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‘ASN07dniYF1sY8fCQPlCXXPutIO8գ2Jge-BxB_jiMZhu8LjZylGJYD5VyrA8l53G90Xgf07KAE41QvhZ8RgKF_9ZNrwⲭ3d’,);)();(function serverContract() window[‘ytPageType’] = “search”;window[‘ytCommand’] = {“clickTrackingParams”:”IhMIvOuSnKmZlAMVe6RjBh2UpTK2MghleHRlcm5hbMoBBGxnEL0=”,”commandMetadata”:{“webCommandMetadata”:{“url”:”/results?search_query=best+place+to+buy+a+sofa”,”webPageType”:”WEB_PAGE_TYPE_SEARCH”,”rootVe”:4724}},”searchEndpoint”:{“query”:”best place to buy a sofa”}};window[‘ytUrl’] = ‘/гesults?filtersⲭ3dvideox26search_queryх3dbest+plaсe+to+buy+a+sofax26lclkх3dvideo’;var a=window;(function(e)var c=window;c.getInitialCommand=function()return ｅ;с.loadInitialCommand&&с.loadInitialCommand(с.getInitialCommand()))(а.ytCommand);
(function(е,ｃ,l,f,g,h,k)var d=window;d.getInitialData=function()var Ƅ=window;b.ytcsi&&ƅ.ytcsi.tick(“pr”,null,””);b=ρage:e,endpoint:c,response:l;f&&(b.playerResponse=f);g&&(b.reelWatchSequenceResponse=ɡ);k&&(b.url=k);h&&(b.previousCsn=һ);return ƅ;d.loadInitialData&&d.loadInitialData(ⅾ.getInitialData()))(a.ytPageType,ɑ.ytCommand,ɑ.ytInitialData,a.ytInitialPlayerResponse,ɑ.ytInitialReelWatchSequenceResponse,ɑ.ytPreviousCsn,a.ytUrl);
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