data:image/jpeg;base64,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

data:application/x-bmp;base64,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

(function(){version.extensions.replaceMacrosCombined={major:1,minor:1,revision:0};\nvar nullobj={handler:function(){}};function showVer(n,notrans){n.innerHTML="";\nnew Wikifier(n,n.tweecode);n.setAttribute("data-enabled","true");\nn.style.display="inline";n.classList.remove("revision-span-out");\nif(!notrans){n.classList.add("revision-span-in");if(n.timeout){clearTimeout(n.timeout)\n}n.timeout=setTimeout(function(){n.classList.remove("revision-span-in");\nn=null},1)}}function hideVer(n,notrans){n.setAttribute("data-enabled","false");\nn.classList.remove("revision-span-in");if(n.timeout){clearTimeout(n.timeout)\n}if(!notrans){n.classList.add("revision-span-out");n.timeout=setTimeout(function(){if(n.getAttribute("data-enabled")=="false"){n.classList.remove("revision-span-out");\nn.style.display="none";n.innerHTML=""}n=null},1000)}else{n.style.display="none";\nn.innerHTML="";n=null}}function tagcontents(b,starttags,desttags,endtags,k){var l=0,c="",tg,a,i;\nfunction tagfound(i,e){for(var j=0;j<e.length;j++){if(a.indexOf("<<"+e[j],i)==i){return e[j]\n}}}a=b.source.slice(k);for(i=0;i<a.length;i++){if(tg=tagfound(i,starttags)){l++\n}else{if((tg=tagfound(i,desttags))&&l==0){b.nextMatch=k+i+tg.length+4;\nreturn[c,tg]}else{if(tg=tagfound(i,endtags)){l--;if(l<0){return null\n}}}}c+=a.charAt(i)}return null}var begintags=[];var endtags=[];\nfunction revisionSpanHandler(g,e,f,b){var k=b.source.indexOf(">>",b.matchStart)+2,vsns=[],vtype=e,flen=f.length,becomes,c,cn,m,h,vsn;\nfunction mkspan(vtype){h=insertElement(m,"span",null,"revision-span "+vtype);\nh.setAttribute("data-enabled",false);h.style.display="none";h.tweecode="";\nreturn h}if(this.shorthand&&flen){while(f.length>0){vsns.push([f.shift(),(this.flavour=="insert"?"gains":"becomes")])\n}}else{if(this.flavour=="insert"||(this.flavour=="continue"&&this.trigger=="time")){vsns.push(["","becomes"])\n}}if(this.flavour=="continue"&&flen){b.nextMatch=k+b.source.slice(k).length;\nvsns.push([b.source.slice(k),vtype])}else{becomes=["becomes","gains"];\nc=tagcontents(b,begintags,becomes.concat(endtags),endtags,k);\nif(c&&endtags.indexOf(c[1])==-1){while(c){vsns.push(c);c=tagcontents(b,begintags,becomes,endtags,b.nextMatch)\n}c=tagcontents(b,begintags,["end"+e],endtags,b.nextMatch)}if(!c){throwError(g,"can't find matching end"+e);\nreturn}vsns.push(c);if(this.flavour=="continue"){k=b.nextMatch;\nb.nextMatch=k+b.source.slice(k).length;vsns.push([b.source.slice(k),""])\n}}if(this.flavour=="remove"){vsns.push(["","becomes"])}cn=0;m=insertElement(g,"span",null,e);\nm.setAttribute("data-flavour",this.flavour);h=mkspan("initial");\nvsn=vsns.shift();h.tweecode=vsn[0];showVer(h,true);while(vsns.length>0){if(vsn){vtype=vsn[1]\n}vsn=vsns.shift();h=mkspan(vtype);h.tweecode=vsn[0]}if(typeof this.setup=="function"){this.setup(m,g,f)\n}}function quantity(m){return(m.children.length-1)+(m.getAttribute("data-flavour")=="remove")\n}function revisionSetup(m,g,f){m.className+=" "+f[0].replace(" ","_")\n}function keySetup(m,g,f){var fl=this.flavour,key=f[0];m.setEventListener("keydown",function l(e){var done=!revise("revise",m);\nif(done){m.removeEventListener("keydown",l)}})}function timeSetup(m,g,f){function cssTimeUnit(s){if(typeof s=="string"){if(s.slice(-2).toLowerCase()=="ms"){return Number(s.slice(0,-2))||0\n}else{if(s.slice(-1).toLowerCase()=="s"){return Number(s.slice(0,-1))*1000||0\n}}}throwError(g,s+" isn't a CSS time unit");return 0}var fl=this.flavour;\nvar tm=cssTimeUnit(f[0]);setTimeout(function timefn(){var done=!revise("revise",m);\nif(!done){setTimeout(timefn,tm)}},tm)}function hoverSetup(m){m.onmouseover=function(){revise("revise",this)\n};m.onmouseout=function(){revise("revert",this)};m=null}function mouseSetup(m){var fl=this.flavour,evt=(window.onmouseenter===null?"onmouseenter":"onmouseover");\nm[evt]=function(){var done=!revise("revise",this);if(done){this[evt]=null\n}};m=null}function linkSetup(m,g,f){var fl=this.flavour,l=Wikifier.createInternalLink(),p=m.parentNode;\nl.className="internalLink replaceLink";p.insertBefore(l,m);l.insertBefore(m,null);\nl.onclick=function(){var p,done=false;if(m&&m.parentNode==this){done=!revise("revise",m);\nscrollWindowTo(m)}if(done){this.parentNode.insertBefore(m,this);\nthis.parentNode.removeChild(this)}};l=null}function visitedSetup(m,g,f){var i,done,shv=state.history[0].variables,os="once seen",d=(m.firstChild&&(this.flavour=="insert"?m.firstChild.nextSibling:m.firstChild).tweecode);\nshv[os]=shv[os]||{};if(d&&!shv[os].hasOwnProperty(d)){shv[os][d]=1\n}else{for(i=shv[os][d];i>0&&!done;i--){done=!revise("revise",m,true)\n}if(shv[os].hasOwnProperty(d)){shv[os][d]+=1}}}[{name:"insert",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:"replace",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:"continue",flavour:"continue",trigger:"link",setup:linkSetup},{name:"timedcontinue",flavour:"continue",trigger:"time",setup:timeSetup},{name:"continue",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;\ne.shorthand=(["link","mouse","hover"].indexOf(e.trigger)>-1);\nmacros[e.name]=e;macros["end"+e.name]=nullobj;begintags.push(e.name);\nendtags.push("end"+e.name)});function insideDepartingSpan(elem){var r=elem.parentNode;\nwhile(!r.classList.contains("passage")){if(r.classList.contains("revision-span-out")){return true\n}r=r.parentNode}}function reviseAll(rt,rname){var rall=document.querySelectorAll(".passage ."+rname),ret=false;\nfor(var i=0;i<rall.length;i++){if(!insideDepartingSpan(rall[i])){ret=revise(rt,rall[i])||ret\n}}return ret}function revise(rt,r,notrans){var ind2,curr,next,ind=-1,rev=(rt=="revert"),rnd=(rt.indexOf("random")>-1),fl=r.getAttribute("data-flavour"),rc=r.childNodes,cyc=(fl=="cycle"),rcl=rc.length-1;\nfunction doToGainerSpans(n,fn){for(var k=n-1;k>=0;k--){if(rc[k+1].classList.contains("gains")){fn(rc[k],notrans)\n}else{break}}}for(var k=0;k<=rcl;k++){if(rc[k].getAttribute("data-enabled")=="true"){ind=k\n}}if(rev){ind-=1}curr=(ind>=0?rc[ind]:(cyc?rc[rcl]:null));ind2=ind;\nif(rnd){ind2=(ind+(Math.floor(Math.random()*rcl)))%rcl}next=((ind2<rcl)?rc[ind2+1]:(cyc?rc[0]:null));\nvar docurr=(rev?showVer:hideVer);var donext=(rev?hideVer:showVer);\nvar currfn=function(){if(!(next&&next.classList.contains("gains"))||rnd){docurr(curr,notrans);\ndoToGainerSpans(ind,docurr,notrans)}};var nextfn=function(){donext(next,notrans);\nif(rnd){doToGainerSpans(ind2+1,donext,notrans)}};if(!rev){currfn();\nnextfn()}else{nextfn();currfn()}return(cyc?true:(rev?(ind>0):(ind2<rcl-1)))\n}macros.revert=macros.revise=macros.randomise=macros.randomize={handler:function(a,b,c){var l,rev,rname;\nfunction disableLink(l){l.style.display="none"}function enableLink(l){l.style.display="inline"\n}function updateLink(l){if(l.className.indexOf("random")>-1){enableLink(l);\nreturn}var rall=document.querySelectorAll(".passage ."+rname),cannext,canprev,i,ind,r,fl;\nfor(i=0;i<rall.length;i++){r=rall[i],fl=r.getAttribute("data-flavour");\nif(insideDepartingSpan(r)){continue}if(fl=="cycle"){cannext=canprev=true\n}else{if(r.firstChild.getAttribute("data-enabled")==!1+""){canprev=true\n}if(r.lastChild.getAttribute("data-enabled")==!1+""){cannext=true\n}}}var can=(l.classList.contains("revert")?canprev:cannext);(can?enableLink:disableLink)(l)\n}function toggleText(w){w.classList.toggle(rl+"Enabled");w.classList.toggle(rl+"Disabled");\nw.style.display=((w.style.display=="none")?"inline":"none")}var rl="reviseLink";\nif(c.length<2){throwError(a,b+" macro needs 2 parameters");return\n}rname=c.shift().replace(" ","_");l=Wikifier.createInternalLink(a,null);\nl.className="internalLink "+rl+" "+rl+"_"+rname+" "+b;var v="";\nvar end=false;var out=false;if(c.length>1&&c[0][0]=="$"){v=c[0].slice(1);\nc.shift()}switch(c[c.length-1]){case"end":end=true;c.pop();break;\ncase"out":out=true;c.pop();break}var h=state.history[0].variables;\nfor(var i=0;i<c.length;i++){var on=(i==Math.max(c.indexOf(h[v]),0));\nvar d=insertElement(null,"span",null,rl+((on)?"En":"Dis")+"abled");\nif(on){h[v]=c[i];l.setAttribute("data-cycle",i)}else{d.style.display="none"\n}insertText(d,c[i]);l.appendChild(d)}l.onclick=function(){reviseAll(b,rname);\nvar t=this.childNodes,u=this.getAttribute("data-cycle")-0,m=t.length,n,lall,i;\nif((end||out)&&u==m-(end?2:1)){if(end){n=this.removeChild(t[u+1]);\nn.className=rl+"End";n.style.display="inline";this.parentNode.replaceChild(n,this)\n}else{this.parentNode.removeChild(this);return}}else{toggleText(t[u]);\nu=(u+1)%m;if(v){h[v]=c[u]}toggleText(t[u]);this.setAttribute("data-cycle",u)\n}lall=document.getElementsByClassName(rl+"_"+rname);for(i=0;i<lall.length;\ni++){updateLink(lall[i])}};disableLink(l);setTimeout(function(){updateLink(l);\nl=null},1)}};macros.mouserevise=macros.hoverrevise={handler:function(a,b,c,d){var endtags=["end"+b],evt=(window.onmouseenter===null?"onmouseenter":"onmouseover"),t=tagcontents(d,[b],endtags,endtags,d.source.indexOf(">>",d.matchStart)+2);\nif(t){var rname=c[0].replace(" ","_"),h=insertElement(a,"span",null,"hoverrevise hoverrevise_"+rname),f=function(){var done=!reviseAll("revise",rname);\nif(b!="hoverrevise"&&done){this[evt]=null}};new Wikifier(h,t[0]);\nif(b=="hoverrevise"){h.onmouseover=f;h.onmouseout=function(){reviseAll("revert",rname)\n}}else{h[evt]=f}h=null}}};macros.instantrevise={handler:function(a,b,c,d){reviseAll("revise",c[0].replace(" ","_"))\n}};macros.endmouserevise=nullobj;macros.endhoverrevise=nullobj\n}());\n

\n <center> <font size ='6'> <div style="text-shadow: 2px 1px 3px\ngray;" >MANDELA'S CHOICES</div> <div style="width: 300px; height: 285px; background-color:black; box-shadow: 3px \n3px 3px 3px gray; border-radius: 7%"> [img[mandelapic]]</div>\n</font> <font size='4'><<timedcycle 3s>>An Interactive Story <<becomes>> Game Design, Text and Music by Nick Vaccaro <<becomes>> Created with //Twine// <<endtimedcycle>></font>\n \n<font size='5'>''[[BEGIN|Begin]]'' </font>\n\n----\n<font size ='1'> [[Author's Note|note]]\nImage: Thierry Ehrman. Source: http://flickr.com/photos/40936370@N00/4767586210 \n</font></center>

For the most part, your call for calm is heeded. The commemorations of Hani's death are fervent and emotional, and are marked by sporadic violence, but the disorder and tension seem to gradually subside.\n<<continuelink "[img[dots]]">> \nIn your ongoing conversations with the government, you invoke the specter of racial war that appeared as a result of Hani's death. You argue - and emphasize in public statements - that the only way that the masses of South Africa will maintain their restraint and patience is if they are granted a firm commitment for the establishment of elections and democracy. At the same time, the ANC announces a new series of mobilizations dedicated to pressuring the government into naming an election date.\n<<continuelink "[img[dots]]">> \n<<if $notrans>>While accepting the logic behind your demand for elections, the government negotiators again insist that power-sharing provisions for minority parties be included in a transitional constitution. They argue that the recent upsurge of hostility and violence will make South Africa's fearful whites even less likely to accept a constitution that denies any political protection for the minority.\n\n\n*<<choice "powersharing2" "Agree to the inclusion of power sharing guarantees in South Africa's temporary, transitional constituion.">>\n*<<choice "stillno" "Maintain your steadfast opposition to the transitional power-sharing provisions.">>\n\n<<else>> \nThese arguments and pressures quickly bear fruit. The South African government sets an election date for the anniversary of Hani's death, and the rules for the first election are established. For the first time in history, South Africa's majority will be able to choose their leaders in a <<choice "electionresults" "free election.">> <<endif>>

\n\n<<if $request>> <<set $majcred = $majcred + 1>>\nBotha listens to your request, but politely deflects it and changes the subject. The meeting eventually concludes without firm commitments. You return to Victor Verster to await further news.\n\nThree months later, on October 15, 1989, Sisulu and other prisoners who were sentenced alongside you at Rivonia are released from prison. \n\nBotha's government has made the first significant concession of the negotations, and their decision boosts confidence in the process. \n<<continuelink "[img[dots]]">> \nAlong with the prisoner release, another important change occurs: Botha, it turns out, will no longer be at the head of the negotiations or of the country. After falling ill in August, he resigns and is replaced as President in late 1989 by <<choice "deklerk" "F.W. de Klerk.">>\n<<else>>\n\nBotha listens attentively, but seems skeptical, and quickly changes the subject. The meeting eventually concludes without firm commitments of any kind. \n\nYou return to Victor Versteer prison to await further news. Over the following weeks, it becomes clear that your request for the release of prisoners has been ignored. \n<<continuelink "[img[dots]]">> \nThis is an ominous sign for the future trajectory of any negotiations with Botha. In fact, it turns out that Botha's role ends soon after this. After falling ill in August, he resigns and is replaced as President by <<choice "deklerk" "F.W. de Klerk.">>\n\n<<endif>>\n\n\n\n

if (screen.height > screen.width){\n alert("Switch to landscape orientation to view game menu and information");\n}\n\n(function () {\n version.extensions.soundMacros = {\n major: 0,\n minor: 8,\n revision: 0\n };\n\n var globalVolume = 1.0;\n var updateInterval = 10; //Update sound volume, etc. once every 10 ms\n var defaultOverlap = 1000; //Default track overlap is 1000 ms\n var minVolume = 0.01; // Minimum possible volume -- 0 is mute, so we want somethings slightly above that\n var soundInterval = 0.1; // Creates an interval of 1/10 creates ten stages of loudness. Used by quieter/louder. Feel free to tweak\n var fileExtensions = ["ogg", "mp3", "wav", "webm"]; // Acceptable file extensions for audio\n var clips = {};\n\n // Convenience vars\n var clipNameLabel = "Clip Name";\n var overlapLabel = "Overlap";\n var volumeProportionLabel = "Volume Proportion";\n var loopLabel = "Loop?";\n\n\n //------------ Robert Penner via Kirupa math methods ----------\n //-------------------------------------------------------------\n\n function easeInOutSine(currentIteration, startValue, changeInValue, totalIterations) {\n return changeInValue / 2 * (1 - Math.cos(Math.PI * currentIteration / totalIterations)) + startValue;\n }\n\n //------------ End Math methods -------------------------------\n //-------------------------------------------------------------\n\n function error(message) {\n return throwError(message);\n }\n\n function getArgs(givenArgs) {\n\n var args = Array.prototype.slice.call(givenArgs);\n\n //alert(" split args " + args);\n //alert("typeof " + typeof(givenArgs[givenArgs.length-1]));\n //alert(givenArgs[givenArgs.length-1].fullArgs());\n\n var tempArgs = [];\n\n if (args.length > 2) {\n tempArgs = args[2].toString().split(",");\n }\n for (var i = 0; i < tempArgs.length; i++) {\n if (typeof(tempArgs[i]) == "string" && tempArgs[i].indexOf("$") === 0) {\n var varName = tempArgs[i].slice(1, tempArgs[i].length);\n if (state.history[0].variables.hasOwnProperty(varName)) tempArgs[i] = state.history[0].variables[varName];\n }\n }\n return tempArgs;\n }\n\n\n //------------- pausableTimeout ---------\n //--------------------------------------\n function pausableTimeout(func, params) {\n\n this.funcToRun = func;\n this.waitStartTime = -1;\n this.waitEndTime = -1;\n this.waitDuration = -1;\n\n this.activate = function(waitDuration) {\n\n if (this.pausedAt !== undefined) { this.waitDuration = this.timeRemaining(); }\n else if (waitDuration !== undefined) this.waitDuration = waitDuration;\n else if (this.waitDuration > -1 ) { console.log("Warning: No wait duration given to pausableTimeout. Using last specified one."); }\n else return; // Don't bother to start a loop with no wait duration\n\n this.waitStartTime = new Date().getTime();\n this.waitEndTime = new Date().getTime() + this.waitDuration;\n this.timeout = setTimeout(this.funcToRun, this.waitDuration, params);\n };\n\n this.deactivate = function() {\n this.pausedAt = this.timeElapsed();\n if (this.timeout !== undefined) clearTimeout(this.timeout);\n };\n\n this.stopAndClear = function() {\n if (this.pausedAt !== undefined) delete this.pausedAt;\n if (this.timeout !== undefined) { clearTimeout(this.timeout); delete this.timeout; }\n };\n\n this.timeElapsed = function() {\n return new Date().getTime() - this.waitStartTime;\n };\n\n this.timeRemaining = function() {\n if (this.pausedAt !== undefined) return this.waitDuration - this.pausedAt;\n return this.waitEndTime - new Date().getTime();\n };\n }\n //------------- /pausableTimeout --------\n //--------------------------------------\n\n\n //------------- sqAudio ----------------\n //--------------------------------------\n function sqAudio(fullPath, clipName, fileExt) {\n\n this.fullPath = fullPath;\n this.clipName = clipName; // Let a clip know its own name\n this.fileExt = fileExt;\n\n // Defaults\n this.volumeProportion = 1.0; // By default, full volume\n this.overlap = defaultOverlap; // By default, defaultOverlap ms\n this.isPlayable = false; // Assume audio is not playable\n this.looping = false; // Assume audio not looping\n this.alternate = false;\n this.mainAudio = new Audio();\n this.partnerAudio = new Audio();\n\n this.mainAudio.setAttribute("src", this.fullPath);\n if (this.mainAudio.canPlayType) {\n for (var i = -1; i < fileExtensions.length; i += 1) {\n if (i >= 0) fileExt = fileExtensions[i];\n if (this.mainAudio.canPlayType("audio/" + fileExt)) break;\n }\n if (i < fileExtensions.length) {\n this.mainAudio.interval = null;\n this.partnerAudio.setAttribute("src", this.fullPath);\n this.partnerAudio.interval = null;\n this.isPlayable = true;\n\n } else {\n console.log("Browser can't play '" + this.clipName + "'");\n }\n } \n\n // Convenience method for getting duration\n // TODO : protect this against audio not being loaded yet\n //\n this.getDuration = function () {\n return this.mainAudio.duration;\n };\n\n // Get what we consider the current audio track\n //\n this._getActiveAudio = function() {\n return (this.alternate) ? this.partnerAudio : this.mainAudio;\n };\n\n // Get what we consider the idle audio track\n //\n this._getIdleAudio = function() {\n return (this.alternate) ? this.mainAudio : this.partnerAudio;\n };\n\n\n\n // Perform fade on specified audio\n // Use ease\n //\n this.__fadeSound = function(audioObj, fadeIn) {\n\n var startVolume = fadeIn ? 0 : globalVolume * this.volumeProportion;\n var deltaVolume = globalVolume * this.volumeProportion * (fadeIn ? 1 : -1);\n\n //alert("__fadeSound! fadeIn " + fadeIn + ", globalVolume " + globalVolume + ", volProp " + this.volumeProportion + " startVol " + startVolume + " deltaVolume " + deltaVolume);\n\n // Handy vars for easing\n var totalIterations = this.overlap/updateInterval;\n var currentIteration = 1;\n\n audioObj.interval = setInterval(function() {\n\n //Use easing to prevent sound popping in or out\n //\n var desiredVolume = easeInOutSine(currentIteration, startVolume, deltaVolume, totalIterations);\n \n //alert("Well desiredVol is " + desiredVolume + " cos currIter " + currentIteration + " startVol " + startVolume + " delta vol " + deltaVolume + " total iter " + totalIterations);\n //This should never happen, but if it does, skip the fade\n if (isNaN(desiredVolume)) {\n audioObj.volume = startVolume + deltaVolume;\n console.log("There was a problem with the fade. Possibly overlap " + this.overlap + " is shorter than updateInterval " + updateInterval + "? ");\n } else {\n audioObj.volume = desiredVolume;\n }\n currentIteration += 1;\n \n if (audioObj.volume === (startVolume + deltaVolume)) { \n //alert("Grats! You reached your destination of " + audioObj.volume); \n clearInterval(audioObj.interval); \n }\n\n //This effectively stops the loop and poises the volume to be played again\n //That way the clip isn't needlessly looping when no one can hear it.\n if (audioObj.volume === 0) {\n audioObj.pause();\n audioObj.currentTime = 0;\n }\n }, updateInterval);\n };\n\n\n // Manages starting one loop before the last play has ended\n // and cross-fading <font size = '4'>THE END</font>s\n //\n this._crossfadeLoop = function(params) {\n\n var sqAudioObj = params[0];\n var currAudioObj = params[1];\n\n // Let loop expire if no longer looping\n //\n if (!sqAudioObj.looping) { return; }\n\n var nextAudioObj = sqAudioObj.alternate ? sqAudioObj.mainAudio : sqAudioObj.partnerAudio;\n sqAudioObj.alternate = !sqAudioObj.alternate;\n\n // Don't even bother with crossfade if there's no overlap\n if (sqAudioObj.overlap !== undefined && sqAudioObj.overlap > 1) {\n\n // fade out current sound\n //\n sqAudioObj._fadeSound(currAudioObj, false);\n\n // And fade in our partner\n //\n //nextAudioObj.volume = 0; \n //if (nextAudioObj.currentTime > 0) nextAudioObj.currentTime = 0;\n //nextAudioObj.play();\n sqAudioObj._fadeSound(nextAudioObj, true);\n\n }\n else {\n sqAudioObj.updateVolume(); \n nextAudioObj.currentTime = 0;\n nextAudioObj.play();\n }\n\n // Kick off the next timer to crossfade\n // Might as well garbage collect the old crossfadeTimeout, too.\n //\n //if (sqAudioObj.crossfadeTimeout !== undefined) { sqAudioObj.crossfadeTimeout.stopAndClear(); delete sqAudioObj.crossfadeTimeout; }\n //if (isNaN(sqAudioObj.getDuration())) { error("Can't loop because duration is not known (audio not loaded, probably not found.)"); return; }\n //sqAudioObj.crossfadeTimeout = new pausableTimeout(sqAudioObj._crossfadeLoop, [sqAudioObj, nextAudioObj]); \n //sqAudioObj.crossfadeTimeout.activate(sqAudioObj.getDuration()*1000-sqAudioObj.overlap);\n\n };\n\n\n this._fadeSound = function(activeAudioObj, fadeIn) {\n\n // Set the goal volume as a proportion of the global volume\n // (e.g. if global volume is 0.4, and volume proportion is 0.25, overall the goal volume is 0.1)\n //\n var goalVolume = globalVolume * this.volumeProportion;\n if (activeAudioObj.interval) clearInterval(activeAudioObj.interval);\n if (fadeIn) {\n if (activeAudioObj.currentTime > 0) activeAudioObj.currentTime = 0;\n activeAudioObj.volume = 0; \n this.loop();\n\n } else {\n\n if (!activeAudioObj.currentTime) return;\n activeAudioObj.volume = goalVolume;\n activeAudioObj.play();\n }\n this.__fadeSound(activeAudioObj, fadeIn);\n\n };\n\n\n // Fade sound on whatever the active audio is\n //\n this.fadeSound = function(fadeIn) {\n\n if (fadeIn) {\n this.stopAndClear();\n this.looping = true;\n }\n else {\n this.looping = false;\n }\n this._fadeSound(this._getActiveAudio(), fadeIn);\n };\n\n // Update volume proportion and volume of both audio clips\n //\n this.setVolumeProportion = function(volumeProportion) {\n this.volumeProportion = volumeProportion;\n };\n\n // Update volume of active audio clips (assumes vol proportion and global vol already set)\n //\n this.updateVolume = function() {\n this._getActiveAudio().volume = globalVolume * this.volumeProportion;\n };\n\n // Play the current audio object and reactivate any paused timer\n //\n this.play = function(loop) {\n\n //If it's a loop we want, just loop and don't make a big deal out of it\n if (loop) this.loop();\n\n else {\n\n var activeAudioObj = this._getActiveAudio();\n if (activeAudioObj) { \n activeAudioObj.play();\n }\n }\n };\n\n // Pause whatever audio is currently playing and pause the timer, too\n //\n this.pause = function() {\n if (this.crossfadeTimeout !== undefined) this.crossfadeTimeout.deactivate();\n this._getActiveAudio().pause();\n };\n\n // Stop whatever audio is currently playing and dump the timer\n //\n this.stopAndClear = function() {\n var activeAudioObj = this._getActiveAudio();\n activeAudioObj.pause();\n if (activeAudioObj.currentTime > 0) activeAudioObj.currentTime = 0;\n if (this.crossfadeTimeout !== undefined) { this.crossfadeTimeout.stopAndClear(); delete this.crossfadeTimeout; }\n };\n\n\n // Loop the track\n //\n this.loop = function() {\n\n this.looping = true;\n var activeAudioObj = this._getActiveAudio();\n\n // Create new timeout if one does not already exist; otherwise just reuse the existing one\n //\n this.crossfadeTimeout = (this.crossfadeTimeout === undefined) ? new pausableTimeout(this._crossfadeLoop, [this, activeAudioObj]) : this.crossfadeTimeout; \n if (isNaN(this.getDuration())) { error("Can't loop because duration is not known (audio not loaded, probably not found.)"); return; }\n this.crossfadeTimeout.activate((this.getDuration()*1000)-this.overlap);\n activeAudioObj.play();\n };\n\n\n }\n //------------ /sqAudio ----------------\n //--------------------------------------\n\n\n\n /***********************************************************\n * MAIN METHOD\n /***********************************************************\n /\n / Here be monsters. Proceed with caution.\n /\n */\n\n // Verify that the audio can be played in browser\n //\n function parseAudio(c) {\n\n var d = c.exec(div.innerHTML);\n\n while(d) {\n if (d) {\n if (!clips.hasOwnProperty(d[1])) {\n\n var parser = document.createElement('a');\n parser.href = d[1].toString();\n var pathnameSubstrings = parser.pathname.split("/");\n var clipName = pathnameSubstrings[pathnameSubstrings.length-1];\n var sqAudioObj = new sqAudio(parser.href + "." + d[2].toString(), clipName, d[2].toString());\n if (sqAudioObj.isPlayable) { clips[clipName] = sqAudioObj;}\n }\n }\n d = c.exec(div.innerHTML); // yes, we could just do a do/while, but some envs don't like that\n }\n }\n\n // Parse all used audio file names\n // Use whatever store area element is available in the story format\n //\n var storeElement = (document.getElementById("store-area") ? document.getElementById("store-area") : document.getElementById("storeArea"));\n var div = storeElement.firstChild;\n while (div) {\n var b = String.fromCharCode(92);\n var q = '"';\n var re = "['" + q + "]([^" + q + "']*?)" + b + ".(" + fileExtensions.join("|") + ")['" + q + "]";\n parseAudio(new RegExp(re, "gi"));\n div = div.nextSibling;\n }\n /***********************************************************\n * END MAIN METHOD\n /***********************************************************/\n\n\n\n /***********************************************************\n * SUPPORTING FUNCTIONS FOR THE MACROS\n /***********************************************************\n /\n / Here be monsters.\n /\n */\n\n // Given the clipName, get the active soundtrack\n //\n function getSoundTrack(clipName) {\n clipName = cleanClipName(clipName.toString());\n if (!clips.hasOwnProperty(clipName)) { return error("Given clipName " + clipName + " does not exist in this project. Please check your variable names."); }\n return clips[clipName];\n }\n\n\n // Centralized function for sound fading\n //\n function fadeSound(clipName, fadeIn) {\n\n var soundtrack = getSoundTrack(clipName);\n if (soundtrack === "undefined") { return error("audio clip " + clipName + " not found"); } \n soundtrack.fadeSound(fadeIn);\n \n }\n\n\n // Adjust the volume of ALL audio in the page\n //\n function adjustVolume(direction) {\n\n // Note soundInterval and minVolume are declared globally (at top of the script)\n var maxVolume = 1.0; // This is native to JavaScript. Changing will cause unexpected behavior\n globalVolume = Math.max(minVolume, Math.min(maxVolume, globalVolume + (soundInterval * direction)));\n for (var soundIndex in clips) {\n if (clips.hasOwnProperty(soundIndex)) {\n clips[soundIndex].updateVolume();\n }\n }\n }\n\n // Common argument management\n // Because of the total expected arguments (one string, one float, one int, one boolean)\n // This method attempts to be forgiving of sequence. \n // Be advised if there were even one more argument, it probably couldn't be so forgiving anymore!\n //\n function manageCommonArgs(plainArgs, requiredArgs) {\n\n // Look at the list of available arguments, clean them up, and take the first one of each desired type:\n // Recreate the arguments as a list in required sequence [clipName, volumeProportion, overlap, loop]\n\n var clipName;\n var volumeProportion;\n var overlap;\n var loop;\n\n var args = getArgs(plainArgs);\n\n for (var i = 0; i < args.length; i++) {\n\n if (!isNaN(args[i])) {\n var tempNum = parseFloat(args[i]);\n if (volumeProportion === undefined && tempNum <= 1.0) volumeProportion = tempNum;\n else if (overlap === undefined && tempNum >=updateInterval) overlap = tempNum; \n }\n else if (args[i] == "true" || args[i] == "false") {\n if (loop === undefined) loop = (args[i] == "true"); \n }\n else {\n if (clipName === undefined) clipName = args[i].toString();\n } \n }\n\n for (var requiredArg in requiredArgs) {\n if (requiredArgs.hasOwnProperty(requiredArg)) {\n switch (requiredArg) {\n case clipNameLabel :\n if (clipName === undefined) { return error("No audio clip name specified."); } \n break;\n case volumeProportionLabel :\n if (volumeProportion === undefined || volumeProportion > 1.0 || volumeProportion < 0.0) { return error("No volume proportion specified (must be a decimal number no smaller than 0.0 and no bigger than 1.0.)"); }\n break;\n case overlapLabel :\n if (overlap === undefined) { return error("No fade duration specified (must be a number in milliseconds greater than + " + updateInterval + " ms.)"); }\n break;\n case loopLabel :\n if (loop === undefined) { return error("No loop flag provided (must be a boolean, aka true or false.)"); }\n break;\n }\n }\n }\n\n return [clipName, volumeProportion, overlap, loop];\n\n }\n\n // Get the clipName up to the . if a . exists, otherwise do no harm\n //\n function cleanClipName(clipName) {\n\n var parser = document.createElement('a');\n parser.href = clipName.toString();\n var pathnameSubstrings = parser.pathname.split("/");\n clipName = pathnameSubstrings[pathnameSubstrings.length-1];\n return clipName.lastIndexOf(".") > -1 ? clipName.slice(0, clipName.lastIndexOf(".")) : clipName;\n }\n\n /***********************************************************\n * END SUPPORTING FUNCTIONS FOR THE MACROS\n /***********************************************************/\n\n\n\n /***********************************************************\n /***********************************************************\n * MACROS\n /***********************************************************\n /***********************************************************\n */\n\n /* updatevolume\n \n Given a decimal between 0.0 and 1.0, \n updates the clip's volume proportion and the clip's actual volume\n \n */\n macros.updatevolume = {\n handler: function () {\n \n var args = manageCommonArgs(arguments, [clipNameLabel, volumeProportionLabel]);\n var soundtrack = getSoundTrack(args[0]);\n soundtrack.setVolumeProportion(args[1]);\n soundtrack.updateVolume();\n }\n };\n\n /**\n playsound\n \n This version of the macro lets you do a little bit of sound mixing.\n \n Parameters:\n REQUIRED: clipName \n OPTIONAL: decimal proportion of volume (0.0 being minimum/mute, and 1.0 being maximum/default)\n OPTIONAL: number of milliseconds to overlap/crossfade the loop (0 ms by default)\n OPTIONAL: true if you'd like to loop, false if no\n \n */\n macros.playsound = {\n handler : function () {\n\n var args = manageCommonArgs(arguments, [clipNameLabel]);\n var soundtrack = getSoundTrack(args[0]);\n var volumeProportion = args[1] !== undefined ? args[1] : soundtrack.volumeProportion;\n soundtrack.overlap = args[2] !== undefined ? args[2] : defaultOverlap;\n var loop = args[3] !== undefined ? args[3] : false;\n soundtrack.setVolumeProportion(volumeProportion);\n soundtrack.updateVolume();\n soundtrack.play(loop); \n }\n };\n\n\n /* playsounds\n \n Play multiple sounds at once (picking up where we left off)\n If you give it no sounds to play, it quietly ignores the command.\n Parameters:\n OPTIONAL: clipName\n OPTIONAL: decimal proportion of volume (0.0 being minimum/mute, and 1.0 being maximum/default)\n OPTIONAL: number of milliseconds to overlap/crossfade (0 ms by default)\n OPTIONAL: true if you'd like to loop, false if no\n \n /\n */\n macros.playsounds = {\n handler: function () {\n\n var clipNameString = args[0];\n if (args[0] === undefined || args[0] === "") return;\n clipNameString = args[0].toString();\n if (clipNameString == "[]") return;\n var clipNames = clipNameString.split(",");\n if (clipNames.length < 1) return;\n var args = manageCommonArgs(arguments);\n for (var index = 0; index < clipNames.length; index++) {\n var soundtrack = getSoundTrack(cleanClipName(clipNames[index]));\n var volumeProportion = args[1] !== undefined ? args[1] : soundtrack.volumeProportion;\n soundtrack.overlap = args[2] !== undefined ? args[2] : defaultOverlap;\n var loop = args[3] !== undefined ? args[3] : false;\n soundtrack.setVolumeProportion(volumeProportion);\n soundtrack.updateVolume();\n soundtrack.play(loop); \n }\n }\n };\n\n\n\n /* pausesound\n \n Pauses audio at its current location. \n Use playsound to resume it.\n Parameters:\n REQUIRED: clipName\n */ \n macros.pausesound = {\n handler: function() {\n var args = manageCommonArgs(arguments, [clipNameLabel]); \n getSoundTrack(args[0]).pause();\n }\n };\n\n\n /* <<pauseallsound>> \n \n Pauses all sounds at their current location. \n \n If you'd like the option to start multiple sounds,\n take a look at <<playsounds>> and <<fadeinsounds>>\n */ \n macros.pauseallsound = {\n handler: function () {\n for (var clipName in clips) {\n if (clips.hasOwnProperty(clipName)) {\n getSoundTrack(clipName).pause();\n }\n }\n }\n };\n\n /* stopsound \n \n Stop the given sound immediately\n If the sound is played again, it will play from the beginning\n \n Parameters:\n REQUIRED: clipName\n */ \n macros.stopsound = {\n handler: function() {\n var args = manageCommonArgs(arguments, [clipNameLabel]); \n getSoundTrack(args[0]).stopAndClear();\n }\n };\n\n\n /* <<stopallsound>>\n \n Stops all sounds immediately.\n If any stopped sound is played again, it will play from the beginning\n \n If you'd like the option to start multiple sounds,\n take a look at <<playsounds>> and <<fadeinsounds>>\n */ \n macros.stopallsound = {\n handler: function () {\n for (var clipName in clips) {\n if (clips.hasOwnProperty(clipName)) {\n if (clips[clipName] !== undefined) clips[clipName].stopAndClear();\n }\n }\n }\n };\n\n \n macros.loopsound = {\n handler: function () {\n \n var args = manageCommonArgs(arguments, [clipNameLabel]);\n\n var soundtrack = getSoundTrack(args[0]);\n var volumeProportion = args[1] !== undefined ? args[1] : soundtrack.volumeProportion;\n soundtrack.overlap = args[2] !== undefined ? args[2] : defaultOverlap;\n soundtrack.setVolumeProportion(volumeProportion);\n soundtrack.updateVolume();\n soundtrack.loop();\n }\n };\n\n\n /* unloopsound\n \n Let the given sound stop when it finishes its current loop\n (so the sound no longer repeats.)\n Parameters:\n REQUIRED: clipName \n */ \n macros.unloopsound = {\n handler: function () {\n var args = manageCommonArgs(arguments, [clipNameLabel]); \n getSoundTrack(args[0]).looping = false;\n }\n };\n\n\n /* fadeinsound\n \n Identical to loopsound, but fades in the sound over 2 seconds.\n Parameters:\n REQUIRED: clipName \n OPTIONAL: decimal proportion of volume (0.0 being minimum/mute, and 1.0 being maximum/default)\n OPTIONAL: number of milliseconds to overlap/crossfade the loop (defaults to clip's last set overlap)\n */\n macros.fadeinsound = {\n handler: function () {\n\n var args = manageCommonArgs(arguments, [clipNameLabel]);\n\n var soundtrack = getSoundTrack(args[0]);\n var volumeProportion = args[1] !== undefined ? args[1] : soundtrack.volumeProportion; \n soundtrack.overlap = args[2] !== undefined ? args[2] : soundtrack.overlap;\n soundtrack.volumeProportion=volumeProportion;\n soundtrack.fadeSound(true);\n }\n };\n\n /* fadeinsounds\n Fade in multiple sounds at once.\n \n Parameters:\n REQUIRED: clipNames as list \n OPTIONAL: decimal proportion of volume (0.0 being minimum/mute, and 1.0 being maximum/default)\n OPTIONAL: number of milliseconds to overlap/crossfade the loop (defaults to clip's last set overlap)\n \n */\n macros.fadeinsounds = {\n handler: function () {\n\n var clipNameString = args[0];\n if (args[0] === undefined || args[0] === "") return;\n clipNameString = args[0].toString();\n if (clipNameString == "[]") return;\n var clipNames = clipNameString.split(",");\n if (clipNames.length < 1) return;\n\n var args = manageCommonArgs(arguments);\n\n for (var index = 0; index < clipNames.length; index++) {\n var soundtrack = getSoundTrack(args[0]);\n var volumeProportion = args[1] !== undefined ? args[1] : soundtrack.volumeProportion; \n soundtrack.overlap = args[2] !== undefined ? args[2] : soundtrack.overlap;\n soundtrack.volumeProportion=volumeProportion;\n soundtrack.fadeSound(true); \n }\n }\n };\n\n /* fadeoutsound\n \n Identical to stopsound, but fades out the sound over the stored fade duration (overlap).\n \n Parameters:\n REQUIRED: clipName\n */\n macros.fadeoutsound = {\n handler: function () {\n var args = manageCommonArgs(arguments, [clipNameLabel]); \n fadeSound(args[0].toString(), false);\n }\n };\n\n\n /* fadeoutsounds\n \n Fade out multiple sounds at once.\n If you give it no sounds to play, it quietly ignores the command.\n Parameters:\n REQUIRED: clipNames as list \n \n */\n macros.fadeoutsounds = {\n handler: function () {\n\n var args = getArgs(arguments);\n var clipNameString = args[0];\n if (args[0] === undefined) return;\n clipNameString = args[0].toString();\n if (clipNameString == "[]") return;\n var clipNames = clipNameString.split(",");\n if (clipNames.length < 1) return;\n\n for (var index = 0; index < clipNames.length; index++) {\n fadeSound(cleanClipName(clipNames[index]), false);\n }\n }\n };\n\n\n /* <<quieter>>\n \n Reduces the story's globalVolume by 1/10th of the reader's system volume.\n Thus creates a 10-unit volume range for the story\n \n */\n macros.quieter = {\n handler: function () {\n adjustVolume(-1);\n }\n };\n\n /* <<louder>>\n \n Increases the story's globalVolume by 1/10th of the reader's system volume.\n Thus creates a 10-unit volume range for the story\n \n */\n macros.louder = {\n handler: function () {\n adjustVolume(1);\n }\n };\n\n\n /* jumpscare\n \n Play the clip at maximum story volume\n Don't affect any stored volume options\n PLEASE GIVE THE READER A STARTLE WARNING BEFORE USING THIS.\n \n */\n macros.jumpscare = {\n handler: function () {\n var args = manageCommonArgs(arguments, [clipNameLabel]);\n var soundtrack = getSoundTrack(args[0]);\n soundtrack.setVolumeProportion(1.0);\n soundtrack.updateVolume();\n soundtrack.play();\n }\n };\n\n /***********************************************************\n * END MACROS\n /***********************************************************/\n\n\n\n}());

One of the first dilemmas you face is a familiar one. Just as in 1985, the South African government is pressing you and the ANC to officially reject violence as a tactic. \n<<continuelink "[img[dots]]">> \nYour advisers believe that most of your organization's main leaders and allies are willing to support an agreement to suspend violent opposition at this time, notably among them Chris Hani (the extremely popular and influential leader of the South African Communist Party).\n\nHowever, they also believe that a decision to call off the armed struggle will be questioned or rejected by a signicant part of the ANC's mass base, who want to see more change before giving up violent resistance. \n<<continuelink "[img[dots]]">> \nWhat response do you recommend that the ANC take?\n\n*<<choice "nonviolence" "Announce that you support a suspension of violent opposition">>\n*<<choice "stillviolence" "Refuse to give up the violent struggle" >>

\nJustice Minister Coetsee has agreed to meet with you. Over the course of several meetings, the two of you engage in general discussions about the possibility of a peaceful settlement of South Africa's conflicts.\n\nYou get the sense that Coetsee is a sincere negotiating partner and that his viewpoint is representative of an influential faction within the apartheid regime. \n\nNonetheless, it is clear that belief in a negotiated route forward is far from universal within the South African leadership, and important hardline forces within the regime will resist accomodation and compromise.\n<<continuelink "[img[dots]]">>\nEventually, both you and Coetsee conclude that the talks will have to incorporate a larger group of high-level officials, and he makes plans to arrange these meetings.\n\nCoetsee also acknowledges your argument that you must be allowed to <<choice "inform" "inform your imprisoned colleagues of the negotations,">> which up to this point have been secret, at the government's insistence.\n

\nOn your return to Pollsmoor prison, you are separated from your comrades, with whom you previously shared a large cell. \n\nFor the first time since your imprisonment began, you are alone. \n<<continuelink "[img[dots]]">>\nWhile this seems on its face to be a punishment, the more likely explanation is that the regime is trying to cultivate you as a negotiating partner. Isolation may make this more practical. \n\nIn the coming months, you are visited in prison by a number of important figures from the British Commonwealth, accompanied by Minister Coetsee. This is a clear sign of the regime's intention to blunt international criticism. \n\nMore dramatically, President Botha has revoked the pass laws, one of the most hated elements of apartheid. <<click ?>> <<replace "#info">>Pass laws: laws restricting the movement of nonwhites in much of South Africa. Being unable to produce a pass outside of designated nonwhite areas could lead to arrest.<</replace>><</click>> \n\nAll signs point to the possibility of negotiations with the regime. However,the ANC remains banned, government repression continues, and the regime has not recognized you as a negotiating partner. It may be up to you to make the first move by requesting talks.\n <<continuelink "[img[dots]]">> \nIt is unclear whether this will accomplish anything, and it may be viewed as a sign of weakness. tThe regime may interpret your request as evidence that you can be coopted.\n\n*<<choice "requesttalks" "Send a letter to Kobie Coetsee asking for negotiations">>\n*<<choice "norequest" "Take no action and wait for the regime to make the first move">>

\n\n.passage .title { display: none }\nbody {\n margin: 2em;\n/* Permalink - use to edit and share this gradient: http://colorzilla.com/gradient-editor/#166831+0,08441d+50,166831+100 */\nbackground: #166831; /* Old browsers */\nbackground: -moz-linear-gradient(45deg, #166831 0%, #08441d 50%, #166831 100%); /* FF3.6-15 */\nbackground: -webkit-linear-gradient(45deg, #166831 0%,#08441d 50%,#166831 100%); /* Chrome10-25,Safari5.1-6 */\nbackground: linear-gradient(45deg, #166831 0%,#08441d 50%,#166831 100%); /* W3C, IE10+, FF16+, Chrome26+, Opera12+, Safari7+ */\nfilter: progid:DXImageTransform.Microsoft.gradient( startColorstr='#166831', endColorstr='#166831',GradientType=1 ); /* IE6-9 fallback on horizontal gradient */;height: 100%;\n margin: 0;\n background-repeat: no-repeat;\n background-attachment: fixed;\n\n color:black;\n}\n#passages {\n margin: 0;\n padding: 0;\n border: 0;\n}\n.passage {\n width: 97%;\n min-width: 26em;\n font-family: "Helvetica Neue", Arial, sans-serif;\n letter-spacing: 0.04em;\n font-size:1em;\n margin: 0% 0% 0% 0%;\n box-shadow: yellow 0 0 7px .5em;\n padding:2em;\n background-color:white;\n border-radius: 0.05em;\ncursor:crosshair;\n}\n\n.passage a:hover {\n color:yellow; text-shadow: 0px 0px 2px yellow;\n background-color:#003300;\n text-decoration:none;box-shadow: 0px 0px 5px 5px #003300;\n}\n.passage a:active {\n box-shadow: 0px 0px 5px 5px #003300;0px 0px 2px yellow;\n background-color:#304050; text-decoration:none;\n\n.disabled\n{\ncolor:DarkSlateGray}\n\n}\n#sidebar {display:none;}\n#floater{display:none;}\n.revision-span-in {\n\topacity: 0;\n}\n.revision-span:not(.revision-span-out) {\n\ttransition: 1s; -webkit-transition: 1s;\n}\n.revision-span-out {\n\tposition:absolute;\n\topacity: 0;\n}\n\n#footer\n{display:none;\n}\n\n\n#ui-bar {\n\tposition: fixed;\n\tz-index: 50;\n\ttop: 0;\n\tleft: 0;\n\twidth: 17.5em;\n\theight: 100%;\n\tmargin: 0;\n\tpadding: 0;\n\t-webkit-transition: left 200ms ease-in;\n\t-moz-transition: left 200ms ease-in;\n\ttransition: left 200ms ease-in;\n}\n#ui-bar.stowed {\n\tleft: -15.5em;\n}\n#ui-bar-body {\n\theight: 90%; /* fallback for browsers without support for calc() */\n\theight: calc(100% - 2.5em);\n\tmargin: 2.5em 0;\n\tpadding: 0 1.5em;\n}\n#ui-bar.stowed #ui-bar-history,\n#ui-bar.stowed #ui-bar-body {\n\tvisibility: hidden;\n\t-webkit-transition: visibility 200ms step-end;\n\t-moz-transition: visibility 200ms step-end;\n\ttransition: visibility 200ms step-end;\n}\n\n\n/*\n\tDefault appearance styles.\n*/\n#ui-bar {\n\tbackground-color: transparent;\n\ttext-align: left; font-family: "Arial"; color:white;\n}\n#ui-bar-tray {\n\tposition: absolute;\n\ttop: 0.2em;\n\tleft: 0;\n\tright: 0;\n}\n#ui-bar a {\n\ttext-decoration: none;\n}\n#ui-bar hr {\n\tborder-color: #444;\n}\n#ui-bar-toggle,\n#ui-bar-history [id|="history"] {\n\tfont-size: 1.2em;\n\tline-height: inherit;\n\tcolor: #eee;\n\tbackground-color: transparent;\n\tborder: 1px solid #444;\n}\n#ui-bar-toggle {\n\tdisplay: block;\n\tposition: absolute;\n\ttop: 0;\n\tright: 0;\n\tborder-right: none;\n\tpadding: 0.3em 0.45em 0.25em;\n}\n#ui-bar.stowed #ui-bar-toggle {\n\tpadding: 0.3em 0.35em 0.25em 0.55em;\n}\n#ui-bar-toggle:hover {\n\tbackground-color: #444;\n\tborder-color: #eee;\n}\n#ui-bar-history {\n\tmargin: 0 auto;\n}\n#ui-bar-history [id|="history"] {\n\tpadding: 0.2em 0.45em 0.35em;\n}\n#ui-bar-history #history-jumpto {\n\tpadding: 0.2em 0.665em 0.35em;\n}\n#ui-bar-history [id|="history"]:not(:first-child) {\n\tmargin-left: 1.2em;\n}\n#ui-bar-history [id|="history"]:hover {\n\tbackground-color: #444;\n\tborder-color: #eee;\n}\n#ui-bar-history [id|="history"]:disabled {\n\tcolor: #444;\n\tbackground-color: transparent;\n\tborder-color: #444;\n}\n#ui-bar-body {\n\tline-height: 1.5;\n\toverflow: auto;\n}\n#ui-bar-body > :not(:first-child) {\n\tmargin-top: 2em;\n}\n#story-title {\n\tmargin: 0;\n\tfont-size: 162.5%;\n}\n#story-author {\n\tmargin-top: 2em;\n\t\n}\n#menu ul {\n\tmargin: 0;\n\tpadding: 0;\n\tlist-style: none;\n\tborder: 1px solid #444;\n}\n#menu ul {\n\tmargin-top: 1em;\n}\n#menu li {\n\tmargin: 0;\n}\n#menu li:not(:first-child) {\n\tborder-top: 1px solid #444;\n}\n#menu li a {\n\tdisplay: block;\n\tpadding: 0.25em 0.75em;\n\tborder: 1px solid transparent;\n\tcolor: #eee;\n\ttext-transform: uppercase;\n}\n#menu li a:hover {\n\tbackground-color: #444;\n\tborder-color: #eee;\n}\n\n/* Stop text selection on certain UI elements. */\n#ui-bar-history [id|="history"],\n#ui-bar-toggle,\n#menu a {\n\t-webkit-user-select: none;\n\t-khtml-user-select: none;\n\t-moz-user-select: none;\n\t-ms-user-select: none;\n\t-o-user-select: none;\n\tuser-select: none;\n}\n\n\n/*\n\tDefault font icon styles.\n*/\n#ui-bar-toggle:before,\n#ui-bar-history [id|="history"],\n\n#menu-item-settings a:before,\n#menu-item-restart a:before,\n#menu-item-share a:before {\n\tfont-family: "tme-fa-icons";\n\tfont-style: normal;\n\tfont-weight: normal;\n\tfont-variant: normal;\n\ttext-transform: none;\n\tline-height: 1;\n\tspeak: none;\n}\n#ui-bar-toggle:before {\n\tcontent: "\se81d";\n}\n#ui-bar.stowed #ui-bar-toggle:before {\n\tcontent: "\se81e";\n}\n#menu-item-saves a:before {\n\tcontent: "\se82b\s00a0";\n}\n#menu-item-settings a:before {\n\tcontent: "\se82d\s00a0";\n}\n#menu-item-restart a:before {\n\tcontent: "\se82c\s00a0";\n}\n#menu-item-share a:before {\n\tcontent: "\se82f\s00a0";\n}\n#ui-bar.hide {\n\topacity: 0;\n\tvisibility: hidden;\n\t-webkit-transition: opacity 400ms ease-in, visibility 400ms step-end;\n\ttransition: opacity 400ms ease-in, visibility 400ms step-end;\n}\n#ui-bar.:not(.hide) {\n\t-webkit-transition: opacity 400ms ease-in;\n\ttransition: opacity 400ms ease-in;\n}\n\n#ui-bar.blank {\ndisplay: none;\n}\n#menu-saves {\n\tdisplay: none;\n}\n\n\n#story-title {\n\tdisplay: none;}\n\n\n\n/* Basic mobile device styling */\n@media screen and (max-width: 1280px) {\n\tbody {\n\t\tmargin: 3.5em;\n\t}\n}\n@media screen and (max-width: 960px) {\n\tbody {\n\t\tmargin: 3.5%;\n\t}\n\t#ui-bar {\n\t\tpadding-top: 3.5%;\n\t}\n}\n@media screen and (max-width: 800px),\nscreen and (max-width: 768px) {\n\tbody {\n\t\tmargin: 3.5%;\n\t}\n\t#ui-bar {\n\t\tposition: relative;\n\t\ttop: 0;\n\t\tleft: 0;\n\t\tright: auto;\n\t\twidth: 100%;\n\t\tmargin: 0;\n\t\tpadding: 0;\n\t\tbackground-color: transparent;\n\t\tborder: none;\n\t\tborder-bottom: 1px solid #fff;\n\t}\n\t#ui-bar header, #ui-bar #story-caption, #ui-bar footer {\n\t\twidth: 60%;\n\t}\n\t#ui-bar nav {\n\t\tposition: absolute;\n\t\ttop: 0;\n\t\tright: 0;\n\t\tmargin: 0;\n\t\ttext-align: right;\n\t}\n\t#ui-bar ul {\n\t\tmargin: 0;\n\t}\n\t#ui-bar li {\n\t\tmargin-bottom: 0.5em;\n\t}\n\t#ui-bar li#menu-story {\n\t\tmargin-bottom: 0.7em;\n\t\tline-height: 0.9;\n\t}\n\t#passages {\n\t\twidth: 100%;\n\t\tmargin: 0;\n\t\tmargin-top: 2em;\n\t\tpadding: 0;\n\t\tborder: none;\n\t\tmin-height: 100vh;\n\t}\n}

Your call for calm is not heeded. The demonstrations intended to mark Hani's death turn violent, generating a brutal response from riot police. Hani's funeral, which attracts hundreds of thousands, degenerates into a similar outburst of rioting, with an ensuing police crackdown.\n\nIn the context of the growing disorder, negotiations are shelved indefinitely, the government falls back on repression to restore order, and the security situation continues to decline throughout the country. Among South Africa's white population, some begin to abandon their support for the reform process, while many others prepare to flee the country. Among the opposition, the forces which favored violent rebellion and continued uprising now hold sway. \n<<continuelink "[img[dots]]">> \nIt is clear that the forces which have been unleashed cannot be contained. South Africa's undemocratic regime appears unsustainable. At the same time, your hope of a negotiated change to a new democracy seems to be fading, and with it your own ability to influence the course of events. Whatever the future holds for South Africa, it appears that the country's destiny will be shaped through the violent, convulsive conflict that you have striven for years to prevent.\n\n<font size = '4'>THE END</font>

You decide not to renounce violence. While you believe that a negotiated solution will eventually be necessary, the apartheid regime will have to make their own concessions before you consider calling off the armed struggle. \n<<continuelink "[img[dots]]">>\nHow will you communicate your response to Botha and to the public of South Africa? You have been forbidden by your wardens to send messages to the outside world, but there is a reasonable chance that your family visits could provide an opportunity to illicitly do so.\n\n*<<choice "smugglemessage" "Smuggle out a message to be delivered by your family">>\n*<<choice "noresponse" "Make no statement, and simply refuse to respond to the government's overture">>

\n\nAfter much deliberation, you decide to accept the regime's offer, and publically renounce violence. You smuggle out a message announcing that you will be giving up the armed struggle in the hopes that the government will pursue conciliation in response, and encourage other members of the ANC and other opposition groups to do the same\n<<continuelink "[img[dots]]">>\nYour message is hailed by Botha and other high-level members of the government, who immediately begin taking steps to secure your release. Your sincerity is questioned by hardliners, but Botha's offer cannot realistically be retracted. After over two decades of capitivity, your freedom is in sight; furthermore, the government has now officially recognized you as an opposition leader and possible negotiator.\n<<continuelink "[img[dots]]">>\nHowever, your freedom and your recognition by the government come at a severe cost. Your reputation within the opposition is shattered - those who may have previously distrusted your intentions see you as an obvious sellout; your prior allies also generally abandon their support. \n<<continuelink "[img[dots]]">>\nAmong the anti-apartheid movement, both in South Africa and abroad, the perception is that Botha's offer represented a transparent attempt to legitimize the apartheid regime without making major concessions.\n\n Having cut a deal to secure your own personal freedom while your comrades and your people remained unfree, you are now widely viewed as a collaborator in that legitimation effort. Your ability to influence the course of events in South Africa rapidly fades away.\n\n<font size = '4'>THE END</font>\n

Months pass, with no word from the government. You hear news of increasing violence in the townships, and the establishment of a new State of Emergency by Botha's government.\n\nIn the context of the growing discontentment and repression, international pressures on the regime heighten.\n<<continuelink "[img[dots]]">>\nFinally, the government comes to you. A message arrives from the Justice Ministry, proposing the <<choice "negotiations">> that you have been seeking.\n\n

\n\nIn the months following your decision, you begin to receive medical treatment for an enlarged prostate gland. The South African government, apparently concerned for your health, sends you to a whites-only hospital in Cape Town for treatment.\n\nThe government's increasing interest in negotiations with you is further illustrated when Kobie Coetsee, the Justice Minister, visits you in the hospital. In a brief and cordial meeting, Coetsee seems to hint that the possibility exists for productive discussions between you and the regime. \n<<continuelink "[img[dots]]">>\nAfter your release from the hospital, you are <<choice "solitary" "sent back to Pollsmoor.">> \n\n

A new and pressing problem emerges. Violence by the Inkatha Freedom Party against the ANC is increasing, and there are strong suspicions that elements within the government are actively permitting, or even encouraging, this violence. \n\n For the hardline pro-apartheid forces in the government and security forces, clashes between the ANC and IFP are clearly a positive. Divisions within South Africa's black majority inherently empower those who object to that majority claiming political power. \n<<continuelink "[img[dots]]">> \nMore fundamentally, supporters of apartheid have always justified their repression with a claim that the end of white rule will bring violent anarchy. It seems that they are willing to actively create this anarchy in order to make their case more convincing, at the cost of many lives.\n\nWhile there is no evidence that de Klerk is personally involved in this cynical and immoral strategy, you nonetheless have concluded that he and his government are taking insufficient steps to prevent the clashes, and have failed to crack down on those who have helped promote the violence for their own ends.\n<<continuelink "[img[dots]]">> \nThe issue comes to a head in June 1992 with the report of a massacre in Boipatong township in which Inkatha supporters slaughtered approximately 50 civilians. The police did not prevent this action, and there are rumors circulating that there may have been some sort of police complicity involved.\n\nMany of your advisers believe that situation calls for a suspension of talks, and that negotiation should be replaced with calls for mass mobilizations and large scale protests among ANC supporters.\n\n*<<choice "walkout""Walk out of the talks, and support mass protests in order to pressure the government">>\n*<<choice "nowalkout" "Remain at the bargaining table, and express your concerns and demands regarding violence within the negotiation process">>\n

At a meeting to initiate negotiations on a new constitution, de Klerk presents a demand: any new constitution for South Africa must include guaranteed protections for minority groups, and significant power sharing provisions that will prevent the political party thats win a majority of the vote from exercising full control over the government.\n<<continuelink "[img[dots]]">> \nYou understand why de Klerk wants these provisions. In a South Africa where the majority ruled, the white minority could be completely excluded from political power a prospect that many whites (including some anti-apartheid whites) would find frightening. On the other hand, the empowering of the previously excluded majority is the central goal for both you and your political movement. \n<<continuelink "[img[dots]]">> \nDe Klerk and the National Party's negotiators propose a system in which the South Africa's executive would initially be a council of the leaders of the three to five parties receiving the most votes in an election that would be open to all. The presidency would rotate between the members of the council, and all decisions would require consensus among the council. \n\nThis government would rule until a freely elected Parliament drafted a new constitution (an approval that would require 75% of the vote in Parliament).\n\nWhat is your public position on this proposal, for the purposes of the negotiations?\n\n*<<choice "acceptnomajority" "Accept the proposal for power-sharing in the form of a multi-party executive council that would preserve minority powers" >>\n*<<choice "alienate" "Insist that the first form of government be closer to full majority rule">>

<<set $majcred = $majcred + 3>>\n<<if $nonviolence>>\nThe ANC abandons the talks, and its leaders call for mass mobilizations. Tens of thousands of demonstrators flood into the streets, demonstrating your organization's ability to mobilize public protest.\n\n<<continuelink "[img[dots]]">> \n\nAfter seeing this show of political force, the government responds to the mobilizations by returning to the peace talks with a newly compliant attitude. De Klerk promises new attention to the problem of security forces' complicity in violence, and expresses a renewed commitment to moving forward on elections. In the context of these discussions, <<choice "powersharing" " negotiators on both sides propose a deal.">>\n\n<<else>> The government responds harshly to your abandonment of the talks. Your mobilizations are greeted with government repression reminiscent of the bad old days. The fact that the ANC has maintained its commitment to armed resistance makes those mobilizations, and your refusal to negotiate, appear directly threatening. In this environment, the anti-reform forces have forced the government's hand.\n<<continuelink "[img[dots]]">> \n\nAs the situation in the country deteriorates, factional violence and far-right terrorism increase. To avert a complete breakdown, the government's negotiators propose a resumption of talks, on the condition that such talks involve discussion of post-apartheid power sharing, and that the ANC restrain its supporters and call for a halt in anti-government violence. \n\n*<<choice "breakdown""Continue relying on mass mobilizations, and refuse to return to the talks">>\n*<<choice "powersharing""Accept the government's call for a truce, and return to the talks">> <<endif>>

data:image/gif;base64,R0lGODlhFAAUAMQfAP7wqfjqWaOSRPXrK/zskDUuDua/F8a2YvXjeefjBeneJ+jJB//zw3FlBdjNjlRMLUg/DZmPI7SrEOvXDc3AO/DgFvDfiXt1X56WCMjDBGtdI/zsdPfsO/nsRgAAAP///yH5BAEAAB8ALAAAAAAUABQAAAXD4CeOZGma11MUz3WWlyYclnUImvtCAgEwQAaAIICcIIdfcAk4GEmX3s9R8Hgejh9RJ9IgAGCLp+qBgAEIzSi6IbgJDsLBanFvBLoHZcPvbx5jfhQPIgUBh4gBEVYUiQEFhRwdk5SMlJMckB96HJ2dCmUGnp2DIhcRA6mpHAYGqqoRXA0KFaoKEAUKqhUKDVAYFRMVFRJWEsPCGFwiEBITC9ANDdALExJPJRAYz9TQExjYKA0YGQkJGRgNyy8pKy0v8PEhADs=

This is an interactive story based on events in South Africa between 1983 and 1994. The decisions involved were choices faced by Nelson Mandela as he attempted to influence South Africa's transition from apartheid to a new political and social order.\n\nMaking the same choices that Mandela did will lead the story to its historical outcome. Making different choices may lead to an alternative (speculative) outcome.\n\nNote that, for the sake of simplicity, the game depicts Mandela as more or less the sole player in the negotiations with the apartheid government. In real life, other leaders and organizations played an important role in this process as well. However, Mandela was the chief negotiator for opposition forces, and his actions and positions are generally assumed to have had profound impact on the outcome of South Africa's transition to democracy.\n\n[[Return to game|Start]]

\nAt long last, cracks are beginning to appear in the edifice of apartheid. Public protests and uprisings in the 1970s,<<click ?>> <<replace "#info">>1976 Soweto Uprising: A large student protest in Soweto township that escalated to widespread violent clashes after police fired on demonstrators. The events in Soweto triggered protests and riots across the country; all told, over 700 are estimated to have died in the violence and ensuing repression<</replace>><</click>> although repressed with force, placed new pressure on the apartheid regime. \n\nIn recent months, South Africa's black townships have again risen up in anger, and the government has again responded with crackdowns that only temporarily restrain the public's rage.\n\nYour wife, Winnie, <<click ?>> <<replace "#info">>Winnie Mandela: Nelson Mandela's second wife, who married him in 1958. At various points during her husband's imprisonment, Winnie was imprisoned, harassed, and internally exiled within South Africa. Over time, she became a key figure within the anti-apartheid movement and ANC, and developed a strong personal following.<</replace>><</click>> has emerged as an important opposition leader in her own right. She also has helped mobilize a more widespread and confrontational public movement against apartheid. \n<<continuelink "[img[dots]]">>\nForeign governments have increasingly rejected South Africa's apartheid system, and the country has become isolated. The South African economy is struggling, in part because of this international repudiation. \n\nWithin the South African government and the ruling National Party <<click ?>> <<replace "#info">>National Party: The governing party of South Africa since 1948. The National Party has its roots in Afrikaner nationalism, and was responsible for implementing the apartheid system, which both strengthened and formalized the existing discriminatory power structure in South Africa.<</replace>><</click>> there are indications that some may increasingly view the current apartheid system as unsustainable in the long term. At the same time, few if any important white leaders are ready to contemplate full democracy and majority rule. \n\nThe possibility of change is in the air. \n<<continuelink "[img[dots]]">>\nWhat form that change will take, however, is uncertain.\n\nWill the apartheid regime be pressured or bargained into moving towards true democracy?\n<<continuelink "[img[dots]]">>\n Will the regime allow some limited reforms, but attempt to maintain the fundamentals of white minority rule?\n<<continuelink "[img[dots]]">>\n Will they fall back on pure repression and violence in the face of these new challenges? \n<<continuelink "[img[dots]]">>\nOr, will the country become ungovernable and collapse into chaos? \n<<continuelink "[img[dots]]">>\nAs a prisoner, thus far you have had little opportunity to directly influence these questions. That may also be <<choice "change" "changing.">> \n

MANDELA

<<set $majcred = $majcred + 3>>\nIn public and private statements you emphasize to de Klerk that, although you understand the fears of the white minority, the basic principle of majority rule is non-negotiable. There is room for discussion about the content of the eventual constitution, but you and the ANC will not accept a new political system in which the majority remains structurally disadvantaged. The proposal offered by the government gives the ruling minority too much power to obstruct future reforms. \n<<continuelink "[img[dots]]">> \nSoon after the initiation of negotiations, your personal life comes to the fore, as your long-troubled marriage to Winnie <<choice "separation" "reaches a breaking point.">>\n

You decide to make no response to the government's entreaties. Hopefully, future overtures will be forthcoming.\n\n<<choice "hospital" "Several months pass.">>

\nIn the face of your obstinance, negotiations are shelved indefinitely, the government falls back on repression to restore order, and the security situation continues to decline throughout the country. Among South Africa's white population, some begin to abandon their support for the reform process, while many others prepare to flee the country. Among the opposition, the forces which favored violent rebellion and continued uprising now hold sway. \n<<continuelink "[img[dots]]">> \nIt is clear that the forces which have been unleashed cannot be contained. South Africa's undemocratic regime appears unsustainable. At the same time, your hope of a negotiated change to a new democracy seems to be fading, and with it your own ability to influence the course of events. Whatever the future holds for South Africa, it seems that the country's destiny will be shaped through the violent, convulsive conflict that you have striven for years to prevent.\n\n<font size = '4'>THE END</font>

<<set $majcred = $majcred + 1>>\n\n You decide that a public response is necessary to send a firm message both to the regime and your own supporters.\n\n You write a letter, and have it smuggled out of prison via Winnie on one of her visits. Your daughter Zindzi reads it in a rally in Jabulani Stadium, Soweto. It is the first message that the world has heard from you since 1962. The statement reads, in part:\n<<continuelink "[img[dots]]">>\n//<html><center> "I cherish my own freedom dearly, but I care even more for your freedom. Too many have died since I went to prison. Too many have suffered for the love of freedom. I owe it to their widows, to their orphans, to their mothers and to their fathers who have grieved and wept for them. Not only I have suffered during these long, lonely, wasted years...<br><br>\n\nWhat freedom am I being offered while the organisation of the people remains banned? ...What freedom am I being offered when I must ask for permission to live in an urban area? What freedom am I being offered when I need a stamp in my pass to seek work? What freedom am I being offered when my very South African citizenship is not respected? <br><br>\n\n. . . I cannot and will not give any undertaking at a time when I and you, the people, are not free. Your freedom and mine cannot be separated. I will return."</html>//\n<<continuelink "[img[dots]]">>\nComing after decades of silence, the defiant words of your message are inspirational to the gathered crowd, and to the South African opposition beyond the stadium.\n\n<<choice "hospital" "Several months pass.">> \n

Your close ally Chris Hani has been murdered; shot to death outside his home. Hani was a wildly popular leader within the opposition, and was widely considered to be your likely successor at the head of the ANC. \n\nArrests have been made in the killing; it appears that the culprits were associated with the pro-apartheid terrorist groups who have been attempting to sabotage the negotiation process, and who you have continuously critized the government for failing to control. \n<<continuelink "[img[dots]]">> \nIn response to Hani's murder, riots have erupted among South Africa's black population, with sporadic killings and lootings occuring. The police presence has been heightened, and clashes between police and protestors (and rioters) have occurred. Plans have been made for larger rallies and protest mobilizations later in the week.\n\nThree days after the killing, you have the opportunity to address South Africa on national television. Amid the rising tide of anger and tension, what general message and tone do you wish to take in your speech?\n\n\n*<<choice "conciliatory" "Call for calm, emphasizing the need for restraint in order that the negotiation process may continue forward.">>\n*<<choice "mobilize" "Call for the public to express their anger through mass mobilizations that directly confront and pressure the apartheid government." >>

<<set $request = true>>\nYou arrange for a letter to be sent to Minister Coetsee, requesting talks. No response is received, and months pass.\n\nFrom outside, you hear reports of worsening violence and continued government crackdown. In response to the unrest in the townships, Botha has declared a new State of Emergency and given the police almost unrestricted repressive power.\n\nIn the context of the growing discontentment and repression, international pressures on the regime heighten. \n<<continuelink "[img[dots]]">>\nWhile the long silence from the government endures, you are given a new opportunity. Under the supervision of your captors, you are escorted from the prison and taken on a series of trips - to Cape Town, and elsewhere. With your advanced age and changed appearance, you are never recognized; almost no one in South Africa knows what you look like.\n\nThe country has changed dramatically since your imprisonment, with signs of modernization and development visible everywhere. Even from your limited glimpses of the outside, it is obvious that the fruits of this modernization have overwhelmingly benefited the white minority, while doing little to improve the lot of the black majority. \n<<continuelink "[img[dots]]">>\nFinally, you receive <<choice "negotiations" "a response from the Minister of Justice.">>

jquery:on\nobfuscatekey:oiuvykspmzfewbrhnatdlcqxjg\nhash:off\nbookmark:off\nmodernizr:off\nundo:off\nobfuscate:off\nexitprompt:off\nblankcss:on\n

<<set $notrans = true>> <<set $mincred = $mincred - 1>>\nIn the absence of an agreement on transitional power sharing, negotiations between the two sides break down. \n<<continuelink "[img[dots]]">> \nWith tension building, a <<choice "hani" "tragic event">> further clouds the future of the reform process.\n\n\n

<<set $mincred = $mincred + 1>> Negotiators for both sides sign a Memorandum of Understanding outlining a general commitment to power-sharing provisions in a transitional constitution. \n<<continuelink "[img[dots]]">> \nSoon after this apparent progress, a <<choice "hani" "tragic event">> occurs - one which threatens to destroy everything that your negotiation has accomplished.

config.history.controls = false;\n\n(function(){version.extensions.replaceMacrosCombined={major:1,minor:1,revision:3};var nullobj={handler:function(){}};function showVer(n,notrans){if(!n){return\n}n.innerHTML="";new Wikifier(n,n.tweecode);n.setAttribute("data-enabled","true");n.style.display="inline";n.classList.remove("revision-span-out");\nif(!notrans){n.classList.add("revision-span-in");if(n.timeout){clearTimeout(n.timeout)}n.timeout=setTimeout(function(){n.classList.remove("revision-span-in");\nn=null},1)}}function hideVer(n,notrans){if(!n){return}n.setAttribute("data-enabled","false");n.classList.remove("revision-span-in");\nif(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");\nn.style.display="none";n.innerHTML=""}n=null},1000)}else{n.style.display="none";n.innerHTML="";n=null}}function tagcontents(b,starttags,desttags,endtags,k){var l=0,c="",tg,a,i;\nfunction tagfound(i,e){for(var j=0;j<e.length;j++){if(a.indexOf("<<"+e[j],i)==i){return e[j]}}}a=b.source.slice(k);for(i=0;\ni<a.length;i++){if(tg=tagfound(i,starttags)){l++}else{if((tg=tagfound(i,desttags))&&l==0){b.nextMatch=k+i+tg.length+4;return[c,tg]\n}else{if(tg=tagfound(i,endtags)){l--;if(l<0){return null}}}}c+=a.charAt(i)}return null}var begintags=[];var endtags=[];function revisionSpanHandler(g,e,f,b){var k=b.source.indexOf(">>",b.matchStart)+2,vsns=[],vtype=e,flen=f.length,becomes,c,cn,m,h,vsn;\nfunction mkspan(vtype){h=insertElement(m,"span",null,"revision-span "+vtype);h.setAttribute("data-enabled",false);h.style.display="none";\nh.tweecode="";return h}if(this.shorthand&&flen){while(f.length>0){vsns.push([f.shift(),(this.flavour=="insert"?"gains":"becomes")])\n}}else{if(this.flavour=="insert"||(this.flavour=="continuelink"&&this.trigger=="time")){vsns.push(["","becomes"])}}if(this.flavour=="continuelink"&&flen){b.nextMatch=k+b.source.slice(k).length;\nvsns.push([b.source.slice(k),vtype])}else{becomes=["becomes","gains"];c=tagcontents(b,begintags,becomes.concat(endtags),endtags,k);\nif(c&&endtags.indexOf(c[1])==-1){while(c){vsns.push(c);c=tagcontents(b,begintags,becomes,endtags,b.nextMatch)}c=tagcontents(b,begintags,["end"+e],endtags,b.nextMatch)\n}if(!c){throwError(g,"can't find matching end"+e);return}vsns.push(c);if(this.flavour=="continuelink"){k=b.nextMatch;b.nextMatch=k+b.source.slice(k).length;\nvsns.push([b.source.slice(k),""])}}if(this.flavour=="remove"){vsns.push(["","becomes"])}cn=0;m=insertElement(g,"span",null,e);\nm.setAttribute("data-flavour",this.flavour);h=mkspan("initial");vsn=vsns.shift();h.tweecode=vsn[0];showVer(h,true);while(vsns.length>0){if(vsn){vtype=vsn[1]\n}vsn=vsns.shift();h=mkspan(vtype);h.tweecode=vsn[0]}if(typeof this.setup=="function"){this.setup(m,g,f)}}function quantity(m){return(m.children.length-1)+(m.getAttribute("data-flavour")=="remove")\n}function revisionSetup(m,g,f){m.className+=" "+f[0].replace(" ","_")}function keySetup(m,g,f){var key=f[0];m.setEventListener("keydown",function l(e){var done=!revise("revise",m);\nif(done){m.removeEventListener("keydown",l)}})}function timeSetup(m,g,f){function cssTimeUnit(s){if(typeof s=="string"){if(s.slice(-2).toLowerCase()=="ms"){return Number(s.slice(0,-2))||0\n}else{if(s.slice(-1).toLowerCase()=="s"){return Number(s.slice(0,-1))*1000||0}}}throwError(g,s+" isn't a CSS time unit");\nreturn 0}var tm=cssTimeUnit(f[0]);setTimeout(function timefn(){var done=!revise("revise",m);if(!done){setTimeout(timefn,tm)\n}},tm)}function hoverSetup(m){var fn,noMouseEnter=(document.head.onmouseenter!==null);m.onmouseenter=function(){revise("revise",this)\n};m.onmouseleave=function(){revise("revert",this)};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]()\n}}};m.onmouseover=fn("onmouseenter");m.onmouseout=fn("onmouseleave")}m=null}function mouseSetup(m){var evt=(document.head.onmouseenter===null?"onmouseenter":"onmouseover");\nm[evt]=function(){var done=!revise("revise",this);if(done){this[evt]=null}};m=null}function linkSetup(m,g,f){var l=Wikifier.createInternalLink(),p=m.parentNode;\nl.className="internalLink 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);\nscrollWindowTo(m)}if(done){this.parentNode.insertBefore(m,this);this.parentNode.removeChild(this)}};l=null}function visitedSetup(m,g,f){var i,done,shv=state.history[0].variables,os="once seen",d=(m.firstChild&&(this.flavour=="insert"?m.firstChild.nextSibling:m.firstChild).tweecode);\nshv[os]=shv[os]||{};if(d&&!shv[os].hasOwnProperty(d)){shv[os][d]=1}else{for(i=shv[os][d];i>0&&!done;i--){done=!revise("revise",m,true)\n}if(shv[os].hasOwnProperty(d)){shv[os][d]+=1}}}[{name:"insert",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:"replace",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:"continuelink",trigger:"link",setup:linkSetup},{name:"timedcontinuelink",flavour:"continuelink",trigger:"time",setup:timeSetup},{name:"continuelink",flavour:"continuelink",trigger:"mouse",setup:mouseSetup},{name:"keycontinuelink",flavour:"continuelink",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;\ne.shorthand=(["link","mouse","hover"].indexOf(e.trigger)>-1);macros[e.name]=e;macros["end"+e.name]=nullobj;begintags.push(e.name);\nendtags.push("end"+e.name)});function insideDepartingSpan(elem){var r=elem.parentNode;while(!r.classList.contains("passage")){if(r.classList.contains("revision-span-out")){return true\n}r=r.parentNode}}function reviseAll(rt,rname){var rall=document.querySelectorAll(".passage [data-flavour]."+rname),ret=false;\nfor(var i=0;i<rall.length;i++){if(!insideDepartingSpan(rall[i])){ret=revise(rt,rall[i])||ret}}return ret}function revise(rt,r,notrans){var ind2,curr,next,ind=-1,rev=(rt=="revert"),rnd=(rt.indexOf("random")>-1),fl=r.getAttribute("data-flavour"),rc=r.childNodes,cyc=(fl=="cycle"),rcl=rc.length-1;\nfunction doToGainerSpans(n,fn){for(var k=n-1;k>=0;k--){if(rc[k+1].classList.contains("gains")){fn(rc[k],notrans)}else{break\n}}}for(var k=0;k<=rcl;k++){if(rc[k].getAttribute("data-enabled")=="true"){ind=k}}if(rev){ind-=1}curr=(ind>=0?rc[ind]:(cyc?rc[rcl]:null));\nind2=ind;if(rnd){ind2=(ind+(Math.floor(Math.random()*rcl)))%rcl}next=((ind2<rcl)?rc[ind2+1]:(cyc?rc[0]:null));var docurr=(rev?showVer:hideVer);\nvar donext=(rev?hideVer:showVer);var currfn=function(){if(!(next&&next.classList.contains("gains"))||rnd){docurr(curr,notrans);\ndoToGainerSpans(ind,docurr,notrans)}};var nextfn=function(){donext(next,notrans);if(rnd){doToGainerSpans(ind2+1,donext,notrans)\n}};if(!rev){currfn();nextfn()}else{nextfn();currfn()}return(cyc?true:(rev?(ind>0):(ind2<rcl-1)))}macros.revert=macros.revise=macros.randomise=macros.randomize={handler:function(a,b,c){var l,rev,rname;\nfunction disableLink(l){l.style.display="none"}function enableLink(l){l.style.display="inline"}function updateLink(l){if(l.className.indexOf("random")>-1){enableLink(l);\nreturn}var rall=document.querySelectorAll(".passage [data-flavour]."+rname),cannext,canprev,i,ind,r,fl;for(i=0;i<rall.length;\ni++){r=rall[i],fl=r.getAttribute("data-flavour");if(insideDepartingSpan(r)){continuelink}if(fl=="cycle"){cannext=canprev=true\n}else{if(r.firstChild.getAttribute("data-enabled")==!1+""){canprev=true}if(r.lastChild.getAttribute("data-enabled")==!1+""){cannext=true\n}}}var can=(l.classList.contains("revert")?canprev:cannext);(can?enableLink:disableLink)(l)}function toggleText(w){w.classList.toggle(rl+"Enabled");\nw.classList.toggle(rl+"Disabled");w.style.display=((w.style.display=="none")?"inline":"none")}var rl="reviseLink";if(c.length<2){throwError(a,b+" macro needs 2 parameters");\nreturn}rname=c.shift().replace(" ","_");l=Wikifier.createInternalLink(a,null);l.className="internalLink "+rl+" "+rl+"_"+rname+" "+b;\nvar v="";var end=false;var out=false;if(c.length>1&&c[0][0]=="$"){v=c[0].slice(1);c.shift()}switch(c[c.length-1]){case"end":end=true;\nc.pop();break;case"out":out=true;c.pop();break}var h=state.history[0].variables;for(var i=0;i<c.length;i++){var on=(i==Math.max(c.indexOf(h[v]),0));\nvar d=insertElement(null,"span",null,rl+((on)?"En":"Dis")+"abled");if(on){h[v]=c[i];l.setAttribute("data-cycle",i)}else{d.style.display="none"\n}insertText(d,c[i]);l.appendChild(d)}l.onclick=function(){reviseAll(b,rname);var t=this.childNodes,u=this.getAttribute("data-cycle")-0,m=t.length,n,lall,i;\nif((end||out)&&u==m-(end?2:1)){if(end){n=this.removeChild(t[u+1]);n.className=rl+"End";n.style.display="inline";this.parentNode.replaceChild(n,this)\n}else{this.parentNode.removeChild(this);return}}else{toggleText(t[u]);u=(u+1)%m;if(v){h[v]=c[u]}toggleText(t[u]);this.setAttribute("data-cycle",u)\n}lall=document.getElementsByClassName(rl+"_"+rname);for(i=0;i<lall.length;i++){updateLink(lall[i])}};l=null}};macros.mouserevise=macros.hoverrevise={handler:function(a,b,c,d){var endtags=["end"+b],evt=(window.onmouseenter===null?"onmouseenter":"onmouseover"),t=tagcontents(d,[b],endtags,endtags,d.source.indexOf(">>",d.matchStart)+2);\nif(t){var rname=c[0].replace(" ","_"),h=insertElement(a,"span",null,"hoverrevise hoverrevise_"+rname),f=function(){var done=!reviseAll("revise",rname);\nif(b!="hoverrevise"&&done){this[evt]=null}};new Wikifier(h,t[0]);if(b=="hoverrevise"){h.onmouseover=f;h.onmouseout=function(){reviseAll("revert",rname)\n}}else{h[evt]=f}h=null}}};macros.instantrevise={handler:function(a,b,c,d){reviseAll("revise",c[0].replace(" ","_"))}};macros.endmouserevise=nullobj;\nmacros.endhoverrevise=nullobj}());

You decide that the ANC should maintain their commitment to armed struggle for the time being. Doing so will satisfy the demands of the more confrontational factions within the opposition. It will also allow you to maintain the renunciation of violence as a bargaining chip and keep the pressure on the regime.\n<<continuelink "[img[dots]]">> \nYour refusal to abandon violent opposition is met with severe consternation by de Klerk and the regime's negotiators. From their perspective, they have already made enormous concessions (freeing you and other prisoners, legalizing the ANC and other opposition movements, and dismantling much of apartheid). Your decision not to recipcrocate by declaring a truce reinforces hardliners' suspicions that your professed belief in compromise is a facade that will be abandoned as soon as the opposition is sufficiently powerful.\n\nNonetheless, the regime <<choice "distrust" "continues to negotiate with you and the ANC,">> albeit in a distrustful environment. \n\n\n\n

<<loopsound "mandelamus.mp3">><<set $majcred = 0>> <<set $mincred = 0>>\nIt is 1985. You are Nelson Mandela, South African political activist and prisoner. \n<<continuelink "[img[dots]]">>\nYou are a leader of the African National Congress (ANC). <<click ?>> <<replace "#info">>ANC: The largest and most influential of South Africa's opposition organizations. Founded as a civil rights movement dedicated to equal rights for all, the ANC turned to violence in the 1960s in response to government crackdowns. It has been banned since then, and operates in exile and underground.<</replace>><</click>> You and the ANC are part of a broader opposition movement fighting for an end to South Africa's repressive and white supremacist apartheid regime. <<click ?>> <<replace "#info">>Apartheid: South Africa's system of racial segregation and discrimination. The apartheid system involved the denial of legal equality, economic and educational opportunity, and political participation and political freedom to South Africa's majority nonwhite population<</replace>><</click>>\n\nYou initially opposed apartheid through nonviolent protest, but your organization turned to violent resistance when your protests were met with government force. <<click ?>> <<replace "#info">>The Sharpeville Massacre: In March 1960, several thousand anti-apartheid protestors were fired on by police while marching on a police station in Sharpeville township. 69 of the demonstrators were killed.<</replace>><</click>>You were captured in 1962, and tried and convicted. You have been in prison since then.\n<<continuelink "[img[dots]]">>\nDespite your continued support for armed resistance, you believe that the country's long term peace and democracy can only be obtained through a negotiated settlement which is accepted by both the black majority and the minority white elite.<<click ?>> <<replace "#info">> In the mid 1980s, about 13-15% of South Africa's population is white. In addition to monopolizing political power, the white minority has secured a standard of living comparable to that of developed countries. South Africa's nonwhite majority is generally very poor. <</replace>><</click>> \n<<continuelink "[img[dots]]">>\nFor most of your imprisonment, the prospects for such an agreement have seemed very remote. Since 1962, the repressive, discriminatory, and violent aspects of the apartheid regime have only become more entrenched. \n\nAt the same time, <<choice "pressures" "new pressures for change have emerged.">> \n

\nOn your own side, the recent reforms have still not convinced all factions that negotiation and potential compromise with the enemy are the best route to follow. Demands for revolutionary change, and for continued violent rebellion, still resound from some corners of the opposition. \n\nThis divide also exists within your own family, as Winnie has established herself as a much more confrontational and rebellious opposition leader than you (and also one with a broad popular following).\n<<continuelink "[img[dots]]">> \nDe Klerk faces a similar problem. While he and other important members of the regime are committed to negotiations, other factions of the white elite are determined to forestall further loosening of apartheid, and are firmly opposed to granting any political power to blacks. This hardline view is clearly present among elements of country's intelligence and security services, who have the ability to make a great deal of trouble if they choose to.\n<<continuelink "[img[dots]]">> \nFinally, alongside these divisions, differing forms of political violence are flaring up. \n\nWithin the white population, far-right, pro-apartheid terrorist organizations are beginning to emerge and engage in attacks that are intended to sabotage the negotiation process. \n\nWithin the black population, supporters of the Zulu nationalist Inkatha Freedom Party have begun to clash increasingly frequently with the ANC's supporters.<<click ?>> <<replace "#info">>Inkatha Freedom Party: A political movement dedicated to representing the identity and interests of the Zulu, South Africa's largest ethnic group (about 22% of the population). The IFP has a history of opposition to the apartheid system. However, in more recent times it has developed a fierce rivalry with the ANC, a rivalry that has now turned violent. The IFP's leaders claim that the ANC is insufficiently representative of Zulu interests, and demand autonomy for their region and guaranteed powers for ethnic minorities in any new South African system (in contrast with the ANC's emphasis on securing majority rule). They also have adopted a much more conciliatory posture toward the regime than the ANC, and many among the opposition are suspicious that the IFP's leaders are collaborating with the apartheid government.<</replace>><</click>> Conflict and violence between their faction and your own will deeply complicate the task of creating a new political order.\n<<continuelink "[img[dots]]">> \nIn the face of these challenges, you are named the new leader of the ANC. You will face some <<choice "decisions" "key decisions">> in the coming months.\n

<<set $nomaj = true>> <<set $mincred = $mincred + 2>>\n\nYour declared openness to constitutional power-sharing and the associated restrictions on majority rule is comforting to de Klerk and his allies.\n\nOn the other hand, it is openly rejected by much of the ANC, and your credibility declines considerably within your own organization. Those who suspected you of being willing to sell out, or compromise on fundamental demands, now have some basis to support this view. \n<<continuelink "[img[dots]]">> \nWhile you maintain a privileged position at the head of the opposition and continue to negotiate with the regime, your declining support within the ANC's mass base makes your promises and commitments less credible; the divides within your own organization will allow other forces and leaders to hold more sway in charting the future course of South Africa. \n\nSoon after the initiation of negotiations, your personal life comes to the fore, as your long-troubled marriage to Winnie <<choice "separation" "reaches a breaking point.">>

You have accomplished your major goal. South Africa's regime has been negotiated and pressured into holding an election in which the majority can rule.\n\nIn the April 1994 election, the ANC wins a strong majority. South Africa's black population now has the political power they have been denied for the country's entire existence.\n\nIn less than five years, you have gone from being a prisoner to being the president.\n<<continuelink "[img[dots]]">> \nThe push for full majority rule, however, has alienated many. In the elections, many white voters abandon the National Party and its reformists, casting their votes for pro-apartheid or anti-reform parties. The Inkatha Freedom Party boycotts the election, claiming that the process is insufficiently protective of Zulu demands for autonomy. \n\nIn effect, these boycotts actually increase the ANC's margin over all other parties; you and your party win a greater percentage of the vote than would have been the case if the NP had maintained its support and the IFP had participated.\n\nNonetheless, another outcome of the election is that many political factions and leaders will openly reject the legitimacy of the new system, and will obstruct you in any way that they can.\n<<continuelink "[img[dots]]">> \nMost ominously, the deeply divisive election process has ensured that violence will continue. The IFP, having not participated in the election, declare their intent to continue fighting. The renegade elements within South Africa's security forces continue to stoke violence. Far-right terrorism continues up to, during, and after the elections. \n\nExtreme voices within the white population begin to drown out those of the NP's reformists - de Klerk and his negotiators are widely viewed as having failed to protect the essential interests of South Africa's white minority.\n\nIn the context of this environment of distrust, South Africa's wealthy - and their wealth- begin to flee the country, and the country's economy comes under renewed strain.\n<<continuelink "[img[dots]]">> \nTo some extent, the resounding electoral victory of the ANC will help you consolidate your power. At the same time, the challenges facing you are far more severe than would have been the case in an environment of universal acceptance of the election and your government. And it seems certain that the new government will be hampered - perhaps crippled - by the reality that most of the already serving white personnel in the bureaucracy and state security forces cannot be relied on to loyally serve your government.\n\nYou have won political power, but the country you will now govern remains chaotic, divided, and fearful. Your dream of creating some sort of democracy within South Africa has been attained; your dream of peace and unity within South Africa still appears remote.\n\n<font size = '4'>THE END</font>

In 1992 your marriage to Winnie finally comes to an end. The relationship has been rocky and conflictual since your release from prison, and the political divide over radicalism vs. negotiation and compromise (along with the struggle for influence within the ANC) has heightened these tensions. \n<<continuelink "[img[dots]]">> \nIn announcing your separation, you make a plea for privacy; unfortunately, your own personal struggles are now public, and inextricably linked to the struggle for a new South Africa.\n\n\n<<choice "IFPviolence""The process of negotiation continues." >>

<<set $majcred = $majcred - 1>>\nYou decide to consult your comrades. They strongly advise you not to renounce violence, and seem deeply disturbed that you were apparently considering the offer. \n<<continuelink "[img[dots]]">>\nThis overture is viewed as a trap, and largely an effort to legitimize apartheid rule. Being granted your freedom in exchange for giving up the armed struggle will create a perception that you are selling out, and will generate considerable hostility and suspicion among your allies. \n\nAlthough being free and recognized as an opposition leader by the government may offer you more opportunities to speak out, your influence within the anti-apartheid movement itself will be severely jeopardized.\n<<continuelink "[img[dots]]">>\nBearing that in mind, do you?\n\n*<<choice "renounce" "Agree to renounce violence">>\n*<<choice "norenounce" "Refuse to renounce violence">>

In taking his case to South Africa's whites and trying to win their trust, de Klerk has argued that he is pushing for a new form of government in which all will be granted the right to vote, but in which there will be guaranteed power sharing between South Africa's racial and ethnic communities. \n\nAs the negotiations commence, a key question is whether the ANC accepts this vision, and are amenable to constitutional power-sharing provisions that would guarantee some share of power for the white minority in the new government. \n<<continuelink "[img[dots]]">> \nYou understand why de Klerk wants these provisions. In a South Africa where the majority ruled, the white minority could be completely excluded from political power - a prospect that many whites (including some anti-apartheid whites) would find frightening. On the other hand, the empowering of the previously excluded majority is the central goal for both you and your political movement. \n<<continuelink "[img[dots]]">> \nDe Klerk and the National Party's negotiators propose a system in which:\n\n-South Africa's executive would initially be a council of the leaders of the three to five parties receiving the most votes in an election that would be open to all. \n\n-The presidency would rotate between the members of the council, and all decisions would require consensus among the council. \n\n-This government would rule until a freely elected Parliament approved a new constitution. This approval of a new constitution would require 75% of the vote in Parliament.\n\nWhat is your initial public position on this proposal, for the purposes of the negotiations?\n\n*<<choice "acceptnomajority" "Accept the proposal for power-sharing in the form of a multi-party executive council that would preserve minority powers" >>\n*<<choice "majorityinsist" "Insist that the first form of government be closer to full majority rule">>

----\n <div style="width: 180 px; background-color: black; border-radius:7%; padding: 20px; box-shadow: 0px 0px 2px 2px yellow;"> <center><font size='2'>MUSIC</font>\n <<button "-" >><<quieter>><</button>><<button "+" >> <<louder>> <</button>> <<button "Stop" >><<pausesound "mandelamus.mp3">> <</button>><<button "Play" >><<loopsound "mandelamus.mp3">> <</button>></center> </div> <font size='2'> \n<div style="width: 180 px; background-color: black; border-radius:7%; padding: 20px; box-shadow:0px 0px 2px 2px yellow;"> <span id="info">Click on <span style="color:navy; \n background-color:lightgray; padding:4px; border-radius:5%;">?</span> symbols for more information about a topic, and on [img[dots]] symbols to reveal more text.</span> \n</div></font>\n\n

Your call for mobilization stokes the already burning fires of anger. The demonstrations intended to mark Hani's death turn violent, generating a brutal response from riot police. Hani's funeral, which attracts hundreds of thousands, degenerates into a similar outburst of rioting, with an ensuing police crackdown.\n\nIn the context of the growing disorder, negotiations are shelved indefinitely, the government falls back on repression to restore order, and the security situation continues to worsen throughout the country. \n<<continuelink "[img[dots]]">> \nAmong South Africa's white population, some begin to abandon their support for the reform process, while many others prepare to flee the country. Among the opposition, the forces which favored violent rebellion and continued uprising now hold sway. \n<<continuelink "[img[dots]]">> \nIt clear that the forces which have been unleashed cannot be reversed. South Africa's undemocratic regime appears unsustainable. At the same time, your hope of a negotiated change to a new democracy seems to be fading, and with it your own ability to influence the course of events. \n<<continuelink "[img[dots]]">> \nWhatever the future holds for South Africa, it appears that the country's destiny will be shaped through the violent, convulsive conflict that you have striven for years to prevent.\n\n<font size = '4'>THE END</font>

\n\nIn 1982 you, along with some of your fellow political prisoners, were moved from the prison fortress of Robben Island <<click ?>><<replace "#info">>Robben Island: An island off the coast of Cape Town that was the site of a prison for political detainees from the anti-apartheid movement. Nelson Mandela was imprisoned there for twenty years.<</replace>><</click>> to Pollsmoor prison on the mainland. It seems likely that this move is in part intended to facilitate possible clandestine negotiations with you, in recognition of your public importance as the face of the anti-apartheid movement. \n<<continuelink "[img[dots]]">>\nIn February of 1985, some potentially significant news arrives at Pollsmoor. President P.W. Botha <<click ?>> <<replace "#info">>P.W. Botha was first elected to Parliament in 1948, was Prime Minister of South Africa from 1978 to 1984, and at this time has now become President after the promulgation of a new constitution. During his time in office, Botha has firmly opposed majority rule and democracy, and has relied on force to deal with recent unrest. He has made some limited political changes, through reforms that granted a small amount of political rights to South Africa's minority Asian and multiracial communities. Those reforms preserved the complete exclusion of the black majority, and kept almost all political power in the hands of whites.<</replace>><</click>> has made you an offer.\n\n In a statement in Parliament, Botha acknowledged the recent international calls for your release, and later said the following: \n<<continuelink "[img[dots]]">>\n//"I stated in Parliament, when put this question, that if Mr Mandela gives a commitment that he will not make himself guilty of planning, instigating or committing acts of violence for the furtherance of political objectives, I will, in principle, be prepared to consider his release."//\n\nand:\n<<continuelink "[img[dots]]">>\n//" Any reduction of violence will be matched by action on the part of the Government to lift the State of Emergency....Moreover, as violence diminishes, as criminal and terrorist activities cease, and as the process of dialogue and communication acquires greater momentum, there would be little need to keep those affected in detention or prison."//\n\nEssentially, the government is demanding that you renounce the use of violence in the struggle against apartheid. In exchange, they have promised (although in vague and noncommital terms) the possibility of your own release, the release of other prisoners, and a lessening of state repression. \n<<continuelink "[img[dots]]">>\nAs the most prominent opponent of apartheid, your response to this offer will be crucial.\n\nWhat do you do?\n\n*<<choice "renounce" "Agree to renounce armed resistance">>\n*<<choice "consult" "Consult with your ANC comrades in prison">>\n*<<choice "norenounce" "Refuse to renounce violence">>\n

<<set $nonviolence=true>><<set $mincred = $mincred + 3>>\nThe ANC's commitment to refrain from violence, while not favored by everyone within the organization, is openly welcomed by de Klerk and his government. You have taken pains to convince the regime's authorities of your peaceful intentions; the return of the ANC to nonviolence gives credence to your claims.\n\nIn February 1992, the South African government holds a public vote on whether to continue with the reform process. The referendum, in which only whites are allowed to participate, asks the following question: \n\n//Do you support continuation of the reform process which the State President began on 2 February 1990 and which is aimed at a new Constitution through negotiation?//\n\nThe referendum is intended to demonstrate white support for the reform process. The stakes are very high - de Klerk has offered to resign and call for new elections if it fails.\n<<continuelink "[img[dots]]">> \nThe referendum is held the following month, and the result is decisive. 68% of white voters support the reform process, a massive vote of confidence.\n\nIt is likely that your conciliatory tone since your release from prison, including the ANC's turn away from violence, has helped build that confidence and has given the <<choice "nomaj" "coming negotiations">> an initial boost. \n

You and the rest of the opposition negotiators agree to the power-sharing provisions. The most important thing is that the elections go forward.\n<<continuelink "[img[dots]]">> \nAfter reaching this agreement, the South African government sets an election date for the anniversary of Hani's death. For the first time in history, South Africa's majority will be able to choose their leaders in a <<choice "electionresults" "free election.">>

Your decisions to continue the violent struggle for power, and to deny the possibility of constitutional power sharing, lead de Klerk and others to conclude that negotiations have become pointless. From the regime's perspective, any settlement that you will accept will be unacceptable for an increasingly distrustful white minority, many of whom view your recent obstinance as confirmation of the ANC's hostile intent.\n<<continuelink "[img[dots]]">> \nThe negotiations break down, and de Klerk returns to a more hardline posture, demanding significant concessions from the ANC before restarting constitutional deliberations. In the absence of credible negotiations, the more radical and violent forces on each side begin to hold sway, and South Africa begins what appears to be an unstoppable descent toward the violent breakdown that you have tried for years to avoid.\n\n<font size = '4'>THE END</font>

You are a free man. \n<<continuelink "[img[dots]]">> \nThroughout your imprisonment you had to patiently press for small openings that might allow you incrementally more influence; now, you are universally recognized as the key figure in South Africa's possible transition. After decades of isolation, you are one of the most famous and widely followed men in the world.\n\nYour main goal will be to use your influence to push for a negotiated settlement that grants South Africa's nonwhite majority the political power and legal and social inclusion that they have been denied for the country's entire history. \n<<continuelink "[img[dots]]">> \nIn F.W. de Klerk you have a cooperative negotiating partner, but one who does not necessarily share your key goals.\n\nAlong with releasing you, de Klerk has invalidated most of the repressive and discriminatory apartheid legislation. At the same time, he is clearly not committed to granting full political power to South Africa's excluded nonwhites. He, like many of his allies, would prefer that any new constitution blunt the power of the black majority by creating guaranteed powers and protections for minority groups.\n\nWhile the differences between you and de Klerk will be difficult to bridge, the situation is complicated further by <<choice "divisions" "internal divisions on each side, and by the tense situation in the country.">>\n\n\n

data:image/png;base64,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

\n/* Basic styling for all */\nbody {\n\tmargin: 3.5em;\n}\n#ui-bar {\n\tleft: 0;\n\tright: a;\n\twidth: 18em;\n\tpadding: 3.5em 3.5em 0 1.5em;\n\tborder: none;\n\tborder-left: 1px solid #fff;\n}\n#ui-bar header, #ui-bar #story-caption,\n#ui-bar nav, #ui-bar footer {\n\ttext-align: left; \t\n}\n#ui-bar ul {\n\tpadding: 0;\n} #ui-bar.blank {\ndisplay: none;\n}\n#menu-saves {\n\tdisplay: none;\n}\n\n#story-title {\n\tdisplay: none;}\n\n#story-subtitle{\n\tdisplay: none;}\n#passages {\n\tmargin-left: 3em;\n\tmargin-right: 0;\n\tpadding: 2em;\n\tborder: 5px solid yellow; border-radius:7%;background-color:white;\ncolor: black;\n}\n.passage a{\n color:navy; \n background-color:lightgray; padding:4px; border-radius:5%;\n\n}\n.passage a:hover {\n color:yellow; text-shadow: 0px 0px 2px yellow;\n background-color:black;\n text-decoration:none;box-shadow: 0px 0px 5px 5px black; \n}\n.passage a:active {\n box-shadow: 0px 0px 5px 5px black;0px 0px 2px yellow;\n background-color:black; text-decoration:none;}\n\n.revision-span-in {\n\topacity: 0;\n}\n.revision-span:not(.revision-span-out) {\n\ttransition: 1s; -webkit-transition: 1s;\n}\n.revision-span-out {\n\tposition:absolute;\n\topacity: 0;\n}\n\n/* Basic mobile device styling */\n@media screen and (max-width: 1280px) {\n\tbody {\n\t\tmargin: 3.5em;\n\t}\n}\n@media screen and (max-width: 960px) {\n\tbody {\n\t\tmargin: 3.5%;\n\t}\n\t#ui-bar {\n\t\tpadding-top: 3.5%;\n\t}\n}\n@media screen and (max-width: 800px),\nscreen and (max-width: 768px), screen and max-width: 480px {\n\tbody {\n\t\tmargin: 3.5%;\n\t}\n\t#ui-bar {\n\t\t\n\t\ttop: 100px;\n\t\tleft: 0;\n\t\tright: 0;\n\t\twidth: 30%;\n\t\tmargin: 0;\n\t\tpadding: 0;\n\t\tbackground-color: transparent;\n\t\tborder: none;\n\t\tborder-bottom: 1px solid #fff;\n\t}\n\t#ui-bar header, #ui-bar #story-caption, #ui-bar footer {\n\t\twidth: 60%;\n\t}\n\t#ui-bar nav {\n\t\n\t\tmargin-top: 100px;\n\t\tright: 0;\n\t\tmargin: 0;\n\t\ttext-align: right;\n\t}\n\t#ui-bar ul {\n\t\tmargin: 0; margin-top:100px;\n\t}\n\t#ui-bar li {\n\t\tmargin-bottom: 0.5em;\n\t}\n\t#ui-bar li#menu-story {\n\t\tmargin-bottom: 0.7em;\n\t\tline-height: 0.9;\n\t}\n\t#passages {\n\t\twidth: 100%;\n\t\tmargin: 0;\n\t\tmargin-top: 2em;\n\t\tpadding: 2em;\n\t\tborder: none;\n\t\tmin-height: 100vh;\n\t}\n\n}\n@media all and (orientation:portrait) {\n\n\t#ui-bar {display:none;\n\t}\n\t#passages {border: 5px solid yellow; border-radius:7%;\n\tpadding: 2em; position:relative;\n \n\t}\n\n\n

In your speech, you pay tribute to Hani, and call for calm and restraint on the part of both mourners and police. You emphasize that Hani above all wanted to bring about the democratic future that is now in sight, and that further violence will only jeopardize his dream. You say:\n<<continuelink "[img[dots]]">> \n//There must be no further loss of life at this tragic time.\n\nThis is a watershed moment for all of us.\n\nOur decisions and actions will determine whether we use our pain, our grief and our outrage to move forward to what is the only lasting solution for our country - an elected government of the people, by the people and for the people.//\n<<continuelink "[img[dots]]">> \n<<if $majcred gte 3>>With larger rallies and Hani's funeral being planned for the next few days, you can only <<choice "election" "hope that your call for restraint will be heeded.">>\n<<else>>With larger rallies and Hani's funeral being planned for the next few days, you can only <<choice "breakdown2" "hope that your call for restraint will be heeded.">>\n<<endif>>\n

F.W. de Klerk<<click ?>> <<replace "#info">>F.W. de Klerk: A longtime member of the National Party, de Klerk was first elected to South Africa's parliament in 1972. He entered the cabinet in 1978, and served in a number of ministerial posts before becoming the head of the House of Assembly, the lower house of South Africa's legislature. Throughout his career prior to taking the Presidency, he has built a reputation as resistant to reforms of the apartheid system.<</replace>><</click>> , the new president, is a bit of a mystery. It is uncertain how he will respond to the changes and challenges that face South Africa in late 1989, and whether he will continue, slow, or halt the reform and negotiation processes.\n<<continuelink "[img[dots]]">> \nDe Klerk soon confounds the expectations of those who believed that he might adopt a conservative line. Upon assuming the leadership, he makes several momentous announcements. He supports the negotiation process and declares his opposition to the racist elements of apartheid; he also calls for the legalization of the ANC and other opposition movements.\n<<continuelink "[img[dots]]">> \nFinally, de Klerk announces that he has decided to order your release, with no conditions.\n\nIn February 1990, you are released, along with all other important political prisoners. Throngs of South Africans line the highway as your motorcade passes, and the country's townships erupt in celebration. In a speech before a massive crowd in Cape Town, you pledge the remaining years of your life to the service of the South African people.\n\n<<choice "freedom""A new chapter in your struggle has begun.">>

You reveal your actions to your comrades one by one. While a few of them are supportive, others are opposed, and are deeply disturbed that you took this initial action without informing your allies.\n\n You assume that these concerns will be transmitted to the ANC leadership in exile. Many of them will view the government's willingness to negotiate as little more than an attempt to coopt an important opposition leader.\n<<continuelink "[img[dots]]">> \nDespite the qualms of your allies, you remain convinced that <<choice "negotiate2" "continued negotiation with the government">> is the best way forward.

The election is held in April 1994. On the appointed date, huge lines of South Africans appear at the polls - a testament to the pent-up demand for democracy that has now been fulfilled. While violence persists up until the election, the election itself is held in a peaceful environment.\n\nAs expected, the ANC wins a strong majority. South Africa's black population now has the political power they have been denied for the country's entire existence.\n\nIn less than five years, you have gone from being a prisoner to being the president.\n<<continuelink "[img[dots]]">> \n<<if $mincred gte 4>>\nBeyond giving the ANC power, the election results provide some degree of reassurance to the white minority, and weaken the parties that had opposed the reform process. \n\nThe National Party wins over 20% of the vote, enough to grant de Klerk a continued political role as Deputy President. \n\nThe Inkatha Freedom Party wins just over 10% - enough votes to give its leader a cabinet post, but not enough for substantial influence. Even in the Zulu areas of South Africa, the ANC far outpaces the IFP, an outcome that undermines that party's claim to represent Zulu interests and makes its supporters more likely to cooperate with the new government.\n\nThe parties that had supported apartheid - and, more recently, had called for maintaining an autonmous region for whites - did poorly. The hardliners received so few votes that they seem likely to diminish into insignificance.\n<<continuelink "[img[dots]]">> \nAlthough triumphant, you still face enormous challenges. The country remains deeply divided between an impoverished black majority and a privileged white minority. Rebuilding the South African state along democratic lines will be a herculean task. The return of large scale political violence is far from impossible, and regenerating the country's economy amid continued distrust and fear will be difficult.\n\nDespite these lingering doubts, the national mood is one of optimism. The peaceful replacement of South Africa's apartheid regime with a full democracy seems like a miracle to many observers. In the absence of your leadership, it seems unlikely that such an outcome could have been achieved. \n\n\n<font size = '4'>THE END</font>\n<<else>>\n Although you have won the election, your triumph comes alongside some ominous developments. \n\nOver the course of the negotiation process, a signficant percentage of the white minority have lost confidence in de Klerk's ability to defend their interests, and in your own commitment to your stated ideals of reconciliation and national unity. \n\nThis growing distrust is revealed by the election results, in which parties of the far right draw more support among whites than you had hoped or anticipated. The weakened position of de Klerk and the reformers, and the strengthened position of the hardline faction within the white population, imply that the conflicts that surrounded the election process will persist. Social conflict and political violence are likely to continue, and the prospect of capital flight will threaten your efforts to restore economic growth to South Africa.\n<<continuelink "[img[dots]]">> \nIn the current context of mutual distrust and fear, you cannot depend on the loyalty of the bureaucracy and security forces left over from the previous regime. Your government faces a difficult decision between trying to work with elements of the state apparatus that may be plotting against you, or purging much of the existing state personnel (thus further alienating the white population, and forcing you rely on inexperienced administrators).\n\nYou can only hope that your resounding electoral victory will provide sufficent political capital to overcome these looming dangers, and that your international support and goodwill may also help you navigate the challenging terrain to come. \n<<continuelink "[img[dots]]">> \nWhile you have achieved your dream of bringing democracy to South Africa, your goal of creating a sustainable peace and a sense of national unity remains elusive.\n\n<font size = '4'>THE END</font>\n<<endif>>\n\n\n\n\n

\n<<if $nonviolence>><<set $mincred = $mincred + 1>>\nWhile welcomed by de Klerk, your decision to persist with talks in the face of IFP violence deeply disappoints many. Having accused the government of complicity in the violence against ANC supporters, continued negotation instead of popular mobilization is widely viewed as a weak stance.\n\nBoth you and de Klerk are well aware that your credibility as a negotiator has been compromised by your weakening of support within the mass base of the opposition movement. However, there is no choice but to <<choice "powersharing" "continue the negotiations.">>\n\n<<else>>\n\nYou press forward in the face of the deteriorating security situation, believing that a political settlement that will appease the opposition and create a new order is the only way out of the current crisis. Outside the negotiating chamber, violence surges, as the ANC's armed wing attempts to take matters into their own hands. In the environment of growing disorder, far-right terrorism also is on the rise. \n\n It appears increasingly possible that any agreement reached by political leaders may soon be made irrelevant by the rising tide of conflict. As such, the constitutional talks take on an increasing urgency. In this context, negotiators on both sides <<choice "powersharing" "put forth a new proposal.">>\n<<endif>>\n

Over the course of the next few years, negotiations continue, now with a group of four important regime figures (including the head of the Intelligence Services, Niel Barnard).\n\nLittle substantive progress is made during these talks. However, you believe that your negotiating partners are increasingly building trust, and that you have presented yourself as someone who can be accomodating and reasonable (in contrast to your image in official propaganda as a violent, revenge-driven revolutionary terrorist). \n<<continuelink "[img[dots]]">> \nDuring this period, you are stricken with tuberculosis, and once again are hospitalized. \n\nWhen you are released from the hospital, you are moved to new lodging: a fairly comfortable house on the grounds of Victor Verster prison. \n\nDespite your newly agreeable housing arrangement, you remain a prisoner. You are constantly under guard, and every part of the house and the grounds is under the surveillance of listening devices.\n<<continuelink "[img[dots]]">> \nAs the negotiations drag on, you decide that it is time to force the discussion to another level, and demand to speak to President Botha directly. \n\n<<choice "bothameeting" "Your request is granted.">>

You are driven to a meeting with Botha and the other members of the negotiating group. On the way, you argue with Niel Barnard, the head of intelligence. \n<<continuelink "[img[dots]]">> \nOne of your consistent goals throughout the negotiation process has been the release of your fellow ANC leader Walter Sisulu as well as the other prisoners from the Rivonia trial<<click ?>> <<replace "#info">>The Rivonia trial was the 1963-1964 proceeding in which Nelson Mandela and nine other ANC leaders were sentenced to prison. Walter Sisulu, former ANC secretary general and a good friend of Mandela for decades, was one of those sentenced to life imprisonment.<</replace>><</click>> . \n\nAside from your personal desire to free your comrades, such a result would provide clear evidence of the possible usefulness of negotiations to those within your own movement who are skeptical about talking to the regime.\n<<continuelink "[img[dots]]">> \nBarnard seems sympathetic to your goal, but warns you against bringing up the question. His opinion is that Botha will not be receptive to the request, and that introducing the subject of Sisulu and the others will get the negotiations off on the wrong foot, potentially undermining some of the trust that has been built up so far.\n\nAs you arrive and enter, Botha walks across the room to meet you and shake your hand. The initial conversation is fairly congenial. Soon, an appropriate moment emerges to bring up the Sisulu question.\n\n*<<choice "sisuludemand" "Request that Botha release Walter Sisulu and others as a sign of good faith.">>\n*<<choice "nosisuludemand" "Make no mention of Sisulu and the release of prisoners.">>\n\n

To break the political impasse, a proposal is floated in which power-sharing guarantees will be present in the transitional constitution of South Africa, but may be removed in the process of creating a new constitution (a process that will be undertaken by the first elected government). \n<<continuelink "[img[dots]]">> \nAccording to this proposal, all parties who earn a certain percentage of seats in the legislature will be guaranteed representation in the executive branch in South Africa's first elected government (5% of the vote will guarantee a party a cabinet seat, while 20% will give a party a Deputy President). Along with this, a national assembly will be elected to write a permanent constitution, which will require 2/3 of the vote to be ratified. \n\nDo you express your approval of this proposal?\n<<if $nomaj>>\n*<<choice "transconst""Approve the presence of power sharing measures in the transitional constitution, as you had previously supported in principle">>\n*<<choice "notransconst""Go back on your previous commitment, and insist on no significant deviations from the principle of majority rule">>\n\n<<else>>\n*<<choice "transconst""Approve the presence of power sharing measures in the transitional constitution">>\n*<<choice "notransconst""Reject the power-sharing proposals, and insist on no significant deviations from the principle of majority rule">> <<endif>>

<<if $majcred gte 3 and $mincred gte 2>>\n\nAfter heated and tense negotiations, the government's negotiators agree to your demand for a transitional government in which there will be no significant power-sharing for minority parties. \n\nWhile this prospect is clearly frightening to the ruling party, they have apparently decided that trying to resist political change would weaken their position further in the future. Instead, they tell you that they are placing their hopes on the willingess of the new leadership (almost certainly the ANC, with you at its head) to be restrained in the exercise of your new authority.\n<<continuelink "[img[dots]]">> \nWhile the government's negotiators have acceded to majoritarian government, many within the white population - and within the South African state apparatus - will not share their optimism about majority rule. The IFP and other minority groups will be similarly discontented. Before and after the election, the new government will have to deal with widespread fear and distrust among those who do not see the ANC as their representatives.\n\nThe election is scheduled for May of 1994. At long last, full <<choice "majelect" "democracy is at hand in South Africa.">>\n\n<<else>>\nYour demand for a majoritarian form of government does not receive the desired response. \n\nWithout question, South Africa's rulers are frightened by the prospect of leaving unabated the hatred and resentment unleashed by Chris Hani's assassination. At the same time, they are more frightened by the prospect of turning over the power of the state to those same hateful and resentful masses. Under these conditions, <<choice "breakdown" "the forces favoring a resort to violent crackdown regain their influence">> within the South African ruling party and state. <<endif>>

\n\nINFO:\n<div style="height: 300px; width: 300px; background-color: black;"> <font size=2><span id="info"></span></font> </div>

You decide to take Barnard's advice and not bring up the question of Sisulu and the other prisoners. The conversation with Botha is congenial and ends on an optimistic note; you believe that you have made a positive impression. But, the lack of a clear concession or commitment from your landmark meeting with Botha is disappointing, and will do little to boost the confidence of your allies in the benefits of negotiating with the enemy.\n<<continuelink "[img[dots]]">> \nSoon after the meeting, it becomes clear that Botha will no longer be at the head of the negotiating process, or of the government. He falls ill, and is replaced as president in late 1989 by <<choice "deklerk" "F.W. de Klerk.">>