Lec8

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<head><meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii"><meta name=3DProgId content=3DPowerPoint.Slide><meta name=3DGenerator content=3D"Microsoft PowerPoint 10"><link id=3DMain-File rel=3DMain-File href=3D"../lec8.htm"><link rel=3DPreview href=3Dpreview.wmf><![if IE]><base href=3D"file:///C:\2687A098\lec8_files\master12.htm"id=3D"webarch_temp_base_tag"><![endif]><meta name=3DRobots content=3DNoIndex><link rel=3DStylesheet href=3D"master12_stylesheet.css"><![if !ppt]><script src=3Dscript.js></script><script></script><![endif]></head>

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<o:lock v:ext=3D"edit" text=3D"f"/> <p:placeholder type=3D"body" position=3D"1"/></v:shape> <div v:shape=3D"_x0000_s48130" class=3DT style=3D'position:absolute;top:8.=75%; left:5.99%;width:88.2%;height:8.5%'>Ordered Dictionaries</div> <div v:shape=3D"_x0000_s48131"> <div class=3DB style=3D'mso-line-spacing:"90 20 0"'><span style=3D'positio=n:absolute; top:29.5%;left:9.73%;width:94.38%;height:6.75%'><span style=3D'mso-special=-format: bullet;color:#9999CC;mso-color-index:5;position:absolute;left:-3.96%; top:.3em;font-family:Wingdings;font-size:75%'>¨</span><span lang=3DEN-=GB>In addition to dictionary functionality, we </span></span><span style=3D'posi=tion: absolute;top:35.75%;left:9.73%;width:86.7%;height:6.75%'><span lang=3DEN-G=B>want to support following operations: </span></span></div> <div class=3DB1 style=3D'mso-line-spacing:"90 20 0";position:absolute;top:=43.5%; left:11.04%;width:83.14%;height:6.0%'><span style=3D'position:absolute; top:0%;left:3.6%;width:96.17%;height:100.0%'><span style=3D'mso-special-fo=rmat: bullet;color:#9999CC;mso-color-index:5;position:absolute;left:-3.74%; top:.3em;font-family:Wingdings;font-size:75%'>¨</span><b>Min() </b=></span></div> <div class=3DB1 style=3D'mso-line-spacing:"90 20 0";position:absolute;top:=50.25%; left:11.04%;width:83.14%;height:6.0%'><span style=3D'position:absolute; top:0%;left:3.6%;width:96.17%;height:100.0%'><span style=3D'mso-special-fo=rmat: bullet;color:#9999CC;mso-color-index:5;position:absolute;left:-3.74%; top:.3em;font-family:Wingdings;font-size:75%'>¨</span><b>Max() </b=></span></div> <div class=3DB1 style=3D'mso-line-spacing:"90 20 0";position:absolute;top:=57.25%; left:11.04%;width:83.14%;height:6.0%'><span style=3D'position:absolute; top:0%;left:3.6%;width:96.17%;height:100.0%'><span style=3D'mso-special-fo=rmat: bullet;color:#9999CC;mso-color-index:5;position:absolute;left:-3.74%; top:.3em;font-family:Wingdings;font-size:75%'>¨</span><b>Predecessor(S, k) </b></span></div> <div class=3DB1 style=3D'mso-line-spacing:"90 20 0";position:absolute;top:=64.0%; left:11.04%;width:83.14%;height:6.0%'><span style=3D'position:absolute; top:0%;left:3.6%;width:96.17%;height:100.0%'><span style=3D'mso-special-fo=rmat: bullet;color:#9999CC;mso-color-index:5;position:absolute;left:-3.74%; top:.3em;font-family:Wingdings;font-size:75%'>¨</span><b>Successor(S, =k)</b><span lang=3DEN-GB style=3D'display:none'> </span></span></div> <div class=3DB style=3D'mso-line-spacing:"90 20 0"'><span style=3D'positio=n:absolute; top:71.0%;left:9.73%;width:97.19%;height:6.75%'><span style=3D'mso-special=-format: bullet;color:#9999CC;mso-color-index:5;position:absolute;left:-3.85%; top:.3em;font-family:Wingdings;font-size:75%'>¨</span><span lang=3DEN-=GB>For this we require that there should be a </span></span><span style=3D'positi=on: absolute;top:77.25%;left:9.73%;width:84.45%;height:6.75%'><span lang=3DEN-=GB>total order on the keys</span><span lang=3DEN-GB><i>.</i></span><span lang=3DEN-=GB

style=3D'mso-special-format:lastCR;display:none'> </span></span></div> </div></p:slide></div>

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<body lang=3DEN-US style=3D'margin:0px;background-color:black'onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"onkeypress=3D"_KPH()" oa:clockstart=3D"onstart">

<div id=3DSlideObj class=3Dsld style=3D'position:absolute;top:0px;left:0px;width:534px;height:400px;font-size:16px;background-color:#CCCCE6;clip:rect(=0%, 101%, 101%, 0%);visibility:hidden'><p:slide coordsize=3D"720,540" colors=3D"#FFFFFF,#000000,#00007D,#000000,#9999FF,#9999CC,#666699,#CCCCE6" masterhref=3D"master12.xml"> <p:shaperange href=3D"master12.xml#_x0000_s132097"/><![if !ppt]><p:shapera=nge href=3D"master12.xml#_x0000_s132098"/><p:shaperange href=3D"master12.xml#_x0000_s132099"/> <div v:shape=3D"_x0000_s132099" class=3DO> <div style=3D'text-align:right;mso-char-wrap:1;mso-kinsoku-overflow:1; position:absolute;top:94.0%;left:72.65%;width:21.53%;height:3.5%'><span style=3D'font-family:"Arial Black";font-size:50%;mso-field-code:meta16'>12=</span><span style=3D'font-family:"Arial Black";font-size:50%;mso-special-format:lastCR; display:none'> </span></div> </div> <p:shaperange href=3D"master12.xml#_x0000_s132100"/><![if !vml]><img borde=r=3D0 v:shapes=3D"_x0000_s132100,_x0000_s132101,_x0000_s132102,_x0000_s132103,_x=0000_s132104,_x0000_s132105,_x0000_s132106,_x0000_s132107,_x0000_s132108,_x=0000_s132109" src=3D"master12_image001.gif" style=3D'position:absolute;top:0%;left:0%; width:100.37%;height:8.5%'><![endif]><p:shaperange href=3D"master12.xml#_x0000_s132112"/><![endif]><p:shaperange href=3D"master12.xml#_x0000_m132110"/><v:shape id=3D"_x0000_s103426" type==3D"#_x0000_m132110" style=3D'position:absolute;left:36pt;top:36pt;width:9in;height:60pt' o:userdrawn=3D"f"> <v:fill o:detectmouseclick=3D"f"/> <v:stroke o:forcedash=3D"f"/> <o:lock v:ext=3D"edit" text=3D"f"/> <p:placeholder type=3D"title"/></v:shape> <div v:shape=3D"_x0000_s103426" class=3DT style=3D'position:absolute;top:8=.25%; left:5.99%;width:88.2%;height:8.5%'><span lang=3DDA>Successor</span></div> <p:shaperange href=3D"master12.xml#_x0000_m132111"/><v:shape id=3D"_x0000_=s103427" type=3D"#_x0000_m132111" style=3D'position:absolute;left:24pt;top:96pt;wi=dth:9in; height:306pt' o:userdrawn=3D"f"> <v:fill o:detectmouseclick=3D"f"/> <v:stroke o:forcedash=3D"f"/> <o:lock v:ext=3D"edit" text=3D"f"/> <p:placeholder type=3D"body" position=3D"1"/><p:animation number=3D"2" de=lay=3D"0" type=3D"text" level=3D"1" effect=3D"cut" direction=3D"noBlack"/></v:shap=e> <div v:shape=3D"_x0000_s103427"> <div id=3D"_x0000_s103427_0_65" class=3DB style=3D'mso-line-spacing:"90 20= 0"; position:absolute;top:18.25%;left:4.3%;width:93.82%;height:11.5%;white-spa=ce: nowrap'><span style=3D'position:absolute;top:0%;left:3.99%;width:96.0%; height:52.17%'><span style=3D'font-size:88%'><span style=3D'mso-special-fo=rmat: bullet;color:#9999CC;mso-color-index:5;position:absolute;left:-4.15%; top:.3em;font-family:Wingdings;font-size:75%'>¨</span></span><span lang=3DDA style=3D'font-size:88%'>Given </span><span lang=3DDA style=3D'fo=nt-size: 88%'><i>x</i></span><span lang=3DDA style=3D'font-size:88%'>, find the nod=e with

the smallest key </span></span><span style=3D'position:absolute;top:50.0%; left:3.99%;width:90.01%;height:52.17%'><span lang=3DDA style=3D'font-size:=88%'>greater than key[</span><span lang=3DDA style=3D'font-size:88%'><i>x</i></span><sp=an lang=3DDA style=3D'font-size:88%'>] </span></span></div> <div id=3D"_x0000_s103427_65_131" class=3DB style=3D'mso-line-spacing:"90 =20 0"; position:absolute;top:30.75%;left:4.3%;width:103.93%;height:11.5%;white-sp=ace: nowrap'><span style=3D'position:absolute;top:0%;left:3.6%;width:96.39%; height:52.17%'><span style=3D'font-size:88%'><span style=3D'mso-special-fo=rmat: bullet;color:#9999CC;mso-color-index:5;position:absolute;left:-3.73%; top:.3em;font-family:Wingdings;font-size:75%'>¨</span></span><span lang=3DDA style=3D'font-size:88%'>We can distinguish two cases, depending =on the </span></span><span style=3D'position:absolute;top:47.82%;left:3.6%;width:81.26%;height:52.17%='><span lang=3DDA style=3D'font-size:88%'>right subtree of </span><span lang=3DDA style=3D'font-size:88%'><i>x</i></span><span lang=3DDA style=3D'font-size:=88%; display:none'> </span></span></div> <div id=3D"_x0000_s103427_131_138" class=3DB style=3D'mso-line-spacing:"90= 20 0"; position:absolute;top:43.25%;left:4.3%;width:88.2%;height:6.0%;white-space: nowrap'><span style=3D'position:absolute;top:0%;left:4.24%;width:95.75%; height:100.0%'><span style=3D'font-size:88%'><span style=3D'mso-special-fo=rmat: bullet;color:#9999CC;mso-color-index:5;position:absolute;left:-4.43%; top:.3em;font-family:Wingdings;font-size:75%'>¨</span></span><span lang=3DDA style=3D'font-size:88%'>Case 1 </span></span></div> <div id=3D"_x0000_s103427_138_169" class=3DB1 style=3D'mso-line-spacing:"9=0 20 0"; position:absolute;top:49.75%;left:9.36%;width:83.14%;height:5.25%;white-sp=ace: nowrap'><span style=3D'position:absolute;top:0%;left:3.82%;width:96.17%; height:100.0%'><span style=3D'font-size:86%'><span style=3D'mso-special-fo=rmat: bullet;color:#9999CC;mso-color-index:5;position:absolute;left:-3.98%; top:.3em;font-family:Wingdings;font-size:75%'>¨</span></span><span lang=3DDA style=3D'font-size:86%'>right subtree of x is nonempty </spa=n></span></div> <div id=3D"_x0000_s103427_169_224" class=3DB1 style=3D'mso-line-spacing:"9=0 20 0"; position:absolute;top:55.75%;left:9.36%;width:98.68%;height:5.25%;white-sp=ace: nowrap'><span style=3D'position:absolute;top:0%;left:3.22%;width:96.77%; height:100.0%'><span style=3D'font-size:86%'><span style=3D'mso-special-fo=rmat: bullet;color:#9999CC;mso-color-index:5;position:absolute;left:-3.33%; top:.3em;font-family:Wingdings;font-size:75%'>¨</span></span><span lang=3DDA style=3D'font-size:86%'>successor is leftmost node in the right =subtree (Why?) </span></span></div> <div id=3D"_x0000_s103427_224_276" class=3DB1 style=3D'mso-line-spacing:"9=0 20 0"; position:absolute;top:61.5%;left:9.36%;width:95.13%;height:5.25%;white-spa=ce: nowrap'><span style=3D'position:absolute;top:0%;left:3.34%;width:96.85%; height:100.0%'><span style=3D'font-size:86%'><span style=3D'mso-special-fo=rmat: bullet;color:#9999CC;mso-color-index:5;position:absolute;left:-3.45%; top:.3em;font-family:Wingdings;font-size:75%'>¨</span></span><span

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

------=_NextPart_01C50927.67431030Content-Location: file:///C:/2687A098/lec8_files/script.jsContent-Transfer-Encoding: quoted-printableContent-Type: application/javascript; charset="us-ascii"

function LoadSld(){

var sld=3DGetObj("SlideObj")if( !g_supportsPPTHTML ) {

sld.style.visibility=3D"visible"return

}if( MakeNotesVis() ) returnrunAnimations =3D _InitAnimations();if( IsWin("PPTSld") )

parent.SldUpdated(GetSldId())g_origSz=3DparseInt(SlideObj.style.fontSize)g_origH=3Dsld.style.posHeightg_origW=3Dsld.style.posWidthg_scaleHyperlinks=3D(document.all.tags("AREA").length>0)if( g_scaleHyperlinks )

InitHLinkArray()if( g_scaleInFrame||(IsWin("PPTSld") && parent.IsFullScrMode() ) )

document.body.scroll=3D"no"_RSW()if( IsWin("PPTSld") && parent.IsFullScrMode() )

FullScrInit();=09

MakeSldVis();ChkAutoAdv()

if( runAnimations ){

if( document.all("NSPlay") )

document.all("NSPlay").autoStart =3D false;if( sld.filters && sld.filters.revealtrans )

setTimeout( "document.body.start()", sld.filters.revealtrans.duration * =1000 );

elsedocument.body.start();

}}function MakeSldVis(){

var fTrans=3Dg_showAnimation && SldHasTrans()if( fTrans ){

if( g_bgSound ) {idx=3Dg_bgSound.indexOf(",");pptSound.src=3Dg_bgSound.substr( 0, idx );pptSound.loop=3D -(parseInt(g_bgSound.substr(idx+1)));

}SlideObj.filters.revealtrans.Apply()

}SlideObj.style.visibility=3D"visible"if( fTrans )

SlideObj.filters.revealtrans.Play()}function MakeNotesVis(){

if( !IsNts() ) return falseSlideObj.style.display=3D"none"nObj =3D document.all.item("NotesObj")parent.SetHasNts(0)if( nObj ) {

nObj.style.display=3D""parent.SetHasNts(1)

}return 1

}function ChkAutoAdv(){

if(SldHasTrans())SlideObj.onfilterchange=3DAutoAdv

elseAutoAdv()

}function AutoAdv(){

if(!IsWin("PPTSld") || !gUseSldTimings )returnvar sld=3DGetCurSld()if( (sld.mAdvDelay>0) && !parent.IsFramesMode() )

setTimeout("parent.GoToNextSld()",sld.mAdvDelay)}function GetObj(id){

if(g_supportsPPTHTML) return document.all(id);else return document.getElementById(id);

}function SldHasTrans() { return SlideObj.style.getAttribute("filter")!=3D""= }function GetSldId() { return sId=3Dlocation.href.substring(location.href.la=stIndexOf('/')+1) }function HideMenu() { if( frames["PPTSld"] && PPTSld.document.all.item("ctx=tmenu") && PPTSld.ctxtmenu.style.display!=3D"none" ) { PPTSld.ctxtmenu.styl=e.display=3D'none'; return true } return false }function IsWin( name ) { return window.name =3D=3D name }

function IsNts() { return IsWin("PPTNts") }function IsSldOrNts() { return( IsWin("PPTSld")||IsWin("PPTNts") ) }function SupportsPPTAnimation() { return( navigator.platform =3D=3D "Win32"= && navigator.appVersion.indexOf("Windows")>0 ) }function SupportsPPTHTML(){

var appVer=3Dnavigator.appVersion, msie=3DappVer.indexOf("MSIE "), ver=3D0if( msie >=3D 0 )

ver=3DparseFloat( appVer.substring( msie+5, appVer.indexOf(";",msie) ) )

elsever=3DparseInt(appVer)

return( ver >=3D 4 && msie >=3D 0 )}function _RSW(){

if( !g_supportsPPTHTML || IsNts() || ( !g_scaleInFrame && (!IsWin("PPTSld") || !parent.IsFullScrMode()) ) )

return var padding=3D0; if( IsWin("PPTSld") && parent.IsFramesMode() ) padding=3D6

cltWidth=3Ddocument.body.clientWidth-paddingcltHeight=3Ddocument.body.clientHeight-paddingfactor=3D(1.0*cltWidth)/g_origWif( cltHeight < g_origH*factor )

factor=3D(1.0*cltHeight)/g_origHnewSize =3D g_origSz * factorif( newSize < 1 ) newSize=3D1s=3DSlideObj.styles.fontSize=3DnewSize+"px"s.posWidth=3Dg_origW*factors.posHeight=3Dg_origH*factors.posLeft=3D(cltWidth-s.posWidth+padding)/2s.posTop=3D(cltHeight-s.posHeight+padding)/2if( g_scaleHyperlinks )

ScaleHyperlinks( factor )}function _InitAnimations(){

animRuntimeInstalled =3D ''+document.body.localTime !=3D 'undefined';isFullScreen =3D (window.name =3D=3D "PPTSld") && !parent.IsFramesMode();g_animUseRuntime =3D g_showAnimation && animRuntimeInstalled && !

(isFullSc=reen && parent.IsSldVisited());

if( g_animUseRuntime ) {collSeq =3D document.all.tags("seq");if( collSeq !=3D null ) {

for(ii=3D0;ii<collSeq.length;ii++) {if( collSeq[ii].getAttribute( "p:nodeType" ) =3D=3D

"mainSeq" ) {g_animMainSequence =3D collSeq[ii];break;

}}

}if( g_animItemsToHide ) {

for(jj =3D 0; jj < g_animItemsToHide.length; jj++) {if( hideObj =3D GetObj(g_animItemsToHide[jj]) )

hideObj.runtimeStyle.visibility=3D"hidden";}

}if( g_animInteractiveItems ){

for(jj =3D 0; jj < g_animInteractiveItems.length; jj++) {if( triggerObj =3D GetObj(g_animInteractiveItems[jj]) )

triggerObj.runtimeStyle.cursor=3D"hand";}

}if( gUseSldTimings && ''+g_animSlideTime !=3D 'undefined' ) {

adjustedTime =3D document.body.calculateAutoAdvanceTimes( g_animSlideTim=e, g_animEffectTimings );

if( IsWin("PPTSld") && adjustedTime !=3D g_animSlideTime ) { var sld =3D GetCurSld(); sld.mAdvDelay =3D adjustedTime * 1000;}

}}return g_animUseRuntime;

}gSldJump =3D 0, gSldJumpTrack =3D 0, gSldJumpIdx =3D "";function _KPH(){

if( IsNts() ) return;if( !parent.IsFramesMode() && event.keyCode =3D=3D 27 && !HideMenu() )

parent.window.close( self );else if( event.keyCode =3D=3D 32 ) {

if( window.name =3D=3D "PPTSld" )parent.PPTSld.DocumentOnClick();

elseparent.GoToNextSld();

}CatchNumKeys( parent, event );

}function CatchNumKeys( win, event ) {

if( win.IsFullScrMode() && (48<=3Devent.keyCode) && (event.keyCode<=3D57) =) {

gSldJump =3D 1;gSldJumpIdx +=3D (event.keyCode-48).toString();

}if( win.IsFullScrMode() && gSldJump && event.keyCode =3D=3D 13 ) {

var numSlds =3D parent.GetSldList().mList.lengthif ( gSldJumpIdx > numSlds )

gSldJumpIdx =3D numSlds;if ( gSldJumpIdx >=3D 0 ) {

if ( gSldJumpIdx =3D=3D 0 )gSldJumpIdx =3D 1;

var jumpTo =3D parseInt(gSldJumpIdx);gSldJump =3D 0; gSldJumpIdx =3D "";win.GoToSld( parent.GetSldList().mList[jumpTo-1].mSldHref )

}}

}function _KDH(){

if( event.keyCode =3D=3D 8 ) {event.returnValue =3D 0;parent.GoToPrevSld();

}}function DocumentOnClick(){

if( IsNts() || parent.HideMenu() ) return;if( ( g_allowAdvOnClick && (window.name=3D=3D"PPTSld") && !

parent.IsFrames=Mode() ) ||

(event && event.keyCode=3D=3D32) ) {if( g_animUseRuntime && g_animMainSequence &&

g_animMainSequence.cangonex=t )

return;parent.GoToNextSld();

}}

var g_supportsPPTHTML =3D SupportsPPTHTML(), g_scaleInFrame =3D 1, gId=3D""=, g_bgSound=3D"", g_scaleHyperlinks =3D false, g_allowAdvOnClick =3D 1, g_showInBrowser ==3D 0, gLoopCont =3D 0, gUseSldTimings =3D 1;var g_showAnimation =3D g_supportsPPTHTML && SupportsPPTAnimation() && ( (w=indow.name=3D=3D"PPTSld" && !parent.IsFramesMode()) || g_showInBrowser );va=r g_animManager =3D null;var g_animUseRuntime =3D false;var g_animItemsToHide, g_animInteractiveItems, g_animSlideTime;var g_animMainSequence =3D null;var ENDSHOW_MESG=3D"End of slide show, click to exit.", SCREEN_MODE=3D"Fram=es", gIsEndShow=3D0, NUM_VIS_SLDS=3D18, SCRIPT_HREF=3D"script.js", FULLSCR_=HREF=3D"fullscreen.htm";var gCurSld =3D gPrevSld =3D 1, g_offset =3D 0, gNtsOpen =3D gHasNts =3D gO=tlTxtExp =3D 0, gHasNarration =3D 0, gOtlOpen =3D truewindow.gPPTHTML=3DSupportsPPTHTML()var gMainDoc=3Dnew Array(new hrefList("slide0045.htm",1,-1,1),new hrefList(="slide0086.htm",1,-1,1),new hrefList("slide0087.htm",1,-1,1),new hrefList("=slide0088.htm",1,-1,1),new hrefList("slide0089.htm",1,-1,1),new hrefList("s=lide0090.htm",1,-1,1),new hrefList("slide0092.htm",1,-1,1),new hrefList("sl=ide0093.htm",1,-1,1),new hrefList("slide0091.htm",1,-1,1),new hrefList("sli=de0094.htm",1,-1,1),new hrefList("slide0095.htm",1,-1,1),new hrefList("slid=e0096.htm",1,-1,1),new hrefList("slide0097.htm",1,-1,1),new hrefList("slide=0098.htm",1,-1,1),new hrefList("slide0099.htm",1,-1,1),new hrefList("slide0=101.htm",1,-1,1),new hrefList("slide0100.htm",1,-1,1),new hrefList("slide01=02.htm",1,-1,1));function FullScrInit(){

g_allowAdvOnClick =3D GetCurSld().mAdvOnClkdocument.body.style.backgroundColor=3D"black"document.oncontextmenu=3Dparent._CM;document.onkeydown =3D _KDH;document.ondragstart=3DCanceldocument.onselectstart=3DCancelself.focus()

}function Redirect( frmId ){

var str=3Ddocument.location.hash,idx=3Dstr.indexOf('#'), sId=3DGetSldId()if(idx>=3D0) str=3Dstr.substr(1);if( window.name !=3D frmId && ( sId !=3D str) ) {

obj =3D GetObj("Main-File")window.location.href=3Dobj.href+"#"+sIdreturn 1

}return 0

}var MHTMLPrefix =3D CalculateMHTMLPrefix();function CalculateMHTMLPrefix(){

if ( document.location.protocol =3D=3D 'mhtml:') {href=3Dnew String(document.location.href)Start=3Dhref.indexOf('!')+1End=3Dhref.lastIndexOf('/')+1if (End < Start)

return href.substring(0, Start)else

return href.substring(0, End)}return '';

}function GetTags(base,tag){

if(g_supportsPPTHTML) return base.all.tags(tag);else return base.getElementsByTagName(tag);

}function UpdNtsPane(){ if(frames["PPTNts"]) PPTNts.location.replace( MHTMLP=refix+GetHrefObj( gCurSld ).mNtsHref ) }function UpdNavPane( sldIndex ){ if(gNavLoaded) PPTNav.UpdNav() }function UpdOtNavPane(){ if(gOtlNavLoaded) PPTOtlNav.UpdOtlNav() }function UpdOtlPane(){ if(gOtlLoaded) PPTOtl.UpdOtl() }function SetHasNts( fVal ){

if( gHasNts !=3D fVal ) {gHasNts=3DfValUpdNavPane()

}}function ToggleOtlText(){

gOtlTxtExp=3D!gOtlTxtExpUpdOtlPane()

}function ToggleOtlPane(){

frmset=3Ddocument.all("PPTHorizAdjust")frm=3Ddocument.all("PPTOtl")if( gOtlOpen )

frmset.cols=3D"*,100%"else

frmset.cols=3D"25%,*"gOtlOpen=3D!gOtlOpenfrm.noResize=3D!frm.noResizeUpdOtNavPane()

}function ToggleNtsPane(){

frmset=3Ddocument.all("PPTVertAdjust")frm=3Ddocument.all("PPTNts")if( gNtsOpen )

frmset.rows=3D"100%,*"else

frmset.rows=3D"*,20%"gNtsOpen=3D!gNtsOpenUpdNtsPane()

}function ClearMedia(){

if (PPTSld.pptSound) PPTSld.pptSound.loop =3D 0;}function FullScreen(){

if ( PPTSld.g_animUseRuntime )PPTSld.document.body.pause();

ClearMedia();var href =3D ( document.location.protocol =3D=3D 'mhtml:') ? FULLSCR_HREF

=: FULLSCR_HREF+"#"+GetHrefObj(gCurSld).mSldHref;

if(PPTNav.event.ctrlKey) {var w =3D (window.screen.availWidth * 1.0) / 2.0var h =3D w * (PPTSld.g_origH * 1.0) / PPTSld.g_origW

win =3D window.open( MHTMLPrefix+href,null,"toolbar=3D0,resizable=3D1,top==3D0,left=3D0," + "width=3D"+ w + ",height=3D" + h );

if( PPTSld.g_animUseRuntime )win.document.body.PPTSldFrameset=3Dwindow;

}else{

win =3D window.open( MHTMLPrefix+href,null,"fullscreen=3Dyes" );if( PPTSld.g_animUseRuntime )

win.document.body.PPTSldFrameset=3Dwindow;}

}function ToggleVNarration(){

rObj=3DPPTSld.document.all("NSPlay")if( rObj && !PPTSld.g_animUseRuntime ) {

if( (rObj.playState =3D=3D 1)||(rObj.playState =3D=3D 0) )rObj.Play()

else if( rObj.playState =3D=3D 2 )rObj.Pause()

elsereturn;

}else if( PPTSld.g_animUseRuntime ){

narObj =3D PPTSld.document.all("narrationID")if( narObj )

narObj.togglePause()}

}function GetCurSldNum(){

obj=3DGetHrefObj(gCurSld)if( obj.mOrigVis =3D=3D 1 )

return obj.mSldIdxelse

return gCurSld}function GetNumSlds(){

if( GetHrefObj(gCurSld).mOrigVis =3D=3D 1 )return GetSldList().mNumVisSlds;

elsereturn GetSldList().mList.length

}function GetSldNum( href ){

for(ii=3D0; ii<GetSldList().mList.length; ii++) {if ( GetSldList().mList[ii].mSldHref =3D=3D href )

return ii+1}return 1

}function GetHrefObj( sldIdx ){ return GetSldList().mList[sldIdx-1] }function IsFramesMode(){ return ( SCREEN_MODE =3D=3D "Frames" ) }function IsFullScrMode(){ return ( SCREEN_MODE =3D=3D "FullScreen" ) }function GoToNextSld(){

ii=3DgCurSld + 1if( GetHrefObj( ii-1 ).mOrigVis =3D=3D 0 ) {

if( ii<=3DGetSldList().mList.length ) {obj=3DGetHrefObj(ii)obj.mVis=3D1

GoToSldNum(ii)return

}}else {

obj=3DGetHrefObj( ii )while ( obj && ( obj.mOrigVis =3D=3D 0 ) )

obj=3DGetHrefObj(++ii)if( obj && obj.mOrigVis ) {

GoToSldNum(ii)return

}}if( gSldStack.length > 1 )

PopSldList();else if( !IsFramesMode() ) {

if( gLoopCont )GoToFirst()

elseEndShow()

}}function GoToPrevSld(){

ii=3DgCurSld-1if( ii > 0 ) {

obj=3DGetHrefObj(ii)while ( obj && ( obj.mVis =3D=3D 0 ) && ( ii>0 ) )

obj=3DGetHrefObj(--ii) if( ii =3D=3D 0 ) ii=3D1

GoToSldNum(ii)}

}function GoToFirst(){ GoToSld( GetHrefObj(1).mSldHref ) }function GoToLast(){

ii=3DGetSldList().mList.lengthif( ii !=3D gCurSld )

GoToSld( GetHrefObj(ii).mSldHref )}function GoToSldNum( num ){

if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrueobj =3D GetHrefObj( num )obj.mVis=3D1gPrevSld=3DgCurSldgCurSld =3D num;PPTSld.location.replace(MHTMLPrefix+obj.mSldHref)if( IsFramesMode() ) {

UpdNavPane(); UpdOtlPane(); UpdNtsPane()}

}function GoToSld( href ){

if( PPTSld.event ) PPTSld.event.cancelBubble=3DtrueGetHrefObj( GetSldNum(href) ).mVis=3D1PPTSld.location.replace(MHTMLPrefix+href)

}function SldUpdated( id ){

if( id =3D=3D GetHrefObj(gCurSld).mSldHref ) returngPrevSld=3DgCurSldgCurSld=3DGetSldNum(id)if( IsFramesMode() ) {

UpdNavPane(); UpdOtlPane(); UpdNtsPane()}

}function PrevSldViewed(){ GoToSld( GetHrefObj(gPrevSld).mSldHref ) }function HasPrevSld() { return ( gIsEndShow || ( gCurSld !=3D 1 && GetHrefO=bj( gCurSld-1 ).mVis =3D=3D 1 )||( GetCurSldNum() > 1 ) ) }function HasNextSld() { return (GetCurSldNum() !=3D GetNumSlds()) }function CloseWindow() {

if( HideMenu() ) return;var event =3D PPTSld.event;if( !IsFramesMode() && event && (event.keyCode=3D=3D27 ||

event.keyCode=3D==3D32 || event.type=3D=3D"click" ) )

window.close( self );CatchNumKeys( self, event );

}function Unload() { gIsEndShow=3D0; }function SetupEndShow() {

gIsEndShow=3D1;PPTSld.document.body.scroll=3D"no";PPTSld.document.onkeypress=3DCloseWindow;PPTSld.document.onclick=3DCloseWindow;PPTSld.document.oncontextmenu=3D_CM;

}function EndShow(){

if( IsFramesMode() ) returnif( PPTSld.event ) PPTSld.event.cancelBubble=3Dtruedoc=3DPPTSld.documentdoc.open()doc.writeln('<html><body bgcolor=3Dblack onload=3Dparent.SetupEndShow()

on=unload=3Dparent.Unload()><center><p><font face=3DTahoma color=3Dwhite size==3D2><br><b>' + ENDSHOW_MESG + '</b></font></p></center></body></html>')

doc.close()}function SetSldVisited(){ GetSldList().mList[gCurSld-1].mVisited=3Dtrue }function IsSldVisited(){ return GetSldList().mList[gCurSld-1].mVisited }function hrefList( sldHref, visible, advDelay, advClk ){

this.mSldHref=3D this.mNtsHref =3D sldHrefthis.mOrigVis=3D this.mVis =3D visiblethis.mVisited=3D falsethis.mAdvDelay=3D advDelaythis.mAdvOnClk=3D advClk

}function SldList(arr,curSld,fEnd){

this.mCurSld =3D curSld;this.mList =3D new Array();var idx =3D 1;for(ii=3D0;ii<arr.length;ii++) {

this.mList[ii] =3D new hrefList( arr[ii].mSldHref, arr[ii].mOrigVis, arr[=ii].mAdvDelay, arr[ii].mAdvOnClk );

if( arr[ii].mOrigVis )this.mList[ii].mSldIdx =3D idx++;

}this.mNumVisSlds =3D idx-1;this.fEndShow =3D fEnd;

}function GetSldList() { return gSldStack[gSldStack.length-1] }function GetCurSld() { return parent.GetSldList().mList[parent.gCurSld - 1]= }

gSldStack =3D new Array();gSldStack[0] =3D new SldList(gMainDoc,gCurSld,1)function ViewCustomShow(idx,fEnd){

if( !IsFullScrMode() ) return;var sldList =3D new Array();var custShow =3D custShowList[idx-1];var jj =3D 0;for( ii=3D0;ii<custShow.length;ii++ ) {

if( custShow[ii] <=3D gMainDoc.length )sldList[jj++] =3D gMainDoc[custShow[ii]-1];

}if (sldList.length > 0) {PushSldList(sldList,fEnd);gCurSld =3D 1;}else

if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue}function PushSldList(arr,fEnd) {

var ii =3D gSldStack.length;gSldStack[ii] =3D new SldList(arr,gCurSld,fEnd);GoToSld( gSldStack[ii].mList[0].mSldHref );

}function PopSldList() {

if (gSldStack[gSldStack.length-1].fEndShow)EndShow()

else {gCurSld =3D gSldStack[gSldStack.length-1].mCurSld;gSldStack[gSldStack.length-1] =3D null;gSldStack.length--;var sldList =3D gSldStack[gSldStack.length-1];GoToSld( sldList.mList[gCurSld - 1].mSldHref );}

}var custShowList=3Dnew Array();function ImgBtn( oId,bId,w,action ){

var t=3Dthist.Perform =3D _IBPt.SetActive =3D _IBSetAt.SetInactive=3D _IBSetIt.SetPressed =3D _IBSetPt.SetDisabled=3D _IBSetDt.Enabled =3D _IBSetEt.ChangeIcon =3D nullt.UserAction =3D actiont.ChgState =3D _IBUIt.mObjId =3D oIdt.mBorderId=3D bIdt.mWidth =3D wt.mIsOn =3D t.mCurState =3D 0

}function _IBSetA(){

if( this.mIsOn ) {obj=3Dthis.ChgState( gHiliteClr,gShadowClr,2 )obj.style.posTop=3D0

}}function _IBSetI(){

if( this.mIsOn ) {obj=3Dthis.ChgState( gFaceClr,gFaceClr,1 )

obj.style.posTop=3D0}

}function _IBSetP(){

if( this.mIsOn ) {obj=3Dthis.ChgState( gShadowClr,gHiliteClr,2 )obj.style.posLeft+=3D1; obj.style.posTop+=3D1

}}function _IBSetD(){

obj=3Dthis.ChgState( gFaceClr,gFaceClr,0 )obj.style.posTop=3D0

}function _IBSetE( state ){

var t=3DthisGetObj( t.mBorderId ).style.visibility=3D"visible"if( state !=3D t.mIsOn ) {

t.mIsOn=3Dstateif( state )

t.SetInactive()else

t.SetDisabled()}

}function _IBP(){

var t=3Dthisif( t.mIsOn ) {

if( t.UserAction !=3D null )t.UserAction()

if( t.ChangeIcon ) {obj=3DGetObj(t.mObjId)if( t.ChangeIcon() )

obj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-4)*t.mWidth

elseobj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-

0)*t.mWidth}t.SetActive()

}}function _IBUI( clr1,clr2,nextState ){

var t=3DthisSetBorder( GetObj( t.mBorderId ),clr1,clr2 )obj=3DGetObj( t.mObjId )obj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-nextState)*t.mWidth-

obj=.style.posTop

t.mCurState=3DnextStatereturn obj

}function TxtBtn( oId,oeId,action,chkState ){

var t=3Dthist.Perform =3D _TBPt.SetActive =3D _TBSetAt.SetInactive=3D _TBSetIt.SetPressed =3D _TBSetPt.SetDisabled=3D _TBSetD

t.SetEnabled =3D _TBSetEt.GetState =3D chkStatet.UserAction =3D actiont.ChgState =3D _TBUIt.mObjId =3D oIdt.m_elementsId=3D oeIdt.mIsOn =3D 1

}function _TBSetA(){

var t=3Dthisif( t.mIsOn && !t.GetState() )

t.ChgState( gHiliteClr,gShadowClr,0,0 )}function _TBSetI(){

var t=3Dthisif( t.mIsOn && !t.GetState() )

t.ChgState( gFaceClr,gFaceClr,0,0 )}function _TBSetP(){

if( this.mIsOn )this.ChgState( gShadowClr,gHiliteClr,1,1 )

}function _TBSetD(){

this.ChgState( gFaceClr,gFaceClr,0,0 )this.mIsOn =3D 0

}function _TBSetE(){

var t=3Dthisif( !t.GetState() )

t.ChgState( gFaceClr,gFaceClr,0,0 )else

t.ChgState( gShadowClr,gHiliteClr,1,1 )t.mIsOn =3D 1

}function _TBP(){

var t=3Dthisif( t.mIsOn ) {

if( t.UserAction !=3D null )t.UserAction()

if( !t.GetState ) return

if( t.GetState() )t.SetPressed()

elset.SetActive()

}}function _TBUI( clr1,clr2,lOffset,tOffset ){

SetBorder( GetObj( this.mObjId ),clr1,clr2 )Offset( GetObj( this.m_elementsId ),lOffset,tOffset )

}function Offset( obj, top, left ){ obj.style.top=3Dtop; obj.style.left=3Dle=ft }function SetBorder( obj, upperLeft, lowerRight ){

s=3Dobj.style;s.borderStyle =3D "solid"

s.borderWidth =3D 1s.borderLeftColor =3D s.borderTopColor =3D upperLefts.borderBottomColor=3D s.borderRightColor =3D lowerRight

}function GetBtnObj(){ return gBtnArr[window.event.srcElement.id] }function BtnOnOver(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetActive() }function BtnOnDown(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetPressed() }function BtnOnOut(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetInactive() }function BtnOnUp(){

b=3DGetBtnObj()if( b !=3D null )

b.Perform()else

Upd()}function GetNtsState(){ return parent.gNtsOpen }function GetOtlState(){ return parent.gOtlOpen }function GetOtlTxtState(){ return parent.gOtlTxtExp }function NtsBtnSetFlag( fVal ){

s=3Ddocument.all.item( this.m_flagId ).styles.display=3D"none"if( fVal )

s.display=3D""else

s.display=3D"none"}function _BSetA_Border(){ b =3D gBtnArr[this.mObjId]; if( b !=3D null ) b.S=etActive() }function _BSetI_Border(){ b =3D gBtnArr[this.mObjId]; if( b !=3D null ) b.S=etInactive() }var gHiliteClr=3D"THREEDHIGHLIGHT",gShadowClr=3D"THREEDSHADOW",gFaceClr=3D"=THREEDFACE"var gBtnArr =3D new Array()gBtnArr["nb_otl"] =3D new TxtBtn( "nb_otl","nb_otlElem",parent.ToggleOtlPan=e,GetOtlState )gBtnArr["nb_otlElem"] =3D new TxtBtn( "nb_otl","nb_otlElem",parent.ToggleOt=lPane,GetOtlState )gBtnArr["nb_nts"] =3D new TxtBtn( "nb_nts","nb_ntsElem",parent.ToggleNtsPan=e,GetNtsState )gBtnArr["nb_prev"]=3D new ImgBtn( "nb_prev","nb_prevBorder",30,parent.GoToP=revSld )gBtnArr["nb_next"]=3D new ImgBtn( "nb_next","nb_nextBorder",30,parent.GoToN=extSld )gBtnArr["nb_sldshw"]=3D new ImgBtn( "nb_sldshw","nb_sldshwBorder",18,parent=.FullScreen )gBtnArr["nb_sldshwBorder"] =3D new TxtBtn( "nb_sldshw","nb_sldshwBorder",pa=rent.FullScreen,null )gBtnArr["nb_sldshwBorder"].SetActive =3D _BSetA_Border;gBtnArr["nb_sldshwBorder"].SetInactive =3D _BSetI_Border;gBtnArr["nb_sldshwText"] =3D new TxtBtn( "nb_sldshw","nb_sldshwText",parent=.FullScreen,null )gBtnArr["nb_sldshwText"].SetActive =3D _BSetA_Border;gBtnArr["nb_sldshwText"].SetInactive =3D _BSetI_Border;gBtnArr["nb_voice"] =3D new ImgBtn( "nb_voice","nb_voiceBorder",18,parent.=ToggleVNarration )gBtnArr["nb_otlTxt"]=3D new ImgBtn( "nb_otlTxt","nb_otlTxtBorder",23,parent=.ToggleOtlText )gBtnArr["nb_nts"].m_flagId=3D "notes_flag"gBtnArr["nb_nts"].SetFlag =3D NtsBtnSetFlaggBtnArr["nb_otlTxt"].ChangeIcon=3D GetOtlTxtStatevar sNext=3D"Next",sPrev=3D"Previous",sEnd=3D"End Show",sFont=3D"Arial",sAr=row=3D"Arrow",sFreeform=3D"Freeform",sRect=3D"Rectangle",sOval=3D"Oval"

function ShowMenu(){

BuildMenu();var doc=3DPPTSld.document.body,x=3DPPTSld.event.clientX+doc.scrollLeft,y=

=3DPPTSld.event.clientY+doc.scrollTopm =3D PPTSld.document.all.item("ctxtmenu")m.style.pixelLeft=3Dxif( (x+m.scrollWidth > doc.clientWidth)&&(x-m.scrollWidth > 0) )

m.style.pixelLeft=3Dx-m.scrollWidthm.style.pixelTop=3Dyif( (y+m.scrollHeight > doc.clientHeight)&&(y-m.scrollHeight > 0) )

m.style.pixelTop=3Dy-m.scrollHeightm.style.display=3D""

}function _CM(){

if( !parent.IsFullScrMode() ) return;if(!PPTSld.event.ctrlKey) {

ShowMenu()return false

} elseHideMenu()

}function BuildMenu(){

if( PPTSld.document.all.item("ctxtmenu") ) returnvar mObj=3DCreateItem( PPTSld.document.body )mObj.id=3D"ctxtmenu"mObj.style.visibility=3D"hidden"var s=3DmObj.styles.position=3D"absolute"s.cursor=3D"default"s.width=3D"120px"SetCMBorder(mObj,"menu","black")var iObj=3DCreateItem( mObj )SetCMBorder( iObj, "threedhighlight","threedshadow" )iObj.style.padding=3D2CreateMenuItem( iObj,sNext,M_GoNextSld,M_True )CreateMenuItem( iObj,sPrev,M_GoPrevSld,M_HasPrevSld )CreateSeparator( iObj )CreateMenuItem( iObj,sEnd,M_End,M_True )mObj.style.visibility=3D"visible"

}function Cancel() { window.event.cancelBubble=3Dtrue; window.event.returnVa=lue=3Dfalse }function Highlight() { ChangeClr("activecaption","threedhighlight") }function Deselect() { ChangeClr("threedface","menutext") }function Perform(){

e=3DPPTSld.event.srcElementif( e.type=3D=3D"menuitem" && e.IsActive() )

e.Action()else

PPTSld.event.cancelBubble=3Dtrue}function ChangeClr( bg,clr ){

e=3DPPTSld.event.srcElementif( e.type=3D=3D"menuitem" && e.IsActive() ) {

e.style.backgroundColor=3Dbge.style.color=3Dclr

}}function M_HasPrevSld() { return( parent.HasPrevSld() ) }

function M_GoNextSld() { if( gIsEndShow ) M_End(); else GoToNextSld() }function M_GoPrevSld() { if( gIsEndShow ) { history.back(); PPTSld.event.ca=ncelBubble=3Dtrue; } else GoToPrevSld() }function M_True() { return true }function M_End() { window.close( self ) }function CreateMenuItem( node,text,action,eval ){

var e=3DCreateItem( node )e.type=3D"menuitem"e.Action=3Dactione.IsActive=3Devale.innerHTML=3Dtextif( !e.IsActive() )

e.style.color=3D"threedshadow"e.onclick=3DPerforme.onmouseover=3DHighlighte.onmouseout=3DDeselects=3De.style;s.fontFamily=3DsFonts.fontSize=3D"9pt"s.paddingLeft=3D2

}function CreateSeparator( node ){

var sObj=3DCreateItem( node )SetCMBorder(sObj,"menu","menu")var s=3DsObj.styles.borderTopColor=3D"threedshadow"s.borderBottomColor=3D"threedhighlight"s.height=3D1s.fontSize=3D"0px"

}function CreateItem( node ){

var elem=3DPPTSld.document.createElement("DIV")node.insertBefore( elem )return elem

}function SetCMBorder( o,ltClr,rbClr ){

var s=3Do.styles.backgroundColor=3D"menu"s.borderStyle=3D"solid"s.borderWidth=3D1s.borderColor=3DltClr+" "+rbClr+" "+rbClr+" "+ltClr

}

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<html>

<head><meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii"><meta name=3DProgId content=3DPowerPoint.Slide><meta name=3DGenerator content=3D"Microsoft PowerPoint 10"><link id=3DMain-File rel=3DMain-File href=3D"../lec8.htm"><link rel=3DPreview href=3Dpreview.wmf><![if IE]><base href=3D"file:///C:\2687A098\lec8_files\fullscreen.htm"id=3D"webarch_temp_base_tag"><![endif]><script src=3Dscript.js></script><script></script></head>

<frameset rows=3D"*" frameborder=3D0 onload=3D"Load()" onunload=3D"Unload()="> <frame name=3DPPTSld></frameset>

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<table width=3D"100%" style=3D'font-family:Arial;font-size:9pt'> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>1</font></div> </td> <td width=3D"100%"> <div id=3DPPTP1 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0045.htm');" id=3DPPTL1>Ordered Dictiona=ries</a></font></div> <div id=3DPPTC1 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>In addition to dictionary functionality, we want to support following operations:</li> <ul> <li>Min()</li> <li>Max()</li> <li>Predecessor(S, k)</li> <li>Successor(S, k)</li> </ul> <li>For this we require that there should be a total order on the keys.<=/li> </ul> </font></div> </td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop>

<div class=3DsldNum><font size=3D2>2</font></div> </td> <td> <div id=3DPPTP2 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0086.htm');" id=3DPPTL2>A List-Based Implementation</a></font></div> <div id=3DPPTC2 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>Unordered list</li> <ul> <li>searching takes O(n) time</li> <li>inserting takes O(1) time</li> <br> <br> </ul> <li>Ordered list</li> <ul> <li>searching takes O(n) time</li> <li>inserting takes O(n) time</li> <li>Using array would definitely improve search time.</li> </ul> </ul> </font></div> </td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>3</font></div> </td> <td> <div id=3DPPTP3 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0087.htm');" id=3DPPTL3>Binary Search</a=></font></div> <div id=3DPPTC3 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>Narrow down the search range in stages</li> <ul> <li>findElement(22)</li> </ul> </ul> </font></div> </td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>4</font></div> </td> <td> <div id=3DPPTP4 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0088.htm');" id=3DPPTL4>Running Time</a>=</font></div> <div id=3DPPTC4 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>The range of candidate items to be searched is halved after comparing the key with the middle element</li> <li>Binary search runs in O(lg n) time (remember recurrence...)</li> <li>What about insertion and deletion?</li> </ul> </font></div> </td>

</tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>5</font></div> </td> <td> <div id=3DPPTP5 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0089.htm');" id=3DPPTL5>Binary Search Tr=ees</a></font></div> <div id=3DPPTC5 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>A binary search tree is a binary tree T such that</li> <ul> <li>each internal node stores an item (k,e) of a dictionary</li> <li>keys stored at nodes in the left subtree of v are less than or equa=l to k</li> <li>keys stored at nodes in the right subtree of v are greater than or equal to k</li> </ul> <li>Example sequence 2,3,5,5,7,8</li> </ul> </font></div> </td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>6</font></div> </td> <td> <div id=3DPPTP6 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0090.htm');" id=3DPPTL6>Searching a BST<=/a></font></div> <div id=3DPPTC6 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>To find an element with key k in a tree T</li> <ul> <li>compare k with key[root[T]]</li> <li>if k < key[root[T]], search for k in left[root[T]]</li> <li>otherwise, search for k in right[root[T]]</li> <br> <br> </ul> </ul> </font></div> </td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>7</font></div> </td> <td> <div id=3DPPTP7 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0092.htm');" id=3DPPTL7>Search Examples<=/a></font></div> <div id=3DPPTC7 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>Search(T, 11)</li>

</ul> </font></div> </td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>8</font></div> </td> <td> <div id=3DPPTP8 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0093.htm');" id=3DPPTL8>Search Examples =(2)</a></font></div> <div id=3DPPTC8 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>Search(T, 6)</li> </ul> </font></div> </td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>9</font></div> </td> <td> <div id=3DPPTP9 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0091.htm');" id=3DPPTL9>Pseudocode for B=ST Search</a></font></div> <div id=3DPPTC9 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>Recursive version</li> </ul> </font></div> </td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>10</font></div> </td> <td> <div id=3DPPTP10 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0094.htm');" id=3DPPTL10>Analysis of Sea=rch</a></font></div> <div id=3DPPTC10 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>Running time on tree of height h is O(h)</li> <li>After the insertion of n keys, the worst-case running time of search=ing is O(n)</li> </ul> </font></div> </td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>11</font></div>

</td> <td> <div id=3DPPTP11 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0095.htm');" id=3DPPTL11>BST Minimum (Ma=ximum)</a></font></div> <div id=3DPPTC11 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>Find the minimum key in a tree rooted at x</li> <br> <br> <br> <li>Running time O(h), i.e., it is proportional to the height of the tre=e</li> <br> <br> </ul> </font></div> </td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>12</font></div> </td> <td> <div id=3DPPTP12 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0096.htm');" id=3DPPTL12>Successor</a></=font></div> <div id=3DPPTC12 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>Given x, find the node with the smallest key greater than key[x]</li> <li>We can distinguish two cases, depending on the right subtree of x</l=i> <li>Case 1</li> <ul> <li>right subtree of x is nonempty</li> <li>successor is leftmost node in the right subtree (Why?)</li> <li>this can be done by returning TreeMinimum(right[x])</li> </ul> </ul> </font></div> </td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>13</font></div> </td> <td> <div id=3DPPTP13 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0097.htm');" id=3DPPTL13>Successor (2)</=a></font></div> <div id=3DPPTC13 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>Case 2</li> <ul> <li>the right subtree of x is empty</li> <li>successor is the lowest ancestor of x whose left child is also an ancestor of x (Why?)</li> </ul> </ul> </font></div>

</td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>14</font></div> </td> <td> <div id=3DPPTP14 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0098.htm');" id=3DPPTL14>Successor Pseud=ocode</a></font></div> <div id=3DPPTC14 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>For a tree of height h, the running time is O(h)</li> </ul> </font></div> </td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>15</font></div> </td> <td> <div id=3DPPTP15 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0099.htm');" id=3DPPTL15>BST Insertion</=a></font></div> <div id=3DPPTC15 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>The basic idea is similar to searching</li> <ul> <li>take an element z (whose left and right children are NIL) and inser=t it into<span style=3D'mso-spacerun:yes'> </span>T</li> <li>find<span style=3D'mso-spacerun:yes'> </span>place in T where= z belongs (as if searching for z),</li> <li>and add z there</li> </ul> <li>The running on a tree of height h is O(h), i.e., it is proportional =to the height of the tree</li> </ul> </font></div> </td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>16</font></div> </td> <td> <div id=3DPPTP16 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0101.htm');" id=3DPPTL16>BST Insertion E=xample</a></font></div> <div id=3DPPTC16 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>Insert 8</li> </ul> </font></div> </td>

</tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>17</font></div> </td> <td> <div id=3DPPTP17 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0100.htm');" id=3DPPTL17>BST Insertion P=seudo Code</a></font></div> </td> </tr> <tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=this)" style=3D'cursor:hand'> <td align=3Dright valign=3Dtop> <div class=3DsldNum><font size=3D2>18</font></div> </td> <td> <div id=3DPPTP18 class=3DPTxt><font size=3D2><a href=3D"javascript:GoToSld('slide0102.htm');" id=3DPPTL18>BST Insertion: =Worst Case</a></font></div> <div id=3DPPTC18 class=3DCTxt style=3D'display:none'><font size=3D2> <ul> <li>In what sequence should insertions be made to produce a BST of heigh=t n?</li> </ul> </font></div> </td> </tr></table>

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iHHnaP8I5MrRsLatsdoCfSegbRWtwS4NaYOXy8ibjcF8RDlAzM9GKQeIfLSa9k9743mXtvC89GIxEh7t9954XaVY8+74K8ZXuV4R4+8uoT0wtxgJzBXkSFh1r97AXGF4jRt7txu7JnwZPTb2hFirOlSvZW5szAUmjo0l5y1ztO2N/RvdOfSlIraYR0278a5y410iLQjEw/nXjMg1zjSV583bKOnQPNgR8aruGkjO0Yf9eVp4/SCm/oH1Q7j87f68Va6xxDx714i/xtruzuOiyr4sVHZ4Dr8ttuwpsb7YdnR90FX2ttiy5drksth1T9fao6vs7aGyE62pjl2vdZU916vsNYnWgl1lz4fKDq9h48vuWsN2lX15V9mp195dZV8RKnuSjp1Jdc+gq+wdobJXumNI/3sd9Ymj+6PLvrKr7NT3aLrK3hkqO8O9pa6yrwqVfcw9sTXuPS+1e2JdZe8KlZ3hXl5X2Y8KlZ3oHqTY79+D7Cr76lDZ4XunItbWKsVy753Kso7eW/XvnXaV/ehQ2eKer7inm/ieb9f9aNHECe5Hh89fCJ2f9H74taHzk96Pf0zo/H7PA8LPHUQ3VHg+4QyrHTeseNxIzHH0LOhM8TT3XuIxEP107+MurPxs6ERs/5YensoHt5Wd4MGK+PR3FX9VsV3FdhXbNWzXsF3Ddg3bDWw3sN3AdgPbTWw3sd3EdhPbLWy3sN3CdgvbbWy3sd3Gdtv7IDq2OwfpAZUMh/hVxK9iZxW/qCJ+FfGriF9F/CriVxG/ivhVxK8ifhXxq4hfRfwq4lcRv4r4VcSvIn4V8auIX0X8KuJXEb+K+FSlKuJXEb+K+KJ6iF9D/Bri1xC/hvg1xK/h4BoOqCF+DfFriF9D/Bri1xC/hvg1xK8hfg3xa4hfQ/wa4tcQv4b4NcSvIX4N8WuITxbWEL+G+DXEF3YifgPxG4jfQPwG4jcQv4H4DcRvIH4D8Rs4uYETGojfQPwG4jcQv4H4DcRvIH4D8RuI30D8BuI3EL+B+A3EbyA+NVkD8RuI30B80XyI30T8JuI3Eb+J+E3EbyJ+E/GbiN9E/CbiNxG/ifhNxG+isCYKaCJ+E/GbiN9E/CbiNxG/ifhNxG8ifhPxm4hPXaSJ+E3EbyK+6C6I30L8FuK3EL+F+C3EbyF+C/FbiN9C/BbitxC/hfgtxG8hfgvxW4jfQvwWCm+hwBbitxC/hfgtxG8hfgvxW4hPXbKF+C3EbyG+6J6I30b8NuK3Eb+N+G3EbyN+G/HbiN9G/DbitxG/jfhtxG8jfhvx24jfRvw24rcRv434bcRvI1gbAdqI30b8NuLTJdBG/DbitxFfft/CTvAgfe9CpYP4HcTvIH4H8TuI30H8DuJ3EL+D+B3E7yB+B/E7iN9B/A7idxC/g/gdxO8gfgfxO4jfQfwO4nfa9M0OdNlhG/E72KBnxauPk+9RnC0yxD3EOyD0XHjTaU7lcIXe6zgi8oT39zKQftoknjOfITLI924fqnzr1IqgB82PwhkMBoNxLDgvMxgMhlngvMxgMBhmgfMyg8FgmIUi87J4TtXn/8UJdiY7VDxkG3uDPewBrc7kXbRiSy/O5mdnsoM9zA72MA7GpK/8istSpcFu+7ycGUhzFMEeZgd72AOGOZNHQTm294A1fBHODIw5imAPs4M97AEjnclWREaJA9zw7EwuYA+zgz2MQ5aLtODsnOHkHAUNWMPnW50BM0cR7GF2sIc9YHb6MqmFBqPhC6rCADijDvYwO9jDOJTsTKqS8xsc8oLVDV+0cnudUQd7mB3sYRwsSV8JTyitPWxseHYmO8qpHXtoS5R8YU/6SnJ0yS1hV8OXLNUiZ9TBHmYHexgHq9KX8qFasqQtqVmLSCucUQd7mB3sYRwMcUY5btq8XCYMb3WN/dKKS0IF7GF2sIdxsNAZteP0+m5yq2vXpl1AdmivgnYB2aG9CtoF9ICFzigcZILjJmiIhAmqTNCQBSboN0FDFpig3wQN3TAhdSTXkDwv64IhMoIwR5I5SpLCHOXmKEkKc5Sbo8SHIZJyzsuG1Mp8MXw9pIM5ys1RkhTmKDdHiYF6kojhvDwQYgzUowLTNJumRwWmaTZKj7Vieu42qlYS5kgyRIYPc5xRh2maTdOjAtM0m6PHHCU+lCVxXrZZRghmqoqDmWrNVBUHM9UaosoEDSHkkJcNMbcbJgjTLiASJjijDjPVmqkqDmaqNUGVCRoioSaM83JmDUbBWGHdMFaqscK6YaxU7cLSZonDhw8fEtArTC0vpwLqtm/fviVLllQERkZG9u/ff+TIEf+AmZmZSjw2b95cnLZMMGFgiIPJ2oIwWafJ2oIwWad2bcmjHzhwwE9WEkhQ+GWSmIT+OV1vXpY4ePCglBvMyBJ33XVX79TcfUq+2lLC2IuhY8D1oIhSdMq5T2wvigN7mB3atSWPvnPnztD0EX/il8hRil2o+Lycn61QKeVG7pWpuXtQghH7BYqWlwapQvddPUQCx/RZOuQkr2wU6SE6FX6Pw3bv3o0f8CcMxPygaHllI7lIxRWqP5eKg9Iy35ArNEn0yOtRpmZ0KoWwyfNyjDzNebkTn5rluUXLS4MMoXusHiLBebkbfT2EXUjKmCz7v8HP+E2CNemAeqi+QoVXPQ7DUFeEvNyQa2h4girHzhGPCVtmXs6Gvnm50zM1x8LOVldxIwjOy93o7aFMKJhWh36P3+D3KrOejPLKQyqR6itUHBM5T8S4qNQh7bxCY8qje83+5qEYyG4JD/FzcFqQQqERebkjuguWpRbMaLJN1TkvuyjMQ3mXsHvOIp1U7WAD7aH6CjUuNR8RSCBP40WaGXK+HOxvPVYSPvpcs7bk5Y632OwzzkQq1Ph/fm5EjsBYMMqxOsG7O9o90edhR9zEiMzLGPUVV6OLwUP1FWpcarbGw8yQI3qwvyFNoTtt7oI8DHbh5+4VW6w5kfvTnaaORDNELJFUU7P29k5lTg83VAZhpRjaPdHnYce7ikL517+0LBv1C/Owk2SFCvfSpGbtnqR1Jgj/PjvWYf4vkaZgXbch8shcHoqalZcBzBCDt3Jiob29U5nTw43IQVjO8rBLbirF0O6JPg8lZgT8Tf/SSnA7SLsnBXsoob5CxVUZTEw2eZgcR44cQR+To5E/JQplW0yHuw0Z5Lys+vRTe3unMqeHGxiEuwekrPeXrfg/Pw8l0IWQbmQXko/75NiW4EVm7Z4U7KEP9RUqOqfSaximeZgc8hGonBLJnhO5qsBVGUpTg5yXO+LRDbzos27KT2EyFJlT9gkEf8PP/bqh0qNwacnbfPJI/Kx6ByOzvPKQk0jFFaqcMCV4DVyjh/k5g+wcN5wjQSFNBbPwgOdlpUfndra6yqdsgl2f83I3VHoUsrA/38l6b9RY5CRS/f1c5Kn+E6a85aVBfqF7P8FDVwyuw8rNy9nqljov97qflZ+8NCgyp8iE4rc05+VuqHjofyZQLkiTvRqfTV55yE+k0gpVGKuYwfOVlxj5hZYfYuqxSgg+FFXNywrpS2dexq7ICstXUFW/t8iqVlcZpdDSft05L3ej75rDf1gqrxCZptPfGzUW+YlUf7m7Ij7+XrK8xMg7ffW+z4N8JXtXmrwcd0iWk1XQ+yrqXmPKMbkS9ZGt3LWlRMF5uSNaWs5KEudlvSOWOjLoVHlPLvQsK/LlOVV5xiK/tu6/Qj0ak5D4TdbykTw6hqXuenW/vNwN/2VwO/Iy5sKQKCe/Pa4iDL/+rFk+HZbH93p6bk6T55pTfMhJn3xZh/NyCCqfKwmlYPiZcqI3WB6qr1AjZ0X+nCmXpXqxSB69+7M2fjrqewEGb52VmJdTOet/rVffJ12VLvRaUmlv8k76gUH9bjuORB6Rr3mlzMuGoxgP4z6HrWh7FmEakFyq4go18tsc/TlW/0d/2j1MlSVkepUfIwi+J6eyPlCdL6sJKzAvS/jZufcB/j1BtH2Cr/wwodXVoLJ6CMFfQ6X8RInhSK5WxUN5eYTGdfnKQeJvQRtEDxVXqPIlMGRq/5uI5VcCKNlogodpNaDiqLWfjlBZ9dfepUUJ8nKPo1SLMKSPGiIpuQyV1UM35GKC87KEoofydS5/dMdZ6l+huxg8VFyhRn7Vp5KNhnhogoYQlJ3hvJyHEmX0XT2EID+6lvhrFQ1prL5IpVnFQ+QUmCY/WiI/lzWASVki7fCmskINrk5gptKDU3M8NEeJj3zycpKCygCLsUiPCkzTbJoeFZim2Sg95ijpJHOG8/JA6DFHSVKYo9wcJUlhjnJzlBioJ8+8nLC4AmGIjCAMkRSSYYg5ijBHuTlKksIc5eYo8WGIpIQykudlLXUzQUMkTFBlgoYsMEG/CRqywAT9JmjohgmpI7mG5G90ll8xE5yNg3Zt2gVkh/YqaBeQHdqroF1AD1jojLJKjb4b294S5jhjoDmKYA+zgz3sAducyZCXS6ielqApoEWkFc6ogz3MDvYwDoY4k39ezhYmDWxJyhIlS7XIGXWwh9nBHsbBqvSVUFlpdbMrKUuUo9lGZ9TBHmYHexgHe9JXclmRIXOsXtHlF4qildvrjDrYw+xgD+NgSfpKJSgudsbqFVRsySioCgPgjDrYw+xgD+NgQ/rKICVHHYORkX2U44yl5igi34qzh+xhEMY7U9gQ0VdZlnPNR8baDbAzicAeZgd7GAeD01cezqpITPr/YKAIZwbGHEWwh9nBHvaAkc4Uf8N7cTZ2ECa1t61gD7ODPewBw5zJ22IDqmQu2JnsYA+zgz2MgzHpq/Q3qxdbS0eCnckOTiXZwR72gFZnFqvpDAaDYSo4LzMYDIZZ4LzMYDAYZoHzMoPBYJgFzssMBoNhFionVCqV8aFO5/iK

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

huOEiJQbjluli/tGpHOoagddvaw5SmlZRETaguNW6eM+EkmX9uSYpZqLOi6ISLnhuFU+uK9ECqMYuWZX5aGOByJSbjhulR/uM5H20dm5ZhLFWKe0pykiUkwct8oX951I6xQzT+zK/NP3v4iUG45b5Y/7UCSZrsgF2zvfQuaR1vKKiHQGjluVg/tS5MN0Zp5Z6HK0d1l8v4tIueG4VXm4T0VKJ9/syLK1dRrFXk4RkTRx3Kpc3LfSnSnVfDNOR5ezlNZBRKQtOG5VPu5j6Y6UQ76ZT3tzz1JdDxGRlnDc6j64r6W7UC41zpZoy7KXw3qIiOTjuNX9cJ9LpVPO+WY+5Z47i4jk47jVfXHfS6VSiXlapa2PiHQ/HLPEPiCVRiXmnDkqdb1EpPJxrJIc9gWpJCo9N6v09RORysMxSuLYJ6QSqPScLLculb6eIlI5ODZJS9g3pJyp9Fwsvi6Vvr4iUv44Jklr2EekHKn0HKyldankdRaRdGlpnGyNQuaX5vJL5VJoX+nsvi3Smf2ps/t3a7G+l0SkJfLHheUPLa9a/vDydr92ZFxxHJL20pE+s6Jvd6Bfh1ePm9IROiPv+tDYXWD/bu9827NsvodEJJCfaz718FOpvLZ1bHH8kY7S1r7Tlf1bujfFzrly00urX4fXYozd5p0iEij0/LjQ+qdjjxTKyvpQV/dvkWLlW/nnUsXq32mP3eaeIt2b3JiV5nlya/Wh+Py7at2lskjqS13dv0WKmXN2Vr/O1T/j8y+l7SEipU+xz5NXdv6cm39XbwOpLPL7Vlf3b5FAMfKsqG93cr/Or+sXug7mniLdj86uA3lfnHQWnV0Hsu4pLVGsnLPc+7d5p0j3oqvqQNaFpNh0VR3I/i1JpJ1fVVL/NvcU6R50dZ3TupAUE/u3lBJp55xd3Z9Xdr9nodvG94pI5VEqdU7rQlIM7N9SSqSZV5VSnTN+v2ea26iQaYlI6VFq58vWhSQtSq3OmWZdSMqTtGudXd2Pi9G/rXmKVC5pni8vW7a0qnFuQ9WCIxeUzHmzdG/S7N8LFy2sqqurq6qpqamqHVkb9fNlty61f0u7SLXWWSL1zaRXa54ikkQa58tLl15b1VBfX7XR2htF40PIPUvlvFm6L2nV8ZdcuqQqk8kklWCqemzZI/q79XxpC2nW8Qrp30tvWVq1+IxFVYsXL27Ta2jf2f3bvFOk8ij0fHnpLddG9Z84Ie8spfNm6Z6kUQ8K51S586mWCLmn/VvaQpo5ZyH9OtTr20M4t+rsen5a20pESofwXu5ofTN3vTEcc+OkXe/02CztJToup9DvQp0z9PGFRy6I6j6NcxsT89BFixZZz5dWSTXvLKBft3YulU9o2xXXq5KWpaPbS0S6nmjcKuB8OXdfW3iNj2Fp1zu9D07aS6H9O7yG+zfD+VX890suW5Lc5+3f0gpp5FG5nLOQ61TtIXoPdFE937xTpHLIjV1p1CND3TN+DLbeKV1JGv174cKFVcuXLUv8e/z+koXZZ+ns37Iy0so7C+nX4XwqRzh/CuN33Pz7mcP7oKvuzzfvFKkcouNySvXIpLwz7Xqnx2ZpK7mcs5jP64Y+nn/s9rl2aY20cqhC+3c4Z+rZs2dUt2+pXS43DX27K69XmXeKVA65satc6p3eBydtpdB6UFtex40al1o9yHOq7kGaeWeh43VLdfx4/85dY++q/m3eKVIZpF0Pst4ppUTa/Tv+unjxohV9Pfqs2i6sB0n5kGbeWcz+HT6HOf+cqpTqnS3R0W0pIp1DoefL1jullEm7f+e/Jj3PnlZ/t39XNmnkSrmcs5j1/Pxr7GlNt9h5p/moSGmTG7usd0olknb/zt3vlvSZYR/q8/ZvWQlp5ERR3y5SnTP3Wjuq6bM9C32OPa16fkGJZwt0dFmKSakvn0ghhH5tvVMqlbT7d+41fG5tqHcmkXu2yP4tLZFG7hPiilnvDPd95kjjvuVC651J262YdHQZ06DUlkckTUJ/tt4plUra/Tv+Gp4DTqp9hu9vt39LS6SRU0R9u4j1zrSfYy9GvXNlfysWHV32Qtazs+cvUkxCP7beKZVK2v076TV8X3Xa93navyubNHKJEFfMfp32c+zFuL+zo3HFoCPrVOgypzlPkc4i9F3rnVKppN2/W3rN//ztNPq9/buySSN/iPp2kfpzMZ5jL7TeWYy8q635XaEUe7kK3Q4inUnos9Y7pVJJu3+39Bru58wnfH97V9z/JuVBWnlDsfp3/nlU2tPv6Pp2Zq7V3ryvo6Q972JuE5E0Cf3VeqdUIlHf7oR6Z3jN9f1C74ezb1c+aeULxerfuefYw2va0+/o+pZCjlVITtjZdMX2EWkroY9a75RKJPSTNPpbqF+G59dX9px6ru+Hdl1RD5LyIa0cIa3+HX/N3a8c6p7dsd7ZXtLIE4tFV28bkSRC3yyneqfvJWkPhfbvJZcuWdGfw/E45KAt3Q/XM9PT72eXVkkrP4j6dsrja7ifM0fo12lOv5C+XY75VAfSxKLR1dtCJJ/QJ9M4j83/vLccIQ8tlfNl6Z4U2r8XLVrUrF/n1/FDvw/P/GYymehzPe3f0hbSyAtCXNrja+jLgfA8e9p11EL6diXlUR1IG1OlmOv21ltvVV172bVVDfs1VNVNqYtew88vvfTSivmGn4u5DFIehL7Y0fPYcAyur69v8TtcQu4Z2iTViawHSbGJ+nZK97vlE2qfoW+Hfh/6d6F1TnPO7kVauUAa/Tv/Nf8ae9r3jXZ0PTs7d+pK2pE+Fkzayx7yyUA4Bw//fuG5FyKj73jr0aOqtra2atHpi6J/pz1vKT9CXynGfUKldL4s3Zc0+nf4nM5wDTLcvxnyzPBayHPr9u/uTVo5QIhNq//lX2MPdfw0x+9C17HYOVMpkFY+2V7SWPaQTwZCzhlqnvG/v/baa1HeWcn7T9pH6AdpntcW69X+Kh2hHPq3fbt7kebxP63+Hb5nK5xTRbXOEurfxciTSpF0ssjC6Mhyh5wyR8g/W2oX8tFQ6+zofKTyCH2hq+uZxTpflu5N6Dtd3X/t35JPWsf83LS6uv92Zr2zo9MpddLJHNOhPcudu74eWFneGfC6juQT+kIp1H2sB0kxKOX+bd/unhRyrE+aVlf342L070JzonIinYyxMDqy3OH5oRyhnpn/DFES4Vp8x7aQVCKh33T1ebH3vUmxsH9LKZHWcT83ra7ux2nXOZO2USHTKnXSyx47d5vl552BkHuG54laat9aTTQtQh8MtdjcM05tiQn3DORilt26rCr83N55tZZ3h/sNwrTj8wjTSKN9Ulxblqs1Qnx7tmV7iMavEjlPts4paZI7NpdCv7Z/S9o5QqX1767IobqSUskj20v+dfZ8wmcotSVvC7lR/jNHOXL5Tfh77r7QtmyHsDyhfe65+lxseA3TSooJy5nLn8P9zWHZc4TfJz0rlTSv3HqE+KSY3LoEQ/6de9a/pfte29s+EOab/5xXWK7cd9+Gn5Pyxtb2Qf535wZay3k7Qm66lXC+LJJP6E+l0K+tc0og6Xhd6PS6ul+n1b/T3jZSHPKfK0oi5Cyt5Z9J08jPj0Je1Ja+kJ8f5eYZz4vjOVOo4+XyuBCf+31+rhtysrbMK//ZqZB7trSO+cuQP/9C2ufmn58/5m/3/OVNyr9b2gfxnDNQjM9gDdPt6vNkc04pFqXQv+3bEmg2oKfQLyqlf6e9XaR4tFTzjOcqLdUNA0k5T+5v4d+t9YfcuU4g1Chbio3ng/l5Wv484/cP5F+nzp9mfHr5tdL8fDFXg8xti6Ttl/+79raPx+Rvg/gyh7w16Vwgvo1DzhmvG8e3U5rkbzfrnFJphP5VrnUgqSziY30a/aOr+3eh61CMbSLFJT/naYmQ47V0n2G8bXvzzvz8Mf8e0vwaZCA/T8zvr4H8vDieS+cvd/68WsoJ4/OK57HxuPjzVu1tH5Y9n/zabSBez0y6z7bZRq76cC03LEMxrrEnLUdnnycn9SmRtIn6dhnWgaSySBrr05puZ1+fyl/2jq5HsbaHFJ+Qk4R8aGW0tdbWnrwznlPFc7Tc/YshD8zPH+PXkPNjQp4V2oe4/Om1Nq94vpr7fX4dNEf+faDxbdLe9vF7EZKuhef/PelzBeLzi+eunUmYv3UgqURy76/OqN/bv6Ulmh1gUuorndm/W5p/R5c57W0hnUf8umyc+DXgQLxNe/LOtuRcScRz5LbExOcV1iX3zHiwpevzSfeoBlp6/r+97eM5dGt5ZyCeu8b/Xoz7ONtDbjk64zxZpLMpdv/u6vWT0ibp+JL29Lvq+lR71qXY20HSp6VnhnLXZVsifr09/vf25J3x+bS1ThefZluev4/PK553xm3p2Z44Sc/6tKd9a9flW9vGbfl7V5G/TGnUfwJdvU4iOXJ9Mq36pv1b2krSsaVY0+/s+n1b2xZ7G0j6tJbjxb+bPUc8b1pZztPevDPp+fMk4tNsy72L8Xm19/NIV5ZLtqWO2VL7Ss4784kvY1vOi3N09bKLrIyk97j9W4pJS8eWzphXW65HFbpMrcV11rpLuoR8py2fSd5aXhTf94VcZw+s7Nn5HPHr7G3JIePzamuOm8/KPvO0o+2LcZ29FPPOOIkbJktXL5tIodi/pdh0Vf/qrL7d0vR8X5UvIZ9sy3Xt+PM48dpifN+3J+8MeW+cttybGH92J+ShreWrScvSluvz8RwuLHPSM1gdbV+M54rKIe8UEZHCaHZgqaqs/Cu+PknrW2nrXMnk6phtqXnm9m14Niae360s54l/3lFS/4jnZEnzCIT8LPf7pDppUr6W+87J3M/xZ6ZaqlOGfDw3r9z3XManm38PQphu7m/tbV+Mz1Ey7xQRqXyaHQhb

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JEmKn3O2JEmSFD/nbEmSJCl+ztmSJElS/JyzJUmSpPg5Z0uSJEnxc86WJEmS4pf0nN3UQUncF0mSJKla4p5tOzpXO3NLkiSpnnR2ni01Hw8bOqxpyGVDyn7rrC1JkqR60ZFZttgsPGTokOHzcmffOmtLkiSp1lUyxxacrStYr45jfbsa20SSJEnqrPZm2CTXrct565wtSZKkWlRshq3munWpt87ZkiRJqkX5M2yh+bqa69flXK+d9jaTJEmS2lPoupA01q0ruU477W0mSZIktafN2nXK69auZ0uSJKnWZXn9utR6dtrbTZIkSSqkFtavS61np739JEmSpKhaWr92PVuSJEm1oM0adgbWp13PliRJUi3Ln6/TXpfu7Otnp709JUmSpFpevy72+yDT3qaSJElqXElfhz3gqAFNLS0tTf369qF+Tf2369808OiBia9np71dJUmS1LiSeh2RMFN3naLriJm3R48ew8sJfxfex+uyJUmSVE+SuA578JmDmrp37z7idruM3aXNunVY1w5/ltOtW7emIYMHx7qe7YwtSZKktMR9HXaYr7t179ZmLTlcG5L/fuHPoobP2V6XLUmSpBqXxHXY4XrrfOW8DkhuFve6bEmSJNWyETNwjOvH0WtA2rv96LXZQa9evRK5Ljvt7SxJkqTG0d46c0deP6SQ8OeF3j9/xg7/7Tq2JEmSalnc69itrS0FZ+yei/ZMdR3bOVuSJEnV0OZajhhfT6SY5n9/7jH6/vnXlcR9PbbXi0iSJKmaovN1nNdjh9cHKSb6+iL515XE/boi+a8vkvb2liRJUv3LzZ5xrxs3570mX75wPUhY7w5vc/JfP9t1bEmSJNWipNaxw9vo/FxI9Hc/9lykZ9PgwYMSuR+uY0uSJKmaklrHzl2Xvcyiy5Scs4O4X0fEdWxJkiSlKcl17Nzb3r17tztnh+uwXceWJElSPUhyHTu6np3/+nzF5uwhgwe7ji1JkqSalvQ6dnNz84jX5uvWvdvw665LCbO469iSJEmqZUmuY+f/zGPu9zz269un5Jzt62NLkiSpliW1jp0/R+e/7nX/Eq/tF9a7XceWJElSrUpiHTtcf53/uxv79e030vuVWs+O+7psZ2xJkiRVS5u5NqZ14+aW5pFm5nBddqH3L/azkK37triOLUmSpJo1YsaOad240Pp0a2trwfdvaWkpPGMXeX/XsSVJklQL4l7HLjhjF1mXDteVFBLn9dhRaW9rSZIkNYa417HDPJ0vrFcXe/98cf/eR+drSZIkVVsS68ddp+jaZm4Ov+ux0PsNGjRw5DXv1pZE1rHT3s6SJElqLLk5NK714/zrrMPMHa4LyX+/8HojUX3CLJ7AddjO2JIkSaq2uNexw9v818AOv5MmzNm5vw/r1dHX+Ov973zt64lIkiSpHuRfLxLXOnJ4fZDo6/OFmTr8d/fu3dvM3gOPHhjr582/zjvt7StJkqTGNGLGjnEdOfr6IWHdOrzmSK64r7v2OmxJkiRlTXTdN8715DTeuoYtSZKkrGhzzUhC68vVeOt8LUmSpKxI6rrsar51DVuSJElZkz9nZ2FdutL1a+drSZIkZU0trmc7X0uSJCnramk9O1/a206SJEkqJH9uTXudupz1a+drSZIkZV2hOTsL69auX0uSJKmWZXU92/lakiRJtS5L69nO15IkSaoX+bNtmr+/0dlakiRJ9WKkQbcK69qFpL0dJEmSpLgVmnuTXrd2tpYkSVIjKDgIh7XtDq5bl5L2Y5UkSZKqqeRw3AlpPy5JkiQpC5yrJUmSpOpwjpYkSZIkSZIkSZIkSZJqQ2evs1cxozb1btq5aZumPk278//3aOo5/P/KN2XTqKOMxtsxmv5/FVY5HzPeuE1Nfy7VZfj/Xp7Pv1bTek0rDv//6zZt0LRApZ+/qdKvlHB/J63gc7Qn7a/Uznz+v/iYchuff7cJaELqQl1pIpqYJqFJaTKanKagKWkqmpqmoWlpOpqeulF3moFmpJloZpqFZqXZaHaag+akuWhumofmpR7Uk+aj+WkBWpAWooVpEVqUFqPFaQlakpaipWkZ6kXL0nK0PK1AK9JKtDKtQqvSarQ6rUFr0lrUm/rQ2rQOrUvr0fq0AW1IfWkj2pg2oU1pM9qc+lF/2oK2pK1oa9qGtqXtaHvagXaknWhn2oV2pWZqod1od9qD9qS9aG/ah/al/Wh/OoAOpIPoYGqlAXQIHUqH0eF0BB1JR9HRdAwdS8fR8XQCnUgDaRCdRCfTKXQqnUan0xl0Jp1FZ9M5dC6dR+fTYBpCF9CFdBFdTJfQpXQZDaXL6Qq6kq6iq+kaGkbX0nV0Pd1AN9JNdDPdQrfSbXQ73UF30l10N91D99J9dD89QA/SQ/QwPUKP0mP0OD1BT9JT9DQ9Q8/Sc/Q8vUAv0kv0Mr1Cr9Jr9Dq9QW/SW/Q2vUPv0nv0Pn1AH9JH9DF9Qp/SZ/Q5fUFf0lf0NX1D39J39D39QD/ST/Qz/UK/0m/0O/1Bf9Jf9Df9Q03jNTWNQqPSaDQ6jUFj0lg0No1D49J4ND5NQBNSF+pKE9HENAlNSpPR5DQFTUlT0dQ0DU1L09H01I260ww0I81EM9MsNCvNRrPTHDQnzUVz0zw0L/WgnjQfzU8L0IK0EC1Mi9CitBgtTkvQkrQULU3LUC9alpaj5WkFWpFWopVpFVqVVqPVaQ1ak9ai3tSH1qZ1aF1aj9anDWhD6ksb0ca0CW1Km9Hm1I/60xa0JW1FW9M2tC1tR9vTDrQj7UQ70y60KzVTC+1Gu9MetCftRXvTPrQv7Uf70wF0IB1EB1MrDaBD6FA6jA6nI+hIOoqOpmPoWDqOjqcT6EQaSIPoJDqZTqFT6TQ6nc6gM+ksOpvOoXPpPDqfBtMQuoAupIvoYrqELqXLaChdTlfQlXQVXU3X0DC6lq6j6+kGupFuopvpFrqVbqPb6Q66k+6iu+keupfuo/vpAXqQHqKH6RF6lB6jx+kJepKeoqfpGXqWnqPn6QV6kV6il+kVepVeo9fpDXqT3qK36R16l96j9+kD+pA+oo/pE/qUPqPP6Qv6kr6ir+kb+pa+o+/pB/qRfqKf6Rf6lX6j3+kP+pP+or/pH2oan/2fRqXRaHQag8aksWhsGofGpfFofJqAJqQu1JUmoolpEpqUJqPJaQqakqaiqWkampamo+mpG3WnGWhGmolmplloVpqNZqc5aE6ai+ameWhe6kE9aT6anxagBWkhWpgWoUVpMVqclqAlaSlampahXrQsLUfL0wq0Iq1EK9MqtCqtRqvTGrQmrUW9qQ+tTevQurQerU8b0IbUlzaijWkT2pQ2o82pH/WnLWhL2oq2pm1oW9qOtqcdaEfaiXamXWhXaqYW2o12pz1oT9qL9qZ9aF/aj/anA+hAOogOplYaQIfQoXQYHU5H0JF0FB1Nx9CxdBwdTyfQiTSQBtFJdDKdQqfSaXQ6nUFn0ll0Np1D59J5dD4NpiF0AV1IF9HFdAldSpfRULqcrqAr6Sq6mq6hYXQtXUfX0w10I91EN9MtdCvdRrfTHXQn3UV30z10L91H99MD9CA9RA/TI/QoPUaP0xP0JD1FT9Mz9Cw9R8/TC/QivUQv0yv0Kr1Gr9Mb9Ca9RW/TO/QuvUfv0wf0IX1EH9Mn9Cl9Rp/TF/QlfUVf0zf0LX1H39MP9CP9RD/TL/Qr/Ua/0x/0J/1Ff9M/1DQB+z+NSqPR6DQGjUlj0dg0Do1L49H4NAFNSF2oK01EE9MkNClNRpPTFDQlTUVT0zQ0LU1H01M36k4z0Iw0E81Ms9CsNBvNTnPQnDQXzU3z0LzUg3rSfDQ/LUAL0kK0MC1Ci9JitDgtQUvSUrQ0LUO9aFlajpanFWhFWolWplVoVVqNVqc1aE1ai3pTH1qb1qF1aT1anzagDakvbUQb0ya0KW1Gm1M/6k9b0Ja0FW1N29C2tB1tTzvQjrQT7Uy70K7UTC20G+1Oe9CetBftTfvQvrQf7U8H0IF0EB1MrTSADqFD6TA6nI6gI+koOpqOoWPpODqeTqATaSANopPoZDqFTqXT6HQ6g86ks+hsOofOpfPofBpMQ+gCupAuoovpErqULqOhdDldQVfSVXQ1XUPD6Fq6jq6nG+hGuoluplvoVrqNbqc76E66i+6me+heuo/upwfoQXqIHqZH6FF6jB6nJ+hJeoqepmfoWXqOnqcX6EV6iV6mV+hVeo1epzfoTXqL3qZ36F16j96nD+hD+og+pk/oU/qMPqcv6Ev6ir6mb+hb+o6+px/oR/qJfqZf6Ff6jX6nP+hP+ov+pn+oaUL2fxqVRqPRaQwak8aisWkcGpfGo/FpApqQulBXmogmpkloUpqMJqcpaEqaiqamaWhamo6mp27UnWagGWkmmplmoVlpNpqd5qA5aS6am+aheakH9aT5aH5agBakhWhhWoQWpcVocVqClqSlaGlahnrRsrQcLU8r0Iq0Eq1Mq9CqtBqtTmvQmrQW9aY+tDatQ+vSerQ+bUAbUl/aiDamTWhT2ow2p37Un7agLWkr2pq2oW1pO9qedqAdaSfamXahXamZWmg32p32oD1pL9qb9qF9aT/anw6gA+kgOphaaQAdQofSYXQ4HUFH0lF0NB1Dx9JxdDydQCfSQBpEJ9HJdAqdSqfR6XQGnUln0dl0Dp1L59H5NJiG0AV0IV1EF9MldCldRkPpcrqCrqSr6Gq6hobRtXQdXU830I10E91Mt9CtdBvdTnfQnXQX3U330L10H91PD9CD9BA9TI/Qo/QYPU5P0JP0FD1Nz9Cz9Bw9Ty/Qi/QSvUyv0Kv0Gr1Ob9Cb9Ba9Te/Qu/QevU8f0If0EX1Mn9Cn9Bl9Tl/Ql/QVfU3f0Lf0HX1P

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

CZYBAABZgSMC/YBxAABAJuCIQJ9gHwAAkD44ItA/mAgAAKQMjggMBFYCAABpgiMCg4KhAABAauCIQAywFQAASAccEYgH5gIAACmAIwKxwWIAACApOCKQBIwGAAASgSMCCcFuAAAgPjgikBxMBwAAYoIjAqmA9QAAQBxwRCAtMCAAABgYHBFIEWwIAAAGA0cE0iUrMxrrj4xKB4gNpgujy3Csl4kAqZOmJfU5DVjcoYBgujCiDHnhxfIhC9IxJquJ3//o/XffeTfik2UdcidsgY623rSWdYAkWI0wetUNs94YJWbaNKgaaQbr1Ar+zn0x9xifrOkwZCz+RyzrxSOB4WOabhqrbk/TxcghO+KbVHAy9PTHB42UpNhOAD9+M0tut8FrzbzbB6XFsLShWS/mDZkS06q2eCFxYyH9eOvpthbA9KFTtV48EsiULaab6qprWG9Eubk0HEpPooNLqcRC+omRZNFyqCDDsV5MF1LHb1TDWXU968WeYQgMZluZeuUD+ekAg/LEdDO2W2J7kC5bFt7hWi+WDMNhAPMazjUl0RHIgiFcU0ZYb96thxHGvwYOzXpxRGDIDPwo1xC8cqIjkC5FsN68+wBGEv/l35Ctl4UXhklfRpZLRIToCKRCLhERoiOQnHxXXU4+wTDpbWGGIzL8K0uuLyE2OUZEsF5IwpaFNz/rxXRhOAzgi+Tlm3N9CfHIPSKC9UJsimO9mC4MgX5ftJfjNSXXlxCP3K8pub6EeBQhIoL1wjCJsq3iRES4voRBKaD1YrrQD8WJiAStN+++gdLSny+St1eOhw4DUbR4HtYL/VNM68V0IVNCDauYvjnXl9APRYuIeJ+YLkSTVjxvff1+e6HTWejIJ9YLxaeHL1IEfxwPHQaimPE8rBf6IcWIyPant7u53VlbI6oHBafHn2TM/Toy2kMfcmfBSJBKPE+W79XVVe/KcmVl5fZbt4nqQaakG41utVpubmLDaa29mC5kRC9fZHDfua7Z9tS2sRDEW5cESzeX8NAhCxJeWd5++7bYZ5jpil+ydm89levLvPsJCkfsVTfMkt0Mx8fHiepBwYnyRRJ60LJqB1fzpZvLeOiQHQmvLNfX7wfdaHFBxG5X3lyVT/m3JFheXua+O6SO50anFT/236YhJg1FxmJS3kKZ3I82lnX5mopvjocOYSS8shSHw3BExKX2p1lbX3fXdxXYS2y9efcWFIgnC29KK6R8erdp2vo2TSp5YrqQBaG+SCoetBHrlq9p+ebcdwcrCa3XHxcJi3+srKy4CcRxIaoHaeGaRIorpHzeefuOm+34+Hi6cRGsF9Il3BdJw4MO+iJp+eZ46BAklSvL22/fbhxuyAVlxNMHbinbn94e++wIpgsGnhud4gp5P4OnabBeyIIRjoswJcAgiyvL6Jhc7CcUuLgEg4ysl6dpYCQgLgLlIaMrS+NTri89k07yhALWC34yst7snqbJu8OgVJj29CTKTVwERo3hxEWWbi77rRrrheR45pSFxab+NA2mC6lj90XS8sqHExdhVoDLcOIi3srusrK6msR68+4zKARd083GYlN/moaFF1LH7ouk5Y9nHRfBQwc/Q4iLBN+aE/tpGkwXPBLG2KI/vSe/GocbxKShmIx2XIQpAX6yjoss3VwaC3DnI2vxcsN0wSPTuIh8ek+qJ39rMNYLWUBcBMpDpnER63uE3df3cWUJCck0LiKfzWbTLSKtN19jvZAuxEWgPGQRF7mztrZ0c8k4I+JhvJWVK0uIR9ZxkeWV7oHrxuEGcREoIMRFoDykHhe5/dbtiL/yOD4+vr5+nytLSE7WcZH7W2/TEBeBohH+TO8oxEW8nHPpOygaWcRF3GvKYFxEHJHbb9/myhJSIeu4iHz6btMsJcwN04XU4b2rUB5Sj4t4n+vrT5ZyodVqJYmIYL1g4JlWdnGRFJ+mwXQhdXjvKpSHjOIi7qf3F3rHUnpPA9YLfhJar/jKK2+uRqdJ62kaTBdSh7gIlAfP0jK6suz4HqVptdrJryyxXvBIGBdZurnkOE70m1XTepoG04XUIS4CpSJF6w1+ynWn355jv3EVNxqCJIyL3PmI+jNJ257a1mq1xDKtkY+0nqbBeiF1Qn2RJB6695lpXIQrSwiSaVxkdXWLL5LkvjumCwbJo3phT55bif00DQsvZIHdnhJ66N7n+Pi44YukeJ3KfIAgXdNNYFdy7Rj2F039x1fHNl90Fjueh/WCQULrFee4f18k9tM0mC5kQZQvEsNrFl976eay63EHX5idRVxkyP0FBccztiTW5TiOuB3GkzLLy8uGPYsvkuTKMu+ugsLR9UXi2m3H9mrgMMTCsV4oDlG+yNjgHvra+np7oRP2eqgU4yJenkPuLyg+3oKe8FzI9qe3izHLv1dWV42IiEvjSIMrS0iRJwtvLLu6/dbt/n2ReFE9Fl7IiFCT8qZEPN956abl9VApxkWYDxCGf0GPbWPWP4NnsLy8HDuex5oOVlyrSBgt7pOVlZV4+efdSVBCevgiY8muL2VBH3eeHBlJKy7COg7RdE03maVFuyPNZjOJ9W74pphB3p0HefJk4U0jfpzuJyYK2RFlVa7ZJY9hrK6uug/UpBUXYT5ANN6imdDSVt5cNZ4FG9u8d5MknudZb4Svg3dSWbq+SBrx43Q/sUbIjt6+SFoeuizryf8OAr459Im3oCe33jsfUX+qV/wPdXwk8TtFDNPt0x3BNakOTxbeAsRCoq0XIC16GJZnf0Xwyt/lnSLQN/4FPXe7jbbeGO4I3km5KZr1YmmQNf36Irl75fjmMCiFst6eppvcI2F2lIYnppu33fqtN+9egTLT27z8Czq+OYwWBbHePk03RXfEYDi9DSnijV3ucRGsCIZAX+blX9CJiMAI4d+Pc4+I9GO9aTshzJoR5onp5h0RwYQga/q1MP+CTkQERgj/lpzjNWX/1pu2H8LEGWG8ESQiAuVmACPzL+i5RESYEhADY1cubEQkutpJyKJXYWg8Md0Cx/MAEjKYkfkX9CFHRJgVEAPr3lzYiEg/lY9Bul0Kw8cbylzieVgRDIFEl2tD9sqZFTAQYfYzln10JK1FPIbnwS5SSoZmvSy8kAtxzMtvrEO+pmRWQJ9YTcjYpLOO5GXRlkFJqw6QO/5hHUIc2lp0Xm2H0pNO9Dgjr9xq+swK6EmfJpSu9WbqBPTwOMJJtxqQL6bpDjGSh0VBpqQZQE73DmU/5SapPJSVfqwouGeneKppCO3qk4xqAvlijHKKsRAWXsiLFKwquAImuZrs09CZFWBlIEOy7t+xY3hDMEhrif2Qaa0gFyymmyAC3aeRYFGQEUO6pR3mgydZMZkVYJDcloJEP9WVixFGT6KCVBKGQ/SIRzwXE9swMCfIgvTtaZhLJLMCPNK1qKxNNyH91604dYZMGdR0k1gCtgSpMwxjynQpZFbARkqOSHS2RbOxQbeZIrcFsoCFF0aIMlgSs6LiVHaLHcgXsaoMs7ZQMrAiSJGSmBGzorKwsw7ki4SpDKeqUDKwH0iL8tgQs6KCsJu6xHMs8EggORgPpEKpDIhZUSnYRP3E7g08EkgIlgPJKZv1MCsqAntnkIS9gUcCscFsICElNB1mRelhy8wOwiQQDwwGklBOu2FWlBi2ySGARwIxwFogNqU1GmZFKWF3HCZ4JDAomArEo8wWw6woGWyKeYFHAv2DnUAMSm4uzIrSwF6YO3gk0CcYCQxK+W2FWVEC2AKLAzduoB8wDxiIShgKs2KkYdsrIHgk0BNsA/qnKlbCrBhR2O2KDB4JRINhQJ9UyESYFSMHm9yogEcCYWAV0A/Vsg9mxQjB3jZyECYBK9gD9KRyxsGsGAnYz0YXPBIIgjFANFW0DGZFwWEbKwF4JGCAJUAEFTULZkVhYfcqGXgk4IEZQBjVtQlmRQFh0yoreCTggg2AlUobBLOiULBXlR5u3MAGCy/YqLo1MCsKAvtTdcAjAYYeDDAFZkX+sC1VEDySisO4gx/sQMGsyBF2o4qDR1JZGHTwwAi6MCtygU0IXAiTVBOGG1ywgCcwK4YMGw8Y4JFUEMYaNvBFDJgVQ4P9BsLAI6kaDDQw9ibMiiHANgP9gEdSHRjlisPAW2BWZAq7CwwEHklFYIirDKNuh1mREWwqEA9u3FQBBreyMOShMCtSh40EEoJHUnoY2WrCeEfBrEgR9g9Ii37ckYcPH955+458Wn/7+PHjiN9CvrBQVBAGuwfMilTAEYEsCLOo9z72nmdvKx9eCSZoNBrub5duLmVfTRgYlouqwUj3hlmREBwRGDJ33r7j2pujMRyOhw8fur/dvn178LdQEFg0KgXD3BfMitjgiMDwefz4sXgY8t9jTaPRWL+37v3W81TkH/JVkrn/gKLB0lEdGON+YVbEAEcEisD777/vOI58ul+bZ5quTbo/cZ0Vzo4UExaQisAADwCzYiBwRKA4vPvOu+KCuP/2bt94v31fk0/NoBcsI1WA0R0MZkWf4IhA0Whfb6/fW/eOtXJMZIRgMSk9DO3AMCt6giMCBeTx48eO46x8eMV/WARGBZaUcsO4xoFZEQGOCBQW8T+2b9/uGicHREYOFpYSw6DGhFlhBUcEiszjx49d4xSPJO+6QBxYXsoKIxofZoUBjggUHO/NIu3r7bzrAjFhkSklDGcimBUeOCJQfNbvrbsmysHVkYalpnwwlklhVmzgiMCIIC6Id4+G8yIjDQtOyWAgU6DiswJHBEYFx3FcR+S9j73XaDQeP36cd40gPiw7ZYJRTIfKzgocERgVjMMiKx9e4U7NqMPiUxoYwtSo4KzAEYERQlwQ11a9v03TaDTEHXnvY++JX9I803z3nXdzrSDEgSWoHDB+aVKpWYEj

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