjww4xtcA+X6g+cNcmL+L+OgYsLCyxsbG1wxBkH2CxZvAhAmjacsOeINi9vE54AR8RQc+csY+rAsOCPEWE58nvCTJB8z8WfOE2Sdh7nfVo4zYP8A/LvvxZnaFJaR44aSI5d/sba8xHzISC2Ha1l9ti7XtYPcn1Pb2t73b4sttExsJsDOCye8q7nmDLXqG8Xis/8Atj/LDjHk/i1yBkH3H3CGwlkDwyIAmlu249+lvKffHhJtqXPASTZOD4516l9f/jMtWLDpy1ww4x4Yg+WPDCxj6iYWFhZ+WNrkxfxfxfxatcN9XCHATOQ2GReAXjl9Q/dnBrY2YBYg3kA395FhfULacrIbd9zJOBJnGd95+hlSU2chpJnAMdgtJ8xkDO0vUSK2d9s77ALZ3IGSdpvEuT7IvFs8XvT32X3Dwps8y2RAWGWHmQ2TjDzAWpwHaR278ajgxzjY2NjBDvDbTxGI0O/Li2ju296PsLsvKE+OD5eQiYSFhHYQ4eHHl07k/H/ax/8AD+rDqx4YcY2rFnyx4YWPA4MQfLXD+OGunsWL+L+L+LG1a6R/ngHGNlkQIQ5LwcB9yZ6mxCTGyBYZwieHfLvwH2/l2fN//l4v5HfhX7a2pPfhMnPXK5L3207cr6l3gzZZX7KNjth4tL6nsbx2Mu897SliULDgK2lrwOWnaHGHO8M77aL62naNGXd7yWHi8mfIe5ZDkUMTA4xeB+LXDFixZHmUj3LPfa3tsuTHUu0wyxZLz4d0+7wvKfN26E9yMmnEYcnz0Nf+4z84a/0zY+urGxzjYca4YWfLViODCx4HwRCgsX8dJ54YsWF/Fn5fxY2Nq10h/F/FrhiOBtnBlwd3ZMyu3ZfZ88Yjg/3jLGOyBi7Wfs9rvHGE/DZ9k+TPfs8O+mVlzd2e+3eV3oXJW2vA9722MPi092j4gF82T3IDvfrB6eD9Z2X3iucNYflp5h9PAPiN9zvGHaz7O5W6QJFqX7bf3gNgCDbA/wAQse0E9x8tq2XyVZivmxGHB8t5XtwfPS+JPUnziOXteHHl/wB4IONDg95M/wAQ+9R9WHP6geGHGN+oCFYs+WrEKIQFqITFn5a6D/PWB/F/N/N/HJrkxYWFhYx9Qie4F7oh5LP2LLORZI7zF8y7GwNqX2xwOWli06xy7N48Nra8Dvv2d9TPmZJ7tbHu0nzMuN4f20nxb+33t/UNrawXuQ836XY+2c7wPvJPpnd+lp2lJZdl2GE4CEH5N9xvEj5bl8xMxNRJcuyO94g6QXhi10bDj7jtv7tJfkpdIeXF83hDpfE7I22yzySJ56D5/wC0eY8xw+eFd/xDOk+rM4Bb9QfI+oGxYWWLY4xsQMQgFqIQPlqIcH8cmLCz8s/LGxsbVq10hjh/F/F/HDXAPkLFhB9npdjvYyvUnidltjD7Aw4EP7CB7sX44DZM8W7LljrHbzd/V525M482Ntc8w2kp9n9TiYnclPIZHEi0+x+rG+tk+5+GF9lz7X6T+pWeZS/Ua/YbUklece0I3JsWTy0konqSMeeDx0HnpfPR4e0Pe3owl+wYse2R6E+XrBY3wYR4KZMf+4PPA7wOE6/MGdAbBnJ9QQIUfMX+LCyzY+oPkQmEDEIHy1EIcGFja4fxfxa5McP4v4v4v4v44atWugYsX8X8QfYmEJj3OSPDcpnZIAiIC9kDB/8AYPUDx3t42VZbzwO8eFtjJTJYcHkWUti0tv68TqUn2XwxI4lLrjq1DOxFzYszr30KrKv6j2tIYWZ4i+z4C4sWYhE/roQdh6T6tOFLz0NuMPeGUyU3twu0sNu1s+D4vC8LynzJ1R2R8AWUYe+EzhM/7fq+Wd+E3qDYM6A+8h94DYPUGQPAyRN/ixiED5H1EwgYhDgz5aiHAfi1wxfxfxatdAxYsWPl/F/F/F/F/Fq1at24PuDFxjTiTD9tlltemFjhP7JhY17jPcZ9u/nbvxnCbBPDwf2/qfU7a+Hhp2llut2J6/kpG82pbJ9X68jX239t+YcO/qFtte7t8x+o6rBXJpCQSjxGOIIvsXcs9zX3v7nt82tjwOQ7Dn+a+pc6NZeBbyT9XvwfF4T4eD5nkB4cOH8tx7W3fmEyfHCb/wBx4t7cp0Bt46AzjNgzg+rPkQOB6g98Jd3HUQgBAx8RCAFixCAhWIPhwxZ+WrVvnzZsWLFhYWPl/Fn5fxfxY2rXJjgY48uCknoOD+xsofkQXzG+WFePW8Jwe6D5Ybw5NpIXtL5eovlYz+5jVzjzwdSyuGoUMRloNmz9kfZm/sL1b4r9S/bKX3a2trakmIGKGwsIp+rvJ/U8TxQ+x9cn1D8v1adb8cLvC9W299l24TdiXufbJe8+58T7nxwfPI5wEZp5ld3JDGT1wmcJ7/7J55xs5w5PHIbZnAbwGwZwEGWLEO6BgtcMWQRD4iEwLGJ+oPl+oPnAPlqKCws/LG1wxYWFn5Z+WPyxsbVq10DFiwsLPyxtQJHmP2IhP5PQOQIT+Rn3eBQ2vdp3YO3a1D9yJ5mGXveDs8l9z8N8Zfibt2OJSl7d5/Upl7Wltm9rv47tEIhS7Z49zNRN5WUSe5xBzFKfuWP3C+8JQMD7amse2a/u0hSIfVu8a8NPtra2traT8W7wuS5xvqx7n54FlKrPnh8T5nxw8uQwwsu2uD2vCMYSe5N5TP8AsjvQTOsPvIcH1wH2D5BH1Che4+IhwAHGEQh9WQoPkfUEBAwFjFxB8tWLCxtcMWFhY2NjatcmLFiwsLCz8sbG1a6GGcHWb64DkJ76Pwu7tBnN8S5xu25I8Sj2L5Msll9OBJS7wMvroDLtbnu7bLOT+XwSMDCt2yxu5Yll+TqQcC/btik/qKUmLP2DH6jha1/Uxxa+xN21IhwadGvRpLL84XJbWW1nzLl8T4nzPufHBN51t4PAnB8Hxy+eE3/s7kPIu848MOcOA2DINgyCD5BwBYwgiT3ZYxD64IHyPqCAiHxC9xACxsONWOMbXDCw4xsbXSP882eGLFhYWHGNja5MOjHgHy1YcD7we858NSaq+Z8d5dsO3uce5z+yz3K9Ss7snO3mV82HmX2yngX2yzNjkHgCiDAMiccdtrg1jFTWqZiwX4eHbP7jj39t/bf2F9hnuF953hZm2ITHGvJ/XDVq/qf1fi1eF+S8L6llzhT4nxPifE+Znx0G789rNj00+OHlM/7R46AfOGFhYQfLGPrg+oPkGQbBBGrEQNg+QWWfI+rMiB8j6ggIh8RQerMiAECx9cY8MOMeGL+OGLCw5xsbG1yYsWFhYc42Nja4Yv4v4tcMOrXuGXch98H9S/Jfsq3pLD+3/wBWe/vJl5MVOZ09+BdvScDFteBbFpLw0hiBmtRLvOt/U1q/tiYsxeGrVq10DfPvn3b+8f6iE0teBxYtOrS/ExXh+JfRwuy9S6y9IfE+Jz3Mmz85XLXRLeWz5k3hN5Tf+0QbBkH2y1BlhYWNjagyPrg+oPkI4BtnAMssWZAwfI+oICIHyIMj6s9QBBthwKwOMW/UfHDDnG1wwsOjGxtcmOH8X8cNcMWLCw/xy1AHA+pCw/kfFrM/Uxcv/wC0m9pfkv2WS/5Max+rTxL8llltbbBw1KvG/OBDgwnoXU1jr3a8LJ4tShatbVq39v64atc/9398P7v7v6tfvDS1iFxaWtr1A1bx+Ji7Lkuy5L6lzh7susp8T4nxwfMuS+7SY8Fycp3hOB74T3ynv/sBvAe4PcG2ZwfUHAn8WIPkQhxaiBkEDAsHAMfEfUKC/UHyExAOMbN8QHBADgGAv1AX6scMdGNrhi/i1wxYWHXjY2NjY2rXQMWLCw6gcP4svlserJ5u/mlLkxcl+y7L8nEuyy/JfkvCzwDbPtPKIRima45mM0md3F7O8vyX1LatWpWxa3xtpYtWrW1tWrXAfkUEPy1Yh+Wv+bAa8PxwvyX5eJdl9S5PaXDw4PD5nzLlsuWysp88JwmcJnCZym/9c8QbeYPUHzgQIn8cNWopB+o7PEH3gQp92LGIfEQUHy/UHyIYg+R9WZG2HAMAcBsEfVmcHTi8MLHhh042PJiws/LPyxsbG1atWrGxsf8AB+LXg8wn2/EfTfi36nio2Euz8S5L9l4F+y/ZZZZcl+y/ZdttbUpllW7ccLX7m7lTdxMcikzXh/Ufq1L9sWvGlj/EA04DaxSaQ/LXDFpaWlpaWOGvGJirLkuy3iXZXmXWXveXB8T4mfMuS2y9T54HuTeE3hO3Cb0D3/1QzgIIMggzgMiLOIopTjOEBEKdvN+o+L9QMUEDfqz5asDg+rA4DYAggDk+ugFsCzb9dOPDDjG1wwsP9sJM6FyXekbXhuyDgZ6SWWfiYv2dTFll+y7L8mLL7ZZ+LUOzIZTZT7L+2+Hda28itp0HUv2fiW1tONtL8Wr/AK68B+WrEPxtdHxYtLSxY4NZraE/HC/Jcl2WXZfUucvefE+J8cPmeF+zw+OE78JwmPCe+U3/AKYbBnAe48xH5HmDYMgYgfOA14ilBYsIx6j6hx3eIIAssIgmKHy1YWLyx6GMAQMGchsGc5sGcH10n1YHGrH/AJV78r86FCVIteoZBmM+E/TPxMX7MY/Uxj8T8S/ZjF+S5MXZfkzXjuX9tzVWuGbM6tOH4tX9c2pj8c69Glpw1atbW1tbW1tbWH5asQ/HhiH42uGLS39t/bW1tPtpY4a2k/HD8W/Zi7Lkvtl2X1Lw+ekbw5PD5nxwmnCduHv/ANU+uT64CHuD3BkEQ+IUEHeCDOAXgQh+YhwaP7H1YgQrCxv1YWN+rDjHgHzhgdB9dAbwGwZ0BsGcH1ZnXja4YsWOCJ/gvo4XJd5Ul+z8WtuX4tbu9zGMWYxBKZ+JjGLsvyYxfs/E/EuTF2XJdlyXZcl3h+OX4tbWXLS0tLThrzpaWlpwXf8AcWKXSF4Yh+NryYtLS0tLHDVraX4tWUmLsvyX2y7Ll4vMucPeXWfHUPnjy6Hzw9ngcj/nhZnAWZBB8j6g2EEIIIPlqIOA4eyCC0gWWWfLUQXAPlqxZY8muGHT+rM6A4Dbx0BvIZ1/qw/xepfnC/OVyY/HChatnExfrKZjH4kTGMfqYxQmMXZcmLs/Exfs/HD8W/Z+OFyVeH46H46tDhq1/wDKNrYh+WopcW/tra5MWLHJrb9tJjFWUJVlyXZfksu8LsvqXOF6vDjy5PnoPnqHxym/80FgDgFgCBYMj6g+RD6gghD3BCIfEOKZ5ClCyyzYhBcA+FroWHRjY2uGHUH3gNvHQG8hnV5gz/JepdlyXeFyY/HChKyhMVL9n4mMfiRLZj9TGPxL9mMfiX7MWXJi7M3ZQl2XJd4fjhclXl+OpSVf/TiH5asQ/OGLfja2rf8Aj36tbThraSsoS7Lku8Lst4vMucLvK69CO8Pnjw48Op8/8rNj64zY+rPkfUEHyPqIHyIQhA4CGuRPuBw7PUQ+ImEfjgQUUNhZ+WNrhiwsP8gWDOA2DOkM4DX/AMJ+Olcln45fiYqyhKyhMVKSpj9TES5j9TGMX7MYxfsxizFlCVbcn4lyXeH443J+OVCVelclX/2NLXhpa8MWn21tcmLFixw1a2/bThrKSsoS8KEuy/Jcl3hdl9cL6l4Xrl4fPHhw+OXz/wAtmx9cn1wfUHyAIhA+R9RCEIQpjkNeEo+nCCihv4tcMPlj8tWukMWLFjpDFhyG3jpDk8da9dehPx0qEuyhKvCkxVlyYuTFWUJZ+JfsxBKZjGMYv2Yxi/ZjF+zH4llXh+Jfs/HChLvD8cqEr0qEq/8At051Yh+WvDFpa2tq1yatWtv1tOGpfti14UJWUJdl+cLkuy/OF9EuXnh5Xqek+OfLl8f8c+uSZkDB8j6g2IEfUQxEMRCmIhzX48KQSzJ3iGPxwIK3xxYsLPyxsbHpwsLHDVjY2NqA6zscn+GvDHDVr0qExSXeFyY8H4t+zFMpLPxL9mIJUxjGPxL9mMYv2YxfsxiyvD8S/Z+OFCVeGLvL8dT8f+/S35w051tcNLS1tbW1tbW1t+tpY4a84tW0lZQlXhfkvtl3jbzMTOhpOep8crr0vL/kH1yDAEGwZH1B8iH1BHxFIQhTEQpTmg4BBZyjj7gR+LXPmxYsWLHQP44as/2D3/5FCVKSvChMfjh+Jfsxi/ZWYv2YglMxj9TH4lmMYv2YxfsxiyvD8S/Z+OFCVeFJd5fjqfj/AIOjxq0414adWtra2vRpY4a2l+JftiVeES/Z+OFyXeBLSxC8S7w/FrwvrldeXz/xj6szgFgCBYIFg+R9RA+RCEIQhCFKU+4pCDsIcBwnCGPxCt8+bNnpbVjxliRsL8WJ/kG9B5/3xasoSvChMfjhSVZxMX7PxLL9mIJTMYxj8SzGMX7MYsxikrw/Ev2fjhQlXjEq8vxbvSsq/wDD1v1aca4aca2tq10DVra2/bThqX7YteNL8S/b8W7bk/EuSrbawy7KSy5LvK/OV9crh0Pj/ghsGcBsBwfUHyDINj4gyPqIQhCEIQhxSlOCUg4Mbj4t8f3Av4tW+j5sfL+JBPzInmwsTGInGbPxYlhw1Y2PGNqB0+X+mlrjEq8bkxm7KEuyhMX7PxL9ln4mO5j9TGPxL9mMYv2Z+JZipSVbcn4l+zwUtXhiry/Fu9Kkq/8AEE6NeGnOtratWrVq1tbftpY4a8acFbS1woSpSV47RNPc4nxLk/HKhKvK9C70L1/7w2DOT64DYI+oPkEfUGwRA+cAfIhDgHJSHBGIfcfMfcQXmCBxDHBq3b4nfa+oX8kfEDskkmzGY2bPxP1I84cMf8gW8f46WuNyfi3eNyYxVlCVlCYqykv2fiWX7NX7MYxi/ZjGL9mMWYrKSrKE/EsrwxV4fi3eNyfjqUlX/jikfXVra2ugatWtr0acNbThu8fiW/Eq8fi1tb42OFZcKE8lCVefEu9C5/7w+8hsGcBkGwZBsHyDIPsEQNiHAD5yBPrEOQkPu+EfcQMQ+4HqFH3Av4tfLVq3bu5ZQBYRnyHukxIlhMYicPxJ9n46cLHQMWFn+ChPxyoT8dD8Syrw/EkJ8r3ln7Ejt2tPSCos4nU/ExjFWfiYxfsxi/ZjFJVlCYpK8fiVeH450J+OpSVf+QfXRq0/z0scNeMWudJWUvxwoWucSraWh7v6tS2vOLXoXpXJd/8AcGchvAbBkG8B9g4CD7BkQMjgB8iHAwiE04PhYX1j4gkQBEPuBCigsLPyxsbGVsfHBkH0y+0+60zGPB+JiJxiRsWv/AudD8dD8S/Zd4fi82/diIBB6EL5R/GH4f8A2iO7ts9u83hLL9mMX5Lkxi7Lkxfsx+Jfsq8PxL9leGbvD8cqE9Rir/yxyHenXqBq150vxa86Wpfs/Fq8fiVeNyfi3ZQlefxavGhfjpfiVel+P/eGchvAbeIN4DIPbwGQQZBBkcAIIXosO0EFp3YLSPiMWnmD5EPiIHyKAgYhTn5sxiGsbnCbwJpl3LSRJBmPBjEeMOGNh84asf8AN88rvPiXZfnC5LvHcwh7sP7J/rJ9vKUSp4me7te0ssuz8T8TF9sxdlyYv2fjh+Jfs/HChKvD8cqE9Rir/wA7xDv+eLVvO5fi1tC1xoT8cqFrh+JV4ULXG5fi1edL8WvUpKv/ALw98hvIZBvAe4N4CD3B7gg9we4QeiHqHuEMg9QWkFpB6hnAGxiNQZGoAg2ITHGNrpA/FnGvUn+zshPdImIyDMeCExmPOHDVjYWLVj1PnheufEuy+jhc4XJil8bSZFMG9l/Ug8XhSZBOC+pcmLLsuTF9sxfkuS7Lkuy5LsuS7wuS7y/HUpKv/SPq06NLThr0qErhS1eFCeShKvD8W7wpKvChK6H4tet+JV/4Ab0BnAe+AyDYgyCDYINgg2EHuHuEIw9wQ9QeoPUEMhsEMhsHAHoiEDIFiEOsD+2fvIqRlTMZBmKk+zGY8YmPBjzli1whInUfPK7L64XOFyeHcmvaZO9rB9kn6g8QHeebKUsxfbMX5Lkxdl+cL8l+y7w/HChLvL8W70qSr/19f8FJV4UlXjcnkoS7w/Fu8KEq8KEryoT8deLX/hhnIe+A3gPfAZBkG8B6vEEGQQQbCEHqEIe4w9xhsEGQg2DOAPXAcCEJgcY2uTVj0IyLMRJCYxUn2YzGwmMx4w4Mxa6H44TOfDh88L6lzhc4X0S+iXJdjuvFJ272os8we4fa+TN4vLwdyX5Lkxdn4n4lyXZcl2XOFCXeH45UJV6VJV/76JV4UJV5fjofjhQlXhcl3l+Odyepi1/4oe+Q3kMg3gPcG8BkHuDIPcHuCHuDCCD1CMPcEEHqCD1DCMO8EIO8GQhwEEGcH1B8v1YX8Wfl/FjgxmPCJjNSfZjGJ9kJrMbCYzXP4k+z8cpvCZw+Ohfcuy5wsuy5L7ZdtLN7yEO8AZF9xPMksrtW3Guz8T8S5MXZ+OF+S/Zd4fjhcl3hcl6VJV/778WvChKvKhLvK5LvC/OV+crnQ/HU/Fu/8YN6AzgPfAZBt5vEHuDYINg4D1BHeF9QdodoPBeUeBvKD1eEY8x4hHeEGEPcEGcBkH2DbFny1atWp/FiYxjMSwZjGJ9mMZjZMZrjBmMTOE+SbeOB7vDh8T44XqXrhdll9S5L7Zdl+cYTLzNO7I4p3jZ5bPvH94NJi7PxPxLkqy5KsvzhQl3hfnL8dKhLv/exK8qE9BehfnC5LvK7yvznxLvSuS7/AMcN6A98BvAe+AyDLzwEGQQZD3D3B2vqDtB6jzB4Ly5fDnPMeOkeV6cB4jzwPcPcG8B9/wAMLUxjGIkgzGMxkJjGYyDMeCDJJ84TZN4fE+OPDkvvhfUuSlyX2y7LszyhjEY9wjwyJkX7lj2k6lyYuz8cPxL9l3h+OF+cqEu9ChLv/Y14YscNWvRoSvQ/HQuS7wucrku8eJd5XLz0r8/5IZyG8Bt4g3gPcG8BBD3BsHAeoPXAeoO95cfLgeOB4vHj5R46R5Xpx6cjxHiPEeenG1Y2PQ/En2YxiJZsxjESwZjGZkmySZwnuT3wk+eH3yfMvaWXLxKXJfbLLvAtjhuX7mLv1tJS7PxPxLkuy5L9n44fjhQlXjcl6Nyfj/8AA6X4lXoUlXofjlfnK5yuS7yudS7/AMkM5DeQzgMg3gMg3gPXAQZD3D3wPMeekvCPF4R4vHieY8S5KPMuF2h78eEeLw6QdunC/HQ/En2SfiYiWbMfieCDJ9kkzhJM4T1w+OT74Xnhe+F2Uvtl9yy7wLLbb+22kpPiVhMYv2fjhfkuS7KEq8Pxy/HS/H/cxaWLHDVvSpKvQoS7wuS7yucrl55XOpf+SHvoDOA98BnAZB74DIe4IO8HB2jsR46AeObwjxw8OY+3hKPMvUuFDDkodhxhyHIvPI+v8E+dCZJsnpkn44TZPsn2TOEkyTOE9cvKfHB4PYl6l7S7L6lksuy7LvAsstpyf1M15B14lyXZcl+z8cPxw/HKku9ChKv/AOF04bvS/HK/OhfnK5eeVy89K/8AJD29AcBvAcB7g3gPcGwcBhBhB3jzHnjwvC8I8dE8J8FD7l2lDjDKH3KHJQ7KG8w+oYchy88j9/wT30J7LzJknsk3jzJ6kkzhPUnrk+Z8XlPjh4T5lMpclyXZZZeBZZfkvzjTgeApmLs/HC/Jct2XJdlCVeFCVehclf8A8FpY4a9Wk/HKhLvQu8rl56F3q8/8gOgPfHmDIN4DeAy88BB2g1g78B26A8R4vCPHE8x5vKUPuH3KUPuWyh9nAOQ7DnAMcAdhyIQfkPIpfr/NJN4TIe+E7Sdp8cnzyfPB88HvKe0pZL7l98C+pfUvAsssuy8H0mPAYv2XZcl+y7Lku25LwoSvS/H/AOLxa8qE/HQuS7yuXnoX1/zgb0BvIZwGcBkPfAe4NYOA7QduTxeHB4jxyLgfcPuH3KH1LIffAOQ7wD7OAcjUOcA7DkQm/IhCHxH10a2uGrV6z5vCfHQ+OT55MuFLhLKX3LZeBcll9Xollll2X5MXZ+JTMWXhfkucPxw/HL8dG5fj/wDEaWOGvRpK9L8dC50rnW+f+OG9AbyHvgPfAe4N4DeA7Qdo7vPlHng8cHjh5R5jsyl6h9Q5DkOw7wD7OAcjUYh+cA/OAfkQg/IhAQ/IhCEJi0/wUJdlzhep8cPafE+OF3lwp7SlLrKXJd4FlkvuWW+EsssuzGLMWYssuSy/Jcl2XJV4W3eVC/H/AOF1atbXp04a9Ol+OlfnSuXn/mhvR5vHAbwG8BvAZwGQawb1A88HjjwjzyOyhh2GH1DkOwxiH5wD8jUY8QGMQGERqH5FKPyIUEPy1iEP10DXJq1tn4t+y/JZd4WWXZcl6l2XqXZS+2Usl9y2WSyyX3LLYcC8C7wMX28C/eBfsuy5LLsucL84XJd53J+P/wAPpaWOTVr1acNelQl3qXf+aG9IZwG8eYM4DIOA14DtD3wdo8cHi8uDxweeB2H1DkPs4B9kOw7D9hyAw/Yx4gMIgMIgMIgMIgMQp8RSghRSgtLWIcz+r+r+r+rHBfs/HKyy3jgX1LkuyyXeBcl2+Esl9y8C8GHAvAvILMXJi5b9l+Sy+2X5Lku8Px0Px/8AkNLThq16sWr1rv8Ai+f+IG9IZyGcBnAe+AzgMg3k89B4vLpDsOcDsOQ+zgH5DsP2GH5FH5EEQIgIRAhQWFH3EPuBCilBailLi0t+Wtq1atbXjSfiYxdlyYxcnUuS7wL7tODCWX22nAthwMYv3gYuTFyYvyWXZZcl2XOFyXeVyXf/AMSGWOTVra/4acNf8V3/ACTf+GHt6QzkM4D3wG8D3wHfge7y5HnoPPA5yOcDnA/Ych2MRqGH5EIfEfcfEQZAhQYUfcfEfcfEOCxD7gQopQX9Qv8AD/8A3wYxWX7MYuzidTiXeBftpwYSz9WnIYcDwF9vAsuSzF2X5Lkv2XZc4X5wvzlcl3/8UGQb06WlpY4atbX/ADUlX/RPZ/wQ+9Ich74DeQyDeQw5PHB4jzyeOB3gfXI5DsOQ7DkMfUPyIBiHxEIQ+4EQ/UfcfqPuDDgxT7j9w4MfqHBj9QopM2LS39t/bW1+2/tpYmtVLMX7wL94HE6vQWE/Vh54GPAY8BfbwLMXZiy7LkssvyXJd4XeV+f/AIwNi1tbX/waWOGv+6fP/eGdIe3kOQzge+AzgO/W8ufDgc5HOg+uCDEG/UPyEQGIQhCCj7j9RBxT9x9xRwY/cfcGHH3AhRcwL+rVvp/dq2XJUv2QSmQTq+E/U6vhMwn6mM9BPIF4F3gXgX7LsvyWX2y7Ll5lyXeV3/8AFhrwGEdWlpaWlix0DVra/wDlTZ/9bzBnSHvkN5DgN4DeQ7cHi8ujy5HHkch3jcj66P1aWtiHgfHA/UP3AiEIQg4+4/cQcfcfLDgw4+4/cODH7hxc39Qrdvo+79RcMCKdycSmQTqc+L6Wkz4TGM08TwGLnAvAvt4Flll+S5LsvC8rku//AI4eONbW1/4qDPx/6A2zOkPfPmDOA3kMOAw4O71DzweegfXRrac6sc68NLXA/V+o/V+o/UODEIQhD9x9xSH7ihhwY/cODH7h8Q39Qrdvn3atfbR7hTrzOVImOfEz6Wsx4GnAxdngL7eBfsxcl9suyy5LL84X5yvb/wDIB/5ebPx/5Q3qDegM483jgO/Ad+keeDx/iKWLejXDTjXhpzrwP1wIQhCDj7j9xCkIUcGIQcU+WHBj9w+Ib+r+rdq3a4atuz3affA8kzGfGYxmPAxizwF+zFyYvyWX7LsucLvC7yu3nkTP/wAWef8Anpsmf+IPvUG9Ae+Q98hhweOTx0DxycD669bXDFpaca2uGlv7a4aX8teB+uBwEIfuHBiEIUg4+4/cQ/cODH7h8c2ft/V/V/V/V/V/VvJ/XB4S5JJjGPBYxi/eBi5MYsvyXJfbLsvy8S7eJd4XJd4A5fH/AOLB88HnjW169bW1tcNP+An/AIAzrDOTvyG8nng79XhweOV65H/XW1tcMW/trwxf1wxb8teB+oh+ohCDj7j9xCEIUcGP3HAO3Zs2ftn7Z+2YN/di/qar742MY36TGMWYuzF2Ysuy5LLL8ly8y5eeFy88Fi04fH/4vw/8bUI/+5N/18wZ1h76B75Hvnw48uTzz4ceHJ26BSxaWlpaWlpYsWLFi0tLTo1tcMRwEJiH5aiEIQhD9x9wYhCEIUfEN/XUD+uA8PpwpMeCxjFmMWYv3gX7LsvyXOF2XOFzlc6E47f/AI88f+Mfv/uTbx/kGwZ1hv8AgcnjpHnpeXQOf7aWlpaWlpb8tbXhi041tWI/XA/XDSF4EIQhD9Q4MQhwf1yf1f1f1f1f1f1EzPzMVh5lsxjGLMYvAv3gWXZfkucLsucLnK509/8A8eeODx/5B9f749A1/mm/5Bn+g8/6DzyeeTv0DkJ1acNWv+etryaWv3hjjXgcBwaWt+ohCEIQcUHJ/V/Vrk1fqOBrW/SYxi7PxMfiXJZcmLnC+iXOF2XOFzlc6c4Jn/44MOPD/hB960+f5fX+Hl/j4dB56zx1DvyOnA5162tr/lpYscmLFpadGvDS1v1acfqPi/UfF+rRtSIQhCa4EHxzYsX9WLE3Uv3PxMYx+Jfsxi7L8l+S5LLnC+iXOF2XOFy88LnUHKZ/+MDXoD/gBr/i+f8AHw/wHH/Udug8c+HB2eheuRzkfX+/4tf9NeGnO5fqEbWE41LEKQkLCPB9Q/L9Q2rEPzk0t/bf20scF+34l+z8SyrLkssssuy5LLnC+pc4X1wu8LvK70h0Pj/8YHbgODsf+M8/+V4/yXf8R9P+B26Txz8cnnke3Qd+R9cj6/0XOpQ4a2tra2trhpzrH10EHYchHgUhGHIRhSEeNbSFv1aWvDFi0scNZSfiX7LwvyX5LnCy7LkuXiXZc4XZc4X1wvXK9dR26F/8AbyfxKP+uG9B/wCQ8/7D96lCXf8AFev8x9f6B78nboPHB56x26Duf5PUuf5636tOT66D64Fh3gUhGFLS1LHOrEPy16Q1L9sSvCy/ZZfnC7LsuS8LvC7L64XZc6nv0h74x5fP+5qRhRXg5/8AWDOA98BkPf8A4zz/AL62uGrX/Jc/1Hescf8AA8f4jz0Hj/Ymf+MTd5ProPrggjwKWkLfqH5asdGtratbXjZ+JZ+Jfsuy5Lsuy5L7bzL64X1LhwvQ8OXx0hvAZZJkhJ6vH+p5tLa+pYeSDnM/+oHvgN4D3Hf/AKK7/qOf4HfoPHU8uTx1+H+xNkzpTP8AXD7Z+2/eRSE53I+uNWjxrfq0tb9Wlra6Q1a2nBfs/HC5L7ZdvEsuy5wucL34fPD0nvJY8H1wHuOA98D3Jv8AqLaTtDCDwwxceD/0g3kMvPAQa/8AkXr/ANa+v9zx1+HW8uTzz4dfhyeP9X46X4/3FId5FId53L9caljnXhi0tbW1atWtv2xa43JZcl28S7Pjh88Pn/BNbGxsek+oNg28JO3QfP8Amd4d4XrPiEnqDvCzjA/6QZwHvgMg3gM/8ni8/wDqe/8A6jy5PPJ558Os8cHf/fNn46M2fj/cbd5FhHo1aca2LTo1tbW1tedCfjh+OPEuyniXZejw4fHXjamYsLPkfUHyDOHzJn+TN5NQJeXBnAI5Od43tPn/AKAZwG8BwGQbBv8A5Rz/ANK9f+Dy6/Lo8uTz1eH+7F6Bqzr/ABY9D8WJ/hj1H10Cwj0a8NONYW1LFi0sWOGvDFXhcl2XOl8ceHSnIGWLyeEmcBsGcvng9zh7PWHvgNsbGHeMOE99HHEP+eGcBt4g3gPfAZB/5hz/ANC7/wCDy/zeXJ56vD/E8dIfevDhj1IWPRha6M4ZJ86hyHejUj66j+9OlpaWLXQuXnhd4fHL44fHKe+T6jgOUnRjwqcJ1g2xYcH1Z+WNqO67eETLE59uC4CTbX/MDOPMGcBkG8D3Bv8A6ByHf/K+P/YeXJ56vDk88nnrDOnGxsenFj04X4sTowtcGcPm8us+un+RvvksPkWJP84fPWuc/HPh0JnCc4j4hRMLG1Y2EllnCXmeEk4T5wHeD1HCUzwNeoDBhLBDnngc3gUnvPxPAn2TP+QGwZx5gzgM4DIN4Dlqx/8AMP3/AMnh/wCAN/wPHWPPV4cnnk88HnoDv0H11YcMelj04Wurva/4jkWFiDOAtQZwDY/ZHh6lzo8ujxym8vxwIXfEcXMx49yiaxMk9zbsuc4cB7gg98YxuSGXYJSGQy/q1h98C8Y8FTGJ8/4wbz5gzgPfAZwGQb14cNWP/iFId/8AE+P/AABn+QmS3OZZAjyeefDk88nng89B45DP88OGPGF+JEg0secLXVhw1Y9Ae4M4DbGxjSHedYZfkv8AHOE2yzhNsbUcSrXyGlk+QpVu2Qrv9SuDXziNnxa6gN4CCDY+ImvA478fKbclz9TcQ7HnjOEGT7JJ/wAQPvObBnAe+A98BvA98Hn/AByxas/8A7/4k/1DYM/wHvk7N2ZO0nqEmcnnnw5PPJ54PPUPfXjY9eHDGDbHh89OHDH/ABPPAbB6ORIPVjhnD4/wfiP5JtrhPsj94xhMQhTVrbep/l8iy9SjyX4yrRENX8zj1fDpK0kyTeQMg2D1CIcmxvCHALyll+ysLHbgHuxksSTYSZJn/BDYM5DbxwHAbyGdHl/rhwzP9h0/8SfP8sY/xBvA15P4WDCT3JZnB5/xHng88nnk8dAbYdOFjhj048IcYX4senCxasekHeAgj65Ezl88I/54tr5a9k8BCFFKzvrjP5BYPEj1EerH1FMCGzwjs4ZCHePeT1I8hBsHzgDgCHqyTk+15XhPjgFg9QhwkknuHuHeT1Jn/vD70BvIbyGcBx5c+Vj/ALoSP+h4/wDJjhq1a4Ys/wAg28cGEMLYh2khJJkeeseOg88nnpIe3TjY2PRm2IzHEn2c9WF+LHjDhj14ch2jzwDvwG2PCTxpLvTiwec1Cg+4PyG9T8Sl2xRI2B5BbKMepNoc+0gLO0LtRbfe7/MCEOMsOB74BywQcD9nxeEuDsmyfeQR2htWyz4mSTeEz/2eYM6A3kN5Hvk8dI7c4Wv9sL8WP+Aff+KG8nnie93SBeEZFb0SeuB558useODx0BvB8QfOGdpI+uvCDOGFnbJH3OyPRli1Zxhwx6jvB6jsRvuNu/B3h2f7zix9WWHu/wDkcGoNr4keMZ83jQWmW3EMSwe814C0se+WcAWGQ7cAe4YR5gNmyHxw7xvUxwCSeQRGdP8ALC0Szo3b4PmSSxII4M5V40nvw+eEz/1Bt46A3oDODu/5MenEif7YWOGuGP8Ai4wB0j3tOEIyg8yYt4eUeeTz0Hn/AADxwDYgZymHTjY2NjYcY+uSLZxhwx6MOGrHjCxw1Y8EeItJ/s8JJ8sbUHGPOMcAtrwX4xnmYSHuAd/Me9iLvydO1hEjS2eLGcX14lLyygOIVpnEPmJi7rzZKp4CF0hLCNbWIkE3ZLJT5ksbuvxw1EbeLeF4XoTbH/0B96Q3oD/EOdCbY9SDIn/SxtWLOsYx2414eHexOfMef8B3oHHoeENIPceeHzPjjzAdGrUIhWpjY8YcNWPGOGPThY4asYODxxn8kzhOEyxsbVn7ZYchsIbb+o5e3CFnaPdgd43bF0sXvw8LuLE4tv2v3l2lkd23pnt/8hpDg1h8xNh4nMcgDIckhF9S23PiWGyyrz5E+z8cBvDw5dvXRjyYyDa/8oe3pDegNeg8dA7yOdOE/HUhJn/vxtWuTVq1atWrXJiw/wAgYMvPiRGMBYcg+Dz0eHQPK9cD24PN4XxBBwTkM6A4pcfnDV+EmcYWOGPGFjhjxhY4asesMTjgmSWPRjY2uGFn5auycRIrs3oghlphWt3RZ7TJeIfknOY9Vnxj5s88Bl27TE425w204/CCdA8cPBnzBsfdiEkPiWSTvIynWG2rCTJPfD/4w3qDD/B4dA5DvO5fqTbHofjqfj/16sf+fG1YsOg84j4te5/U0zLXg89A49I7yOw5wGt4R4YneV2VljzyfnDDaX98NfZxa4I9WFjhqxs+2Fjhqxsfln5YQQZxjMxk+SWFn5Y2uGL+LXDFhCE/a7EYDAe5D0yyXq7psIiDnm14N+bHlOMpaHmaDPkMnqS7QcBAMDjbeA9XdHA9pbw9Atrg9DCxzjw8J3/8fjpPP+IcvPT+rTpQkTofjpTZP/NjYf5Y2NjY2NjY2rXJixYWHWEIcYU8Qzi6tZ/wD66Bzkc4H1Hm9JZDD2wl4by5EPXGHqw4YQEv2h0YWOGrGx6MLCxyasbGDIN4ZZZJY2uTFhxja4fxwHfgdy2IDxGnmER9TFktnu0e4Vhb+2nmCZOT5kXhMh2h25U6tvfHwhJwCDYLMtng2XZ3YjJSUznuZXlM+Zflra9TGDZM6PL/ANDy6RzpHITq14Y9D0E2TOlBkT/w4t+rDqx4YsP/ACY2NjwDWHBntMZr0njpHegc5H1wPuXqGH9jxwvzjy4PqDeD72OWA5GFhYWOTVjY2WFhY5NWNjY2MEcCWWL7tWNroH8cn8cCH44LUPaA897u7jwfqzOPzeNvWeFl9pUrOsqYxvZBjZG0My8H4nU3cU4FSJO3fhW223tLMyy/ZZZcl4d9WsQ8Fm8sucP/AKQceochHp1OGnUgyZ0JnQnzqSRP9dWHVi36sOnG10DFixYWFhYWFhYWH+A5BDLvB3gbDeJZIy9dI5eegfXI7DkOQjDybHiCPMft74UzD+y/Jdu8pX1Y2ukNWrVjY2Nn5YWFhYsdIBnKWWOH8X8dA/jgQfy3Bj88GrtNiId414lPDLKe8b3SFjJNXL+TXja1vb4hS7MDwrnhdzG6u5amIlLelck4VzGKll6PPQeOXPc/kp8cLv8A6Q+uvVp162uD8cpvQnQm9eDwx6seGHXjYdGPDDrxsbGxsbGxsbGxsbGx6zzDnC2bI34wZ3IfqGz60ch3oH1wOcDDE1hY7nA8RweeCWQGQSrPTjY2Nq1atWNjY2NjZ+Wfln5Z+Wfl/F/F/F/F/F/FroH8X8Q+OYPzkIQpCoOzB3l9sCSH3aTHvew43g18v4v5mtR8mKmtbiW/bsyHoGF+NhBlSUSzow2tsvyUpjHgUzh2D70niMye3jhfsrL8mVf/ACeesctH/DXk0tOlNkzhNkzlNvHKbJn+WH+X6sOcW/VhzjwxYWHTjY2NjY/44WFjkN923mFsOJ9PE7ltte//AAB3oHgcjtwPePPC9Q9o8cnzaQ5D8Y7Lul3kVh042NjatWrVq1atW7du3bt9HzYs/L+OgfxwOQfmHBj8xD8w4o9psQsxbGVLP0X8WPnKxXyR8n5n8zWvzNY8Wfd+LZMLiw4ElbJYxvG8L+y7PDwnx0d+vXQL6ntKv/lHP8deGn+etr0J85TOfMmdD8f+DFj66AWA5zb9WHGPDFhYf54WFhY4asescAnsn9W8PiBHvwG3ekd6B3gdl64HSHTkeB6dY8chnILwz8tcMWFhYcY2NjY2rVroGOH8X8dIfxyfxDj7g8h+Y+4MfmPuDEX1GY9LXi1wUzVFu1fzZ+SZc/ZNXMXLkl2rcK1Jyz8gnrgx6HZGd4fE+Jkz/PS/Frwu/wDnHIR/z1teTFpadKZ0J7OUzoTOhNn/AEfqwOgFgDkFscYt+rDoxtdAxY6BqxsevCxY9BnmSyVbT5tWrw4efQPrpH08+LzHaPsOww9+R5tyGFh06h75D7BthzjwxYWHGNja5MWFi/i/i1yYv4v4h2+Ib+OQ/MUMfmPuDDj7ji9jtH5v5ih9wI1blfJ/Ej5OeC5/MmXP2T8y/Uo8lhd0xx65GLtWHMFCEnpk4Y8mWJzvwTePN44S78LnDHB7/wDua2n/AIdbW1wmdCZymdCZ04N+LHpx4YdILAHIbAcAsBzjww5xsbVq1atWNj04cMepBmHm8pww5D+2ugcvRuQ70D65HOF6l64O8Ox2eDveHQPHUPcG8hsBzjww5x4YsLCx+WrVvjmxw/i1yH4t8Qx+IcGPzDgx+Y+4MOPvhIqHCYukBv4sfPAxq5R5n1kzHjZu3avwk/IMX85+gwd4fJUn2w5EOAn3JvCbwm9D/g+P/drwxaWn+6b0JvKb0pn/AIAWAOg+uA2A5BbDjFv1YWfLG10hq1Y8YWOGPObPx1JF+LUbDlr6g/yY/egd5HeB98L1yPF8R54PP+IMOA3kNgDgFv1YcY8DlYWfLHhiwv4tc+L+IUXMfiFH3AhR9x8EODH4hwbS+lhZ3ht4rfzG+OLfw4Wq+T+Jn4yPmSPXENqUTnyXysPFkNksfGPvlh3kJNk2STl8cAyT8ScJ74T3ymdO22v+Nra2trkxadT56Hzy+ejzPb/YDoDbM4DegMvNjAcfqw/0wvxzhJnQmdWFvG+AxEE1lOw3YvSwsSZDjnPjk88L10jzHZ4PHB4vLg8cnmPPJ24DkOQ2D5ww4DbFhCTS1YiYsIN4FBYQbGoFhwDYEQMBEAQfI1BgEHqAxTFh6iM0vUTXmdkyYx2kdjwi80732WP7IfFlI92D2LCxLQ9Xb6selieY5tj/APsmeLvYkHrfZJ52Xv3tfd+/AE8tl2TZNn4sJ4CZPnh88Pjpf+lrf//Z

<<addclass "#ui-body.popup" "meta">><<display "About">>\n\n<<clickclose>>

<<once>><<rosedir "n" "nolink" "North">><<rosedir "e" "nolink" "East">><<rosedir "s" "nolink" "South">>\s\n<<rosedir "w" "dimpopup" "West" "launchdeny">>\s\nThe vehicle stirs again, seeking <<insertlink "north">>. But it's not north you're looking for; it's [[another direction entirely|Launch2]]<</insertlink>>.<</once>>\s\n<<later>>You murmur to the cutting, and it yearns [[skyward|Riding]] in response to the upward-seeking perfume of the rose.<</later>>

<<if $shippicked>>\s\nThe labyrinth starts to shift beneath you. Back to the south looks more stable.\n<<else>>\s\n<<rosedir "n" "nolink" "North">><<rosedir "w" "nolink" "West">><<rosedir "e" "nolink" "East">>\s\n<<rosedir "s" "staticpassage" "South" "Unmapped">>\s\nA breath of rain, except the smell of smoke and ozone seems to come instead from charnel clouds. <<reviselink clues "Search for clues to the raiders' origins." out>>\n\n<<revision clues>><<becomes>>The sky becomes drier as you follow the rose's tenuous whisper of //north//. You pay special attention to one item:\n[[The abbreviated bones of a child.|Clues][$shippicked=true;$ship="ornithopter"]]\n[[A chess position scratched into the hull of a crashed shuttle.|Clues][$shippicked=true;$ship="warbird"]]\n[[A flower with three petals of blue and one of red, its stem broken.|Clues][$shippicked=true;$ship="capsule"]]\n<<endrevision>>\s\n<</if>>

<<rosedir "w" "nolink" "Dust">>\s\n<<rosedir "e" "nolink" "Spin">>\s\n<<rosedir "s" "nolink" "Shadow">>\s\n<<rosedir "n" "staticpassage" "Light" "SpaceStart">>\s\nEven the rose's guidance is <<insertlink "clouded">> where dust enfolds <<if $ship eq "warbird">>ashes<<else>>petals<<endif>>. The graves of old stars' leavings, and the birthplace of the new, in ages to come<</insertlink>>.

The Compass Rose

<<rosedir "w" "nolink" "Dust">>\s\n<<rosedir "e" "nolink" "Spin">>\s\n<<rosedir "s" "nolink" "Shadow">>\s\n<<rosedir "n" "nolink" "Light">>\s\nSpace is nothing <<cyclinglink "more" "less">> than shadow layered upon shadow. If not for the rose you would never be able to needle through to <<reviselink shadowseek "what you seek" end>>.\n\n<<revision shadowseek>><<becomes>>The breath of particles here is almost smothering. The <<printship>> houghs, and \s\n<<insertlink "hurries on.">> \s\n<<print {ornithopter:"The ornithopter's wings creak and strain against the cold as it tilts away from the continued and toward the ",\nwarbird:"The warbird spreads its plumage of fire in response to the ",\ncapsule:"The capsule's sides pulse and crawl in response to the particle drift, propelling toward the "\n}[$ship]>> \s\n<<reviselink starlight "light" end>> of a yearning star.\s\n<<revision starlight>><<becomes>><<rosedir "n" "flashpassage" "Light" "ArriveNewPlanet">>\s\n<<timedinsert 8s>>\n\n<span style="color:#CCC;">//Check the compass circle again.//</span><</timedinsert>>\s\n<</revision>>\s\n<</insertlink>>\s\n<</revision>>

!!The End\n<<replace "#aboutpopuplink">><</replace>><<insertlink "Thank you for playing The Compass Rose.">> Special thanks to <a href="https://sub-q.com/" target="_blank">Tory Hoke</a> and <a href="http://www.rectangleworld.com/blog" target="_blank">Dan Gries</a>.\n\n<<popup "About" "AboutPopup">><</insertlink>><center><iframe src="/html/departureContent.html" style="width:150px;height:150px;padding:0;margin:0;display:block;border:none;overflow:hidden;"></iframe></center>

<<set $dpseen=true>>\s\n<<if $dnorth>><<rosedir "n" "staticpopup" "death" "deathpopup">><</if>>\s\n<<if $dsouth>><<rosedir "s" "staticpopup" "death" "deathpopup">><</if>>\s\n<<if $deast>><<rosedir "e" "staticpopup" "death" "deathpopup">><</if>>\s\n<<if $dwest>><<rosedir "w" "staticpopup" "death" "deathpopup">><</if>>\s\n//<<if $northgoal eq "colony" or $southgoal eq "mercy">>\s\nAsh by ash the cities were scoured away.\n<<else>>\s\nThe world's yearning forests withered; the oceans grew sterile and clogged with the debris of burned-up weapons.\n<</if>>//\n\n<<clickclose>>

''The Compass Rose''\nStory by Yoon Ha Lee. Coding by Peter Berman.\n\n<div style="float:left; border-style:solid; border-width:1px; padding:10px; margin:10px;">\s\n<ul id="myuimenu">\s\n<li id="menu-rewind"><<click "Rewind">><<script>>UISystem.rewind();<</script>><</click>></li>\s\n<li id="menu-saves"><<click "Saves">><<script>>UISystem.saves();<</script>><</click>></li>\s\n<li id="menu-restart"><<click "Restart">><<script>>UISystem.restart();<</script>><</click>></li>\s\n</ul>\s\n</div>\nCoded in <a href="http://www.twinery.org" target="_blank">Twine</a> 1.4.2, using the <a href="http://www.motoslave.net/sugarcube/" target="_blank">Sugarcube</a> 1.0.25 format and Leon Arnott's macro sets in their <a href="http://www.motoslave.net/sugarcube/1/" target="_blank">Sugarcube versions</a>.\n\nSpecial thanks to <a href="https://sub-q.com/" target="_blank">sub-Q</a> and especially Tory Hoke for inspiration and feedback.\n\nSpecial thanks to Dan Gries, author of <a href="http://www.rectangleworld.com/blog" target="_blank">rectangleworld</a>. Visual effects and their code are adapted from <a href="http://rectangleworld.com/blog/archives/413" target="_blank">Imperfect Circles</a> and <a href="http://rectangleworld.com/blog/archives/587" target="_blank">A Colorful Cellular Automaton</a>.\n\nThanks to our beta testers: Sam Kabo Ashwell, Rhea Berman, Aimee Griffin, Yune Kyung Lee, and Amy Zimmerman.\n\nThis story uses two <a href="https://www.google.com/fonts" target="_blank">Google fonts</a>: <a href="https://www.google.com/fonts/specimen/Inconsolata" target="_blank">Inconsolata</a> and <a href="https://www.google.com/fonts/specimen/Gentium+Basic" style="font-family:'Gentium Basic';" target="_blank">Gentium Basic</a>.

<<setcset "newplanet">>\s\n<<resetlhsboxes>>\s\n<<blankrosedirs>>\s\nThe <<printship>> lands with <<print {ornithopter:"a clatter of wings", warbird:"a glad cry", capsule:"an eerie whisper"}[$ship]>> on a newly-found planet. You [[emerge|NewPlanet][$phase="N"]].\n

<<once>>!The Ruined Garden\n<<showrosestoneboxes>>\s\n<<if $useanim>>\s\n<<candlestonestart>>\s\n<<else>>\s\n<<cstonestaticupdate>>\s\n<</if>>\n<<set $petalsseen=false>><<set $smokeseen=false>>\s\nThe stones of the rose garden are round and smooth, and amid them are <<insertlink "spent bullets">>, splashed in red<<endinsertlink>>.\n\nThe raiders left you for dead. Yet here you are, listening to the irregular sound of your breathing.\n\nYou [[struggle upward|RuinedGarden]] from where you have fallen.\n<</once>>\s\n<<later>>\s\n<<if not $somethingsurvived>>\s\nThe roses, cultivated for their terraforming properties. Their shredded <<insertlink "petals">><<set $petalsseen=true>>\s\n<<if $smokeseen>><<removeclass "#cracks" "hide">><<endif>>\s\n, blackened in the attack, scattered like a sacrifice of fingers<<endinsertlink>>. The <<insertlink "smoke">><<set $smokeseen=true>>\s\n<<if $petalsseen>><<removeclass "#cracks" "hide">><<endif>>\s\n. The fragrance of rose-nectar clogs like velvet deep in your throat<<endinsertlink>>.\n\n<div id="cracks" class="hide changefast">Maybe something [[survived.|RuinedGarden][$somethingsurvived=true]]</div>\n<<else>>\s\nThere. In the cracks. A <<reviselink runner "runner" end>> that you must have missed—that the attackers must have missed.\n\n<<revision runner>><<becomes>>Weak, pale pink-green stem and leaves, unbudded: someday this may grow into a proper compass rose. Such roses are valued throughout the scatter of worlds for their ability to align worlds, both geographically and morally.\n\nYou can [[take the cutting with you.|RG2]]<</revision>>\s\n<</if>>\s\n<</later>>

<<rosedir "n" "nolink" "North">><<rosedir "e" "nolink" "East">><<rosedir "s" "nolink" "South">>\s\n<<rosedir "w" "staticpassage" "West" "Unmapped">>\s\nHere you find <<print { ornithopter:"an ornithopter held together by wires of tarnished silver", warbird:"a warbird once sleek, its cockpit crazed by fractures,", capsule:"a migratory capsule with its door hanging open" }[$ship]>> upon a ledge. The <<printship>> stares with <<insertlink "aimless eyes.">>\n\nAs you approach, your compass rose cutting releases a slight <<insertlink "fragrance">><<rosedir "w" "nolink" "West">><<setRoseArrayToBaseAndDraw "fragrance">>—sweet and ashy, like the garden it was taken from. The <<printship>> stirs at this promise of guidance as you [[enter it|Launch2]]<</insertlink>>.\n<</insertlink>>\n

<<if $dpseen>><<rosedir $dflee "staticpopup" "death" "deathpopup">>\s\n<<else>><<rosedir $dflee "flashpopup" "death" "deathpopup">>\s\n<</if>>\s\n<<set $ddircount += 1>><<if $ddircount eq 4>><<removeclass "#endflee" "hide">><</if>>\s

var passages = document.getElementById("passages"),\n\taboutbox = insertElement(null, "div", "aboutbox"),\n\trosebox = insertElement(null, "div", "rosebox"),\n\tstonebox = insertElement(null, "div", "stonebox");\n\naboutbox.className += " posabsolute changefast";\nrosebox.className += " posabsolute noselect emptyholder changefast";\nstonebox.className += " posabsolute noselect emptyholder changefast";\n\npassages.parentNode.insertBefore(aboutbox, passages);\n\nsetPageElement("aboutbox", "About Box");\n\nmacros.add("showrosestoneboxes", {\n handler: function() {\n\tif (!document.getElementById("rosebox")) {\n\t\tpassages.parentNode.insertBefore(rosebox, passages);\n\t\tpassages.parentNode.insertBefore(stonebox, passages);\n\t\tsetPageElement("rosebox", "Rose Box");\n\t\tsetPageElement("stonebox", "Stone Box");\n\t}\n }\n});\n\n

<<if $eaststep>><<removeclass "body" "phase3">><<addclass "body" "phase4">><</if>>\s\n<<set $tempvar = "NewPlanet" + $phase>><<display $tempvar>>\n

<<setcset $csetname>>\s\n<<resetlhsboxes>>\s\n<<blankrosedirs>>\s\nIt is no longer dark where you are. But all around you the shadows press in from <<insertlink "every side.">> You need to find a <<insertlink "new home.">>\n\n<<click "One where you will honor the gardeners' memory by carrying on their work, alone.">>\s\n<<set $purpose="dawn">>\s\n<<setRoseArrayToBaseAndDraw "alone">><<goto "SpaceStart">>\s\n<</click>>\n<<click "One where you will found a fortress where you can nourish revenge against the raiders.">>\s\n<<set $purpose="firegun">>\s\n<<setRoseArrayToBaseAndDraw "revenge">><<goto "SpaceStart">>\s\n<</click>>\n<<click "One where you will teach others the work that was taught to you.">>\s\n<<set $purpose="constellations">>\s\n<<setRoseArrayToBaseAndDraw "teach">><<goto "SpaceStart">>\s\n<</click>>\n<</insertlink>><</insertlink>>\n

//You have no desire to encounter the raiders. At least, not before you're ready for them.//\n\n<<clickclose>>

/*! <<cyclinglink>> macro for SugarCube */\n(function(){var requiredSugarCubeBuild=2680;if(!version||!version.build||version.build<requiredSugarCubeBuild)throw new Error("<<cyclinglink>> macro requires SugarCube build "+requiredSugarCubeBuild+" or greater, aborting load");version.extensions["cyclinglinkMacro"]={major:3,minor:3,revision:2};macros["cyclinglink"]={handler:function(a,b,c){function toggleText(w){w.classList.remove("cyclingLinkInit");w.classList.toggle(rl+"Enabled");w.classList.toggle(rl+"Disabled");w.style.display=w.style.display===\n"none"?"inline":"none"}var rl="cyclingLink";switch(c[c.length-1]){case "end":var end=true;c.pop();break;case "out":var out=true;c.pop();break}var v="";if(c.length&&c[0][0]==="$"){v=c[0].slice(1);c.shift()}var h=state.active.variables;if(out&&h[v]==="")return;var l=insertElement(a,"a");l.className="link-internal cyclingLink";l.setAttribute("data-cycle",0);for(var i=0;i<c.length;i++){var on=i===Math.max(c.indexOf(h[v]),0);var d=insertElement(null,"span",null,"cyclingLinkInit cyclingLink"+(on?"En":"Dis")+\n"abled");if(on){h[v]=c[i];l.setAttribute("data-cycle",i)}else d.style.display="none";insertText(d,c[i]);if(on&&end&&i===c.length-1)l.parentNode.replaceChild(d,l);else l.appendChild(d)}l.onclick=function(){var t=this.childNodes;var u=this.getAttribute("data-cycle")-0;var m=t.length;toggleText(t[u]);u=u+1;if(!(out&&u===m)){u%=m;if(v)h[v]=c[u]}else h[v]="";if((end||out)&&u===m-(end?1:0)){if(end){var n=this.removeChild(t[u]);n.className=rl+"End";n.style.display="inline";this.parentNode.replaceChild(n,\nthis)}else{this.parentNode.removeChild(this);return}return}toggleText(t[u]);this.setAttribute("data-cycle",u)}}}})();

macros.add("popup", {\n\tversion: { major: 1, minor: 0, revision: 0 },\n\thandler: function ()\n\t{\n\t\tif (this.args.length < 2)\n\t\t{\n\t\t\tvar errors = [];\n\t\t\tif (this.args.length < 1) { errors.push("link text"); }\n\t\t\tif (this.args.length < 2) { errors.push("passage name"); }\n\t\t\treturn this.error("no " + errors.join(" or ") + " specified");\n\t\t}\n\n\t\tvar el = document.createElement("a");\n\t\tel.innerHTML = this.args[0];\n\t\tel.className = "link-internal link-popup";\n\t\tel.setAttribute("data-passage", this.args[1]);\n\t\tUISystem.addClickHandler(el, null, function(evt) {\n\t\t\tvar dialog = document.getElementById("ui-body");\n\t\t\t$(dialog)\n\t\t\t\t.empty()\n\t\t\t\t.addClass("dialog popup");\n\t\t\tnew Wikifier(dialog, tale.get(evt.target.getAttribute("data-passage")).processText().trim());\n\t\t\treturn true;\n\t\t});\n\t\tthis.output.appendChild(el);\n\t}\n});

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

<<rosedir "e" "staticpopup" $eastgoal "egpopup">>\s\n//<<if $eastgoal eq "fight">>\s\n<<if $northgoal eq "fortress" and $southgoal eq "mercy">>\s\nAcross your world, the soldiers readied themselves for an enemy they knew only from chants scribed into the orbits of defensive satellites. \n<<else>>\s\nThe cities' peoples girded themselves for the war to come, heavy of song.\n<</if>>\n<<elseif $eastgoal eq "flee">>\s\n<<if $northgoal eq "colony" or $southgoal eq "mercy">>\s\nThe cities watched the hell-streak of your <<printship>> as it soared away, abandoning them to litanies of slaughter. \n<<else>>\s\nThe world's curve dimmed beneath the hell-streak of your <<printship>> as it soared away. \n<</if>>\n<<elseif $eastgoal eq "parlay">>\s\nThe winds of the world hushed in waiting.\n<<elseif $eastgoal eq "surrender">>\s\nShadows grew deeper, and the rose curdled. \n<<elseif $eastgoal eq "courage">>\s\nNourished by the example you set, the rose prospered. <<if $northgoal eq "colony" or $southgoal eq "mercy">>The planet's people resolved to follow your example in the generations to come.<</if>>\n<</if>>//\n\n<<clickclose>>

<<set $curRoseArray = $rosebasearrays["start"]>>\s\n<<resetlhsboxes>>\s\n<<rosedir "n" "flashpassage" "Out" "Unmapped">>\s\n<<rosedir "w" "nolink" "Rocks">>\s\n<<rosedir "e" "nolink" "Fall">>\s\n<<rosedir "s" "nolink" "Smoke">>\s\nYou take the cutting. There's no more point remaining here.\s\n<<timedinsert 8s>>\n\n<span style="color:#CCC; font-size:90%;">//Watch the circle for active links. Right now, you may click "Out" to proceed.//</span>\s\n<</timedinsert>>

<<rosedir "e" "nolink" "East">><<rosedir "w" "nolink" "West">><<rosedir "s" "nolink" "South">>\s\n<<rosedir "n" "staticpassage" "North" "Unmapped">>\s\n<<if $candlestonepicked>>\s\n<<removeclass "body" "phase1">>\s\n<<addclass "body" "brightglass">>\s\n<<setcset "candle">><<set $brightglassseen=true>>A wilderness of <<insertlink "glassy pebbles">>, a glory of light in all directions in response to your candlestone's hearth-glow. The pebbles are possessed of a slow unbearable heat, like the memory of summer<</insertlink>>.\n<<else>>\s\nA wilderness of <<insertlink "glassy pebbles">>. The pebbles are cool to the touch, exactly the temperature of autumn rain. They glimmer in all directions. There is nothing here for you but the kaleidoscope intimation of color<</insertlink>>.\n<<endif>>\n\n\n\n\n

The seed-drift of stars in the dark <<insertlink "don't yet have names.">>\n\n<<click "Within them you write the story of the garden you came from, and its gardeners.">>\s\n<<set $westgoal="nostalgia">><<rosedir "w" "flashpopup" $westgoal "wgpopup">>\s\n<<unshiftOnRoseArrayAndDraw "176,224,230" "176,224,230">><<set $phase="E">><<goto "NewPlanet">><</click>>\n<<click "In the constellations you inscribe warnings about the raiders that drove you here.">>\s\n<<set $westgoal="paranoia">><<rosedir "w" "flashpopup" $westgoal "wgpopup">>\s\n<<unshiftOnRoseArrayAndDraw "206,32,41" "206,32,41">><<set $phase="E">><<goto "NewPlanet">><</click>>\n<<click "Constellations are merely catalogs of apparent position, nothing more.">>\s\n<<set $westgoal="disinterest">><<rosedir "w" "flashpopup" $westgoal "wgpopup">>\s\n<<pushOnRoseArrayAndDraw "127,127,127" "127,127,127">><<set $phase="E">><<goto "NewPlanet">><</click>>\n<</insertlink>>

<<set $rosebasearrays = {\n\tstart: ["122,153,122","138,230,92","188,230,147"],\n\tfragrance: ["255,0,102","255,102,153","230,120,120","138,230,92","188,230,147"],\n\talone: ["255,0,102","255,102,153","230,120,120","138,230,92","94,242,200", "0,255,255"],\n\trevenge: ["255,0,102","255,102,153","230,120,120","138,230,92","220,165,200", "255,0,255"],\n\tteach: ["255,0,102","255,102,153","230,120,120","138,230,92","220,242,200", "255,255,255"],\n\tflee: ["0,0,0","51,51,51","0,0,0","34,34,34","0,0,0","51,51,51","0,0,0","34,34,34","0,0,0","51,51,51","0,0,0","34,34,34"],\n\tfight: ["195,176,145","237,201,175","1,50,32","195,176,145","237,201,175","1,50,32","195,176,145","237,201,175","1,50,32","0,0,0"],\n\tsurrender: ["206,32,41","238,210,2","0,0,0","51,51,51","206,32,41","238,210,2","0,0,0","51,51,51","0,0,0","51,51,51"],\n\tcourage: ["237,28,36","237,28,36","255,36,0","255,36,0","237,41,57","237,41,57","248,131,121","248,131,121","255,192,203","255,192,203","255,255,255","255,255,255"]\n}>>\n<<set $curRoseArray = []>>\n<<set $somethingsurvived=false>>\n<<set $chaliceexpanded = false>>\n<<set $labyrinthexpanded = false>>\n<<set $shippicked = false>>\n<<set $cluesblockedreported = false>>\n<<set $candlestonepicked = false>>\n<<set $gravelblockedreported = false>>\n<<set $brightglassseen = false>>\n<<set $constellationsseen=false>>\n<<set $colorsets = {\n\tcandle: {color1:[255,215,204], color2:[102,86,0], color3:[64,43,43]},\n\tdimcandle: {color1:[127,127,51], color2:[76,58,0], color3:[48,28,28]},\n\tfull: {color1:[0,255,0], color2:[255,0,0], color3:[0,0,255]},\n\tdawn: {color1:[51, 51,153], color2:[153,0,61], color3:[178,143,143]},\n\tfiregun: {color1:[91,156,100], color2:[0,255,0], color3:[0,102,153]},\n\tconstellations: {color1:[0,0,255], color2:[191,204,163], color3:[0,0,0]},\n\tfear: {color1:[255,0,0], color2:[255,0,102], color3:[0,0,0]},\n\tnewplanet: {color1:[128,51,51], color2:[163,82,122], color3:[122,41,0]},\n\tnorthlow: {color1:[64,25,25], color2:[81,41,61], color3:[61,20,0]},\n\tnorthwarm: {color1:[191,76,76], color2:[245,122,183], color3:[183,62,0]},\n\tnorthfierce: {color1:[191,34,34], color2:[245,241,91], color3:[61,62,0]},\n\tsouthlowcooler: {color1:[56,21,21], color2:[70,35,55], color3:[55,17,0]},\n\tsouthwarmcooler: {color1:[167,66,66], color2:[214,106,160], color3:[160,55,0]},\n\tsouthfiercecooler: {color1:[167,34,34], color2:[215,211,82], color3:[54,55,0]},\n\troar: {color1:[255,215,0], color2:[255,0,0], color3:[0,255,0]}\n}>>\n<<set $csetname="candle">>\n

/* Google Fonts */\n@import url(http://fonts.googleapis.com/css?family=Inconsolata:400,700); \n@import url(http://fonts.googleapis.com/css?family=Gentium+Basic:400,700);\n\n#ui-bar { display: none; } /* Omit the built-in Sugarcube sidebar */\n.nodisplay { display:none; }\n.invisible { visibility:hidden; }\n.hide { opacity: 0; }\n.changeslow { -webkit-transition: opacity 3s; transition: opacity 3s; }\n.changemedium { -webkit-transition: opacity 2s; transition: opacity 2s; }\n.changefast { -webkit-transition: opacity 1s; transition: opacity 1s; }\n.posabsolute { position: absolute; }\n.noselect {\n -webkit-touch-callout: none;\n -webkit-user-select: none;\n -khtml-user-select: none;\n -moz-user-select: none;\n -ms-user-select: none;\n user-select: none;\n}\n\n/* Revise/replace/etc. CSS */\n.revision-span-in { opacity: 0; }\n.revision-span:not(.revision-span-out) { -webkit-transition: 500ms; transition: 500ms; }\n.revision-span-out { position: absolute; opacity: 0; }\n\nhtml, body { min-height: 100%; }\nbody {\n\tposition: relative;\n\tbackground-color: black;\n\tfont-family: 'Inconsolata', sans-serif;\n\tfont-size: 110%;\n\tmargin-left: 300px;\n}\n\n/* links */\na.link-internal, a.link-internal:hover, a.link-internal:visited, a.link-internal:active { text-decoration: none; }\n.passage a {color: #F6C;}\n.passage a:visited {color: #E3D;}\n.passage a:hover {color: #F4A;}\n.passage a:active{color: #F9C;}\n.link-popup { color: #930EBC; } /* link for "About" popup */\n.link-passage-hot, .link-passage-hot a, .link-passage-hot a:visited, .link-passage-hot a:hover, .link-passage-hot a:active { color:yellow; }\n.link-passage-cold, .link-passage-cold a, .link-passage-cold a:visited, .link-passage-cold a:hover, .link-passage-cold a:active { color:#FC9; }\n.link-rose-popup, .link-rose-popup a, .link-rose-popup a:visited, .link-rose-popup a:hover, .link-rose-popup a:active { color: #EFCCD1; }\n.dim-link-popup, .dim-link-popup a, .dim-link-popup a:visited, .dim-link-popup a:hover, .dim-link-popup a:active { color: #A64DA6; }\n.brightstaticglow {\n\t\ttext-shadow:\t-10px -10px 40px #FFF,\n\t\t\t\t\t\t-10px 0 40px #FFF,\n\t\t\t\t\t\t-10px 10px 40px #FFF,\n\t\t\t\t\t\t0 10px 40px #FFF,\n\t\t\t\t\t\t10px 10px 40px #FFF,\n\t\t\t\t\t\t10px 0 40px #FFF,\n\t\t\t\t\t\t10px -10px 40px #FFF,\n\t\t\t\t\t\t0 -10px 40px #FFF;\n}\n.staticglow {\n text-shadow:\t-10px -10px 40px rgba(204,204,204,0.6),\n\t\t\t\t\t-10px 0 40px rgba(204,204,204,0.6),\n\t\t\t\t\t-10px 10px 40px rgba(204,204,204,0.6),\n\t\t\t\t\t0 10px 40px rgba(204,204,204,0.6),\n\t\t\t\t\t10px 10px 40px rgba(204,204,204,0.6),\n\t\t\t\t\t10px 0 40px rgba(204,204,204,0.6),\n\t\t\t\t\t10px -10px 40px rgba(204,204,204,0.6),\n\t\t\t\t\t0 -10px 40px rgba(204,204,204,0.6);\n}\n.dim-link-popup {\n\ttext-shadow:\t-10px -10px 10px rgba(153,153,153,0.5),\n\t\t\t\t\t-10px 0 10px rgba(153,153,153,0.5),\n\t\t\t\t\t-10px 10px 10px rgba(153,153,153,0.5),\n\t\t\t\t\t0 10px 10px rgba(153,153,153,0.5),\n\t\t\t\t\t10px 10px 10px rgba(153,153,153,0.5),\n\t\t\t\t\t10px 0 10px rgba(153,153,153,0.5),\n\t\t\t\t\t10px -10px 10px rgba(153,153,153,0.5),\n\t\t\t\t\t0 -10px 10px rgba(153,153,153,0.5);\n}\n.rose-no-link { color: #888; }\n\n#passages {\n\tborder-radius: 1em;\n\tpadding: 1em;\n\tmax-width: 600px;\n}\n/* phase1: Ruined Garden/Chalice */\nbody.phase1, body.brightglass {\n\tbackground-image: [img[bkg1]];\n\tbackground-size: cover;\n}\n.phase1 #passages { \n\tcolor: #D9F0EA;\n background: -webkit-linear-gradient(left top, rgba(99,0,0,0.3), rgba(63,0,63,0.3));\n background: -o-linear-gradient(bottom right, rgba(99,0,0,0.3), rgba(63,0,63,0.3));\n background: -moz-linear-gradient(bottom right, rgba(99,0,0,0.3), rgba(63,0,63,0.3));\n background: linear-gradient(to bottom right, rgba(99,0,0,0.3), rgba(63,0,63,0.3));\n}\n.brightglass .passage a { color: #FFD700; }\n.brightglass #passages {\n\tcolor: white; \n background: -webkit-linear-gradient(left top, rgba(255,215,204,0.3), rgba(204,172,0,0.3), rgba(192,129,129,0.4));\n background: -o-linear-gradient(bottom right, rgba(255,215,204,0.3), rgba(204,172,0,0.3), rgba(192,129,129,0.4));\n background: -moz-linear-gradient(bottom right, rgba(255,215,204,0.3), rgba(204,172,0,0.3), rgba(192,129,129,0.4));\n\tbackground: linear-gradient(to bottom right, rgba(255,215,204,0.3), rgba(204,172,0,0.3), rgba(192,129,129,0.4));\n}\n.skyward #passages {\n\tcolor: #B5DAFF; \n background: -webkit-linear-gradient(#000, #000, rgba(51,0,0,0.5), rgba(85,0,0,0.5));\n background: -o-linear-gradient(#000, #000, rgba(51,0,0,0.5), rgba(85,0,0,0.5));\n background: -moz-linear-gradient(#000, #000, rgba(51,0,0,0.5), rgba(85,0,0,0.5));\n background: linear-gradient(#000, #000, rgba(51,0,0,0.5), rgba(85,0,0,0.5) );\n}\n.flight #passages { color: #B5DAFF; }\n/* phase2: Nothingness/space exploration */\nbody.phase2 {\n\tbackground-image: [img[bkg2]];\n\tbackground-size: cover;\n}\n.phase2 #passages, .phase2spin #passages {\n\tcolor:#FF8833;\n background: -webkit-radial-gradient(circle,rgba(34,51,85,0.5),rgba(36,44,54,0.5),rgba(0,0,0,0.5));\n background: -o-radial-gradient(circle,rgba(34,51,85,0.5),rgba(36,44,54,0.5),rgba(0,0,0,0.5));\n background: -moz-radial-gradient(circle,rgba(34,51,85,0.5),rgba(36,44,54,0.5),rgba(0,0,0,0.5));\n background: radial-gradient(circle,rgba(34,51,85,0.5),rgba(36,44,54,0.5),rgba(0,0,0,0.5));\n}\nbody.phase2dust {\n\tbackground-image: [img[bkg2dust]];\n\tbackground-size: cover;\n}\n.phase2dust #passages {\n\tcolor:#FF8833;\n background: -webkit-radial-gradient(circle,rgba(18,18,21,0.3),rgba(18,15,11,0.3),rgba(0,0,0,0.3));\n background: -o-radial-gradient(circle,rgba(18,18,21,0.3),rgba(18,15,11,0.3),rgba(0,0,0,0.3));\n background: -moz-radial-gradient(circle,rgba(18,18,21,0.3),rgba(18,15,11,0.3),rgba(0,0,0,0.3));\n background: radial-gradient(circle,rgba(18,18,21,0.3),rgba(18,15,11,0.3),rgba(0,0,0,0.3));\n}\nbody.phase2shadow {\n\tbackground-image: [img[bkg2shadow]];\n\tbackground-size: cover;\n}\n.phase2shadow #passages {\n\tcolor:#FF8833;\n background: -webkit-radial-gradient(circle,rgba(24,24,24,0.3),rgba(11,13,18,0.3),rgba(0,0,0,0.3));\n background: -o-radial-gradient(circle,rgba(24,24,24,0.3),rgba(11,13,18,0.3),rgba(0,0,0,0.3));\n background: -moz-radial-gradient(circle,rgba(24,24,24,0.3),rgba(11,13,18,0.3),rgba(0,0,0,0.3));\n background: radial-gradient(circle,rgba(24,24,24,0.3),rgba(11,13,18,0.3),rgba(0,0,0,0.3));\n}\nbody.phase2spin {\n\tbackground-image: [img[bkg2spin]];\n\tbackground-size: cover;\n}\n.phase2 .passage a, .phase2 .passage a:visited, .phase2 .passage a:hover, .phase2 .passage a:active,\n.phase2dust .passage a, .phase2dust .passage a:visited, .phase2dust .passage a:hover, .phase2dust .passage a:active,\n.phase2shadow .passage a, .phase2shadow .passage a:visited, .phase2shadow .passage a:hover, .phase2shadow .passage a:active,\n.phase2spin .passage a, .phase2spin .passage a:visited, .phase2spin .passage a:hover, .phase2spin .passage a:active { color: #FCC; }\n/* phase3: terraforming */\nbody.phase3 {\n\tbackground-image: [img[bkg3]];\n\tbackground-size: cover;\n}\n.phase3 #passages {\n\tcolor: #6F3; \n background: -webkit-linear-gradient(left bottom, rgba(71,0,178,0.5), rgba(153,102,51,0.5));\n background: -o-linear-gradient(top right, rgba(71,0,178,0.5), rgba(153,102,51,0.5));\n background: -moz-linear-gradient(top right, rgba(71,0,178,0.5), rgba(153,102,51,0.5));\n background: linear-gradient(to top right, rgba(71,0,178,0.5), rgba(153,102,51,0.5));\n}\n.phase3 .passage a, .phase3 .passage a:visited, .phase3 .passage a:hover, .phase3 .passage a:active { color: #FCC; }\n/* phase4: raiders return */\nbody.phase4 {\n\tbackground-image: [img[bkg4]];\n\tbackground-size: cover;\n}\n.phase4 #passages {\n\tcolor:#33AD33;\n background: -webkit-radial-gradient(circle, rgba(85,0,0,0.5), rgba(51,0,51,0.5));\n background: -o-radial-gradient(circle, rgba(85,0,0,0.5), rgba(51,0,51,0.5));\n background: -moz-radial-gradient(circle, rgba(85,0,0,0.5), rgba(51,0,51,0.5));\n background: radial-gradient(circle, rgba(85,0,0,0.5), rgba(51,0,51,0.5));\n}\n.phase4 .passage a, .phase4 .passage a:visited, .phase4 .passage a:hover, .phase4 .passage a:active { color: #6F9; }\n\n.emptyholder { /* placeholders for rose, candlestone */\n\tbox-shadow: \n\t\t0 2px 4px #fff,\n\t\t0 -2px 2px #666,\n\t\tinset 0 -2px 2px rgba(0,0,0,0.5),\n\t\tinset 0 2px 2px rgba(255,255,255,0.8),\n\t\t0 -30px 50px rgba(102,102,102,0.5) inset,\n\t\t0 0 15px rgba(34,34,34,0.5) inset;\n}\n#aboutbox { /* box for "About" popup link */\n\ttop: 20px;\n\tleft: -250px;\n\twidth: 220px;\n\theight: 20px;\n\tpadding: 10px;\n\ttext-align: right;\n}\n#rosebox { /* box for compass rose */\n\ttop: 75px;\n\tleft: -250px;\n\twidth: 220px;\n\theight: 220px;\n\tborder-radius: 110px;\n}\n.canvasroseclass { /* canvas for compass rose */\n\ttop: 10px;\n\tleft: 10px;\n\twidth: 200px;\n\theight: 200px;\n}\n#rose { font-family: 'Gentium Basic', serif; }\n#rosen { /* div for north direction */\n\ttop: 10px;\n\tleft: 10px;\n\twidth: 200px;\n\theight: 20px;\n\ttext-align: center;\n}\n#rosewe { /*div for west-east directions */\n\ttop: 90px;\n\tleft: 10px;\n\twidth: 200px;\n\theight: 20px;\n}\n#rosew { /* span for west direction */\n\tfloat:left;\n}\n#rosee { /* span for east direction */\n\tfloat:right;\n}\n#roses { /* div for south direction */\n\ttop: 190px;\n\tleft: 10px;\n\twidth: 200px;\n\theight: 20px;\n\ttext-align: center;\n}\n.roseflee {\n\tbox-shadow:\tinset 60px 0 120px rgba(96,0,0,0.4),\n\t\t\t\tinset -60px 0 120px rgba(92,0,31,0.4);\n}\n.rosefight {\n\tbox-shadow:\t0 0 2em 2em rgba(163,0,0,0.4),\n\t\t\t\t0 0 4em 4em rgba(122,0,28,0.4);\n}\n.rosecourage {\n\tbox-shadow:\t0 0 2em 2em #FFF,\n\t\t\t\t0 0 4em 4em #FF3;\n}\n#stonebox { /* box for candlestone */\n\ttop: 320px;\n\tleft: -215px;\n\twidth: 150px;\n\theight: 150px;\n}\n.stoneclass {\n\ttop: 0px;\n\tleft: 0px;\n\twidth: 150px;\n\theight: 150px;\n}\n#stoneimg { z-index: 1; }\n#canvasstone1, #canvasstone2 { z-index: 3; }\n#divstone3 {\n\tz-index: 2;\n\topacity: 0.65;\n}\n\n#ui-body-close { /* "X" in upper right-hand corner of popup, to close the popup */\n\tpadding: 5px 5px;\n\tcolor:#999;\n\tbackground-color:#333;\n}\n#ui-body.popup {\n\tpadding: 40px; \n\tborder-radius: 15px; \n\tborder-color: #000;\n\tfont-size: 85%;\n\tcolor: #112;\n\tbackground-color: #AAC;\n\tmax-width: 600px; \n\tbox-shadow: inset 0 0 2em black, 0 0 2em black, 0 0 5em rgba(0,0,0,0.3);\n\tline-height: 1;\n\t-webkit-transition: none;\n\ttransition: none;\n}\n#ui-body.popup.meta { background-color:#ACF; } /* different background for "About" popup */\n#ui-body.popup a { color: blue; }\n#myuimenu {\n\tmargin: 1em 0;\n\tpadding: 0;\n\tlist-style: none;\n}\n#myuimenu li {\n\tmargin-bottom: 1em;\n}\n#myuimenu li a {\n\ttext-decoration: none;\n}\n#myuimenu ul:last-child, #myuimenu ul:last-child li:last-child {\n\tmargin-bottom: 0;\n}\n\n@media screen and (max-width: 800px) {\n\tbody {\n\t\tmargin: 250px 0 0 0;\n\t\tfont-size:90%;\n\t}\n\t#aboutbox {\n\t\ttop: -240px;\n\t\tleft: 250px;\n\t\twidth: 150px;\n\t\ttext-align: left;\n\t}\n\t#rosebox {\n\t\ttop: -240px;\n\t\tleft: 10px;\n\t}\n\t#stonebox {\n\t\ttop: -190px;\n\t\tleft: 250px;\n\t}\n}\n

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

<<widget clickclose>><<click "Close">><<script>>UISystem.close()<</script>><</click>>\n<</widget>>\n<<widget printship>><<print $ship>><</widget>>\n\n<<widget drawrose>>\s\n<<stopRoseLoop>><<startRoseLoop>>\s\n<</widget>>\n\n<<widget setRoseArrayToBaseAndDraw>>\s\n<<set $curRoseArray = $rosebasearrays[$args[0]]>>\s\n<<drawrose>>\s\n<</widget>>\n\n<<widget pushOnRoseArrayAndDraw>>\s\n<<set $curRoseArray.push($args[0])>>\s\n<<if $args[1]>><<set $curRoseArray.push($args[1])>><</if>>\s\n<<if $args[2]>><<set $curRoseArray.push($args[2])>><</if>>\s\n<<drawrose>>\s\n<</widget>>\n\n<<widget unshiftOnRoseArrayAndDraw>>\s\n<<set $curRoseArray.unshift($args[0])>>\s\n<<if $args[1]>><<set $curRoseArray.unshift($args[1])>><</if>>\s\n<<if $args[2]>><<set $curRoseArray.unshift($args[2])>><</if>>\s\n<<drawrose>>\s\n<</widget>>\n\n<<widget rosedir>>\s\n<<set $tempid = "#rose"+$args[0]>>\s\n<<removeclass $tempid "brightstaticglow staticglow dim-link-popup link-passage-hot link-passage-cold link-rose-popup rose-no-link">>\s\n<<if $args[1] eq "flashpassage">>\s\n<<addclass $tempid "brightstaticglow link-passage-hot">>\s\n<<replace $tempid>><<link $args[2] $args[3]>><</replace>>\s\n<<elseif $args[1] eq "staticpassage">>\s\n<<addclass $tempid "staticglow link-passage-cold">>\s\n<<replace $tempid>><<link $args[2] $args[3]>><</replace>>\s\n<<elseif $args[1] eq "flashpopup">>\s\n<<addclass $tempid "brightstaticglow link-rose-popup">>\s\n<<replace $tempid>><<popup $args[2] $args[3]>><</replace>>\s\n<<elseif $args[1] eq "staticpopup">>\s\n<<addclass $tempid "staticglow link-rose-popup">>\s\n<<replace $tempid>><<popup $args[2] $args[3]>><</replace>>\s\n<<elseif $args[1] eq "dimpopup">>\s\n<<addclass $tempid "dim-link-popup">>\s\n<<replace $tempid>><<popup $args[2] $args[3]>><</replace>>\s\n<<else>>\s\n<<addclass $tempid "rose-no-link">>\s\n<<replace $tempid>><<print $args[2]>><</replace>>\s\n<</if>>\s\n<</widget>>\n\n<<widget blankrosedirs>>\s\n<<rosedir "n" "nolink" " ">><<rosedir "s" "nolink" " ">><<rosedir "e" "nolink" " ">><<rosedir "w" "nolink" " ">><</widget>>\n\n<<widget cstonestaticupdate>>\s\n<<set $tempname="rgb("+$colorsets[$csetname]["color1"][0]+","+$colorsets[$csetname]["color1"][1]+","+$colorsets[$csetname]["color1"][2]+")">>\s\n<<script>>\n$("#divstone3").css("background-color",state.active.variables.tempname);\n<</script>>\s\n<</widget>>\n\n<<widget setcset>>\s\n<<set $csetname=$args[0]>>\s\n<<if not $useanim>><<cstonestaticupdate>><</if>>\s\n<</widget>>\n\n<<widget resetlhsboxes>>\s\n<<replace "#aboutpopuplink">><<popup "About" "AboutPopup">><</replace>>\s\n<<showrosestoneboxes>>\n<<removeclass "#rosebox" "roseflee rosefight rosecourage">>\s\n<<removeclass "#stonebox" "nodisplay">>\s\n<<removeclass "#rose" "hide">>\s\n<<drawrose>>\s\n<<if $candlestonepicked>>\s\n<<removeclass "#stone" "hide">>\s\n<<if $useanim>>\s\n<<candlestonestart>>\s\n<<else>>\s\n<<removeclass "#divstone3" "nodisplay">>\s\n<<candlestonemakecanvasesinvisible>>\s\n<<cstonestaticupdate>><</if>>\s\n<<else>>\s\n<<addclass "#stone" "hide">>\s\n<</if>>\s\n<</widget>>\n

<<rosedir "w" "nolink" "Dust">>\s\n<<rosedir "e" "nolink" "Spin">>\s\n<<rosedir "s" "staticpassage" "Shadow" "SpaceStart">>\s\n<<if visited("Spin2")>><<rosedir "n" "flashpassage" "Light" "ArriveNewPlanet">>\s\n<<else>><<rosedir "n" "nolink" "Light">>\s\n<</if>>\s\n<<if not visited("Spin2")>><<setcset "full">><</if>>A nebula flits by almost before you can appreciate it. It looks more like a blossom than a cloud, lit in shroud-shades of blue and lavender, and \s\n<<if $constellationsseen>>\s\nconstellations that change as you pass them.\n\n<<display ConstComment>>\n<<else>>\s\n<<reviselink constel "constellations" end>> that change as you pass them.\n\n<<revision constel>><<becomes>><<set $constellationsseen=true>><<display ConstComment>><<endrevision>>\s\n<</if>>

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

!Emptiness\n\n\n\n\n\n<<if visited("Constellations") and not visited("Spin2")>><<rosedir "n" "staticpassage" "Light" "Constellations">>\s\n<<else>><<rosedir "n" "flashpassage" "Light" "Constellations">>\s\n<</if>>\s\n<<if visited("Dust")>><<rosedir "w" "staticpassage" "Dust" "Dust">>\s\n<<else>><<rosedir "w" "flashpassage" "Dust" "Dust">>\s\n<</if>>\s\n<<if visited("Spin2")>><<rosedir "s" "flashpassage" "Shadow" "Shadow">>\s\n<<else>><<rosedir "s" "dimpopup" "Shadow" "shadowdeny">>\s\n<</if>>\s\n<<if visited("Spin2")>><<rosedir "e" "staticpassage" "Spin" "Spin1">>\s\n<<else>><<rosedir "e" "flashpassage" "Spin" "Spin1">>\s\n<</if>>\s\n

// adapted from Dan Gries, "A Colorful Cellular Automaton in HTML5 Canvas"\n// http://www.rectangleworld.com/blog\n// http://rectangleworld.com/blog/archives/587\n\nvar curStoneCanvasNum = 1;\nvar isRunning = false;\n\nfunction candlestoneloop() {\n\tvar displayCanvas1, displayCanvas2;\n\tvar context1, context2, context;\n\tvar displayWidth;\n\tvar displayHeight;\n\n\tvar cellList;\n\tvar gridWidth;\n\tvar gridHeight;\n\tvar cellHeight;\n\tvar cellWidth;\n\t\n\tvar initinterval;\n\t\n\t///////////////////////\n\t//for speed, defining variables used in update function as global variables.\n\tvar i;\n\tvar cell;\n\tvar rAve, gAve, bAve;\n\tvar rVelAve, gVelAve, bVelAve;\n\tvar ease;\n\tvar rv,gv,bv,mag;\n\tvar rAccel, gAccel, bAccel;\n\tvar rSep, gSep, bSep;\t\n\tvar velMax;\n\tvar minDist;\n\tvar minDistSquare;\n\tvar dr, dg, db;\n\tvar neighbor;\n\tvar neighborPointer;\n\tvar f;\n\tvar sepMagRecip;\n\tvar sepNormMag;\n\tvar myCount;\n\n\tvar curColorSetName, curColorSet, curC1, curC2, curC3;\n\tvar rActual, gActual, bActual;\n\t\n\tvar setupComplete;\n\n\tvar clickChange = false;\n\tvar frameId;\n\t\t\n\tpreinit();\n\t\n\tfunction preinit() {\n\t\tdisplayCanvas1 = document.getElementById("canvasstone1");\n\t\tdisplayCanvas2 = document.getElementById("canvasstone2");\n\t\tif (displayCanvas1) {\n\t\t\tcontext1 = displayCanvas1.getContext("2d");\n\t\t\tcontext2 = displayCanvas2.getContext("2d");\n\t\t\tdisplayWidth = displayCanvas1.width;\n\t\t\tdisplayHeight = displayCanvas1.height;\n\t\t\tinit();\t\t\t\n\t\t} else {\n\t\t\tinitinterval = setInterval(preinit, 500);\n\t\t}\n\t}\n\t\n\tfunction init() {\n\t\tcellWidth = 5;\n\t\tcellHeight = 5;\n\n\t\tgridWidth = ~~(displayWidth/cellWidth);\n\t\tgridHeight = ~~(displayHeight/cellHeight);\n\t\tease = 0.67;\n\t\tvelMax = 255;\n\t\tminDist = 8;\n\t\tminDistSquare = minDist*minDist;\n\t\tsepNormMag = 4;\n\n\t\tcurColorSetName = state.active.variables.csetname;\n\t\tsetCurVals();\n\t\n\t\tcreateCells();\n\t\twindow.clearInterval(initinterval);\n\t\tmyCount = 0;\n\t\tframeId = requestAnimationFrame(candlestoneupdate);\n\t}\n\n\tfunction setCurVals() {\n\t\tcurColorSet = state.active.variables.colorsets[curColorSetName];\n\t\tcurC1 = curColorSet.color1;\n\t\tcurC2 = curColorSet.color2;\n\t\tcurC3 = curColorSet.color3;\n\t}\n\t\n\tfunction createCells() {\n\t\tvar i,j;\n\t\tvar r,g,b;\n\t\tvar cellArray = [];\n\t\tcellList = {};\n\t\tfor (i = 0; i < gridWidth; i++) {\n\t\t\tcellArray.push([]);\n\t\t\tfor (j = 0; j < gridHeight; j++) {\n\t\t\t\tr = ~~(Math.random()*255);\n\t\t\t\tg = ~~(Math.random()*255);\n\t\t\t\tb = ~~(Math.random()*255);\n\t\t\t\tvar newCell = {\n\t\t\t\t\tx: i*cellWidth,\n\t\t\t\t\ty: j*cellHeight,\n\t\t\t\t\tr: r,\n\t\t\t\t\tg: g,\n\t\t\t\t\tb: b,\n\t\t\t\t\tbufferR: r,\n\t\t\t\t\tbufferG: g,\n\t\t\t\t\tbufferB: b,\n\t\t\t\t\trVel: 0,\n\t\t\t\t\tgVel: 0,\n\t\t\t\t\tbVel: 0,\n\t\t\t\t\tbufferRVel: 0,\n\t\t\t\t\tbufferGVel: 0,\n\t\t\t\t\tbufferBVel: 0,\n\t\t\t\t\tneighbors: [],\n\t\t\t\t\tneighborPointerList: {}\n\t\t\t\t}\n\t\t\t\n\t\t\t\t//set neighbors\n\t\t\t\tif (i > 0) {\n\t\t\t\t\tnewCell.neighbors.push(cellArray[i-1][j]);\n\t\t\t\t\tcellArray[i-1][j].neighbors.push(newCell);\n\t\t\t\t}\n\t\t\t\tif (j > 0) {\n\t\t\t\t\tnewCell.neighbors.push(cellArray[i][j-1]);\n\t\t\t\t\tcellArray[i][j-1].neighbors.push(newCell);\n\t\t\t\t}\n\t\t\n\t\t\t\t//store cells in a 2D array only for the sake of setting neighbors\n\t\t\t\tcellArray[i].push(newCell);\n\t\t\n\t\t\t\t//store cells in a more efficient linked list, for use in update loop\n\t\t\t\tif ((i == 0) && (j == 0)) {\n\t\t\t\t\tcellList.first = newCell;\t\n\t\t\t\t} else {\n\t\t\t\t\tnewCell.next = cellList.first;\n\t\t\t\t\tcellList.first = newCell;\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t\t\n\t\t//convert neighbor arrays to linked lists - linked list just has pointer objects.\n\t\tvar cell = cellList.first;\n\t\tvar numNeighbors;\n\t\twhile (cell != null) {\n\t\t\tnumNeighbors = 1;\n\t\t\tcell.neighborPointerList.first = {};\n\t\t\tcell.neighborPointerList.first.neighbor = cell.neighbors[0];\n\t\t\tfor (i = 1; i < cell.neighbors.length; i++) {\n\t\t\t\tvar newPointer = {};\n\t\t\t\tnewPointer.next = cell.neighborPointerList.first;\n\t\t\t\tcell.neighborPointerList.first = newPointer;\n\t\t\t\tnewPointer.neighbor = cell.neighbors[i];\n\t\t\t\t++numNeighbors;\n\t\t\t}\n\t\t\tcell.numNeighbors = numNeighbors;\n\t\t\tcell = cell.next;\n\t\t}\n\t\t$('#canvasstone1').click(function (e) {\n\t\t\tvar clickX = e.pageX - $("#canvasstone1").offset().left;\n\t\t\tvar clickY = e.pageY - $("#canvasstone1").offset().top;\n\t\t\tpokecanvas(clickX, clickY);\n\t\t});\n\t\t$('#canvasstone2').click(function (e) {\n\t\t\tvar clickX = e.pageX - $("#canvasstone2").offset().left;\n\t\t\tvar clickY = e.pageY - $("#canvasstone2").offset().top;\n\t\t\tpokecanvas(clickX, clickY);\n\t\t});\n\t\tfunction pokecanvas(clickedX, clickedY) {\n\t\t\tclickChange = true;\n\t\t\tvar cellX = ~~(clickedX / cellWidth);\n\t\t\tvar cellY = ~~(clickedY / cellHeight);\n\t\t\tif (cellX < 0) {\n\t\t\t\tcellX = 0;\n\t\t\t}\n\t\t\tif (cellX >= gridWidth) {\n\t\t\t\tcellX = gridWidth - 1;\n\t\t\t}\n\t\t\tif (cellY < 0) {\n\t\t\t\tcellY = 0;\n\t\t\t}\n\t\t\tif (cellY >= gridHeight) {\n\t\t\t\tcellY = gridHeight - 1;\n\t\t\t}\n\t\t\tif (cellArray[cellX][cellY].r > 127) {\n\t\t\t\tcellArray[cellX][cellY].r = 0;\n\t\t\t} else {\n\t\t\t\tcellArray[cellX][cellY].r = 255;\n\t\t\t}\n\n\t\t\tif (cellArray[cellX][cellY].g > 127) {\n\t\t\t\tcellArray[cellX][cellY].g = 0;\n\t\t\t} else {\n\t\t\t\tcellArray[cellX][cellY].g = 255;\n\t\t\t}\n\t\t\tif (cellArray[cellX][cellY].b > 127) {\n\t\t\t\tcellArray[cellX][cellY].b = 0;\n\t\t\t} else {\n\t\t\t\tcellArray[cellX][cellY].b = 255;\n\t\t\t}\n\t\t}\n\t}\n\n function candlestoneupdate() {\n\t setTimeout(function() {\n\t\trequestAnimationFrame(candlestoneupdate);\n\t\tif (!(state.active.variables.useanim)) {\n\t\t\treturn;\n\t\t}\n\t\tif (curColorSetName != state.active.variables.csetname) {\n\t\t\tcurColorSetName = state.active.variables.csetname;\n\t\t\tsetCurVals();\n\t\t}\n\t\tcell = cellList.first;\n\t\twhile (cell != null) {\n\t\t\trAve = 0;\n\t\t\tgAve = 0;\n\t\t\tbAve = 0;\n\t\t\trVelAve = 0;\n\t\t\tgVelAve = 0;\n\t\t\tbVelAve = 0;\n\t\t\trSep = 0;\n\t\t\tgSep = 0;\n\t\t\tbSep = 0;\n\t\t\tneighborPointer = cell.neighborPointerList.first;\n\t\t\twhile (neighborPointer != null) {\n\t\t\t\tneighbor = neighborPointer.neighbor;\n\t\t\t\trAve += neighbor.r;\n\t\t\t\tgAve += neighbor.g;\n\t\t\t\tbAve += neighbor.b;\n\t\t\t\trVelAve += neighbor.rVel;\n\t\t\t\tgVelAve += neighbor.gVel;\n\t\t\t\tbVelAve += neighbor.bVel;\n\t\t\t\tdr = cell.r - neighbor.r;\n\t\t\t\tdg = cell.g - neighbor.g;\n\t\t\t\tdb = cell.b - neighbor.b;\n\t\t\t\tif (dr*dr + dg*dg + db*db < minDistSquare) {\n\t\t\t\t\trSep += dr;\n\t\t\t\t\tgSep += dg;\n\t\t\t\t\tbSep += db;\n\t\t\t\t}\n\t\t\t\tneighborPointer = neighborPointer.next;\n\t\t\t}\n\n\t\t\trAve *= (f = 1/cell.numNeighbors);\n\t\t\tgAve *= f;\n\t\t\tbAve *= f;\n\t\t\trVelAve *= f;\n\t\t\tgVelAve *= f;\n\t\t\tbVelAve *= f;\n\t\t\t\n\t\t\t//normalize separation vector\n\t\t\tif ((rSep != 0) || (gSep != 0) || (bSep != 0)) {\n\t\t\t\trSep *= (sepMagRecip = sepNormMag/Math.sqrt(rSep*rSep + gSep*gSep + bSep*bSep));\n\t\t\t\tgSep *= sepMagRecip;\n\t\t\t\tbSep *= sepMagRecip;\n\t\t\t}\n\t\t\t\n\t\t\t//Update velocity by combining separation, alignment and cohesion effects. Change velocity only by 'ease' ratio. \n\t\t\tcell.bufferRVel += ease*(rSep + rVelAve + rAve - cell.r - cell.bufferRVel);\n\t\t\tcell.bufferGVel += ease*(gSep + gVelAve + gAve - cell.g - cell.bufferGVel);\n\t\t\tcell.bufferBVel += ease*(bSep + bVelAve + bAve - cell.b - cell.bufferBVel);\n\t\t\t\n\t\t\t\n\t\t\t//Code for clamping velocity commented out because in my testing, the velocity never went over the max. (But you may wish to restore this\n\t\t\t//code if you experiment with different parameters.)\n\t\t\t/*\n\t\t\tif ((mag = Math.sqrt(cell.bufferRVel*cell.bufferRVel + cell.bufferGVel*cell.bufferGVel + cell.bufferBVel*cell.bufferBVel))> velMax) {\n\t\t\t\tcell.bufferRVel *= (f = velMax/mag);\n\t\t\t\tcell.bufferGVel *= f;\n\t\t\t\tcell.bufferBVel *= f;\n\t\t\t\tDebugger.log("clamped");\n\t\t\t}\n\t\t\t*/\n\t\t\t\n\t\t\t//update colors according to color velocities\n\t\t\tcell.bufferR += cell.bufferRVel;\n\t\t\tcell.bufferG += cell.bufferGVel;\n\t\t\tcell.bufferB += cell.bufferBVel;\n\t\t\t\n\t\t\t//bounce colors off of color cube boundaries\n\t\t\tif (cell.bufferR < 0) {\n\t\t\t\tcell.bufferR = 0;\n\t\t\t\tcell.bufferRVel *= -1;\n\t\t\t}\n\t\t\telse if (cell.bufferR > 255) {\n\t\t\t\tcell.bufferR = 255;\n\t\t\t\tcell.bufferRVel *= -1;\n\t\t\t}\n\t\t\tif (cell.bufferG < 0) {\n\t\t\t\tcell.bufferG = 0;\n\t\t\t\tcell.bufferGVel *= -1;\n\t\t\t}\n\t\t\telse if (cell.bufferG > 255) {\n\t\t\t\tcell.bufferG = 255;\n\t\t\t\tcell.bufferGVel *= -1;\n\t\t\t}\n\t\t\tif (cell.bufferB < 0) {\n\t\t\t\tcell.bufferB = 0;\n\t\t\t\tcell.bufferBVel *= -1;\n\t\t\t}\n\t\t\telse if (cell.bufferB > 255) {\n\t\t\t\tcell.bufferB = 255;\n\t\t\t\tcell.bufferBVel *= -1;\n\t\t\t}\n\t\t\t\n\t\t\tcell = cell.next;\n\t\t}\n\t\t//handle alternating canvases\n\t\tif (curStoneCanvasNum === 2) {\n\t\t\tcontext = context1;\n\t\t} else {\n\t\t\tcontext = context2;\n\t\t}\n\t\t//now loop through again, copy buffer values and draw\n\t\tcontext.clearRect(0,0,displayWidth,displayHeight);\n\t\tcell = cellList.first;\n\t\twhile (cell != null) {\n\t\t\tcell.r = cell.bufferR;\n\t\t\tcell.g = cell.bufferG;\n\t\t\tcell.b = cell.bufferB;\n\t\t\tcell.rVel = cell.bufferRVel;\n\t\t\tcell.gVel = cell.bufferGVel;\n\t\t\tcell.bVel = cell.bufferBVel;\n\t\t\trActual = (cell.r*curC1[0] + cell.g*curC2[0] + cell.b*curC3[0])/255;\n\t\t\tgActual = (cell.r*curC1[1] + cell.g*curC2[1] + cell.b*curC3[1])/255;\n\t\t\tbActual = (cell.r*curC1[2] + cell.g*curC2[2] + cell.b*curC3[2])/255;\n\t\t\tcontext.fillStyle = "rgba(" + ~~rActual + "," + ~~gActual + "," + ~~bActual +",0.7)";\n// the following line was replaced with a clearRect of the entire canvas\n//\t\t\tcontext.clearRect(cell.x, cell.y, cellWidth, cellHeight);\n\t\t\tcontext.fillRect(cell.x, cell.y, cellWidth, cellHeight);\n\t\t\tcell = cell.next;\n\t\t}\n\n\t\t//display proper canvas and update values for next iteration\n\t\tif (curStoneCanvasNum === 2) {\n\t\t\t$("#canvasstone1").removeClass("invisible");\n\t\t\t$("#canvasstone2").addClass("invisible");\n\t\t\tcurStoneCanvasNum = 1;\n\t\t} else {\n\t\t\t$("#canvasstone2").removeClass("invisible");\n\t\t\t$("#canvasstone1").addClass("invisible");\n\t\t\tcurStoneCanvasNum = 2;\n\t\t}\n//\t\tframeId = requestAnimationFrame(candlestoneupdate);\n\t }, 40);\n\t}\n\n};\n\nmacros.add("candlestonestart", {\n handler: function() {\n\t$("#divstone3").addClass("nodisplay");\n\tif (!isRunning) {\n\t\tisRunning = true;\n\t\tcandlestoneloop();\n\t}\n }\n});\n\nmacros.add("candlestonemakecanvasesinvisible", {\n handler: function() {\n\t$("#canvasstone1").addClass("invisible");\n\t$("#canvasstone2").addClass("invisible");\n }\n});\n

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