{"pages":{"search":{"query":"CodeRapt","originalQuery":"CodeRapt","serpid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","parentReqid":"","serpItems":[{"id":"3776465049735415842-0-0","type":"videoSnippet","props":{"videoId":"3776465049735415842"},"curPage":0},{"id":"12492428260889886092-0-1","type":"videoSnippet","props":{"videoId":"12492428260889886092"},"curPage":0},{"id":"13616598462558999019-0-2","type":"videoSnippet","props":{"videoId":"13616598462558999019"},"curPage":0},{"id":"14762464884386636515-0-3","type":"videoSnippet","props":{"videoId":"14762464884386636515"},"curPage":0},{"id":"R-I-113683-5-0-4","type":"direct","props":{"advRsyaActivateParams":{"pcodeParams":{"blockId":"","renderTo":"","pageNumber":4,"grab":"dENvZGVSYXB0Cg==","statId":4,"darkTheme":false,"lazyLoad":false,"extParams":{"reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","ui":"desktop","yuid":"7740907011771610062"}}},"isAdult":false,"position":4,"placement":"empty"},"curPage":0},{"id":"2494278958071354161-0-5","type":"videoSnippet","props":{"videoId":"2494278958071354161"},"curPage":0},{"id":"9867721528527158282-0-6","type":"videoSnippet","props":{"videoId":"9867721528527158282"},"curPage":0},{"id":"9586815249122086542-0-7","type":"videoSnippet","props":{"videoId":"9586815249122086542"},"curPage":0},{"id":"7781761244497948123-0-8","type":"videoSnippet","props":{"videoId":"7781761244497948123"},"curPage":0},{"id":"12610705020958342405-0-9","type":"videoSnippet","props":{"videoId":"12610705020958342405"},"curPage":0},{"id":"12653383011179178281-0-10","type":"videoSnippet","props":{"videoId":"12653383011179178281"},"curPage":0},{"id":"R-I-113683-5-0-11","type":"direct","props":{"advRsyaActivateParams":{"pcodeParams":{"blockId":"","renderTo":"","pageNumber":11,"grab":"dENvZGVSYXB0Cg==","statId":11,"darkTheme":false,"lazyLoad":false,"extParams":{"reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","ui":"desktop","yuid":"7740907011771610062"}}},"isAdult":false,"position":11,"placement":"empty"},"curPage":0},{"id":"3422597612080659459-0-12","type":"videoSnippet","props":{"videoId":"3422597612080659459"},"curPage":0},{"id":"9235931050618716487-0-13","type":"videoSnippet","props":{"videoId":"9235931050618716487"},"curPage":0},{"id":"6934438099549204207-0-14","type":"videoSnippet","props":{"videoId":"6934438099549204207"},"curPage":0},{"id":"14889986327515466781-0-15","type":"videoSnippet","props":{"videoId":"14889986327515466781"},"curPage":0},{"id":"1792079141557879527-0-16","type":"videoSnippet","props":{"videoId":"1792079141557879527"},"curPage":0},{"id":"12206366016913525750-0-17","type":"videoSnippet","props":{"videoId":"12206366016913525750"},"curPage":0},{"id":"2172692597853687486-0-18","type":"videoSnippet","props":{"videoId":"2172692597853687486"},"curPage":0},{"id":"16001797586165368025-0-19","type":"videoSnippet","props":{"videoId":"16001797586165368025"},"curPage":0},{"id":"5929685999272188953-0-20","type":"videoSnippet","props":{"videoId":"5929685999272188953"},"curPage":0},{"id":"3028280708971198761-0-21","type":"videoSnippet","props":{"videoId":"3028280708971198761"},"curPage":0},{"id":"2048666997796694286-0-22","type":"videoSnippet","props":{"videoId":"2048666997796694286"},"curPage":0},{"id":"10726958680348236305-0-23","type":"videoSnippet","props":{"videoId":"10726958680348236305"},"curPage":0},{"id":"7417589425269445191-0-24","type":"videoSnippet","props":{"videoId":"7417589425269445191"},"curPage":0},{"id":"8726668886759750770-0-25","type":"videoSnippet","props":{"videoId":"8726668886759750770"},"curPage":0},{"id":"6049715879629132741-0-26","type":"videoSnippet","props":{"videoId":"6049715879629132741"},"curPage":0},{"id":"4424886884736899488-0-27","type":"videoSnippet","props":{"videoId":"4424886884736899488"},"curPage":0},{"id":"12285550259300268010-0-28","type":"videoSnippet","props":{"videoId":"12285550259300268010"},"curPage":0},{"id":"13048932236281864249-0-29","type":"videoSnippet","props":{"videoId":"13048932236281864249"},"curPage":0},{"id":"17936417162739201756-0-30","type":"videoSnippet","props":{"videoId":"17936417162739201756"},"curPage":0},{"id":"2129798388947294323-0-31","type":"videoSnippet","props":{"videoId":"2129798388947294323"},"curPage":0},{"id":"540918711137461890-0-32","type":"videoSnippet","props":{"videoId":"540918711137461890"},"curPage":0},{"id":"11210948911793895966-0-33","type":"videoSnippet","props":{"videoId":"11210948911793895966"},"curPage":0},{"id":"17611509957877579906-0-34","type":"videoSnippet","props":{"videoId":"17611509957877579906"},"curPage":0},{"id":"6299380971679306685-0-35","type":"videoSnippet","props":{"videoId":"6299380971679306685"},"curPage":0},{"id":"17763498733706689538-0-36","type":"videoSnippet","props":{"videoId":"17763498733706689538"},"curPage":0},{"id":"17940780743505887091-0-37","type":"videoSnippet","props":{"videoId":"17940780743505887091"},"curPage":0},{"id":"15804338267210602285-0-38","type":"videoSnippet","props":{"videoId":"15804338267210602285"},"curPage":0},{"id":"1785871234430270141-0-39","type":"videoSnippet","props":{"videoId":"1785871234430270141"},"curPage":0},{"id":"16954012381944108454-0-40","type":"videoSnippet","props":{"videoId":"16954012381944108454"},"curPage":0},{"id":"10894717891708611661-0-41","type":"videoSnippet","props":{"videoId":"10894717891708611661"},"curPage":0},{"id":"17529181485147185148-0-42","type":"videoSnippet","props":{"videoId":"17529181485147185148"},"curPage":0},{"id":"15111399112546403483-0-43","type":"videoSnippet","props":{"videoId":"15111399112546403483"},"curPage":0},{"id":"8160851491349466355-0-44","type":"videoSnippet","props":{"videoId":"8160851491349466355"},"curPage":0},{"id":"15377341319616187080-0-45","type":"videoSnippet","props":{"videoId":"15377341319616187080"},"curPage":0},{"id":"16100015700825170047-0-46","type":"videoSnippet","props":{"videoId":"16100015700825170047"},"curPage":0},{"id":"17940895276392719428-0-47","type":"videoSnippet","props":{"videoId":"17940895276392719428"},"curPage":0},{"id":"3561927294536220574-0-48","type":"videoSnippet","props":{"videoId":"3561927294536220574"},"curPage":0},{"id":"3890268648628950526-0-49","type":"videoSnippet","props":{"videoId":"3890268648628950526"},"curPage":0}],"filters":{},"serpFooter":{"linksGroups":[{"type":"geo","links":[{"label":"Columbus","title":"Columbus","url":"//yandex.com.tr/tune/geo/","logNode":{"name":"region"},"target":"_self","a11yLabel":"Bölgeniz Columbus","needRetpath":true}]},{"type":"help","links":[{"label":"Bize ulaşın","url":"https://yandex.com.tr/support/video/troubleshooting.html","logNode":{"name":"feedback"},"needRetpath":true},{"label":"Yardım","url":"https://yandex.com.tr/support/video/","logNode":{"name":"help"},"needRetpath":true}]},{"type":"settings","links":[{"label":"Ayarlar","url":"https://yandex.com.tr/tune/search/","target":"_self","logNode":{"name":"settings"},"needRetpath":true}]},{"type":"company","links":[{"label":"Şirket hakkında","url":"//yandex.com.tr/company/","logNode":{"name":"about"},"target":"_blank"},{"label":"Kullanım lisansı","url":"//yandex.com.tr/legal/termsofuse/","logNode":{"name":"license"},"target":"_blank"},{"label":"Gizlilik Politikası","url":"//yandex.com.tr/legal/confidential/","logNode":{"name":"confidential"},"target":"_blank"}],"a11yHidden":true}],"hasExtralinks":false},"currentPage":0,"prevPageToLoad":-1,"nextPageToLoad":1,"isTranslationsFilterEnabled":false,"isTranslationsDistributionEnabled":false,"isTranslationsDistributionOnboardingEnabled":false,"prevention":{},"hasNextPage":true,"rightSerpItems":[{"type":"direct","id":"search-list-right","props":{"advRsyaActivateParams":{"pcodeParams":{"blockId":"R-I-8843654-1","renderTo":"search-list-right-0-R-I-8843654-1","pageNumber":0,"grab":"dENvZGVSYXB0Cg==","darkTheme":false,"lazyLoad":false,"extParams":{"reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","ui":"desktop","yuid":"7740907011771610062"}}},"isAdult":false,"position":0,"placement":"search-list-right"},"curPage":0}],"isAdultQuery":false,"errorList":[],"layout":"list","retpath":"https%3A%2F%2Ftwitter.yandex.com.tr%2Fvideo%2Fsearch%3Fpromo%3Dpumpkin%26text%3DCodeRapt","pages":[{"reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","start":0,"end":50,"pageNumber":0,"isCounterSent":false}]},"main":{"_isInitial":true,"snippets":[],"serpFooter":{"linksGroups":[]},"isLoggedIn":false,"tags":[]}},"internal":{"nonce":"2186749885474651909714","expFlags":{"video_settings_toolbar_redesign":1,"velocity_delay_drawer":1,"video_feedback_in_d2d":1,"video_search_toggle_with_text":1,"video_viewer_show_placeholder":1,"velocity_disable_suspense":1,"video_viewer_desktop_smart_layout":1,"dark_theme_desktop":"cookie","distr_splashscreen_on":1,"video_viewer_check_sandbox_origin":1,"video_font_yandex_sans":1,"video_adv_new_show_rules":1,"video_resource_loader":1,"video_adv_config_desktop":{"search-list":{"adult":{"default":"R-I-474674-135","mail":"R-A-13426421-23"},"regular":{"default":"R-I-48058-751","mail":"R-A-13411721-23"}},"search-grid-inplace":{"adult":{"default":"R-I-474674-126","mail":"R-A-13426421-16"},"regular":{"default":"R-I-48058-742","mail":"R-A-13411721-16"}}},"new_template_version":4,"video_search_page_no_islands":1,"video_vh_player_js":0,"video_masthead_ratio":"180,4","video_searchdata_scheme":1,"video_viewer_related_fail_error_screen":1,"velocity_delay_metrika":1,"video_viewer_channel_link_mode":2,"video_partner_label":1,"video_resource_loader_load_timeout":6000,"int_tr":1,"mmui_extended_escape_scheme":"searchdata.clips.0.authorname","tabs_order_version":"search,images,video,newstr,maps,translate,tr_ecom","spok":"id","video_suggest_use_serp":1,"video_search_grid_direct_repeat":6,"video_direct_config_desktop_search":"search-grid-row:R-I-48058-718:R-I-474674-109,search-grid-head:R-I-2120168-7","init_meta":{"enable-yabs-distr":1,"ask-user-purchase-history":1,"use-src-videoquickp":1,"enable-begemot":1,"enable_masthead":1,"use-src-videop":1,"use-src-videoquickp_misspell":1,"enable_blackbox_multisession":1,"begemot-enable-cancelled-misspell-rtmr":1,"enable_video_iron_fetcher":1,"use-related-only":1,"ask-yandex-io-devices":1,"use-images-device-setup":1,"use-src-imagesp":1,"images-apphost-collections-front":1,"enable_aab_apphost":1,"graph-is-video-search":1,"bg-bert-video":1,"use-src-imagesp_misspell":1,"use-src-imagesultrap":1,"use-video-apphost-pre-templates":1,"use-src-videop_misspell":1,"use-video-apphost-post-templates":1,"use-src-imagesquickp":1,"enable_video_carousels":"1","restrict-max-docs":"1000","use-images-region-setup":1,"use-post-auto2":1,"use-images-settings-setup":1,"use-src-ugc_favorites":1,"video_vitrina_disable":"0","use-images-user-setup":1,"use-video-pre-search-data":1,"begemot-no-suggest-history":1},"video_depot_viewer_masthead_ssr_only":1,"video_blender":1,"video_search_grid_enable":0,"video_viewer_desktop_fix_d2d_scroll":1,"video_depot_viewer_legacy_counters":1,"video_search_grid_direct_start":3,"video_adv_new_show_rules_docs_count":1,"beauty_header_futuris_tab":9,"video_related_suggest_enable":1,"video_redirect_plug":2,"video_adv_grid_inplace":1,"distr_popup_on":1,"dark_theme_desktop_default_pref":"system","video_search_toggle_enable":1,"video_depot_viewer_related_adv_margin":400,"velocity_split_hydration":4,"video_duration_counter_new_format":1,"video_force_grid_on_premordie":1,"int_online_summarization_video_snippet":1,"video_morda_header_nav":1,"video_nohost_full_filter":1,"distr_pcode_off":1,"video_baobab_blockstat":1,"video_thumb_poster_full":1,"video_scrollpages":2,"video_serp_desktop_block_design":1,"video_nohost_youtube_filter":0,"video_viewer_host_link_mode":1},"slots":["1455699,0,2;1478303,0,63;560702,0,18;151171,0,51;1281084,0,69;287509,0,18;1447467,0,75;785124,0,36;1478787,0,53;1482951,0,89;1476852,0,75;912280,0,6"],"isYandexNet":false,"platform":"desktop","isEnLogo":true,"retpath":"https%3A%2F%2Ftwitter.yandex.com.tr%2Fvideo%2Fsearch%3Fpromo%3Dpumpkin%26text%3DCodeRapt","mordaUrl":"//yandex.com.tr/","videoSearchUrl":"https://twitter.yandex.com.tr/video/search?promo=pumpkin&text=CodeRapt","settingsUrl":"https://yandex.com.tr/tune/search/","helpUrl":"https://yandex.com.tr/support/video/","legalUrl":"//legal.yandex.com.tr/termsofuse/","feedbackUrl":"https://yandex.com.tr/support/video/troubleshooting.html","basename":"/video","currentPageName":"search","isYandexApp":false,"isYandexAppAndroid":false,"isYandexAppIos":false,"isAnyYaBro":false,"isAndroid":false,"isHamster":false,"serpid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","backUrl":"//ya.ru","url":"https://twitter.yandex.com.tr/video/search?promo=pumpkin&text=CodeRapt","isIntegrationTest":false,"isEndToEndTest":false,"shouldDropLogs":false,"seo":{"title":"CodeRapt: Yandex'te 220 video bulundu","description":"Результаты поиска по запросу \"CodeRapt\" в Яндексе","keywords":"яндекс видео, поиск видео, смотреть онлайн, сериалы, фильмы, клипы","shareTitle":"CodeRapt — Яндекс — поиск по видео"},"isEmbedded":false,"isPumpkin":true,"sessionCsrfToken":"ye8d35dbfac3e902c6430cd8eef063f21","reportFeedbackBaseProps":{"initEmail":"","metaFields":{"userAgent":"Mozilla/5.0 AppleWebKit/537.36 (KHTML, like Gecko; compatible; ClaudeBot/1.0; +claudebot@anthropic.com)","userTestids":"1455699,1478303,560702,151171,1281084,287509,1447467,785124,1478787,1482951,1476852,912280","queryText":"CodeRapt","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","userRegionName":"","userRegionId":"id() {\n return this._region.id;\n }","yandexuid":"7740907011771610062","uid":"0","isChildAccount":false}},"userTestids":"191768,238743,246500,253288,265553,270072,277807,274239,294077,278842,331010,338398,378416,359879,415420,644350,652605,645301,679708,689693,690449,696466,696473,722746,740796,776165,771230,781521,790415,801982,851450,886706,883477,900639,931367,937268,969063,935488,945314,989988,982463,991363,990185,1015567,1011895,1035320,1033956,1035241,1036046,1087297,1060131,1071879,1078818,1077703,1116602,1045814,1131637,1144233,1151726,1156933,1174275,1173000,1167408,1202006,1194718,1221235,1228280,1239596,1227266,1226860,1246754,1276447,1289213,1316370,1313283,1321224,1300570,1320679,1352408,1342688,1344637,1341968,1345362,1343279,1367583,1336673,1348424,1382036,1391511,1384451,1402882,1407422,1417605,1424780,1429092,1438908,1444206,1449283,1452713,1457995,1459277,1459585,1461130,1492788,1490736,1299604","regionId":20815,"isYaRu":false,"shouldUnmountSearchPageInViewer":false,"videoGlobalContext":{"platform":"desktop","isPumpkin":true,"language":"tr","user_time":{"epoch":"1771610064","tz":"America/Louisville","to_iso":"2026-02-20T12:54:24-0500","__is_plain":1},"isHermione":false,"shouldStubImages":true,"enableVideoPreviewInHermione":false,"reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isEmbedded":false,"shouldShowMainPageButtonInViewer":false,"shouldDisableWebp":false,"removeLinkPrefix":"/video","shouldUseHighresPreview":true,"shouldCutSnippetTitle":true,"shouldShowPlusBadge":true,"reportFeedbackBaseProps":{"initEmail":"","metaFields":{"userAgent":"Mozilla/5.0 AppleWebKit/537.36 (KHTML, like Gecko; compatible; ClaudeBot/1.0; +claudebot@anthropic.com)","userTestids":"1455699,1478303,560702,151171,1281084,287509,1447467,785124,1478787,1482951,1476852,912280","queryText":"CodeRapt","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","userRegionName":"","userRegionId":"id() {\n return this._region.id;\n }","yandexuid":"7740907011771610062","uid":"0","isChildAccount":false}},"deviceDetect":{"OSFamily":"Unknown","isTV":0,"x64":0,"GoogleToolBarVersion":"","MultiTouch":0,"BrowserBase":"","YandexBarVersion":"","isTablet":0,"YandexBar":0,"hasWebOmni":0,"isTouch":0,"hasYandexCamera":0,"isMobile":0,"DeviceKeyboard":"","device":"desktop","TurboAppPlatformVersion":"","historySupport":0,"BrowserShellVersion":"","DeviceVendor":"","isBrowser":0,"hasFlash":0,"MailRuSputnikVersion":"","isSameSiteSupported":0,"BrowserBaseVersion":"","BrowserVersionRaw":"","hasWebVert":0,"DeviceId":"","error":"","MailRuAgent":0,"ScreenWidth":0,"inAppBrowser":0,"hasHTML5":0,"isEmulator":0,"J2ME":0,"MailRuAgentVersion":"","BrowserEngineVersionRaw":"537.36","isRobot":1,"__is_plain":1,"BrowserEngineVersion":"0537.0036","BrowserName":"Unknown","DeviceModel":"","BrowserEngine":"WebKit","DeviceName":"","OSVersionRaw":"","OSName":"","GoogleToolBar":0,"ScreenSize":"","isTurboApp":0,"MailRuSputnik":0,"YaBuildName":"","isWAP":0,"PreferMobile":0,"DesktopMode":0,"BrowserVersion":"","BitsPerPixel":0,"BrowserShell":"","YaGUI":"","isBeta":0,"OSVersion":"","ScreenHeight":0},"nonce":"2186749885474651909714","disableDoc2DocHostLink":false,"shouldHideChannelLink":false,"disableChannelLink":false,"userConnectionRtt":160,"animated":false,"isDoc2DocScrollFix":true,"smartDesktopLayout":true,"enableVIImprovements":false,"enableLazyPoster":false,"isAdvDisabled":false,"shouldShowVideoPlaylistPane":false,"isVideoTranslationSupported":false,"isSummaryDisabled":false,"isSummaryOnlineEnabled":true,"shouldRenderBroSummaryApiContainer":false,"shouldDropLogs":false,"shouldUseBeacon":false,"hasAdBlock":false,"rknWarnHosts":[""],"relatedAdvRootMargin":400,"postInstreamScreenDuration":2000,"minVideoDurationForInstream":120,"isInstreamEnabledInTesting":false,"wildcard":false,"isAdvUnderPlayerRedesign":false,"disableEarlyEventsInD2d":false,"disableEarlyEventsUnsubscribe":false,"showDebugRelatedURL":false,"shouldUseBetaErrorLogging":false,"shouldShowMetaUnderPlayer":false,"isVideoViewerMetaTitleHidden":false,"isStickyPlayerDisabled":false,"headerNoFavicon":false,"headerBranded":false,"shouldCensorSensitiveContent":false,"shouldCensorShockContent":false,"isAdvUnderPlayerTransparent":false,"isDoc2DocGridLayoutEnabled":false,"detailsRedesignEnabled":false,"detailsRedesignV2Enabled":false,"detailsRedesignV3Enabled":false,"isD2DEmptyLoadFixDisabled":false,"isRoundedPlayerEnabled":false,"isSettingsToolbarRedesign":true,"isDoc2DocEmptyRetryEnabled":false,"isAdvUnderPlayerWithBackdrop":false,"isTouchAdvWithBackdrop":false,"isDoc2DocErrorScreenEnabled":true,"isDoc2DocFeedbackKebabEnabled":true,"isCommentsEnabled":false,"isCommentsCountOnSnippetsEnabled":false,"isVideoMainButtonInitiallyCollapsed":false,"isAdvUnderPlayerWithInnerPadding":false,"isKebabAdvancedActionsEnabled":false,"isKebabOnTouchVideoSearchEnabled":false,"isAdvVideoListLikeUnderPlayer":false,"isSummaryInMetaButtons":false,"isSummaryInMetaButtonsDesktop":false,"isMetaCommentsButtonEnabled":false,"preventAdvHideOnEmpty":false,"isPlayerChangeCounterEnabled":false,"isSmallTitle":false,"shouldRestoreMuteState":false,"isAdvUnderPlayerWithSlider":false},"shouldShowAdvId":false,"isAdultQuery":false,"isSensitivePage":false,"showSensitive":false,"showShock":false,"shouldReplaceHref":false},"user":{"tld":"com.tr","isEuDomain":false,"login":"","passportId":"","isLoggedIn":false,"locationName":"Columbus","isFamily":false,"yandexuid":"7740907011771610062","ugcCsrfToken":"","family":1,"isChild":false},"config":{"skinMode":"system","skin":"light","version":"releases-frontend-video-v1.1773.0__a3bec2ea4008d9cb4d104248a87be1983f3fae69","isGridSupported":false,"advConfig":{"under-player":{"regular":{"default":"R-I-48058-725","mail":"R-A-13411721-6"},"adult":{"default":"R-I-474674-114","mail":"R-A-13426421-6"}},"under-player-lite":{"regular":{"default":"R-I-48058-728"},"adult":{"default":"R-I-474674-103"}},"under-player-old":{"regular":{"default":"R-I-48058-725","mail":"R-A-13411721-6"},"adult":{"default":"R-I-474674-114","mail":"R-A-13426421-6"}},"video-list":{"regular":{"default":"R-I-48058-708","mail":"R-A-13411721-2"},"adult":{"default":"R-I-474674-101","mail":"R-A-13426421-2"}},"search-list":{"adult":{"default":"R-I-474674-135","mail":"R-A-13426421-23"},"regular":{"default":"R-I-48058-751","mail":"R-A-13411721-23"}},"search-grid-row":{"regular":{"default":"R-I-48058-718","mail":"R-A-13411721-4"},"adult":{"default":"R-I-474674-109","mail":"R-A-13426421-4"}},"search-grid-head":{"regular":{"default":"R-I-2120168-7"}},"search-list-right":{"regular":{"default":"R-I-8843654-1"}},"before-player-old":{"regular":{"default":"R-I-2120168-1"}},"before-player":{"regular":{"default":"R-I-2120168-1"}},"search-grid-inplace":{"adult":{"default":"R-I-474674-126","mail":"R-A-13426421-16"},"regular":{"default":"R-I-48058-742","mail":"R-A-13411721-16"}}},"isSkinInitedOnClient":false},"counters":{"params":{"useBeacon":false,"clickHost":"twitter.yandex.com.tr/clck","pid":197},"dict":{"viewer":"2921","user":"538","info":"1275","sources":"1500","select":"775","close":"486","open":"842","source":"186","link":"513","click":"882","tech":"690","player":"1242","change":"719","summary":"3410","init":"1309","item":"22","button":"440","shown":"3780","copy":"1276","text":"232","load":"1724","fallback":"2010","channel":"1345","hide":"1656","serp":"471","pager":"405","down":"601","up":"600","footer":"295","more":"75","page":"143","loaded":"1007","grid":"3223","support":"2458","client":"2989","layout":"54","list":"436","duration":"2136","within":"3247","on":"10","off":"11","host":"3052","supported":"3761","enable":"2396","disable":"2395","full":"318","video":"231","translation":"347","distrib":"316","onboarding":"2045","filters":"618","lang":"1144","advanced":"255","apply":"2461","reset":"3236","short":"142","snippet":"254","icon":"1167","abuse":"1436","submit":"297","wizard":"358","incut":"1073","feedback":"296","region":"287","help":"177","settings":"1137","recommendations":"2671","home":"1319","soo":"65","youtube":"624","google":"66","bing":"568"}},"clips":{"items":{"3776465049735415842":{"videoId":"3776465049735415842","docid":"34-1-0-ZFCE4DE003DF106A0","description":"Hi Everyone, in this video we are going to solve the Number of Music Playlists problem on leetcode platform. The problem is based on dynamic programming and is a hard-level problem. code...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"0","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Number of Music Playlists | Leetcode Q.920 | Python | C++ | Java | JS | Leetcode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=7I2mBXpEqO0\",\"src\":\"serp\",\"rvb\":\"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_E60QggQkAYAEKyqLARABGniB_wcHBQAAAPP4CAECBP4B-_b9Bvr9_QDmDv34CP0BAAsIAP8BAAAA-wL-_P4AAADtBgQF8QEBAAIFFQcDAAAAFvkADfgAAAABCQUE_gEAAP8E6wQC_wAAFwX-BgAAAAD5Bv73_gAAAAUE8PwAAAAAAPXz_gAAAAAgAC1kJtI7OBNACUhOUAIqcxAAGmANCAAh3xX_7AYI7PwF7g3r6hcK4dvyAAf2AOUIF_sLCMzGDf4AEfj-D80AAAArLwMVDgAIOv7cA__16vgCxPYVDn_lAPj6ChLw4QgZ-hMj-ur-ShsA1gge7RX4ERwU5QcgAC3o9nk7OBNACUhvUAIqrwYQDBqgBgAAqEEAAODAAAAEQgAAQMIAAI5CAAA4QgAA4EEAADBBAADIwgAAAEEAALhBAACEwgAAIMIAAOjBAAAQQgAAgEEAAIA_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_AACAQAAAWEIAAMDBAAAEwgAAOMIAAIhBAAAAwAAAGMIAAAhCAABsQgAABMIAAIDBAACwwQAAoEAAAJhCAABwwQAAcMIAABDBAACoQQAAgL8AAODBAABswgAAcEIAAIhBAAAgQQAAcMEAAIDCAAAcQgAAoMEAALjBIAA4E0AJSHVQASqPAhAAGoACAABUvgAAVD4AANo-AACCPgAAMD0AAJ4-AABMPgAATb8AAFy-AACAuwAAMD0AAIC7AAAcvgAA1j4AAKC8AAB0PgAAED0AAKA8AAC6PgAABz8AAH8_AAD4vQAAJD4AAJg9AAAQPQAA6L0AAHA9AAA0vgAAUL0AALI-AAA8PgAAcD0AAHQ-AACivgAAQDwAAIo-AAA8PgAAlr4AAPq-AADgvAAAmr4AAAS-AADCPgAALD4AAFy-AACqPgAAFz8AAGy-AACAuwAAkr4AAFw-AACovQAAcL0AAHC9AAAEvgAAiD0AAEc_AADqPgAAgj4AAAQ-AACiPgAABD4AAOg9AACaPiAAOBNACUh8UAEqjwIQARqAAgAAzr4AADS-AACqvgAAN78AANi9AABEvgAAMD0AAOg9AAC4vQAA6D0AAHS-AACWPgAAiL0AABA9AAAQPQAAoLwAAHy-AAA5PwAAmD0AAPI-AACAOwAAML0AAIA7AACIvQAAmr4AAIA7AAA8PgAAiD0AAJg9AADoPQAAMD0AAOC8AADgPAAAfL4AAIg9AACAOwAA2D0AAFw-AADYvQAALD4AAI4-AAAUvgAAgDsAAIg9AAAkPgAAUL0AAH-_AADCvgAAFL4AAJi9AADYPQAAqD0AAIY-AACoPQAAij4AAMg9AABQvQAAgDsAANg9AAAUvgAARD4AAMo-AABcvgAAzr4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=7I2mBXpEqO0","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["3776465049735415842"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"12492428260889886092":{"videoId":"12492428260889886092","docid":"34-6-8-Z20CF43A67B5083E5","description":"Hi everyone, in this video we are going to solve again a leetcode medium-level problem( Is Graph Bipartite?), which is based on Graph Data Structure and DFS (Depth First Search Algorithm).","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"1","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Is Graph Bipartite? | LeetCode Q. 785 | Python | C++ | Java | LeetCode Daily challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=O-xa1rIzX_I\",\"src\":\"serp\",\"rvb\":\"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_wAEAAAC9_7-AN75BPUI-wIA_wwEAAABAAAC-gH--QAAAPT7Cg3z_wEAABQJCAUAAAAY-AAO-AAAAAYXAPr-AQAACf_0CwT_AAAhAwn6_wAAAO8D-vn-_wAABQcB9QEAAAAJ8fgDAAAAACAALfqwwDs4E0AJSE5QAipzEAAaYPoHACPnB_DpCwH49vvwBur0Hwbj2PoAAPkA8v0Q9Aj5w84Y_AAZ_vEOzgAAADMTAQwYABk5Edn0-PjmCAjI_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_AAD4wQAAAEEAAIJCAAAQQQAAUEEAAADBAAA4QgAA2MEAABTCAABwwgAAwEAAACDBAAAwwgAAAEEAACRCAAAwwQAAwMAAABTCAABwQQAAjEIAACDBAABIwgAAgMAAAIC_AABAwQAAJMIAAGDCAACGQgAAcEEAAHBBAAAEwgAA8MEAAIBBAAAYwgAAcEEgADgTQAlIdVABKo8CEAAagAIAAFy-AAAsPgAAuj4AAAQ-AACgvAAAuj4AAKI-AAA_vwAAJL4AAIg9AABwPQAAEL0AAMg9AACWPgAAoDwAAPg9AAAEPgAA4DwAAGw-AADmPgAAfz8AAEC8AAA8PgAAFD4AAMi9AABEPgAARD4AAAy-AACYPQAARD4AABQ-AAAQvQAAML0AAIa-AACIPQAATD4AADQ-AACGvgAAfL4AADy-AAC2vgAAFD4AAGw-AAAcPgAAUD0AAJI-AACWPgAAFL4AAHC9AABMvgAAmD0AAEC8AADgPAAA6D0AABC9AACYPQAARz8AAIg9AABsPgAAED0AANg9AAAcPgAAJD4AAHC9IAA4E0AJSHxQASqPAhABGoACAAC-vgAAgLsAAGy-AAA9vwAAUL0AALg9AABkPgAA-D0AALi9AAAsPgAA2L0AADA9AAA8vgAAmL0AAIg9AADgPAAAEL0AACs_AACovQAAzj4AAKC8AADIPQAA6L0AAOC8AABMvgAA6D0AALg9AACIPQAARL4AADA9AABQPQAAED0AAIA7AABcvgAAiD0AAOi9AAAkPgAAqD0AAI6-AADgPAAAoLwAABy-AACIPQAAqD0AALg9AACAuwAAf78AAIa-AABEvgAAgLsAAAQ-AAAEPgAARD4AADA9AACGPgAAMD0AAKA8AADYPQAAkj4AAEA8AABsPgAAXD4AAFC9AACYvSAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=O-xa1rIzX_I","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["12492428260889886092"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"13616598462558999019":{"videoId":"13616598462558999019","docid":"34-10-7-Z85C71EA8740F02C9","description":"Hi everyone, in this video we are going to solve the Maximum Subsequence Score problem. It is a medium-level problem and is based on sorting techniques and heap data structure. We will cover the...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"2","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Maximum Subsequence Score | Leetcode Q.2542 | Python | C++ | Java | LeetCode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=O_9Drgle_XA\",\"src\":\"serp\",\"rvb\":\"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_gH79fwH-f39AOMQ_PgI_QEA_QkCBwcBAAAM9f_-AAAAAP0PCgr1_QEABA8GB_cAAAAY-AAO-AAAAAcN-fz-AQAACf_0CwT_AAAgB_j6_wAAAPcMCPr6_wAA_AT99AEAAAAJ8fgDAAAAACAALfqwwDs4E0AJSE5QAipzEAAaYAwKABfvDvTqExTtBRPxEdXpIP7W2-0ABQIA_Qgd-wb6yNUJEgAJ7fYOzQAAAD0C-hwPABY7DNMK_PTi__3K8hMTf9L9B_X7Fuzu_xvvESEO6PhBEwDhEB4JDOcXIQ_qBCAALb-sdjs4E0AJSG9QAiqvBhAMGqAGAACoQQAAoMAAADBCAAAIwgAAqkIAAChCAAAIQgAAAEIAANTCAABAQAAAAEIAAILCAAAAwgAAoMEAAAxCAABAQQAA2EEAAJjBAACowQAAAAAAALhBAAAUwgAAsMEAABxCAACAwQAAgD8AAADAAAAwQQAAAEIAACDBAACGwgAAgEIAAGzCAABkQgAA4MAAAAzCAADgQAAAvEIAAKBBAABIQgAApEIAABDBAAAgQgAAIEIAAEDAAADwwgAAwEEAABBBAACaQgAAqEEAAFTCAACAwAAAAMAAACDCAAA8QgAAMEIAANrCAABwwQAAAMAAABhCAACAQgAA-MEAAMjBAAD4wQAAPEIAAGjCAABwQQAA-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-AACYvQAAlj4AAIY-AABPvwAAPL4AADC9AACoPQAA2L0AAOg9AACOPgAAoDwAAKA8AADgPAAAiD0AACQ-AADGPgAAfz8AAKA8AABMPgAAcD0AAIi9AACAOwAAVD4AAEy-AAAQPQAAJD4AAFQ-AABQPQAAUD0AAES-AAAQPQAAPD4AABQ-AAA0vgAAnr4AAGy-AABUvgAAiL0AAMg9AAAsPgAAyL0AAIo-AADSPgAATL4AAMi9AABsvgAAJD4AAFC9AACYPQAAgDsAABy-AACoPQAAOT8AAFQ-AADIPQAAiL0AAAw-AAAEPgAATD4AAAS-IAA4E0AJSHxQASqPAhABGoACAAD-vgAAgDsAACy-AABRvwAAMD0AABQ-AAAUPgAAuD0AABy-AADIPQAABL4AAJg9AAAUvgAAcL0AAKg9AACgPAAAyL0AADk_AABAvAAArj4AAOC8AABwPQAA-D0AAMi9AACOvgAAMD0AADA9AADYPQAAML0AAJi9AACIPQAAMD0AAIi9AACevgAAmD0AAKi9AAD4PQAA6D0AAEy-AACgvAAAML0AADy-AABAvAAAcD0AALg9AABwPQAAf78AAKq-AADgvAAAdD4AAHQ-AABwPQAAJD4AAFw-AAB8PgAAMD0AAEA8AACoPQAAhj4AAKi9AACGPgAAdD4AAJg9AABUviAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=O_9Drgle_XA","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["13616598462558999019"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"14762464884386636515":{"videoId":"14762464884386636515","docid":"34-2-7-Z3E907440E28496C6","description":"Hi Everyone, in this video, we will solve the shortest bridge problem, it is a medium-level problem based on BFS, DFS algorithm, and graph data structure. We will cover the following points in...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"3","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Shortest Bridge | Leetcode Q.934 | Python | C++ | Java | Leetcode Daily challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=dnVw54xas4w\",\"src\":\"serp\",\"rvb\":\"EqwDChMzNzc2NDY1MDQ5NzM1NDE1ODQyChQxMjQ5MjQyODI2MDg4OTg4NjA5MgoUMTM2MTY1OTg0NjI1NTg5OTkwMTkKFDE0NzYyNDY0ODg0Mzg2NjM2NTE1ChMyNDk0Mjc4OTU4MDcxMzU0MTYxChM5ODY3NzIxNTI4NTI3MTU4MjgyChM5NTg2ODE1MjQ5MTIyMDg2NTQyChM3NzgxNzYxMjQ0NDk3OTQ4MTIzChQxMjYxMDcwNTAyMDk1ODM0MjQwNQoUMTI2NTMzODMwMTExNzkxNzgyODEKEzM0MjI1OTc2MTIwODA2NTk0NTkKEzkyMzU5MzEwNTA2MTg3MTY0ODcKEzY5MzQ0MzgwOTk1NDkyMDQyMDcKFDE0ODg5OTg2MzI3NTE1NDY2NzgxChMxNzkyMDc5MTQxNTU3ODc5NTI3ChQxMjIwNjM2NjAxNjkxMzUyNTc1MAoTMjE3MjY5MjU5Nzg1MzY4NzQ4NgoUMTYwMDE3OTc1ODYxNjUzNjgwMjUKEzU5Mjk2ODU5OTkyNzIxODg5NTMKEzMwMjgyODA3MDg5NzExOTg3NjEaFgoUMTQ3NjI0NjQ4ODQzODY2MzY1MTVaFDE0NzYyNDY0ODg0Mzg2NjM2NTE1aq4NEgEwGAAiRBowAAopaGhpd2R0cGhvaXN4YXdzaGhVQ0kyYm1mT3NGMlVHbVltSnlkOWx6akESAgARKhDCDw8aDz8TjA-CBCQBgAQrKosBEAEaeIEDAAALA_0A8PcCCAQE_gEEAAAC-P_-AOUP_PgI_QEA9RQIA_8AAAAI__r3-QAAAO32Cv_zAAEADQIJDwQAAAAX-AAN-AAAAAgH_wL-AQAACP_1CgT_AAAfAwj6_wAAAPUBA_v3AP8BBw_9-AEAAAAM8Pn0AAAAACAALWf5zTs4E0AJSE5QAipzEAAaYPz_ABjoD_gEKwf25gbaD-nnKg_Z2_H_BQAA8gL-9gnhqrwHBAAK4PwDvgAAADUXABEhAAVLC8gL-eva8gC3-RApf90A_vgLIvTcCQjsGhUM5f9bFQDQFBITG-chGg3k-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_AACYwQAAeMIAAMhBAACowQAAgMEgADgTQAlIdVABKo8CEAAagAIAAIq-AAB8PgAA2j4AAGw-AABQPQAA8j4AAJ4-AABnvwAAPL4AAKA8AADYPQAA-L0AAOA8AACKPgAAED0AAFA9AADoPQAAgDsAAFw-AADePgAAfz8AAKg9AAAsPgAA6D0AAKi9AAC4PQAAdD4AAHy-AAAwvQAAlj4AAII-AADoPQAAJL4AADS-AABQvQAAND4AAAQ-AAB0vgAAxr4AAJq-AAADvwAABD4AAIo-AABwPQAAgLsAAJY-AACyPgAABL4AAHC9AABUvgAAND4AAEy-AADIvQAAgDsAAIC7AACAuwAAeT8AAJg9AAA0PgAARD4AAEw-AACgvAAAJD4AAGw-IAA4E0AJSHxQASqPAhABGoACAADuvgAAgLsAADy-AAA_vwAA2D0AAOg9AAAcPgAAoDwAAAy-AABUPgAA6L0AALg9AAAUvgAAuL0AAFA9AACgPAAAUL0AAEE_AACgvAAAtj4AABS-AADgPAAAgLsAAEA8AABUvgAA2D0AAJg9AAAwPQAA2L0AAEA8AABwPQAAMD0AAIi9AADYvQAAqD0AAAy-AAAMPgAAcD0AAIK-AADgvAAAqL0AAOi9AABAPAAAcD0AAOA8AACAOwAAf78AAJq-AAAMvgAAMD0AAEQ-AAAQPQAAgj4AAKg9AAAkPgAAoDwAABA9AACoPQAAbD4AAEC8AABkPgAARD4AAKi9AAAkviAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=dnVw54xas4w","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["14762464884386636515"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"2494278958071354161":{"videoId":"2494278958071354161","docid":"34-10-5-Z6575B0F1482F8EA8","description":"Hi Everyone, in this video, we are going to solve one more medium-level problem. The problem name is Course Schedule and is based on graph, BFS, DFS, and Topological sorting concepts.","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"5","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Course Schedule | Leetcode Q.207 | Python | C++ | Java | JS | Leetcode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=u56qfJ1IjrA\",\"src\":\"serp\",\"rvb\":\"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_E8kMggQkAYAEKyqLARABGniBAgUC_v8CAPH3AggDBP4BBvUA-vj-_gDuBPz4BQAAAP8LAwAAAQAAAvsB_voAAADtBgMF8QEBAAIIARADAAAAFvkADfkAAAAIB_8C_gEAAAj_9goE_wAAHQQHCQAAAAD5Bv73_gAAAAEI-PoBAAAACPP5AgAAAAAgAC0zINc7OBNACUhOUAIqhAIQABrwAX8o-v_R5yP_zALpAdQO5wGN-g__ZAzKANTtC__KFtcABPLwAMPeK__mFvIAoxIMAeQFxv8YDwIBPw4F_xPuEwATCAcBN8oQATQd8__5EfQA7x8eADjbGv0o4gb_Hf_a_x_xE_wA_-sA2QHqAA_-PgEw7xEBK_z2_9kRLwPxGSAB_Obe_e8CDQLI8QX4Eh8cBgv91wAzJur_0wsRAwcd-gX-3xf87RHwAhgeCAXR5wD8wwwDCBEB3QEDCBsD8wAHAefwGPnt_fP5EvwR_DH29QbzFAb7D-wCEuMB9f7h3An3FvYI-Ncn_QTfJ__z-vj58CAALfnnFDs4E0AJSGFQAirPBxAAGsAH2EX5viisP7uCnOY8yXeEutU15Dz78c28LqmfvQMLu7xT8G-8PtDqPZnO8zydh1G7l8eqvhPH7Du-EZ28_b10PpJUS70Dsew8ye5dveJ-9jwY1ki9ptQFvj9MqboFZqq8K0t0vLO-97zHJEg7Cp0XPpObFbwRiq28hWB1vRsWXr2Bfjq88Mk7O6rQZb3SI3w8HnD9PXeAq7vR7xi7_1htPfSHhzo8VZk8k9STvdUqlTw84Z271jEzvY1S-Dw0P8i8XhyLPC6IrbyGh9k76_uFvT5oTL2HOxE8VMNePf9x5zye7hw9PSgIveO7Hj1nyyC8ezJaPSIWVrxc2yW8bazkvaYRLj2UTsE7hEvnPVE2QLx5TVm8D-kcvc3TTz2JdQ89QCt2u6lj-rzZegQ804bjPcx2aj3WdL08UqXcPEFxNrzEfgu8SDbXPUjfJLyiaQG73Z1OO5RnXrxs_Z27Z4I8PXoNuz3dbGK8GxRoveaszzzWXIm8T1xuPZG3PD1hfAe7FOeNPMazGr0nFCC8o8eEPYPHFLwbg0o7-limvctQkL0dp667d9zwPEb7Lj32Dae8i8ucPaQXer1feEq8CtvPvCpwFbxPfNK7gqtcPS9NkbwBw3I8sestvWuKtrxe3Uo7ByM2vbwcmzujyjC8bKd3vbWqAL0UcPg7rMP2PI1wqLvXi3y7T1BUO4Q1BL3lzCm63F_CPRlfb710B3i5DqqTPQnr9bwqL786ktikvLNW2TxHIck6cvFhvUTJPz2zOda6oZ3TPVGBmL2XnVE5_reSPAZcAT3bHSw4nV6evUMBW7zBBhq5W5Q5PcbPNTz_QRY5qz2RvRpSFb4wUQo6uEPgO4qMM7xNJDy5cjGWvcUeGj0sIJY54k0Gu6eZCb10N2U5DIwhPLjiJ7191cO4xeKcvJTdDD0UvbK3lNHQur0tgr3Q6AA4UZ9kvWaJqbyZ8Vc5D3davS1G-DxcHBY466RjPKKMor2_UmQ5Kdt2vOfssz0nn4A35Y5IPAmOJjzpW4S49kczPaY0cT0K7bG44s-bvTNQ-b1Gyg24_NKRPMOOcD1y2Dg4uOQovtF_hbyd-Bq5WXojvVVosL0M6DG4TYRtvXv6Y7yj-I644ZoLvlwFUb1nc5m2wqTYPTYqJr17tC25SV6nPSvoLLyWgXM3berZO7ANS7w9lkY30OaiPW-LiD3mn9G39nR6PeAP370_mZu3yvRwPSLhKz7xy4o4HjiCvTPznj2c5_K42hE4vS0rqDz0IiS4oLhNPfcfqb0rTb63IAA4E0AJSG1QASpzEAAaYDgFABnrKNznHjbqEOgHHMzwHOf3wwD_AfUAAAcOBf_1uLgwCf8U4w4SrwAAAFcU9xMeAAxoDtEF9LLnA9Wj5iUjf9rzPL72Lvvg6y8B_iIA2Q5KRgDhFdQTGu0EISIE5yAALYfYLTs4E0AJSG9QAiqvBhAMGqAGAABgQQAAoMAAAOBBAAAowgAAoEIAACxCAADgQQAAgEEAAOrCAAAAQAAAAEIAAHTCAADwwQAAAMEAAAhCAACgQQAA4EAAADjCAAAAwAAAiMEAAIhBAAAUwgAAgMEAAGRCAAC4wQAAMMEAAIA_AACAQQAA4EEAAJjBAACowgAAfEIAADzCAAA0QgAAQEAAACjCAAAAQAAAukIAAKhBAABQQgAAmkIAAMDAAABAQgAAwEEAAOBAAADswgAANEIAAAAAAACkQgAA4EEAADDCAACAwAAAgMEAAFzCAABEQgAAEEIAAMjCAACgQAAAAEEAACxCAAC4QgAA-MEAANjBAADgwQAATEIAAJDCAACgQAAALMIAABhCAABwwgAAyEEAAKxCAAAAwgAAVEIAABDBAADAwAAAqMEAAChCAAAUQgAA-MEAAIbCAAAAQQAAFEIAAMBBAACIwQAAQMAAABDBAABgQgAAUEIAAMBAAADowQAAEEIAAPjBAAAkwgAAmEEAALDBAAAowgAAgEAAADBCAABAwQAANMIAABRCAAAgQQAAyMEAAHDBAAC4QQAAhEIAAOBBAACgQAAANEIAAJhBAABAwAAACMIAANhBAADYQQAAiEEAAOBAAAAwwQAAmEEAACDBAACAQQAAAMMAABTCAABUwgAAwEEAAIxCAACKwgAAAEEAADjCAABAwgAA8MEAAEDBAABgQQAAkMEAAOjBAACAQQAA4EEAAABAAAAAAAAAZMIAADhCAAAAwgAA2MEAAMjBAACGQgAAoMEAAFTCAACIQgAAAMEAAMDBAAAMQgAAwMEAAIBAAAAYwgAA-EEAALbCAADIQQAAoMIAALDBAABIQgAAgL8AAABBAADgQQAAGMIAAIDAAADYwQAAgMAAAFxCAACoQQAAIMEAAMDAAABEQgAAkMEAAAjCAABUwgAAwEEAAOBAAAAswgAAQEEAAHRCAAAQwQAAIMEAAHDBAADAwAAAVEIAAHDBAAB4wgAAMEEAAOBAAABAwAAAqMEAAFTCAABkQgAA2EEAAIBAAACAwQAAjMIAAPhBAABwwQAA0MEgADgTQAlIdVABKo8CEAAagAIAADS-AAAUPgAAtj4AAMg9AAAwvQAAAz8AAKY-AABnvwAALL4AAFA9AABAPAAAiL0AAOi9AAD-PgAAML0AACw-AADYPQAAiL0AAAQ-AADOPgAAfz8AAFS-AACOPgAAQDwAABS-AAAUPgAAij4AAGy-AAD4vQAAgj4AAIY-AABUPgAAuD0AAMK-AACgPAAAfD4AABQ-AACWvgAAxr4AAJi9AADSvgAAoDwAAKI-AACgPAAAoDwAAJ4-AAABPwAARL4AAGy-AAD6vgAAiD0AACy-AADoPQAAgDsAABC9AAAwPQAAYz8AAPg9AABkPgAAML0AABQ-AADIPQAALD4AABQ-IAA4E0AJSHxQASqPAhABGoACAACuvgAANL4AAFS-AABHvwAAcL0AABA9AACIPQAAHD4AAHS-AABQPQAAyL0AAOC8AAD4vQAAPL4AALg9AACAuwAAQDwAADk_AACAOwAAnj4AABC9AAA0PgAAUL0AAIC7AABMvgAAyD0AAOA8AAAQPQAA6L0AAIg9AAAEPgAAUL0AALg9AAAEvgAAZD4AAOi9AABQPQAAqD0AAJ6-AAA0PgAAqD0AANi9AACAuwAA6D0AABS-AABwvQAAf78AAEy-AAB0vgAAyL0AAAQ-AACAOwAAdD4AADA9AACmPgAAQDwAAKA8AABsPgAA-D0AACy-AAAEPgAAsj4AAHC9AAAkviAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=u56qfJ1IjrA","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1920,"cheight":1080,"cratio":1.77777,"dups":["2494278958071354161"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false,"videoContentId":"1844220940"},"9867721528527158282":{"videoId":"9867721528527158282","docid":"34-6-14-Z349E089BD300AABF","description":"Hi Everyone, in this video we are going to solve the Unique Binary Search Trees || problem on leetcode platform. The problem is based on backtracking and recursion concepts and is a medium-level...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"6","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Unique Binary Search Trees || | Leetcode Q.95 | Python | C++ | Java | JS | Leetcode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=GQCebxDZUDE\",\"src\":\"serp\",\"rvb\":\"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_E-8LggQkAYAEKyqLARABGniBAgUC_v8CAOsFB_0DAAAA8vAKBPz-_wDmDv34B_0BAP8LAwAAAQAACvf__gAAAAD1_AkL9P8BAA0CCQ8EAAAAGAgKC_sAAAAIB_8C_gEAAAj_9goE_wAAEgoIAf8AAAAABAP2-_8AAAUGAfYBAAAAAun2AwEAAAAgAC0zINc7OBNACUhOUAIqcxAAGmALAAAW5QH46_UV4QHy_QTX8R_zwMwL_wrpAAfzAPn_8by6-_0AA9z9G78AAABHI_0fIwAcThXLAwzm4Pv9weMRDn_E8xLq9g_56wch8xAb_uAGWD8A2g8dB_zuGioW9QEgAC1YrU47OBNACUhvUAIqrwYQDBqgBgAAwMAAAEDAAACQQQAAfMIAABRCAAA8QgAA2EEAAFDBAADCwgAAkMEAAERCAACKwgAAIMIAAHDBAADoQQAAcEEAABBCAAAowgAAAAAAAKjBAACgQAAAIMIAAOjBAACcQgAAcMEAAMDBAABwwQAAQMAAAMhBAAD4wQAAnMIAAJ5CAAAgwgAAqEEAAIC_AADgwQAAoEAAAO5CAAAAAAAADEIAACRCAADIQQAAaEIAAFBBAACgwAAA3sIAALBBAACgQAAAhkIAAAxCAACwwQAAgMAAAOjBAADIwQAAHEIAAKhBAADSwgAAEEEAAAAAAAA4QgAAwkIAAEDCAACAQQAAoMEAAExCAACIwgAAgL8AAEjCAADwQQAAaMIAADRCAAC4QgAA-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-AABwPQAALL4AAII-AAAUPgAAG78AAJK-AAAQvQAADL4AAHw-AACAOwAAkj4AAJi9AAAwPQAAqL0AAKA8AAAcPgAAET8AAH8_AAAUvgAAyD0AAEA8AAAsvgAAcD0AAEA8AACKvgAAqD0AAJo-AACoPQAAoLwAAKg9AACWvgAAUD0AADw-AABcPgAALL4AAIa-AABQvQAAhr4AADA9AAAMPgAAiD0AAKA8AABcPgAA0j4AAFy-AACgPAAAqr4AAIA7AACgPAAAiD0AAEA8AAD4vQAA2D0AACU_AAD4PQAAkj4AADA9AACoPQAAyD0AAEQ-AAC4vSAAOBNACUh8UAEqjwIQARqAAgAAAb8AALi9AAAMvgAAQ78AAIC7AABwvQAAFD4AAJg9AAAcvgAAHD4AAMi9AABQPQAAVL4AAMi9AABwPQAAQLwAABS-AAA_PwAAoDwAAMI-AAAwPQAAyD0AAPi9AAAQPQAAdL4AADC9AACYPQAAFD4AAKC8AAAQPQAAmD0AADA9AACAuwAAVL4AAEQ-AADovQAAmj4AAKA8AACSvgAAbD4AADC9AACCvgAAFL4AAPg9AACIPQAAEL0AAH-_AACSvgAAPL4AAKC8AACYPQAAUD0AAEQ-AACAOwAAmj4AAIg9AACAuwAAND4AAJo-AACgvAAARD4AAKI-AACgvAAA6L0gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=GQCebxDZUDE","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["9867721528527158282"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"9586815249122086542":{"videoId":"9586815249122086542","docid":"34-0-6-ZDAFCEB59D89438E4","description":"Hi Everyone, in this video we are going to solve the Permutation problem on leetcode platform. The problem is based on recursion and backtracking concept and is a medium-level problem. code...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"7","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Permutations | Leetcode Q.46 | Python | C++ | Java | JavaScript | Leetcode Daily challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=azFYKQe4Vdc\",\"src\":\"serp\",\"rvb\":\"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_E_oLggQkAYAEKyqLARABGniBAgUC_v8CAPX-CgwCBvwB9fj7_Pr-_QDmAwT9Cf0BAAMED_3-AQAACv33_AMAAAD8AgQE9f4BAPUECg4EAAAAFvkADfkAAAAODPwD_gEAAAj_9goE_wAAHQQHCQAAAAAABAP2-_8AAAEI-PoBAAAACPP5AgAAAAAgAC0zINc7OBNACUhOUAIqcxAAGmAGBQAx4hYA4P8P4xIJ6gLj6CT_4NL6_wD1ANMRHPv03ry6CSYAGv0DGrsAAABRKvMuFgAQVR7cBPPl3RHmuvEMFH_cAhPO-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_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-AADgPAAAiL0AAJo-AABUPgAAX78AAJK-AACIPQAAoDwAAAS-AACAuwAAyj4AAFC9AAA0PgAA4LwAAEC8AADoPQAA4j4AAH8_AADovQAAij4AAKi9AABsvgAATD4AAPg9AAAcvgAAED0AALg9AAB8PgAADD4AAGw-AADmvgAAUL0AAAQ-AABUPgAARL4AAGS-AAD4vQAAur4AAHA9AACKPgAAgDsAADy-AADaPgAABT8AAKa-AAAsvgAAor4AAGw-AAAkvgAAiD0AABC9AAAMvgAAiD0AAFk_AACGPgAAjj4AAPi9AACoPQAAML0AAEQ-AACAOyAAOBNACUh8UAEqjwIQARqAAgAA8r4AAJi9AAAMvgAANb8AAIA7AAAQvQAAFD4AAKg9AADYvQAAuD0AAGy-AACoPQAAyL0AAMi9AAD4PQAA4DwAABC9AAA_PwAAuD0AAL4-AADgPAAAyD0AAKC8AACgPAAAdL4AADA9AADoPQAAcD0AAJi9AABQPQAA4DwAAEA8AAC4PQAAnr4AAMg9AADgvAAAyD0AAHA9AABkvgAAFD4AAEA8AACYvQAAqD0AAFA9AAAEPgAA4LwAAH-_AAC2vgAAJL4AAFC9AABMPgAAUD0AAFw-AADgPAAAqj4AAFA9AACgPAAAmD0AABw-AABQvQAATD4AAJY-AACovQAAZL4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=azFYKQe4Vdc","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["9586815249122086542"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"7781761244497948123":{"videoId":"7781761244497948123","docid":"34-3-13-Z2FED7820B6CDCF03","description":"Hi Everyone, in this video, we are going to solve one hard-level problem. The problem name is Minimum Cost to Make Array Equal and is based on the array and binary search concepts. We will cover...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"8","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Minimum Cost to Make Array Equal | Leetcode Q.2448 | Python | C++ | Java | LeetCode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=aZWn41ffz-A\",\"src\":\"serp\",\"rvb\":\"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_E44OggQkAYAEKyqLARABGniB_w___gf4APvzCQD6Bv4CEfL5AvUA_wDX8_b1B_kDAPgMDPj-AQAADAQH9_oAAAD7AwQF9P4BAAQPBgf3AAAAEgf-CfUAAAAHDfn8_gEAAA8F_QYE_wAAFQQB_f8AAAD3DAj6-v8AAPwT8_QBAAAADvj2BgAAAAAgAC3_AL87OBNACUhOUAIqcxAAGmAQDAAk2QXr7wMF_Q0D8hTm5B0B38rrAPz3AO4QDQoG9MbNCwwABvUCCMkAAAA2AfkZBwAcPBPO-hTz9QfryO0IEX_cCQTvCxD4APUM5hkmDQT4RQAA5wAiAh_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-EEAAIDAAAAwQQAALMIAACRCAACOwgAAmEEAAJ7CAADQwQAAdEIAAOBAAADQQQAAcEEAAIDBAABQwQAAkMEAABBBAACGQgAAqEEAAIBAAAAAwQAAWEIAAMjBAAAwwQAASMIAAKBBAACAQQAADMIAAPhBAAB0QgAAuMEAACDBAACYwQAAgEEAAHhCAACAwQAAjMIAAKBBAACYQQAAoMEAAMDBAABgwgAAJEIAAAxCAABgQQAAyMEAAGTCAAD4QQAAsMEAAJDBIAA4E0AJSHVQASqPAhAAGoACAABAvAAA6D0AAIY-AACCPgAAQDwAABw-AAAMPgAAJ78AAEy-AAAwPQAAoDwAAFA9AACYPQAAlj4AAIi9AAC4PQAAuD0AAKg9AAAMPgAAqj4AAH8_AACAuwAATD4AAKA8AADgvAAAUD0AAHA9AADovQAAcL0AACQ-AAA0PgAAmD0AABA9AAD4vQAAQLwAAJI-AAAcPgAABL4AANK-AAA0vgAAmr4AAPg9AAAwPQAA2D0AAPi9AABsPgAAzj4AADS-AAAwPQAAJL4AAEQ-AACgvAAADD4AAIC7AABMvgAAgDsAAA8_AAAsPgAAHD4AAHA9AABQPQAAEL0AABQ-AABAvCAAOBNACUh8UAEqjwIQARqAAgAAsr4AAEA8AAA0vgAAQb8AAEA8AAAMPgAAPD4AADQ-AAD4vQAAyD0AABy-AADIPQAARL4AABC9AAAQPQAAQDwAAGy-AAA5PwAAuL0AAKo-AABAvAAAcL0AAJi9AAAwvQAAfL4AAOC8AAC4PQAAMD0AAJi9AABQPQAAUD0AAKA8AADYvQAATL4AAIA7AAAEvgAABD4AAIA7AACSvgAAMD0AALi9AAA8vgAA2D0AAPg9AAAUPgAAQDwAAH-_AABUvgAAED0AAIC7AAD4PQAAmD0AABQ-AABAPAAAmj4AAHA9AACgPAAAcD0AAJY-AAC4PQAAdD4AACw-AADIvQAATL4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=aZWn41ffz-A","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["7781761244497948123"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"12610705020958342405":{"videoId":"12610705020958342405","docid":"34-6-1-ZDB4E5E4201EB15CC","description":"Hi Everyone, in this video we will be solving one more medium-level problem. The problem name is Non-Overlapping Intervals and is based on interval and sorting concepts. code...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"9","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Non Overlapping Intervals | Leetcode Q.435 | Python | C++ | Java | JS | Leetcode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=iF16vxyljLU\",\"src\":\"serp\",\"rvb\":\"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_gIA9AIMAAIE_gEG9QD6-P7-AOYO_fkH_QEA-gUHBPkBAAAK_fj8AwAAAO0GAwXxAQEAAggBEAMAAAAW-QAM-QAAAAUB_Qf_AQAAAfnyAwP_AAAe9gYDAAAAAPsBCQD7_wAAAQj4-gEAAAAA9fT-AAAAACAALV2u2Ds4E0AJSE5QAipzEAAaYAsLAB3wBfnpAwzsB_j2A_TmGfrl1AYAD_gA9_QB_Ab6y8wTDwAe-Q0QzwAAADIs_h8aABM6CuD7Au3tBOvG7QoIf-r1Fvb7FO_wBRT7GB0R5vxPFQDzBRoIAvIAIB7vAiAALbPOfzs4E0AJSG9QAiqvBhAMGqAGAACoQQAAgEAAAABCAAAYwgAAoEIAAAxCAADoQQAAwEEAAN7CAAAQQQAAGEIAAIjCAADwwQAAIMEAABBCAACAQQAAwMAAABDCAABgwQAAkMEAAEBBAAAIwgAAQMEAAHBCAACwwQAAMMEAAEDAAADgQAAAFEIAAIDBAACswgAAjkIAAFTCAAA0QgAAIEEAAATCAACgQAAA2EIAABBBAAA4QgAAoEIAAIDAAABIQgAAsEEAAEDAAADmwgAAAEIAAAAAAACWQgAA8EEAACjCAABAwAAAQMEAADjCAABAQgAACEIAANLCAAAgQQAAQMAAACBCAACqQgAAFMIAALDBAADowQAAWEIAAHTCAAAAwQAASMIAAAxCAACEwgAAEEIAAMhCAADIwQAAQEIAAIDBAABAwQAAqMEAACRCAAAMQgAA-MEAAJrCAAAQQQAACEIAANhBAADIwQAAgD8AACDBAABUQgAAVEIAABBBAAAIwgAAEEIAAAjCAAA4wgAAqEEAAKjBAAAQwgAAAEAAADRCAABgwQAAPMIAACRCAAAQQQAA0MEAACDBAACoQQAAeEIAAABCAAAAwAAAPEIAALhBAACAvwAA4MEAAKhBAADgQQAAoEEAAIC_AABQwQAAcEEAAAAAAABwQQAA_sIAAATCAAA0wgAAgEEAAI5CAACIwgAAAMAAAAzCAABUwgAACMIAADDBAAAgQQAAqMEAABDCAACYQQAAwEEAAMBAAACAwAAAaMIAADBCAADowQAAwMEAAKDBAACCQgAAoMEAAHzCAACAQgAAiMEAALjBAAAMQgAAuMEAAMBAAAAAwgAAuEEAAK7CAACoQQAApMIAAODBAABcQgAAAMAAAFBBAACYQQAAAMIAAIjBAABwwQAA4MAAAHhCAADIQQAAgL8AAADBAABoQgAAsMEAALjBAABMwgAA0EEAAABAAAAwwgAAmEEAAFhCAAAwwQAAMMEAAJDBAABAwAAAXEIAADDBAAB8wgAAmEEAAKBAAABAwAAAwMEAAGDCAABAQgAAwEEAAIBAAADYwQAAhsIAAAhCAABgwQAAoMEgADgTQAlIdVABKo8CEAAagAIAAIi9AADoPQAAtj4AAFA9AABQvQAAZD4AAPY-AABxvwAAgr4AAIg9AADoPQAAEL0AAAy-AAC6PgAAoDwAAJg9AAAwPQAAED0AAEw-AADOPgAAfz8AAJg9AACKPgAAgLsAAMi9AADgPAAAJD4AAFy-AACovQAA2D0AAGw-AADIPQAA6D0AAFy-AACYvQAAJD4AAII-AABEvgAA2r4AAAS-AACKvgAAHD4AANg9AADYPQAALL4AAJ4-AAD2PgAAVL4AAMg9AACSvgAAXD4AAOA8AABwPQAAED0AADy-AAAwPQAAXT8AABA9AAAMPgAAUD0AACQ-AABEPgAAbD4AAOi9IAA4E0AJSHxQASqPAhABGoACAAC-vgAAUL0AALi9AAAxvwAAQDwAAOC8AABAPAAA6D0AAEy-AAAcPgAABL4AAIg9AABQvQAAVL4AANg9AACAOwAAcL0AAEU_AAA0PgAAoj4AAFC9AAAsPgAAUD0AAKA8AACmvgAAED0AAFA9AABQPQAAqL0AAEC8AACYPQAA4DwAAIg9AAAkvgAA2D0AAFC9AAD4PQAARD4AAI6-AAD4PQAA4LwAABC9AABQvQAAED0AAJg9AABQPQAAf78AAKK-AACovQAAyL0AAEw-AAAwvQAAqj4AAFA9AACiPgAAoDwAABA9AABAPAAAqD0AANi9AADoPQAAoj4AAPi9AABcviAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=iF16vxyljLU","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["12610705020958342405"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false,"videoContentId":"3436093939"},"12653383011179178281":{"videoId":"12653383011179178281","docid":"34-10-5-Z09D7F247B584D192","description":"Hi everyone, in this video we will see how we can traverse binary tree in preorder manner using iterative approach. Chapters: 0:00 Understanding the problem 2:10 Logic 6:43 Implementation...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"10","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Binary Tree Preorder Traversal || Q. 144 || Iterative Approach || Easy || Leetcode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=oJ1ve8HQw5g\",\"src\":\"serp\",\"rvb\":\"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_QAPAxMA9wEAAOMC8PcD_AIAAQv6AAYBAAAC8_vz_wAAAPb--wj0_wEACPz1_fgAAAAOAAQP_gAAAPsQ-v_-AQAAAwAA_AP_AAASCggB_wAAAPkGAQYEAQAAAQIJAAAAAAD98voEAAAAACAALcoA0Ts4E0AJSE5QAipzEAAaYAgTACDm6OAA7wzfAwLq3gf0HgLp1TQAAt0A9_nQ8RDe2N8HBgAUyw8TyAAAABsS9CI9APFD_9_h8AX3_OzHBwsmf__9Av7-E-cCB_DgHBn07hdDDgDr_jAPBvEMKAT3CSAALZCyaTs4E0AJSG9QAiqvBhAMGqAGAACAQQAAcMEAABRCAAAUwgAAAEAAAJBBAABMQgAA4MAAAKjCAACQwQAA2EEAAJLCAACAwgAA6MEAAIhBAADAwQAAMEEAABTCAACQwQAAYMEAAIhBAABIwgAAAMAAAIpCAAAwwQAAAMEAAJDBAAAkwgAAGEIAAIA_AABYwgAAnEIAAFzCAABQwQAAyMEAAGDBAABgwQAA7kIAAFDBAAA0QgAAdEIAAIBBAACoQgAAWEIAALjBAAC8wgAA8MEAAKBAAACGQgAA8EEAAPDBAABAwQAAAMEAAMDAAABwQgAAmEEAAPrCAAAcQgAAYMEAAFxCAACwQgAAKMIAAJBBAAAIwgAALEIAAADCAAAYwgAAZMIAAABCAABswgAAdEIAAMpCAACIwQAAGEIAAGDBAABowgAADMIAABhCAAAQQgAA4MAAAKrCAACAwAAAoEEAAJBCAABgQQAAQMAAAARCAACcQgAAVEIAABTCAAAQQQAAYEIAAIjBAAAkwgAAwMAAADTCAABgQQAAwEEAABhCAADYwQAAaMIAALBBAAAAQQAAOMIAAAjCAADIQQAAsEEAALBBAACYwQAAKEIAADRCAABAQAAAMMIAAHBBAACgQAAAgEAAAKBAAACYwQAAEEEAAIA_AACAQQAAwsIAAMjBAAAIwgAAqEEAABRCAAD4wQAAmEEAAMDBAADowQAAIMEAAHDBAAC4wQAAgMEAANDBAACgQQAA4EAAALBBAAAAAAAAoMIAAABBAADAwAAAEMEAAKDAAACgQgAAkMEAAJDCAADwQQAAQMAAAGDBAAAAAAAAuEEAAOhBAABAwQAAoMAAAAzCAACAvwAAmsIAAATCAABgQgAAsMEAAPBBAABwwQAAisIAACDBAAAcwgAAcMEAALJCAAAAQAAAQEEAAODBAABAQgAAgMEAAIA_AAAUwgAAuEEAAIDBAACAwQAAKEIAAChCAABgwQAAEMEAAADCAABAQQAAkEIAAATCAABswgAAAMEAAMjBAACAQAAASMIAAKbCAABoQgAA4MAAALhBAAAswgAALMIAACxCAABIwgAAAEAgADgTQAlIdVABKo8CEAAagAIAADS-AAC6PgAAnj4AADQ-AACgPAAAqD0AAGQ-AAAtvwAAdL4AAJg9AAAMPgAAbD4AANg9AAC6PgAAQLwAAPi9AADgPAAA2D0AABQ-AAAJPwAAfz8AADC9AAB8PgAAuD0AADC9AACIPQAAiD0AADy-AACoPQAAbD4AAKg9AACoPQAADL4AAKi9AABQPQAAED0AAAQ-AABsvgAAtr4AAJ6-AABUvgAAgDsAAHC9AACAuwAAoDwAAIg9AAB0PgAAqr4AABC9AABEvgAAFD4AAFA9AADIPQAABD4AALi9AACgPAAALT8AABA9AACIPQAALD4AANg9AABAPAAABD4AACy-IAA4E0AJSHxQASqPAhABGoACAADOvgAAmD0AAEC8AAAjvwAAEL0AAFC9AAAsPgAA-L0AAHC9AACePgAAUL0AAHC9AAAQPQAAiL0AAHA9AACIvQAA4LwAACU_AACgvAAAmj4AAIC7AACAuwAAQDwAAIA7AAAQvQAAMD0AAOA8AADIPQAAoDwAAIA7AABAPAAAqD0AALi9AAAsvgAAqD0AAKC8AACKPgAAlj4AAEy-AAAwvQAAcD0AAEC8AACoPQAA4LwAAPg9AACovQAAf78AAFA9AAC4vQAAiD0AAEQ-AABQvQAAXD4AAAw-AABQPQAAED0AAIA7AABwPQAAUL0AAOC8AAAsPgAAiD0AAKg9AACAuyAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=oJ1ve8HQw5g","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["12653383011179178281"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"3422597612080659459":{"videoId":"3422597612080659459","docid":"34-2-15-ZAE5595555C3FBD7F","description":"Hi Everyone, in this video we are going to solve the Soup Servings problem on leetcode platform. This problem is based on dynamic programming and recursion concepts and is a medium-level problem...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAYFBwIDBAEI/8QARxAAAgECBQEDBwcGDQUAAAAAAQIDBBEABQYSITETQVEHFBYiMmHRFSMzVHGRoTd1gZKxsyQ1UmR0oqOywdLT4fAlNEJlcv/EABoBAQADAQEBAAAAAAAAAAAAAAABAwQCBQb/xAAzEQABBAADAgsIAwAAAAAAAAABAAIDEQQhMRITBRQyQVFScZGhsdEiI1NhosHS8DOB8f/aAAwDAQACEQMRAD8A+cYgOyXgeyO73YysPAfdhZTUdUqBfNqY2AF7N8ce+ktV9Wpv63+bBTaZbDwH3YaNO6dp83yfL5GKUytmzQVtWWHzEJSLaSCem5msfE89MVl6S1X1am/rf5seHUdSTc0lKT4kN8cVTMc9tNdRXTXAHMWrnOjNNU6zVNRmtY0UNXFHJCYwrRqeyLLISvF97gP6o9Toebaq3TtAJqeho6CCKhlqmhrMyqJQ81G/nDKE4YKvqBLXBDb73t0pwaiqBa1JS8dPVbj8cHpFUfVKXw9lvjjIMHMNZSf69CO3O1ZvWdVXNl+ksnikmqJ1qZNlM7yUc8sO6jY08rL25Htesq7dtjci/PB55tM5FlesshoGrfP6SpYGpaZdsbKOjAi10brYHutc3xUPpFUcfwSk46eq3H4499I6kXtS0ov14bn8cBhJtokynMVp25683+3qm9bXJVtDJ9MZq0dTQNUo0xkVKaDbGsrQwI7CNZCzKZHYhAxNgD1PGJWDSWnkFCWkLxwVrLNO0kXZyfPwgQSgG+/a7rdePUY8i9qQOo6k3vS0pv1uG+OPPSKo6+aUvS3st8cHYKU0BKaH7+96kTN52q4p9I6dgooKybNamQSUz1DJAqBW9myIzC11LbSOTxfjpjXmWkMmipMznosxqJ/M4ZWTtGiVWaOaSMksLj1gisqcE7iNxIF6h9I6m9/NaW/jZvjg9I6m9/NaX9VvjiRhZhXvT3DuUb1nVTPYeA+7BYeA+7Cz6SVf1em+5vjg9JKv6vTfc3xxvVNpmsPAfdgws+ktYBxT033N8cGCWoTBh50zkmnKvTsNTXUucPWs53NAFMRQOAevO61/de2O06f0YBwM7a4sp7NB61zx7fPFv2WxFhQq5wYfcy0/p0SRLlkWYS7gd61C7SpvwBtY3478cYyPLybCla/X2mxKJOwYcDkmXAAmmax6He3P44PkXLfq5/Xb44Ik/Bhw+Rct+rn9dvjiK1NQ0VJHTmkjZC19+5r3It0wRQqqWYKoJJNgB34k8xpIIqCl82vK7BmlYdQQASLdwF/2/YI+laNJ1aTtAoN7xmzA9xB+3ExmWaQVMQaNqhZQrDhQL3Fjc3Pd4eONMIj3bto5rk3a3Nk1OEYxU0suzcDeqCE7UDMeUsOvS9/tx26f0h8u59TZPCzUEzyyJK0kgmVVRA9xtAuebWvjRRZ1lE6EZpla3uh+a3MHIsGYgsADYfecaItS1GXZhTVeRQRZdLSyu8ckakltw28hrjp3e/Ghhw7XBz822LA1q8+Yea8uQYtzHNjydRonS6y5zlfyV11WjtOjSVTkiw5ZLVmIRRTx0w7RXsBuuOeoJ6+NzhN0/wCTfLpKyXK6wtUVS1ZhSUSGNWWylTbu4OMqnyoUvovClI1ZFmiwBGBiUpv223Xva27m1unGNehvKHRZbls1VmdVLJnE1U8js9IHQKQu1lPcwI7hYD7se8cXgJZR7LbDSBenytboOCIODMPsNmdK9xDiejLMAdq5/KBorKcg0rPUjLqunri8TQs891CEkEFbdTcd4t4c4MHlH13l2otNeYRTM8sYRYgICg2hrm5J93wAwY8XhcRb4GPZzGezpdn7UrI7r1XHoyphh09As1ZmcA3NYU7EJa556jm9sdVe1GoQ0M1azBix7ZQLHxFiecYaDqa1NPQw00DSoCzG1a0XO7g23Accd2J1KvOFjS1P7UQ5+UWFwT1tv4vY8e/HkBoBtWE2lrtJQ4ffJvHINzcYA0oNw0l9tr89PhhtE2oaFkZaF4HVxJGwzQki1+fpPcR+HhjyHMc+kqFeGCU1G7csnyq+7cLm/L26knHSJTtIyqLOQB6osfwxiAT0BP6MTOZ12paCstXZlXJUMtyfO959pupVjbndx7/fjh+VMy2FPP6raQBt7U2sOgtgi5NrfyW+7EBrD6Om+1v8MNS5pmaiy5hVKALcSsOPDrhb11VVNWtI1VUSzFAyqXa+0ccDBEv5dAtTX09O5IWWVUJHUAkDDzqrUdBkmp80yWg0bpnzXL6yWlhM9K8sjLG5UFnL3Zja5Piegwl5F/HVF/SI/wC8MSflI/KJqX87VX758YpYxLOGu0o+YVrHFrCR0qd07qNs6z2hymn0hpBJaydIVZsvchSxtc2cmw64sSDRmay1awDJdAgGUqXOWzbQh3iN77rHcY2FgePVPO4XoKnmmpp0np5ZIZo2DJIjFWUjoQRyDiRXUuolkEi59mgcSNKGFXJcOwszdepHBPfjPiODnOPujXefurI5wOULU7UaxWCokgk0bpIPGxVv+nuOQbd73x5BrWnaZFl0VpOSMsAyiiddwvyLiS4+0YT2JZizEkk3JPfjKD6ZP/oftxq4lDWnifVV75ymNeZbTZPrbPMpog4pqOvmghDm5CK5ABPebAc4MdnlY/Kfqf8AO1T+8bBizCuLoGOOpA8lzIKeQOlTWjkibI4e0iyxzZv+5mZD7XuI/wCXxMQxU+9A0ORNfb9JUMvd32It7/fhHybU8mW0CUq0FLMFv60saseTfvH/ADnHYmtpkIIyuia1vaiRugtzcYvXCc62npEJ2UWmY/Vv8xXPJ3DkXY3PgPG+MIIaY1BVqbTrjc3EtU6qf0hhYeGFOfXk0t75Plcdxb5umRe4C/C8HjGMeuZ0k3jKsvbkmzwIwN/cVwRM+d0sQlZ4RktOsacxUVWZATubxJLH9NrWxE4iMw1g9bMJXy2lhsNoSnRYlAuT0A9/Xwt4Y5vST+Z/2n+2CJgxA6w+jpvtb/DGPpJ/M/7T/bHBnGZ/KCxjsez2E/8Ale97fDBFryL+OqL+kR/3hi1cx0hpHPs41BUZjqqmyTNDqatjkFVUxWaEM5Xs4yRzuBDNIyKLrtLG4xUEErwTJNE210YMp8CDcYc8y1TpPNMwqMzzLRczV1XI01S1Pm7xxtIxuzKpRioJJNrm18ZJdtkwe1pcKIyrpHSQrW0WkE0pyXyXaeXTmZZ1D5RsoqoaKDtB2MYIZzGzIhu4ZS7IyBdpbodtr220vk+0FmGV5bVr5Q8vyd5aOlapgqpUqJhM7ESkhCFRVtcLuZrFdwTnCt8t6HsR6F19j/7xv9LAucaHZgq6JrySbADO2/0sTxiT4Tvp/JRsN6w8fRMlFoDQM+XRu/lMoIpJ1hnQvCA8SSBh2bpvsHVuXsx2gcbr8Ya58mOVaV0/FmY1lR1tXLFTzwUfZLG08byMhdPXLFRtuLqDY3IFrYia2fTFDXeY1nk8zimq7qOwlzd1e7dBtMN7nwxuiqNPF6qpXyb5vP8AJzAVXaZtKyQkEgLJaIEC6kWuOh5FsRxiT4Tvp/JNhvWHj6KH8rH5T9T/AJ2qf3jYMROdVlfnuc5jnNTFunqZpKqoMUZCoWe5Nu4XYD9IwYtw7DHE1h1AAXLztOJCsLQWdomlaPK6jJMmrYe0ZS9TTFnZTLu2kgi43KD+i3S4xMVFdl89HAJdM5E6UtHHJAhpm2oWsSLbuR63ffuvfBgx81iHFs7qPOfNelGAWC1WGuJYZtQyyw0VJRKyJ81TR7Iwdo5AvxfEHgwY+lw38LewLzpOWUYMGDFy4RgwYMERgwYMERjoy2sny/MKevpWCz00qyxsRcBlIINj15AwYMET7lnlDzTLSYaHLcsgikqO1KL23DSKC5B7TcGuOHB3AXAYKSDtq/K5qeeGJZafKTDMiiWIUxVXCu5A4YEC5ubEXtzcFgTBgikvKF5QM6qsipKcw0cMeeZZNJWLEJFFzUy8KN9lF0BP8o+1usLGDBgi/9k=","isBase64Poster":true},"target":"_blank","position":"12","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Soup Servings | Leetcode Q.808 | Python | C++ | Java | JS | Leetcode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=SRFHPewP5hM\",\"src\":\"serp\",\"rvb\":\"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_E_sLggQkAYAEKyqLARABGniBAQj6-QAAAPQBAwUIBf0B-_b9Bvr9_QDmDv34CP0BAAkQ-gT8AQAABQAAAQQAAAD1_AoM9P8BAAIIARADAAAABv8DDvUAAAAQCQYD_gEAAAwM8gwD_wAAFv4GAwAAAAAABAT2-_8AAAwI-PwBAAAAA_H7_AAAAAAgAC0IsdI7OBNACUhOUAIqhAIQABrwAVQe7gDh9QQB1A7qANcZ-gCBBQv_LxfpAMv1CADL-dYA--bZANru-QD7AA__u_76AOsE1f8DChQAFvkVAAfsGgD99vkALOP-ADAK8wD4Hef_9AkR_xvyE_4c3vgBFArs_gr7Avzp9_YByQjt__T0NAIj8w0BIQIJ__ITJgHyJfwF6_ji_ugZDv_h9AMDASUYAQoN5P8mHPD_7hINAgYI-__4-woF8g30AgT-Bgfc_Ab75Az7AhUVAAMDBSH_-RcA_9wJFgHy6vX6BgkG_xAJ_PT3FAEJAwgIC_X4-wvp-AMD__cP-ewh-P_tFAP53_oC8iAALW4nSDs4E0AJSGFQAirPBxAAGsAHYoQAv_1zB73CMAE8LC7OvHFwjjwh3oC74OLXvHi0EDzYkwa7K6uEPWmIbz0PCV-7l8eqvhPH7Du-EZ28teGQProRNr0aiTA9ye5dveJ-9jwY1ki9Meoqvrpw1jpBEhG9o4osvH1ft7s5QcA7O6wAPgKyfDwCfDy9hWB1vRsWXr2Bfjq8Vj_AvBf4Rb07eYm7QqC5Pdt9GL24BP0741acPOzjjD237Do6ADqsvcsU8zxuY728TyRzvLiCHD1aDYm82--KPWPDKb3sGNM7iQMtvQdAYb2elv67VMNePf9x5zye7hw9z2tnvRh8NT06DnK8IJDVPIqXQLv7FoS7OUK2vaRmlD1PsL88RgrlPaOWIDxTze47D-kcvc3TTz2JdQ89YUnDPB0XPDuwEh489DTgPTiTwD13AlA8RdXQu-uvMruNmFm8TvDNPavIjTxQ94C67N0HuulLqbrbMbW8CbvROxy2zT3vekS8KRTYvKFvAT0diUC6qnMWPQSeKj189MQ7FOeNPMazGr0nFCC8pBqGPWF8R72up4y7qzCMvRVGabwnQck6weTGPFL-tD3N2Yy8i8ucPaQXer1feEq8h-YVvOWagjyqQFK82mTePPzqPjpExCg8IYZnvTpoBDxdjJ67GlUBvYuBHz11LCW84E3XvT4rBL3tNfM6QJ5CPaIlj7yCNZQ7rTcDvGiMO721oNo7DZuiPbNg4rxhE-25lyOfPfvGfL0DrBI6jKCxPG37QzzBkf66A7iUvd49QLwJOI45qoKhPRoYmb1HSqA4zaHWPHhSlTw8ypc4nV6evUMBW7zBBhq5_L4EPX9p0TxxQm64qz2RvRpSFb4wUQo6yuYiureU7rmjs1Y64WsfPL4n4DyFwCG65_6qvB_Khrz0dIA5qYRnvb4qPL2mK2q4NEgDvKmS9zxdY3C4Hszgu9bxTr0_5iW5cQdFvWckJ71CH9w3iRJovb5zHj0WWVk4wrS5vEyKn70GYHY4leHLOucBhz0yMYs3WpUOO5DvVz23dY24FqeaPI5rbT39FsQ4uD6svGwG-L15_yC49Oi8PEOjJT2MF9u3a_HpvXnWJLzuL2A2Ft9LvVGC_r1EWCy4UjdGveIKg7z2I824NPUKvt761bwMBK431GDaPQfjkb3Hl0-5zukIPRQ1orzNYCS4cwghPRzt2TvNAag3oM_2PB4HVD0wVr63P47GPSveCL6HIrS4yvRwPSLhKz7xy4o4A_yUvX-ojz2F5F65l_RBvby8vz3pDhI4WtFNOww3tb2O8oS4IAA4E0AJSG1QASpzEAAaYDH7AB3mLuPvAC7vDvDpHc_6FfzlxgX__uMA8hQEBfvbr64sAv8K3P0gqwAAAGMU_h8YAAttE84a-rMBAMmc4isGf9PqJqbwHO7m9V4J3hcQ7gJdQgDy_80JLvMHIxfi9iAALY9HIzs4E0AJSG9QAiqvBhAMGqAGAACIQQAAoEAAABxCAABMwgAAlkIAADhCAAAYQgAAkEEAAOrCAAAAwQAAGEIAAGzCAAAUwgAAsMEAAKBBAACgQQAAAEAAAEjCAABgwQAAiMEAAFBBAAD4wQAAgMEAAFBCAABgwQAAAMEAAADAAAAwQQAAiEEAADDBAACYwgAAbEIAADTCAAAQQgAAIEEAAMjBAAAAwAAAqEIAAOBBAABoQgAAoEIAAIC_AAA8QgAAuEEAAEDAAADwwgAABEIAAABBAACUQgAA4EEAADjCAABgwQAAFMIAACjCAAAgQgAAFEIAAMDCAAAAQQAAEMEAACRCAACqQgAABMIAAIjBAAAAwgAAYEIAAKTCAACIQQAATMIAAKhBAABEwgAANEIAAJhCAAC4wQAAUEIAAIDAAACIwQAAqMEAAChCAAAMQgAAQMEAAITCAAAwQQAAOEIAAIhBAABgwQAAwEAAAEDAAACCQgAAWEIAAIA_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-AAAEPgAA0j4AANg9AAC4vQAAqj4AAHw-AABPvwAAbL4AAAy-AAAEPgAAcD0AACy-AAC6PgAAgDsAABQ-AABAPAAAoLwAAAQ-AACmPgAAfz8AADC9AADoPQAAQDwAADS-AAAwPQAAED0AAGS-AABwvQAARD4AADw-AAB0PgAAiD0AAGS-AAAQPQAAND4AAKI-AACGvgAAir4AAOC8AAA0vgAAoDwAAFw-AACGPgAAML0AAEw-AAC-PgAAXL4AAOC8AACGvgAAlj4AAKC8AABQPQAAUL0AAPi9AADIPQAALz8AAFQ-AAB8PgAAEL0AALg9AAAUPgAAPD4AAKC8IAA4E0AJSHxQASqPAhABGoACAADOvgAA2L0AAHy-AAAtvwAAgDsAAIC7AACIPQAA-D0AADy-AAAMPgAA-L0AAOg9AAAcvgAA-L0AALg9AACAuwAA6L0AAEE_AADgvAAAuj4AADC9AACYPQAAgDsAAEC8AAB8vgAAQDwAAHA9AACoPQAAED0AAOC8AABwPQAA4DwAAIA7AAB8vgAABD4AAFC9AAAEPgAAZD4AAFy-AADIPQAA-D0AADy-AACIvQAAgDsAAMg9AACgPAAAf78AAJ6-AABwvQAAiL0AADQ-AABQvQAAPD4AAEA8AACuPgAAED0AAKA8AACoPQAADD4AAIC7AAAMPgAAkj4AAJi9AABMviAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=SRFHPewP5hM","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1920,"cheight":1080,"cratio":1.77777,"dups":["3422597612080659459"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false,"videoContentId":"1787302136"},"9235931050618716487":{"videoId":"9235931050618716487","docid":"34-5-13-Z8C15CC9E6905EC25","description":"Hi everyone, in this video we will solve one easy and tree based problem on leetcode platform. The problem name is Minimum Distance between BST Nodes. We will see, What this problem says, What...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAgIDAQEBAAAAAAAAAAAAAAcEBgIFCAMBCf/EAD4QAAIBAwQABAQDAwgLAAAAAAECAwQFEQAGEiEHEyIxCBRBURUycRZhgUJic5GSssHRGCM0NVJydJOhsfH/xAAbAQEAAgMBAQAAAAAAAAAAAAAAAwQBAgUGB//EADERAAEDAgQFAQUJAAAAAAAAAAEAAgMEEQUSITFBUWFxsaETIoHB8AYUMjM0QlKR0f/aAAwDAQACEQMRAD8A4y1lEjyOERGdj7BRknVj2xs65XgLUSD5SjPfmyDth/NX6/r7addN4cR7SsK19O1HJKBTiqVXLVEPnxmSLnlQMMqk+kkD2Peu3h+BzVRa6Q5GnYnc9h89AoXzBu2q7G8GbDZZfCDZsk1nt7yNYaIuzUqEk+QmScj315Tbm8O6NEN1ttvoGluNVQRLJQI/NqeTy3f0qeKZ49n25DOlP4U+Pu3Nl7HjtW+amtiSkk8qiqIqZ5uURGQjcfYr2Bn3GB9NS/8ASH+HL5564QgVT1HzLTCxvzMveXJxnkcnJ+uufXUb6Od0L9x6jgVIx4e24TCpN8+GFXMiUtqWeOSFZIpUspKyM0ojSNRw5F2JBAA7HedY3rfHhrQ2+smpbVTV9TArtHTRWvi06rzBdSUx5YMbgyflBUgnS8b4gvhtalSlamQwRo0aRmxPhFZw5UddDkqtgfUDRN8QPw1zCUS0cLiWf5iQNYGPKTBHI+n3wT/Wfvqotkz5dx7FnstVcLFZKG8NT3CC3eVFRxxc5pZViXDOoUryb8w66OoK738PHoYXSyUSV0ihjRy0cYYf68QOOaqyEq5+h7BBBwc6or/Eb8O726qtzqzUdXN59RAbI/lySZDcyuME5AOfv3ryHxDfDesyzLTRrIsaRKwsDAqiY4KPT0BxXA+nEfbREyKLdvh5UbWq75+DUoaht61tZSrb0MkIYAhCSoXJz0cgEerOO9Yx7n2lSXaptW4tp01mrIKZJ+LUsc6tyWRuAeNSvPjESBnJ+ntpc2j4ifh7tYua01XXMlzKiqSS1SMjRrGI0iC4wI1QcQuMYz99YJ8QPw1rRijWjj+XAAEf4C3HoMB1j6B2/tHRFek8Q/DcV8yz2aijtyxCSGtFEjCfK07KFjCc8n5j2x1wbWxm3r4VRLOxp6VvJLZCWZmLqvmc3UCP1Ivky5YdDic/TS2b4g/huaAwGlTyyoHH8BYDA44+n08tP7I+2oW5vHT4bdwUPyddJWRxNJzkNPaXjaTt2KlgucEyOTgg5Y99nRE37ZufwxuV4itVDBbp6qWqaljC2zCM6gk4cpxx6SM57IOPbWq+JSyWan8Bd6TQWm3xSJaZSrpTIrKfuCB1qjw/EZ8O0NWlXEjJPHUGpR1sjgrMRgyDrpj9/fWk8bviV8Kt0eEm5tvWe63CW4XC3yQU6Nb5EUufbJPQGiLhRvc/ro0H3OjRE7dnXeO8WKGpXCyxgRzIP5LAf+iOxptw2ze1RtaSmO46SS109CtUsUVQJm8keamFKqW6CSrjOMen2ONcs7Avv4Lel858UlRiOb7L9m/gf/BOnlVbxuVqoDJNenoqZaVKTKkKDEgbiowMk4d+x6jyPfZ19Iw6uOIUYdduZn4s3npceq58jMj7c1hv/a8dHLPY6ueOrgqKaOWOeNcK6OoZWXs+x66JGVPZ1zrcaSShuFRRylS8EjRsVORkHGr1vTxMuV1qZPkp6gswCtVzsWlYDoAZ/KMe3+Gt9ZW2NuEyTz26su1eLFSwCEQmBIaiOJUdi4b1M7DIcj6HkO868n9psWgmMYjaXuGhcBodtPJvoOW6t0sJ1ubJP6NdDUVDsyguB+Q2VmmWaklRpo1nm9Hmhxh5OIYc4mI7STyyDjIxDgsO26jlNua2XC/VzVaGetWIQPMgaLBAEgVUCCVShHJiVIYfTyQrpL6wut21/wA9fna57Fv8gkLo0899Wax3aw1YoNtym8rDS09NMD5MSrHFEhKLzbAysvTkkhlOcjSxOxdzD3t4H6zp/nq1TTOmZmc0t6FRyMDTYG6rWtxtGwz7iu34fBPFAwjMhaTOMD7Ae/vqb+wu58Z/Dhj+nT/PVhpNvXKDaUlu/ZkG5GUMKwVEYPHIOM5yOuse3et5C7L7u/jqrVA2Ay5pz7oF7ajNb9oIBsTzXl8vVbxiSwQxW+ieyRMrTZz5uPT1gdDrOl+w4sVODg460w93bculyq4JbPtsW1Vh4ShZ4xzP8D/91T73t+7WZI3uNIYUkJCNzVgSPp0daQNLRyHLyrGLTxyyWBzOGhcNnCwy2Fhaw067rV6NA71etnbEpr1b0nqrq9LNIrMsaxKSMMRggsDnrPtjBHerkML5nZWDVcWWZkLczzoqLo1tdzWSpsd0no5uUkcchRJ/LKpJj7Z/XsfTRqMggkHgpGkOAIWq1JqWrZaWGWokmkhyUiLuSBxxkDPtjI/r1K2rb6a6biobfWVJpqeeZUkkGMgfYZ6yfYZ6yRre+IwiWnshpKRKehmoRLTojErF62DR/vdWBDsey32XiBCZ8sgjHFTNiuwv5Kn6Yfgr/tN0/o4/7x0vNXLwuvdus9XXfiM/kLNGvBipIyCeuv11Kol0/Q+IdBT2eloZdulpYqOnpXnWRVaRISrJ9Mj1eac5yeSg/l1Fi3ftZI+C7MpjFzVvL5L5bcS4BK+xbi2M60T+OGx5rDQ22st9LWPRUBpoZJ+Tqj8I15hOGO/L77yOXR+/2p8bPDipqJaip25bJ5pagSu7KVJXmCUwsYH5S65/5Sfy9kW2/abaXEyfsXAJ+OAAU8rPFeyuP+JSce2CdFJuy0024XuNBY57ZFLRyUvCgZEcOZg6suQRkIAh6799aQeM3hsroy7ctOQ7M+YD6wZFb2KEA8AVx7DORj21ntnxz2pZ9v2+0lmcUlS8xkRiOSsZMqAUOMiQrnOR7gg4wRWKbeVhlLTTbRjjnkSSMsqowRHjkXCcwegXUgYGMH3yMeTbp2b5w47Gi8nkrMGdOZx5feQMYwr5HsxfvVVj8bLHHd7LXpcHK2iOoWCKWSSUZkaUqfUpzxEir3nIT9/Uybxp8OKhg09goGYLGg6LBAkSIMcoyeuJ4qcrhvUCRnREbmuVqraWggt9lW3TUyMtTLxCtOxI9RA6HsTjHWSB1jSq8Zf9x0X/AFJ/unTVvPjV4eXP5ySSy0S1FSlQGn4lpOcn5X5FOivXsPp1jJ0lvE/cFputtpKa31XzDpKXchGAA44+o0RaHw4no6fettmrmjWBZTlpMcVbieJOf52NdY7R2Mm4dq/tHU7mo7dRyTPHGTCHGFfhlnLgZLA4A/d3nXJfh9YY9zbxt9jlqWpo6l2DyqvIqqqWOAfr6cfx1+gnhztay7H8OrXt+53uC2000LPSQzKzuqSMWLyOCAMlifoBn3660rjin3LLhxs7ML7XItqBcHoVXbHSOqb1Oot8N9EkviMm2lZfAJNqQbgobtcVuCSwcJY2k8wuzyPwUngvEkfxAySdGlp8UFgssO5Ku/2u4tWTTVKxTyRAtTSYTCtGx9R6UZznPvk/U1BSYTPhjDHUOJe45yTzdurj6hk9iwWA0A7JYbfpZFjM1RTK1JUBkWVlBCsvfv7j7e4zn31MrXaOemaKBqoQEvhcMAAScE5bAJJJ++dYUO095x26ku9LY7tFQ12fl6sQMsMuOR6c+k/kf6/yT9tS7ltnflPaJrhX225Q0USI8kkmFADIrjPefyujEe4DrnGRnsMqImxhtjcdlBlN1UnPJ2bAGTnAGANY6l2q2110rfkrfSy1NR5ckvlxrluEaM7n9Aqsx/cDrxq6aopKh6eqglgmjOHjkQqyn94PY1RW68tGpdBba+vjqJKOjmnSmTzJmRCRGv3P2GouD30etYuFgOBNgV80aNGsrKNGjRoiNGjW+tO0b3c7C16pYImpjU/K06NOomqpvTmOGPPOVgHQkKDjkPvoiz8OL5T7b3pb71VRPLDTM/JU9zyRl/xzrr6h8UPDffu3LXPvKlu8tVa4hEDa5R5NUg7VZFJBU/fOPc4PeuTKTw43rU0FbVpty4qtHUR0siSU7q7TOcCNFIyzD3IHsDk9a96vw431brPRXD8HqjDc1YRxQOHmIUMxDxKeY6Rjgj6a6VBXtptHNvxBBsQbW35fBQvhDjm4qz+Ou97ZfhLabRNVrQJVrLT0b1TTx0yKhRV5n3IHXXsOs9aNUefY+74LNU3ip23dKegpYI6iWeenaNRHIwVHHLGQSR2M++jUFbVuq5faOFuH9ee63YzILJ17f3NVWrw72dLS0VE0tdQvb6h5FduUNOamaMceXEHnITyAz6QBjvMio8R7/IZpa6OjuSQzvKsFajzREiO1Yypb29B/7j/fo0aqLdbi+XmotFouvkRRz1NPV1tCtXUSSSTtGIqmQFnLdsGqH9XvhUH07qvjruK43Tw6q62sMclTWX+ASTMCz+U1BDUmEMxJ8vzpGcL9Pb260aNES+8P69rjJuVp6WjRaqkV5I4IFijHA5AVVwFBx9B+mDq61VxaS5UkD0tMYqq60lLKnE4aNlKMD33lGK956xjB70aNcmp/MP1yXlsS/UP+uDUlLzUy1d3rKqYgySzO7YGBkk+37tQ9GjXVbsF6eMWaEaNGjWVsjVm2xvrcm3LdHQ2uqp0ihq/nKdpaSKV6eb0hnjZ1JQsEUNg4YAA50aNEW8p/GbxBp/L8i708Yi4rEFoYR5cSjCwL6eogOuA67OvlJ4y+IVNPDOt6SWSnBFO09JFKYcklihZSVJJBJH5uK5zgaNGiKT4oeIe5bhXV1llmpY7bNSQQvTR0qBT6IG8zJBbzCYk9ec4GPbrRo0aIv//Z","isBase64Poster":true},"target":"_blank","position":"13","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Minimum Distance between BST Nodes || Q. 783 || C++ || Python || Java || LeetCode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=SWjbufoD06Y\",\"src\":\"serp\",\"rvb\":\"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_E_EGggQkAYAEKyqLARABGniBAgkKBQX6AO3z__8BAgABBAAAAvf-_gDgBQP0_vsCAAYFAQv7AQAAAfv3__8AAAD1-P_-8v4BAAAUCQgFAAAABv8DD_QAAAACEgAF_gEAAA0M8Q0E_wAAJwH8BP8AAAD5Fwj8_v8AAAEI9_kBAAAACfH4AwAAAAAgAC3bNsQ7OBNACUhOUAIqhAIQABrwAX8WF_zCDQMBEwvLAAEMrQGG8zX-eSbTAbEXLwGMwdgADzv3AM7z6v_ZGQIA2eIT_-vq0wD97tEBbv4KACzWFAABKcEBLOoGAjgw1gHsGNz-8T36_SzhPwIF484A4A_p-R__Gv5ENdP__PbF_OvrXAMlAQf_Gej7BasWMgPUCi_-7RDgBu8c-QnuPO8BywYtAyTtvAIdGN8CPHQN_hULEQrC_BMG7ATxDVn18f8BARD2-QES8Ri0CQ0o9y8ISTn4BhYCEv_1xC3___8d-U7PAPUJ_Rf96koDCBHQ9gg12vfw9N8C_8o0_AUd9wf3LekHBiAALT0h4Do4E0AJSGFQAirPBxAAGsAHxecCvwwNurw7uwa9e8KNPZav7DuUh4W8lyy4PLcN_jwxdXy8pg7yPZX0MLxkyWe6tw2TvhtUEzwbtBy9xVWFPlQwb72bfyq8ye5dveJ-9jwY1ki9syPVvYOXCj31HfK8wvaDvYa87zynoXw86QvhPa0ei7wj1DE80mg3PUBsSb3_ddO8-KEaPB-F6728kXm8eMAKPAS3BL3GSrE8W2FavYgXn715u5S8ZbHDPKj_rDxp5PO87hhovbU2Tb1-9Fk7H6EmPZ6ekrxvkxk8LYiSuliMX7ym3gm9SQv8PJkHVT1Juqg7jX-fO6GOfT3_CS68nxHXO_m1er32Tp67jFFwu56xDz26xiG8Ka6qPJZKrj34P9m73O-Fvd0J9j3Ineu6s743vLcdBbz6t4k7OGg_PofWLzz4pzc76XYAPTBiBD0bB8U7bV4LPYlNej0QYiE76uPGPHrxjz3Sb6G7VkduPX_oeD2rE8a8lWJHvOmbFD2x6Iy8mxBkPTyqdb3iuEK8871QPSJrETzWbn07lInbPdjvib0ZFPY6xAVAvW6jwbzkv7y76L7MPQAwYz2u5gw7dImZPOhsjL01DlC8HQTdvahqJzyvIdk7GuKzPCvKurvI85q5XLVhPXSZej3vu_U7Fi2FvXkj0z2vRc45DTSfPK13sLvspF87ZoRXvTaSBL0sEPs7NYafPT8IPL1QbIk7YBcvPUCECL5HmLY4euSqPSNfrrxvSIK5YS0jvfx4IDz-a964cvFhvUTJPz2zOda65CkwPaVWDr3x2A07O3UjvMCBZD1i4i25vyEHuuQ-xTtO1gw6PsqtvLuuST37doY4dS6WvOXRDb2LmIu5In-aPcJTI72f_fK4ylOWPJOHqjwSrwA6PkKdveiqVL2Wh065X9Njvbvth71EHCs4Xr6FvQwCyz1zgyu4JhgOPZMFh721cgW5dpkrPC2IUr1W6Vy4LiuDvJ4OH73X4hy3ja73vMDJy72hpYE5A7CmvBBx2jug1rs2snBIPH_pgz3b_YA34e7MPXphfDwG8A03h0VWPdNlpr2_KPQ2oNx7PQGZtz1YADa4bcX-vaLUPr0aL_S4AQcjvR-ua71WvnK2TWsuvQ5Vp7zKOGi3LdHZvbyghL3ryZQ3x6JIu6nCH73NSDc4RHiqvEF9i7w_dUI31bl9PIwTH71xczC1JMRLvI6i2DzA7au3-kHdPb9FJ71n6Ra3yvRwPSLhKz7xy4o4fGKNvSED2T2BNTC5fifMvSy8iz3JKcE43FrwvIAR9L3IDeu3IAA4E0AJSG1QASpzEAAaYBwJADfRD9z1Ih_6HfftBM3kHwDj0fz_6eIACPP1_vH2y9EPBwAP7xAhwAAAACohDBQMAAtT-eUaANwJD9HLyRcrf_EVDsfOFObd6x_i6h8g_BBCHAD1_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-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-AACYPQAAoj4AAHw-AABQPQAA6D0AAGQ-AAApvwAAFL4AAEC8AACovQAAQDwAAIC7AABEPgAAyD0AAOC8AABcPgAAiD0AAOA8AADKPgAAfz8AAAw-AADoPQAAMD0AAHC9AADYvQAABD4AABC9AADgvAAA6D0AAAw-AAC4PQAAiL0AANi9AACovQAAdD4AAIo-AACgvAAAbL4AABS-AABcvgAAQDwAALg9AABsPgAAED0AAHA9AACCPgAANL4AAHC9AABEvgAAFD4AAEA8AADYPQAA-D0AAOi9AACgPAAALT8AALg9AAAQvQAAgLsAAHA9AACoPQAALD4AAEA8IAA4E0AJSHxQASqPAhABGoACAADCvgAA4LwAAGy-AABPvwAAUL0AADA9AAAsPgAAhj4AAKC8AADoPQAAqL0AAAQ-AAA8vgAAJL4AAFA9AABAPAAAJL4AACE_AACAuwAAuj4AAIA7AAAsPgAA4LwAABA9AACOvgAA2D0AALg9AAAMPgAAXL4AAIC7AACoPQAAQLwAADA9AAA0vgAAoDwAADS-AAAEPgAALD4AAJa-AACCPgAAoDwAAGS-AAAQPQAADD4AAEw-AAAkvgAAf78AADS-AAAMvgAAMD0AAEA8AABEPgAAoj4AAIA7AADKPgAAcD0AADC9AADgPAAAfD4AAES-AABMPgAAxj4AAKi9AAD4vSAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=SWjbufoD06Y","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["9235931050618716487"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"6934438099549204207":{"videoId":"6934438099549204207","docid":"34-0-7-Z1A019C906F360361","description":"Hi, everyone, in this video we will see how we can check whether two tree are same or not. We are going to solve one problem on leetcode and see first logic to solve the problem, after that, we...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"14","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Same Tree || Q. 100 || Recursion || Easy Level || Leetcode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=YD2M4NEA83k\",\"src\":\"serp\",\"rvb\":\"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_E_ADggQkAYAEKyqLARABGniB__wF-gT8APX4BwoPBvwBFf38APUBAQDk-fsL-P0BAPwD_wX-AQAA8wIH8P4AAAD1-P_-8v4BAA4CChAEAAAADfYJAvoAAAAGAf0H_wEAAA8E-foD_wAAGAX-BgAAAAD8AQMG_v8AAAEKDv8AAAAA-fPwCQAAAAAgAC2L-8c7OBNACUhOUAIqcxAAGmD9CAAO3A7w_RH7BR0HAxTpATT9zdwZ_xfSAO8E9v8Y47XYCPIAHN4C-L8AAAAnHvcHLQApSjv5BOj62SPIzgYDCn_yCunnFBUC3BsB1SELEu_xWRoA5PoVDRTeDBgD7QYgAC2FM1c7OBNACUhvUAIqrwYQDBqgBgAAwEEAABDBAABcQgAAZMIAAAAAAACgQQAABEIAALjBAAC2wgAAQMIAAIA_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_AAAYQgAAAEEAAABBAADAwAAAwEEAALLCAACIwQAAUMIAAKDAAADIQQAAHMIAAGhCAADgwQAAfMIAAIDAAACAwQAAuMEAAHDBAACQwQAAqEEAAOBAAACYQQAAoEAAAIDCAABwQQAAQEEAAJDBAAAAwQAAukIAAIDBAACYwgAAGEIAAIDAAADIQQAAsMEAAFBBAABAQAAAYMEAAGBBAAAQwgAAoEAAACTCAACgwQAAREIAAMDAAAD4QQAAQMAAAJrCAAAAwAAAYMIAALDBAACEQgAAMMEAABDBAAAAwAAADEIAAAAAAACwwQAANMIAAPhBAACIwQAAmMEAAGBBAABAQgAAQMIAAFBBAAAAwgAAuMEAAIhCAACwwQAAGMIAAMDBAAAQwgAAqEEAAGjCAACUwgAAqkIAAIDAAACAPwAASMIAAPjBAAA8QgAAhsIAAJBBIAA4E0AJSHVQASqPAhAAGoACAABwPQAAzj4AAMY-AABMPgAABL4AAGQ-AABcPgAAGb8AAMa-AAAkPgAAoDwAABC9AADgvAAAzj4AAMi9AAAQPQAA4LwAAOA8AAB0PgAACz8AAH8_AAB8vgAAZD4AAIg9AAA0vgAADD4AABC9AAA0vgAATD4AAJo-AADYPQAAND4AAEA8AADYvQAA2L0AAAy-AABQPQAAsr4AAN6-AAAsvgAAFL4AABC9AACIPQAARL4AABC9AACSPgAAlj4AAFy-AACAuwAA2L0AADw-AABEvgAAFD4AAJg9AAC4vQAA2D0AAEU_AAC4PQAA4DwAACQ-AABAPAAA-D0AABQ-AAAwvSAAOBNACUh8UAEqjwIQARqAAgAA9r4AAKi9AAAkvgAAV78AAEA8AAD4PQAA-D0AAFA9AACYvQAAoDwAAAy-AACgvAAAmL0AAES-AABEPgAAgDsAAJi9AABFPwAAUL0AAIY-AAAcvgAA4LwAANg9AAAwPQAATL4AAAw-AABAPAAA4LwAALi9AADYvQAAiD0AAKA8AAAwvQAANL4AAFw-AACgvAAAgLsAAAQ-AACWvgAA4DwAAMi9AAAQPQAADD4AABA9AAAwvQAA-L0AAH-_AAA0vgAA2L0AAOi9AAAUPgAAUL0AAKo-AAAkPgAAfD4AAEA8AABwPQAAJD4AAEA8AABMvgAAbD4AAFQ-AAAwPQAAHL4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=YD2M4NEA83k","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["6934438099549204207"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"14889986327515466781":{"videoId":"14889986327515466781","docid":"34-6-9-ZD1C6C22454B5F276","description":"Hi Everyone, in this video, we are going to solve the 0 1 Matrix problem on leetcode platform. The problem is based on breadth-first-search concepts and is a medium-level problem.","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"15","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"0 1 Matrix | Leetcode Q. 542 | Python | C++ | Java | JS | Leetcode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=DiEnqgXAYIQ\",\"src\":\"serp\",\"rvb\":\"EqwDChMzNzc2NDY1MDQ5NzM1NDE1ODQyChQxMjQ5MjQyODI2MDg4OTg4NjA5MgoUMTM2MTY1OTg0NjI1NTg5OTkwMTkKFDE0NzYyNDY0ODg0Mzg2NjM2NTE1ChMyNDk0Mjc4OTU4MDcxMzU0MTYxChM5ODY3NzIxNTI4NTI3MTU4MjgyChM5NTg2ODE1MjQ5MTIyMDg2NTQyChM3NzgxNzYxMjQ0NDk3OTQ4MTIzChQxMjYxMDcwNTAyMDk1ODM0MjQwNQoUMTI2NTMzODMwMTExNzkxNzgyODEKEzM0MjI1OTc2MTIwODA2NTk0NTkKEzkyMzU5MzEwNTA2MTg3MTY0ODcKEzY5MzQ0MzgwOTk1NDkyMDQyMDcKFDE0ODg5OTg2MzI3NTE1NDY2NzgxChMxNzkyMDc5MTQxNTU3ODc5NTI3ChQxMjIwNjM2NjAxNjkxMzUyNTc1MAoTMjE3MjY5MjU5Nzg1MzY4NzQ4NgoUMTYwMDE3OTc1ODYxNjUzNjgwMjUKEzU5Mjk2ODU5OTkyNzIxODg5NTMKEzMwMjgyODA3MDg5NzExOTg3NjEaFgoUMTQ4ODk5ODYzMjc1MTU0NjY3ODFaFDE0ODg5OTg2MzI3NTE1NDY2NzgxatUQEgEwGAAiRBowAAopaGhpd2R0cGhvaXN4YXdzaGhVQ0kyYm1mT3NGMlVHbVltSnlkOWx6akESAgARKhDCDw8aDz8Tmg6CBCQBgAQrKosBEAEaeIECBQL-_wIA7wMGBgAD_wEEAAAC-P_-AOYO_fgH_QEA-QoL-f8BAAAFAAABBAAAAPQEDgT3AAEADQIJDwQAAAAOAfQP_QAAAAoPAwD-AQAABAL-BQP_AAAdBAcJAAAAAPkG_vf-AAAACQH7-QAAAAAD8AAFAAEAACAALTMg1zs4E0AJSE5QAiqEAhAAGvABfxMEA9UJAgD89RcAAQjHAcb6N_9TGuEAz-MQAdTf7QDhGu4A4Af8APjN5QDSHxIA5wXL_wzn7gE5IBEAE_TyABgR9wE23P0AO_LtADLv8v_S8C0AFvgOAPsB7_0t_Qz_9Pol_A0L3AEKDecCDv45ARoMGgEG7d0B4ucAAOn7Afvm99v91RDrBfQp9AD49iL--w3ECCBD4ADJNQUDE83o_88K-wDmCOIHIusH--oeCAHh7fAFFvDtBwMIGQIDEvv7CyIK9ADlCwgQ_A_8BND3AfcD_AL-JfwMAfHyC_f9BQkG5wn1wyj6BAXjEwnr_u0EIAAtBLoiOzgTQAlIYVACKs8HEAAawAcJUtm-RQSQuoyg8TwYqaA7d_yyPMOJHjvjoLm9HG2LPF4FI7wYmAU-gDPrO3-zvbscQhW-UPCDPJtIH73FVYU-VDBvvZt_Krwr_rq9zPdCPZs5BL3WgIK9doe5PPJyvby6VrG8w1RpPPauZrxphMg9rXIcPSSTuLxvsQy9VlsbvVI4zLymGgw9m5BWvZqWuztQ5ho9mBM0PFxabDvLyI-8Y3OfvJExDb1Z2i69S2_kvN-bjbtpbgW-I9QRPQfIYbzhhPi8Kw2hPIoZhrpCJpm9ykBBOk_RLL3DJlc8j_t2PeeibDkLhmm91KppuvN-ELw4N9w8Mp_9PALe3bzQKkO-mHOfvA-oiDwprqo8lkquPfg_2bvCspi9len8PGgwvDxZesM9AcPSPbUfpTvNHug9RQKXvGjJyDw8PSU8Iz17vOqjvrqSW_M9rFULPmk8VLpyyyK9hmMMvUgiqrwTvKw9cCTQPfr3T7xNw0s8FjbevLfUXrtU5ga9yX1mPRW51jxECF49eXJyvCAkMLxFgPM9vGG2vXsvHTv54-67W2H6vYUCvjt7DZY9ZL5tPcurxrqRZPY9aaNfvACTkrtR4zk8DS08PSErjbo1KWU9oYG4vWpQDztgQYW9TXn-PPnUVrzmwqK9KeGjPbQq-LvhhN08TxmJvUzrCDxKuTY9zXqMvZNxmDcAPOK90xciPXPIHbhhONc9yHjUvcHpfTiBW_c9CEuWvfhf7jjEuR-77Oy1vJlRgzvZhOq8L9QrvN39STqqgqE9GhiZvUdKoDgmjXG9LpJWPXnQ9rk7Vf68rNz8uIyDVDmF-SE9ydAMvWo2_LXDvAe-qT9svdp7ZTdF_s88kOO9OyAWjTlwqAa844havFuSqLoS9UK9IhjnvXga6jfS3gW9-AvMvZeDzzinMMA8LDx5PYIDoDaDN6-96PbSvOnHjbe1SwC9blFGvbtKUjgat2K9hQOGPWF3sDjH0ze9GwKxvezCczlJd9860yTCPAtdFjZu3OI9HVZeuphrATiwtII9YwggPgvkQDmaBxA93jjJvQg0-zbN51w9RzObPdUtJbkKu2i9RTCZPUe8wjjWH7w8JTZEvMJCCDgTuss716GauhpeN7Yn2qW9dJb5PQobYziZSt89gHPQPFS4vrjfDMg8EclrvCvsBLjDJv23s0OMvU2KDjfXBTI9CHhNPe_HHLgy7qw9XCa-vexqQzfK9HA9IuErPvHLijhgmpg8W5r7PYSt_bj86gW9hrC1PFnKardtDpa9LoRmPQTvtzcgADgTQAlIbVABKnMQABpgGgIAOdEu2vcMEe0G7gAFz-MWA-_KBv_79gAC-wTdEvDN2BgZAAbpEBS9AAAAQBP9HSsAAVQB2RcEzejp5q3lChh_2PwW0Ncp-9r0Fgj8Hw7iEFIoAOwN4xAlBwwkLdr7IAAtv7NIOzgTQAlIb1ACKo8CEAAagAIAAEy-AAAMPgAArj4AANg9AACIPQAAoj4AAKo-AAB_vwAAtr4AAIg9AAA8PgAAmL0AADC9AAC6PgAAQLwAAIC7AAAQPQAA2D0AABw-AADiPgAAeT8AAKC8AADYPQAAqL0AAFC9AACoPQAAhj4AALa-AAD4vQAATD4AAJY-AACYPQAALD4AAEy-AAA0PgAAVD4AADQ-AAB8vgAAhr4AACy-AACKvgAADL4AAAQ-AABQPQAAUL0AAKY-AADuPgAABL4AAAS-AACavgAAij4AACS-AADYvQAAgDsAAEy-AAAwPQAAZz8AAAQ-AAA0PgAAgDsAAJI-AAAEPgAAVD4AADS-IAA4E0AJSHxQASqPAhABGoACAACqvgAAqL0AACS-AAAxvwAAiL0AAIA7AAAUPgAAND4AABS-AADgPAAAXL4AAMg9AABwvQAAEL0AAEQ-AACAOwAA-L0AAE0_AAAQPQAA5j4AAOC8AADIvQAAcL0AAOC8AABkvgAAcL0AABQ-AAAQPQAAoLwAAJg9AACAuwAAoLwAAIA7AABEvgAAHD4AAKC8AACgPAAAcD0AAES-AAAMPgAAQDwAABS-AABwPQAAqD0AAJg9AABAvAAAf78AAL6-AAAsvgAAFL4AALg9AADIPQAAHD4AAOA8AAB0PgAAqD0AAIC7AADIPQAAbD4AAOA8AAB8PgAAmj4AAMi9AACaviAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=DiEnqgXAYIQ","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1920,"cheight":1080,"cratio":1.77777,"dups":["14889986327515466781"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false,"videoContentId":"4025644142"},"1792079141557879527":{"videoId":"1792079141557879527","docid":"34-4-15-Z87C3D5661274A527","description":"Hi everyone, in this video we have solved Leetcode 24 question (Swap Node in a Pair) from scratch. We have covered the following parts in this video, 1. We have understood the problem first...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAAAAQFBgcCAwgB/8QASRAAAQMDAwEEAwsHCQkAAAAAAQIDBAAFEQYSITEHE0FRFBYiIzIzVGFxcoGRk9EVNUJidbHSCDQ3VnShorKzJ0Rkc5SVo8HT/8QAGgEAAgMBAQAAAAAAAAAAAAAAAAECAwQFBv/EADQRAAEDAgIGBgoDAAAAAAAAAAEAAhEDBBIhBRMxQVFhMlJxobHRBiIjU4GRosHS8BTh8f/aAAwDAQACEQMRAD8A5xaA7pPA96PCssDyH2Vq0x3l1gd85KjxShfd49FdcyMe+yk8eAxTmq3sgHF9gKUDjAgyOefD6qJTlIcDyH2VKNO6dj3ez29wlEZKrspibLJHuDJQ1tJBPTcVYPmfkqNzI6mkoMefFlZGVhMV1Gz5DuVz9VJiiVwpQj9MgllXTz990qqsxzxDXQVJrgDmJVjHRmmo6XpMi6zFNMy2m3GS2EqbSe6KkuEpGM71gL9kex0PONUzTkAPR4MOAw1BdlKZmXKQ6FvQ1+kKSEcKCU+wEYyn2t+c46V7tfGP5rx09yVx/io2v/8AC+XwSv4qyCzrDM1Sfh5EducqzWs6qsW36Ss7S3pD6ZLhRGWtyG+6zuhqMd1Se/I997SU7duDkjPPBTvaZsVr1lYYKpvp8OSoGSp9G1tSR0UCMZQrrwfDGTniBbX+P5rx09yVx/ioUHksuL3xgRzt7lXtdf1qBaVpJNU5iNnLbt3f7KNayOipyLRpi6qbkW9UlCni4lEZja2l1TLCFqDaXCpSS4tRCAonAB6ninZjSWnUCCVOb22JqkvPqca7tz3dkBh0A537VrTlOB7CjyM4pD1jlHOYsY565Cvxrz1ik/FYvl71X40OsqpgCqYH74eaYrNG1quJ7SOnWITE166yXA5HXIWhhKAlXvcIQpQxlJVtI5PGeOla7npCzMw7m/CuMh/0Nl1SO8U0lKlNvONqJUMj2ghKko4J3EbiQM1D6xyc59Fi5+ir8aPWOTnPosXI/VV+NMWtYR7U/IfJLWs6qk+B5D7KMDyH2VGfWSX8XjfYr8aPWSX8Wjf4vxreqZUmwPIfZRUZ9ZZeOI8b7FfjRQiVJOzl15m0PLaMgAu4Pcywyfrz1p2mQ5CnwYrZbBycKmtrJPicgjrTNoCPdX7O4m3OKSjviFgSUN5OPJShn56cHp9xbKmHJ7/s8Ed/uH2g4qIaAZCUk5LNuBcFHCCnKsf7wgZ4P63z0KiXBxKQtaVJQkNJCpSCEp5ISPa4HXjpWk3KduKjPkZPU96fxrw3CYUpSZr2B70Fw8fNThCzFtlk4CWvP4dv+KhNulHolr79v+KvBc5/hPkfenx+ug3Gec5myTnrlw800L1VvlJbU4Q1tSMn3dB+wbuaQvfAOfQP7jSmTLlSQkSZDr233u9ROKTPfAufQP7jQhQKnSFFj/kmVIdOZG33Ns8YTlPtDz6/3Gmunxu5Q/yb6Gr0rbjAKgFEDy64/urTbBknEdyiZ3JJZ4yFyH0SGQpTaBhDiigBRcSnnHOBuNOMuFGjd6VRIBDeSUKkrQ4cKCcbCcg85x5c02xLk7GmvyA03J75JStMlG4KBIPI8+BTvJv1tEcGNZovpAKTlyOkp6e10OevIqVPVYTJ7lkrCrj9UEjtS/s+0dG1Jq24QHpaosWElbhISFKIC9oHPGOeTVxalsNovmmhZMgbnUKQ+iJtU2kHPBUPLjr0OK56t18ulvur1ygyXIz7+8OFr2QpKjlSceRqe6n7UjMtqUWZqfb5ZACllwbUcg+zjr4jp4/JXWsL+1o272ObmZnmOXCFGhoWldXYur2scNPCWsEZkdKTG/LeMpVc3eGbfdZcBSwsxnltFQ/S2qIz/dRSd1a3XFOOKK1rJUpROSSeporz5icl0HQSYXSv8ju49ncWw31jX1st8oKktOxHZUD0gAAHvEDAylRGMeGetSvVGu7HcbTJtls7OdJ20OkoTNbgtmQlGeCPZwlZHUjpk48DVH9kP5jlf8//ANVOYsd+VIbjxWHX3nVBDbbaCpS1HoAByTXtdEaDsLqzx1DLiM8+jtE8vjKpFxWtqrKobIBkSJBjdzHFS3R2sbbY9Prt73Z5pW+ONZWmVNgpK0JOAAohOSkK6EnPOPKpvqLWfZTbbdFlac0Npu6zZCgX48m1hsMI2DO9RSQXN+cbONp+aquSh+yC82u7W6bGmvxksBpxPdqaV3rbmVpUMkEI8POmgc9M1to+jujm4GHds9bp5T+xCVzeVrqpUr4QJMkAZNk9w7U56zvka73GRdY2nbFaUpjLbaiRIKA0kFJGenJ5JJPOcYxiqlTwkD5Ks1+03R/Ts+6M22Y7AjoUl6UhhRabJHRSsYHh9tVkOleY07ou2sK3sCTikkEzGzIf3mtb9IPu6bGvY0YBGQieZ4lFYPfAufQP7jWdYPfAufQP7jXDVShVvYTJnx46iQl11KCR1AJAqcaq1HAsmp7pZoGjtM+iwJjsVkvxVuuKS2spBUsrypRxknzPQVDLH+eoX9ob/wAwpz7SB/tE1J+1pX+sqsVWm2rXDXbIPiFa1xawkcU5w9YNyJTUf1T0cz3i0o7x2CoIRk4yo7+AOpqXybTfmn7glvSWg5EeBaU3dcpuM4Glx1J3I27iFb1AEhJAOAT05qqLPNXbLtEuKGI764zyHktSG97aylQICk/pJOOR41M3+1nVi5V1eYMGM3dW3Ey2EMFaFrcbLanfdCpQXtOODgdMYrNc2b8Q1LREbyeI+0q2nVEeuU3+uzf9TtJ/9Ar+Os4+tY6nkJd0VpNxsqAUn0JadwzyMhzI+cc1D6zYHuyPpD99azZUY2d581TrX8U768tsaz62vdphBYjQ57zDIWrJCErISCfE4A5opZ2sf0n6n/asn/UVRVlq4uoMJ2kDwSqCHkDipT2TyHU2B+LDtL82UZXelbTpGGwACNoSec4Oc/ODV5WXtgslgehTLX2QQItxh+wxMNxV3hXtKFFR7sZJG4H5z41zPpDU07T8YiJFcUp3cd+wKCkjBPCgRxjml6dbTZTri0QHHl8rWUJBx4ZOE8CrmHVlzmmJ281dVu69Wiyg90sZMDhOZXRl57bLNeFel6g7IbZPfDSWA87cl5S2kEJSFFvPmc5zkmoXpHXVis93mTLnoZi+R3QUx4sq4YSyCRycN+0rAAzwOvGTVOr1lvUVKhkknJ90rH1wT8RP3lSLnOLXEmW7Mzl2Io3dahSqUqboa+MQ4xsXSUvt5YGlLhpq0dn0G12+ZFkxwhq5LIa79OFkJ2YOTg89OcY8KHEN4ADKTgedMvrgn4ifvKPXBPxE/eUFxcZKzJ79Ee/V+2tUuO43GcUrbjaeh+Q00+uCfiJ+8rXJ1Wh5hbRhqG4YzvpITHY/z1C/tDf+YVZOrNc2yDqO8WmfoqyXcxLlNQiRJKw57Upa8+wQCecZVuOPkAAqxh1bDyHmlbVoUFJPkQcipnctU6TulwkXO5aLeVOluKekqj3dbbanFHKlJQUKKQSScZOM1kq42VQ9rS4QRlHEcSFa2C0gmEvPaLZY17E61dn2n48dUP0d6K6lTiFqLiXCsE8pIKcJIOcZBJzitzfaZYERhGPZhpdbPeh0pPecn2fHPiAR5c8AHOWL8taG/qVO/wC+K/8AlQm8aHUoJTomeSTgAXtXP/ip/wAip7p30/klq29Yd/kldu7QI9vbtK42kLD6ZbAvbJdaU4p7c24gBxKjhQG9KgPNA8zW+569s9wthtzWgNPQytktB9oL7xDhSB3icnCTuG7AwOcdK0TX9Lwp3oMzs7u8aXlI7h27rSvKug2lnOTW2O9pxJlSG+zW6uptyx6VuurqkMnJADm1oEDKSOoPB5FI3FT3Tvp/JPA3rDv8k0drH9J+p/2rJ/1FUU03qZPvt5uN5ktbn5LzkqQW2yEpKl5Jx4DKgPrFFW27DTpNYdoACg84nEhWpoK4La7P4rCmGHkttS0oLiSSlDyXw8kc9FhlAPyA4xk1MbvBhMQdQSo8OKyGZvoxZbjoS24lLSFpKgBkkdByBjqCeaKK8zcZXDgOJ8V0qfQCb7zbLfZ7sm3Q4MMsO7FOByK2oq3us5GSngYcWkY8D9dc9UUV1tEklrieX3WW6EELyiiiussqKKKKEIooooQilFtmP2+4R58VQS/HdS62ojICkkEHB68gUUUIU9tnaJdLYSzBttsYackd6UJ77hTiQVkHvNwVkcLB3AZAUEkg7Zfa5qeQ00l2PaSy8hIdaEYpSsJWsgcKBAycnBGcc5BUCUUITn2hdoF6lWKHHLMNlu+Wx5yYloOJGTJd4SN+EjKASP0j77dgYKKKEL//2Q==","isBase64Poster":true},"target":"_blank","position":"16","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Swap Nodes in Pair || LeetCode 24 || Python || C++ || Java || LeetCode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=Z2eiuOlMsCE\",\"src\":\"serp\",\"rvb\":\"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_E9QHggQkAYAEKyqLARABGniBBv4GAAABAOzyCwEKAf8A-_b9Bvr9_QDh-gP2B_sCAPwR_Pr8AQAAAvsB_voAAAD0BA4E9wABAPUECg4EAAAADQAEDv4AAAAHCQEK_gEAAAIB-gn5AQAAHgII-_8AAADyC__--v8AAAcP_fgBAAAAB_gA_gAAAAAgAC0SQNU7OBNACUhOUAIqcxAAGmD6BAAi8QkV5v0B6QIP8QDm_iL_4OQGAPzyAOwECQT_58TREPv_H-v9Cs4AAAArHAcdHQAIQBXl7vUECg3o0QIMA3_wCP_38yTp6vsF0A8jJ-YPOBQA6AYQ9w_bJx4W2_8gAC29Qno7OBNACUhvUAIqrwYQDBqgBgAAiEEAAEDBAACYQQAAaMIAABBCAABwQgAAVEIAAIjBAAC0wgAA-MEAAPBBAAAMwgAAPMIAAJjBAADYQQAAyEEAAKhBAABgwQAAMMEAAAAAAABMQgAAHMIAAODAAAAwQgAAiMEAADDBAAAAQQAAIMEAANhBAABAwAAAlMIAADhCAABcwgAAMEEAABzCAAAYwgAAAMAAAMhCAACgQAAAEEIAAIxCAAAwQQAAaEIAAARCAADAwAAAuMIAAODAAACoQQAAkEIAAAhCAADQwQAAgD8AAILCAADIwQAA6EEAABBCAAC4wgAAgEEAAMDAAAAAQgAApEIAAHzCAADAwAAA4MEAAARCAACswgAA4MEAABTCAAAwQgAAaMIAAFBCAADAQgAACMIAAFhCAACowQAAyMEAAEjCAAAgQgAA6EEAAKBBAAC2wgAAQEAAADhCAABoQgAAoEAAALBBAABAQAAAZEIAAIxCAABQwQAAAMAAAJRCAADAwQAAXMIAAMBBAABkwgAA-MEAAIBAAACMQgAA2MEAACzCAAAMQgAAYMEAACzCAABkwgAABEIAAIZCAAAcQgAAQEEAAGxCAACIQQAAmEEAABTCAAAIQgAA2EEAANjBAACgwAAAgEAAAADAAACwwQAA8EEAAOTCAAAAwQAAsMIAAKjBAADwQQAAWMIAALBBAACYwQAAkMEAAJDBAAAYwgAAHMIAAJjBAAAkwgAAQEIAAJBBAAAwQQAAUEEAAEDCAADgQQAAgD8AAJjBAAAAwAAASEIAAMBAAABswgAAAEIAAAAAAACwwQAAQMAAADxCAAAAQQAAKMIAABRCAACGwgAAIEEAAJ7CAACwwQAAVEIAAODAAAAoQgAABEIAAADCAACgQQAAiMEAALBBAACKQgAAUEEAAKBAAADYwQAASEIAAPjBAABQwQAAWMIAAIA_AACowQAACMIAAJhBAAAoQgAAFMIAAHDBAAAUwgAAmEEAAGBCAACAPwAAFMIAAAAAAACIwQAAmMEAAPjBAACkwgAANEIAAHBBAACgQAAABMIAAFDBAAAUQgAAwMEAANBBIAA4E0AJSHVQASqPAhAAGoACAAAQvQAAyD0AALY-AADYPQAAuD0AAJI-AAC4PQAAW78AABS-AADIvQAADL4AAKC8AAD4PQAAVD4AAEC8AABQPQAAmD0AANg9AADYvQAAwj4AAH8_AABwvQAAED0AAIA7AADgvAAAiL0AAKI-AABcvgAABL4AAPg9AABkPgAATD4AAEC8AAB0vgAAgLsAABQ-AAAcPgAAiL0AAGy-AABcvgAAgr4AAFA9AAD4PQAAcD0AAKg9AABMPgAAxj4AAPi9AADovQAAJL4AAIo-AACIvQAA4LwAAIA7AAA8vgAAQDwAAD0_AADIPQAAyD0AADQ-AACOPgAA2D0AADQ-AAAEviAAOBNACUh8UAEqjwIQARqAAgAAlr4AAEC8AACWvgAAL78AAFA9AACYPQAAND4AABQ-AACovQAAcD0AAAy-AADYPQAAtr4AAOi9AACAOwAAgDsAAEy-AAAlPwAARL4AAJ4-AAC4vQAA4LwAACS-AACgvAAAHL4AAOA8AADoPQAAUD0AABC9AABQPQAAyD0AAIg9AABEvgAAqL0AAKC8AAAMvgAAND4AAFQ-AACmvgAA4LwAADQ-AAAkvgAAiD0AAPg9AAAEPgAA6L0AAH-_AABMvgAAmD0AAIg9AADIPQAAuD0AADQ-AAAUvgAAuj4AAOA8AACgPAAABD4AAOg9AACoPQAAPD4AAI4-AAAEvgAARL4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=Z2eiuOlMsCE","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["1792079141557879527"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"12206366016913525750":{"videoId":"12206366016913525750","docid":"34-7-16-Z4C0B269477947836","description":"Hi everyone, in this video we will see leetcode 2246 problem. This problem is a hard level problem and based on tree and graph data structure. We have discussed, what this problem says, what is...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"17","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Longest Path with Different Adjacent Characters || Q. 2246 || Hard || Leetcode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=DyKGuQwi0RU\",\"src\":\"serp\",\"rvb\":\"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_9foZ_PwF_gEOAPr59AAAAMwE8QYI9gUAAw8RBwQBAAAF7w33AQAAAAEJAv7u_gEAFQkBD_MA_wAeCgwO-gAAAPoT-f_-AQAACv_zDAX_AAAWCgPx_wAAAP_3Cgb7_wAABgcB8wEAAAAC5PMDAQAAACAALaljrzs4E0AJSE5QAipzEAAaYO0GACAEHPTiBgjp8QcKCAbeLPXy7QMA7-0A8Oza8Az1uMYFCgAj0w7-xwAAABwl-hgWABFDL97w-OrqCQPRART3f_4EAQMHG-_jCPvyBg0l2hNUIwDXFRsQGeUVGhLg-CAALTuLZjs4E0AJSG9QAiqvBhAMGqAGAACwQQAAMMEAANhBAAA4wgAAwMAAAOBAAAA0QgAAIMEAAI7CAAAUwgAACEIAAJjCAACUwgAAMMIAAMBAAACgwQAACEIAABTCAABAwQAAQEAAABxCAABkwgAAAMEAALRCAAAAwQAAmMEAAGDBAAAQwgAA2EEAAABAAAAAwgAAlEIAAEDCAACgwQAAEMEAAGDBAACIwQAA5EIAAHDBAADwQQAAUEIAAKBAAACmQgAAeEIAAIC_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_AABAwAAA-MEAAMBAAACUQgAAEEEAAGDCAADgQQAAAMEAADDCAABwwQAAEEIAACBBAAAgwQAAgD8AABTCAAAAQAAAlMIAALDBAACAQgAA0MEAAAxCAAAAwQAAhsIAAGDBAAAIwgAAEMEAAK5CAABQwQAAcEEAABDCAAA4QgAAyMEAACDBAACwwQAAsEEAABTCAACAwQAAKEIAAChCAADAwAAAgL8AAKDBAACAvwAAqkIAAGTCAABswgAAQMEAADzCAACAvwAAEMIAAL7CAACEQgAAgL8AAPBBAAA4wgAANMIAAFRCAABcwgAAEEEgADgTQAlIdVABKo8CEAAagAIAADS-AABMPgAAmj4AACQ-AABMvgAApj4AAEw-AAANvwAAqL0AAJg9AACIPQAAiL0AAKC8AAC2PgAAML0AAMg9AACSPgAAEL0AAMg9AADKPgAAfz8AAOA8AABEPgAAQDwAAGS-AADYPQAAqL0AAIi9AAD4vQAAkj4AAAQ-AADYPQAAgDsAAES-AAA0vgAAgDsAAJ4-AAAEvgAAqr4AADS-AABUvgAAyL0AAGw-AABUPgAAML0AAII-AABkPgAAsr4AAAy-AABMvgAAkj4AAAS-AAA0PgAA6D0AACS-AACIPQAAPz8AAPg9AADoPQAAPD4AADC9AACovQAAFD4AALi9IAA4E0AJSHxQASqPAhABGoACAAC2vgAALL4AACS-AABBvwAAyD0AADA9AACAuwAAED0AAGy-AAAwPQAA6L0AAPi9AACgPAAATL4AALg9AADgvAAAQDwAAEM_AACAuwAAPD4AAJg9AAC4PQAAPD4AAKA8AADIvQAAyD0AABS-AADgvAAAoLwAAKA8AADIPQAAgDsAAEC8AAA8vgAAHD4AAMi9AABAvAAA4LwAAFy-AACYPQAAED0AAOC8AAAEPgAAoLwAAOC8AADgvAAAf78AAAy-AAAUvgAAqL0AANg9AAAwvQAAij4AAEQ-AAD4PQAAgLsAAKA8AAAkPgAAgLsAAAy-AADYPQAAHD4AAEA8AAA8viAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=DyKGuQwi0RU","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["12206366016913525750"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"2172692597853687486":{"videoId":"2172692597853687486","docid":"34-0-6-Z6F828AECE43E3383","description":"Hi everyone, in this video we will solve a hard-level problem. The problem name is Minimum Cost to Cut a Stick and is based on dynamic programming and sorting concept. We will cover the...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"18","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Minimum Cost to Cut a Stick | Leetcode Q.1547 | Python | C++ | Java | LeetCode Daily Challenge","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=xkoolxQUaOk\",\"src\":\"serp\",\"rvb\":\"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_E5EOggQkAYAEKyqLARABGniB_QUF-wH_APz5BwgCCPwC9AH3APn-_QDlD_z4CP0BAP8MBAAAAQAACv_4A_kAAAD7AwQF9f4BAPUECg4EAAAABwT9CPwAAAAPA_f-_gEAABAM-QID_wAAHwMI-v8AAAD3Cwf6-_8AAAEI-PkBAAAAEvX9_QABAAAgAC2Il847OBNACUhOUAIqcxAAGmAMDwAX4_7v6QYN9RYA9Qfh9g732O8BAAAYAPgLBQAA-8jcEhQAC-wEC9MAAAAuBwYdFAAJNgna-P_3-fjc1-gKDX_lAf76DAXo_fQe6RMzBf_tPAQA5woTAxP8IBgX5w0gAC1294Y7OBNACUhvUAIqrwYQDBqgBgAAAEAAAEDAAADYQQAAMMIAAGBCAAAQQgAAcEIAAIhBAADQwgAAYMEAAEhCAACCwgAATMIAAFDBAACQQQAAsEEAAEBBAAC4wQAAEMEAAKBAAADAQQAAAMIAAMDAAAAEQgAAmMEAADBBAABAwAAAoMEAAPBBAACgwQAAgMIAABhCAACywgAAMEIAAKDAAAAQwgAAMMEAAKJCAADAQQAAAEIAAHRCAABwQQAAXEIAAIhBAADgQAAA8sIAAABBAADAQAAAlkIAABBCAAA8wgAAAMAAAFjCAACAwQAALEIAAFBCAADuwgAAsMEAAIC_AABEQgAAtEIAACDCAAAgwQAAJMIAAEhCAACWwgAAoMAAAEzCAACgQAAAZMIAAGhCAACkQgAABMIAABBCAADgwAAAuMEAAADBAAB8QgAAFEIAAFDBAACKwgAAmEEAAERCAAAcQgAA4MEAAIDAAABAwAAAhkIAAEhCAADYwQAAIMEAAExCAAAMwgAAKMIAAIBBAAAcwgAA8MEAAOBAAAA8QgAAAEAAACjCAAAUQgAAIEEAADDBAAAYwgAAYEEAAJxCAACIQQAAIEEAAIZCAACAvwAAAAAAAATCAAAAQQAA6EEAAIhBAAAgQQAAoEAAAEBAAABAwQAAwEEAAN7CAADYwQAASMIAACBBAACSQgAAdMIAAIC_AAAowgAAYMIAACDCAADowQAAQEAAAIDAAADYwQAA0EEAABxCAABAQAAA4EAAACDCAABUQgAA4MEAAMDAAADAwAAAhkIAAADCAACGwgAAhEIAADBBAAAAwQAA8EEAAIC_AACgQAAAPMIAABhCAACiwgAAMEEAAJbCAACAwQAAcEIAAABAAACoQQAAAEIAABTCAACAwAAAiMEAAMDAAACOQgAA4EEAACDBAABgwQAAlEIAACDCAAAAwgAAVMIAAADAAAAwwQAAOMIAALhBAAA0QgAA2MEAAKhBAAAswgAAsEEAAGxCAACgwAAAYMIAAABBAACAQAAABMIAAAzCAAAIwgAAuEEAAJhBAABAQQAAQMEAACzCAACIQQAA4MEAABDBIAA4E0AJSHVQASqPAhAAGoACAAAcvgAAjj4AAJ4-AAAsPgAA4LwAAK4-AACaPgAAUb8AANi9AABQPQAA4LwAANg9AABQvQAAjj4AAOA8AABEPgAAgLsAALg9AADIPQAA8j4AAH8_AADgvAAAhj4AAHC9AABcvgAAuD0AABC9AABcvgAA6L0AAEw-AABEPgAAgLsAAPg9AAC4vQAAQLwAAFQ-AAAQPQAANL4AAMq-AAAEvgAAbL4AAHC9AACgPAAAMD0AAFC9AAAkPgAArj4AACy-AAAwPQAAmr4AAI4-AABAPAAAiD0AAJg9AAA8vgAA4DwAAEU_AAAMPgAA6D0AAKA8AACIPQAAmL0AACw-AACAuyAAOBNACUh8UAEqjwIQARqAAgAAur4AAMi9AAB0vgAAUb8AAHC9AAAwPQAAMD0AACw-AAAMvgAAUL0AAOi9AACYPQAAbL4AAPi9AACgvAAAcD0AAEy-AAAzPwAAqL0AAIY-AABAPAAAoLwAANi9AAC4vQAAgr4AAHA9AAAwPQAAoDwAABC9AABQPQAAqD0AADA9AACovQAAgr4AAIC7AAAQvQAAqD0AAKA8AACOvgAAoDwAABC9AACmvgAAQDwAAOg9AADoPQAAQLwAAH-_AACavgAAEL0AAEC8AAA0PgAAgLsAALg9AADgvAAAij4AAOA8AABAvAAATD4AAJI-AACIPQAAhj4AAJg9AAAEvgAAFL4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=xkoolxQUaOk","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["2172692597853687486"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"16001797586165368025":{"videoId":"16001797586165368025","docid":"34-2-5-Z002352FA2B3EE3BB","description":"Hi everyone, in this video we will solve one more problem and the problem name is, Number of Good Paths. It is a hard level problem. In this video we will discuss, What does this problem want to...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"19","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Number of Good Paths || Q. 2421 || Hard Level || Union-Find || Leetcode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=RGNDpDtqMCw\",\"src\":\"serp\",\"rvb\":\"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_kPDwYM-QP-DPfw9v79AOIA8AoA_QIAChYH_gIBAAACCw_7BQAAAPQBA_vy_wEA8fkL_fYAAAARB_4J9gAAAPsUAvL-AQAACf_1CwT_AAAU9AMBAAAAAP78DPn6_wAADgcT_AAAAAD27e78AAAAACAALds2xDs4E0AJSE5QAipzEAAaYP8DACrbHOLs_Afy8u7xHwnfHf7q8Pj__N0A5vHw2wT2tcoP9wAnyhARvgAAADUh5AgGAAdPFN4MF_HIDO-4_uf8f-b2_ef5HurQD_r2EDMiAhpfFwDSDBMSGtvsKR7h_yAALTSOTTs4E0AJSG9QAiqvBhAMGqAGAABAQQAA2MEAAMBBAAAowgAAgL8AAJBBAABIQgAAgEEAAK7CAADgwQAA8EEAAKjCAACOwgAACMIAAIBBAAAQQQAAAEAAAPjBAAAIwgAAAEAAACxCAABkwgAA4EAAAKJCAAAQwQAAAAAAAAAAAADowQAA0EEAALhBAABMwgAAfEIAACTCAACwwQAAGMIAAHDBAABgwQAA8EIAANDBAABAQQAAeEIAAJBBAACoQgAAeEIAAIA_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_AAAQwQAAoMEAAEzCAAAAQAAApsIAAATCAABUQgAAAMIAAJhBAACQwQAAeMIAAIC_AAAowgAAIMEAAMxCAAAQwQAAAAAAAEDBAABkQgAAwMEAAJjBAACAwQAAgD8AAPDBAACQwQAATEIAABxCAABgwQAAqMEAAEDCAAAQQQAAkkIAAEzCAAB4wgAAoMAAAATCAACAQAAAXMIAAKbCAABgQgAAQMEAAMBAAAAwwgAAOMIAAExCAADwwQAAUEEgADgTQAlIdVABKo8CEAAagAIAAMg9AABcPgAApj4AAIA7AAAQPQAA3j4AAPg9AAApvwAAPL4AAPg9AACoPQAAFL4AABC9AACiPgAANL4AAHw-AAAsPgAAgLsAAJg9AACqPgAAfz8AAKA8AACGPgAA4DwAAIq-AACgPAAA4DwAAIi9AAD4vQAARD4AAEQ-AAC4vQAAVL4AACS-AACAOwAAQLwAAIo-AABMvgAA-r4AAOK-AABsvgAAML0AAIo-AABsPgAAcL0AACw-AAB0PgAAXL4AAOg9AABsvgAAHD4AAES-AACYvQAAdD4AAEy-AACAOwAAEz8AAJI-AACIvQAAVD4AAFA9AACIPQAATD4AADC9IAA4E0AJSHxQASqPAhABGoACAAAZvwAAcD0AAHA9AABTvwAAiL0AAFy-AADYvQAAqD0AADQ-AACAOwAAdL4AAKi9AADgvAAAZL4AAAQ-AABQvQAABL4AAFU_AAAwvQAAZD4AAOi9AAAUvgAAgLsAAFA9AADovQAAXD4AAAQ-AADIPQAAcD0AAKi9AAAQvQAAqD0AAIA7AACovQAARD4AAOA8AABkPgAAVD4AAJ6-AABwPQAALL4AAIi9AADgPAAAgDsAAKC8AACKvgAAf78AAIA7AADOvgAAuL0AAMi9AABwvQAAtj4AACw-AAAsPgAAQLwAAJg9AACGPgAAEL0AADS-AAA8PgAAgDsAAAQ-AADgvCAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=RGNDpDtqMCw","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["16001797586165368025"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"5929685999272188953":{"videoId":"5929685999272188953","docid":"34-4-17-Z01A775457E46CDB1","description":"Hi everyone, in this video we will be solving one more medium level problem. The problem name is Minimum Size Subarray Sum and is based on Sliding window concepts. chapter: 0:00 Introduction 0:24...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"20","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Minimum Size Subarray Sum | Leetcode Q.209 | Python | C++ | Java | JS | LeetCode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=_bRKTROOrNg\",\"src\":\"serp\",\"rvb\":\"EqwDChMzNzc2NDY1MDQ5NzM1NDE1ODQyChQxMjQ5MjQyODI2MDg4OTg4NjA5MgoUMTM2MTY1OTg0NjI1NTg5OTkwMTkKFDE0NzYyNDY0ODg0Mzg2NjM2NTE1ChMyNDk0Mjc4OTU4MDcxMzU0MTYxChM5ODY3NzIxNTI4NTI3MTU4MjgyChM5NTg2ODE1MjQ5MTIyMDg2NTQyChM3NzgxNzYxMjQ0NDk3OTQ4MTIzChQxMjYxMDcwNTAyMDk1ODM0MjQwNQoUMTI2NTMzODMwMTExNzkxNzgyODEKEzM0MjI1OTc2MTIwODA2NTk0NTkKEzkyMzU5MzEwNTA2MTg3MTY0ODcKEzY5MzQ0MzgwOTk1NDkyMDQyMDcKFDE0ODg5OTg2MzI3NTE1NDY2NzgxChMxNzkyMDc5MTQxNTU3ODc5NTI3ChQxMjIwNjM2NjAxNjkxMzUyNTc1MAoTMjE3MjY5MjU5Nzg1MzY4NzQ4NgoUMTYwMDE3OTc1ODYxNjUzNjgwMjUKEzU5Mjk2ODU5OTkyNzIxODg5NTMKEzMwMjgyODA3MDg5NzExOTg3NjEaFQoTNTkyOTY4NTk5OTI3MjE4ODk1M1oTNTkyOTY4NTk5OTI3MjE4ODk1M2qHFxIBMBgAIkQaMAAKKWhoaXdkdHBob2lzeGF3c2hoVUNJMmJtZk9zRjJVR21ZbUp5ZDlsempBEgIAESoQwg8PGg8_E-wIggQkAYAEKyqLARABGniB_wcHBQAAAAD7Bgn3CfwC-_b9Bvr9_QDmDv34CP0BAPUGBgEBAAAAAv0A-AIAAAD1-woM9P8BAPv-Bwn3AAAAFvkADfgAAAAHDPr9_gEAAAkF_Q8E_wD_EQ79_f8AAAD3Cwf6-_8AAAUE8PwAAAAAAvr2BgAAAAAgAC1kJtI7OBNACUhOUAIqhAIQABrwAXsW8ADK_gMA5wrtANYN6QGBIgr-NBLJAN3i_QC898oAA_0GALruHf_0C_4AqBELAdYQ3AAP2gUAOOcYACf1GQAEAvIBONv9AEoVDwH6EPUA4CIR_x_qLQIl4wb_Bwvv_hLqJv3rAu8D0-vpAA7-OwEVDwUCKgIM_94HGQPYBxID9_nJ_uAbAwfP4_cCBxYPAB4W5QMxJOv_2RYDBAEMCvsQ4iP97hDxAh0uAQPfD_j25QLvBggP6AMDCBoCCP0IAfP3JALy9P79B_oLBikCCAz2A_wD8P8NEeLv-QPY7f31AtsEBukX8gTwQhEG5_UB8yAALf8hHTs4E0AJSGFQAirPBxAAGsAHK4TtvjcLxTuzbLm7ycpvPdKSojzKQxU75sSiu04Tkbw5tK2806MZPqg2eD1hCfe6tw2TvhtUEzwbtBy9xVWFPlQwb72bfyq8RE7fuzxQkj3KkUm9_Qeyvb-txzt7DhO8sxVKvYj44rwu1bs8HQDxPfXVFb35njG9K1fDvZ1sXr36lAi9L5tKPbdKK73WaCK8kxmPPdoePTs7vXe8Vk4WPc_XMT2FTwS88vhMvUITcTo4zre71jEzvY1S-Dw0P8i8ek68O_BsD71G09W76_uFvT5oTL2HOxE8r7AgPag3gz2fI80897e6vIWmmTvLZ7m8aaMfPdIjIblaiVS8OUK2vaRmlD1PsL883bQZPj0W0TwDYPq7ywajvYbVbj2m3Ng8WtcJPDFgibzumso7z3yjPbgyUj2n0FQ8IJwqPUiqzjrCbP67Uxp2PRillbqahWo7-HG0vFgcDjzxR1G8VkduPX_oeD2rE8a8jZuavXOVOD3s-4u8PbUfPbhzZj12z3C8HOOzut89Nr23kA-8IZ_GPWLMJ70Kzgc8bamjvdnFPr3Hi7-7weTGPFL-tD3N2Yy8TvDNPWYz573_VwA8oRGNu7mwJLzgwvS6N6ruPCqZUr0LR2s8ziaWvfqerDy14TC7_GVBvIXs2buHQjq8_70qvdsbN70Hzwg8lT4-PMiTKb1Y67y7BV2xPPwWgryl7jG7up6dPdN70zt5NYo61ZUPPtTsRr3lRxm5JRftvD_TIT0lNzM7Ez0aveomDDsmW_85x2cSPq6g6b2QCbS5NmrPu3s-lDyiz3E5BVPNvRNDV73cKGq3TG40PZnIVj3X9q24qz2RvRpSFb4wUQo6THs5PQdNQb0owp-53sUgvaisYT04Ea24IvBRvAjX0ryzcqs3uyDsvLcUJr3dxtc3yIPjPHUM4zy-HNm3AfKpOqZkFL3j5Nk40bp8vSd1OLyYNlU5yeE4vSLYPT1odDG4eOhgvPsvJr1DFik1xFY1PXlhxj225i64nPKNPI46vjoPZVG3TytbPTsnrD08TIS4uD6svGwG-L15_yC4Lfe4PA-KjD2pvYq4uOQovtF_hbyd-Bq5u_jBvel8iL0mQU44jEj5vJI8F73kLxs3NPUKvt761bwMBK43H58APqTkkL0V6Dq57z5iPd4hAL0JOCC3Kv0lu-Nm3bygGck2xPXBO-4OJD2H-c23XKihPX3ElL24oZY3ipZXPRBY-T2NF0A4A_yUvX-ojz2F5F65NzWOOoKBUT2VLEY3oLhNPfcfqb0rTb63IAA4E0AJSG1QASpzEAAaYDT2ADLDB9rxHArhIePnL8X6CQPnrAL_E9z_5iIdH-MFvqwx9f8cFAQcowAAAGv49AsGAAx4C7Ag96H188eJxi8Nf9nmFpTvAwnr3hfu5Rf-B_JaLgDX_cknSBQaGPnxBiAALXozFzs4E0AJSG9QAiqvBhAMGqAGAAC4QQAAoMAAAAxCAAAcwgAAnkIAAARCAAAIQgAABEIAAOTCAADgQAAAIEIAAHzCAAAMwgAA4MAAAOhBAABwQQAAgL8AADTCAACgwQAAQMEAAIhBAAAMwgAA4MEAAFBCAADIwQAAAMEAAIA_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-AADoPQAA0j4AANg9AABAPAAAbD4AAJo-AAA7vwAALL4AAPi9AACgPAAAmL0AADA9AACOPgAA-D0AAFA9AACIPQAAmD0AAAQ-AACGPgAAfz8AAIA7AACyPgAAMD0AAAy-AAAMvgAAVD4AACQ-AACYvQAAuD0AAGw-AADYPQAAJD4AAKC8AABQPQAAhj4AAJ4-AADovQAAor4AANi9AABcvgAAUD0AAJg9AAD4PQAANL4AAGw-AAC6PgAAgr4AAKi9AABUvgAAtj4AAPg9AADgPAAA2L0AABS-AACgPAAANT8AAJY-AAAcPgAAQLwAAMg9AABAPAAALD4AAIC7IAA4E0AJSHxQASqPAhABGoACAADSvgAA2L0AADy-AABRvwAAFL4AAIi9AAAcPgAA6D0AACS-AACoPQAAJL4AAAQ-AAAkvgAAQLwAAMg9AABAvAAAVL4AAEM_AADYPQAA0j4AAOA8AACIvQAAyL0AAEC8AACSvgAAiL0AAAw-AACoPQAAED0AAIg9AACgPAAAoLwAAFA9AACWvgAA-D0AAFC9AAAUPgAAqD0AAGy-AAAUPgAAQDwAACS-AACAOwAA2D0AABQ-AACAOwAAf78AAJ6-AADgvAAAcL0AABw-AAAwPQAALD4AAOA8AACOPgAAqD0AAIC7AAAUPgAAkj4AAOC8AACqPgAAsj4AALi9AAB8viAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=_bRKTROOrNg","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["5929685999272188953"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false,"videoContentId":"519112828"},"3028280708971198761":{"videoId":"3028280708971198761","docid":"34-1-15-Z30FB3A358E867F04","description":"Hi Everyone, in this video we are going to solve the Unique Paths || problem on leetcode platform.","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"21","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Unique Paths || | Leetcode Q.63 | Python | C++ | Java | JS | Leetcode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=7wUtC_3qWV4\",\"src\":\"serp\",\"rvb\":\"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_E4oNggQkAYAEKyqLARABGniBAP3__v4DAO8DBgYAA_8B-_wE_fr9_QDmAwT9CP0BAPoFBwT5AQAACvf__gAAAAD1_AkL9P8BAAIIARADAAAAEAb-CPcAAAAQCAUC_gEAAAQI9gQD_wAAHAQHCQAAAAD7AQkA-_8AAAUGAfYBAAAACPP5AgAAAAAgAC1S99o7OBNACUhOUAIqcxAAGmD0AgAm5BME5AsL6_3-6xDf4Cv10dr9_wT0APLuB_oC4ci7CwX_COUBDr8AAABNIu4YIwAXUgfNAQXp0wLrv_MH_3_G-w3e-Rje3QAW6xApHNcRUTYA0wcHBwfeEzAYBP0gAC3TME07OBNACUhvUAIqjwIQABqAAgAAML0AAGQ-AADCPgAA2D0AACy-AAC2PgAAcD0AAEe_AAAkvgAAgDsAAPg9AAB8vgAAEL0AAIY-AAD4vQAAgLsAADA9AAAwPQAAbD4AAJ4-AAB_PwAAUD0AAIg9AACgPAAAqL0AAHC9AACgPAAAgr4AAIC7AAA0PgAAHD4AAIg9AACIPQAAFL4AAOi9AAAEPgAAVD4AAEy-AACavgAAZL4AAJ6-AACgPAAAqD0AAAw-AAAMvgAAqD0AAJI-AADIvQAAEL0AAMi9AACCPgAAoLwAAHC9AABAPAAAFL4AADA9AAA3PwAAbD4AANg9AAAMPgAAHD4AAFA9AAB0PgAAoLwgADgTQAlIfFABKo8CEAEagAIAANa-AABUvgAANL4AAEW_AACgvAAAMD0AAPg9AAC4PQAADL4AAHA9AAAcvgAAMD0AACS-AACAuwAAMD0AAKA8AAAkvgAAST8AAIi9AACqPgAAoDwAAIi9AABQvQAA4LwAAGS-AABQPQAA2D0AABA9AAAQPQAA6D0AAFA9AABQPQAAML0AAEy-AAAMPgAAoLwAALg9AABAvAAAVL4AAOg9AADIPQAATL4AABA9AACYPQAAML0AAIC7AAB_vwAAjr4AAKi9AADYvQAAiD0AAEC8AAA8PgAAoDwAAJ4-AABQPQAAED0AADw-AABcPgAAgDsAAFw-AAD4PQAAFL4AAAy-IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://www.youtube.com/watch?v=7wUtC_3qWV4","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["3028280708971198761"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"2048666997796694286":{"videoId":"2048666997796694286","docid":"34-0-6-Z1E9BE8C7E31968C2","description":"Hi Everyone, in this video we are going to solve one more very interesting hard-level problem on leetcode platform. The problem name is Smallest Sufficient Team and is based on Dynamic...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"22","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Smallest Sufficient Team | Leetcode Q.1125 | Python | C++ | Leetcode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=_6thmaLIYFM\",\"src\":\"serp\",\"rvb\":\"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_E8INggQkAYAEKyqLARABGniBBv4GAAABAPwAEAUHB_wBAQj-CPj-_gDt_Af6BwAAAPUB_AH1AAAACP_79_kAAADtBgMF8QEBAA0CCQ8EAAAABf8CDvUAAAAAB_0A_gEAAP8D6wQC_wAAHgII-_8AAAD6_QL9_f4AAAUH_v4AAAAAA_H7_AAAAAAgAC0SQNU7OBNACUhOUAIqcxAAGmALAgAM4Av25w4F8P0NDBDx_SD22NL7AAv5APsHAucGBMTgFBoAHOj8_s0AAAAvJwwSEAAPPSTqFPL17Anl2fwXDn_d-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-MEAAJrCAADgQQAAkMEAAHDBIAA4E0AJSHVQASqPAhAAGoACAACGvgAAcD0AALo-AACSPgAA6L0AAOg9AACyPgAAIb8AAES-AAAEvgAAiL0AAFQ-AAAQPQAA7j4AAIA7AACoPQAA4DwAAAQ-AADoPQAArj4AAH8_AACIPQAAdD4AADA9AABEvgAADL4AAAw-AACIvQAAgDsAAEQ-AAAsPgAAyD0AAIC7AADIvQAAgDsAAI4-AACiPgAAmr4AANq-AAAUvgAADL4AAGw-AAD4PQAAUD0AABS-AABMPgAAhj4AAIi9AABQPQAAvr4AAJ4-AADIPQAAiD0AAKA8AABQvQAA4DwAAF8_AABMPgAAZD4AAMg9AADYPQAA6L0AAAQ-AACgvCAAOBNACUh8UAEqjwIQARqAAgAA7r4AAHC9AAAEvgAAPb8AAOg9AADYPQAAJD4AAKA8AAAsvgAAdD4AALi9AAAQPQAA-L0AABy-AADYPQAAoLwAAOC8AABVPwAAQLwAAKY-AAAEvgAAoLwAAMg9AACYPQAABL4AAIg9AABwPQAAuD0AAEA8AACYvQAA4DwAABA9AABwvQAAbL4AABw-AADYvQAA-D0AAKg9AAB0vgAAcD0AAOC8AADYvQAAgLsAAEC8AADIPQAAUL0AAH-_AABcvgAAmL0AAHA9AAA0PgAAcL0AAEQ-AABQPQAAXD4AAEC8AABwPQAAND4AANg9AACgvAAAbD4AAGQ-AAAQPQAABL4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=_6thmaLIYFM","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["2048666997796694286"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"10726958680348236305":{"videoId":"10726958680348236305","docid":"34-10-5-Z02BEABA643899DDD","description":"Hi Everyone, in this video we are going to solve the Search in Rotated Sorted Array problem on leetcode platform. The problem is based on Binary Search Concepts and is a medium-level problem...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"23","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Search in Rotated Sorted Array | Leetcode Q.33 | Python | C++ | Java | JS | Leetcode Daily Challenge","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=FdandQFN-qs\",\"src\":\"serp\",\"rvb\":\"EqwDChMzNzc2NDY1MDQ5NzM1NDE1ODQyChQxMjQ5MjQyODI2MDg4OTg4NjA5MgoUMTM2MTY1OTg0NjI1NTg5OTkwMTkKFDE0NzYyNDY0ODg0Mzg2NjM2NTE1ChMyNDk0Mjc4OTU4MDcxMzU0MTYxChM5ODY3NzIxNTI4NTI3MTU4MjgyChM5NTg2ODE1MjQ5MTIyMDg2NTQyChM3NzgxNzYxMjQ0NDk3OTQ4MTIzChQxMjYxMDcwNTAyMDk1ODM0MjQwNQoUMTI2NTMzODMwMTExNzkxNzgyODEKEzM0MjI1OTc2MTIwODA2NTk0NTkKEzkyMzU5MzEwNTA2MTg3MTY0ODcKEzY5MzQ0MzgwOTk1NDkyMDQyMDcKFDE0ODg5OTg2MzI3NTE1NDY2NzgxChMxNzkyMDc5MTQxNTU3ODc5NTI3ChQxMjIwNjM2NjAxNjkxMzUyNTc1MAoTMjE3MjY5MjU5Nzg1MzY4NzQ4NgoUMTYwMDE3OTc1ODYxNjUzNjgwMjUKEzU5Mjk2ODU5OTkyNzIxODg5NTMKEzMwMjgyODA3MDg5NzExOTg3NjEaFgoUMTA3MjY5NTg2ODAzNDgyMzYzMDVaFDEwNzI2OTU4NjgwMzQ4MjM2MzA1aq4NEgEwGAAiRBowAAopaGhpd2R0cGhvaXN4YXdzaGhVQ0kyYm1mT3NGMlVHbVltSnlkOWx6akESAgARKhDCDw8aDz8Tzw6CBCQBgAQrKosBEAEaeIEEDQD9Av4A7gMGBgAD_gEE-A0B-f79AOD5BPYH-wIA-wz8BvkBAAAEB_H0AAAAAO0HBAXwAQEAAggBEQMAAAARB_4I9gAAAAgH_wL-AQAA_Aj-BwT_AAAY-_z-AAAAAPoBCgD6_wAAAQj4-QEAAAAJ8vkCAAAAACAALW0Mzjs4E0AJSE5QAipzEAAaYAr_AC_zA_r78w7w-gPiCOXXJRHMzej_-OcA9wr_-vPuvboEAwAh-AIPvgAAAEQK-iIkAA5LEsb0Duz68wPL8v8Uf7r8APQBJvni8SP8ERIa2fZgHwDXBhcQCukUGRPv9iAALcj8Ujs4E0AJSG9QAiqvBhAMGqAGAABAQQAAcMEAAARCAAAYwgAAeEIAACBCAADgQQAAIEEAAMrCAADAQAAABEIAAGjCAAAgwgAAmMEAAARCAADYQQAAgD8AAGDCAABwwQAABMIAACDBAAAYwgAAuMEAAJBCAAD4wQAAwMAAACDBAAAAwQAA-EEAACDBAACOwgAAQEIAADTCAAAgQgAAAMAAAMDBAACQwQAAyEIAAEBBAABcQgAApkIAAEDAAABwQgAAkEEAAIBAAAAAwwAAwEEAAAAAAACiQgAACEIAAAzCAAAAQAAAiMEAAPjBAAAYQgAACEIAAMDCAADAQAAAEMEAACxCAADUQgAAHMIAAMjBAACgwQAADEIAAGzCAAAAQAAAMMIAAKhBAABIwgAAJEIAALpCAAAAwgAAhEIAAODAAABwwQAA2MEAABBCAACgQQAAUMEAAJzCAABwQQAALEIAAARCAAAQwQAAUEEAAIA_AABsQgAAUEIAAIC_AAD4wQAAEEIAANDBAABAwgAAoEAAANDBAACgwQAAIEEAAIhCAAAAwAAA8MEAABhCAACgQAAARMIAAPDBAAAgQQAAYEIAAOBBAACAvwAAUEIAALBBAABgQQAAHMIAACBBAADYQQAAUEEAAADBAADQwQAA8EEAAIC_AACAvwAA-MIAACjCAABQwgAAoEEAAHhCAACYwgAA4MAAAFjCAAAwwgAA4MEAAEDBAAAAAAAAYMEAACDCAABAQQAAkEEAAIA_AABAwQAATMIAACBCAADIwQAAuMEAAGDBAACEQgAAgMEAAFTCAABIQgAAgD8AAODBAACwQQAAoMAAAABAAAAIwgAA8EEAAJjCAABgQQAAnsIAAETCAAB0QgAAAAAAAHBBAAAkQgAABMIAAHDBAABwwQAAmEEAAIxCAACAQQAAEEEAAIBAAABcQgAAcMEAANjBAAAwwgAAEEEAAFDBAAA0wgAA4EEAAHBCAADgwQAAAMEAAMDBAACAQAAAjEIAAMjBAABowgAAAMAAAHBBAABAQAAAiMEAAEjCAACAQgAAMEEAAEBBAACowQAAhMIAAPhBAACwwQAAsMEgADgTQAlIdVABKo8CEAAagAIAAPi9AACAuwAAfD4AAFQ-AACgPAAAij4AAGQ-AAA3vwAAxr4AABS-AAD4vQAAgDsAAHA9AACOPgAA-L0AANg9AABAPAAAqD0AADw-AACaPgAAfz8AADy-AABcPgAA2D0AAFC9AAAEPgAAiD0AABS-AAAMPgAADD4AAGQ-AAAUPgAA4DwAAJK-AACAOwAAwj4AACw-AACuvgAAzr4AACS-AABsvgAAHD4AAOA8AACgPAAAcL0AAEQ-AADePgAAhr4AADC9AAB8vgAARD4AAJi9AAD4PQAAiL0AAGy-AAAQPQAAJT8AABw-AAB8PgAAUD0AAIC7AACAOwAA2D0AANi9IAA4E0AJSHxQASqPAhABGoACAAC-vgAA2L0AADy-AAA_vwAAoLwAANg9AAAMPgAAuD0AAGy-AACOPgAA-L0AAJg9AABUvgAAiL0AALg9AACAuwAAgLsAADs_AACgvAAA1j4AADS-AAC4PQAAqL0AADA9AABkvgAAiD0AAEA8AAAwPQAAML0AAEC8AACgPAAAED0AAHA9AACCvgAADD4AABC9AABcPgAAPD4AAEy-AABAvAAAEL0AALi9AADovQAAQLwAAFA9AACAOwAAf78AAIa-AADIvQAAQLwAAFQ-AACAOwAAfD4AANg9AAAMPgAAoDwAADA9AACYPQAAdD4AAEA8AACCPgAAlj4AAKC8AAC4vSAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=FdandQFN-qs","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["10726958680348236305"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"7417589425269445191":{"videoId":"7417589425269445191","docid":"34-10-3-ZBCB05880E01A6B9E","description":"Hi everyone, in this video we are going to solve one medium level problem. The problem name is Minimum time to complete trips. This is a binary search based problem.","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"24","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Minimum Time to Complete Trips || Q. 2187 || Python || C++ || Java || LeetCode Daily Challenge","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=aiS2UQ3svH4\",\"src\":\"serp\",\"rvb\":\"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_E7MIggQkAYAEKyqLARABGniB-wcGAgr0APvyCQD5Bv4C_Ar2_Pb9_QDRCgD9CfcEABMJDQH6AAAABgD_AQUAAAABCQL-7_4BAPMFDBAEAAAABv8DEPMAAAAIDvn8_gEAACEJ7QMD_gEAHPj-DwAAAAD4GQn8_f8AAAEJ9vgBAAAAD_MABgAAAAAgAC0ojLM7OBNACUhOUAIqcxAAGmANCgAp3AzU-ikN7RgQ_g3r6zEC29v8__skAP4F__YBAr7AFCD_D_wBCsIAAAAyC_QhFgAUSijqAfT06wTitd4IFn__C-wD8ybs0vwf8CgbL-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-MEAAMDAAABQQQAAYEEAAADAAADgQAAA4MAAAFzCAABQQQAA6MEAAFDBAAAAAAAAlkIAABDBAABQwgAAGEIAAIC_AADQwQAAIMEAAHBBAAAAQAAAoEAAAJDBAAAIwgAAgEAAAKLCAACwwQAAjkIAALjBAAAQQgAAwMAAAIDCAACAPwAAsMEAALhBAACkQgAAEEEAABBBAAC4wQAAXEIAAIDAAACgwQAAHMIAANhBAADIwQAAUMEAAIRCAAAkQgAAgMEAAFDBAAAgwQAAkEEAAIpCAAAAwgAAcMIAAEDBAACAPwAAAAAAACTCAACWwgAANEIAALBBAAAgQQAA4MEAADzCAAC4QQAAmMEAAEDBIAA4E0AJSHVQASqPAhAAGoACAAC4vQAA4DwAALY-AABsPgAAfD4AAJ4-AACaPgAAKb8AAIq-AABwvQAAQDwAAFA9AAAQPQAArj4AAJg9AAC4PQAAND4AAEQ-AACuPgAA8j4AAH8_AAC4PQAAuD0AAOg9AABUvgAAmL0AAKI-AAAcvgAAqD0AALo-AAAcPgAABD4AABC9AADYvQAAED0AAJY-AAD4PQAAmL0AAMa-AABMvgAAZL4AABA9AAD4vQAABD4AAPi9AABcPgAAnj4AANi9AAD4PQAAgr4AAMo-AAAEPgAAJD4AAIg9AAA8vgAAoDwAAG8_AADoPQAAjj4AAOi9AABQPQAAQLwAAHA9AACWviAAOBNACUh8UAEqjwIQARqAAgAA0r4AAHA9AAD4PQAAVb8AABC9AABwPQAAMD0AAIo-AAAwvQAAqD0AACy-AAD4PQAAoDwAABC9AACgvAAAQLwAAAy-AABVPwAA-D0AAIo-AAAkvgAAmL0AAIg9AACovQAAZL4AACS-AADoPQAAuD0AAEC8AADgPAAAgDsAAOA8AACgPAAAiL0AAGQ-AABcvgAAhj4AAKC8AAB8vgAAZD4AAOi9AACWvgAAXL4AACQ-AACIPQAAXL4AAH-_AADgvAAAyL0AAIo-AACOPgAA-D0AABQ-AAA0PgAAfD4AADA9AABAvAAAcD0AAHQ-AADovQAAqj4AAFw-AABQvQAAjr4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=aiS2UQ3svH4","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["7417589425269445191"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"8726668886759750770":{"videoId":"8726668886759750770","docid":"34-3-4-Z54DA3C8B9A76D315","description":"Hi Everyone, in this video we are going to solve the Minimize the Maximum Difference of Pairs problem on the leetcode platform. The problem is based on binary search and sorting concepts and is a...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"25","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Minimize the Maximum Difference of Pairs | Leetcode Q.2616 | Python | C++ | Java | JavaScript","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=UGEOKLL3t7k\",\"src\":\"serp\",\"rvb\":\"EqwDChMzNzc2NDY1MDQ5NzM1NDE1ODQyChQxMjQ5MjQyODI2MDg4OTg4NjA5MgoUMTM2MTY1OTg0NjI1NTg5OTkwMTkKFDE0NzYyNDY0ODg0Mzg2NjM2NTE1ChMyNDk0Mjc4OTU4MDcxMzU0MTYxChM5ODY3NzIxNTI4NTI3MTU4MjgyChM5NTg2ODE1MjQ5MTIyMDg2NTQyChM3NzgxNzYxMjQ0NDk3OTQ4MTIzChQxMjYxMDcwNTAyMDk1ODM0MjQwNQoUMTI2NTMzODMwMTExNzkxNzgyODEKEzM0MjI1OTc2MTIwODA2NTk0NTkKEzkyMzU5MzEwNTA2MTg3MTY0ODcKEzY5MzQ0MzgwOTk1NDkyMDQyMDcKFDE0ODg5OTg2MzI3NTE1NDY2NzgxChMxNzkyMDc5MTQxNTU3ODc5NTI3ChQxMjIwNjM2NjAxNjkxMzUyNTc1MAoTMjE3MjY5MjU5Nzg1MzY4NzQ4NgoUMTYwMDE3OTc1ODYxNjUzNjgwMjUKEzU5Mjk2ODU5OTkyNzIxODg5NTMKEzMwMjgyODA3MDg5NzExOTg3NjEaFQoTODcyNjY2ODg4Njc1OTc1MDc3MFoTODcyNjY2ODg4Njc1OTc1MDc3MGquDRIBMBgAIkQaMAAKKWhoaXdkdHBob2lzeGF3c2hoVUNJMmJtZk9zRjJVR21ZbUp5ZDlsempBEgIAESoQwg8PGg8_E4cOggQkAYAEKyqLARABGniB-xIICgL-APf-_QH5Bf8BBPgOAfn-_QDlD_z4CP0BAOsJDwP-AAAAEwH0AQgAAAD-_Av98_4BAAATCQgFAAAAF_gADfgAAAAMDu4C_wEAAAv7_wkE_wAAEQT48f8AAAD5Fgj8_v8AAP0C8_ABAAAADfUABgAAAAAgAC1ohMw7OBNACUhOUAIqcxAAGmABEAAy7gr96wMW4gj7CxjZ0xnz0cz1_wwIAOslH-n25N-_JiIAFfz0GsEAAAA7D-smDQAPSxTRBPHk-e32sOUmDX_ZCf_z_xPlwu0U9x4v4-rxLBkA0BUU-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-MEAABBCAACOwgAAUEEAAKzCAAAcwgAAXEIAAADAAAAwQQAAAEIAAADCAADwwQAAMMEAACBBAACKQgAAoEEAAKBAAAAAAAAAWEIAAJDBAACwwQAAOMIAAFBBAABgwQAAHMIAAMhBAABsQgAAiMEAADDBAACwwQAAgD8AAI5CAAC4wQAAeMIAAAAAAABAQQAAoMAAAOjBAABcwgAAfEIAAEBAAABQQQAAgMEAAHTCAAAMQgAAYMEAAFDBIAA4E0AJSHVQASqPAhAAGoACAACSvgAAVD4AAPI-AACgvAAAgLsAADw-AACuPgAAWb8AAFy-AACYPQAA2D0AAFA9AACovQAAZD4AADw-AACgvAAA4LwAAIC7AAA0PgAA1j4AAH8_AAAwPQAAdD4AAEA8AACGvgAA4DwAAIY-AACovQAA6D0AAFQ-AAA8PgAAQDwAAAQ-AACovQAAmD0AAFw-AABcPgAAcL0AAES-AAAcvgAA2r4AAIi9AADoPQAAQLwAADC9AACaPgAABT8AACS-AAAwPQAAnr4AAIo-AABQvQAAmL0AAOA8AAA0vgAAED0AAF8_AACYPQAABD4AAIC7AABMPgAA2L0AAJo-AAAwPSAAOBNACUh8UAEqjwIQARqAAgAA0r4AADC9AACCvgAAUb8AAIC7AACIvQAAUD0AAKg9AAAsvgAABD4AAES-AAAcPgAALL4AAJi9AACoPQAA4LwAANi9AAA3PwAAoDwAAOo-AADIvQAAgDsAAIA7AACIvQAAhr4AABA9AACIPQAAUD0AADC9AACYPQAAMD0AAOC8AABQPQAALL4AAKg9AABQvQAAqD0AAFA9AAAMvgAABD4AAIA7AABMvgAA2L0AAAw-AAAwvQAAcD0AAH-_AADSvgAAnr4AAKg9AADoPQAA2D0AAJI-AAAUPgAAUD0AABA9AACgvAAAmD0AAI4-AAA0vgAALD4AAMo-AABwvQAAjr4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=UGEOKLL3t7k","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["8726668886759750770"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"6049715879629132741":{"videoId":"6049715879629132741","docid":"34-10-1-Z430A3A0EFD6DD92C","description":"Hi Everyone, in this video, we are going to solve one more interesting medium-level problem on leetcode platform. The problem name is All Possible Full Binary Trees and is based on recursion and...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"26","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"All Possible Full Binary Tree | Leetcode Q.894 | Python | C++ | Java | JS | Leetcode Daily Challenge","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=vJ26IDQCAEc\",\"src\":\"serp\",\"rvb\":\"EqwDChMzNzc2NDY1MDQ5NzM1NDE1ODQyChQxMjQ5MjQyODI2MDg4OTg4NjA5MgoUMTM2MTY1OTg0NjI1NTg5OTkwMTkKFDE0NzYyNDY0ODg0Mzg2NjM2NTE1ChMyNDk0Mjc4OTU4MDcxMzU0MTYxChM5ODY3NzIxNTI4NTI3MTU4MjgyChM5NTg2ODE1MjQ5MTIyMDg2NTQyChM3NzgxNzYxMjQ0NDk3OTQ4MTIzChQxMjYxMDcwNTAyMDk1ODM0MjQwNQoUMTI2NTMzODMwMTExNzkxNzgyODEKEzM0MjI1OTc2MTIwODA2NTk0NTkKEzkyMzU5MzEwNTA2MTg3MTY0ODcKEzY5MzQ0MzgwOTk1NDkyMDQyMDcKFDE0ODg5OTg2MzI3NTE1NDY2NzgxChMxNzkyMDc5MTQxNTU3ODc5NTI3ChQxMjIwNjM2NjAxNjkxMzUyNTc1MAoTMjE3MjY5MjU5Nzg1MzY4NzQ4NgoUMTYwMDE3OTc1ODYxNjUzNjgwMjUKEzU5Mjk2ODU5OTkyNzIxODg5NTMKEzMwMjgyODA3MDg5NzExOTg3NjEaFQoTNjA0OTcxNTg3OTYyOTEzMjc0MVoTNjA0OTcxNTg3OTYyOTEzMjc0MWquDRIBMBgAIkQaMAAKKWhoaXdkdHBob2lzeGF3c2hoVUNJMmJtZk9zRjJVR21ZbUp5ZDlsempBEgIAESoQwg8PGg8_E9cLggQkAYAEKyqLARABGniBAgkKBQX6AO0EBwYAA_4B8e8LBfz-_wDkD_z4CP0BAAYDBwUCAQAADfkF9P4AAAD7AwQF9P4BAP_8BBMDAAAAEQf-CfYAAAAHDfn8_gEAAAz7_wkE_wAAIAUICgAAAAD3DAf6-v8AAAEI9_kBAAAACfH4AwAAAAAgAC3bNsQ7OBNACUhOUAIqcxAAGmACDwAm4A338QcM5QD16wjq9RkH1t3zAAb7APT-EPv99cnQ_gIACOz6Cc4AAAAzHfIUKQASPQ7ZAwD77vv2ueoND3_fBvrv_Bjm7AcY-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-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-AABAPAAAQDwAADA9AABEPgAAX78AACy-AABAPAAAyL0AAAQ-AAAwPQAAsj4AACy-AABcPgAAND4AAIg9AACePgAAOT8AAH8_AABcvgAAPD4AANi9AACCvgAAgLsAADQ-AAD-vgAAiD0AAJY-AADYPQAAQDwAAGw-AACSvgAAQDwAAHw-AACYPQAAbL4AAES-AAC6vgAA3r4AAKA8AADYPQAA2D0AAOi9AAAUPgAA2j4AALq-AAC4vQAADL4AAGw-AAD4vQAAmL0AAMg9AACevgAA4DwAAHk_AACIPQAABD4AAFS-AABwvQAA6L0AAMg9AAD4vSAAOBNACUh8UAEqjwIQARqAAgAAzr4AAIa-AABEvgAAOb8AAIg9AABQvQAAyD0AAAw-AAAsvgAAMD0AAAy-AAAsPgAABL4AAES-AACoPQAAoDwAAKC8AAA7PwAA4DwAAK4-AACovQAALD4AAMi9AAC4PQAAXL4AAHA9AAA0PgAAiD0AAOA8AAAwPQAAqD0AAOA8AADgPAAAfL4AABw-AACAuwAAXD4AABQ-AACevgAAPD4AALg9AABUvgAAML0AAAw-AADIPQAA6L0AAH-_AACWvgAAPL4AAOC8AAAcPgAAQLwAAFQ-AADYvQAArj4AAOA8AACgPAAA-D0AABw-AACYvQAARD4AALo-AADovQAAPL4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=vJ26IDQCAEc","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["6049715879629132741"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"4424886884736899488":{"videoId":"4424886884736899488","docid":"34-7-10-Z967885B7E1EAD1D0","description":"Hi everyone, in this video, we are going to solve one medium-level problem. The problem name is Total Cost to Hire K Workers and based on Priority Queue, Min Heap concepts. We will cover the...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"27","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Total Cost to Hire K Workers | Leetcode Q.2462 | Python, C++, Java, JS | LeetCode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=A_GaG6DC6os\",\"src\":\"serp\",\"rvb\":\"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_E8QNggQkAYAEKyqLARABGniBBA0A_QL-AAQABQcBCfwC-_b8Bvr9_QDXCAD9B_gEAPUGBgEBAAAACf0J_gMAAAD0BA8E9gABAA0CCQ8EAAAAF_gADfgAAAD9AvYE_gEAAAj_9QoE_wAAEwoIAf8AAAD8CQEB_P8AAAEI-PkBAAAACe4C_gABAAAgAC1tDM47OBNACUhOUAIqcxAAGmAGDAAj9AkC4P4a6AYG4gn07xYB7-jxAP_6AOUJDgT76NjOBwv_CvIMA9MAAAApDQMdFgD1OQrg8P3--QX7wu8LDX_VBfwE-xjl6fwa8hQXDfoARRQA5w8H_B7vFhgY4QIgAC26RYU7OBNACUhvUAIqrwYQDBqgBgAAMEEAAFDBAAD4QQAAHMIAAIpCAAAgQgAAyEEAAKBBAADCwgAAMEEAALhBAAB4wgAAHMIAALDBAAAgQgAAoEEAAFBBAABUwgAAUMEAABDCAAAwwQAAIMIAAIjBAACKQgAAoMEAABDBAADAwAAAoMAAALhBAACgwAAAiMIAAExCAABEwgAALEIAAFDBAADgwQAAYMEAAMJCAABwQQAAcEIAAKJCAAAwwQAATEIAAPBBAAAQQQAAAMMAAGBBAAAAQAAArEIAAMhBAAAwwgAAoMAAALjBAAAIwgAABEIAAAhCAADYwgAAAAAAAGDBAABEQgAA1EIAAOjBAADgwQAA4MEAABxCAACIwgAAkEEAACTCAADgQQAASMIAACBCAACwQgAAGMIAAI5CAAAAAAAAwMEAAHDBAAAwQgAA-EEAAHDBAACGwgAAoEAAADBCAAAEQgAAEMEAAMBAAACAvwAAfEIAAEBCAACAwAAA4MEAABRCAADYwQAANMIAAEBAAADYwQAACMIAACBBAABkQgAAEMEAABTCAAAIQgAAcEEAAFjCAACYwQAAoEAAAGxCAADAQQAAoMAAADRCAACYQQAAUEEAACTCAABAQQAA0EEAAGBBAACAvwAAiMEAAKhBAACAvwAAgMAAANLCAAA4wgAARMIAAOhBAACQQgAAlMIAAIC_AABYwgAAOMIAALjBAADgwAAAQEEAAIDAAADIwQAAcEEAAFBBAADgwAAAEMEAAGTCAAA4QgAA2MEAAMjBAACgwQAAdEIAAMjBAABcwgAAPEIAAOBAAAAgwQAAyEEAAKDBAAAAQAAAAMIAAABCAACUwgAAiEEAAKTCAAA0wgAAeEIAAIDAAAAgQQAAFEIAABzCAACAwQAAuMEAAKhBAACCQgAAkEEAAIC_AACAPwAAJEIAAODBAAAEwgAAJMIAACBBAACAPwAACMIAAPhBAABsQgAAuMEAABDBAAC4wQAAgEAAAJZCAAC4wQAAfMIAAIDAAAC4QQAA4MAAANDBAABYwgAAeEIAAEBBAABgQQAAcMEAAJTCAAD4QQAA8MEAAPjBIAA4E0AJSHVQASqPAhAAGoACAAAwvQAALD4AAIo-AAAEPgAAgDsAAIY-AAB0PgAAO78AAMi9AACgPAAAQLwAAKC8AAAQPQAAij4AAIA7AACYPQAAMD0AAJg9AAAcPgAAkj4AAH8_AAD4PQAAVD4AAIA7AAAMvgAAgDsAALg9AACWvgAABL4AAGQ-AABEPgAAED0AABA9AACGvgAAuL0AAEQ-AAD4PQAA2L0AALq-AAAUvgAAgr4AAIA7AACIPQAA6D0AAJg9AACSPgAAlj4AABy-AAAwvQAAir4AAEw-AACAuwAAcD0AAOi9AABQvQAAoDwAADk_AAAEPgAAiD0AAOg9AAAkPgAAgLsAAMg9AABwvSAAOBNACUh8UAEqjwIQARqAAgAAyr4AALi9AABEvgAAR78AAIg9AADgvAAAED0AAKg9AABMvgAABD4AAIC7AACIPQAAHL4AAKi9AADYPQAAoLwAAAy-AABHPwAAML0AAIY-AAAwPQAAMD0AAFA9AACYvQAAPL4AAKg9AACgPAAAyD0AAOA8AACoPQAAqD0AAIA7AADYvQAAZL4AAAw-AACIvQAAmD0AAIg9AAB8vgAAED0AAIg9AABcvgAAEL0AAOg9AADgPAAA4DwAAH-_AACCvgAAcL0AADC9AAAwPQAAgLsAANg9AABwPQAAij4AADA9AADgPAAABD4AAGw-AACYvQAAJD4AADQ-AACAOwAAXL4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=A_GaG6DC6os","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["4424886884736899488"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"12285550259300268010":{"videoId":"12285550259300268010","docid":"34-0-10-Z1DA1E0DA01F4DC2D","description":"Hi everyone, in this video we are going to solve one medium level problem based on easy logic and string. In this video, we will see, we will understand this problem very clearly, we will see the...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"28","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"String Compression || Q. 443 || Python || C++ || Java || LeetCode Daily Challenge","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=MhySLozRwb0\",\"src\":\"serp\",\"rvb\":\"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-v4D_wQF_gEEAAAC9_7-AOQP_PgI_QEA-AkHDgEBAAAL_ff8AwAAAPT7Cgzz_wEA__wEEwMAAAANAQ0E9AAAAAcKAgr-AQAABAr0AvgCAAET9w0NAAAAAP8S_gP__wAACBLu_AEAAAAM7_nzAAAAACAALWz4xjs4E0AJSE5QAipzEAAaYAMGABvdD_30HQsC7P7qDvICEArk4fcA-gkAAQQH_A_t0dP6BgAc7fkOzwAAACcV7hshABk4EukGBOzxEeTH8_8Xf-MBBvcCIfLwDRj6DRMY5wlEDgDrAg4FBPEIJA7zBiAALT_6hTs4E0AJSG9QAiqvBhAMGqAGAAAAQQAAkMEAADhCAAAYwgAAcEEAAMBBAABYQgAAAEAAAKjCAAAswgAA4EEAAMDCAAAMwgAALMIAAOBAAADgwAAAAMAAACDCAACgwAAAYEEAALBBAACGwgAAUMEAAHRCAADAwAAAwEAAAIjBAABUwgAAEEEAAIA_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_AAAAwQAAIEEAAKJCAAAAQQAAMEEAALjBAABcQgAAQMAAAMjBAAAgwgAABEIAAPDBAABgwQAAYEIAABhCAACAvwAAQMAAADDBAACIQQAAbEIAAJDBAABgwgAAMMEAABDBAABAQAAAVMIAAJjCAAA0QgAAiEEAAJhBAADwwQAAHMIAADBBAADwwQAAIMEgADgTQAlIdVABKo8CEAAagAIAAKi9AAAEPgAAoj4AAEQ-AACAuwAAdD4AANg9AABHvwAApr4AABA9AACAuwAAMD0AABw-AADKPgAA2L0AALg9AAD4PQAAHD4AAHw-AADyPgAAfz8AALg9AACAuwAAND4AAJi9AAAUPgAAHD4AAP6-AACgvAAAbD4AAMg9AADgvAAAmD0AAIq-AAAsPgAAXD4AACw-AACCvgAApr4AAHy-AACYvQAALD4AAIA7AABcPgAAuL0AALI-AACePgAADL4AADA9AAB8vgAAij4AAIA7AAAUPgAAHD4AABS-AACIPQAART8AACQ-AACCPgAAuD0AAIA7AADoPQAAmD0AAIK-IAA4E0AJSHxQASqPAhABGoACAADOvgAAgLsAAGy-AAA3vwAAgDsAAKA8AAA0PgAAuD0AAOC8AACGPgAABL4AAPg9AAAcvgAAyL0AADC9AACAOwAAyL0AACs_AACAOwAA0j4AAOC8AACoPQAAgLsAAKA8AABsvgAAcD0AAJg9AACYPQAAML0AAHA9AABAPAAAED0AABC9AACGvgAAgLsAAAy-AAA8PgAAQDwAAHy-AABUPgAAcL0AACy-AACAuwAAqD0AADQ-AADgPAAAf78AADy-AADIvQAAMD0AAPg9AAAQPQAAJD4AABA9AACyPgAAUD0AAIC7AACYvQAARD4AAIC7AAAUPgAATD4AABC9AAAEviAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=MhySLozRwb0","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["12285550259300268010"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"13048932236281864249":{"videoId":"13048932236281864249","docid":"34-10-13-Z6A115C2905AA4CCB","description":"In this video, we are going to install jupyter Lab in windows, We will see how to install jupyter by using pip command and then run the python program in it. Link for install Python : • How to...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"29","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"How to install JupyterLab in Windows || Under 4 Minutes","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=RHiC9s61-_A\",\"src\":\"serp\",\"rvb\":\"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_foFAAAA_wH5B_gH_QIc9v0H9gICAOMB9_8K_AIABvX7BPgBAAACAQX8CgAAAP7-_v_4_gAA9gsAAgUAAAAN9ggC-wAAAAf88PcAAQAA9_0KAfUCAAEGAAkAAAAAAPkB-gr_AAAA_QT-_QEAAAD98voEAAAAACAALSxg1Ts4E0AJSE5QAiqEAhAAGvABXwPW_g_rEQTIEuMA2REVAYHh_f8r9_oB1PvoAc0V_QHTDuUA6-sQAKEJBwG5Eu7_2-7d_yMzJAAHBgEAAQcoAB7y8QAj2woARfMFAPIR5v_VFwH-IOouAiji2gIQ8g_-IvPbAML96QLR1Or_CxUjABD3EQQrEhoB7woa_f8rJADt4QIB4SAT_7XuFP0MF_3_BT37ARkeBgPz-BQCGw3VAvb6DQb-_wICJAsHDRUD__zq-_f72eoJC-X4HgEJIyL53A4KDvPiAfALLBP6JAPz-fkn__gJ7_UHAfDyDNr6Cfj_B_bw5jQDD-D7G-f8HPL6IAAtFAUbOzgTQAlIYVACKs8HEAAawAdqFtC-rJQZPVMN97swSPq9eRVDPWFmaTw7xyC-LwqMvKsLU7z5ENQ9qcNFPaq78jz8jLu-WlMPvMbqxbstCVA-1PhgPOZkGD0VehO9RTpyvEpG6bxEGF--1GRnO6WdPzy22sO8Ab_GvJA8Bj3_IT0-zon9PE4QUDyLt5-89uV1O9STfj2-yPq8gLKOvaaNFD0n9zs-XSQDPScrqzx3Me09jwApvXaWETyHhFS9kiRoPb_h0zp_5209qPXpu_fXIbz-bpA9x-xyO6FzDT1EIL29tGA9vVvVRzlBvp274UuXvKNnaTwyE1a90EICPYY6zTq8myI9wAOovcM_sjt39Qq-oJ8uPVz5UbweGTs-QaS6O6sQRbzgoD299ZHlPLhvmjy4sZk8YQcEPbrbdTwxsRk-qfUjPDtImTyldB-7I56RvIXBRjzTTl0-7Gexuqk2kzoAcy29zY0OPD6uMjyyy4E8agSBPckMirx8nXS9NsIMPaJ91zkPttg9XKNvvbDtiDzIKM89vvs-PMKQi7wnWJA6bj25PSTwBzzuuBy9FMpnPdNvujqqz7o8Y7j6vCoksjqoMjE9_3fEPO5ExbuTH7y9v5DfvFDhCrzR5XI9uoJxOzZSHbtz_lw8igHUOwOYcLtSXxY97GqyvOGHObySdM29J4xBPDvSzzrzcW28lM6wuyk7ojtXXQc9XGeNva5VbbmZew29jqmiu1UjKjvgPEs9dSzlvJxYtztIpO08f40_vRKkTrt5Wr68F0_YvLmaSDpq3oE9UWZovQIWhDmlBZo7WTVjPNE64jn5mPQ8JAotPfWXADi59JS8kMGKPJyh1DnYAow8g2jNvS4kwrihl4u9lzx5vZRdPzi2Gg29DTegPKGzT7ofSYk8B2agPAh3QrpTUzc9E6eJvGqOJbh7s7g7X_ZGPTSj3bh0IRw8lKmNvfPAJzco1im9FFSJve904jivA2y9YAChPGQ_GjhDpqE8mgmGvERBpbhZDYM98Q3FPN277zh1RzW8HdNJPfssMrfGoBi96ICHu2_VGLYe-eO9G-ucvRzChbjJQzq8H1maPTfzBjcH_Cu92d1yvQ42KjgBByO9H65rvVa-crbV84S9Xeh2ugyn3rjFnBa9tJOsvVGCgzhz4DA9Q5DDvSfU47djKdI9lp2pvf8vnLdcd449ZB1zPTXnZrfj_449f986Pa3x07fXnGg93xE6vU9iGbhwgko8Kuq3PecKCTmUymq9awVyvH4xj7hciWW9ZDPRPKe9oDe9tBK6WZ-XvfJmM7ggADgTQAlIbVABKnMQABpgPwIAEeT62-4LMesI3vQdAPce8Q7nAwAV2QACI_8nFfzKvxUhABb6_RLBAAAA9i3TKRUA-lD26PEg0ivm3PXq8xh_DA0X6ybjG-G9C_f2Ku8JGUIZAA4D5e9T9-IbRvUNIAAtRgtKOzgTQAlIb1ACKq8GEAwaoAYAAARCAADgQAAACEIAAJBBAABgQgAAmEEAAKhBAABQQQAAoMIAAFDBAADgQQAAusIAAJrCAAAwwgAAgD8AAADCAAAkwgAARMIAAFzCAABAQAAAhkIAAPDBAABEQgAA4EEAANhBAAAwQQAA6MEAAIbCAABgQgAAyMEAAHTCAACSQgAABMIAAAAAAAAAwgAA0MEAAIBBAABkQgAAkMEAAMBAAACKQgAASEIAAMBAAACGQgAAZMIAAARCAAA4wgAAIMEAAIZCAADgQQAAQMIAACDCAAA4wgAAQMAAAKhCAAD4QQAABMIAAOhBAAAIwgAAoEAAAARCAADYwQAAiEEAAMjCAACSQgAAbMIAAETCAADgwAAAIMEAAFDBAACoQgAAqkIAAMhBAACgwQAAoEAAANDBAABYwgAALEIAAABAAAAwwQAAcMIAADxCAAAwwQAA-EEAAADCAACIQQAAeEIAAARCAACwQQAA4MEAAARCAABwQgAAqMEAAEDCAACAwAAA2MEAANhBAAAsQgAAoMEAAATCAABAwgAAMEIAAIBCAABQwQAAkMEAAOBAAACAQgAAIEIAAFBBAAC-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-AACWPgAABD4AAI6-AAAMvgAAiD0AAEe_AABQvQAA4DwAAIo-AACoPQAAEL0AACy-AACyvgAApr4AABw-AABAvAAA6D0AAJI-AAB_PwAAML0AAFA9AACSPgAATD4AAEy-AADovQAAiL0AANi9AABAPAAADD4AAIA7AAAcPgAAij4AAHC9AACAuwAAgj4AANK-AACevgAAiL0AAHC9AACIvQAAML0AAHC9AACYPQAAgDsAAFQ-AABcvgAAHL4AAKK-AABMPgAAcD0AAAQ-AABMvgAA4LwAAHC9AAAZPwAAmD0AACS-AADgvAAAmD0AAJg9AABAPAAAhj4gADgTQAlIfFABKo8CEAEagAIAAFy-AAAcPgAAPL4AABG_AAA0vgAA2D0AAHQ-AADIvQAAUD0AANI-AABcvgAAqD0AADQ-AACYPQAAMD0AAKi9AADovQAAMz8AANg9AAAdPwAA6L0AALi9AAAQvQAAED0AAMi9AABkvgAAsj4AAJg9AAAUPgAADL4AABC9AAD4vQAABD4AAOi9AADYPQAATL4AAGw-AABEPgAAjr4AABC9AADYvQAApj4AAIo-AAAcvgAAuD0AABC9AAB_vwAAJD4AANg9AABQPQAAqD0AAEC8AACAuwAAij4AAHw-AADYPQAAQDwAAJi9AACAuwAAJD4AACw-AAAUPgAALD4AAAy-IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://www.youtube.com/watch?v=RHiC9s61-_A","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1920,"cheight":1080,"cratio":1.77777,"dups":["13048932236281864249"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false,"videoContentId":"1039289733"},"17936417162739201756":{"videoId":"17936417162739201756","docid":"34-11-6-ZC99D1D184A759A34","description":"Hi, everyone, in this video we are going to solve a famous Leetcode problem Unique Paths III which is hard level problem. We will first discuss about the logic and then we will jump to the code.","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"30","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"LeetCode Challenges|| Q. 980 Unique Paths III || Hard Level || Easy Explanation","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=B4VNhSZoTSU\",\"src\":\"serp\",\"rvb\":\"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_BAABBPsA-_kHCAII_AIIAQf59___ANUJAP0I9wQADAgA_wEAAAAFEAT2CgAAAPz7BPv8_gAAC_UAAfkAAAAhAQr_-QAAAAsQAwD-AQAA7AnvBQP_AAAgAwj6_wAAAPYDDfwCAAAA7_4T-QAAAAAA9PP-AAAAACAALZpcxjs4E0AJSE5QAipzEAAaYAQBACD_ANnc9APu0ePVKPTA9uS7tin_ALv_8d7l-RDqsp_17P8noB4BmgAAAEdD-wkcAC5_690ZHvuhFNuwC_H3etj53NkE8vyqINzLMvs0wuI-UwC87AQ3I9cDR_YwACAALQwlEzs4E0AJSG9QAiqvBhAMGqAGAACIQQAAYMEAAMBAAADgwAAAMEEAAEBBAAAcQgAAgD8AAJjCAADQwQAAfMIAAL7CAACmwgAAoEAAAFRCAABAQQAAcMEAAFDBAAD4wQAA4MAAAPhBAAAEwgAAFEIAAI5CAAAIQgAAgMEAAAAAAADmwgAAwEAAAKhBAACYwQAAQEEAACjCAACEwgAAMMEAAJBBAADIwQAAtEIAAABAAACCwgAAdEIAAPBBAAB8QgAAmEIAAMDAAABwwQAAqMEAACBCAABwQgAA6EEAAFDCAACAwAAAcMIAAEjCAAAMQgAAVEIAAATCAAAAAAAA4MEAAAhCAACKQgAAYMIAAMDAAAB4wgAALEIAAITCAADgwAAA4MEAALDBAADQwQAAHEIAAExCAABQQQAA6MEAADzCAACswgAANMIAAIA_AAAgQgAAsEEAAIhBAAD4QQAAFMIAAGBBAABwQgAAHEIAALDBAAC0QgAACEIAABTCAAA0QgAAoEIAALbCAAAUwgAAQMEAAGTCAACwwQAANEIAADhCAACYwQAASMIAAKBBAABoQgAA-MEAAKBBAAAAAAAAUMEAANBBAABUwgAAZEIAAAhCAAC4QQAA2MEAAFBBAAAAQQAA4MEAAOhBAAAowgAAQMAAAMDBAACIQgAAJMIAABDBAADowQAABEIAAADCAACYwQAAgMEAAABAAABwwQAAKMIAAIA_AACgwAAAgEEAAEjCAACQQgAA4MAAADDCAACQQQAAwEAAAABBAACgQQAAEEIAAGDBAACGQgAAgEAAANjBAAAsQgAA8EEAAHBBAABYwgAAAEAAALjBAADIwQAAcEEAAJDBAABQwQAATMIAAODBAACgQAAA-EEAAMBAAAAMwgAAgMEAALBBAAAgwQAAsEEAALBCAADgwQAATMIAAABAAADYQQAAmMEAAKrCAABAwAAA0MEAAARCAADwwQAAYEIAALhBAABkwgAAYMIAAITCAAA4QgAA-EEAAKDBAABQwQAA-MEAAOBAAAB8QgAApsIAABTCAACQQQAAyMEAABzCAABAwAAA-MEAAOBBAADgQAAAREIgADgTQAlIdVABKo8CEAAagAIAAFS-AAD4PQAATD4AAAw-AAAwvQAAZD4AAEQ-AABJvwAAjr4AALg9AADIvQAAED0AAAy-AACSPgAAoDwAAFQ-AACoPQAA6D0AAHA9AAADPwAAfz8AAIi9AABcPgAAbL4AANK-AAA8vgAAFL4AADy-AAAMvgAAHD4AAI4-AADgvAAAoLwAAIi9AAA8vgAATD4AADQ-AADIvQAAC78AALK-AAAcvgAAQDwAANg9AAAcPgAAML0AAFA9AAAkPgAAhr4AAHQ-AACKvgAA2D0AADy-AABAvAAAbD4AAM6-AADIPQAAUT8AANo-AAAMvgAAgj4AALg9AABAPAAAhj4AAAy-IAA4E0AJSHxQASqPAhABGoACAAANvwAAir4AABA9AABlvwAATD4AAIC7AACgPAAA4DwAABC9AABQvQAAPL4AADC9AACAOwAATL4AAEA8AABwPQAAcL0AAGU_AACYPQAATD4AABA9AAD4PQAALD4AAIC7AABUvgAAPD4AABA9AAAQPQAAmD0AAKA8AACoPQAAUD0AAKC8AADGvgAALD4AAEA8AACAOwAAjr4AAJ6-AAA0PgAAmL0AAOC8AACoPQAAED0AADS-AACYvQAAf78AAGS-AAD4vQAAyL0AAKi9AABwvQAAyD0AAGQ-AADqPgAAoDwAAFA9AAD4PQAAgLsAAFS-AAC4PQAA6L0AAIg9AAAUviAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=B4VNhSZoTSU","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["17936417162739201756"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"2129798388947294323":{"videoId":"2129798388947294323","docid":"34-1-1-Z2D37A9E3F5BBC991","description":"Hi everyone, In this video, we are going to solve check completeness of a binary tree problem on leetcode platform. 0:00 Understanding the problem 3:52 logic 7:50 Python Implementation 10:36 C++...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"31","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Check Completeness of a Binary Tree || Q. 958 || LeetCode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=5at663UDq20\",\"src\":\"serp\",\"rvb\":\"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_E98GggQkAYAEKyqLARABGniB_wcHBQAAAPQD_QIABP8BAAMP9Pj-_QDmDv34CP0BAPz_CAMBAAAAAvsB_voAAAD2_vsI9P8BAAT6DQgEAAAAGQgKDPsAAAAFFQD6_gEAAAQJ9gQE_wAAHQUHCQAAAAD7BAT9AAAAAP72-O0AAAAAAun1AwEAAAAgAC1kJtI7OBNACUhOUAIqcxAAGmACEwAg5wjc7AUy7BQB3fQB_BL04NsLAAL-APv0_foA477m8hUACcQKA8kAAAAlCPQmGwD6RBDsBeEE6BLx0vsII3_7BAb8Di7i6AL24h8rI-8tTiEABQ4UDwjwETUP9_0gAC2iPmc7OBNACUhvUAIqrwYQDBqgBgAAIEEAAHDBAABQQgAAGMIAALBBAADgQQAAGEIAADBBAACmwgAAHMIAAKBBAACswgAAIMIAAAzCAACQQQAAAAAAAEDBAAAUwgAAcMEAAIC_AABgQQAAfMIAAMjBAACIQgAAUMEAAJBBAADAwQAARMIAAMBAAABAQQAAjsIAAFhCAAAMwgAAQEAAAJjBAAAQwQAAIMEAAOBCAAAAQAAAKEIAAGRCAADgQAAAokIAAGxCAADAQAAA2MIAADTCAADgwQAApEIAAKhBAAAEwgAAgMEAAGBBAAAwQQAAbEIAADBBAADkwgAALEIAALjBAAB0QgAAtkIAABDBAAAAQQAATMIAANBBAAAAwgAATMIAADDCAABMQgAAXMIAAEhCAADYQgAAJMIAAGRCAABQwQAAMMIAALDBAAAEQgAAyEEAAJjBAACUwgAA4MAAAOBAAACIQgAAgMEAAODAAAAQQgAAkkIAABBCAADIwQAAgMAAADBCAACgQAAAbMIAAEDAAABAwgAAoMEAAIDBAACKQgAAJMIAAADCAACIQQAA-EEAAITCAAAYwgAAwEEAAFBBAAC4QQAA6MEAADxCAAAYQgAAgMEAADTCAABQQQAA2EEAAFBBAACwwQAAyMEAANhBAAAAwQAAIMEAAKLCAAAQwgAAUMEAAFBCAACIQQAAIMIAAIA_AAAYwgAAKMIAAIC_AABgQQAAwMEAACBBAACIQQAAIEEAAADAAACAPwAAcMEAAFzCAADAQAAAwMEAAKDBAADgwAAAmkIAACDBAABEwgAAFEIAAIDAAADQwQAAEMEAAKBAAAAAAAAAgEEAAJjBAAAMwgAAAAAAALLCAADowQAAlEIAAODBAAAIQgAAUEEAAJLCAACAvwAAcMEAAIhBAACqQgAAQEAAAKBAAACYwQAAYEIAAGDBAADQwQAACMIAAABCAAD4wQAAYMEAAHBCAAAgQgAAoMAAADDBAABAQAAAIEEAAHhCAAAkwgAATMIAALDBAACgQAAAcEEAAGjCAACcwgAAYEIAAEBBAACQQQAAoMEAAGjCAAAwQQAAEMIAAIjBIAA4E0AJSHVQASqPAhAAGoACAAAwvQAAyD0AAGw-AADoPQAAML0AAJg9AAD4PQAA2r4AAKK-AACoPQAAML0AAAw-AACIvQAAvj4AAAS-AAC4vQAAPD4AAIA7AABsPgAA_j4AAH8_AABwvQAAmD0AAOC8AAA8vgAAgDsAABw-AACSvgAAiD0AAKo-AADgPAAAbD4AAAS-AAAMvgAADL4AAKi9AABcPgAA4LwAAMK-AACGvgAAPL4AAIA7AABQPQAAyD0AAKA8AAA0PgAAtj4AAHy-AACIPQAAyL0AAMg9AACAuwAAhj4AAFA9AADIvQAAcD0AACU_AADgPAAARD4AABw-AABwvQAAUD0AAIg9AABcviAAOBNACUh8UAEqjwIQARqAAgAA8r4AAIC7AAC4vQAAPb8AABA9AADgvAAATD4AAJi9AADYvQAAND4AAIi9AADYvQAAmL0AAKa-AABwPQAAML0AAIA7AAAtPwAAyL0AAFQ-AABwvQAAHD4AAFC9AAAsPgAABL4AAIA7AADoPQAA-D0AAEA8AABEvgAAqD0AAFA9AADYvQAAVL4AAEC8AABQPQAAVD4AADQ-AACmvgAAuD0AAPi9AAAkvgAA4DwAAEA8AADYPQAAEL0AAH-_AAC4vQAAbL4AABA9AAC4PQAAcL0AAKo-AADgvAAAcD0AAEC8AADgPAAAvj4AADA9AADovQAAqD0AAPg9AAC4PQAAcD0gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=5at663UDq20","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["2129798388947294323"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"540918711137461890":{"videoId":"540918711137461890","docid":"34-3-12-Z11DA8A6C458F709D","description":"Hi Everyone, In this video we are going to solve the Maximum Length of Pair Chain problem on leetcode platform. The problem is based on greedy and dynamic programming concepts and is a...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"32","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Maximum Length of Pair Chain | Leetcode Q.646 | Python | C++ | Java | JS | Leetcode Daily Challenge","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=qWGuY0fdzYo\",\"src\":\"serp\",\"rvb\":\"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-wDzAg0BAwT-Afv1_Af5_f0A5A_8-Aj9AQD4CgcOAQEAAAv99_wDAAAA9PsKDPP_AQATCAEN9AAAABoJCwz7AAAADw37BP4BAAAJBf0QBP8A_yAH-Pr_AAAA9wwH-vr_AAAJCPXuAQAAAA759gYAAAAAIAAt0TzFOzgTQAlITlACKnMQABpg-AwAH-MR--YQB-r4Cv8F5uMh9NbY8AAMBAD6EhzzBPnU0xoNAA3yAw3PAAAALxX_FB0ABDke5P309Pf87NX4Ewl_6f76_AEX8OT_D-8TIwra_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-AACyPgAAED0AADA9AADIPQAAmj4AAEm_AAD4vQAAmL0AABC9AABQvQAAQDwAAFw-AABwPQAAQDwAAKA8AACgPAAAUD0AAKI-AAB_PwAA4DwAAMg9AABwPQAAJL4AAJi9AABEPgAAqr4AAEA8AAAsPgAAFD4AADA9AAAUPgAAHL4AAHA9AACYPQAABD4AAGS-AAA0vgAAUL0AAK6-AAC4PQAABD4AAEw-AAAEvgAADD4AAOI-AAAsvgAAJL4AADS-AABcPgAAED0AAJi9AACgPAAAEL0AAOA8AAAlPwAA6D0AAFA9AACgvAAAVD4AAOg9AABMPgAAuL0gADgTQAlIfFABKo8CEAEagAIAALq-AACovQAAVL4AADO_AAAQvQAAoLwAAMg9AADIPQAAuL0AAOg9AABUvgAAmD0AAAy-AAAQvQAAFD4AAEC8AAAwvQAAIz8AAKC8AADqPgAAmL0AAHA9AADIvQAAQLwAADS-AAAQPQAADD4AAKA8AADgvAAAyD0AAIA7AABwPQAAMD0AAGy-AAAQPQAA4LwAAMg9AAA0PgAANL4AAOg9AACAuwAABL4AAEA8AACoPQAAmD0AADC9AAB_vwAAfL4AABS-AACgvAAA2D0AAKC8AAAcPgAAED0AAGQ-AACIPQAAED0AAOA8AAAsPgAA4DwAADw-AABkPgAAML0AABy-IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://www.youtube.com/watch?v=qWGuY0fdzYo","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["540918711137461890"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"11210948911793895966":{"videoId":"11210948911793895966","docid":"34-11-0-Z321D20AC80F8200D","description":"Hi everyone, in this video we will be constructing a binary tree with the help of inorder and postorder traversal. implementing our logic in Python Programming language. chapters: 0:00...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"33","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Construct Binary Tree from Inorder and Postorder Traversal || Q. 106 || LeetCode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=Y8sbH7H0RU0\",\"src\":\"serp\",\"rvb\":\"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_wEcDgAG9AMDAOIB9v8K_AIABQcF_QgBAAAM-QX0_gAAAAEIAf7x_gEAC_YAAfoAAAAQBv4I9gAAAP8I8f3_AQAA_PcC_wL_AAAJCg0JAAAAAO0DEAL_AAAACgQIAQAAAAAD8AAFAAEAACAALcoA0Ts4E0AJSE5QAipzEAAaYP4TABji7en4CQjo_O_07Q0DFgH17AoA_9MA-ADw_xbx7en68gAZ1AoL1wAAABMR4Rg3AP0wDun6DQAG9fjf9_cTfwQIBAgM_fgHBvv3Dw_06CAzEAD5-B4NHOkBFfT9ESAALefWkTs4E0AJSG9QAiqvBhAMGqAGAACAQQAABMIAANBBAAAwwgAAyEEAAPhBAABUQgAAIMEAAJTCAABwwQAAoEEAAIbCAABUwgAACMIAACBCAAAAwAAAAMEAAOjBAAAkwgAAuMEAAFBBAABMwgAAuMEAAJZCAACAwQAAMEEAAABBAAAAwgAA0EEAAOBAAABowgAAgEIAAKDBAAAAQQAAgMAAAIA_AACAwQAA_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-AAD-PgAATD4AANg9AAAEvgAAcD0AAIA7AAA3vwAAXL4AAPg9AAA8PgAAJD4AAOA8AABMPgAAiL0AABy-AAAwvQAAgLsAAHw-AAAZPwAAfz8AAFC9AAAsPgAAQDwAAAy-AADoPQAAyL0AAIK-AACIPQAAXD4AALg9AAA8PgAAiL0AAPi9AABUPgAAgLsAAFw-AACSvgAAir4AALK-AABEvgAAVD4AAOA8AACgPAAAoLwAAII-AACGPgAAir4AACS-AABsvgAAoDwAADS-AAAcPgAAfD4AAFC9AADIPQAAKz8AAEC8AADIPQAAQLwAAJg9AADoPQAAyD0AABS-IAA4E0AJSHxQASqPAhABGoACAADGvgAA2D0AAKC8AABZvwAALL4AANi9AACaPgAATL4AALi9AACePgAAmD0AAHC9AACAuwAAFL4AAOA8AABQvQAAqL0AABc_AACoPQAAbD4AAJi9AABQPQAAML0AAIA7AAA0vgAAqD0AADC9AAC4PQAAcL0AAOi9AAAQPQAAiD0AAIi9AABMvgAAQDwAAIA7AACWPgAAij4AAGy-AAAUvgAA4LwAAFA9AABQvQAAMD0AANg9AABAvAAAf78AAKC8AACgvAAAMD0AAJo-AABAvAAAqj4AAAw-AACIvQAAUD0AAEC8AACYPQAAiD0AAGS-AABsPgAAyD0AAKC8AABAPCAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=Y8sbH7H0RU0","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["11210948911793895966"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"17611509957877579906":{"videoId":"17611509957877579906","docid":"34-4-10-ZBAEDDF899F6B641E","description":"Hi everyone, in this video, we are going to solve one more hard-level problem. The problem name is Last Day Where You Can Still Pass and is based on Graph, Binary Search, Breadth-First-Search...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"34","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Last Day Where You Can Still Cross | Leetcode Q.1970 | Py, C++, Java, JS | LeetCode Daily Challenge","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=EBvL8Tui3iU\",\"src\":\"serp\",\"rvb\":\"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_gA-vQP_ggG_QH09_r7-f39ANQJAP0I9wQA-g38BvgBAAD4BQX2CAAAAPX3__7y_gEADgIKEAQAAAAVAAUE_AAAABAN-wT-AQAACvX4AQT_AAAUCwkB_wAAAAAEBPX7_wAA9Qr39AAAAAD88fkEAAAAACAALVoYwTs4E0AJSE5QAipzEAAaYPMOACjyIvYABBrv_grfBPoGGQr66vkADAcA5P4M9QYDzt8U5QAW9QYQzwAAADMi5A8dAPk4D938_fXj-P_VBQINf-AB-Ob8FOwD_SADHSkc9wU_GADlChYD_d0BGQXYESAALU4-gjs4E0AJSG9QAiqvBhAMGqAGAAAAQAAAEMEAAMhBAAAEwgAAgEIAADBCAADwQQAAAEAAALjCAACAQQAA0EEAAITCAAAswgAAwMEAADBCAACIQQAAIEEAAGzCAABwwQAAMMIAAODAAAAkwgAAwMAAAJZCAACYwQAAIMEAAEDBAACIwQAA2EEAAADBAACIwgAAIEIAADjCAAAkQgAAYMEAANDBAABwwQAAwEIAABBBAACEQgAAoEIAAKDAAABsQgAA-EEAAOBAAAAAwwAAgEEAAOBAAACmQgAA6EEAAEjCAACgwAAA-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-MEAABDBAACQwQAAqEEAAIJCAACAQQAAEMEAAKBAAABMQgAA0MEAANjBAAAIwgAAYEEAABBBAAAUwgAA4EEAAIBCAADwwQAAgMEAAODBAACAQQAAlEIAAJjBAAB4wgAAAEAAAMhBAADAwAAA6MEAAEzCAAB0QgAAAEAAADBBAAAgwQAAgsIAAAhCAADIwQAA8MEgADgTQAlIdVABKo8CEAAagAIAAKC8AABEPgAAij4AAIC7AABQPQAAvj4AAMY-AABXvwAAxr4AAJg9AAA0vgAATL4AAHC9AADoPQAAcL0AAIC7AADYPQAAiD0AADw-AADyPgAAfz8AAIi9AAAMPgAAoLwAABS-AACAuwAATD4AAIq-AAAwvQAAfD4AAFw-AABcPgAAMD0AAKK-AADYvQAAmj4AAFw-AACgvAAAdL4AAHS-AADavgAAcD0AAPg9AAAcPgAAFL4AAEw-AABsPgAALL4AACy-AABMvgAA6D0AADC9AACIPQAAmD0AAHC9AABAPAAAPz8AAII-AADYPQAAUL0AANg9AABAPAAATD4AADw-IAA4E0AJSHxQASqPAhABGoACAAAFvwAAyL0AAMi9AABHvwAAmD0AADA9AAAUPgAA4DwAABC9AACoPQAAhr4AAAQ-AADovQAAUL0AAOA8AACIPQAA6L0AAEU_AACAOwAA3j4AAKi9AAAwPQAAEL0AAIC7AAB8vgAAUD0AANg9AACgPAAAyL0AAIg9AABQPQAAUD0AAIg9AACivgAA2D0AABC9AACAuwAAEL0AAFS-AABMPgAAiL0AAPi9AABwPQAAQDwAAEC8AAAsvgAAf78AAKa-AAAEvgAAoLwAACw-AABwPQAAND4AAAQ-AACuPgAAUD0AAEC8AABQPQAAiD0AAKC8AABMPgAAHD4AAIA7AAAsviAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=EBvL8Tui3iU","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["17611509957877579906"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"6299380971679306685":{"videoId":"6299380971679306685","docid":"34-0-5-Z67C060DD2C1A744E","description":"Hi Everyone, In this video we are going to solve detect columns to make sorted on leetcode. It is an easy problem. We will first understand the logic then implement the solution with python...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"35","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Delete Columns to Make Sorted on Leetcode || Q. 944 || Easy Explanation || Implementation in Python","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=wNenctPFy0o\",\"src\":\"serp\",\"rvb\":\"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_E7QDggQkAYAEKyqLARABGniB-AACBgH_APP3CAECBP4BGfrwBPQBAQDh-gT2B_sCAPsM_Ab5AQAAAfz4__8AAAD6_PT59f4BAAr89wUDAAAAGvb0Cf0AAAAOB__6_gEAAPcL_vwDAAAAGvzw-f8AAAD__Pv3_P8AAAUI_v4AAAAAAvcGBwAAAAAgAC30CdA7OBNACUhOUAIqcxAAGmAKAwAg5Pjj5RQq7f0R6hPK7B77470J_wbrAOgF7g8ME5nO8vMAIuPqA7wAAAAoHhch7QAlTu74-woKCw_csvshF3_29OkRKgrvvvw5-CIF-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-AABwPQAAPb8AAKa-AABMPgAAmD0AAIo-AAA0vgAAwj4AABC9AACIvQAABD4AAHA9AACAuwAA6j4AAH8_AABwvQAAMD0AAKg9AABQvQAAgDsAAAS-AACavgAAoDwAAGw-AADoPQAAED0AAKA8AAAQPQAAmL0AAEQ-AAAsPgAA-L0AANq-AAA0vgAAnr4AAKg9AABkvgAAgDsAAEC8AACAuwAAoj4AAIq-AADIPQAAur4AACw-AABwvQAAoj4AAEA8AADOvgAA4LwAAD8_AAAMPgAAFD4AADw-AACYvQAA4DwAAPg9AADgPCAAOBNACUh8UAEqjwIQARqAAgAAfL4AADA9AAAMvgAADb8AAKi9AAD4PQAAdD4AAEw-AABwvQAAJD4AAHS-AADgPAAA4LwAAMi9AADIPQAAoDwAAEA8AAAnPwAAiL0AAN4-AAAkvgAAoLwAAIA7AAC4vQAAPL4AABA9AACIPQAAgDsAABS-AABAvAAAQDwAALg9AAAUvgAA2L0AANg9AAAwvQAAoj4AAKI-AACGvgAA4LwAAOA8AACAuwAAmD0AADA9AAAEPgAAUD0AAH-_AABsvgAAVL4AABA9AABcPgAA6D0AAI4-AADYPQAAZD4AADA9AABAPAAA6L0AAHA9AACYPQAAXD4AAHw-AABwvQAARL4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=wNenctPFy0o","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["6299380971679306685"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"17763498733706689538":{"videoId":"17763498733706689538","docid":"34-0-2-ZD6D0726700057B03","description":"logic part, At the end we will implement our logic in Python, C++, Java three different programming languages. chapters: 0:00 Understanding the problem 2:18 Logic 9:08 Python Implementation 12:06...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"36","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Design Browser History || Q. 1472 || Two Stack || Logic + Implementation | LeetCode Daily Challenge","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=CTcLl4pV5dI\",\"src\":\"serp\",\"rvb\":\"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-voLA_0A-wMDDwsJ-gIQ8vkB9gD_AN_2DAj9-wIABAP9DwgBAADn-_r2-wAAAAEIAv7x_gEA9QQKDgQAAAAMBgP1AQAAAAIRAAT-AQAA7gEG_wMAAAAY-_z-AAAAAP4MCQT6_wAABg0G_AAAAAAQ_wMQAAAAACAALWDGyzs4E0AJSE5QAipzEAAaYPAJACbpCeb5FwsA9RLcAuPtGAbp6vv_-fkA-Bnv9wcG0uXtEQAO2PUSzgAAACsX8yQnAAY7C-wAEOj2-ebc__Qbf9cDFOAjFfLZFCP-Cg0c6PhEEgDuAAoNFfX0Gxr6_yAALf3Kfzs4E0AJSG9QAiqvBhAMGqAGAACgwAAAYMEAAKhBAAAswgAAAEAAAKBBAACAQgAAyMEAAITCAACIwQAAyEEAAKzCAACGwgAAGMIAAPhBAACYwQAAoEEAAKDAAAAAwgAAgEAAAOhBAACEwgAA4EAAAHxCAACAwQAAIMEAAIjBAABAwgAACEIAADBBAACawgAAfEIAACTCAACAPwAA2MEAADDBAABQwQAA2EIAAADBAADIQQAASEIAAAxCAAC0QgAABEIAAEDBAABgwgAALMIAAMDAAABYQgAAYEIAAPjBAACwwQAAUMEAAGBBAADgQQAA6EEAAOTCAACAvwAAUMEAALBBAACAQgAAuMEAAGBBAAAgwgAACEIAAJjBAAAQwgAARMIAABBCAAA0wgAAbEIAAOZCAACQwQAAuEEAAAzCAAA0wgAA-MEAAAhCAADgQQAA4MEAAPbCAAAAQgAAiEEAAK5CAACQwQAAmMEAACBCAACQQgAAiEEAABTCAADoQQAAPEIAAADCAACWwgAAyEEAAKjBAADgQAAAMEEAAABCAADIwQAAYMIAABBBAADQQQAAhsIAAMDBAAAkQgAAGEIAAKhBAACAPwAAgkIAAAhCAABQwQAA4MEAALhBAACgQAAAQEAAAOBAAAAMwgAAsEEAAIC_AADgQAAAlsIAAADCAACAwgAAgEEAAMhBAADwwQAAAMAAAEDBAACAwAAAYMEAAIBBAABQwgAAkMEAAKDAAADQQQAA4EEAAIDAAACIwQAAoMIAALBBAADAwQAAwMEAAKBBAAAUQgAA4EAAAILCAAAQQgAAgL8AADzCAACIQQAAEEIAAKhBAAAMwgAAgMEAANDBAAD4QQAAqsIAAJjBAABcQgAAOMIAAHBCAADYwQAADMIAAIDBAADAwAAA0EEAAJpCAACgQAAAoEAAALDBAAAsQgAAoMAAAEDBAAAAwAAAuEEAAOjBAAAwwgAAGEIAABxCAAAQQQAAUMEAAJDBAAAYQgAApkIAALDBAACkwgAA-EEAALDBAADwwQAAlMIAAMLCAACwQQAAiMEAABBBAACQwQAAJMIAAPBBAADIwQAAAAAgADgTQAlIdVABKo8CEAAagAIAAKC8AADYPQAAJD4AALo-AACAuwAAND4AADw-AAAvvwAAZL4AAAQ-AACYvQAAQLwAAMi9AADaPgAAJL4AAIC7AAB0PgAAmD0AAEw-AAD6PgAAfz8AAMi9AAA0PgAAQLwAAAS-AACIvQAAiD0AACS-AACAOwAAND4AAFQ-AACgPAAAqL0AAOi9AADovQAAND4AAEw-AAAQvQAA8r4AACy-AAAsvgAAiL0AAKg9AAA8PgAAiL0AADQ-AACePgAA6r4AAKg9AABQvQAAND4AAAS-AACCPgAAiL0AACy-AACgPAAAKT8AAKg9AACovQAAND4AAEC8AABwPQAA6D0AAFA9IAA4E0AJSHxQASqPAhABGoACAADGvgAAmD0AAFC9AABNvwAA4DwAANi9AAD4PQAAPL4AABA9AAAsPgAAgLsAAFA9AABAPAAAXL4AAMg9AACgPAAAML0AAEU_AACYPQAAvj4AAES-AAC4vQAAiD0AALi9AABkvgAAbD4AAIA7AACIPQAAqL0AAEC8AAAQPQAAoDwAABA9AAC4vQAARD4AADA9AADgPAAAoLwAACy-AACIPQAA4LwAALi9AADYvQAAqD0AAIa-AACgPAAAf78AAMK-AAC6vgAAQDwAANg9AACAOwAAZD4AAAw-AAC4PQAAQDwAABC9AACAOwAAcD0AADy-AAC4PQAAuD0AABC9AAAQvSAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=CTcLl4pV5dI","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["17763498733706689538"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"17940780743505887091":{"videoId":"17940780743505887091","docid":"34-4-3-Z22224C91ED1046DC","description":"Hi Everyeon , in this video,we are going to solve one more medium-level problem on leetcode platform. The problem name is Minimum Speed to Arrive on Time and is based on Binary Search concept...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"37","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Minimum Speed to Arrive on Time | Leetcode Q.1870 | Python, C++, Java, JS | Leetcode Daily Challenge","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=Z5lDSm_3waI\",\"src\":\"serp\",\"rvb\":\"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-CBCQBgAQrKosBEAEaeIELCQIAB_gABAAFCAEJ_ALz-ez_-P79ANQJAP0I9wQA-QYIBPgBAAARAQD6BQAAAPT7Cg3z_wEAAgkBEgQAAAAbCQsN-wAAAAsRAwD9AQAADwX9BgT_AAAgB_j6_wAAAPwH-Pv5_gABAQn3-QEAAAAO9AAGAAAAACAALVoYwTs4E0AJSE5QAiqEAhAAGvABbRfc_-QDBgHLEeUA0xQEAIEAAv8yEswA2gX4AcID5ADt6tz_6uMBAPP6__-dD_AB5wXM_wQMGAAoBBIADPse__v3CAAnwfYBIQfaAPYj4v_oFAb-I9YSABvo6AAa_93_CfMR-uT19AG9Cun_Dv44ASvxEAERDw7_3Q8qA-4qB_7m99z94wsJA9vrCPkQHBkFBwXu_SUV3f7XCg8DFRPvA_7tIQTzGez5CAkDDdX7B_rmA_8EDxbyCQMGKP_pJwL66AMUAPjl9gL5EgsAFgkE_OsZCAIN7gIQ7_Xz__DtAAj0-gn_6Cj3_-gZBPjjB_buIAAtv08kOzgTQAlIYVACKs8HEAAawAdihAC__XMHvcIwATwsLs68cXCOPCHegLvg4te8eLQQPNiTBru-1JU7IPMcPQGENDx0fMS-HITvPJnaLb3FVYU-VDBvvZt_KrzJ7l294n72PBjWSL0VN06-rTTpvGU6T7wrS3S8s773vMckSDu_Pq89F-ufu7UVAL1vsQy9VlsbvVI4zLxapQ-9aoA3vb6bkzxCoLk9230YvbgE_TuSUtg75s8yPfZsjLwAOqy9yxTzPG5jvbxPJHO8uIIcPVoNibyCi9U9xL0ovVr4k7tabZm8M2SGvb57D7xUw149_3HnPJ7uHD2WCmq9rpSKPal_NbzJT3Q8u2WivE8Hsrwyfaq994mIPXF8ZbtGCuU9o5YgPFPN7jv866677h5lPYgDsjxhgkQ9Kq6Ju36x0jz0NOA9OJPAPXcCUDxF1dC7668yu42YWbykidc9VLSoPI5irzyRxP27NNDhPN3hgLwoBYK8xd6gPaY_4LzTtoY7oCZpPN3oyLxdp1E9VZedPE2Dojw-jaA85gmAO370l7u2fuG6VwJOvN3JjLyE23W9C-YUPBaFYbvdwX49vLskPYh7kbyLy5w9pBd6vV94SryXi928bOsHPVggdrvaZN48_Oo-OkTEKDwhhme9OmgEPF2MnrsiTsy81P9oPYv1srrgTde9PisEve018zpAnkI9oiWPvII1lDvP4ru8DhpVvQogiLttAeE95J4uvazaJLjxaGM99m5ivcG3KboMQWk8UwsAOj3pyLpzVlq9RxB4O9q5XTvVN3U9KxaPve6wyzk_3pI7EAjPPPPE1rhO_VK9VymYvCyxATiih9A8k86bPCrQtrgUnYu9iXrhvcYncDn46wQ896BWPCHc_zmZuPa7HpTmPKMfETvTUtS8ekG6vCd-FLrSeF29Dvj8vIXqlriKgk-8mit-PURlsTgezOC71vFOvT_mJbnL_307jup0vVPqwDfJ4Ti9Itg9PWh0Mbjsua-7xcGavROAdjmRH7u8o-5ePTR747ajC0W8dk-TPfYtRzjo2AE9EhNUPaqcgrbz2va8CPnKvVqHe7aex_I8Bm5YPWyUdrhr8em9edYkvO4vYDbCdVu9ujDSvTbDu7VNhG29e_pjvKP4jrgF4eq9u7Y3vfsoA7kiC6I9vq61vdrsArkp1l88FSTwuvsiKLjgAdQ8x_VvPLTqAjhCzRA9du4nPddAEjgy7qw9XCa-vexqQzfK9HA9IuErPvHLijgD_JS9f6iPPYXkXrl9iYK9tN40PUVhPTgRCZU8_TPjvaUSgbYgADgTQAlIbVABKnMQABpgHfoAPM8cyvv0Js8V-u8lxuEe6PHP-P8E7wD2EAAJ7-27pjP6_xLjEymqAAAAYgn4KgsAA3AO1gr9sP_wwprfLAd_z-ogv9sF8bTaRQvzCwD0_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-AAC-PgAATD4AAKg9AACaPgAAsj4AAEO_AAA0vgAAmL0AAHA9AABQvQAAyL0AAHw-AACYPQAAoDwAAKC8AABwPQAAdD4AAKY-AAB_PwAAMD0AACQ-AABwPQAAFL4AAKi9AADIPQAA6L0AAJg9AABEPgAAVD4AAOg9AAA0PgAAmL0AAEA8AACmPgAAbD4AACy-AADOvgAAoLwAAI6-AACgPAAA2D0AACw-AAAEvgAADD4AALI-AAD4vQAAUD0AAFS-AACaPgAAoLwAABw-AABwvQAAqL0AADA9AABBPwAAND4AABQ-AAA0vgAAmD0AABC9AAA0PgAAJD4gADgTQAlIfFABKo8CEAEagAIAAK6-AAC4vQAAHL4AAD2_AACgPAAAMD0AAMg9AAAsPgAADL4AAOA8AAAsvgAAJD4AAMi9AACIvQAAuD0AAEA8AADIvQAAPz8AAJg9AADKPgAA6L0AAKC8AABAvAAAoLwAAGy-AACAOwAABD4AAKA8AABwvQAAqD0AABA9AABAvAAAgLsAANi9AACIPQAAuL0AAFA9AACgPAAAVL4AAPg9AAAQvQAAPL4AAOA8AAAMPgAAiD0AAJi9AAB_vwAApr4AAAS-AABQPQAA-D0AAAw-AABEPgAAcD0AACw-AAAwPQAAoLwAAFA9AAB8PgAAoLwAAIY-AACOPgAABL4AAIq-IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://www.youtube.com/watch?v=Z5lDSm_3waI","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1920,"cheight":1080,"cratio":1.77777,"dups":["17940780743505887091"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false,"videoContentId":"1105789100"},"15804338267210602285":{"videoId":"15804338267210602285","docid":"34-2-1-Z2BBC178CA05BD672","description":"Hi everyone, in this video, we will solve one more design problem, the problem name is Design HashSet, and based on the designing and array concept. We will cover the following point in this...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"38","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Design HashSet | Leetcode Q.705 | Python | C++ | Java | LeetCode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=5ejIWjGOVyY\",\"src\":\"serp\",\"rvb\":\"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_BwcFAAAA7gMGBgAD_wED-A0B-f7-AOYO_fgI_QEA_ggCBgYBAAAC-wH--gAAAPX7Cgz0_wEAAw4FBvgAAAAQBv4I9gAAAAAH_QD-AQAADAzyDAP_AAAeAgj7_wAAAPAD-vr-_wAABQYB9QEAAAD78vv5AAAAACAALWQm0js4E0AJSE5QAiqEAhAAGvABZSnu_ejyDwKvBtkA0Q_mAYEKLf86FcMA2d_9ANMPtwHU6vUAzPUlANIY5wCeEw0BxP3W_w3o_wAz-ij_-9_6ACIYBQEn1wsAQQH8AAwM8v_JIx3-I-gyAjC37wIcHNwAC_oiAezr6QLW89IACiA3A03yAgQ_Av8BvBEnAuUWEQL06e_73w0LBM_-BAEMAyMDDhLY_zYo6f_QKQwEFhb9AQHvDgLkCwYDDToIANTy7Pe-CesACRHmAwQILv4I_AkBBw8a-fHy_vwT_vn4JwTy-OMS8Akc9PQN3-35A9Pq_PMJ8gcCui_5BewJDAf69_jvIAAtUCMNOzgTQAlIYVACKs8HEAAawAe6o_e-MYOnPCJ8XjxV2fc8ElXTPPgwIL2bG9O8FzMdvdBdt7zXFAg-IgY1PUfCozy3DZO-G1QTPBu0HL3FVYU-VDBvvZt_KrzJ7l294n72PBjWSL3kcsK9OIJYO6w9B73MvpG98bShvGr07jsKnRc-k5sVvBGKrbyFYHW9GxZevYF-OrymGgw9m5BWvZqWuzv0Pbk9-nmVO1QtM7wLVRs95J_8uzjU1rsrV469MXMmvIB8Lry_tYO9eYqBPFppDLvQICo8d3YFO1Q7wzpEIL29tGA9vVvVRzmvsCA9qDeDPZ8jzTzTmSW9Fzl6PFuoRrwgkNU8ipdAu_sWhLtAt7G9PSkTPZrcHDw-6r896LT4PHYKj7fLBqO9htVuPabc2DyXR0i8hcM8vYytVjz0NOA9OJPAPXcCUDw8PSU8Iz17vOqjvrpNdp09M0imvN37LLrdnU47lGdevGz9nbtngjw9eg27Pd1sYrwbFGi95qzPPNZcibxPXG49kbc8PWF8B7vU4gI9W422vJiQB7ykGoY9YXxHva6njLv6WKa9y1CQvR2nrrucogg8-oaIPXZlPLxu_Ok9TOStvStzqbtcTBq8bXuxvP0RK7y6mFA9HxtXvWJqpjyQ2Vm9sCNpvDWlCLwHIza9vBybO6PKMLzF7Su8xNAqvSqsEDzy5B-9uDa3u1HIZ7sFXbE8_BaCvKXuMbuArFE9i1YJvfpm9roOqpM9Cev1vCovvzrLbgG98RyAPHDpmDvqOEO9wSkCPayPqDnurw4-nxKRvX7QlDlMswy8QKP0PMQV5bmdXp69QwFbvMEGGrn9UW89OwITPUUpJTjLovC8W0IevjcF4zm4Vvs82XHLusvPDLoaoZS9d0xdPKmKrTjn_qq8H8qGvPR0gDnoq1o9sWAMvbYQZDnV16k6nxsfPZ-OoLf-sEo8xCAVvemxBzcY8Xi9wRQvvYVlQjmrs5q8TftBPFirQ7fsua-7xcGavROAdjl5-am7pyXGPcSu_7js7SA9aojouwsOQ7g8sG09JO2LPcJGr7jiz5u9M1D5vUbKDbjRRBM9zYotPclnNLhodTK-ZKQoPRfKTLfT4xK98SuGvdd_DrnHICG9Nu7ovPA9grgpkh--tPSivYdBqDjCpNg9NiomvXu0LbkFRog9EGymvDL5jjYq6xA8f57rvBoxhTfQ5qI9b4uIPeaf0bcy7qw9XCa-vexqQzci_-w9NSkFPvN-W7geOIK9M_OePZzn8rj86gW9hrC1PFnKarc5Jms9A3eFvQ7uV7ggADgTQAlIbVABKnMQABpgHPkAKdMYyfwhHPEY8-QYuukU-OjOAP_s7wDwDw4WA_3GwhcH_xD3DB2yAAAAXSACIQQAHl0G2g3tuP0E4rzbGBN_1vAhxA0v8PDmOP3rKwnyI20fAOT45w0u-AsUIdbrIAAtjaM1OzgTQAlIb1ACKq8GEAwaoAYAAOBAAACgwAAADEIAAFjCAACkQgAAZEIAABxCAABgQQAA1sIAAIDAAAAUQgAAgMIAADjCAACgwQAAEEIAAEBAAABwQQAABMIAALjBAABgwQAAUEEAACjCAACwwQAAcEIAALDBAACAvwAAAEAAAADAAADgQQAAoMAAAKbCAACQQgAATMIAADhCAAAAwAAA4MEAAKDAAADCQgAAwEEAAHBCAACuQgAAkEEAAGRCAAAAQgAAcMEAAOzCAAAMQgAAYEEAAGxCAACQQQAALMIAAHDBAADYwQAA6MEAABBCAAAkQgAAzMIAAKBAAABAwQAACEIAAIxCAACowQAAYMEAACDCAABYQgAAksIAAIBBAAAcwgAAoEEAAHzCAAAoQgAAsEIAAOjBAAB0QgAAIMEAACDBAACwwQAAVEIAAARCAABgwQAAosIAAIBAAABQQgAA-EEAAKDBAACgwAAAAMEAAIhCAABYQgAAoMAAANDBAABMQgAAJMIAAFTCAADQQQAAmMEAADTCAACAwQAAREIAACDBAABUwgAAcEEAAIhBAAAUwgAAEMEAABxCAABcQgAACEIAAKhBAABkQgAA6EEAABDBAAAAwgAAsEEAAPBBAADAQAAAwMAAAJjBAACAQQAAAMEAAKBBAADAwgAA-MEAAFjCAACIQQAAhEIAAHDCAACgQAAAKMIAAFTCAADowQAAIMEAAOBAAACQwQAAqMEAALBBAAAAQgAAMEEAAFDBAABkwgAAWEIAAPjBAABQwQAAoMEAADBCAAC4wQAAcMIAAGxCAABAQAAAiMEAAKBBAABwwQAAIEEAAEjCAAAQQgAAjsIAAMhBAACQwgAAFMIAAGBCAAAAAAAAkEEAAIhBAADowQAAmMEAAEDBAABQQQAAhEIAAJBBAAAgQQAAAEEAAEBCAAC4wQAA4MEAAGzCAADIQQAAQEAAAEjCAAC4QQAAUEIAAODAAACgQAAAkMEAAGBBAACKQgAAMMEAAIjCAABAQAAAMEEAAFDBAADwwQAAXMIAADBCAAC4QQAAAAAAAOjBAABswgAAIEIAACDBAABQwSAAOBNACUh1UAEqjwIQABqAAgAA6L0AAGw-AADCPgAAHD4AADC9AABcPgAAND4AAEW_AAAcvgAAgLsAAFA9AABAvAAAQDwAAK4-AABAPAAAMD0AAOA8AAAwPQAAJD4AALo-AAB_PwAAML0AACQ-AACAOwAAML0AAEC8AAAEPgAAJL4AAOC8AACYPQAAJD4AAFA9AAAwPQAAZL4AANg9AAAEPgAAJD4AAOi9AACqvgAAPL4AAIq-AADoPQAALD4AANg9AADgvAAAPD4AAMI-AAA0vgAAcD0AAAy-AAAUPgAAoLwAAOA8AABAvAAAJL4AAHA9AAAdPwAADD4AAAQ-AAC4PQAAdD4AANg9AABcPgAA4DwgADgTQAlIfFABKo8CEAEagAIAAOK-AACgPAAAfL4AAE-_AAAQvQAA6D0AADw-AACIPQAA2L0AADw-AAAMvgAAmD0AADy-AACovQAAiD0AAKA8AAAsvgAAMz8AAOi9AAC2PgAAuL0AAFA9AABQvQAAgLsAAJK-AADoPQAAoDwAAJg9AABEvgAAML0AAIg9AACgPAAAgDsAAEy-AACoPQAA6L0AADQ-AACYPQAAgr4AAEC8AADIvQAA-L0AABC9AACYPQAAUD0AAFC9AAB_vwAAkr4AANi9AACAOwAAJD4AAJg9AACOPgAABD4AAGw-AAAQPQAAgDsAALg9AACOPgAAML0AAHw-AACePgAAQLwAABS-IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://www.youtube.com/watch?v=5ejIWjGOVyY","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["15804338267210602285"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false,"videoContentId":"4022343120"},"1785871234430270141":{"videoId":"1785871234430270141","docid":"34-0-5-ZB2329A910CF63ECF","description":"Hi everyone, in this video we are going to solve one medium-level design problem. The problem name is design underground system and based on design and hashing concept. We will cover the...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"39","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Design Underground System | Leetcode Q.1396 | Python | C++ | Java | LeetCode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=_KzRRCXlE8o\",\"src\":\"serp\",\"rvb\":\"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_E_UNggQkAYAEKyqLARABGniBBgf5BAP9APD3AggEBP4BEPL5AfYA_wDkAwT9Cf0CAP8MBAAAAQAA__4G9PoAAAD2_vsI8_8BAAIIAREEAAAAF_gADfgAAAAHCgIK_gEAAAn_9QoE_wAAFAQB_f8AAAD0__8G-v8AAAcQ_fcBAAAACfL4AgAAAAAgAC0xgso7OBNACUhOUAIqhAIQABrwAXYg9v-l1Bj9-B_dAM3_0QCB-hH_bg7EALLTAgHQB9wB6u8DALns_wDO9fUAzf_9_6T42f0C5RkAQxEa_9LuCgEj8O8AJq8gAGLZ6wAOHvz-xwYf_ygNDv8T1_YADPW6ACLvFfsA_un__wfdBOwPNQJD3REF-gEHAdYoIgfSCRUE4APkAO0CDgLS7gUECvIvBAz90gAsGdX9zgwTAxUC8wjoEvYE8PkP-R4m9Q3j-_sKxyn-AhMB2gEI5S4I-vIR_gcQG_kF6fvyM_j79k_w_vsAIBD6KeT2CP_gBALd2Ar2Bdz4-dQX_vvrCQwHDOr19SAALcb9Bjs4E0AJSGFQAirPBxAAGsAHYoQAv_1zB73CMAE8weIgPm8gbjwES_07Vf6wPTaWfLrVGD48K6uEPWmIbz0PCV-7_Iy7vlpTD7zG6sW7Z2KaPk46m7wa71g8sK-APdexID3ZClW981kOvjhvNz12-yy75Ri_vYsAgjz-JGM8O6wAPgKyfDwCfDy9EfFgvSMFAL0dM5Y7rPoBPaibpb1lQfo7JdAaPJsUsLv_dtm8V6ymvdhqrLtdPHK8rRsKvci-Wj08nZC8zBtUu_YlG7z1GQa9hOAGPNBkX71u7nk7iQMtvQdAYb2elv67I_O4PfPJKj33XCE9fbHXvW5SbD1pp2a8ZPnCu_mREb2c6Cm83rDtvJvVMT3Z9iw8RG-xPNwDfj2bZ7a8bD4uPMXF0T3_5qo89VIMPaAPYLz8T8Q704bjPcx2aj3WdL081IXzPLrSVzwziUG6CM1JPX5tojzq_8U7Ht3IvCZqDDwYIic864nwOzfjFD7Mf8S68ofVvKZpaz0Y9Lm8UAgTPVVjLjzGFoI75BBxvAilhL36RWg7BDS2PIrP-LxQVue7xAVAvW6jwbzkv7y7ajYNPJ97Kj0xyW289gWpPcG80bxvfPG7QI5BPCxEx7yzEk68kOXVO4UZR7vqs8E7mT6FvGKg67yg3pC7biKpPIymTj2bUda7BXvCvXMuRb2na_W63MaVPE8BtLo4izQ7rTcDvGiMO721oNo7I5olPQDTiL1Ef4w58WhjPfZuYr3Btym65Iw8PMa0wDxHo6u7A7iUvd49QLwJOI45BphePX7rOb0eJc05BCkHvaOK7LzdBqq4GcVyvTSyhb0Gbze5NIsrPa0bmj1reC84XFQLvZwV8b3cnnU5hp4DPMJbdr0pQIk4YQzVO3NMNj257ma4_tc5vWiyHryryWG4uFTru6i7nTuoiCO5oaQbvZCjd7tYH6K3vZicvJBtVL2cVIC5oeWvvFRNFb21GDG4At8jvegeSLwyq2C3F1YAvb-GG72Cgh-4xFZ1vMSwKD3DFZM4ZOTRPMUPhD3eov63PLBtPSTtiz3CRq-4kcQhvYsMrL3IJnw4uZ_4PI4iq7zQH8s3wku1vY1NAjwNuk82NiACvjuJrb2gTjs4d_bVvXvjmrxWSPS44ZoLvlwFUb1nc5m2Xw4WPd7uW73Zte-3sp8FPbpJMT35ShA4Ee8vPYL8T7td6gQ38KeWPXZjizxbeam0uHMBPcwrgr0vZnS4ipZXPRBY-T2NF0A4gBa2vePYHz2nu8G4NXoVvSthNzwusg83oLhNPfcfqb0rTb63IAA4E0AJSG1QASpzEAAaYCz4ADW8ALj2JS_0DurYIbzbCufW1_X_-M0A7AT__gv_vLYVBAAh6fUmpQAAAFAeAR4bAChw8NkKELQHBd267Asyf9fzLcUTI-zQ8i4AzwET2yd3IgDW-tEUT-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-MEAAITCAACGQgAAYEEAAIjBAAAkQgAAwMEAAABBAAAEwgAADEIAAJrCAADYQQAAnMIAAKDBAABQQgAAgL8AAHBBAACwQQAADMIAAJDBAACIwQAAkEEAAEhCAACYQQAAgL8AAIC_AAAgQgAAgMEAADDBAABcwgAA6EEAAIBBAAAUwgAA4EEAAERCAACgwAAAoEAAAJDBAADgQAAAeEIAAEDBAAB4wgAAAAAAAJhBAACQwQAAyMEAAHTCAAAsQgAAwEEAAEBAAAC4wQAAcMIAAKhBAACAwQAAcMEgADgTQAlIdVABKo8CEAAagAIAANi9AAA0PgAAyj4AAGw-AAAEvgAAXD4AACw-AAAvvwAAmr4AAIA7AACAOwAAQDwAAKA8AACWPgAAcL0AAPg9AACgvAAAgDsAAEQ-AADGPgAAfz8AAIA7AAC4PQAAcL0AAEA8AABAPAAAED0AAIa-AADYvQAAcD0AAAw-AAD4PQAAUD0AACS-AADIPQAA2D0AACw-AABsvgAAxr4AALi9AACmvgAAUD0AAJg9AADoPQAAiD0AADw-AACmPgAAFL4AAMg9AAD4vQAABD4AADy-AACgPAAAoDwAAJq-AACYPQAADz8AAHA9AAC4PQAAND4AABw-AAA0PgAAND4AAIC7IAA4E0AJSHxQASqPAhABGoACAAC6vgAAcL0AAOi9AABHvwAAiD0AAFA9AAC4PQAAcD0AABC9AAA0PgAAZL4AAAQ-AABwvQAA2L0AAKA8AAAQPQAAZL4AAEk_AACAuwAArj4AAPi9AACoPQAAyL0AAFA9AACOvgAAyD0AAIY-AACoPQAAPL4AAFA9AACYPQAAED0AAIC7AAAcvgAAML0AAPi9AAAMPgAA2D0AALq-AACgPAAABL4AAKC8AABwPQAAqD0AAKg9AABcvgAAf78AAGS-AABAvAAAiL0AAHA9AAAQPQAAZD4AAEA8AADaPgAAMD0AADA9AADIPQAA-D0AAEC8AAB0PgAAgj4AAMi9AACCviAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=_KzRRCXlE8o","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["1785871234430270141"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false,"videoContentId":"3219474278"},"16954012381944108454":{"videoId":"16954012381944108454","docid":"34-7-16-Z161FCA451ED12DA0","description":"Hi Everyone, in this video we are going to solve the Kth Largest Element in an Array problem on leetcode platform. The problem is based on the heap, priority queue, and sorting concepts. and is a...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"40","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Kth Largest Element in an Array | Leetcode Q.215 | Py | C++ | Java | JS | Leetcode Daily Challenge","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=6MfPFa63zE8\",\"src\":\"serp\",\"rvb\":\"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_BAABBPsA8f0K_g4D_gEQ8vkB9gD_AN_5BPYI-wIA9A_-_QcAAAD6AvrvAgAAAPT7Cgzz_wEAEwgBDfQAAAAY-AAO-AAAAAoH8vX_AQAABAn1BQT_AAAUBAH9_wAAAAAEBPb7_wAAAQj3-QEAAAAL8u77AQAAACAALZpcxjs4E0AJSE5QAipzEAAaYAYCACPkGwPnA_7t-frwC-XRLf3c0ev_A_AA3vsC9fXdxbz-CAAg9QkJvgAAAEMl5hcgABZNH9j7_dvtEPe-8_8Jf8v_DdXzFeLhARX5FiwJ7QhTJgDU_hcLBM8BGQ_vACAALZ6hUjs4E0AJSG9QAiqvBhAMGqAGAACQQQAAMMEAAARCAABEwgAAkEIAADxCAAAcQgAAiEEAANTCAACAwAAAIEIAAHDCAADgwQAAiMEAANBBAADwQQAAAMAAACzCAABwwQAAiMEAAOBAAAD4wQAAwMEAAIBCAAAAwgAAEMEAAMDAAAAAwQAACEIAAEDBAACuwgAAcEIAADjCAAA8QgAAAAAAANDBAABAwAAAyEIAAIhBAAAoQgAAoEIAAIC_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-AAAkPgAApj4AADw-AADgvAAAqj4AAJY-AABnvwAA6L0AANi9AAAQvQAAHL4AAJg9AACiPgAA6L0AABw-AADovQAAmD0AAOA8AADiPgAAfz8AAGy-AAAMPgAADL4AAFC9AABkPgAAHD4AADS-AACIvQAAdD4AAJ4-AACSPgAAUD0AAIq-AAAcvgAA7j4AAJo-AAAcvgAAyr4AAFS-AAAMvgAAEL0AAJY-AABsPgAAUD0AACw-AADWPgAAZL4AAPi9AABEvgAAVD4AAEy-AABcPgAAEL0AAEy-AAAMPgAALT8AAFQ-AADIPQAAUL0AAEA8AADgPAAAXD4AAEC8IAA4E0AJSHxQASqPAhABGoACAADWvgAAcL0AADS-AABLvwAA-D0AAEC8AACYPQAAoDwAAGS-AAAkPgAAmL0AAAw-AAA0vgAA2L0AABA9AAAQPQAAcL0AAEc_AAD4PQAAvj4AAOC8AACIPQAAQDwAAEC8AACOvgAAiD0AAJg9AAAQPQAAqL0AAOg9AACoPQAAQLwAAIg9AAAsvgAAoDwAAJi9AACovQAAuL0AADy-AADoPQAAQLwAACS-AABAvAAAmD0AAIC7AACYPQAAf78AAMq-AACovQAAoLwAACQ-AABQPQAAPD4AAFA9AAAkPgAAED0AAIC7AADIPQAAdD4AAKi9AAAEPgAARD4AABS-AABEviAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=6MfPFa63zE8","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["16954012381944108454"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"10894717891708611661":{"videoId":"10894717891708611661","docid":"34-2-1-Z859FE3232AC3533F","description":"Hi Everyone, in this video, we are going to solve one more medium-level problem on leetcode platform. The problem name is Knight Probability in Chessboard and is based on dynamic programming and...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"41","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Knight Proabability in Chessboard | Leetcode Q.688 | Python | C++ | LeetCode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=7PgaBOhjLqo\",\"src\":\"serp\",\"rvb\":\"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_AH5A_8B-P39AOUP_PgI_QEABAkFAPcBAAAL-woKBwAAAO0HBAXwAQEABA4GBvgAAAARB_4I9gAAAAMLAvr-AQAA-An2AgP_AAAlAfwE_wAAAP_8-_f8_wAAA_oF9gAAAAAL8u_7AQAAACAALc6zzjs4E0AJSE5QAiqEAhAAGvABf_n_Abf5D_0UA_oA7QvdAZAeCf8k_90Axd4CAbD26gAJJfoA4AIcAfkZEwC8_usB2g7gABcQ8wAyBSP_AO8RAAgeGgAm7PAANvPvAAcHBQDUGxf-Ev3_ABX5__74EOb_AAkX_S_z-P_m8vj-_wQlAAUVCAAN9OwBzPgiAQsFCAHzA_oC4xgCB8Ub_gAJCQX-Cw_g_xMo3P_oEfwFIgEG-tkdAv8MIPIEByH8AtjrAP37_fr3Iyj8AOwKHwMUJPL71gkDA-PgAADuBfz1Gxv5BQH3FQn6Gw8P7uT2-PfPBwb_DQn32TD2_wL_-QwQ6ADuIAAtnH8xOzgTQAlIYVACKs8HEAAawAe2Ew2_Gt1BvITzab3QEMk9UL2_PAsw4rsnhRk9f_VdPKM6nTztGVg9_yMzvfZ6Fz3Y1Hm-BQRJvfOGBb1nYpo-TjqbvBrvWDyPU_S8nZnFPPqC8bzkcsK9OIJYO6w9B71s0cK96px6PJ1Xhryg4tg9YTyevMVPiLzh5S49Qzd7vDd9rLxRlmu8gXSmvZtz0zu5F309t5c0vHcdYDyMmI69wms3vRsTorxw8Yu87NiMukMiyDl2-Tu9_-MpPEtNTDxmqjs9-KcUPTV_zLycR4u7xonPvS2SG72pxJA9EUiTPMdEsTvxsJq9UBUVu8UiwLpbg1K9s1M9O9vPmLtehIm9oQokPGXMuLy2gFC8uFvSPZvuDLxberS88J29PFGC4zy7KlA9-o1AvL_vvjqOIFU-e0jdvC-nwjs8PSU8Iz17vOqjvroJZMA8z1l1PYVjsTzdnU47lGdevGz9nbtWR249f-h4PasTxrzH_JK9ol3FvA3TLTynes28pMHtPOQCIzyimSc9YPtuvGfO3Tu64pg8h086vNvG-rvKQNQ896T6u1vzPjyhZpg9Lu0vPH5G2Dt0Iww-XFNFOzz8c7r50A-9196nun5a3juQ5dU7hRlHu-qzwTssvTG9-ow1Pe0Irzp4I9i8zciVPTIdHbvF7Su8xNAqvSqsEDywp2I9MLB4Pcdi3To1Iv282XZavBs-djptAeE95J4uvazaJLjVlQ8-1OxGveVHGbmMv8i8d9kvOwq-hruLXts7_M8QPRjIXDsRwig9NF_KvKnru7qZpr69z-vZPCTN6rjZ7fO8F1wYvTLcszfub5o8oywyvbz3m7iox9a9WQ1TvcknP7jwxEw9WJk-u2xfXTpWUp28Q8pPvLcDxTb2kDq8C1ZmPD1XhDkqo4a9Tr0JvaVUsDgsoKu8C3vaPaKiQblIUz09ljlivTLmkjjmKow8teScvXzogzjjFpi8165_PddTODjUVja9zSoCvdV-K7hxSSQ9ZPhZvW89ybiOlM09fZKbPbOgVDewtII9YwggPgvkQDkVFJA8c-WCvY_pfDhPpcA9m8dBPbLI3LisCZi9SBC2OwSmwTe7ngO9h22LPKADmLdqBay9Nva2uyvapbgnGJm96JruvGYlBTmAR3G7Zsp9vTfcaDi6A0s9czgpPGvP-bf60pu8GaGpPPi0xTcHrME94vM5vfBbgLfTM4g9hQv5vEB6JLi5wXU8LewJPoYn5zhgmpg8W5r7PYSt_bhNcAC9uxZjvCfozLeVEbK8ZTCrPIsVjzYgADgTQAlIbVABKnMQABpgIvQAOc0c1uIbP_IL59gg3cwe99vL6_8K2gDV-vP9EfTTtxUdAAO6ABKrAAAAOQb4IywAB24QqR7nz-AVxMfbIgF_0fsEtdpS6d7tBvHdHybxJGI_AO8DxyUnAAYaFfD6IAAtpVAkOzgTQAlIb1ACKq8GEAwaoAYAACDBAACgQAAA6EEAABjCAAAcQgAAGEIAACBCAAAgwQAAzMIAAMDAAADAQQAA-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-wgAAyMEAAEhCAABwQQAAiEEAAABAAACgQAAAgMAAAGTCAACgwQAArkIAAAAAAABQwQAAMMEAAHhCAAAMwgAAQMIAAOjBAAAAQAAAyEEAAHDCAACYQQAATEIAALDBAAAAwQAAFMIAABhCAACEQgAAoMAAAETCAABAwAAAQEAAAKDAAAA8wgAATMIAADhCAACgwQAAmMEAABjCAAAswgAA0EEAAAzCAABQQSAAOBNACUh1UAEqjwIQABqAAgAAyL0AABw-AACGPgAAgj4AAOi9AADaPgAAlj4AAC-_AABMvgAAQDwAAKA8AADIPQAAqD0AAHw-AACovQAAmD0AAJg9AABAPAAAND4AAHw-AAB_PwAAED0AAGw-AABQPQAAgLsAAFA9AACIPQAAjr4AADS-AADYPQAALD4AAJg9AABAvAAAyL0AAFA9AAD4PQAAhj4AAKq-AADqvgAAuL0AAKq-AABUPgAAmD0AAFQ-AADoPQAAPD4AAFw-AAAkvgAAUL0AAEy-AAA0PgAA6L0AABA9AABQvQAAQDwAADA9AAATPwAAUD0AAAQ-AADYPQAAFD4AADA9AADoPQAA4LwgADgTQAlIfFABKo8CEAEagAIAAAW_AACAOwAABL4AADG_AAAMPgAAVD4AAIY-AABQPQAAFL4AABw-AABMvgAAiD0AABy-AAAEvgAAMD0AABA9AABwvQAAOz8AAKi9AAB0PgAAqL0AADA9AACAOwAAyD0AAGS-AAA0PgAAMD0AAIg9AADovQAAiL0AAJg9AACAOwAAqL0AABS-AABwPQAAcL0AAGw-AABAPAAAhr4AADC9AAAwvQAAmL0AACw-AADIPQAA2D0AAKi9AAB_vwAAbL4AAMi9AAAcPgAAfD4AAJg9AAC-PgAAMD0AAFw-AACAuwAAoDwAAJg9AAAMPgAAUL0AAEQ-AACOPgAAmL0AAAy-IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://www.youtube.com/watch?v=7PgaBOhjLqo","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1920,"cheight":1080,"cratio":1.77777,"dups":["10894717891708611661"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false,"videoContentId":"2061411230"},"17529181485147185148":{"videoId":"17529181485147185148","docid":"34-10-0-Z646A3C75B1BEE811","description":"Hi Everyone, in this video we are going to solve the Search a 2D Matrix problem on leetcode platform. The problem is based on binary search concepts and is a medium level problem. code...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"42","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Search a 2D Matrix | Leetcode Q.74 | Python | C++ | Java | JS | Leetcode Daily Challenge","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=fUPTbaF08-s\",\"src\":\"serp\",\"rvb\":\"EqwDChMzNzc2NDY1MDQ5NzM1NDE1ODQyChQxMjQ5MjQyODI2MDg4OTg4NjA5MgoUMTM2MTY1OTg0NjI1NTg5OTkwMTkKFDE0NzYyNDY0ODg0Mzg2NjM2NTE1ChMyNDk0Mjc4OTU4MDcxMzU0MTYxChM5ODY3NzIxNTI4NTI3MTU4MjgyChM5NTg2ODE1MjQ5MTIyMDg2NTQyChM3NzgxNzYxMjQ0NDk3OTQ4MTIzChQxMjYxMDcwNTAyMDk1ODM0MjQwNQoUMTI2NTMzODMwMTExNzkxNzgyODEKEzM0MjI1OTc2MTIwODA2NTk0NTkKEzkyMzU5MzEwNTA2MTg3MTY0ODcKEzY5MzQ0MzgwOTk1NDkyMDQyMDcKFDE0ODg5OTg2MzI3NTE1NDY2NzgxChMxNzkyMDc5MTQxNTU3ODc5NTI3ChQxMjIwNjM2NjAxNjkxMzUyNTc1MAoTMjE3MjY5MjU5Nzg1MzY4NzQ4NgoUMTYwMDE3OTc1ODYxNjUzNjgwMjUKEzU5Mjk2ODU5OTkyNzIxODg5NTMKEzMwMjgyODA3MDg5NzExOTg3NjEaFgoUMTc1MjkxODE0ODUxNDcxODUxNDhaFDE3NTI5MTgxNDg1MTQ3MTg1MTQ4aq4NEgEwGAAiRBowAAopaGhpd2R0cGhvaXN4YXdzaGhVQ0kyYm1mT3NGMlVHbVltSnlkOWx6akESAgARKhDCDw8aDz8T4QiCBCQBgAQrKosBEAEaeIECAPT9Av4A9AoPCgUG_AEEAAAC-P_-AOUP_PgI_QEA-QUIBPgBAAAHBf37AAAAAAEIAv7x_gEA9QQKDgQAAAARB_4I9gAAAAgH_wL-AQAACQX9DwT_AP8W_gYDAAAAAPUBA_v3AP8BBQYB9QEAAAAI8vkCAAAAACAALc6zzjs4E0AJSE5QAipzEAAaYBT8ACDkEeX7DA337QLvBdXfJAPEzQD_8PMAA_UE2vjxrsoGFgAK3v4LuwAAADwO_CEbAAVPD8oN__TuA_a99A4Pf8v6_e0EKAHvCT7uCiMYxfJXGgDUBCD-FPQcJCLp8yAALV8hTDs4E0AJSG9QAiqvBhAMGqAGAACgQQAAYMEAABhCAAAswgAAjEIAAFRCAAAYQgAAwEEAANbCAACAPwAA2EEAAHzCAAAswgAAqMEAALBBAABgQQAAwEAAAEDCAACowQAAoMEAAAAAAAAkwgAA-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-MEAACDBAABgQQAAUMEAABjCAAC4QQAAmEEAAIA_AACgwAAAWMIAAOhBAACgwQAAmMEAAKDBAACEQgAA4MAAAFzCAABsQgAAAMAAAODBAACQQQAAMMEAAIBAAAAQwgAABEIAAJLCAABwQQAArsIAADDCAACOQgAAcEEAADBBAADIQQAA6MEAAIjBAABwwQAAiEEAAJhCAABQQQAAUEEAAOBAAABwQgAAmMEAALjBAABcwgAAAEAAAFDBAAA4wgAAFEIAAHRCAACgwQAAIMEAAGDBAAAAQAAAokIAAKjBAABowgAAAAAAAKBBAADAwAAAAMEAAITCAABcQgAA4EEAAMBAAADAwQAAdMIAABxCAAAwwQAAYMEgADgTQAlIdVABKo8CEAAagAIAAEA8AAAcPgAAsj4AAGw-AAAwvQAA-j4AAM4-AABxvwAAvr4AACy-AACgPAAAiL0AAEC8AAA0PgAAuL0AACw-AAAQPQAAcD0AAEQ-AAD2PgAAfz8AADS-AABcPgAAQLwAAIi9AAAsPgAAXD4AAJa-AACAuwAA-D0AALI-AAC4PQAAcD0AAJK-AAAwPQAAij4AAOg9AAC6vgAA2r4AAAy-AADGvgAAqL0AAIg9AADoPQAA4LwAAJY-AAAbPwAApr4AAMi9AAB8vgAA-D0AAAS-AAA8vgAAqL0AAAy-AACYPQAAVz8AAJg9AACSPgAA2L0AAFw-AADgPAAAPD4AABS-IAA4E0AJSHxQASqPAhABGoACAADCvgAAmL0AAGy-AAA1vwAA6L0AAEC8AACoPQAALD4AANi9AADoPQAATL4AAHA9AAAEvgAAEL0AALg9AACAOwAAuL0AAEk_AACYPQAADz8AAOi9AAAQvQAAuL0AAIA7AAB0vgAADL4AACw-AABQPQAAgLsAAOA8AACgPAAA4DwAAKg9AAD4vQAARD4AACS-AAC4PQAA2D0AAFS-AACCPgAAoLwAABS-AADovQAAQLwAAOC8AABAvAAAf78AAKa-AAA8vgAABL4AAMg9AAAwPQAAmD0AANg9AACmPgAAqD0AAIC7AAA0PgAAbD4AAJg9AABEPgAAhj4AAJi9AABUviAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=fUPTbaF08-s","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["17529181485147185148"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"15111399112546403483":{"videoId":"15111399112546403483","docid":"34-9-17-Z2DA629EF04543B76","description":"Hi everyone, in this video we are going to solve very interesting problem, the problem name is Maximum Depth of Binary Tree. C++, Java Chapters: 0:00 Understanding the problem 1:50 Logic 6:14...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"43","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Maximum Depth of Binary Tree || Q. 104 || C++ || Java || Python || LeetCode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=dC3nyVCm524\",\"src\":\"serp\",\"rvb\":\"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--gUBAAAABBHz9_79AOIQ_PcJ_QEA8QABCP0AAAAY8wD7-QAAAPMBBPvx_wEA-v4ICvYAAAAcCQsN-wAAAAgLAgv-AQAAF_35EAP_AAAZ_gcDAAAAAO0FBfz-_wAA_hD_7QEAAAAC--gEAP8AACAALdc_uTs4E0AJSE5QAipzEAAaYOYLACbRAv3wIhLoGQsO7ub5HPjH2fn_-vcA8fwX9PvqwMcZAf8M3PYTwgAAAD8T8iQnABdKIvABFfDv_v7L4yMGf-v0-O79IO_nEwXaFSMR0hleGgDvCQv8COAbORHsCCAALX61Vjs4E0AJSG9QAiqvBhAMGqAGAACgQAAA0MEAABRCAAA4wgAA4EEAAAxCAAB0QgAAwEAAALbCAAAkwgAAAEIAAK7CAABswgAA8MEAAOBBAADAwAAAAAAAABzCAAAgwQAAgMAAAOBBAACIwgAA0MEAAJBCAACQwQAAAEEAAFDBAABYwgAAiEEAAOBAAACQwgAAVEIAADDCAAAAQAAAkMEAAKjBAAAgwQAA6kIAAABAAAAsQgAAOEIAAHBBAAC2QgAALEIAAIA_AADUwgAAKMIAAMDAAACIQgAAoEEAAODBAADAwQAAgEAAALBBAACKQgAAMEEAALzCAAAUQgAAcMEAADhCAAC2QgAAUMEAAIBAAAA4wgAAGEIAAODBAAD4wQAAYMIAADBCAAAwwgAAdEIAAL5CAAAkwgAAZEIAAJjBAAAQwgAAwMEAACBCAAAgQQAAyMEAAKjCAACAwAAAgEEAAKRCAADQwQAAAMAAANBBAACWQgAAuEEAAPjBAACoQQAAOEIAAKDBAABYwgAAMMEAAAjCAACowQAAgMAAAIRCAAAwwgAAKMIAAIhBAAAUQgAAbMIAABzCAADoQQAAmEEAAOhBAAD4wQAAaEIAADxCAACAwAAAPMIAAIBBAADoQQAAoMAAALjBAADAwQAA2EEAAEDBAADgQAAApMIAABTCAACQwQAAREIAABhCAAAkwgAAgL8AACDCAADIwQAAEMEAAEBBAAAAwgAAAEAAAEBBAAAwQQAAAAAAALBBAAAAwQAAgMIAAHBBAAD4wQAAQMEAAADAAACAQgAAIMEAAEjCAADoQQAAAMEAAMDBAAAwwQAAcEEAAMBAAABAwAAAoMAAABzCAACAPwAAlsIAAPjBAAB4QgAA4MEAABBCAAAQwQAAgsIAAEDAAADAwQAAkEEAALBCAACgQAAAkEEAAPjBAABIQgAAAMEAAMjBAAAcwgAAuEEAACjCAAAQwQAAZEIAABxCAAAQwQAAgMEAAIDBAADAQQAAfEIAAATCAACAwgAAkMEAAIDAAACAPwAAMMIAAJLCAABcQgAAgD8AAJhBAADowQAAUMIAABhCAACowQAAkMEgADgTQAlIdVABKo8CEAAagAIAAHC9AABsPgAAvj4AABQ-AABAPAAAkj4AAKI-AAArvwAAgr4AAEQ-AACAuwAA6D0AAKg9AABkPgAAiD0AAMi9AABEPgAADD4AAEQ-AADiPgAAfz8AAFC9AABQPQAAgDsAADy-AABQvQAARD4AAMq-AABQvQAAqj4AAJg9AAD4vQAAEL0AAAy-AACgvAAAND4AABQ-AAA0vgAAzr4AAKq-AABkvgAA-D0AAIC7AABEPgAAUD0AAHA9AACiPgAAoLwAAIA7AAA0vgAAQDwAABC9AADYPQAAXD4AABS-AADIPQAAOT8AAIi9AAD4PQAA4LwAAHA9AACovQAATD4AACS-IAA4E0AJSHxQASqPAhABGoACAADWvgAA4LwAADy-AABHvwAAoLwAALi9AAAcPgAAgLsAANi9AACiPgAAgDsAAIg9AAAsvgAA6L0AADA9AACIvQAAuL0AACs_AACYvQAA1j4AABS-AACIPQAAyL0AAOA8AAAMvgAAcL0AAMg9AADYPQAAuD0AABC9AACgPAAAMD0AAFC9AACGvgAABD4AAKi9AACGPgAAuD0AAIK-AAA8PgAA-L0AAGy-AABkvgAAiD0AAOA8AABQvQAAf78AAMi9AAA8vgAAcD0AABA9AABQvQAAuD0AAKg9AAAcPgAAED0AAEA8AAAUPgAARD4AAIC7AAAEPgAALD4AABw-AACgvCAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=dC3nyVCm524","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["15111399112546403483"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"8160851491349466355":{"videoId":"8160851491349466355","docid":"34-6-7-Z1AAA1D85263FBBB3","description":"Hi Everyone, in this video we are going to solve the Word Break problem on leetcode platform. The problem is based on recursion and backtracking concepts and is a medium-level problem. code...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"44","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Word Break | Leetcode Q.139 | Python | C++ | Java | JavaScript | Leetcode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=ajfZUVBJVFE\",\"src\":\"serp\",\"rvb\":\"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_E_gJggQkAYAEKyqLARABGniBBgH-_gP9AO4DBgYAA_4B-_b8Bvr9_QDkAwT9Cf0CAP8MBAAAAQAAC_b__gAAAADzBA8E9gABAPQOAA8DAAAAGQgKDPsAAAAPDPsE_gEAAAj_9QoE_wAAGAX-BgAAAAD1AQP79wD_AQUGAfUBAAAACfL4AgAAAAAgAC3HWss7OBNACUhOUAIqcxAAGmAHBgAr8AwF5wEO5gj87f_m9BcF1eT4AP_4APAUE_rz5dTCDBsABef7FsgAAABCF-cgJwAVRBPV9gTs5fT1zuELD3_kBAng-xHq5_8r_g4i-PIUVRcA2hYPAQvrHR4b3_0gAC1T3mY7OBNACUhvUAIqrwYQDBqgBgAAQEEAABDBAAD4QQAATMIAAJZCAABEQgAA6EEAAEBBAADUwgAAQEAAAOhBAABwwgAADMIAAHDBAADQQQAAsEEAAIDAAAA8wgAAgMEAALjBAAAwQQAADMIAAHDBAACCQgAA0MEAAKDAAACAwAAAQEEAAOhBAABgwQAAqMIAAHRCAAAwwgAAKEIAAOBAAADowQAA4MAAALxCAAAwQQAASEIAAJ5CAACAQAAAcEIAAOhBAACAQAAA9sIAAAxCAACgQAAApkIAAMBBAAAEwgAAgMAAAMDBAAA0wgAAQEIAAARCAAC4wgAA4EAAAIC_AAA0QgAAvkIAABTCAADAwQAA0MEAAChCAACIwgAAgEAAADzCAADgQQAAaMIAABRCAACuQgAABMIAAIJCAAAAwQAAgMAAALjBAAAkQgAA0EEAALDBAACEwgAAwEAAACxCAACwQQAAQMEAAIBAAACAwAAAfEIAAEhCAADgQAAAAMIAADBCAAAAwgAAQMIAAHBBAACwwQAA-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-AAAkPgAAgLsAAFw-AAAUPgAAW78AAIa-AAC4PQAAgLsAAOi9AAD4vQAAgj4AAEC8AACAuwAAqL0AAEA8AAAUPgAA0j4AAH8_AAAMvgAA2D0AAOC8AAAkvgAAiL0AAAw-AABMvgAAgLsAABw-AABcPgAAqD0AABw-AABkvgAAiL0AAHQ-AABMPgAAlr4AAIq-AABQvQAA6r4AABA9AAAUPgAAML0AAOg9AAAsPgAACT8AAGy-AADovQAAsr4AAPg9AAD4vQAAoDwAAOA8AABMvgAA4DwAAD8_AADIPQAABD4AAEA8AAAUPgAAHD4AAFw-AACAuyAAOBNACUh8UAEqjwIQARqAAgAApr4AADC9AABUvgAALb8AAHC9AAAwvQAAJD4AAMg9AAAwvQAA2D0AADS-AADYPQAABL4AAEA8AABEPgAAQDwAAKi9AAAxPwAAoLwAAOY-AABwvQAAoLwAABS-AAAwvQAABL4AAIg9AAAcPgAA4DwAAKi9AAAUPgAAEL0AABA9AABAvAAAVL4AAHA9AADgvAAA4DwAAKg9AAAkvgAAUD0AABA9AADIvQAA4DwAAOg9AACoPQAABL4AAH-_AACavgAAHL4AAOi9AAAwPQAAuD0AAKA8AACAOwAAfD4AANg9AACAOwAA4DwAADw-AABwPQAAfD4AAEQ-AACovQAAgr4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=ajfZUVBJVFE","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["8160851491349466355"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"15377341319616187080":{"videoId":"15377341319616187080","docid":"34-4-0-ZD18FA69DBD5556CA","description":"Hi Everyone, in this video, we are going to solve one more hard-level problem. The problem name is Maximum Running Time Of N computer and is based on Binary Search Concepts. code...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"45","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Maximum Running Time of N Computers | Leetcode Q.2141 | Leetcode Daily Challenge","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=RGxGeg-YgaA\",\"src\":\"serp\",\"rvb\":\"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__xQA_wALAO8B9v__ANcIAP0H-AQA8gABB_4AAAD__gb0-gAAAAEIAv7x_gEA9QQKDgQAAAD89Qn8-AAAAAcM-v3-AQAABwv3-wMAAAATCggB_wAAAPr9Av39_gAA_BL09QEAAAAY8_YDAQAAACAALe8yzjs4E0AJSE5QAiqEAhAAGvABZPz2Ab8KA_0F9-UA9wPtAYEFC_8pDtUA2OkNAc_W8QAD9fQA2_gaAOoWDv_NAxEA4_LlABb5EgAvCgT_BwUBABkCAQAp2AwBK_zlAQMR6f7sD_D_GO8jARbt7AAQAfUAEQAO__X96vzlCeABC_8uAQoGIAMX8vUA0AwcAvYVB__x5uP-8PELBvv2_PzwFBMA-fTq_QwK3v3nJgQCCBHx_PUFAgTyDfQCKRn9Afrt9vz_9QcGMQHxAgMFIf8LFvf77QIQAATa__oPCgP2IPAFBArxDvzX-PoL7gDzCv7YB_n69vn04g_-_OsJFP7xE_cBIAAtbidIOzgTQAlIYVACKs8HEAAawAcEqge_KQievJirejw8ZuA8tZLvO1IhgzyeOXW9h8kvvLFqkDwU88c888CRPFrahDx0fMS-HITvPJnaLb3FVYU-VDBvvZt_KryX9OI7bygBPcFvw7wUB1C-k3Z-PIqaHr2jiiy8fV-3uzlBwDupwdQ96qg0PO1KprwiFMA81sz1vIUqkLzwyTs7qtBlvdIjfDzmy4s9fJYMvW48zjySUtg75s8yPfZsjLxBHMW9QCj5PH9deju_mgO9kZQ5PXXrkLpXeKc9K0YHvSkjLrwFs6i9R7VDvXZjK70dhIo9ltEoPRxOzzzPa2e9GHw1PToOcrzZ1iq8RAdyOyFw6royfaq994mIPXF8Zbs-6r896LT4PHYKj7ey5J47DKTVPIVN0zy7KlA9-o1AvL_vvjrThuM9zHZqPdZ0vTzvyi482AeCO_KIgLzdkMs93rBoPUbjmjx11p08f7n7PChJsrwJu9E7HLbNPe96RLzEQxO9PxjdPGWb5bwHHgQ79njGPDwYzrvh4Qc92UXsvJFxFjykLcM9Bsq3vF2ofLvX6jy8whwYveRFrjtqNg08n3sqPTHJbbxu_Ok9TOStvStzqbuXi928bOsHPVggdrua4wE99-civctkuDu28GG8yIsWvNRM77v8fya9AEptPZKW57tsp3e9taoAvRRw-DtftKc9epXrvHQ3fDvAjVm9SFJSvX3dFju8CPM9qeSXvVQh8DgSUME9wXhBvWHTCro0Dpq7jcDOPM0nizkLeD69HFgzPLNju7mcIYs8Rcw2vC9DV7p0lAi9GmlOPE9RmjrE93S9J2ZeO3P-EDkosT86ggn1O8MHBreS81S9JzaKvZ-qCbkRQ6E8fIidu3U0ejrWoks73bwmugLkBDh_fmS9o7ExvWDd4zoqo4a9Tr0JvaVUsDgpfZy9VguRPezHjziT2N47A0xPvUZfBbjL_307jup0vVPqwDdR7pi9BTdtPWr2TTgKKWS860NtvaRZ8zacqCU9YSgRPc1D5TjiiSo9c1Z6PWTZqTdPK1s9OyesPTxMhLhv9ge9AhB3vXj4gTdiZE49cSEqPZocGrjCS7W9jU0CPA26TzY8asy88qVmvfr35bfV84S9Xeh2ugyn3rhBR-u9bF5VvNQRrLdYvpg9zeaRvZJbHble8gE8gaQZPDTN9jYGqN-7SZO9O8UNEDi7iKU8zsg7PUUchbcy7qw9XCa-vexqQzfK9HA9IuErPvHLijhTU3y98PNkPSZxw7etbeq9FDu_PG_S4zcIZII71ixhvSjoXLggADgTQAlIbVABKnMQABpgDAMAJss6rwEcSO8C0M8r5tYf3sDAAP_2BAAB_uvi5BvEvSn8_xLNAhWhAAAAVCPSGSkAB3gmuP_3vOXxtaPlHgZ_2R0Es-g4wNTrK_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-AADSPgAAXD4AABu_AACqvgAAcD0AAES-AABwPQAAiL0AABE_AADgPAAAVL4AAIg9AAAwPQAAqj4AAPY-AAB_PwAAmL0AAFw-AAA8PgAAor4AACy-AACyPgAAcL0AABC9AACuPgAAiD0AABQ-AADYvQAAmr4AAJi9AADoPQAArj4AAJi9AACivgAA-L0AAKa-AABwvQAABD4AAJ4-AACavgAA2D0AAEw-AAAsvgAAgLsAABy-AAAsPgAAED0AAJg9AACgvAAAFL4AAOg9AABvPwAAlj4AAJ4-AABAvAAAgLsAAEA8AABcPgAAgLsgADgTQAlIfFABKo8CEAEagAIAAMa-AACgvAAALL4AADu_AABQPQAA6L0AAAS-AACgPAAADL4AABw-AAAMvgAABD4AAIA7AABsvgAAFD4AAEC8AACIvQAASz8AABA9AAC6PgAAPL4AAIA7AADgPAAAgLsAADy-AADgPAAAyD0AAIA7AADIvQAAgDsAAFA9AACgvAAA-D0AADC9AAAsPgAAEL0AAKi9AADYPQAAbL4AAAQ-AAAEvgAA-L0AAJi9AACgPAAAmL0AAAS-AAB_vwAAkr4AAKK-AADovQAA6D0AAHC9AACOPgAAyD0AAHA9AABAvAAAgDsAADw-AAAQPQAA6L0AAHA9AACGPgAAgDsAAGS-IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://www.youtube.com/watch?v=RGxGeg-YgaA","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1920,"cheight":1080,"cratio":1.77777,"dups":["15377341319616187080"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false,"videoContentId":"3834748172"},"16100015700825170047":{"videoId":"16100015700825170047","docid":"34-11-1-Z8D227A11DBCA556D","description":"Hi Everyone, in this video we will be solving a medium level problem. The problem name is Minimum Score of a Path Between Two Cities.","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"46","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Minimum Score of a Path Between Two Cities || Q. 2492 || LeetCode Daily Challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=iCf3P9lidpA\",\"src\":\"serp\",\"rvb\":\"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-_X_-P0CAAH0Buz49_z8AM0E8gYI9gUAAfcA9fgBAAAW-QYAAAAAAPYQ_Qnv_gEA9wkP__UAAAAI-Aj38gAAAPoHBPP-AQAA_fUB-PQCAAEbBv0HAAAAAPwFEOwA_wAA6hT_8QAAAAAK8PcDAAAAACAALSiMszs4E0AJSE5QAipzEAAaYO8PAELbCdrjDwH7CPjnDffYDvTz3gz___kA6PX7B_0Iyu4QF_8lzRMGxAAAACsJ8BcJAPhD-9X9___jAsPN6vcVf-QGAfv1FPX50QTLIzQf6gEvGgDg9A4bFf0dFRv8_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_AAAYwgAAAMAAAMDBAACwQQAA6EEAAGBBAADwwQAAbMIAACBBAABgwQAAQMEAAMhBAAAEQgAAcEEAAITCAACAQAAAUMEAAADCAACgQAAAQEIAALhBAADwwQAAoMAAAATCAADIQQAAnsIAACTCAABIQgAAFMIAABhCAAAQwQAAsMEAAAzCAABwwQAA2EEAAJZCAAAAQQAAoEAAAMDAAABEQgAAIMEAADDBAAAwwQAAAMEAAFDBAAAcwgAAGEIAAARCAACAwAAAyMEAAMDAAABMQgAAokIAAHDBAACswgAAiEEAABBBAACwwQAAiMIAAJjCAAAYQgAAwMEAAJBBAACgwQAAEMIAAKhBAACwwQAAMMEgADgTQAlIdVABKo8CEAAagAIAACS-AAAkPgAAHD4AAPg9AACIvQAAkj4AABQ-AAANvwAAhr4AALg9AABQvQAAUL0AAFC9AACaPgAAiL0AAOA8AAD4PQAAED0AAGQ-AAD-PgAAfz8AAHA9AACCPgAAUL0AAMq-AABwvQAAED0AAMi9AADovQAATD4AACw-AADIPQAAFL4AADy-AABQPQAAMD0AABQ-AADIPQAAnr4AAFS-AADgPAAAor4AAJI-AAAcPgAAZL4AACQ-AADoPQAAgr4AAMg9AAB8vgAADD4AAEC8AACGPgAAND4AAIA7AABAPAAALz8AADQ-AACgvAAAiL0AANi9AACgPAAA2D0AAKA8IAA4E0AJSHxQASqPAhABGoACAADWvgAAor4AAAS-AAB_vwAAED0AABC9AABkPgAAgDsAACy-AABQPQAA4DwAAAQ-AACIvQAArr4AABC9AAAQPQAALL4AADE_AAC4PQAAij4AAAS-AAB0PgAAoLwAAIC7AACmvgAAoDwAACQ-AAC4PQAAHL4AAAS-AAA8PgAAQLwAAIg9AACWvgAABD4AANi9AAAQPQAAZD4AAMq-AACCPgAAMD0AADS-AACAuwAAcD0AALi9AACYvQAAc78AAKq-AAA8vgAAcL0AANg9AADYPQAAEz8AAKi9AACKPgAAEL0AAEC8AACKPgAAFD4AAAG_AAAUPgAAyj4AACy-AACovSAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=iCf3P9lidpA","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["16100015700825170047"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"17940895276392719428":{"videoId":"17940895276392719428","docid":"34-4-4-ZFD14CE0123CE1BC4","description":"Hi Everyone, In this video we are going to solve a very interesting problem. The name of the problem is, \"Convert sorted list to binary search tree\". This is a medium level problem based on tree...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"47","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Convert Sorted List to Binary Search Tree || Q. 109 || Python, C++, Java || LeetCode Daily Challenge","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=V7b_Zc_vdfU\",\"src\":\"serp\",\"rvb\":\"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_wD_Bwn_-P7-AOQP_PgI_QEABgUBC_sBAAAS9_jxAQAAAPX4__7y_gEA__wEEwMAAAAZEv0P_AAAAAkGCv_-AQAACf_1CwT_AAAeEgP8_gAAAPoBCgD6_wAABQj-_gAAAAAA6fT2AQAAACAALds2xDs4E0AJSE5QAiqEAhAAGvABfwb7_qgM7PwI8tYAAQq5AZf1Lf9SDNsAr-8NAZ3K3gD9G_IA2R3yAN4hFf-52_z_1OvW_9bh6gFf_gkAF8orAdLwCwAd5vQBFxoKAuwo9v7aLOIBC_oMAOIJyv7Y9eT-BgX-_xsf4v0R_84D7u5PAxYjCAEP8hIJyRYPA9IaOAER_O4EBhgnA_Ez8QG79QgG4x3eAhkV5AILTBMA5-IRC9sHIwTw3_wFPgrw-_gLFvk1ByADCcPpAAQIMv4QIfL4Dgj8-uauEgQXDwTxZf0L-xfR-gzzNvED3Oz4AyHzBuv-5QsK0xf--inl7P4y-AL9IAAtLKoCOzgTQAlIYVACKs8HEAAawAeSB_K-pkALPeCDl7xcVww9r0mSPDU1HLyqBVs9HWsQPRyGxbxU15s9z5KRPK-49jucTZe-6j1cuWSPFrxyp6w-LSVrveFIe7wr_rq9zPdCPZs5BL1FvPW9Z-jEPKy4J7yQ5ym9UQSnPAG7_zyydZo9pcvRvC3oAbz6fY897gjnvMx557v4oRo8H4XrvbyRebz0lfY8eyAIvXiPfTyMmI69wms3vRsToryzzXI9QfuHPAr3yryFWJK9jAFovXQ_TDzb74o9Y8MpvewY0zvosLE87y-KO4uU3LyqdwC8LuWZO2voMDyswms9nX9gPddFdryfEdc7-bV6vfZOnrtM-hu9s-mtO2HNlrt0reI8KoztPe0Q_7yw4tS9dTbJPTyOVTxlyRe9zjjNPG2gDLzxZj0-fTVRvYlxyLv-h489j8sTPa6J4DwJZMA8z1l1PYVjsTy_Wlo8eRfJPcNQAbxngjw9eg27Pd1sYryvgQQ72pP6u1BYe7vPmmQ99lFcvXvrrjvIKM89vvs-PMKQi7yUids92O-JvRkU9jpyogK9qTxwvJ0uCzsYsCQ9MR3fPFWFyDstqmo9UhEjPEN9v7twzQ2--FV5PZTnVjnfTfm640w4vWUZwbrPGay8W6mhPSxVdbsWLYW9eSPTPa9FzjmLAtg8dEYUvYP0OTw6RJe9itDjvFxabDveZ0Y9JaOUvKiL1jtMes48l_3avcIwyDkYsgo-ZZ7DuxjRgjiVDAC9V19YvTNTczhTk6C9F6a1PYPQeLnYLu085-o9vVN1Jrkk0MW8bSZVPUHZpTc_oP08FZLnPHtfqzg-yq28u65JPft2hjh2WjK9-xUdvC_ftDfYYtc92D4NvCyIvrjGJmM9S9aXvPZvzjm0ETm9NygLva1-EDmphGe9vio8vaYrarizqFm9-th4PT1v_biMguA8nNGwvatSTbgE8fA8Qe2cvbVeHLlEDhu8DJvcvGVgmDeNrve8wMnLvaGlgTmXeeU7DVrjvBk0xDaOiik9bR-yPOZkWTf6gbY9G_oiPQbifTev2Bk889qWvUlaH7cPVDc98YLoPelBgjdDfry9m0ZJvHhLyDcUD168M54SvRyWN7dG8eg6lgK3vMbvZzfhmgu-XAVRvWdzmbZVsYI8nSylvXpHgzeJwri8vK7fvD_Om7YdmaK8IoFQvPP6DrU-Vaq7K6skvYzg5jdpgKw98fRKvXDrS7WKllc9EFj5PY0XQDjtlkY6deikPQpu47hwysG9Mxf4PbrcpjjcWvC8gBH0vcgN67cgADgTQAlIbVABKnMQABpgKwQAKNoD5QMFOeYK-PT8y_gmGdrIA__t3gAPAAztCfbJsw_8_xTaCRC7AAAAOgcNDz8AA1kRzgoS6QL46NHTHCt_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_AACCvgAAcD0AAES-AAA0PgAAuD0AAEw-AAAQvQAAoDwAADA9AACIPQAA4DwAANo-AAB_PwAAED0AAIA7AACIPQAAyL0AABw-AADoPQAA-r4AALg9AAC2PgAAcD0AABA9AADgvAAARL4AAOA8AAAUPgAAcD0AAOC8AACSvgAAdL4AAJK-AAB0PgAAoLwAAJg9AAAQvQAAfD4AALI-AAAMvgAAgDsAACy-AAAEPgAAQDwAAEQ-AACAuwAAPL4AAIA7AAAnPwAAUD0AAGQ-AAA0PgAA4DwAAFC9AAD4PQAA-L0gADgTQAlIfFABKo8CEAEagAIAAKq-AABAPAAAHL4AABe_AACAuwAAQLwAALY-AADgPAAAmL0AAII-AACgPAAA4LwAAAS-AAA8vgAABD4AADC9AACgPAAAHz8AAIA7AADGPgAAmL0AAPg9AAAwvQAAMD0AAJi9AACgvAAA-D0AACw-AACAuwAAFL4AAKA8AAAUPgAAXL4AABy-AACoPQAAHL4AAPI-AAC-PgAApr4AAIA7AADYPQAAyL0AALi9AAAQPQAAgj4AAKA8AAB_vwAAVL4AANi9AADYPQAA6D0AAKg9AAC4PQAA4LwAAHQ-AABQPQAA4DwAAJg9AAAMPgAA2D0AAGQ-AAB0PgAAgLsAADC9IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://www.youtube.com/watch?v=V7b_Zc_vdfU","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1920,"cheight":1080,"cratio":1.77777,"dups":["17940895276392719428"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false,"videoContentId":"3318148444"},"3561927294536220574":{"videoId":"3561927294536220574","docid":"34-6-10-ZCF33D0A847D09974","description":"Hi Everyone, in this video we are gonna solve one interesting medium level problem on leetcode. The problem name is Top Frequent Elements and it is based on array data structure and sorting.","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgMBAQEBAAAAAAAAAAAAAAYEBQcDAgEI/8QAQxAAAQMDAgMFBAcEBwkAAAAAAQIDBAAFEQYhEhMxBxRBUZEWIjJTFSNSYWJx0VSBoaIkJTM3RHWzNUJkcpKxwdLw/8QAGgEBAAMBAQEAAAAAAAAAAAAAAAEDBAIFBv/EADQRAAEEAAMEBQsFAAAAAAAAAAEAAgMRBBIhEzFRYUFSkaHRBRQiIzJxgaKx0vAzQlPh8f/aAAwDAQACEQMRAD8A/OLQHLTsPhHh91esDyHpVRa5WoJ8Rx+DZxKZZH1jjaFkIwOqt9qmGPrAKUn2ZfynqOQ5n/vRTal4HkPSmjTunY93tFvcUURkquyo82WVD6hkoa4SQT04irB8zSYiPrBRwnTEgnf/AA7nh18furlIRqhhHOk6cWyjPDxusLSM+WSaqmY57aa6iumuAOotaj7GaajpekyLrMU0xLabcZLYSptJ5RUlwlO2eNYC/dHudDvjlM05A50eDDt7DUF2UpmZcpDoW9DX3hSQjZQSn3AjGUkK485x0yvvd6GMWmPt067fzUd7vWc/RMfy8f8A2rIMHMNTKT8PAj362rdqzqrV7fpKztOPSHxJc5cZa3IbzrPFDUY7qk88j4veSnh4cHJGd9jHe0zYrZrKwQVTe/w5KgZKnk8LakjopJGMoV12PhjJzWYd7vW39VR9unXb+ajvd73xa44z167/AM1BhJrJMp1FbuW/4f7xUbVleytMFn0xdVNyYCpKFPFxKIzHC2l1TLCFqDaXCpSS4tRCAonAB6narVjSWnUCCVOFbbE1SXn1uNctwc9kBh0A54+Fa0gp29xR3GcYvNu10iFIl29hvmDKeIK94f8AVUf2ik/skXpj4VfrR2ClNASmh+fnapEzRvatif0jp1iExNeuslwORlyFIYSgJV8OEIUoYykq4SNztnbpXO5aQszUO6PwrjIe7my6pHMU0lKlNvONklQyPeCEqSjYniI4iQM5D7Ryc57rFz+Sv1o9o5Oc91i5H3K/WpGEmFetPYOxQZWH9qZ8DyHpRgeQ9KWfaSV+zRvRX60e0kv9njfzfrW9U2mbA8h6UUsjUswDaPG9FfrRRLTH2atl21yWy3PdbK/eTGeCM9AOIHYirq6qukVYW87c2U5CY/NkqJSkeGx+/wAKXtBGB9EP99ICuaeA4WfD8J/LrTM2NOKbSXHghW5I5b6vPA6+O24rkNpxNoTpShO3aat4OG43NRCs5VLUSB9xzsa5SJ0iQhTb0qa63jZDshSxxDocGvveYOB/Vidgc/0he/l6V8VIhFvhTbQlX2u8LPn4GulCjK4cjhBAwM5PjXmpapEIg8NtSnP/ABCzj/7/AMV6MmBwkfRSQfA96c2/WiKFRUxcmCfhtaU9f8Ss0d5g5/2Ynw6yV/v9aIlLWJJXGyScJUP4iokKLH+iZL7pzI4fq21bYTlPvDz6/wADUzWRBejlKeEEKwM5wMjaubdyh/Rvc1d64cYBUAogeXXGP3eNaMMGWcx6NFy6+hRLPGQuQ+iQyFKbQMIcUUAKLiU743wOI1Yy4caNzSqJBIbyShUlaHDhQTjgJyDvnHlk1WxLk7FmvyA03J5ySlYko4woEg7jz2FW8m/W0RwY1mi94BTu5HSUnb3uhz16V3GYsps9yyTCXP6IJHvU/s+0dF1Jq24QHpaosWElbhIAUogLCQN9vzNbFqWwWm+aaFkyBxOpUh9EThU2kHOxUPLbr0OK/PVuvd0t91euUGS5Gff4w4WvdCkqOVJx5Gn3U/akqZbEoszU+3zCAFLLg4UYIPu+fiNx4/dXrYDH4SHDvY5upu+Y5cFzB5FixWLGKxsxyx5S1grUj2rNdOnSNLWc3eGbfdZcArCzGeW0VDx4VEZ/hRUd1a3XFOOLK1rJUpROSSepNFfPmr0XoOok0nXQKLcu1O9/7/s97pjBs7YGc8dWUplsvHuaJHK8OcU8Xj9nbyrn2TT5FsYdlsQXpZClIwhKiBkDqUg+XQ0wXO+lcp7nQXY/NIUppZVnI8fe38P4VChL3Ie+WaOQ98s1ZC7KAA5qthj4BXld0K/icWdsfCPPNEUDkPfLVRyHvlqqWqY0pRUSoknJOK+d7Z/F6URReQ98tVHIe+WqpXe2fxelHe2fxelESxqKKXrpbozvEgOr4CR1AKgM1c6q1HAsmp7pZYGjdM91t8x2KyX4q3XFJbWUgqWV5Uo4yT5noKr784l3UNoKc4DqRv8A86a9a40/ebhq/Vl0g26RIhx74+y662niCXFvL4E465PgPHB8jWKWNss4a7dR+oVrHFrCRxVlo6+J1FqWFZEaW0jHcluctDirY4sBXhsleaZ49luAjxZM7TmiYrMu7qtcYptb7inljjCXEpSrPAtaClJ6kg7YFZppCBqlF8Yc0/a5L88NF5pPcg9lAOCvhWkggHG+Nuu2KufpvtOjxIM9U6+LYkyTcYi15dSp0KWjmpBzj3lLAPTOcbisuI8nvLvVUBzJ5/0rY52gekvV+1Qxa73NtremdGTUxX1siQzAXy3eFRHEnK84ONqiMa1jqeQl3RWk3GyoBSRCWniGdxkOZH5jelr6LuR5f9Al/WhJR9Sr3gehG2+ciuibTdGo4nO26YiKlxtKn1MKDYKslIKiMZPCrHnwnyrWMDEG0R3nxVW2dal68tsaz62vdqhBYjQ57zDIWrJCErISCfE4A3oqZ2sf3nan/wA1k/6iqKtwri6BhO8gfRcyCnkBMPZFFfmsux2bjIg+8pZW04U9MdQFJz61e3ezJZkSO8zHnnGsbrPEVA/fxHHjtvWfWBF/atzSoVpefjyC+tpwIJC+SgLdwR9hOFHyBqTBuN/lh7uttUsR0JW6cFIQlRABJOwzkY881ZtG8VzlKZ1QoYGzyjsP909fGuZiMAkDiIzsc9aVW79eHAoohLUE9SErOOv6GuHtTO+W36murUJx7qz5K9aO6s+SvWk72pm/Lb9TR7Uzflt+pqUTj3VnyV60d1Z8letJ3tTN+W36mj2pm/Lb9TRFZX5tLeobQlGcc1J3P4xUnUGqb3pvtI1KuzyksFV9ffVlpK8qQt9A+IHbhdcBHjxflSvcLxJlyWJBCUOMHKCN985HX8qZLlqnSd1uEi53LRbyp0txT0lUe7rbbU4o5UpKChRSCSTjJxmskudkwe1pcKI0riOJCtbRaQTSftL3PtW13Gb1PaLpAQ/DbdtTTHIBXIUphK3gQUlJ5qW0g5IG+MBNerBYe3+yohxbQjlNxByWmG5cYpQhBezkcXw/XuHJ+0k52TjP42qdKRmFsR9LXZppZ4lIRqFaUqPmQG8GuydX6cU8Fp03ey4VZBGo3MlRPX+z65qfOJP4nfL9yjI3rDv8FqFxunb/AAbEi5OLgx1W5gqfUlUdyQ4lIW8twjfcJSUqCcE8AyNiayPUPaNrDU1vTar5dlTYhdacCFtJGFIyEkEDPRSh++rWZfLXAkuWyXozUcZ9wJbcjOX51KlBQOElJa3zk7HzNR47unUmVIb7Nbs8m3LHeuK6uKQyckAOcLQIGUkdQdjuKjbyV+k75fuTI3rDv8FU9rH952p/81k/6iqKqb1Mn3y83G8yWuJ+S85KkcpshKCpeSceAyoD94oq3DsMcTWHeAAuXnM4kK5sGur5ZbILRC7p3YFwjmNcSgVjC8HO2RgHzAAOat7h2oajkLfcdaglbnDvwLASCEqICePBGUDGQSMkDAOKKK86aKPaXlHZzC0Mc7LVqOe0rULbiTGREjJyFqQ0HAlaisOEq9/fKs7dMKIGBSOTkk+dFFasExrQSAq5SSdV8oooraqUUUUURFFFFERUi2zH7fcI8+KoJfjupdbURkBSSCDg9dwKKKIn22dod0tpLMG22xhpyRzShPO2U4kFZB5nEFEj4weIDICgkkHrL7XNTyGmkux7SWXkJDrQjFKVhK3CBsoEDJycEZxvkFQJRRFZdoXaBepVihxyzDZbvlsecmJaDiRkyXdkjjwkZQCftH4uLAwUUUCL/9k=","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"48","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Top K Frequent Elements | Leetcode Q.347 | Python | C++ | Java | LeetCode Daily challenges","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=Rin65YLpS8Y\",\"src\":\"serp\",\"rvb\":\"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_E6oGggQkAYAEKyqLARABGniBBgf5BAP9AOr-BgMHAv8A-vwE_fn9_QDWCQD9CPgEAPkLDPj_AQAABwb9-gAAAAD1-woM8_8BAPr-CAn3AAAAEQf-CfYAAAAKEAMA_gEAAAQJ9QUE_wAAHwMI-v8AAAD1AQP79wD_Af0C8_ABAAAACe4C_QABAAAgAC0xgso7OBNACUhOUAIqcxAAGmAZBAAb9BAC3yAU6v4G9g7h2T0K1uLq__0AAPH_GfMF_a23AhQAFO34BMEAAAAxHgslDQAaSwfU_ffz2Q0FxOocEn_eEAn1DC_m5Akj8h4UI-kQURkAygkN-BrvICQZ6f4gAC3PI1M7OBNACUhvUAIqrwYQDBqgBgAAwEAAAKBAAAAIQgAAMMIAAKBCAABkQgAATEIAAEBBAADOwgAAUMEAAOBBAAB8wgAAGMIAABDBAACYQQAAAEEAAABAAACwwQAA8MEAAEDAAACQQQAA2MEAAODBAAAoQgAAQMEAAIC_AACAPwAAkEEAABRCAABQwQAAoMIAAIRCAABUwgAAMEIAAMhBAAAEwgAAAEAAAMpCAABQQQAAREIAAJRCAABgQQAAOEIAABRCAAAwwQAA5MIAADBBAAAwQQAAlEIAAKBBAAAswgAAwMAAAHDBAAD4wQAAOEIAABhCAADKwgAAQMAAAKDAAAA8QgAAjEIAABzCAACYwQAAQMIAADhCAACAwgAA4EAAADzCAADQQQAAhMIAADBCAACoQgAALMIAAHhCAAAgwQAAUMEAAHDBAABkQgAAAEIAAIDBAACowgAAgEAAAAxCAADoQQAABMIAAHDBAAAQwQAAjEIAAEBCAABAQAAA0MEAAEhCAADowQAAbMIAABBCAACIwQAAFMIAAADBAABMQgAAUMEAADjCAACIQQAAUEEAAKjBAABgwQAA-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-AABUPgAAED0AAMo-AABEPgAAUb8AAAy-AAAwvQAAUD0AAHC9AAAMvgAA5j4AAEC8AAAEPgAAHD4AADA9AABQPQAAzj4AAH8_AAAUvgAAyD0AAJi9AACovQAAgDsAAOg9AACCvgAAcL0AAIo-AAB8PgAA-D0AABC9AACGvgAAmL0AADw-AABUPgAANL4AAOa-AAA0vgAAVL4AACy-AAC4PQAAfD4AALg9AAAcPgAA3j4AAHS-AAAwvQAAfL4AAPg9AADovQAA4DwAALi9AAA0vgAAyD0AAEc_AACKPgAATD4AAJg9AAC4PQAAoDwAAAw-AADgPCAAOBNACUh8UAEqjwIQARqAAgAA3r4AADC9AAAEvgAAOb8AAFA9AADgPAAAdD4AAIC7AAAcvgAAXD4AAFC9AAAwPQAAqL0AAMi9AACYPQAAgDsAAHC9AABHPwAAmD0AALY-AABAvAAAED0AAIA7AABAPAAAJL4AAFA9AADoPQAAuD0AAOC8AAAwPQAAED0AAEA8AACovQAAgr4AANg9AADovQAA-D0AAEA8AACCvgAAuD0AAEC8AADYvQAAMD0AAIg9AAC4PQAAgDsAAH-_AACmvgAABL4AAIA7AAAkPgAAcD0AACw-AABAvAAAhj4AABA9AABAPAAA6D0AACw-AAAwvQAAdD4AAGQ-AAAQvQAATL4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=Rin65YLpS8Y","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["3561927294536220574"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false},"3890268648628950526":{"videoId":"3890268648628950526","docid":"34-11-16-ZBEA4F38B5CE3208B","description":"Hi everyone, in this video we are going to solve one more leetcode problem that is based on tree and graph. We will discuss in this video, what this problem asking us to do, what is logic to...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"49","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Number of Nodes in the Sub-Tree with the Same Label || Q. 1519 || Medium || Leetcode Daily Challenge","promo":"pumpkin","related_orig_text":"CodeRapt","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"CodeRapt\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=MB7c8DT_Crk\",\"src\":\"serp\",\"rvb\":\"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_E54GggQkAYAEKyqLARABGniB9g0ZBgn2AAT4EBEHDfgD-AT_Aff9_ADTAfT--fcEAPMQ_v0HAAAA9AX3AvcAAAD09__-8f4BABgD-gcEAAAADgEOBfMAAAD2DQEG_gEA___7-v8E_wAAEf4BCQAAAADyDfbxAP8AAPYf9f0BAAAA_PD5BAAAAAAgAC3QA7Y7OBNACUhOUAIqcxAAGmD3AQAp1QTb8PQO-AQM6gzy3hP90rgI_wnGAOT0A_0PF67DD-cAMPj3_7gAAAA3DB4VIgAgUv_d-u_18BffvwMADn_J_BDdBi4O2wET2ws8OPj6VTEA6fcXEy7-_iUF6gMgAC1JakQ7OBNACUhvUAIqrwYQDBqgBgAAwEEAACDBAADgQAAAVMIAAABAAAAAQgAAYEIAAFDBAACawgAAoMEAAKhBAACYwgAAkMIAAETCAADAQQAAgMEAAMBBAADgwQAAiMEAAIDBAADoQQAAaMIAAHDBAACsQgAAYMEAAJDBAAAwwQAAHMIAAABCAABAQQAAMMIAAFxCAAAEwgAAMMEAANDBAACIwQAAAEAAAP5CAAAwwQAAAEIAAGhCAADYQQAAnkIAAEhCAACAwAAAwsIAADzCAACAPwAAkkIAABxCAAAAwgAAiMEAALDBAABwQQAAJEIAAFBBAADewgAABEIAAADCAAAcQgAArEIAAGjCAABgQQAARMIAAKBBAABAwgAA8MEAAJDCAACQQQAANMIAAFRCAADAQgAA-MEAAHBBAAAgwQAAKMIAALjBAAAgQgAAGEIAAHDBAAC-wgAAUEEAAAxCAACeQgAAIEEAAKDAAADwQQAAhEIAACRCAAAIwgAAHEIAAERCAADgwQAANMIAAJjBAAAowgAAgL8AAIhBAAAkQgAAMMIAAFDCAADAQQAAwEEAAHDCAADIwQAAwEEAAKBBAACgQQAAUMEAAFBCAAAUQgAAAEAAAKDBAAC4QQAAIEEAAMDAAABAwAAA0MEAAJhBAAAAwAAAiEEAAMLCAAAswgAAFMIAAIBBAAAkQgAAJMIAAIA_AADwwQAAkMEAAIC_AACIwQAA6MEAACDBAAA0wgAAQEEAAOBAAADgQAAAQMEAAJDCAAAAQQAAEEEAACDBAADgQAAAgkIAACBBAABgwgAAMEEAAODAAAAYwgAAiMEAACBCAABQQQAAIMEAAJDBAAAMwgAAQEAAAJrCAAAowgAAikIAAJDBAADwQQAAAMEAADzCAADAwAAAEMIAAIDAAACeQgAA4MAAAEBAAADYwQAANEIAALjBAACAwAAAUMEAAOBAAAAMwgAAmMEAADxCAAA0QgAAgMEAANDBAAD4wQAAEEEAAJhCAABMwgAAgMIAAIBAAAAMwgAAAMAAAOjBAADIwgAAZEIAAJDBAACYQQAACMIAAEzCAABQQgAA0MEAAJhBIAA4E0AJSHVQASqPAhAAGoACAACoPQAAjj4AAKI-AAA8PgAALL4AAFA9AADgPAAADb8AAFS-AADgPAAAUL0AAAQ-AACAOwAARD4AABS-AADgPAAADD4AAMg9AADoPQAA0j4AAH8_AACovQAAqD0AACQ-AAB8vgAAmL0AAKC8AACavgAAUD0AACQ-AACgPAAA4LwAABC9AAAwvQAAoLwAACQ-AAAUPgAAmr4AAI6-AACuvgAAZL4AAKi9AABwvQAAiD0AALg9AAC4PQAAJD4AAI6-AACIvQAAfL4AACw-AADIPQAAgDsAANg9AACevgAAEL0AACU_AAAcPgAAQDwAAEQ-AACgPAAA4LwAAKg9AABwvSAAOBNACUh8UAEqjwIQARqAAgAA_r4AAAS-AACCvgAAU78AAES-AABwvQAAMD0AANg9AABAPAAAMD0AADS-AACYPQAAFL4AABy-AACAuwAAoDwAAPi9AABDPwAAEL0AAJo-AABEvgAA2L0AALi9AABwPQAAVL4AAKY-AABcPgAAUD0AAJg9AACYvQAA4DwAAIC7AAAQvQAAZL4AAEA8AADYPQAAFD4AAAQ-AABkvgAAQLwAAIC7AADovQAAcD0AAKg9AACIPQAARL4AAH-_AACGvgAAhr4AADA9AACYPQAAoLwAAHw-AAAwPQAAVD4AAKC8AACAuwAAuj4AADA9AAD4vQAAoj4AADQ-AABwvQAADL4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=MB7c8DT_Crk","parent-reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["3890268648628950526"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"censoredShock":false,"isShockDoc":false}},"dups":{"3776465049735415842":{"videoId":"3776465049735415842","title":"Number of Music Playlists | Leetcode Q.920 | Python | C++ | Java | JS | Leetcode Daily Challenges","cleanTitle":"Number of Music Playlists | Leetcode Q.920 | Python | C++ | Java | JS | Leetcode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=7I2mBXpEqO0","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/7I2mBXpEqO0?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":2093,"text":"34:53","a11yText":"Süre 34 dakika 53 saniye","shortText":"34 dk."},"date":"5 ağu 2023","modifyTime":1691193600000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/7I2mBXpEqO0?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=7I2mBXpEqO0","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":2093},"parentClipId":"3776465049735415842","href":"http://www.youtube.com/watch?v=7I2mBXpEqO0","rawHref":"/video/preview/3776465049735415842?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"12492428260889886092":{"videoId":"12492428260889886092","title":"Is Graph Bipartite? | LeetCode Q. 785 | Python | C++ | Java | LeetCode Daily challenges","cleanTitle":"Is Graph Bipartite? | LeetCode Q. 785 | Python | C++ | Java | LeetCode Daily challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=O-xa1rIzX_I","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/O-xa1rIzX_I?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1461,"text":"24:21","a11yText":"Süre 24 dakika 21 saniye","shortText":"24 dk."},"date":"18 mayıs 2023","modifyTime":1684368000000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/O-xa1rIzX_I?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=O-xa1rIzX_I","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1461},"parentClipId":"12492428260889886092","href":"http://www.youtube.com/watch?v=O-xa1rIzX_I","rawHref":"/video/preview/12492428260889886092?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"13616598462558999019":{"videoId":"13616598462558999019","title":"Maximum Subsequence Score | Leetcode Q.2542 | Python | C++ | Java | LeetCode Daily Challenges","cleanTitle":"Maximum Subsequence Score | Leetcode Q.2542 | Python | C++ | Java | LeetCode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=O_9Drgle_XA","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/O_9Drgle_XA?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1380,"text":"23:00","a11yText":"Süre 23 dakika","shortText":"23 dk."},"date":"23 mayıs 2023","modifyTime":1684800000000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/O_9Drgle_XA?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=O_9Drgle_XA","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1380},"parentClipId":"13616598462558999019","href":"http://www.youtube.com/watch?v=O_9Drgle_XA","rawHref":"/video/preview/13616598462558999019?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"14762464884386636515":{"videoId":"14762464884386636515","title":"Shortest Bridge | Leetcode Q.934 | Python | C++ | Java | Leetcode Daily challenges","cleanTitle":"Shortest Bridge | Leetcode Q.934 | Python | C++ | Java | Leetcode Daily challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=dnVw54xas4w","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/dnVw54xas4w?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1932,"text":"32:12","a11yText":"Süre 32 dakika 12 saniye","shortText":"32 dk."},"date":"20 mayıs 2023","modifyTime":1684540800000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/dnVw54xas4w?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=dnVw54xas4w","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1932},"parentClipId":"14762464884386636515","href":"http://www.youtube.com/watch?v=dnVw54xas4w","rawHref":"/video/preview/14762464884386636515?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"2494278958071354161":{"videoId":"2494278958071354161","title":"Course Schedule | Leetcode Q.207 | Python | C++ | Java | JS | Leetcode Daily Challenges","cleanTitle":"Course Schedule | Leetcode Q.207 | Python | C++ | Java | JS | Leetcode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=u56qfJ1IjrA","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/u56qfJ1IjrA?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1609,"text":"26:49","a11yText":"Süre 26 dakika 49 saniye","shortText":"26 dk."},"date":"12 tem 2023","modifyTime":1689120000000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/u56qfJ1IjrA?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=u56qfJ1IjrA","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1609},"parentClipId":"2494278958071354161","href":"http://www.youtube.com/watch?v=u56qfJ1IjrA","rawHref":"/video/preview/2494278958071354161?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"9867721528527158282":{"videoId":"9867721528527158282","title":"Unique Binary Search Trees || | Leetcode Q.95 | Python | C++ | Java | JS | Leetcode Daily Challenges","cleanTitle":"Unique Binary Search Trees || | Leetcode Q.95 | Python | C++ | Java | JS | Leetcode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=GQCebxDZUDE","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/GQCebxDZUDE?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1519,"text":"25:19","a11yText":"Süre 25 dakika 19 saniye","shortText":"25 dk."},"date":"4 ağu 2023","modifyTime":1691107200000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/GQCebxDZUDE?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=GQCebxDZUDE","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1519},"parentClipId":"9867721528527158282","href":"http://www.youtube.com/watch?v=GQCebxDZUDE","rawHref":"/video/preview/9867721528527158282?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"9586815249122086542":{"videoId":"9586815249122086542","title":"Permutations | Leetcode Q.46 | Python | C++ | Java | JavaScript | Leetcode Daily challenges","cleanTitle":"Permutations | Leetcode Q.46 | Python | C++ | Java | JavaScript | Leetcode Daily challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=azFYKQe4Vdc","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/azFYKQe4Vdc?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1530,"text":"25:30","a11yText":"Süre 25 dakika 30 saniye","shortText":"25 dk."},"date":"1 ağu 2023","modifyTime":1690848000000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/azFYKQe4Vdc?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=azFYKQe4Vdc","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1530},"parentClipId":"9586815249122086542","href":"http://www.youtube.com/watch?v=azFYKQe4Vdc","rawHref":"/video/preview/9586815249122086542?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"7781761244497948123":{"videoId":"7781761244497948123","title":"Minimum Cost to Make Array Equal | Leetcode Q.2448 | Python | C++ | Java | LeetCode Daily Challenges","cleanTitle":"Minimum Cost to Make Array Equal | Leetcode Q.2448 | Python | C++ | Java | LeetCode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=aZWn41ffz-A","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/aZWn41ffz-A?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1806,"text":"30:06","a11yText":"Süre 30 dakika 6 saniye","shortText":"30 dk."},"date":"20 haz 2023","modifyTime":1687219200000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/aZWn41ffz-A?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=aZWn41ffz-A","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1806},"parentClipId":"7781761244497948123","href":"http://www.youtube.com/watch?v=aZWn41ffz-A","rawHref":"/video/preview/7781761244497948123?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"12610705020958342405":{"videoId":"12610705020958342405","title":"Non Overlapping Intervals | Leetcode Q.435 | Python | C++ | Java | JS | Leetcode Daily Challenges","cleanTitle":"Non Overlapping Intervals | Leetcode Q.435 | Python | C++ | Java | JS | Leetcode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=iF16vxyljLU","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/iF16vxyljLU?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1392,"text":"23:12","a11yText":"Süre 23 dakika 12 saniye","shortText":"23 dk."},"date":"18 tem 2023","modifyTime":1689638400000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/iF16vxyljLU?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=iF16vxyljLU","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1392},"parentClipId":"12610705020958342405","href":"http://www.youtube.com/watch?v=iF16vxyljLU","rawHref":"/video/preview/12610705020958342405?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"12653383011179178281":{"videoId":"12653383011179178281","title":"Binary Tree Preorder Traversal || Q. 144 || Iterative Approach || Easy || Leetcode Daily Challenges","cleanTitle":"Binary Tree Preorder Traversal || Q. 144 || Iterative Approach || Easy || Leetcode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=oJ1ve8HQw5g","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/oJ1ve8HQw5g?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":496,"text":"8:16","a11yText":"Süre 8 dakika 16 saniye","shortText":"8 dk."},"date":"8 oca 2023","modifyTime":1673136000000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/oJ1ve8HQw5g?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=oJ1ve8HQw5g","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":496},"parentClipId":"12653383011179178281","href":"http://www.youtube.com/watch?v=oJ1ve8HQw5g","rawHref":"/video/preview/12653383011179178281?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"3422597612080659459":{"videoId":"3422597612080659459","title":"Soup Servings | Leetcode Q.808 | Python | C++ | Java | JS | Leetcode Daily Challenges","cleanTitle":"Soup Servings | Leetcode Q.808 | Python | C++ | Java | JS | Leetcode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=SRFHPewP5hM","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/SRFHPewP5hM?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1531,"text":"25:31","a11yText":"Süre 25 dakika 31 saniye","shortText":"25 dk."},"date":"28 tem 2023","modifyTime":1690502400000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/SRFHPewP5hM?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=SRFHPewP5hM","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1531},"parentClipId":"3422597612080659459","href":"http://www.youtube.com/watch?v=SRFHPewP5hM","rawHref":"/video/preview/3422597612080659459?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"9235931050618716487":{"videoId":"9235931050618716487","title":"Minimum Distance between BST Nodes || Q. 783 || C++ || Python || Java || LeetCode Daily Challenges","cleanTitle":"Minimum Distance between BST Nodes || Q. 783 || C++ || Python || Java || LeetCode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=SWjbufoD06Y","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/SWjbufoD06Y?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":881,"text":"14:41","a11yText":"Süre 14 dakika 41 saniye","shortText":"14 dk."},"date":"16 şub 2023","modifyTime":1676505600000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/SWjbufoD06Y?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=SWjbufoD06Y","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":881},"parentClipId":"9235931050618716487","href":"http://www.youtube.com/watch?v=SWjbufoD06Y","rawHref":"/video/preview/9235931050618716487?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"6934438099549204207":{"videoId":"6934438099549204207","title":"Same Tree || Q. 100 || Recursion || Easy Level || Leetcode Daily Challenges","cleanTitle":"Same Tree || Q. 100 || Recursion || Easy Level || Leetcode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=YD2M4NEA83k","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/YD2M4NEA83k?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":496,"text":"8:16","a11yText":"Süre 8 dakika 16 saniye","shortText":"8 dk."},"date":"9 oca 2023","modifyTime":1673222400000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/YD2M4NEA83k?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=YD2M4NEA83k","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":496},"parentClipId":"6934438099549204207","href":"http://www.youtube.com/watch?v=YD2M4NEA83k","rawHref":"/video/preview/6934438099549204207?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"14889986327515466781":{"videoId":"14889986327515466781","title":"0 1 Matrix | Leetcode Q. 542 | Python | C++ | Java | JS | Leetcode Daily Challenges","cleanTitle":"0 1 Matrix | Leetcode Q. 542 | Python | C++ | Java | JS | Leetcode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=DiEnqgXAYIQ","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/DiEnqgXAYIQ?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1818,"text":"30:18","a11yText":"Süre 30 dakika 18 saniye","shortText":"30 dk."},"date":"16 ağu 2023","modifyTime":1692144000000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/DiEnqgXAYIQ?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=DiEnqgXAYIQ","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1818},"parentClipId":"14889986327515466781","href":"http://www.youtube.com/watch?v=DiEnqgXAYIQ","rawHref":"/video/preview/14889986327515466781?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"1792079141557879527":{"videoId":"1792079141557879527","title":"Swap Nodes in Pair || LeetCode 24 || Python || C++ || Java || LeetCode Daily Challenges","cleanTitle":"Swap Nodes in Pair || LeetCode 24 || Python || C++ || Java || LeetCode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=Z2eiuOlMsCE","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/Z2eiuOlMsCE?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":980,"text":"16:20","a11yText":"Süre 16 dakika 20 saniye","shortText":"16 dk."},"date":"15 mayıs 2023","modifyTime":1684108800000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/Z2eiuOlMsCE?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=Z2eiuOlMsCE","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":980},"parentClipId":"1792079141557879527","href":"http://www.youtube.com/watch?v=Z2eiuOlMsCE","rawHref":"/video/preview/1792079141557879527?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"12206366016913525750":{"videoId":"12206366016913525750","title":"Longest Path with Different Adjacent Characters || Q. 2246 || Hard || Leetcode Daily Challenges","cleanTitle":"Longest Path with Different Adjacent Characters || Q. 2246 || Hard || Leetcode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=DyKGuQwi0RU","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/DyKGuQwi0RU?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":770,"text":"12:50","a11yText":"Süre 12 dakika 50 saniye","shortText":"12 dk."},"date":"12 oca 2023","modifyTime":1673481600000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/DyKGuQwi0RU?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=DyKGuQwi0RU","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":770},"parentClipId":"12206366016913525750","href":"http://www.youtube.com/watch?v=DyKGuQwi0RU","rawHref":"/video/preview/12206366016913525750?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"2172692597853687486":{"videoId":"2172692597853687486","title":"Minimum Cost to Cut a Stick | Leetcode Q.1547 | Python | C++ | Java | LeetCode Daily Challenge","cleanTitle":"Minimum Cost to Cut a Stick | Leetcode Q.1547 | Python | C++ | Java | LeetCode Daily Challenge","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=xkoolxQUaOk","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/xkoolxQUaOk?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1809,"text":"30:09","a11yText":"Süre 30 dakika 9 saniye","shortText":"30 dk."},"date":"27 mayıs 2023","modifyTime":1685145600000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/xkoolxQUaOk?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=xkoolxQUaOk","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1809},"parentClipId":"2172692597853687486","href":"http://www.youtube.com/watch?v=xkoolxQUaOk","rawHref":"/video/preview/2172692597853687486?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"16001797586165368025":{"videoId":"16001797586165368025","title":"Number of Good Paths || Q. 2421 || Hard Level || Union-Find || Leetcode Daily Challenges","cleanTitle":"Number of Good Paths || Q. 2421 || Hard Level || Union-Find || Leetcode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=RGNDpDtqMCw","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/RGNDpDtqMCw?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":984,"text":"16:24","a11yText":"Süre 16 dakika 24 saniye","shortText":"16 dk."},"date":"14 oca 2023","modifyTime":1673654400000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/RGNDpDtqMCw?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=RGNDpDtqMCw","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":984},"parentClipId":"16001797586165368025","href":"http://www.youtube.com/watch?v=RGNDpDtqMCw","rawHref":"/video/preview/16001797586165368025?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"5929685999272188953":{"videoId":"5929685999272188953","title":"Minimum Size Subarray Sum | Leetcode Q.209 | Python | C++ | Java | JS | LeetCode Daily Challenges","cleanTitle":"Minimum Size Subarray Sum | Leetcode Q.209 | Python | C++ | Java | JS | LeetCode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=_bRKTROOrNg","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/_bRKTROOrNg?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1132,"text":"18:52","a11yText":"Süre 18 dakika 52 saniye","shortText":"18 dk."},"date":"5 tem 2023","modifyTime":1688515200000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/_bRKTROOrNg?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=_bRKTROOrNg","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1132},"parentClipId":"5929685999272188953","href":"http://www.youtube.com/watch?v=_bRKTROOrNg","rawHref":"/video/preview/5929685999272188953?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"3028280708971198761":{"videoId":"3028280708971198761","title":"Unique Paths || | Leetcode Q.63 | Python | C++ | Java | JS | Leetcode Daily Challenges","cleanTitle":"Unique Paths || | Leetcode Q.63 | Python | C++ | Java | JS | Leetcode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=7wUtC_3qWV4","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/7wUtC_3qWV4?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1674,"text":"27:54","a11yText":"Süre 27 dakika 54 saniye","shortText":"27 dk."},"date":"12 ağu 2023","modifyTime":1691815537000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/7wUtC_3qWV4?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=7wUtC_3qWV4","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1674},"parentClipId":"3028280708971198761","href":"http://www.youtube.com/watch?v=7wUtC_3qWV4","rawHref":"/video/preview/3028280708971198761?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"2048666997796694286":{"videoId":"2048666997796694286","title":"Smallest Sufficient Team | Leetcode Q.1125 | Python | C++ | Leetcode Daily Challenges","cleanTitle":"Smallest Sufficient Team | Leetcode Q.1125 | Python | C++ | Leetcode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=_6thmaLIYFM","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/_6thmaLIYFM?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1730,"text":"28:50","a11yText":"Süre 28 dakika 50 saniye","shortText":"28 dk."},"date":"15 tem 2023","modifyTime":1689379200000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/_6thmaLIYFM?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=_6thmaLIYFM","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1730},"parentClipId":"2048666997796694286","href":"http://www.youtube.com/watch?v=_6thmaLIYFM","rawHref":"/video/preview/2048666997796694286?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"10726958680348236305":{"videoId":"10726958680348236305","title":"Search in Rotated Sorted Array | Leetcode Q.33 | Python | C++ | Java | JS | Leetcode Daily Challenge","cleanTitle":"Search in Rotated Sorted Array | Leetcode Q.33 | Python | C++ | Java | JS | Leetcode Daily Challenge","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=FdandQFN-qs","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/FdandQFN-qs?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1871,"text":"31:11","a11yText":"Süre 31 dakika 11 saniye","shortText":"31 dk."},"date":"7 ağu 2023","modifyTime":1691366400000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/FdandQFN-qs?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=FdandQFN-qs","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1871},"parentClipId":"10726958680348236305","href":"http://www.youtube.com/watch?v=FdandQFN-qs","rawHref":"/video/preview/10726958680348236305?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"7417589425269445191":{"videoId":"7417589425269445191","title":"Minimum Time to Complete Trips || Q. 2187 || Python || C++ || Java || LeetCode Daily Challenge","cleanTitle":"Minimum Time to Complete Trips || Q. 2187 || Python || C++ || Java || LeetCode Daily Challenge","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=aiS2UQ3svH4","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/aiS2UQ3svH4?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1075,"text":"17:55","a11yText":"Süre 17 dakika 55 saniye","shortText":"17 dk."},"date":"6 mar 2023","modifyTime":1678060800000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/aiS2UQ3svH4?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=aiS2UQ3svH4","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1075},"parentClipId":"7417589425269445191","href":"http://www.youtube.com/watch?v=aiS2UQ3svH4","rawHref":"/video/preview/7417589425269445191?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"8726668886759750770":{"videoId":"8726668886759750770","title":"Minimize the Maximum Difference of Pairs | Leetcode Q.2616 | Python | C++ | Java | JavaScript","cleanTitle":"Minimize the Maximum Difference of Pairs | Leetcode Q.2616 | Python | C++ | Java | JavaScript","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=UGEOKLL3t7k","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/UGEOKLL3t7k?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1799,"text":"29:59","a11yText":"Süre 29 dakika 59 saniye","shortText":"29 dk."},"date":"8 ağu 2023","modifyTime":1691452800000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/UGEOKLL3t7k?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=UGEOKLL3t7k","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1799},"parentClipId":"8726668886759750770","href":"http://www.youtube.com/watch?v=UGEOKLL3t7k","rawHref":"/video/preview/8726668886759750770?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"6049715879629132741":{"videoId":"6049715879629132741","title":"All Possible Full Binary Tree | Leetcode Q.894 | Python | C++ | Java | JS | Leetcode Daily Challenge","cleanTitle":"All Possible Full Binary Tree | Leetcode Q.894 | Python | C++ | Java | JS | Leetcode Daily Challenge","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=vJ26IDQCAEc","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/vJ26IDQCAEc?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1495,"text":"24:55","a11yText":"Süre 24 dakika 55 saniye","shortText":"24 dk."},"date":"22 tem 2023","modifyTime":1689984000000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/vJ26IDQCAEc?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=vJ26IDQCAEc","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1495},"parentClipId":"6049715879629132741","href":"http://www.youtube.com/watch?v=vJ26IDQCAEc","rawHref":"/video/preview/6049715879629132741?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"4424886884736899488":{"videoId":"4424886884736899488","title":"Total Cost to Hire K Workers | Leetcode Q.2462 | Python, C++, Java, JS | LeetCode Daily Challenges","cleanTitle":"Total Cost to Hire K Workers | Leetcode Q.2462 | Python, C++, Java, JS | LeetCode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=A_GaG6DC6os","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/A_GaG6DC6os?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1732,"text":"28:52","a11yText":"Süre 28 dakika 52 saniye","shortText":"28 dk."},"date":"25 haz 2023","modifyTime":1687651200000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/A_GaG6DC6os?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=A_GaG6DC6os","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1732},"parentClipId":"4424886884736899488","href":"http://www.youtube.com/watch?v=A_GaG6DC6os","rawHref":"/video/preview/4424886884736899488?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"12285550259300268010":{"videoId":"12285550259300268010","title":"String Compression || Q. 443 || Python || C++ || Java || LeetCode Daily Challenge","cleanTitle":"String Compression || Q. 443 || Python || C++ || Java || LeetCode Daily Challenge","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=MhySLozRwb0","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/MhySLozRwb0?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1066,"text":"17:46","a11yText":"Süre 17 dakika 46 saniye","shortText":"17 dk."},"date":"1 mar 2023","modifyTime":1677628800000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/MhySLozRwb0?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=MhySLozRwb0","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1066},"parentClipId":"12285550259300268010","href":"http://www.youtube.com/watch?v=MhySLozRwb0","rawHref":"/video/preview/12285550259300268010?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"13048932236281864249":{"videoId":"13048932236281864249","title":"How to install JupyterLab in Windows || Under 4 Minutes","cleanTitle":"How to install JupyterLab in Windows || Under 4 Minutes","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=RHiC9s61-_A","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/RHiC9s61-_A?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":193,"text":"3:13","a11yText":"Süre 3 dakika 13 saniye","shortText":"3 dk."},"views":{"text":"1,1bin","a11yText":"1,1 bin izleme"},"date":"30 ara 2022","modifyTime":1672358400000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/RHiC9s61-_A?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=RHiC9s61-_A","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":193},"parentClipId":"13048932236281864249","href":"http://www.youtube.com/watch?v=RHiC9s61-_A","rawHref":"/video/preview/13048932236281864249?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"17936417162739201756":{"videoId":"17936417162739201756","title":"LeetCode Challenges|| Q. 980 Unique Paths III || Hard Level || Easy Explanation","cleanTitle":"LeetCode Challenges|| Q. 980 Unique Paths III || Hard Level || Easy Explanation","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=B4VNhSZoTSU","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/B4VNhSZoTSU?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":777,"text":"12:57","a11yText":"Süre 12 dakika 57 saniye","shortText":"12 dk."},"date":"30 ara 2022","modifyTime":1672358400000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/B4VNhSZoTSU?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=B4VNhSZoTSU","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":777},"parentClipId":"17936417162739201756","href":"http://www.youtube.com/watch?v=B4VNhSZoTSU","rawHref":"/video/preview/17936417162739201756?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"2129798388947294323":{"videoId":"2129798388947294323","title":"Check Completeness of a Binary Tree || Q. 958 || LeetCode Daily Challenges","cleanTitle":"Check Completeness of a Binary Tree || Q. 958 || LeetCode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=5at663UDq20","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/5at663UDq20?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":863,"text":"14:23","a11yText":"Süre 14 dakika 23 saniye","shortText":"14 dk."},"date":"14 mar 2023","modifyTime":1678752000000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/5at663UDq20?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=5at663UDq20","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":863},"parentClipId":"2129798388947294323","href":"http://www.youtube.com/watch?v=5at663UDq20","rawHref":"/video/preview/2129798388947294323?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"540918711137461890":{"videoId":"540918711137461890","title":"Maximum Length of Pair Chain | Leetcode Q.646 | Python | C++ | Java | JS | Leetcode Daily Challenge","cleanTitle":"Maximum Length of Pair Chain | Leetcode Q.646 | Python | C++ | Java | JS | Leetcode Daily Challenge","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=qWGuY0fdzYo","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/qWGuY0fdzYo?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1174,"text":"19:34","a11yText":"Süre 19 dakika 34 saniye","shortText":"19 dk."},"date":"25 ağu 2023","modifyTime":1692921600000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/qWGuY0fdzYo?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=qWGuY0fdzYo","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1174},"parentClipId":"540918711137461890","href":"http://www.youtube.com/watch?v=qWGuY0fdzYo","rawHref":"/video/preview/540918711137461890?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"11210948911793895966":{"videoId":"11210948911793895966","title":"Construct Binary Tree from Inorder and Postorder Traversal || Q. 106 || LeetCode Daily Challenges","cleanTitle":"Construct Binary Tree from Inorder and Postorder Traversal || Q. 106 || LeetCode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=Y8sbH7H0RU0","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/Y8sbH7H0RU0?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1046,"text":"17:26","a11yText":"Süre 17 dakika 26 saniye","shortText":"17 dk."},"date":"15 mar 2023","modifyTime":1678838400000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/Y8sbH7H0RU0?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=Y8sbH7H0RU0","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1046},"parentClipId":"11210948911793895966","href":"http://www.youtube.com/watch?v=Y8sbH7H0RU0","rawHref":"/video/preview/11210948911793895966?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"17611509957877579906":{"videoId":"17611509957877579906","title":"Last Day Where You Can Still Cross | Leetcode Q.1970 | Py, C++, Java, JS | LeetCode Daily Challenge","cleanTitle":"Last Day Where You Can Still Cross | Leetcode Q.1970 | Py, C++, Java, JS | LeetCode Daily Challenge","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=EBvL8Tui3iU","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/EBvL8Tui3iU?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":2121,"text":"35:21","a11yText":"Süre 35 dakika 21 saniye","shortText":"35 dk."},"date":"29 haz 2023","modifyTime":1687996800000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/EBvL8Tui3iU?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=EBvL8Tui3iU","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":2121},"parentClipId":"17611509957877579906","href":"http://www.youtube.com/watch?v=EBvL8Tui3iU","rawHref":"/video/preview/17611509957877579906?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"6299380971679306685":{"videoId":"6299380971679306685","title":"Delete Columns to Make Sorted on Leetcode || Q. 944 || Easy Explanation || Implementation in Python","cleanTitle":"Delete Columns to Make Sorted on Leetcode || Q. 944 || Easy Explanation || Implementation in Python","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=wNenctPFy0o","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/wNenctPFy0o?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":436,"text":"7:16","a11yText":"Süre 7 dakika 16 saniye","shortText":"7 dk."},"date":"2 oca 2023","modifyTime":1672617600000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/wNenctPFy0o?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=wNenctPFy0o","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":436},"parentClipId":"6299380971679306685","href":"http://www.youtube.com/watch?v=wNenctPFy0o","rawHref":"/video/preview/6299380971679306685?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"17763498733706689538":{"videoId":"17763498733706689538","title":"Design Browser History || Q. 1472 || Two Stack || Logic + Implementation | LeetCode Daily Challenge","cleanTitle":"Design Browser History || Q. 1472 || Two Stack || Logic + Implementation | LeetCode Daily Challenge","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=CTcLl4pV5dI","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/CTcLl4pV5dI?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1104,"text":"18:24","a11yText":"Süre 18 dakika 24 saniye","shortText":"18 dk."},"date":"18 mar 2023","modifyTime":1679097600000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/CTcLl4pV5dI?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=CTcLl4pV5dI","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1104},"parentClipId":"17763498733706689538","href":"http://www.youtube.com/watch?v=CTcLl4pV5dI","rawHref":"/video/preview/17763498733706689538?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"17940780743505887091":{"videoId":"17940780743505887091","title":"Minimum Speed to Arrive on Time | Leetcode Q.1870 | Python, C++, Java, JS | Leetcode Daily Challenge","cleanTitle":"Minimum Speed to Arrive on Time | Leetcode Q.1870 | Python, C++, Java, JS | Leetcode Daily Challenge","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=Z5lDSm_3waI","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/Z5lDSm_3waI?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1938,"text":"32:18","a11yText":"Süre 32 dakika 18 saniye","shortText":"32 dk."},"date":"25 tem 2023","modifyTime":1690243200000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/Z5lDSm_3waI?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=Z5lDSm_3waI","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1938},"parentClipId":"17940780743505887091","href":"http://www.youtube.com/watch?v=Z5lDSm_3waI","rawHref":"/video/preview/17940780743505887091?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"15804338267210602285":{"videoId":"15804338267210602285","title":"Design HashSet | Leetcode Q.705 | Python | C++ | Java | LeetCode Daily Challenges","cleanTitle":"Design HashSet | Leetcode Q.705 | Python | C++ | Java | LeetCode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=5ejIWjGOVyY","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/5ejIWjGOVyY?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1184,"text":"19:44","a11yText":"Süre 19 dakika 44 saniye","shortText":"19 dk."},"date":"29 mayıs 2023","modifyTime":1685318400000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/5ejIWjGOVyY?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=5ejIWjGOVyY","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1184},"parentClipId":"15804338267210602285","href":"http://www.youtube.com/watch?v=5ejIWjGOVyY","rawHref":"/video/preview/15804338267210602285?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"1785871234430270141":{"videoId":"1785871234430270141","title":"Design Underground System | Leetcode Q.1396 | Python | C++ | Java | LeetCode Daily Challenges","cleanTitle":"Design Underground System | Leetcode Q.1396 | Python | C++ | Java | LeetCode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=_KzRRCXlE8o","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/_KzRRCXlE8o?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1781,"text":"29:41","a11yText":"Süre 29 dakika 41 saniye","shortText":"29 dk."},"date":"30 mayıs 2023","modifyTime":1685404800000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/_KzRRCXlE8o?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=_KzRRCXlE8o","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1781},"parentClipId":"1785871234430270141","href":"http://www.youtube.com/watch?v=_KzRRCXlE8o","rawHref":"/video/preview/1785871234430270141?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"16954012381944108454":{"videoId":"16954012381944108454","title":"Kth Largest Element in an Array | Leetcode Q.215 | Py | C++ | Java | JS | Leetcode Daily Challenge","cleanTitle":"Kth Largest Element in an Array | Leetcode Q.215 | Py | C++ | Java | JS | Leetcode Daily Challenge","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=6MfPFa63zE8","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/6MfPFa63zE8?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1302,"text":"21:42","a11yText":"Süre 21 dakika 42 saniye","shortText":"21 dk."},"date":"13 ağu 2023","modifyTime":1691884800000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/6MfPFa63zE8?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=6MfPFa63zE8","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1302},"parentClipId":"16954012381944108454","href":"http://www.youtube.com/watch?v=6MfPFa63zE8","rawHref":"/video/preview/16954012381944108454?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"10894717891708611661":{"videoId":"10894717891708611661","title":"Knight Proabability in Chessboard | Leetcode Q.688 | Python | C++ | LeetCode Daily Challenges","cleanTitle":"Knight Proabability in Chessboard | Leetcode Q.688 | Python | C++ | LeetCode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=7PgaBOhjLqo","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/7PgaBOhjLqo?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1409,"text":"23:29","a11yText":"Süre 23 dakika 29 saniye","shortText":"23 dk."},"date":"21 tem 2023","modifyTime":1689897600000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/7PgaBOhjLqo?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=7PgaBOhjLqo","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1409},"parentClipId":"10894717891708611661","href":"http://www.youtube.com/watch?v=7PgaBOhjLqo","rawHref":"/video/preview/10894717891708611661?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"17529181485147185148":{"videoId":"17529181485147185148","title":"Search a 2D Matrix | Leetcode Q.74 | Python | C++ | Java | JS | Leetcode Daily Challenge","cleanTitle":"Search a 2D Matrix | Leetcode Q.74 | Python | C++ | Java | JS | Leetcode Daily Challenge","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=fUPTbaF08-s","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/fUPTbaF08-s?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1121,"text":"18:41","a11yText":"Süre 18 dakika 41 saniye","shortText":"18 dk."},"date":"6 ağu 2023","modifyTime":1691280000000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/fUPTbaF08-s?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=fUPTbaF08-s","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1121},"parentClipId":"17529181485147185148","href":"http://www.youtube.com/watch?v=fUPTbaF08-s","rawHref":"/video/preview/17529181485147185148?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"15111399112546403483":{"videoId":"15111399112546403483","title":"Maximum Depth of Binary Tree || Q. 104 || C++ || Java || Python || LeetCode Daily Challenges","cleanTitle":"Maximum Depth of Binary Tree || Q. 104 || C++ || Java || Python || LeetCode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=dC3nyVCm524","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/dC3nyVCm524?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":531,"text":"8:51","a11yText":"Süre 8 dakika 51 saniye","shortText":"8 dk."},"date":"15 şub 2023","modifyTime":1676419200000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/dC3nyVCm524?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=dC3nyVCm524","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":531},"parentClipId":"15111399112546403483","href":"http://www.youtube.com/watch?v=dC3nyVCm524","rawHref":"/video/preview/15111399112546403483?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"8160851491349466355":{"videoId":"8160851491349466355","title":"Word Break | Leetcode Q.139 | Python | C++ | Java | JavaScript | Leetcode Daily Challenges","cleanTitle":"Word Break | Leetcode Q.139 | Python | C++ | Java | JavaScript | Leetcode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=ajfZUVBJVFE","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/ajfZUVBJVFE?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1272,"text":"21:12","a11yText":"Süre 21 dakika 12 saniye","shortText":"21 dk."},"date":"3 ağu 2023","modifyTime":1691020800000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/ajfZUVBJVFE?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=ajfZUVBJVFE","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1272},"parentClipId":"8160851491349466355","href":"http://www.youtube.com/watch?v=ajfZUVBJVFE","rawHref":"/video/preview/8160851491349466355?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"15377341319616187080":{"videoId":"15377341319616187080","title":"Maximum Running Time of N Computers | Leetcode Q.2141 | Leetcode Daily Challenge","cleanTitle":"Maximum Running Time of N Computers | Leetcode Q.2141 | Leetcode Daily Challenge","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=RGxGeg-YgaA","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/RGxGeg-YgaA?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1855,"text":"30:55","a11yText":"Süre 30 dakika 55 saniye","shortText":"30 dk."},"date":"26 tem 2023","modifyTime":1690329600000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/RGxGeg-YgaA?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=RGxGeg-YgaA","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1855},"parentClipId":"15377341319616187080","href":"http://www.youtube.com/watch?v=RGxGeg-YgaA","rawHref":"/video/preview/15377341319616187080?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"16100015700825170047":{"videoId":"16100015700825170047","title":"Minimum Score of a Path Between Two Cities || Q. 2492 || LeetCode Daily Challenges","cleanTitle":"Minimum Score of a Path Between Two Cities || Q. 2492 || LeetCode Daily Challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=iCf3P9lidpA","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/iCf3P9lidpA?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1156,"text":"19:16","a11yText":"Süre 19 dakika 16 saniye","shortText":"19 dk."},"date":"22 mar 2023","modifyTime":1679443200000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/iCf3P9lidpA?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=iCf3P9lidpA","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1156},"parentClipId":"16100015700825170047","href":"http://www.youtube.com/watch?v=iCf3P9lidpA","rawHref":"/video/preview/16100015700825170047?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"17940895276392719428":{"videoId":"17940895276392719428","title":"Convert Sorted List to Binary Search Tree || Q. 109 || Python, C++, Java || LeetCode Daily Challenge","cleanTitle":"Convert Sorted List to Binary Search Tree || Q. 109 || Python, C++, Java || LeetCode Daily Challenge","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=V7b_Zc_vdfU","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/V7b_Zc_vdfU?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":1131,"text":"18:51","a11yText":"Süre 18 dakika 51 saniye","shortText":"18 dk."},"date":"10 mar 2023","modifyTime":1678406400000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/V7b_Zc_vdfU?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=V7b_Zc_vdfU","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":1131},"parentClipId":"17940895276392719428","href":"http://www.youtube.com/watch?v=V7b_Zc_vdfU","rawHref":"/video/preview/17940895276392719428?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"3561927294536220574":{"videoId":"3561927294536220574","title":"Top K Frequent Elements | Leetcode Q.347 | Python | C++ | Java | LeetCode Daily challenges","cleanTitle":"Top K Frequent Elements | Leetcode Q.347 | Python | C++ | Java | LeetCode Daily challenges","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=Rin65YLpS8Y","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/Rin65YLpS8Y?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":810,"text":"13:30","a11yText":"Süre 13 dakika 30 saniye","shortText":"13 dk."},"date":"21 mayıs 2023","modifyTime":1684627200000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/Rin65YLpS8Y?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=Rin65YLpS8Y","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":810},"parentClipId":"3561927294536220574","href":"http://www.youtube.com/watch?v=Rin65YLpS8Y","rawHref":"/video/preview/3561927294536220574?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false},"3890268648628950526":{"videoId":"3890268648628950526","title":"Number of Nodes in the Sub-Tree with the Same Label || Q. 1519 || Medium || Leetcode Daily Challenge","cleanTitle":"Number of Nodes in the Sub-Tree with the Same Label || Q. 1519 || Medium || Leetcode Daily Challenge","host":{"title":"YouTube","href":"http://www.youtube.com/watch?v=MB7c8DT_Crk","playerUri":"\u003ciframe src=\"//www.youtube.com/embed/MB7c8DT_Crk?enablejsapi=1&wmode=opaque\" frameborder=\"0\" scrolling=\"no\" allowfullscreen=\"1\" allow=\"autoplay; fullscreen; accelerometer; gyroscope; picture-in-picture\" aria-label=\"Video\">\u003c/iframe>","playerId":"youtube","providerName":"youtube.com","sourceHost":"www.youtube.com","name":"youtube.com","secondPart":{"type":"CHANNEL","id":"d3d3LnlvdXR1YmUuY29tO1VDSTJibWZPc0YyVUdtWW1KeWQ5bHpqQQ==","name":"CodeRapt","isVerified":false,"subscribersCount":0,"url":"/video/search?promo=pumpkin&text=CodeRapt","origUrl":"http://www.youtube.com/@coderapt","a11yText":"CodeRapt. "},"faviconUrl":"//favicon.yandex.net/favicon/v2/http%3A%2F%2Fyoutube.com?color=255%2C255%2C255%2C0&size=32&stub=1"},"duration":{"value":798,"text":"13:18","a11yText":"Süre 13 dakika 18 saniye","shortText":"13 dk."},"date":"11 oca 2023","modifyTime":1673395200000,"isExternal":false,"player":{"embedUrl":"https://www.youtube.com/embed/MB7c8DT_Crk?autoplay=1&enablejsapi=1&wmode=opaque","playerId":"youtube","videoUrl":"http://www.youtube.com/watch?v=MB7c8DT_Crk","reqid":"1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL","duration":798},"parentClipId":"3890268648628950526","href":"http://www.youtube.com/watch?v=MB7c8DT_Crk","rawHref":"/video/preview/3890268648628950526?parent-reqid=1771610064761948-2186749885474651909-balancer-l7leveler-kubr-yp-sas-14-BAL&promo=pumpkin&text=CodeRapt","isEmbedOnly":false,"shouldPlayInstreamPreroll":false}}},"viewer":{"_isInitial":false,"clips":{"items":{},"dups":{},"loadingStatus":"None"},"internal":{"videoId":"","sandboxEventPrefix":"sandbox:","sandboxVersion":"0x906f9600bf4","isEmbedded":false,"from":"yavideo","service":"ya-video","hbPeriod":30,"table":"video_tech","isInstreamDisabled":false,"nonce":"2186749885474651909714","errorList":[],"isAdultAdv":false,"isImportantCommonAdv":false,"shouldShowAdvId":false,"advConfig":{"under-player":{"regular":{"default":"R-I-48058-725","mail":"R-A-13411721-6"},"adult":{"default":"R-I-474674-114","mail":"R-A-13426421-6"}},"under-player-lite":{"regular":{"default":"R-I-48058-728"},"adult":{"default":"R-I-474674-103"}},"under-player-old":{"regular":{"default":"R-I-48058-725","mail":"R-A-13411721-6"},"adult":{"default":"R-I-474674-114","mail":"R-A-13426421-6"}},"video-list":{"regular":{"default":"R-I-48058-708","mail":"R-A-13411721-2"},"adult":{"default":"R-I-474674-101","mail":"R-A-13426421-2"}},"search-list":{"adult":{"default":"R-I-474674-135","mail":"R-A-13426421-23"},"regular":{"default":"R-I-48058-751","mail":"R-A-13411721-23"}},"search-grid-row":{"regular":{"default":"R-I-48058-718","mail":"R-A-13411721-4"},"adult":{"default":"R-I-474674-109","mail":"R-A-13426421-4"}},"search-grid-head":{"regular":{"default":"R-I-2120168-7"}},"search-list-right":{"regular":{"default":"R-I-8843654-1"}},"before-player-old":{"regular":{"default":"R-I-2120168-1"}},"before-player":{"regular":{"default":"R-I-2120168-1"}},"search-grid-inplace":{"adult":{"default":"R-I-474674-126","mail":"R-A-13426421-16"},"regular":{"default":"R-I-48058-742","mail":"R-A-13411721-16"}}},"shouldValidateSandbox":false,"sandboxInitTimeout":15000,"isSSROnlyMastheadEnabled":true,"query":"CodeRapt","queryUriEscaped":"CodeRapt","filterMode":1,"isUserChild":false,"advInstreamConfig":{"regular":{"default":{"category":"2","impId":"7","partnerId":"2216089","vmapScenarioId":"119"}},"adult":{"default":{"category":"3","impId":"4","partnerId":"1988486","vmapScenarioId":"119"}}}},"playbackQueue":{"currentIndex":0,"items":[]},"related":{"items":[],"pages":[],"loadingStatus":"None","nextPageNum":0,"ncrnd":0},"playlist":{"items":{}},"delayedViews":{"ids":[],"loadingStatus":"None"}}}