diff --git a/config.py b/config.py
deleted file mode 100644
index 33c6b9f..0000000
--- a/config.py
+++ /dev/null
@@ -1,76 +0,0 @@
-# coding=utf-8
-
-LOG_LEVEL = 'DEBUG'
-DC_ID = 'dev-01'
-ROOT_PATH = r'C:\Users\Administrator\Desktop\spider_ai_seo'
-
-SCREENSHOT_BASE_PATH = 'screenshot'
-BROWSER_HANDLESS = False
-BROWSER_ENABLE_SANDBOX = False
-BROWSER_IGNORE_DEFAULT_ARGS = ["enable-automation"]
-BROWSER_ARGS = ["--start-maximized", "--window-size=1920*1080"]
-
-PAGE_INIT_VIEWPORT_SIZE = {
-    'width': 1920,
-    'height': 1080
-}
-
-AI_SEO_BASE_URL = 'https://geo-api.neicela.com'
-AI_SEO_API_AUTH = {
-    'app_id': 'aa65700299848d6f21b969dbc9f6cf7c',
-    'secret': '5588071d36f0bc61af849c311a03f2c4'
-}
-OPENAI_API_KEY = 'sk-d0107243adbb43f482cdb14d694b434f'
-
-AI_SEO_JOB_RANGE = {
-    'start_time': '00:10',
-    'end_time': '23:59'
-}
-
-# aiseo任务是否启用
-AI_SEO_JOB_ENABLE = True
-# aiseo任务运行间隔
-AI_SEO_JOB_INTERVAL = 20
-# aiseo任务获取平台
-AI_SEO_JOB_PLATFORM_IDS = [ '2', '3', '4', '5', '7', '13']
-# aiseo任务最大并发量
-AI_SEO_JOB_MAX_INSTANCES = 1
-
-
-DEEPSEEK_SEO_JOB_RANGE = {
-    'start_time': '00:10',
-    'end_time': '23:59'
-}
-# deepseek任务是否启用
-DEEPSEEK_JOB_ENABLE = False
-# deepseek任务获取间隔
-DEEPSEEK_JOB_INTERVAL = 30
-# deepseek任务获取平台
-DEEPSEEK_JOB_PLATFORM_IDS = ['1']
-# deepseek任务最大并发量
-DEEPSEEK_JOB_MAX_INSTANCES = 1
-# 测试提示词
-TEST_KEYWORDS = [
-    '正典燕窝',
-    '燕窝供货商',
-    '燕窝供应链平台',
-    '燕窝加盟',
-    '燕窝加盟选哪个品牌好',
-]
-
-# 测试平台
-TEST_PLATFORM = [6]
-# TEST_PLATFORM = []
-# 测试间隔
-TEST_INTERVAL = 10
-
-RESAVE_CONFIG = {
-    'platform_ids': '1',
-    'dates': ['2025-04-16']
-}
-
-# 任务队列redis配置
-ARQ_REDIS_HOST = 'localhost'
-ARQ_REDIS_PORT = 6379
-ARQ_REDIS_DB = 5
-ARQ_REDIS_PASSWORD = None
\ No newline at end of file
diff --git a/data/session/deepseek.json b/data/session/deepseek.json
deleted file mode 100644
index 0f89328..0000000
--- a/data/session/deepseek.json
+++ /dev/null
@@ -1 +0,0 @@
-{"cookies": [{"name": "HWWAFSESID", "value": "bb7b7ca631fc23d0be6", "domain": "chat.deepseek.com", "path": "/", "expires": -1, "httpOnly": false, "secure": false, "sameSite": "Lax"}, {"name": "HWWAFSESTIME", "value": "1743587790973", "domain": "chat.deepseek.com", "path": "/", "expires": -1, "httpOnly": false, "secure": false, "sameSite": "Lax"}, {"name": "ds_session_id", "value": "60439cafcb054cf5a0c995bb90640555", "domain": "chat.deepseek.com", "path": "/", "expires": -1, "httpOnly": true, "secure": true, "sameSite": "Strict"}, {"name": "smidV2", "value": "202504021756341844549a85db7e9fff7c50bee14c9904000bbd7cf971bb650", "domain": "chat.deepseek.com", "path": "/", "expires": 1778147794.914126, "httpOnly": false, "secure": false, "sameSite": "Lax"}, {"name": ".thumbcache_6b2e5483f9d858d7c661c5e276b6a6ae", "value": "ONR7fVL0CY0Ihp16VVCqDbyWZ2beQmu+Mc/ggjvfrsbyv5BaS+MLhC1jx6iOSlwRkWysbQoJTmWKVpU9XD2nDQ%3D%3D", "domain": "chat.deepseek.com", "path": "/", "expires": 1778147795.095882, "httpOnly": false, "secure": false, "sameSite": "Lax"}, {"name": "intercom-session-guh50jw4", "value": "TWNWSHd1YSsvVGxjc3RMcVlQQkhqTWlwQ2g3SlBWbEV3TlpBcGhzc0YvRXRRVUJsalUvNjV4a2hhSXJ1aEdXSmhjRFhsOWNERzRRTm5ZMElPVkJCdWdoYmMrTEhoQ0dGRW5HMlVyUU8wMkk9LS1YcStsTXNYbHhwZDZhZEhucWQ2cG53PT0=--2d982c18b1ebc1fc1e0ccd1a7275d21d93e2778a", "domain": ".deepseek.com", "path": "/", "expires": 1744192624, "httpOnly": false, "secure": true, "sameSite": "Lax"}, {"name": "intercom-device-id-guh50jw4", "value": "159c2ef9-ce07-40a2-83a8-5466ebaa360d", "domain": ".deepseek.com", "path": "/", "expires": 1766917823, "httpOnly": false, "secure": true, "sameSite": "Lax"}], "origins": [{"origin": "https://chat.deepseek.com", "localStorage": [{"name": "thinkingEnabled", "value": "{\"value\":false,\"__version\":\"2\"}"}, {"name": "__appKit_@deepseek/chat_fg_enableNewSSE", "value": "{\"value\":false,\"__version\":\"0\"}"}, {"name": ".thumbcache_6b2e5483f9d858d7c661c5e276b6a6ae", "value": "ONR7fVL0CY0Ihp16VVCqDbyWZ2beQmu+Mc/ggjvfrsbyv5BaS+MLhC1jx6iOSlwRkWysbQoJTmWKVpU9XD2nDQ=="}, {"name": "__appKit_@deepseek/chat_fg_enableCustomCharacterFnModule", "value": "{\"value\":false,\"__version\":\"0\"}"}, {"name": "__tea_cache_tokens_20006317", "value": "{\"web_id\":\"7488652557229846535\",\"user_unique_id\":\"4bb9b1b1-1af1-4a5a-8318-7a8f05979e04\",\"timestamp\":1743587821848,\"_type_\":\"default\"}"}, {"name": "__appKit_@deepseek/chat_themePreference", "value": "{\"value\":\"system\",\"__version\":\"0\"}"}, {"name": "__tea_cache_first_20006317", "value": "1"}, {"name": "__appKit_@deepseek/chat_banner", "value": "{\"value\":{\"closedBannerId\":null,\"cachedBannerOptions\":{\"id\":\"v3-upgrade-1\",\"items\":[{\"show\":false,\"showCondition\":[],\"showDeployEnv\":[],\"showByAppId\":[\"@deepseek/chat\"],\"content\":{\"zh_CN\":\"\",\"en_US\":\"\"},\"type\":\"warning\",\"closable\":true}]}},\"__version\":\"0\"}"}, {"name": "__appKit_@deepseek/chat_debugPanelEnabled", "value": "{\"value\":false,\"__version\":\"0\"}"}, {"name": "__debugVersionUpdateDisabled", "value": "{\"value\":false,\"__version\":\"20241018.1\"}"}, {"name": "__appKit_@deepseek/chat_fg_enableHcaptcha", "value": "{\"value\":false,\"__version\":\"0\"}"}, {"name": "searchEnabled", "value": "{\"value\":false,\"__version\":\"0\"}"}, {"name": "__appKit_@deepseek/chat_debug", "value": "{\"value\":false,\"__version\":\"0\"}"}, {"name": "smidV2", "value": "202504021756341844549a85db7e9fff7c50bee14c9904000bbd7cf971bb650"}, {"name": "APMPLUS675113", "value": "JTdCJTIydXNlcklkJTIyOiUyMmVkMjc3ZjM1LTUxMTgtNDdkZS04ZTNiLTYzNmMyMjY2NGVhMyUyMiwlMjJkZXZpY2VJZCUyMjolMjJiMGJmMDExNy0zMzAxLTQ4MmQtOTM1NS0yNTkzMDI1M2JjM2YlMjIsJTIyciUyMjowLjU4NTkyNTEyODk2MjgwMTgsJTIyZXhwaXJlcyUyMjoxNzUxMzYzNzk0OTQ0JTdE"}, {"name": "intercom.intercom-state-guh50jw4", "value": "{\"app\":{\"openConfig\":{\"layout\":\"default\",\"unifiedStyling\":true,\"openTo\":\"home\",\"spaces\":[{\"type\":\"home\",\"label\":\"\u4e3b\u9875\",\"navigationLabel\":\"\u4e3b\u9875\",\"badge\":null},{\"type\":\"messages\",\"label\":\"\u6d88\u606f\",\"navigationLabel\":\"\u6d88\u606f\",\"badge\":null}],\"userHasReceivedChecklists\":false,\"userHasLiveNewsfeed\":false,\"userHasTickets\":false},\"selfServeSuggestionsMatch\":false,\"name\":\"DeepSeek\",\"features\":{\"anonymousInboundMessages\":true,\"googleAnalytics\":false,\"hubspotInstalled\":false,\"inboundMessages\":true,\"marketoEnrichmentInstalled\":false,\"googleAnalytics4Integration\":true},\"helpCenterSiteUrl\":\"https://intercom.help/-618e25ebf314\",\"inboundConversationsDisabled\":false,\"isDeveloperWorkspace\":false,\"customGoogleAnalyticsTrackerId\":null},\"launcher\":{\"isLauncherEnabled\":true},\"launcherDiscoveryMode\":{\"hasDiscoveredLauncher\":false},\"launcherSettings\":{\"alignment\":\"right\",\"color\":\"#0f0f0f\",\"hasRequiredFeatures\":true,\"horizontalPadding\":20,\"instantBootEnabled\":true,\"launcherLogoUrl\":null,\"secondaryColor\":\"#f7f8fc\",\"showLauncher\":true,\"updatedAt\":1743563425,\"verticalPadding\":20,\"isLoading\":false},\"user\":{\"role\":\"user\",\"locale\":\"zh-CN\",\"hasConversations\":false},\"message\":{},\"conversations\":{\"byId\":{}},\"openOnBoot\":{\"type\":null,\"metadata\":{},\"lastOpenAtTimestamp\":1743587824326},\"operator\":{\"lastComposerEvent\":0},\"router\":{\"isInitialized\":false,\"navigationQueue\":[]}}"}, {"name": "closeUnsafeEnvWarn", "value": "{\"value\":false,\"__version\":\"0\"}"}, {"name": "__appKit_@deepseek/chat_lastSessionValue", "value": "{\"value\":{\"userIsMuted\":false,\"userMuteUntil\":0,\"loginMethod\":\"code\",\"siderCollapsed\":false,\"value\":{\"userIsMuted\":false,\"userMuteUntil\":0,\"loginMethod\":\"code\",\"siderCollapsed\":false}},\"__version\":\"0\"}"}, {"name": "__appKit_@deepseek/chat_localePreference", "value": "{\"value\":\"system\",\"__version\":\"0\"}"}, {"name": "userToken", "value": "{\"value\":\"x2Ze9E+dByf1Wl+PLcaqqRiLi0vLXrbyhoCGbnn1X9mhEldjDLIFhzmB6tHtYyuq\",\"__version\":\"0\"}"}]}]}
\ No newline at end of file
diff --git a/data/session/doubao.json b/data/session/doubao.json
deleted file mode 100644
index 1ffa1a7..0000000
--- a/data/session/doubao.json
+++ /dev/null
@@ -1 +0,0 @@
-{"cookies": [{"name": "gd_random_1831904", "value": "eyJtYXRjaCI6ZmFsc2UsInBlcmNlbnQiOjAuODMwNjM2NDU3NTY5NjA0NH0=.ldn0dCaj3jLevuLSTk3mpHUH7yKoupvPSWUWGPB/bIg=", "domain": "www.doubao.com", "path": "/", "expires": 1744628537.031403, "httpOnly": true, "secure": false, "sameSite": "Lax"}, {"name": "ttcid", "value": "260c653e69ab4dcd900e7b80f484d72225", "domain": "www.doubao.com", "path": "/", "expires": 1744628515, "httpOnly": false, "secure": false, "sameSite": "Lax"}, {"name": "ttcid", "value": "260c653e69ab4dcd900e7b80f484d72225", "domain": "mssdk.bytedance.com", "path": "/", "expires": 1745060541.389392, "httpOnly": true, "secure": true, "sameSite": "None"}, {"name": "s_v_web_id", "value": "verify_m96yozv9_tjbgIHgD_WqFK_4FdA_Almo_puKt5ij2xXHS", "domain": "www.doubao.com", "path": "/", "expires": 1749207721, "httpOnly": false, "secure": false, "sameSite": "Lax"}, {"name": "passport_csrf_token", "value": "43cd1f379f50dd347bee517ac03ee645", "domain": ".doubao.com", "path": "/", "expires": 1749207721.521754, "httpOnly": false, "secure": true, "sameSite": "None"}, {"name": "passport_csrf_token_default", "value": "43cd1f379f50dd347bee517ac03ee645", "domain": ".doubao.com", "path": "/", "expires": 1749207721.521807, "httpOnly": false, "secure": false, "sameSite": "Lax"}, {"name": "d_ticket", "value": "d38bad5cf5ff4678f98557fd6e0fe563cffe3", "domain": ".doubao.com", "path": "/", "expires": 1775991751.931185, "httpOnly": true, "secure": false, "sameSite": "Lax"}, {"name": "n_mh", "value": "S0XY0PiWK3OReL4-uvsTcO8U8khkRa_rO60m8GbTK2Y", "domain": ".doubao.com", "path": "/", "expires": 1754823751.93124, "httpOnly": true, "secure": false, "sameSite": "Lax"}, {"name": "is_staff_user", "value": "false", "domain": ".doubao.com", "path": "/", "expires": 1749639751.931464, "httpOnly": true, "secure": false, "sameSite": "Lax"}, {"name": "gd_random", "value": "eyJtYXRjaCI6ZmFsc2UsInBlcmNlbnQiOjAuODMwNjM2NDU3NTY5NjA0NH0=.ldn0dCaj3jLevuLSTk3mpHUH7yKoupvPSWUWGPB/bIg=", "domain": 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index d14e8e5..0000000
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index def56db..0000000
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\\\",\\r\\n  \\\"coverUrl\\\": null,\\r\\n  \\\"publisher\\\": null,\\r\\n  \\\"date\\\": null,\\r\\n  \\\"reads\\\": null,\\r\\n  \\\"pageCount\\\": 1242\\r\\n}\"},{\"default\":false,\"icon\":null,\"label\":\"FM 21-150 Table of Contents\",\"value\":\"{\\r\\n    \\\"docId\\\": \\\"082feb9b-3696-48ff-8c0a-06a5ae4d576f\\\",\\r\\n    \\\"title\\\": \\\"FM 21-150 Table of Contents\\\",\\r\\n    \\\"authors\\\": \\\"HEADQUARTERS DEPARTMENT OF THE ARMY\\\",\\r\\n    \\\"summary\\\": \\\"Section IV\\\\nFIELD-EXPEDIENT WEAPONS\\\\nTo survive, the soldier in combat must be able to deal with any situation that develops.\\\\nHis ability to adapt any nearby object for use as a weapon in a win-or-die situation is limited only by his ingenuity and resourcefulness.\\\\nPossible weapons, although not discussed herein, include ink pens or pencils; canteens tied to string to be swung; snap links at the end of sections of rope; kevlar helmets; sand, rocks, or liquids thrown into the enemy's eyes; or radio antennas.\\\\nThe following techniques demonstrate a few expedient weapons that are readily available to most soldiers for defense and counterattack against the bayonet and rifle with fixed bayonet.\\\",\\r\\n    \\\"coverBase64\\\": 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   \\\"coverUrl\\\": null,\\r\\n    \\\"publisher\\\": \\\"Judo Info\\\",\\r\\n    \\\"date\\\": \\\"1992-09-30\\\",\\r\\n    \\\"reads\\\": null,\\r\\n    \\\"pageCount\\\": 223\\r\\n}\"},{\"default\":false,\"icon\":null,\"label\":\"WEAPONS\",\"value\":\"{\\r\\n    \\\"docId\\\": \\\"5ca20701-c8ad-4495-91d2-300d9b11c4ea\\\",\\r\\n    \\\"title\\\": \\\"WEAPONS\\\",\\r\\n    \\\"authors\\\": \\\"\\\",\\r\\n    \\\"summary\\\": \\\"instead of a squad support weapon.\\\\nCost: 3,000 Credits.\\\\nRarity: 6.\\\\nHard Points: 1 remaining.\\\\nMarksman Barrel: Increase weapon range by one band.\\\\nTelescopic Optical Sight: -1 at Long or Extreme range.\\\",\\r\\n    \\\"coverBase64\\\": 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index 8939397..0000000
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n=0;a||(a=r.getWinPositions());var i=o.getGoldlogVal(\"_aplus_auto_exp\")||{},c=i._acHashMap||{};for(var l in c)for(var p=c[l]||[],f=0;f<p.length;f++){var g=p[f]||{};if(1===g.status&&g.exposureTime===t&&g.expConfig){g.eventType=e,g.expConfig.positionSelector&&(a=r.getWinPositions(g.expConfig.positionSelector));var d=r.wrapViewabilityRate(a,g,u),_=r.checkIsRecord(g.element,g.hash_value,\"_aplus_auto_exp\");d&&!_?(g.viewabilityRate=d,g.status=2,s.updateExpHashMap(l,g,\"UPDATE\"),++n):(g.status=0,g.exposureTime=\"\",s.updateExpHashMap(l,g,\"UPDATE\"))}}return n}},function(t,e,n){\"use strict\";var a=n(56),o=n(73),r=n(58),i=n(64),s=function(t){var e=\"APLUS_AE_EXPOSURE_CHANGE\",n=t&&t.type?t.type:\"init\",a=(new 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e=c.getGoldlogVal(\"_aplus_auto_exp\")||{},n=e._acHashMap||{},a=[];p(n,function(e,n){for(var o=v(n)||[],r=0,i=o.length;r<i;r++){var s=o[r]||{},u=n[r]||{};if(3===s.status)try{_.setRecordSuccess(u,m.DATA_APLUS_AE_KEY),aplus.aplus_pubsub.publish(\"APLUS_ELEMENT_EXPOSURE\",{logkey:e,v_origin:u,options:t}),a.push(u)}catch(t){l().w(t&&t.message)}}for(;a.length>0;)_.updateExpHashMap(e,a.pop(),\"CLEAR\")})},y=[],E=function(){r=setInterval(function(){y.length>0?aplus_queue.push(y.pop()):(clearInterval(r),r=null)},200)},S=function(t,e,n){var a=t.logkeyContainer||[],o=t.request_cfg||{};s.wrap(function(){p(a,function(t,a){var r=_.isCombineRecordLogkey(t);if(g(a)&&a.length>0){for(var i=0;i<a.length;){var s=o.method||\"POST\",u=\"EXP\";if(r){var c=a.slice(i,i+o.pkgSize);y.push({action:\"aplus.combineRecord\",arguments:[t,u,c,s]}),i+=o.pkgSize}else{var l={_is_auto_exp:1,_eventType:e.eventType,_method:o.method,is_auto:1},p=a[i];d(p,function(t,e){l[t]=e}),aplus_queue.push({action:\"aplus.record\",arguments:[t,u,l,s]}),i+=1}}n(e)}})})},A=function(t){if(t.size>0){r||E();var e=h()||{};S(e,t,b)}};e.watch_data_change=function(){aplus.aplus_pubsub.subscribe(\"APLUS_AE_EXPOSURE_CHANGE\",A),o()},e.clear=function(){aplus.aplus_pubsub.unsubscribe(\"APLUS_AE_EXPOSURE_CHANGE\",A)}},function(t,e,n){\"use strict\";var a=n(77),o=n(3),r=n(25).nameStorage,i=n(48);t.exports=function(){return{recordValInWindowName:function(){var t,e,n=o.HTTPS==location.protocol,a=aplus.globalConfig.NAMESTORAGE_KEYS||{},s=parent!==self;if(!s&&n){var u=location.href,c=n&&(u.indexOf(\"login.taobao.com\")>=0||u.indexOf(\"login.tmall.com\")>=0),l=i.getRefer(a);c&&l?(t=l,e=r.getItem(a.REFERRER_PV_ID)):(t=u,e=aplus.pvid),r.setItem(a.REFERRER,t),r.setItem(a.REFERRER_PV_ID,e)}},run:function(){var t=this;a.on(window,\"beforeunload\",function(){t.recordValInWindowName()})}}}},function(t,e,n){\"use strict\";function a(t,e,n){var a=aplus._$||{},o=a.meta_info||{},r=o.aplus_ctap||{},i=o[\"aplus-touch\"];if(r&&\"function\"==typeof r.on)r.on(t,e);else{var s=\"ontouchend\"in document.createElement(\"div\");!s||\"tap\"!==i&&\"tapSpm\"!==n&&\"tap\"!==n?u(t,s?\"touchstart\":\"mousedown\",e):l.on(t,e)}}function o(t){try{document.documentElement.doScroll(\"left\")}catch(e){return void setTimeout(function(){o(t)},1)}t()}function r(t){var e=0,n=function(){0===e&&t(),e++};\"complete\"===document.readyState&&n();var a;if(document.addEventListener)a=function(){document.removeEventListener(\"DOMContentLoaded\",a,!1),n()},document.addEventListener(\"DOMContentLoaded\",a,!1),window.addEventListener(\"load\",n,!1);else 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e=window.aplus||{},n=e._$=e._$||{},a=e.spm_ab?e.spm_ab.join(\".\"):\"0.0\",o=n.send_pv_count||0;if(o<1&&navigator&&navigator.sendBeacon){var r=location.hostname+location.pathname;this.do_tracker_lostpv({page:r,page_url:location.protocol+\"//\"+r,duration:t,spm_ab:a,msg:\"dom_state=\"+document.readyState\n})}},run:function(){var t=this,e=new Date;a.on(window,\"beforeunload\",function(){var n=new Date,a=n.getTime()-e.getTime();t.recordLostPv(a)})}}}},function(t,e,n){var a=n(27),o=n(28),r=n(34),i={ratio:1,logkey:\"fsp.1.1\",gmkey:\"\",chksum:\"H46747615\"},s=function(t){t&&\"object\"==typeof t||(t=i),this.opts=t,this.opts.ratio=t.ratio||i.ratio,this.opts.logkey=t.logkey||i.logkey,this.opts.gmkey=t.gmkey||i.gmkey,this.opts.chksum=t.chksum||i.chksum},u=s.prototype;u.getRandom=function(){return Math.floor(100*Math.random())+1},u.run=function(t,e){var n,i,s={pid:\"aplus\",code:101,msg:\"\u5f02\u5e38\u5185\u5bb9\"},u=\"\";try{var c=window.aplus||{},l=c._$||{},p=l.meta_info||{},f=parseFloat(p[\"aplus-tracker-rate\"]);if(n=this.opts||{},\"number\"==typeof f&&f+\"\"!=\"NaN\"||(f=n.ratio),i=this.getRandom(),e||i<=100*f){u=\"//gm.mmstat.com/\"+n.logkey,t.rel=c.globalConfig.script_name+\"@\"+c.globalConfig.lver,t.type=t.code,t.uid=encodeURIComponent(c.getCookieCna(\"cna\")),t=o.assign(s,t);var g=a.obj2param(t);c.tracker=c.send(u,{cache:o.makeCacheNum(),gokey:g,logtype:\"2\"},\"POST\")}}catch(t){r.logger({msg:\"tracker.run() exec error: \"+t})}},t.exports=s},function(t,e,n){\"use strict\";var a=n(2);t.exports=function(){return{run:function(){var t=a.getGlobalValue(\"aplus\"),e=a.getGlobalValue(\"aplus_queue\");if(!t._aplus_cplugin_m){var o=this.options.config;t._aplus_cplugin_m=n(82).run(o),[\"www.taobao.com\",\"detail.tmall.com\",\"item.taobao.com\"].indexOf(location.hostname)>-1&&(e.push({action:\"aplus.record\",arguments:[\"/aplus.monitor.log_arrival_rate\",\"OTHER\",{requestType:\"imgGet\"},\"GET\"]}),e.push({action:\"aplus.record\",arguments:[\"/aplus.monitor.log_arrival_rate\",\"OTHER\",{requestType:\"sendBeaconPost\"},\"POST\"]}))}}}}},function(t,e,n){\"use strict\";var a=n(34),o=n(80),r=navigator&&navigator.sendBeacon?\"post\":\"get\";e.run=function(t){return{status:\"complete\",do_tracker_jserror:function(e){try{var n=new o({logkey:e?e.logkey:\"\",ratio:e&&\"number\"==typeof e.ratio&&e.ratio>0?e.ratio:t.jsErrorRecordRatio}),i=[\"Message: \"+e.message,\"Error object: \"+e.error].join(\" - 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n=this;r.pushIntoGoldlogQueue(i.SUBSCRIBE,[t,function(t){t.status===i.COMPLETE&&n._canSendToGroup()&&e(t)}])},getLogicSymbol:function(){return\"ALI\"===this.format?\"&\":\"||\"},watchLOG:function(){var t=this,e=function(t,e){var n=u.getMetaInfo(i.APLUS_BRIDGE_NAME);if(!n){var a,r=o.getHttpBasicParams(t.what_to_send.logdata),s=t.where_to_send.method,c=u.getMetaInfo(\"aplus-first-tracking\"),l=s;\"POST\"===s&&navigator&&navigator.sendBeacon?(l=\"POST\",a=\"pv\"===e?r.objStr:JSON.stringify(r.obj)):(l=\"GET\",a=r.objStr),c&&\"pv\"===e&&u.send(t.where_to_send.url,r.objStr.replace(/a21dvn\\.b28762401\\.0\\.0/,\"a1z1d1.26790227.0.0\"),\"GET\"),u.send(t.where_to_send.url,a,l)}};t.subscribeLogs(\"mw_change_pv\",function(t){e(t,\"pv\")}),t.subscribeLogs(\"mw_change_hjlj\",function(t){e(t,\"aplus\")})},_canSendToGroup:function(){var t=u.getMetaInfo(i.APLUS_LOG_PIPE);return\"\"===t||/ALIGROUP/.test(t)},run:function(){this.watchLOG()}})},function(t,e,n){\"use strict\";function a(t,e){var n=t.client||{},a=n.screenWidth||\"\",o=n.screenHeight||\"\",r=a+e+o;return a&&o?r:\"-\"}function o(t,e){return _(e,function(e){delete t[e]}),t}function r(){if(\"boolean\"!=typeof h){var t=navigator.userAgent;h=/Trident/.test(t)}return h}function i(t,e){var n=g.cloneDeep(t.gokey);return n.cache=t.cache,n=g.assign(n,t.sdk_info),n=g.assign(n,t.client),n=g.assign(n,t.etag),delete n.egUrl,n=o(n,[\"userAgent\",\"pvid\",\"cna\",\"screenWidth\",\"screenHeight\"]),n._g_encode||(n._g_encode=\"utf-8\"),f.encodeGokeyValue(g.cloneDeep(n))}function s(t,e){return v(t,[[p.SPM_CNT,e[p.SPM_CNT]],[p.SPM_URL,e[p.SPM_URL]],[p.SPM_PRE,e[p.SPM_PRE]]]),t}function u(t,e){var n=t;if(t.indexOf(\"uidaplus=\")>-1){var a=t.split(\"uidaplus=\");if(\"&\"===a[1][0])n=t.replace(/uidaplus=/,\"uidaplus=\"+e);else{var o=a[1].split(\"&\");o[0]=e,n=a[0]+\"uidaplus=\"+o.join(\"&\")}}else n=\"uidaplus=\"+e+\"&\"+t;return n}function c(t){var e=d.getGoldlogVal(\"_$\")||{},n=e.meta_info||{},o=t.logtype,c=n[\"aplus-ifr-pv\"]+\"\"==\"1\",l=parent!==self;o=l&&!c?\"0\":\"1\";var g=[[\"logtype\",o],[\"title\",t.title],[\"pre\",t.pre],[\"scr\",a(t,\"x\")]];r()||g.push([\"_p_url\",t.url]),v(g,[[f.s_plain_obj,\"cna=\"+t.cna],[\"nick\",t._user_nick],[\"wm_pageid\",n.ms_data_page_id],[\"wm_prototypeid\",n.ms_prototype_id],[\"wm_sid\",n.ms_data_shop_id]]),g=s(g,t.gokey||{});var _=t.exparams||\"\",h=m.getUserId();h&&(_=u(_,h)),_.indexOf(\"&aplus&\")===-1?g.push([f.s_plain_obj,\"uidaplus=\"+h+\"&\"+p.APLUS]):g.push([f.s_plain_obj,_]);var b=i(t,\"PV\");for(var y in b)v(g,[[y,b[y]]]);var E=f.arr2param(g);return{objStr:E,obj:f.param2obj(E)}}function l(t){var e=[[\"gmkey\",t.gmkey]],n=i(t,\"LOG\");v(e,[[\"gokey\",f.obj2param(n)],[f.s_plain_obj,\"cna=\"+t.cna]]),e=s(e,t.gokey||{});var a=m.getUserId();v(e,[[\"_gr_uid_\",a],[\"uidaplus\",a],[\"logtype\",t.logtype],[\"nick\",t._user_nick],[\"scr\",t.client.scr]]),n._isCombine&&e.push([\"_isCombine\",1]),r()||e.push([\"_p_url\",t.url]);var o=f.arr2param(e);return{objStr:o,obj:f.param2obj(o)}}var p=n(3),f=n(27),g=n(28),d=n(2),_=n(18),m=n(42);e.getKeyIndex=function(t){var e={protocol:1,event_args:25};return e[t]};var h,v=function(t,e){var n,a,o,r,i=e.length;for(n=0;n<i;n++)a=e[n],o=a[0],r=a[1],r&&t.push([o,r])};e.getHttpBasicParams=function(t){return\"1\"===t.logtype?c(t):l(t)},e.getWSBasicParams=function(t){var e=t.exparams,n=t.sdk_info||{},r=t.client.language||\"\",i=f.param2obj(e),u=g.assign(i,t.gokey);u=g.assign(u,n),u=g.assign(u,t.client),u=g.assign(u,t.etag),u=o(u,[\"userAgent\",\"aplus\",\"cna\"]),u.jsver=n.jsver,u.lver=n.lver;var c=m.getUserId(),l=[[\"cna\",t.cna]];return v(l,[[\"gmkey\",t.gmkey],[\"gokey\",f.obj2param(u)],[\"lang\",r],[\"logkey\",t.logkey],[\"logtype\",t.logtype],[\"nick\",t._user_nick],[\"pre\",t.pre],[\"scr\",a(t,\"x\")],[\"title\",t.title],[\"ua\",t.client.userAgent]]),l=s(l,t.gokey||{}),l.push([\"uidaplus\",c]),v(l,[[\"_p_url\",t.url]]),f.arr2obj(l)}},function(t,e,n){\"use strict\";var a=n(18);t.exports=function(){return{getLogConfig:function(){var t={},e=this.options.config.plugins;for(var n in e)t[n]={plugins:e[n],context:{}},a(e[n],function(e){t[n].context[e.name]=e.config||{}});return t},run:function(){this.options.context.logConfig=this.getLogConfig(),this.options.context.logConfig.pageLoadTime=this.options.context.PAGE_LOAD_TIME}}}},function(t,e,n){\"use strict\";var a=n(39),o=n(29),r=n(88),i=n(89),s=n(2),u=n(28),c=n(90),l=n(91),p=n(3);t.exports=function(){return{init:function(t){var 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d=i.getUrl(this.options.context.etag||{});n.requesting=!0;var _=function(){setTimeout(function(){e()},20),clearTimeout(f)},m=this.options.context.etag.unittest,h=m||l.requestCna;h(d,function(t){var e,a;if(t&&\"error\"===t.type?(c.toDynamicsNetwork(!0),n.setStag(-3)):(e=s.getGoldlogVal(\"Etag\"),e&&n.setEtag(e),a=s.getGoldlogVal(\"stag\"),\"undefined\"!=typeof a&&n.setStag(a)),n.requesting){var r=s.getGoldlogVal(\"globalConfig\")||{};if(2===a||4===a){var i=o.getLsCna(r.ETAG_STORAGE_KEY);i?(n.setLsTag(1),n.setEtag(i)):(n.setLsTag(0),o.setLsCna(r.ETAG_STORAGE_KEY,n.today,e))}_()}});var v=a.getMetaInfo(\"aplus-etag-timeout\"),b=200,y=b;try{y=parseInt(v),(u.isNaN(y)||y<200)&&(y=b)}catch(t){}return f=setTimeout(function(){n.requesting=!1,n.setStag(-2),e()},y),y}}}}}},function(t,e){\"use strict\";function n(t,e,n){var a=\"\"+Math.abs(t),o=e-a.length,r=t>=0;return(r?n?\"+\":\"\":\"-\")+Math.pow(10,Math.max(0,o)).toString().substr(1)+a}e.getFormatDate=function(t){var e=new Date;try{return[e.getFullYear(),n(e.getMonth()+1,2,0),n(e.getDate(),2,0)].join(t||\"\")}catch(t){return\"\"}}},function(t,e,n){\"use strict\";var a=n(29);e.getUrl=function(t){var e=a.getUrl(t&&t.egUrl);return e}},function(t,e,n){\"use strict\";function a(t,e){if(\"dynamics\"===e){var n=[\"gm.mmstat.com\",\"wgo.mmstat.com\"];return n.indexOf(t)>-1?\"d-\"+t:t}}function o(t){function e(){var t=r.getGlobalValue(\"aplus\"),e=t.getMetaInfo(\"aplus-rhost-g\"),n=a(e,o);n!==e&&t.setMetaInfo(\"aplus-rhost-g\",n)}t=t||{};var n=t.maxCount||1,o=t.networkType||\"static\",s=t.directSwitch||!1,u=0;return function(t){t=t||s,t?e():(++u,u>=n&&(i.logger({lever:\"warn\",msg:\"\u65e5\u5fd7\u4e0a\u62a5\u5931\u8d25\uff0c\u6ce8\u610f\uff0c\u8981\u5207\u6210\u52a8\u6001\u7f51\u7edc\u5566!\"}),e(),u=0))}}var r=n(2),i=n(34);e.toDynamicsNetwork=o({maxCount:1,networkType:\"dynamics\",directSwitch:!1})},function(t,e,n){\"use strict\";function a(){var 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r=a.join(\"&\"),i=JSON.stringify(t.data||{});\"POST\"===t.method?(n.open(t.method,t.url,!0),n.setRequestHeader(\"Content-Type\",e||\"application/json\")):\"GET\"===t.method&&n.open(t.method,t.url+\"?\"+r,!0),n.withCredentials=!0,n.timeout=3e3,n.onreadystatechange=function(){if(4==n.readyState&&200==n.status){var e={};try{e=JSON.parse(n.responseText)}catch(t){}t.success(e)}else 4==n.readyState&&t.error(n.staus)},\"POST\"===t.method?n.send(i):n.send()};e.request=u,e.request4um=c},function(t,e){\"use strict\";t.exports=function(){return{getMiniAppTrackInfo:function(t){var e=window;e.__megabilityBridge(\"TinyApp\",\"getMiniAppTrackInfo\",{},function(e){var n=(e.data||{}).result,a={_aplus_luid:n.luid,_aplus_lunick:n.lunick,_aplus_lusite:n.lusite,_aplus_uid:n.uid,_aplus_unick:n.unick,_aplus_usite:n.usite,mini_app_id:n.miniapp_id};t(a)},function(){t({})})},run:function(t,e){var n=this,a=window,o=a&&\"undefined\"!=typeof 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this.options.context.when_to_sendpv.isWait=!0,setTimeout(function(){e()},6e3),6e3;default:var u=1*o;if(u+\"\"!=\"NaN\")return this.options.context.when_to_sendpv.isWait=!0,setTimeout(function(){e()},u),u}}}}}},function(t,e,n){\"use strict\";var a=n(96),o=n(2),r=n(62),i=n(20),s=\"POST\",u=\"GET\";t.exports=function(){return{getMetaInfo:function(){var t=o.getGoldlogVal(\"_$\")||{},e=t.meta_info;return e},getAplusMetaByKey:function(t){var e=this.getMetaInfo()||{};return e[t]},getRhost:function(t){var e=\"\",n=\"\";if(\"PV\"===t)n=\"aplus-rhost-v\",e=this.getAplusMetaByKey(n);else if(n=\"aplus-rhost-g\",e=this.getAplusMetaByKey(n),[\"wgo.mmstat.com\",\"gm.mmstat.com\"].indexOf(e)>-1)a.isMobile()&&/gm/.test(e)&&(e=\"wgo.mmstat.com\"),!a.isMobile()&&/wgo/.test(e)&&(e=\"gm.mmstat.com\");else if(a.isMobile()){var o=e.match(/\\/[a-z]+$/);r(o)?e+=\"/wap\":e=e.replace(o[0],\"/wap\"+o[0])}return e},getHjljHostUrl:function(t){var e=/^\\/\\//.test(t)?\"\":\"//\",n=/\\/$/.test(t)?\"\":\"/\",a=e+t+n,o=this.options.context.userdata||{},r=o.logkey;return r?a+=/^(\\/)/.test(r)?r.substr(1):r:i().w(\"eventCode \"+r+' is invalid, suggestion: \"/aplus.1.1\"'),a},getPvHostUrl:function(t){var e=/^\\/\\//.test(t)?\"\":\"//\",n=/\\/$/.test(t)?\"\":\"/\",r=o.getGoldlogVal(\"_$\")||{},i=r.meta_info||{},s=i[\"aplus-ifr-pv\"]+\"\"==\"1\",u=parent!==self;if(/\\.gif$/.test(t))return e+t;var c=\"v.gif\";return a.isMobile()&&(c=\"m.gif\"),u&&!s&&(c=\"y.gif\"),e+t+n+c},getChannel:function(t){var e,n=this.getAplusMetaByKey(\"aplus-channel\"),a=[\"WS\",\"WS-ONLY\",u,s];return a.indexOf(t)>-1&&(e=t),!e&&a.indexOf(n)>-1&&(e=n),e},run:function(){var t=!!this.options.context.is_single;if(!t){var e=this.options.config.recordType,n=this.getRhost(e);if(!n)return\"done\";var a;a=\"PV\"===e?this.getPvHostUrl(n):this.getHjljHostUrl(n);var o=this.options.config||{},r=this.getChannel(o.method)||s;r!==s||navigator&&navigator.sendBeacon||(r=u),this.options.context.where_to_send.method=o.method,this.options.context.where_to_send.url=a}}}}},function(t,e){\"use strict\";e.isMobile=function(){var t=navigator?navigator.userAgent:\"\",e=/AliApp|Yunos|cyclone/i.test(t),n=/iPhone|iPad|iPod/i.test(t),a=/Android/i.test(t),o=/ArkWeb/i.test(t),r=/Windows Phone/i.test(t)||/IEMobile/i.test(t)||/WPDesktop/i.test(t),i=/BlackBerry/i.test(t),s=/Opera Mini/i.test(t);return e||n||a||o||r||i||s}},function(t,e,n){\"use strict\";var a=n(39),o=n(17),r=n(28),i=n(96),s=n(2),u=n(45),c=n(42),l=n(3),p=s.getGlobalValue(\"aplus\");t.exports=function(){return{getPageId:function(){var t=this.options.config||{},e=this.options.context||{},n=e.userdata||{};return t.page_id||t.pageid||t.pageId||n.page_id},resetSpmB:function(){var t=this.options.config||{},e=s.getGlobalValue(\"aplus\");if(!t.is_auto&&e.spmAPI){var n=s.getGoldlogVal(\"_$\")||{},a=n.spm||{},o=a.data.b;if(o){var r=this.getPageId();o=r?o.split(\"/\")[0]+\"/\"+r:o.split(\"/\")[0],e.spmAPI.setB(o);var i=a.spm_cnt.split(\".\");i&&i.length>2&&(i[1]=o,a.spm_cnt=i.join(\".\"))}}},getCommonParams:function(){var t=this.options.context||{},e=t.etag||{},n=t.userdata||{},l=s.getGoldlogVal(\"_$\")||{},f=l.spm||{},g=this.options.config||{},d=i.isMobile()?\"WAP\":\"PC\",_=p.getMetaInfo(\"aplus-first-tracking\"),m=u.getPid(),h=u.getConfig(\"codeVersion\"),v={_f_t:!!_};m&&(v.pid=m),h&&(v.code_version=h),t.pha_trackinfo&&(v=r.assign(v,t.pha_trackinfo));var b={};p.globalConfig.isAli&&(b={\"spm-url\":f.spm_url||\"\",\"spm-pre\":f.spm_pre||\"\",\"spm-cnt\":f.spm_cnt||\"\",pvid:p.pvid||\"\"});var y=(p.globalConfig.isDecodeUrl?\"DC_\":\"\")+Math.floor(268435456*Math.random()).toString(16),E={appId:p.getMetaInfo(\"appKey\")||p.getMetaInfo(\"appId\"),cache:y,cna:e.cna||a.getCookieCna(\"cna\"),etag:e,pre:l.page_referrer||\"-\",sdk_info:{jsver:p.globalConfig.script_name,lver:p.globalConfig.lver,customSdkId:p.getMetaInfo(\"customSdkId\")||\"\",platformType:d.toLowerCase()},trackerEventCode:g.trackerEventCode,title:g.title||document&&document.title,url:g.pageUrl||(location?location.href:\"-\"),client:p._aplus_client||{},gokey:r.assign(b,v),_user_nick:c.getUserNick(),gmkey:n.gmkey||\"\",method:this.options.context.where_to_send.method},S=o.getParamFromUrl(\"scm\",location.href)||\"\";return S&&(E.scm=S),n.gokey&&n.gokey.alsc_spm_url&&(E.gokey[\"spm-url\"]=n.gokey.alsc_spm_url),n.gokey&&n.gokey.alsc_spm_pre&&(E.gokey[\"spm-pre\"]=n.gokey.alsc_spm_pre),n.gokey&&n.gokey.alsc_page_name&&(E.title=n.gokey.alsc_page_name),E},getPvParams:function(){var t=this.options.context.where_to_send.url,e=this.getCommonParams();this.options.config.is_auto||(e.sdk_info.mansndlog=1);var n=\"/v.gif\";return/yt\\.gif$/.test(t)?n=\"yt.gif\":i.isMobile()&&(n=\"/m.gif\"),r.assign(e,{event_code:\"2001\",logtype:\"1\",logkey:n,event_timestamp:p._$.send_pv_count>0?new Date:p.logConfig.pageLoadTime})},checkEventCodeLegality:function(t){return/^(([0-9])|([1-9][0-9]{1,5}))$/.test(t)},getHjljParams:function(){var t=this.options.context||{},e=t.userdata||{},n=this.checkEventCodeLegality(e.gmkey)?e.gmkey:l.OTHER,a={event_code:l.EVENT_ID_MAP[e.gmkey]||n,logtype:\"2\",logkey:e.logkey,event_timestamp:new Date};return e[\"spm-cnt\"]&&(a[\"spm-cnt\"]=e[\"spm-cnt\"]),e[\"spm-pre\"]&&(a[\"spm-pre\"]=e[\"spm-pre\"]),r.assign(this.getCommonParams(),a)},run:function(){var t={};\"PV\"===this.options.config.recordType?(this.resetSpmB(),t=this.getPvParams()):t=this.getHjljParams(),this.options.context.what_to_send.logdata=t}}}},function(t,e,n){\"use strict\";var a=n(28),o=n(39);t.exports=function(){return{run:function(){var t={},e=o.getCookie(\"workno\")||o.getCookie(\"emplId\");e&&(t.workno=e);var n=o.getHng();n&&(t._hng=o.getHng());var r;r=this.options.context.what_to_send.logdata,r.gokey=a.assign(r.gokey,t)}}}},function(t,e,n){\"use strict\";var a=n(27),o=n(38),r=n(28),i=n(2);t.exports=function(){return{getUserdata:function(){var t=i.getGlobalValue(\"aplus\"),e=this.options.config||{},n={};e&&!e.is_auto&&e.gokey&&(\"string\"==typeof e.gokey?n=a.param2obj(e.gokey):\"object\"==typeof e.gokey&&(n=e.gokey));var s=function(t){o(t)?t.forEach(function(t){n=r.assign(n,t)}):n=r.assign(n,t)};s(t.getMetaInfo(\"aplus-globaldata\")),s(t.getMetaInfo(\"aplus-cpvdata\"));var u=this.options.context||{},c=u.userdata||{};return s(c),n},processLodashDollar:function(){var t=this.options.config||{},e=i.getGoldlogVal(\"_$\")||{};t&&t.referrer&&(e.page_referrer=t.referrer),i.setGoldlogVal(\"_$\",e)},updatePre:function(t){var e=i.getGoldlogVal(\"_$\")||{};return e.page_referrer&&(t.pre=e.page_referrer),t},run:function(){var t=this.options.context.what_to_send.logdata,e=r.assign(this.getUserdata(),t.userdata||{});this.processLodashDollar(),t.gokey=r.assign(t.gokey,e),t=this.updatePre(t),this.options.context.what_to_send.logdata=t,this.options.context.userdata=t.gokey,this.options.context.pure_userdata=e}}}},function(t,e,n){\"use strict\";var a=n(43),o=n(101),r=n(13);t.exports=function(){return{getExParamsInfo:function(){var t=a.getExParams();return this.options.context.what_to_send.logdata.exparams=t,o(t)},run:function(){var t=this.options.context.what_to_send.logdata.gokey;t=r(this.getExParamsInfo(),t),this.options.context.what_to_send.logdata.gokey=t}}}},function(t,e,n){var a=n(27);t.exports=function(t){var e={};try{var n=a.param2obj(t.replace(/&amp;/g,\"&\").replace(/\\buser(i|I)d=/,\"uidaplus=\").replace(/&aplus&/,\"&\"));n.uidaplus&&(e.uidaplus=n.uidaplus),e.pc_i=n.pc_i,e.pu_i=n.pu_i}catch(t){console&&console.log(t)}return 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t=r.getGoldlogVal(\"_$\")||{},e=[];return t.lsparams&&t.lsparams.spm_id&&(e.push([\"lsparams\",t.lsparams.spm_id]),e.push([\"lsparams_pre\",t.lsparams.current_url])),e},run:function(){var t=this.getBasicParams()||[],e=this.getExParams()||[],n=this.getExtra()||[];this.processLodashDollar();var o=this.getLsParams()||[],a=[].concat(t,e,n,o);this.options.context.what_to_sendpv.pvdata=a,this.options.context.what_to_sendpv.exparams=e}}},function(t,e,n){\"use strict\";var o=n(18),a=n(25),r=n(47),i=n(11),s=n(51);t.exports=function(){return{init:function(t){this.options=t},getPageId:function(){var t=this.options.config||{},e=this.options.context||{},n=e.userdata||{};return t.page_id||t.pageid||t.pageId||n.page_id},getPageInfo:function(){var t;try{var e=top.location!==self.location;e&&void 0!==window.innerWidth&&(t={width:window.innerWidth,height:window.innerHeight})}catch(t){}return t},getUserdata:function(){var t=a.getGoldlogVal(\"_$\")||{},e=t.spm||{},n=this.options.context||{},r=n.userdata||{},u=this.options.config||{},c=[];if(u&&!u.is_auto){u.gokey&&c.push([o.mkPlainKey(),u.gokey]);var l=e.data.b;if(l){var p=this.getPageId();l=p?l.split(\"/\")[0]+\"/\"+p:l.split(\"/\")[0],s.setB(l);var g=e.spm_cnt.split(\".\");g&&g.length>2&&(g[1]=l,e.spm_cnt=g.join(\".\"))}}var f=function(t){if(\"object\"==typeof t)for(var e in t)\"object\"!=typeof t[e]&&\"function\"!=typeof t[e]&&c.push([e,t[e]])};f(goldlog.getMetaInfo(\"aplus-cpvdata\")),f(r);var d=i.getCookie(\"workno\")||i.getCookie(\"emplId\");d&&c.push([\"workno\",d]);var _=i.getHng();_&&c.push([\"_hng\",i.getHng()]);var h=this.getPageInfo();return h&&(c.push([\"_pw\",h.width]),c.push([\"_ph\",h.height])),c},processLodashDollar:function(){var t=this.options.config||{},e=a.getGoldlogVal(\"_$\")||{};t&&t.referrer&&(e.page_referrer=t.referrer),a.setGoldlogVal(\"_$\",e)},updatePre:function(t){var e=a.getGoldlogVal(\"_$\")||{};return e.page_referrer&&r.updateKey(t,\"pre\",e.page_referrer),t},run:function(){var t=this.options.context.what_to_sendpv.pvdata,e=this.getUserdata();this.processLodashDollar();var n=t,o=this.options.context.what_to_pvhash.hash;o&&o.length>0&&n.push(o),n=n.concat(e),n=this.updatePre(n);var a=this.getPageId();a&&r.updateSPMCnt(n,a),this.options.context.what_to_sendpv.pvdata=n,this.options.context.userdata=e}}}},function(t,e,n){\"use strict\";function o(){if(!s.data.a||!s.data.b){var t=r._SPM_a,e=r._SPM_b;if(t&&e)return t=t.replace(/^{(\\w+\\/)}$/g,\"$1\"),e=e.replace(/^{(\\w+\\/)}$/g,\"$1\"),s.is_wh_in_page=!0,void c.setAB(t,e);var n=goldlog._$.meta_info;t=n[\"data-spm\"]||n[\"spm-id\"]||\"0\";var o=t.split(\".\");o.length>1&&(t=o[0],e=o[1]),c.setA(t),e&&c.setB(e);var a=i.getElementsByTagName(\"body\");a=a&&a.length?a[0]:null,a&&(e=l.tryToGetAttribute(a,\"data-spm\"),e?c.setB(e):1===o.length&&c.setAB(\"0\",\"0\"))}}function a(){var t=s.data.a,e=s.data.b;t&&e&&(goldlog.spm_ab=[t,e])}var 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diff --git a/data/session/yuanbao.json b/data/session/yuanbao.json
deleted file mode 100644
index 285201f..0000000
--- a/data/session/yuanbao.json
+++ /dev/null
@@ -1 +0,0 @@
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diff --git a/data/session_data/deepseek.json b/data/session_data/deepseek.json
deleted file mode 100644
index 0f89328..0000000
--- a/data/session_data/deepseek.json
+++ /dev/null
@@ -1 +0,0 @@
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diff --git a/data/session_data/doubao.json b/data/session_data/doubao.json
deleted file mode 100644
index 1ffa1a7..0000000
--- a/data/session_data/doubao.json
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\\\",\\r\\n  \\\"coverUrl\\\": null,\\r\\n  \\\"publisher\\\": null,\\r\\n  \\\"date\\\": null,\\r\\n  \\\"reads\\\": null,\\r\\n  \\\"pageCount\\\": 1242\\r\\n}\"},{\"default\":false,\"icon\":null,\"label\":\"FM 21-150 Table of Contents\",\"value\":\"{\\r\\n    \\\"docId\\\": \\\"082feb9b-3696-48ff-8c0a-06a5ae4d576f\\\",\\r\\n    \\\"title\\\": \\\"FM 21-150 Table of Contents\\\",\\r\\n    \\\"authors\\\": \\\"HEADQUARTERS DEPARTMENT OF THE ARMY\\\",\\r\\n    \\\"summary\\\": \\\"Section IV\\\\nFIELD-EXPEDIENT WEAPONS\\\\nTo survive, the soldier in combat must be able to deal with any situation that develops.\\\\nHis ability to adapt any nearby object for use as a weapon in a win-or-die situation is limited only by his ingenuity and resourcefulness.\\\\nPossible weapons, although not discussed herein, include ink pens or pencils; canteens tied to string to be swung; snap links at the end of sections of rope; kevlar helmets; sand, rocks, or liquids thrown into the enemy's eyes; or radio antennas.\\\\nThe following techniques demonstrate a few expedient weapons that are readily available to most soldiers for defense and counterattack against the bayonet and rifle with fixed bayonet.\\\",\\r\\n    \\\"coverBase64\\\": 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   \\\"coverUrl\\\": null,\\r\\n    \\\"publisher\\\": \\\"Judo Info\\\",\\r\\n    \\\"date\\\": \\\"1992-09-30\\\",\\r\\n    \\\"reads\\\": null,\\r\\n    \\\"pageCount\\\": 223\\r\\n}\"},{\"default\":false,\"icon\":null,\"label\":\"WEAPONS\",\"value\":\"{\\r\\n    \\\"docId\\\": \\\"5ca20701-c8ad-4495-91d2-300d9b11c4ea\\\",\\r\\n    \\\"title\\\": \\\"WEAPONS\\\",\\r\\n    \\\"authors\\\": \\\"\\\",\\r\\n    \\\"summary\\\": \\\"instead of a squad support weapon.\\\\nCost: 3,000 Credits.\\\\nRarity: 6.\\\\nHard Points: 1 remaining.\\\\nMarksman Barrel: Increase weapon range by one band.\\\\nTelescopic Optical Sight: -1 at Long or Extreme range.\\\",\\r\\n    \\\"coverBase64\\\": 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deleted file mode 100644
index 8939397..0000000
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n=0;a||(a=r.getWinPositions());var i=o.getGoldlogVal(\"_aplus_auto_exp\")||{},c=i._acHashMap||{};for(var l in c)for(var p=c[l]||[],f=0;f<p.length;f++){var g=p[f]||{};if(1===g.status&&g.exposureTime===t&&g.expConfig){g.eventType=e,g.expConfig.positionSelector&&(a=r.getWinPositions(g.expConfig.positionSelector));var d=r.wrapViewabilityRate(a,g,u),_=r.checkIsRecord(g.element,g.hash_value,\"_aplus_auto_exp\");d&&!_?(g.viewabilityRate=d,g.status=2,s.updateExpHashMap(l,g,\"UPDATE\"),++n):(g.status=0,g.exposureTime=\"\",s.updateExpHashMap(l,g,\"UPDATE\"))}}return n}},function(t,e,n){\"use strict\";var a=n(56),o=n(73),r=n(58),i=n(64),s=function(t){var e=\"APLUS_AE_EXPOSURE_CHANGE\",n=t&&t.type?t.type:\"init\",a=(new 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e=c.getGoldlogVal(\"_aplus_auto_exp\")||{},n=e._acHashMap||{},a=[];p(n,function(e,n){for(var o=v(n)||[],r=0,i=o.length;r<i;r++){var s=o[r]||{},u=n[r]||{};if(3===s.status)try{_.setRecordSuccess(u,m.DATA_APLUS_AE_KEY),aplus.aplus_pubsub.publish(\"APLUS_ELEMENT_EXPOSURE\",{logkey:e,v_origin:u,options:t}),a.push(u)}catch(t){l().w(t&&t.message)}}for(;a.length>0;)_.updateExpHashMap(e,a.pop(),\"CLEAR\")})},y=[],E=function(){r=setInterval(function(){y.length>0?aplus_queue.push(y.pop()):(clearInterval(r),r=null)},200)},S=function(t,e,n){var a=t.logkeyContainer||[],o=t.request_cfg||{};s.wrap(function(){p(a,function(t,a){var r=_.isCombineRecordLogkey(t);if(g(a)&&a.length>0){for(var i=0;i<a.length;){var s=o.method||\"POST\",u=\"EXP\";if(r){var c=a.slice(i,i+o.pkgSize);y.push({action:\"aplus.combineRecord\",arguments:[t,u,c,s]}),i+=o.pkgSize}else{var l={_is_auto_exp:1,_eventType:e.eventType,_method:o.method,is_auto:1},p=a[i];d(p,function(t,e){l[t]=e}),aplus_queue.push({action:\"aplus.record\",arguments:[t,u,l,s]}),i+=1}}n(e)}})})},A=function(t){if(t.size>0){r||E();var e=h()||{};S(e,t,b)}};e.watch_data_change=function(){aplus.aplus_pubsub.subscribe(\"APLUS_AE_EXPOSURE_CHANGE\",A),o()},e.clear=function(){aplus.aplus_pubsub.unsubscribe(\"APLUS_AE_EXPOSURE_CHANGE\",A)}},function(t,e,n){\"use strict\";var a=n(77),o=n(3),r=n(25).nameStorage,i=n(48);t.exports=function(){return{recordValInWindowName:function(){var t,e,n=o.HTTPS==location.protocol,a=aplus.globalConfig.NAMESTORAGE_KEYS||{},s=parent!==self;if(!s&&n){var u=location.href,c=n&&(u.indexOf(\"login.taobao.com\")>=0||u.indexOf(\"login.tmall.com\")>=0),l=i.getRefer(a);c&&l?(t=l,e=r.getItem(a.REFERRER_PV_ID)):(t=u,e=aplus.pvid),r.setItem(a.REFERRER,t),r.setItem(a.REFERRER_PV_ID,e)}},run:function(){var t=this;a.on(window,\"beforeunload\",function(){t.recordValInWindowName()})}}}},function(t,e,n){\"use strict\";function a(t,e,n){var a=aplus._$||{},o=a.meta_info||{},r=o.aplus_ctap||{},i=o[\"aplus-touch\"];if(r&&\"function\"==typeof r.on)r.on(t,e);else{var s=\"ontouchend\"in document.createElement(\"div\");!s||\"tap\"!==i&&\"tapSpm\"!==n&&\"tap\"!==n?u(t,s?\"touchstart\":\"mousedown\",e):l.on(t,e)}}function o(t){try{document.documentElement.doScroll(\"left\")}catch(e){return void setTimeout(function(){o(t)},1)}t()}function r(t){var e=0,n=function(){0===e&&t(),e++};\"complete\"===document.readyState&&n();var a;if(document.addEventListener)a=function(){document.removeEventListener(\"DOMContentLoaded\",a,!1),n()},document.addEventListener(\"DOMContentLoaded\",a,!1),window.addEventListener(\"load\",n,!1);else 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e=window.aplus||{},n=e._$=e._$||{},a=e.spm_ab?e.spm_ab.join(\".\"):\"0.0\",o=n.send_pv_count||0;if(o<1&&navigator&&navigator.sendBeacon){var r=location.hostname+location.pathname;this.do_tracker_lostpv({page:r,page_url:location.protocol+\"//\"+r,duration:t,spm_ab:a,msg:\"dom_state=\"+document.readyState\n})}},run:function(){var t=this,e=new Date;a.on(window,\"beforeunload\",function(){var n=new Date,a=n.getTime()-e.getTime();t.recordLostPv(a)})}}}},function(t,e,n){var a=n(27),o=n(28),r=n(34),i={ratio:1,logkey:\"fsp.1.1\",gmkey:\"\",chksum:\"H46747615\"},s=function(t){t&&\"object\"==typeof t||(t=i),this.opts=t,this.opts.ratio=t.ratio||i.ratio,this.opts.logkey=t.logkey||i.logkey,this.opts.gmkey=t.gmkey||i.gmkey,this.opts.chksum=t.chksum||i.chksum},u=s.prototype;u.getRandom=function(){return Math.floor(100*Math.random())+1},u.run=function(t,e){var n,i,s={pid:\"aplus\",code:101,msg:\"\u5f02\u5e38\u5185\u5bb9\"},u=\"\";try{var c=window.aplus||{},l=c._$||{},p=l.meta_info||{},f=parseFloat(p[\"aplus-tracker-rate\"]);if(n=this.opts||{},\"number\"==typeof f&&f+\"\"!=\"NaN\"||(f=n.ratio),i=this.getRandom(),e||i<=100*f){u=\"//gm.mmstat.com/\"+n.logkey,t.rel=c.globalConfig.script_name+\"@\"+c.globalConfig.lver,t.type=t.code,t.uid=encodeURIComponent(c.getCookieCna(\"cna\")),t=o.assign(s,t);var g=a.obj2param(t);c.tracker=c.send(u,{cache:o.makeCacheNum(),gokey:g,logtype:\"2\"},\"POST\")}}catch(t){r.logger({msg:\"tracker.run() exec error: \"+t})}},t.exports=s},function(t,e,n){\"use strict\";var a=n(2);t.exports=function(){return{run:function(){var t=a.getGlobalValue(\"aplus\"),e=a.getGlobalValue(\"aplus_queue\");if(!t._aplus_cplugin_m){var o=this.options.config;t._aplus_cplugin_m=n(82).run(o),[\"www.taobao.com\",\"detail.tmall.com\",\"item.taobao.com\"].indexOf(location.hostname)>-1&&(e.push({action:\"aplus.record\",arguments:[\"/aplus.monitor.log_arrival_rate\",\"OTHER\",{requestType:\"imgGet\"},\"GET\"]}),e.push({action:\"aplus.record\",arguments:[\"/aplus.monitor.log_arrival_rate\",\"OTHER\",{requestType:\"sendBeaconPost\"},\"POST\"]}))}}}}},function(t,e,n){\"use strict\";var a=n(34),o=n(80),r=navigator&&navigator.sendBeacon?\"post\":\"get\";e.run=function(t){return{status:\"complete\",do_tracker_jserror:function(e){try{var n=new o({logkey:e?e.logkey:\"\",ratio:e&&\"number\"==typeof e.ratio&&e.ratio>0?e.ratio:t.jsErrorRecordRatio}),i=[\"Message: \"+e.message,\"Error object: \"+e.error].join(\" - 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n=this;r.pushIntoGoldlogQueue(i.SUBSCRIBE,[t,function(t){t.status===i.COMPLETE&&n._canSendToGroup()&&e(t)}])},getLogicSymbol:function(){return\"ALI\"===this.format?\"&\":\"||\"},watchLOG:function(){var t=this,e=function(t,e){var n=u.getMetaInfo(i.APLUS_BRIDGE_NAME);if(!n){var a,r=o.getHttpBasicParams(t.what_to_send.logdata),s=t.where_to_send.method,c=u.getMetaInfo(\"aplus-first-tracking\"),l=s;\"POST\"===s&&navigator&&navigator.sendBeacon?(l=\"POST\",a=\"pv\"===e?r.objStr:JSON.stringify(r.obj)):(l=\"GET\",a=r.objStr),c&&\"pv\"===e&&u.send(t.where_to_send.url,r.objStr.replace(/a21dvn\\.b28762401\\.0\\.0/,\"a1z1d1.26790227.0.0\"),\"GET\"),u.send(t.where_to_send.url,a,l)}};t.subscribeLogs(\"mw_change_pv\",function(t){e(t,\"pv\")}),t.subscribeLogs(\"mw_change_hjlj\",function(t){e(t,\"aplus\")})},_canSendToGroup:function(){var t=u.getMetaInfo(i.APLUS_LOG_PIPE);return\"\"===t||/ALIGROUP/.test(t)},run:function(){this.watchLOG()}})},function(t,e,n){\"use strict\";function a(t,e){var n=t.client||{},a=n.screenWidth||\"\",o=n.screenHeight||\"\",r=a+e+o;return a&&o?r:\"-\"}function o(t,e){return _(e,function(e){delete t[e]}),t}function r(){if(\"boolean\"!=typeof h){var t=navigator.userAgent;h=/Trident/.test(t)}return h}function i(t,e){var n=g.cloneDeep(t.gokey);return n.cache=t.cache,n=g.assign(n,t.sdk_info),n=g.assign(n,t.client),n=g.assign(n,t.etag),delete n.egUrl,n=o(n,[\"userAgent\",\"pvid\",\"cna\",\"screenWidth\",\"screenHeight\"]),n._g_encode||(n._g_encode=\"utf-8\"),f.encodeGokeyValue(g.cloneDeep(n))}function s(t,e){return v(t,[[p.SPM_CNT,e[p.SPM_CNT]],[p.SPM_URL,e[p.SPM_URL]],[p.SPM_PRE,e[p.SPM_PRE]]]),t}function u(t,e){var n=t;if(t.indexOf(\"uidaplus=\")>-1){var a=t.split(\"uidaplus=\");if(\"&\"===a[1][0])n=t.replace(/uidaplus=/,\"uidaplus=\"+e);else{var o=a[1].split(\"&\");o[0]=e,n=a[0]+\"uidaplus=\"+o.join(\"&\")}}else n=\"uidaplus=\"+e+\"&\"+t;return n}function c(t){var e=d.getGoldlogVal(\"_$\")||{},n=e.meta_info||{},o=t.logtype,c=n[\"aplus-ifr-pv\"]+\"\"==\"1\",l=parent!==self;o=l&&!c?\"0\":\"1\";var g=[[\"logtype\",o],[\"title\",t.title],[\"pre\",t.pre],[\"scr\",a(t,\"x\")]];r()||g.push([\"_p_url\",t.url]),v(g,[[f.s_plain_obj,\"cna=\"+t.cna],[\"nick\",t._user_nick],[\"wm_pageid\",n.ms_data_page_id],[\"wm_prototypeid\",n.ms_prototype_id],[\"wm_sid\",n.ms_data_shop_id]]),g=s(g,t.gokey||{});var _=t.exparams||\"\",h=m.getUserId();h&&(_=u(_,h)),_.indexOf(\"&aplus&\")===-1?g.push([f.s_plain_obj,\"uidaplus=\"+h+\"&\"+p.APLUS]):g.push([f.s_plain_obj,_]);var b=i(t,\"PV\");for(var y in b)v(g,[[y,b[y]]]);var E=f.arr2param(g);return{objStr:E,obj:f.param2obj(E)}}function l(t){var e=[[\"gmkey\",t.gmkey]],n=i(t,\"LOG\");v(e,[[\"gokey\",f.obj2param(n)],[f.s_plain_obj,\"cna=\"+t.cna]]),e=s(e,t.gokey||{});var a=m.getUserId();v(e,[[\"_gr_uid_\",a],[\"uidaplus\",a],[\"logtype\",t.logtype],[\"nick\",t._user_nick],[\"scr\",t.client.scr]]),n._isCombine&&e.push([\"_isCombine\",1]),r()||e.push([\"_p_url\",t.url]);var o=f.arr2param(e);return{objStr:o,obj:f.param2obj(o)}}var p=n(3),f=n(27),g=n(28),d=n(2),_=n(18),m=n(42);e.getKeyIndex=function(t){var e={protocol:1,event_args:25};return e[t]};var h,v=function(t,e){var n,a,o,r,i=e.length;for(n=0;n<i;n++)a=e[n],o=a[0],r=a[1],r&&t.push([o,r])};e.getHttpBasicParams=function(t){return\"1\"===t.logtype?c(t):l(t)},e.getWSBasicParams=function(t){var e=t.exparams,n=t.sdk_info||{},r=t.client.language||\"\",i=f.param2obj(e),u=g.assign(i,t.gokey);u=g.assign(u,n),u=g.assign(u,t.client),u=g.assign(u,t.etag),u=o(u,[\"userAgent\",\"aplus\",\"cna\"]),u.jsver=n.jsver,u.lver=n.lver;var c=m.getUserId(),l=[[\"cna\",t.cna]];return v(l,[[\"gmkey\",t.gmkey],[\"gokey\",f.obj2param(u)],[\"lang\",r],[\"logkey\",t.logkey],[\"logtype\",t.logtype],[\"nick\",t._user_nick],[\"pre\",t.pre],[\"scr\",a(t,\"x\")],[\"title\",t.title],[\"ua\",t.client.userAgent]]),l=s(l,t.gokey||{}),l.push([\"uidaplus\",c]),v(l,[[\"_p_url\",t.url]]),f.arr2obj(l)}},function(t,e,n){\"use strict\";var a=n(18);t.exports=function(){return{getLogConfig:function(){var t={},e=this.options.config.plugins;for(var n in e)t[n]={plugins:e[n],context:{}},a(e[n],function(e){t[n].context[e.name]=e.config||{}});return t},run:function(){this.options.context.logConfig=this.getLogConfig(),this.options.context.logConfig.pageLoadTime=this.options.context.PAGE_LOAD_TIME}}}},function(t,e,n){\"use strict\";var a=n(39),o=n(29),r=n(88),i=n(89),s=n(2),u=n(28),c=n(90),l=n(91),p=n(3);t.exports=function(){return{init:function(t){var 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d=i.getUrl(this.options.context.etag||{});n.requesting=!0;var _=function(){setTimeout(function(){e()},20),clearTimeout(f)},m=this.options.context.etag.unittest,h=m||l.requestCna;h(d,function(t){var e,a;if(t&&\"error\"===t.type?(c.toDynamicsNetwork(!0),n.setStag(-3)):(e=s.getGoldlogVal(\"Etag\"),e&&n.setEtag(e),a=s.getGoldlogVal(\"stag\"),\"undefined\"!=typeof a&&n.setStag(a)),n.requesting){var r=s.getGoldlogVal(\"globalConfig\")||{};if(2===a||4===a){var i=o.getLsCna(r.ETAG_STORAGE_KEY);i?(n.setLsTag(1),n.setEtag(i)):(n.setLsTag(0),o.setLsCna(r.ETAG_STORAGE_KEY,n.today,e))}_()}});var v=a.getMetaInfo(\"aplus-etag-timeout\"),b=200,y=b;try{y=parseInt(v),(u.isNaN(y)||y<200)&&(y=b)}catch(t){}return f=setTimeout(function(){n.requesting=!1,n.setStag(-2),e()},y),y}}}}}},function(t,e){\"use strict\";function n(t,e,n){var a=\"\"+Math.abs(t),o=e-a.length,r=t>=0;return(r?n?\"+\":\"\":\"-\")+Math.pow(10,Math.max(0,o)).toString().substr(1)+a}e.getFormatDate=function(t){var e=new Date;try{return[e.getFullYear(),n(e.getMonth()+1,2,0),n(e.getDate(),2,0)].join(t||\"\")}catch(t){return\"\"}}},function(t,e,n){\"use strict\";var a=n(29);e.getUrl=function(t){var e=a.getUrl(t&&t.egUrl);return e}},function(t,e,n){\"use strict\";function a(t,e){if(\"dynamics\"===e){var n=[\"gm.mmstat.com\",\"wgo.mmstat.com\"];return n.indexOf(t)>-1?\"d-\"+t:t}}function o(t){function e(){var t=r.getGlobalValue(\"aplus\"),e=t.getMetaInfo(\"aplus-rhost-g\"),n=a(e,o);n!==e&&t.setMetaInfo(\"aplus-rhost-g\",n)}t=t||{};var n=t.maxCount||1,o=t.networkType||\"static\",s=t.directSwitch||!1,u=0;return function(t){t=t||s,t?e():(++u,u>=n&&(i.logger({lever:\"warn\",msg:\"\u65e5\u5fd7\u4e0a\u62a5\u5931\u8d25\uff0c\u6ce8\u610f\uff0c\u8981\u5207\u6210\u52a8\u6001\u7f51\u7edc\u5566!\"}),e(),u=0))}}var r=n(2),i=n(34);e.toDynamicsNetwork=o({maxCount:1,networkType:\"dynamics\",directSwitch:!1})},function(t,e,n){\"use strict\";function a(){var 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r=a.join(\"&\"),i=JSON.stringify(t.data||{});\"POST\"===t.method?(n.open(t.method,t.url,!0),n.setRequestHeader(\"Content-Type\",e||\"application/json\")):\"GET\"===t.method&&n.open(t.method,t.url+\"?\"+r,!0),n.withCredentials=!0,n.timeout=3e3,n.onreadystatechange=function(){if(4==n.readyState&&200==n.status){var e={};try{e=JSON.parse(n.responseText)}catch(t){}t.success(e)}else 4==n.readyState&&t.error(n.staus)},\"POST\"===t.method?n.send(i):n.send()};e.request=u,e.request4um=c},function(t,e){\"use strict\";t.exports=function(){return{getMiniAppTrackInfo:function(t){var e=window;e.__megabilityBridge(\"TinyApp\",\"getMiniAppTrackInfo\",{},function(e){var n=(e.data||{}).result,a={_aplus_luid:n.luid,_aplus_lunick:n.lunick,_aplus_lusite:n.lusite,_aplus_uid:n.uid,_aplus_unick:n.unick,_aplus_usite:n.usite,mini_app_id:n.miniapp_id};t(a)},function(){t({})})},run:function(t,e){var n=this,a=window,o=a&&\"undefined\"!=typeof 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this.options.context.when_to_sendpv.isWait=!0,setTimeout(function(){e()},6e3),6e3;default:var u=1*o;if(u+\"\"!=\"NaN\")return this.options.context.when_to_sendpv.isWait=!0,setTimeout(function(){e()},u),u}}}}}},function(t,e,n){\"use strict\";var a=n(96),o=n(2),r=n(62),i=n(20),s=\"POST\",u=\"GET\";t.exports=function(){return{getMetaInfo:function(){var t=o.getGoldlogVal(\"_$\")||{},e=t.meta_info;return e},getAplusMetaByKey:function(t){var e=this.getMetaInfo()||{};return e[t]},getRhost:function(t){var e=\"\",n=\"\";if(\"PV\"===t)n=\"aplus-rhost-v\",e=this.getAplusMetaByKey(n);else if(n=\"aplus-rhost-g\",e=this.getAplusMetaByKey(n),[\"wgo.mmstat.com\",\"gm.mmstat.com\"].indexOf(e)>-1)a.isMobile()&&/gm/.test(e)&&(e=\"wgo.mmstat.com\"),!a.isMobile()&&/wgo/.test(e)&&(e=\"gm.mmstat.com\");else if(a.isMobile()){var o=e.match(/\\/[a-z]+$/);r(o)?e+=\"/wap\":e=e.replace(o[0],\"/wap\"+o[0])}return e},getHjljHostUrl:function(t){var e=/^\\/\\//.test(t)?\"\":\"//\",n=/\\/$/.test(t)?\"\":\"/\",a=e+t+n,o=this.options.context.userdata||{},r=o.logkey;return r?a+=/^(\\/)/.test(r)?r.substr(1):r:i().w(\"eventCode \"+r+' is invalid, suggestion: \"/aplus.1.1\"'),a},getPvHostUrl:function(t){var e=/^\\/\\//.test(t)?\"\":\"//\",n=/\\/$/.test(t)?\"\":\"/\",r=o.getGoldlogVal(\"_$\")||{},i=r.meta_info||{},s=i[\"aplus-ifr-pv\"]+\"\"==\"1\",u=parent!==self;if(/\\.gif$/.test(t))return e+t;var c=\"v.gif\";return a.isMobile()&&(c=\"m.gif\"),u&&!s&&(c=\"y.gif\"),e+t+n+c},getChannel:function(t){var e,n=this.getAplusMetaByKey(\"aplus-channel\"),a=[\"WS\",\"WS-ONLY\",u,s];return a.indexOf(t)>-1&&(e=t),!e&&a.indexOf(n)>-1&&(e=n),e},run:function(){var t=!!this.options.context.is_single;if(!t){var e=this.options.config.recordType,n=this.getRhost(e);if(!n)return\"done\";var a;a=\"PV\"===e?this.getPvHostUrl(n):this.getHjljHostUrl(n);var o=this.options.config||{},r=this.getChannel(o.method)||s;r!==s||navigator&&navigator.sendBeacon||(r=u),this.options.context.where_to_send.method=o.method,this.options.context.where_to_send.url=a}}}}},function(t,e){\"use strict\";e.isMobile=function(){var t=navigator?navigator.userAgent:\"\",e=/AliApp|Yunos|cyclone/i.test(t),n=/iPhone|iPad|iPod/i.test(t),a=/Android/i.test(t),o=/ArkWeb/i.test(t),r=/Windows Phone/i.test(t)||/IEMobile/i.test(t)||/WPDesktop/i.test(t),i=/BlackBerry/i.test(t),s=/Opera Mini/i.test(t);return e||n||a||o||r||i||s}},function(t,e,n){\"use strict\";var a=n(39),o=n(17),r=n(28),i=n(96),s=n(2),u=n(45),c=n(42),l=n(3),p=s.getGlobalValue(\"aplus\");t.exports=function(){return{getPageId:function(){var t=this.options.config||{},e=this.options.context||{},n=e.userdata||{};return t.page_id||t.pageid||t.pageId||n.page_id},resetSpmB:function(){var t=this.options.config||{},e=s.getGlobalValue(\"aplus\");if(!t.is_auto&&e.spmAPI){var n=s.getGoldlogVal(\"_$\")||{},a=n.spm||{},o=a.data.b;if(o){var r=this.getPageId();o=r?o.split(\"/\")[0]+\"/\"+r:o.split(\"/\")[0],e.spmAPI.setB(o);var i=a.spm_cnt.split(\".\");i&&i.length>2&&(i[1]=o,a.spm_cnt=i.join(\".\"))}}},getCommonParams:function(){var t=this.options.context||{},e=t.etag||{},n=t.userdata||{},l=s.getGoldlogVal(\"_$\")||{},f=l.spm||{},g=this.options.config||{},d=i.isMobile()?\"WAP\":\"PC\",_=p.getMetaInfo(\"aplus-first-tracking\"),m=u.getPid(),h=u.getConfig(\"codeVersion\"),v={_f_t:!!_};m&&(v.pid=m),h&&(v.code_version=h),t.pha_trackinfo&&(v=r.assign(v,t.pha_trackinfo));var b={};p.globalConfig.isAli&&(b={\"spm-url\":f.spm_url||\"\",\"spm-pre\":f.spm_pre||\"\",\"spm-cnt\":f.spm_cnt||\"\",pvid:p.pvid||\"\"});var y=(p.globalConfig.isDecodeUrl?\"DC_\":\"\")+Math.floor(268435456*Math.random()).toString(16),E={appId:p.getMetaInfo(\"appKey\")||p.getMetaInfo(\"appId\"),cache:y,cna:e.cna||a.getCookieCna(\"cna\"),etag:e,pre:l.page_referrer||\"-\",sdk_info:{jsver:p.globalConfig.script_name,lver:p.globalConfig.lver,customSdkId:p.getMetaInfo(\"customSdkId\")||\"\",platformType:d.toLowerCase()},trackerEventCode:g.trackerEventCode,title:g.title||document&&document.title,url:g.pageUrl||(location?location.href:\"-\"),client:p._aplus_client||{},gokey:r.assign(b,v),_user_nick:c.getUserNick(),gmkey:n.gmkey||\"\",method:this.options.context.where_to_send.method},S=o.getParamFromUrl(\"scm\",location.href)||\"\";return S&&(E.scm=S),n.gokey&&n.gokey.alsc_spm_url&&(E.gokey[\"spm-url\"]=n.gokey.alsc_spm_url),n.gokey&&n.gokey.alsc_spm_pre&&(E.gokey[\"spm-pre\"]=n.gokey.alsc_spm_pre),n.gokey&&n.gokey.alsc_page_name&&(E.title=n.gokey.alsc_page_name),E},getPvParams:function(){var t=this.options.context.where_to_send.url,e=this.getCommonParams();this.options.config.is_auto||(e.sdk_info.mansndlog=1);var n=\"/v.gif\";return/yt\\.gif$/.test(t)?n=\"yt.gif\":i.isMobile()&&(n=\"/m.gif\"),r.assign(e,{event_code:\"2001\",logtype:\"1\",logkey:n,event_timestamp:p._$.send_pv_count>0?new Date:p.logConfig.pageLoadTime})},checkEventCodeLegality:function(t){return/^(([0-9])|([1-9][0-9]{1,5}))$/.test(t)},getHjljParams:function(){var t=this.options.context||{},e=t.userdata||{},n=this.checkEventCodeLegality(e.gmkey)?e.gmkey:l.OTHER,a={event_code:l.EVENT_ID_MAP[e.gmkey]||n,logtype:\"2\",logkey:e.logkey,event_timestamp:new Date};return e[\"spm-cnt\"]&&(a[\"spm-cnt\"]=e[\"spm-cnt\"]),e[\"spm-pre\"]&&(a[\"spm-pre\"]=e[\"spm-pre\"]),r.assign(this.getCommonParams(),a)},run:function(){var t={};\"PV\"===this.options.config.recordType?(this.resetSpmB(),t=this.getPvParams()):t=this.getHjljParams(),this.options.context.what_to_send.logdata=t}}}},function(t,e,n){\"use strict\";var a=n(28),o=n(39);t.exports=function(){return{run:function(){var t={},e=o.getCookie(\"workno\")||o.getCookie(\"emplId\");e&&(t.workno=e);var n=o.getHng();n&&(t._hng=o.getHng());var r;r=this.options.context.what_to_send.logdata,r.gokey=a.assign(r.gokey,t)}}}},function(t,e,n){\"use strict\";var a=n(27),o=n(38),r=n(28),i=n(2);t.exports=function(){return{getUserdata:function(){var t=i.getGlobalValue(\"aplus\"),e=this.options.config||{},n={};e&&!e.is_auto&&e.gokey&&(\"string\"==typeof e.gokey?n=a.param2obj(e.gokey):\"object\"==typeof e.gokey&&(n=e.gokey));var s=function(t){o(t)?t.forEach(function(t){n=r.assign(n,t)}):n=r.assign(n,t)};s(t.getMetaInfo(\"aplus-globaldata\")),s(t.getMetaInfo(\"aplus-cpvdata\"));var u=this.options.context||{},c=u.userdata||{};return s(c),n},processLodashDollar:function(){var t=this.options.config||{},e=i.getGoldlogVal(\"_$\")||{};t&&t.referrer&&(e.page_referrer=t.referrer),i.setGoldlogVal(\"_$\",e)},updatePre:function(t){var e=i.getGoldlogVal(\"_$\")||{};return e.page_referrer&&(t.pre=e.page_referrer),t},run:function(){var t=this.options.context.what_to_send.logdata,e=r.assign(this.getUserdata(),t.userdata||{});this.processLodashDollar(),t.gokey=r.assign(t.gokey,e),t=this.updatePre(t),this.options.context.what_to_send.logdata=t,this.options.context.userdata=t.gokey,this.options.context.pure_userdata=e}}}},function(t,e,n){\"use strict\";var a=n(43),o=n(101),r=n(13);t.exports=function(){return{getExParamsInfo:function(){var t=a.getExParams();return this.options.context.what_to_send.logdata.exparams=t,o(t)},run:function(){var t=this.options.context.what_to_send.logdata.gokey;t=r(this.getExParamsInfo(),t),this.options.context.what_to_send.logdata.gokey=t}}}},function(t,e,n){var a=n(27);t.exports=function(t){var e={};try{var n=a.param2obj(t.replace(/&amp;/g,\"&\").replace(/\\buser(i|I)d=/,\"uidaplus=\").replace(/&aplus&/,\"&\"));n.uidaplus&&(e.uidaplus=n.uidaplus),e.pc_i=n.pc_i,e.pu_i=n.pu_i}catch(t){console&&console.log(t)}return 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t=r.getGoldlogVal(\"_$\")||{},e=[];return t.lsparams&&t.lsparams.spm_id&&(e.push([\"lsparams\",t.lsparams.spm_id]),e.push([\"lsparams_pre\",t.lsparams.current_url])),e},run:function(){var t=this.getBasicParams()||[],e=this.getExParams()||[],n=this.getExtra()||[];this.processLodashDollar();var o=this.getLsParams()||[],a=[].concat(t,e,n,o);this.options.context.what_to_sendpv.pvdata=a,this.options.context.what_to_sendpv.exparams=e}}},function(t,e,n){\"use strict\";var o=n(18),a=n(25),r=n(47),i=n(11),s=n(51);t.exports=function(){return{init:function(t){this.options=t},getPageId:function(){var t=this.options.config||{},e=this.options.context||{},n=e.userdata||{};return t.page_id||t.pageid||t.pageId||n.page_id},getPageInfo:function(){var t;try{var e=top.location!==self.location;e&&void 0!==window.innerWidth&&(t={width:window.innerWidth,height:window.innerHeight})}catch(t){}return t},getUserdata:function(){var t=a.getGoldlogVal(\"_$\")||{},e=t.spm||{},n=this.options.context||{},r=n.userdata||{},u=this.options.config||{},c=[];if(u&&!u.is_auto){u.gokey&&c.push([o.mkPlainKey(),u.gokey]);var l=e.data.b;if(l){var p=this.getPageId();l=p?l.split(\"/\")[0]+\"/\"+p:l.split(\"/\")[0],s.setB(l);var g=e.spm_cnt.split(\".\");g&&g.length>2&&(g[1]=l,e.spm_cnt=g.join(\".\"))}}var f=function(t){if(\"object\"==typeof t)for(var e in t)\"object\"!=typeof t[e]&&\"function\"!=typeof t[e]&&c.push([e,t[e]])};f(goldlog.getMetaInfo(\"aplus-cpvdata\")),f(r);var d=i.getCookie(\"workno\")||i.getCookie(\"emplId\");d&&c.push([\"workno\",d]);var _=i.getHng();_&&c.push([\"_hng\",i.getHng()]);var h=this.getPageInfo();return h&&(c.push([\"_pw\",h.width]),c.push([\"_ph\",h.height])),c},processLodashDollar:function(){var t=this.options.config||{},e=a.getGoldlogVal(\"_$\")||{};t&&t.referrer&&(e.page_referrer=t.referrer),a.setGoldlogVal(\"_$\",e)},updatePre:function(t){var e=a.getGoldlogVal(\"_$\")||{};return e.page_referrer&&r.updateKey(t,\"pre\",e.page_referrer),t},run:function(){var t=this.options.context.what_to_sendpv.pvdata,e=this.getUserdata();this.processLodashDollar();var n=t,o=this.options.context.what_to_pvhash.hash;o&&o.length>0&&n.push(o),n=n.concat(e),n=this.updatePre(n);var a=this.getPageId();a&&r.updateSPMCnt(n,a),this.options.context.what_to_sendpv.pvdata=n,this.options.context.userdata=e}}}},function(t,e,n){\"use strict\";function o(){if(!s.data.a||!s.data.b){var t=r._SPM_a,e=r._SPM_b;if(t&&e)return t=t.replace(/^{(\\w+\\/)}$/g,\"$1\"),e=e.replace(/^{(\\w+\\/)}$/g,\"$1\"),s.is_wh_in_page=!0,void c.setAB(t,e);var n=goldlog._$.meta_info;t=n[\"data-spm\"]||n[\"spm-id\"]||\"0\";var o=t.split(\".\");o.length>1&&(t=o[0],e=o[1]),c.setA(t),e&&c.setB(e);var a=i.getElementsByTagName(\"body\");a=a&&a.length?a[0]:null,a&&(e=l.tryToGetAttribute(a,\"data-spm\"),e?c.setB(e):1===o.length&&c.setAB(\"0\",\"0\"))}}function a(){var t=s.data.a,e=s.data.b;t&&e&&(goldlog.spm_ab=[t,e])}var 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diff --git a/data/session_data/yuanbao.json b/data/session_data/yuanbao.json
deleted file mode 100644
index 285201f..0000000
--- a/data/session_data/yuanbao.json
+++ /dev/null
@@ -1 +0,0 @@
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