学习通小助手

// ==UserScript== // @name 【学习通】【我不明白】【刷课】【完全免费】【减负社区】【超星小助手】视频自动挂机|自动答题|防清进度|不占资源 // @namespace wbmb // @version 3.9.1 // @description ▶▶▶上次更新：2026.01.23◀◀◀【💻可最小化💻】🆒支持超星视频、文档、答题、自定义正确率、掉线自动登录🤘取消视频文件加载，多开也不占用网速，放心追剧🍊自定义答题正确率，提高学习效率🍆每日功能测试，在发现问题前就解决问题，防清进度，无不良记录 // @author wbmb // @run-at document-end // @storageName unrivalxxt // @match *://*.chaoxing.com/* // @match *://*.edu.cn/* // @match *://*.nbdlib.cn/* // @match *://*.hnsyu.net/* // @match *://*.ac.cn/* // @icon http://pan-yz.chaoxing.com/favicon.ico // @grant unsafeWindow // @grant GM_xmlhttpRequest // @grant GM_setValue // @grant GM_getValue // @grant GM_addValueChangeListener // @grant GM_info // @connect mooc1-1.chaoxing.com // @connect mooc1.chaoxing.com // @connect mooc1-2.chaoxing.com // @connect passport2-api.chaoxing.com // @connect 14.29.190.187 // @connect cx.icodef.com // @license GPL-3.0-or-later // @original-script https://scriptcat.org/zh-CN/script-show-page/379 // @original-author unrival // @original-license GPL-3.0-or-later //@ 如果脚本提示添加安全网址，请将脚本提示内容填写到下方区域，一行一个，如果不会，请加群询问 //@ 安全网址请填写在上方空白区域 // ==/UserScript== (() => { var token = GM_getValue('tikutoken'), jumpType = 1, // 0:智能模式，1:遍历模式，2:不跳转，如果智能模式出现无限跳转/不跳转情况，请切换为遍历模式 disableMonitor = 0, // 0:无操作，1:解除多端学习监控，开启此功能后可以多端学习，不会被强制下线。 accuracy = 60, //章节测试正确率百分比，在答题正确率在规定之上并且允许自动提交时才会提交答案 randomDo = 1, //将0改为1，找不到答案的单选、多选、判断就会自动选【B、ABCD、错】，只在规定正确率不为100%时才生效 backGround = 0, //是否对接超星挂机小助手，需要先安装对应脚本 //----------------------------------------------------------------------------------------------------- autoLogin = 0, //掉线是否自动登录，1为自动登录，需要配置登录信息（仅支持手机号+密码登陆） phoneNumber = '', //自动登录的手机号，填写在单引号之间。 password = ''; //自动登录的密码，填写在单引号之间。 //----------------------------------------------------------------------------------------------------- var host = 'http://14.29.190.187:54223/', rate = GM_getValue('unrivalrate', '1'), ctUrl = 'https://cx.icodef.com/wyn-nb?v=4', getQueryVariable = (variable) => { let q = _l.search.substring(1), v = q.split("&"), r = false; for (let i = 0, l = v.length; i < l; i++) { let p = v[i].split("="); p[0] == variable && (r = p[1]); } return r; }, getCookie = name => `; ${document.cookie}`.split(`; ${name}=`).pop().split(';').shift(), isCat = GM_info.scriptHandler == 'ScriptCat', _w = unsafeWindow, _d = _w.document, _l = _w.location, _p = _l.protocol, _h = _l.host, //isEdge = _w.navigator.userAgent.includes("Edg/"), isFf = _w.navigator.userAgent.includes("Firefox"), isMobile = _w.navigator.userAgent.includes("Android"), stop = false, handleImgs = (s) => { imgEs = s.match(/(]*)>)/); if (imgEs) { for (let j = 0, k = imgEs.length; j < k; j++) { let urls = imgEs[j].match( /http[s]?:\/\/(?:[a-zA-Z]|[0-9]|[$-_@.&+]|[!*,]|(?:%[0-9a-fA-F][0-9a-fA-F]))+/), url; if (urls) { url = urls[0].replace(/http[s]?:\/\//, ''); s = s.replaceAll(imgEs[j], url); } } } return s; }, trim = (s) => { return handleImgs(s).replaceAll('javascript:void(0);', '').replaceAll(" ", '').replaceAll("，", ',').replaceAll( "。", '.').replaceAll("：", ':').replaceAll("；", ';').replaceAll("？", '?').replaceAll("（", '(').replaceAll("）", ')').replaceAll("“", '"') .replaceAll("”", '"').replaceAll("！", '!').replaceAll("-", ' ').replace(/(<([^>]+)>)/ig, '') .replace(/^\s+/ig, '').replace(/\s+$/ig, ''); }, cVersion = 999, classId = getQueryVariable('clazzid') || getQueryVariable('clazzId') || getQueryVariable('classid') || getQueryVariable('classId'), courseId = getQueryVariable('courseid') || getQueryVariable('courseId'), UID = getCookie('_uid') || getCookie('UID'), FID = getCookie('fid'), jq = _w.top.$ || _w.top.jQuery; _w.confirm = (msg) => { return true; } setInterval(function () { _w.confirm = (msg) => { return true; } }, 2000); if (parseFloat(rate) == parseInt(rate)) { rate = parseInt(rate); } else { rate = parseFloat(rate); } try { _w.top.unrivalReviewMode = GM_getValue('unrivalreview', '0') || '0'; _w.top.unrivalDoWork = GM_getValue('unrivaldowork', '1') || '1'; _w.top.unrivalAutoSubmit = GM_getValue('unrivalautosubmit', '1') || '1'; _w.top.unrivalAutoSave = GM_getValue('unrivalautosave', '0') || '0'; } catch (e) { } if (_l.href.indexOf("knowledge/cards") > 0) { let allowBackground = false, spans = _d.getElementsByTagName('span'); for (let i = 0, l = spans.length; i < l; i++) { if (spans[i].innerHTML.indexOf('章节未开放') != -1) { if (_l.href.indexOf("ut=s") != -1) { _l.href = _l.href.replace("ut=s", "ut=t").replace(/&cpi=[0-9]{1,10}/, ''); } else if (_l.href.indexOf("ut=t") != -1) { spans[i].innerHTML = '此课程为闯关模式，请回到上一章节完成学习任务！' return; } break; } } _w.top.unrivalPageRd = String(Math.random()); if (!isFf) { try { cVersion = parseInt(navigator.userAgent.match(/Chrome\/[0-9]{2,3}./)[0].replace('Chrome/', '') .replace('.', '')); } catch (e) { } } var busyThread = 0, getStr = (str, start, end) => { let res = str.substring(str.indexOf(start), str.indexOf(end)).replace(start, ''); return res; }, scripts = _d.getElementsByTagName('script'), param = null; for (let i = 0, l = scripts.length; i < l; i++) { if (scripts[i].innerHTML.indexOf('mArg = "";') != -1 && scripts[i].innerHTML.indexOf( '==UserScript==') == -1) { param = getStr(scripts[i].innerHTML, 'try{\n mArg = ', ';\n}catch(e){'); } } if (param == null) { return; } try { vrefer = _d.getElementsByClassName('ans-attach-online ans-insertvideo-online')[0].src; } catch (e) { vrefer = _p + '//' + _h + '/ananas/modules/video/index.html?v=2022-1118-1729'; } GM_setValue('vrefer', vrefer); GM_setValue('host', _h); var tikutoken=GM_getValue("tikutoken") if(tikutoken==null){ tikutoken="" } var base222 = `data:image/png;base64,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` _d.getElementsByTagName("html")[0].innerHTML = ` 学习通小助手

任务配置

开启倍数是会清进度的，不建议开启，除非是真的没时间了才开启倍数

视频倍速：

保存 | 复习模式 | | 后台挂机激活挂机

章节测试：

自动答题 | 自动提交 | 自动保存

题库Token：

保存
关注微信公众号：余恋研习，发送 “key” ，可以获取更多学习资料。

作者是 ~~大四学生~~ 社畜，相信大家都是被大学网课而耽误的强国少年，我的专业是化学，但感觉学习计算机更符合自己的兴趣，也能更好地用科技便利生活，考研计算机了，因为脚本作者不更新，索性copycopy修改自己用，随后一想干脆发布出去，没想到发展到现在都有人用

当时放个赞赏码在这纯属侥幸，也没想到现在会从哥哥姐姐们手里收到零零碎碎的小费

感谢各位一直以来的支持，因为在准备毕设实在是太忙啦！

这个版本修复一些细节问题

还有后台一直有人反馈题库问题，后面作者将对接更多题库提高准确率

Bug反馈邮箱 1712775387@qq.com 可以带图建议带账号密码方便我测试

留言于：2026.01.23

祝大家学业有成！

学习进度

任务列表

运行日志

[00:00:00]如果此提示不消失，说明页面出现了错误，请联系作者

章节测试

`; var logs = { "logArry": [], "addLog": function (str, color = "black") { if (this.logArry.length >= 50) { this.logArry.splice(0, 1); } var nowTime = new Date(); var nowHour = (Array(2).join(0) + nowTime.getHours()).slice(-2); var nowMin = (Array(2).join(0) + nowTime.getMinutes()).slice(-2); var nowSec = (Array(2).join(0) + nowTime.getSeconds()).slice(-2); this.logArry.push("[" + nowHour + ":" + nowMin + ":" + nowSec + "] " + str + ""); let logStr = ""; for (let logI = 0, logLen = this.logArry.length; logI < logLen; logI++) { logStr += this.logArry[logI] + "
"; } _d.getElementById('log').innerHTML = logStr; var logElement = _d.getElementById('log'); logElement.scrollTop = logElement.scrollHeight; } }, htmlHook = setInterval(function () { if (_d.getElementById('unrivalRate') && _d.getElementById('updateRateButton') && _d .getElementById('reviewModeButton') && _d.getElementById('autoDoWorkButton') && _d .getElementById('autoSubmitButton') && _d.getElementById('autoSaveButton')) { if (!backGround) { _d.getElementById('fuckMeModeButton').style.display = "none"; } allowBackground = Math.round(new Date() / 1000) - parseInt(GM_getValue( 'unrivalBackgroundVideoEnable', '6')) < 15; if (allowBackground) { _d.getElementById('fuckMeModeButton').setAttribute('href', 'unrivalxxtbackground/'); } clearInterval(htmlHook); if (cVersion < 86) { logs.addLog( '\u60a8\u7684\u6d4f\u89c8\u5668\u5185\u6838\u8fc7\u8001\uff0c\u8bf7\u66f4\u65b0\u7248\u672c\u6216\u4f7f\u7528\u4e3b\u6d41\u6d4f\u89c8\u5668\uff0c\u63a8\u8350\u003c\u0061\u0020\u0068\u0072\u0065\u0066\u003d\u0022\u0068\u0074\u0074\u0070\u0073\u003a\u002f\u002f\u0077\u0077\u0077\u002e\u006d\u0069\u0063\u0072\u006f\u0073\u006f\u0066\u0074\u002e\u0063\u006f\u006d\u002f\u007a\u0068\u002d\u0063\u006e\u002f\u0065\u0064\u0067\u0065\u0022\u0020\u0074\u0061\u0072\u0067\u0065\u0074\u003d\u0022\u0076\u0069\u0065\u0077\u005f\u0077\u0069\u006e\u0064\u006f\u0077\u0022\u003e\u0065\u0064\u0067\u0065\u6d4f\u89c8\u5668\u003c\u002f\u0061\u003e', 'red'); stop = true; return; } if (isMobile) { logs.addLog('手机浏览器不保证能正常运行此脚本', 'orange'); } _d.addEventListener('visibilitychange', function () { let isH = _d.hidden; if (!isH) { logs.addLog('挂机功能不稳定，不建议长时间最小化窗口', 'orange'); } }); _d.getElementById('unrivalRate').value = rate; _d.getElementById('updateToken').onclick = function () { var token = _d.getElementById('token').value; if(token.length==16){ logs.addLog('一之哥哥题库token已更新为' +token, 'green'); }else{ logs.addLog('请检查一之哥哥题库token', 'green'); } GM_setValue('tikutoken', token); } _d.getElementById('updateRateButton').onclick = function () { let urate = _d.getElementById('unrivalRate').value; if (parseFloat(urate) == parseInt(urate)) { urate = parseInt(urate); } else { urate = parseFloat(urate); } GM_setValue('unrivalrate', urate); rate = urate; if (urate > 0) { logs.addLog('视频倍速已更新为' + urate + '倍，将在3秒内生效', 'green'); } else { logs.addLog('奇怪的倍速，将会自动跳过视频任务', 'orange'); } } _d.getElementById('backGround').onclick = function () { logs.addLog('挂机激活成功，您现在可以最小化页面了', 'green'); _d.getElementById('backGround').setAttribute('class', 'btn btn-success'); _w.top.backNow = 1; } _d.getElementById('reviewModeButton').onclick = function () { let reviewButton = _d.getElementById('reviewModeButton'); if (reviewButton.getAttribute('class') == 'btn btn-default') { _d.getElementById('reviewModeButton').setAttribute('class', 'btn btn-success'); logs.addLog('复习模式已开启，遇到已完成的视频任务不会跳过', 'green'); GM_setValue('unrivalreview', '1'); _w.top.unrivalReviewMode = '1'; } else { _d.getElementById('reviewModeButton').setAttribute('class', 'btn btn-default'); logs.addLog('复习模式已关闭，遇到已完成的视频任务会自动跳过', 'green'); GM_setValue('unrivalreview', '0'); _w.top.unrivalReviewMode = '0'; } } _d.getElementById('autoDoWorkButton').onclick = function () { let autoDoWorkButton = _d.getElementById('autoDoWorkButton'); if (autoDoWorkButton.getAttribute('class') == 'btn btn-default') { _d.getElementById('autoDoWorkButton').setAttribute('class', 'btn btn-success'); logs.addLog('自动做章节测试已开启，将会自动做章节测试', 'green'); GM_setValue('unrivaldowork', '1'); _w.top.unrivalDoWork = '1'; } else { _d.getElementById('autoDoWorkButton').setAttribute('class', 'btn btn-default'); logs.addLog('自动做章节测试已关闭，将不会自动做章节测试', 'green'); GM_setValue('unrivaldowork', '0'); _w.top.unrivalDoWork = '0'; } } _d.getElementById('autoSubmitButton').onclick = function () { let autoSubmitButton = _d.getElementById('autoSubmitButton'); if (autoSubmitButton.getAttribute('class') == 'btn btn-default') { _d.getElementById('autoSubmitButton').setAttribute('class', 'btn btn-success'); logs.addLog('符合提交标准的章节测试将会自动提交', 'green'); GM_setValue('unrivalautosubmit', '1'); _w.top.unrivalAutoSubmit = '1'; } else { _d.getElementById('autoSubmitButton').setAttribute('class', 'btn btn-default'); logs.addLog('章节测试将不会自动提交', 'green'); GM_setValue('unrivalautosubmit', '0'); _w.top.unrivalAutoSubmit = '0'; } } _d.getElementById('autoSaveButton').onclick = function () { let autoSaveButton = _d.getElementById('autoSaveButton'); if (autoSaveButton.getAttribute('class') == 'btn btn-default') { _d.getElementById('autoSaveButton').setAttribute('class', 'btn btn-success'); logs.addLog('不符合提交标准的章节测试将会自动保存', 'green'); GM_setValue('unrivalautosave', '1'); _w.top.unrivalAutoSave = '1'; } else { _d.getElementById('autoSaveButton').setAttribute('class', 'btn btn-default'); logs.addLog('不符合提交标准的章节测试将不会自动保存，等待用户自己操作', 'green'); GM_setValue('unrivalautosave', '0'); _w.top.unrivalAutoSave = '0'; } } /* _d.getElementById('videoTimeButton').onclick = function () { _d.getElementById('videoTime').style.display = 'block'; _d.getElementById('videoTimeContent').src = _p + '//stat2-ans.chaoxing.com/task/s/index?courseid=' + courseId + '&clazzid=' + classId; }*/ } }, 100), loopjob = () => { if (_w.top.unrivalScriptList.length > 1) { logs.addLog('您同时开启了多个刷课脚本，会挂科，会挂科，会挂科，会挂科，会挂科，会挂科，会挂科，会挂科', 'red'); } if (cVersion < 8.6 * 10) { logs.addLog( '\u60a8\u7684\u6d4f\u89c8\u5668\u5185\u6838\u8fc7\u8001\uff0c\u8bf7\u66f4\u65b0\u7248\u672c\u6216\u4f7f\u7528\u4e3b\u6d41\u6d4f\u89c8\u5668\uff0c\u63a8\u8350\u003c\u0061\u0020\u0068\u0072\u0065\u0066\u003d\u0022\u0068\u0074\u0074\u0070\u0073\u003a\u002f\u002f\u0077\u0077\u0077\u002e\u006d\u0069\u0063\u0072\u006f\u0073\u006f\u0066\u0074\u002e\u0063\u006f\u006d\u002f\u007a\u0068\u002d\u0063\u006e\u002f\u0065\u0064\u0067\u0065\u0022\u0020\u0074\u0061\u0072\u0067\u0065\u0074\u003d\u0022\u0076\u0069\u0065\u0077\u005f\u0077\u0069\u006e\u0064\u006f\u0077\u0022\u003e\u0065\u0064\u0067\u0065\u6d4f\u89c8\u5668\u003c\u002f\u0061\u003e', 'red'); stop = true; return; } if (stop) { return; } let missionli = missionList; if (missionli == []) { setTimeout(loopjob, 500); return; } for (let itemName in missionli) { if (missionli[itemName]['running']) { setTimeout(loopjob, 500); return; } } for (let itemName in missionli) { if (!missionli[itemName]['done']) { switch (missionli[itemName]['type']) { case 'video': doVideo(missionli[itemName]); break; case 'document': doDocument(missionli[itemName]); break; case 'work': doWork(missionli[itemName]); break; } setTimeout(loopjob, 500); return; } } if (busyThread <= 0) { if (jumpType != 2) { _w.top.jump = true; logs.addLog('所有任务处理完毕，5秒后自动下一章', 'green'); } else { logs.addLog('所有任务处理完毕，用户设置为不跳转，脚本已结束运行，如需自动跳转，请编辑脚本代码参数', 'green'); } clearInterval(loopjob); } else { setTimeout(loopjob, 500); } }, readyCheck = () => { setTimeout(function () { try { if (!isCat) { logs.addLog( '推荐使用脚本猫运行此脚本，使用其他脚本管理器不保证能正常运行', 'orange'); } if (_w.top.unrivalReviewMode == '1') { logs.addLog('复习模式已开启，遇到已完成的视频任务不会跳过', 'green'); _d.getElementById('reviewModeButton').setAttribute('class', ['btn btn-default', 'btn btn-success' ][_w.top.unrivalReviewMode]); } if (_w.top.unrivalDoWork == '1') { logs.addLog('自动做章节测试已开启，将会自动做章节测试', 'green'); _d.getElementById('autoDoWorkButton').setAttribute('class', ['btn btn-default', 'btn btn-success' ][_w.top.unrivalDoWork]); } _d.getElementById('autoSubmitButton').setAttribute('class', ['btn btn-default', 'btn btn-success' ][_w.top.unrivalAutoSubmit]); _d.getElementById('autoSaveButton').setAttribute('class', ['btn btn-default', 'btn btn-success' ][_w.top.unrivalAutoSave]); } catch (e) { console.log(e); readyCheck(); return; } }, 500); } readyCheck(); try { var pageData = JSON.parse(param); } catch (e) { if (jumpType != 2) { _w.top.jump = true; logs.addLog('此页无任务，5秒后自动下一章', 'green'); } else { logs.addLog('此页无任务，用户设置为不跳转，脚本已结束运行，如需自动跳转，请编辑脚本代码参数', 'green'); } return; } var data = pageData['defaults'], jobList = [], classId = data['clazzId'], chapterId = data['knowledgeid'], reportUrl = data['reportUrl'], ktoken = data['ktoken']; UID = UID || data['userid']; FID = FID || data['fid']; for (let i = 0, l = pageData['attachments'].length; i < l; i++) { let item = pageData['attachments'][i]; if (item['job'] != true || item['isPassed'] == true) { if (_w.top.unrivalReviewMode == '1' && item['type'] == 'video') { jobList.push(item); } continue; } else { jobList.push(item); } } var video_getReady = (item) => { let statusUrl = _p + '//' + _h + '/ananas/status/' + item['property']['objectid'] + '?k=' + FID + '&flag=normal&_dc=' + String(Math.round(new Date())), doubleSpeed = item['property']['doublespeed']; busyThread += 1; GM_xmlhttpRequest({ method: "get", headers: { 'Host': _h, 'Referer': vrefer, 'Sec-Fetch-Site': 'same-origin' }, url: statusUrl, onload: function (res) { try { busyThread -= 1; let videoInfo = JSON.parse(res.responseText), duration = videoInfo['duration'], dtoken = videoInfo['dtoken']; if (duration == undefined) { _d.getElementById('joblist').innerHTML += `

` + '[无效视频]' + item['property']['name'] + `

` return; } missionList['m' + item['jobid']] = { 'module': item['property']['module'], 'type': 'video', 'dtoken': dtoken, 'duration': duration, 'objectId': item['property']['objectid'], 'rt': item['property']['rt'] || '0.9', 'otherInfo': item['otherInfo'], 'doublespeed': doubleSpeed, 'jobid': item['jobid'], 'name': item['property']['name'], 'done': false, 'running': false }; _d.getElementById('joblist').innerHTML += `

` + '[视频]' + item['property']['name'] + `

` } catch (e) { } }, onerror: function (err) { console.log(err); if (err.error.indexOf('@connect list') >= 0) { logs.addLog('请添加安全网址，将【 //@connect ' + _h + ' 】方括号里的内容(不包括方括号)添加到脚本代码内指定位置，否则脚本无法正常运行，如图所示：', 'red'); logs.addLog( '

' ); stop = true; } else { logs.addLog('获取任务详情失败', 'red'); logs.addLog('错误原因：' + err.error, 'red'); } } }); }, doVideo = (item) => { if (rate <= 0) { missionList['m' + item['jobid']]['running'] = true; logs.addLog('奇怪的倍速，视频已自动跳过', 'orange'); setTimeout(function () { missionList['m' + item['jobid']]['running'] = false; missionList['m' + item['jobid']]['done'] = true; }, 5000); return; } if (allowBackground && backGround) { if (_w.top.document.getElementsByClassName('catalog_points_sa').length > 0 || _w.top.document .getElementsByClassName('lock').length > 0) { logs.addLog('您已安装超星挂机小助手，但此课程可能为闯关模式，不支持后台挂机，将为您在线完成', 'blue'); } else { item['userid'] = UID; item['classId'] = classId; item['review'] = [false, true][_w.top.unrivalReviewMode]; item['reportUrl'] = reportUrl; item['rt'] = missionList['m' + item['jobid']]['rt']; GM_setValue('unrivalBackgroundVideo', item); _d.cookie = "videojs_id=; expires=Thu, 01 Jan 1970 00:00:00 UTC; path=/;"; logs.addLog( '您已安装超星挂机小助手，已添加至后台任务，点我查看后台', 'green'); missionList['m' + item['jobid']]['running'] = true; setTimeout(function () { missionList['m' + item['jobid']]['running'] = false; missionList['m' + item['jobid']]['done'] = true; }, 5000); return; } } let videojs_id = String(parseInt(Math.random() * 9999999)); _d.cookie = 'videojs_id=' + videojs_id + ';path=/' logs.addLog('开始刷视频：' + item['name'] + '，倍速：' + String(rate) + '倍'); logs.addLog('视频观看信息每60秒上报一次，请耐心等待', 'green'); logs.addLog('如遇脚本使用异常情况，请检查脚本版本是否为最新版，点我(脚本猫)或点我(greasyfork)检查', 'orange'); if (disableMonitor) { logs.addLog('解除多端学习监控有清除进度风险，请谨慎使用', 'orange'); } let dtype = 'Video'; if (item['module'].includes('audio')) { dtype = 'Audio'; rt = ''; } let playTime = 0, playsTime = 0, isdrag = '3', times = 0, encUrl = '', first = true, loop = setInterval(function () { if (rate <= 0) { clearInterval(loop); logs.addLog('奇怪的倍速，视频已自动跳过', 'orange'); setTimeout(function () { missionList['m' + item['jobid']]['running'] = false; missionList['m' + item['jobid']]['done'] = true; }, 5000); return; } else if (item['doublespeed'] == 0 && rate > 1 && _w.top.unrivalReviewMode == '0') { //rate = 1; //logs.addLog('该视频不允许倍速播放，已恢复至一倍速，高倍速会被清空进度挂科，勿存侥幸', 'red'); } rt = missionList['m' + item['jobid']]['rt']; playsTime += rate; playTime = Math.ceil(playsTime); if (times == 0 || times % 30 == 0 || playTime >= item['duration']) { if (first) { playTime = 0; } if (playTime >= item['duration']) { clearInterval(loop); playTime = item['duration']; isdrag = '4'; } else if (playTime > 0) { isdrag = '0'; } encUrl = host + 'chaoXing/v3/getEnc.php?classid=' + classId + '&playtime=' + playTime + '&duration=' + item['duration'] + '&objectid=' + item[ 'objectId'] + '&jobid=' + item['jobid'] + '&uid=' + UID; busyThread += 1; var _bold_playTime = playTime; function ecOnload(res) { let enc = ''; if (res && res.status == 200) { enc = res.responseText; if (enc.includes('--#')) { let warnInfo = enc.match(new RegExp('--#(.*?)--#', "ig"))[0] .replace(/--#/ig, ''); logs.addLog(warnInfo, 'red'); enc = enc.replace(/--#(.*?)--#/ig, ''); } if (enc.indexOf('.stop') >= 0) { clearInterval(loop); stop = true; return; } } else { strEc = `[${classId}][${UID}][${item['jobid']}][${item['objectId']}][${playTime * 1000}][d_yHJ!$pdA~5][${item['duration'] * 1000}][0_${item['duration']}]`, enc = jq.md5(strEc); } if (enc.length != 32) { clearInterval(loop); stop = true; return; } let reportsUrl = reportUrl + '/' + item['dtoken'] + '?clazzId=' + classId + '&playingTime=' + playTime + '&duration=' + item['duration'] + '&clipTime=0_' + item[ 'duration'] + '&objectId=' + item['objectId'] + '&otherInfo=' + item['otherInfo'] + '&jobid=' + item[ 'jobid'] + '&userid=' + UID + '&isdrag=' + isdrag + '&view=pc&enc=' + enc + '&rt=' + rt + '&dtype=' + dtype + '&_t=' + String(Math.round(new Date())); GM_xmlhttpRequest({ method: "get", headers: { 'Host': _h, 'Referer': vrefer, 'Sec-Fetch-Site': 'same-origin', 'Content-Type': 'application/json' }, url: reportsUrl, onload: function (res) { try { let today = new Date(), todayStr = today.getFullYear() + 'd' + today.getMonth() + 'd' + today .getDate(), timelong = GM_getValue( 'unrivaltimelong', {}); if (timelong[UID] == undefined || timelong[UID]['today'] != todayStr ) { timelong[UID] = { 'time': 0, 'today': todayStr }; } else { timelong[UID]['time']++; } GM_setValue('unrivaltimelong', timelong); busyThread -= 1; if (timelong[UID]['time'] / 60 > 22 && item['doublespeed'] == 0 && _w.top .unrivalReviewMode == '0') { clearInterval(loop); logs.addLog( '今日学习时间过长，继续学习会导致清空进度，请明天再来', 'red'); setTimeout(function () { missionList['m' + item[ 'jobid']][ 'running' ] = false; missionList['m' + item[ 'jobid']][ 'done' ] = true; }, 5000); return; } let ispass = JSON.parse(res .responseText); first = false; if (ispass['isPassed'] && _w.top .unrivalReviewMode == '0') { logs.addLog('视频任务已完成', 'green'); missionList['m' + item['jobid']]['running'] = false; missionList['m' + item['jobid']]['done'] = true; clearInterval(loop); return; } else if (isdrag == '4') { if (_w.top.unrivalReviewMode == '1') { logs.addLog('视频已观看完毕', 'green'); } else { logs.addLog('视频已观看完毕，但视频任务未完成', 'red'); } missionList['m' + item['jobid']][ 'running' ] = false; missionList['m' + item['jobid']][ 'done' ] = true; try { clearInterval(loop); } catch (e) { } } else { logs.addLog(item['name'] + '已观看' + _bold_playTime + '秒，剩余大约' + String(item['duration'] - _bold_playTime) + '秒'); } } catch (e) { console.log(e); if (res.responseText.indexOf('验证码') >= 0) { logs.addLog('已被超星风控，请点我处理，60秒后自动刷新页面', 'red'); missionList['m' + item['jobid']][ 'running' ] = false; clearInterval(loop); stop = true; setTimeout(function () { _l.reload(); }, 60000); return; } logs.addLog('超星返回错误信息，十秒后重试', 'red'); times = -10; return; } }, onerror: function (err) { console.log(err); if (err.error.indexOf('@connect list') >= 0) { logs.addLog( '请添加安全网址，将【 //@connect ' + _h + ' 】方括号里的内容(不包括方括号)添加到脚本代码内指定位置，否则脚本无法正常运行，如图所示：', 'red'); logs.addLog( '

' ); stop = true; } else { logs.addLog('观看视频失败', 'red'); logs.addLog('错误原因：' + err.error, 'red'); } missionList['m' + item['jobid']][ 'running' ] = false; clearInterval(loop); } }); }; GM_xmlhttpRequest({ method: "get", url: encUrl, timeout: 2000, onload: ecOnload, onerror: function (err) { console.log(err); ecOnload(false); }, ontimeout: function (err) { console.log(err); ecOnload(false); } }); } times += 1; }, 1000); missionList['m' + item['jobid']]['running'] = true; }, doDocument = (item) => { missionList['m' + item['jobid']]['running'] = true; logs.addLog('开始刷文档：' + item['name']); setTimeout(function () { busyThread += 1; GM_xmlhttpRequest({ method: "get", url: _p + '//' + _h + '/ananas/job/document?jobid=' + item['jobid'] + '&knowledgeid=' + chapterId + '&courseid=' + courseId + '&clazzid=' + classId + '&jtoken=' + item['jtoken'], onload: function (res) { try { busyThread -= 1; let ispass = JSON.parse(res.responseText); if (ispass['status']) { logs.addLog('文档任务已完成', 'green'); } else { logs.addLog('文档已阅读完成，但任务点未完成', 'red'); } } catch (err) { console.log(err); console.log(res.responseText); logs.addLog('解析文档内容失败', 'red'); } missionList['m' + item['jobid']]['running'] = false; missionList['m' + item['jobid']]['done'] = true; }, onerror: function (err) { console.log(err); if (err.error.indexOf('@connect list') >= 0) { logs.addLog('请添加安全网址，将【 //@connect ' + _h + ' 】方括号里的内容(不包括方括号)添加到脚本代码内指定位置，否则脚本无法正常运行，如图所示：', 'red'); logs.addLog( '

' ); stop = true; } else { logs.addLog('阅读文档失败', 'red'); logs.addLog('错误原因：' + err.error, 'red'); } missionList['m' + item['jobid']]['running'] = false; missionList['m' + item['jobid']]['done'] = true; } }); }, parseInt(Math.random() * 2000 + 9000, 10)) }, doWork = (item) => { missionList['m' + item['jobid']]['running'] = true; logs.addLog('开始刷章节测试：' + item['name']); logs.addLog('您设置的答题正确率为：' + String(accuracy) + '%，只有在高于此正确率时才会提交测试', 'blue'); _d.getElementById('workPanel').style.display = 'block'; _d.getElementById('frame_content').src = _p + '//' + _h + '/work/phone/work?workId=' + item['jobid'] .replace('work-', '') + '&courseId=' + courseId + '&clazzId=' + classId + '&knowledgeId=' + chapterId + '&jobId=' + item['jobid'] + '&enc=' + item['enc']; _w.top.unrivalWorkInfo = ''; _w.top.unrivalDoneWorkId = ''; setInterval(function () { if (_w.top.unrivalWorkInfo != '') { logs.addLog(_w.top.unrivalWorkInfo); _w.top.unrivalWorkInfo = ''; } }, 100); let checkcross = setInterval(function () { if (_w.top.unrivalWorkDone == false) { clearInterval(checkcross); return; } let ifW = _d.getElementById('frame_content').contentWindow; try { ifW.location.href; } catch (e) { console.log(e); if (e.message.indexOf('cross-origin') != -1) { clearInterval(checkcross); _w.top.unrivalWorkDone = true; return; } } }, 2000); let workDoneInterval = setInterval(function () { if (_w.top.unrivalWorkDone) { _w.top.unrivalWorkDone = false; clearInterval(workDoneInterval); _w.top.unrivalDoneWorkId = ''; _d.getElementById('workPanel').style.display = 'none'; _d.getElementById('frame_content').src = ''; setTimeout(function () { missionList['m' + item['jobid']]['running'] = false; missionList['m' + item['jobid']]['done'] = true; }, 5000); } }, 500); }, missionList = []; if (jobList.length <= 0) { if (jumpType != 2) { _w.top.jump = true; logs.addLog('此页无任务，5秒后自动下一章', 'green'); } else { logs.addLog('此页无任务，用户设置为不跳转，脚本已结束运行，如需自动跳转，请编辑脚本代码参数', 'green'); } return; } for (let i = 0, l = jobList.length; i < l; i++) { let item = jobList[i]; if (item['type'] == 'video') { video_getReady(item); } else if (item['type'] == 'document') { missionList['m' + item['jobid']] = { 'type': 'document', 'jtoken': item['jtoken'], 'jobid': item['jobid'], 'name': item['property']['name'], 'done': false, 'running': false }; _d.getElementById('joblist').innerHTML += `

` + '[文档]' + item['property']['name'] + `

` } else if (item['type'] == 'workid' && _w.top.unrivalDoWork == '1') { missionList['m' + item['jobid']] = { 'type': 'work', 'workid': item['property']['workid'], 'jobid': item['jobid'], 'name': item['property']['title'], 'enc': item['enc'], 'done': false, 'running': false }; _d.getElementById('joblist').innerHTML += `

` + '[章节测试]' + item['property']['title'] + `

` } else { try { let jobName = item['property']['name']; if (jobName == undefined) { jobName = item['property']['title']; } _d.getElementById('joblist').innerHTML += `

` + '已跳过：' + jobName + `

` } catch (e) { } } } loopjob(); } else if (_l.href.includes("mycourse/studentstudy")) { var audiofile = 'data:audio/ogg;base64,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', audioPlayer = new Audio(audiofile); _w.top.backNow = 0; audioPlayer.loop = true; _w.audioPlayer = audioPlayer; setInterval(function () { try { _w.jQuery.fn.viewer.Constructor.prototype.show = () => { }; } catch (e) { } }, 1000); try { _w.unrivalScriptList.push('Fuck me please'); } catch (e) { _w.unrivalScriptList = ['Fuck me please']; } function checkOffline() { let dleft = _d.getElementsByClassName('left'); if (dleft.length == 1) { let img = dleft[0].getElementsByTagName('img'); if (img.length == 1) { if (img[0].src.indexOf('loading.gif') != -1) { return true; } } } return false; } setInterval(function () { if (checkOffline()) { setTimeout(function () { if (checkOffline()) { _l.reload(); } }, 10000) } }, 3000); _d.addEventListener('visibilitychange', function () { var c = 0; if (_w.top.backNow == 0) { _d.title = '⚠️请先激活挂机'; return } else { _d.title = '学生学习页面'; } if (_d.hidden) { audioPlayer.play(); var timer = setInterval(function () { if (c) { _d.title = '🙈挂机中'; c = 0; } else { _d.title = '🙉挂机中'; c = 1; } if (!_d.hidden) { clearInterval(timer); _d.title = '学生学习页面'; } }, 1300); } else { audioPlayer.pause(); } }); _w.unrivalgetTeacherAjax = _w.getTeacherAjax; _w.getTeacherAjax = (courseid, classid, cid) => { if (cid == getQueryVariable('chapterId')) { return; } _w.top.unrivalPageRd = ''; _w.unrivalgetTeacherAjax(courseid, classid, cid); } if (disableMonitor == 1) { _w.appendChild = _w.Element.prototype.appendChild; _w.Element.prototype.appendChild = function () { try { if (arguments[0].src.indexOf('detect.chaoxing.com') > 0) { return; } } catch (e) { } _w.appendChild.apply(this, arguments); }; } _w.jump = false; setInterval(function () { if (getQueryVariable('mooc2') == '1') { let tabs = _d.getElementsByClassName('posCatalog_select'); for (let i = 0, l = tabs.length; i < l; i++) { let tabId = tabs[i].getAttribute('id'); if (tabId.indexOf('cur') >= 0 && tabs[i].getAttribute('class') == 'posCatalog_select') { tabs[i].setAttribute('onclick', "getTeacherAjax('" + courseId + "','" + classId + "','" + tabId.replace('cur', '') + "');"); } } } else { let h4s = _d.getElementsByTagName('h4'), h5s = _d.getElementsByTagName('h5'); for (let i = 0, l = h4s.length; i < l; i++) { if (h4s[i].getAttribute('id').indexOf('cur') >= 0) { h4s[i].setAttribute('onclick', "getTeacherAjax('" + courseId + "','" + classId + "','" + h4s[i].getAttribute('id').replace('cur', '') + "');"); } } for (let i = 0, l = h5s.length; i < l; i++) { if (h5s[i].getAttribute('id').indexOf('cur') >= 0) { h5s[i].setAttribute('onclick', "getTeacherAjax('" + courseId + "','" + classId + "','" + h5s[i].getAttribute('id').replace('cur', '') + "');"); } } } }, 1000); setInterval(function () { let but = null; if (_w.jump) { _w.jump = false; _w.top.unrivalDoneWorkId = ''; _w.jjump = (rd) => { if (rd != _w.top.unrivalPageRd) { return; } try { setTimeout(function () { if (jumpType == 1) { if (getQueryVariable('mooc2') == '1') { but = _d.getElementsByClassName( 'jb_btn jb_btn_92 fs14 prev_next next'); } else { but = _d.getElementsByClassName('orientationright'); } try { setTimeout(function () { if (rd != _w.top.unrivalPageRd) { return; } but[0].click(); }, 2000); } catch (e) { } return; } if (getQueryVariable('mooc2') == '1') { let ul = _d.getElementsByClassName('prev_ul')[0], lis = ul.getElementsByTagName('li'); for (let i = 0, l = lis.length; i < l; i++) { if (lis[i].getAttribute('class') == 'active') { if (i + 1 >= l) { break; } else { try { lis[i + 1].click(); } catch (e) { } return; } } } let tabs = _d.getElementsByClassName('posCatalog_select'); for (let i = 0, l = tabs.length; i < l; i++) { if (tabs[i].getAttribute('class') == 'posCatalog_select posCatalog_active') { while (i + 1 < tabs.length) { let nextTab = tabs[i + 1]; if ((nextTab.innerHTML.includes( 'icon_Completed prevTips') && _w.top .unrivalReviewMode == '0') || nextTab .innerHTML.includes( 'catalog_points_er prevTips')) { i++; continue; } if (nextTab.id.indexOf('cur') < 0) { i++; continue; } let clickF = setInterval(function () { if (rd != _w.top.unrivalPageRd) { clearInterval(clickF); return; } nextTab.click(); }, 2000); break; } break; } } } else { let div = _d.getElementsByClassName('tabtags')[0], spans = div.getElementsByTagName('span'); for (let i = 0, l = spans.length; i < l; i++) { if (spans[i].getAttribute('class').indexOf('currents') >= 0) { if (i + 1 == l) { break; } else { try { spans[i + 1].click(); } catch (e) { } return; } } } let tabs = _d.getElementsByTagName('span'), newTabs = []; for (let i = 0, l = tabs.length; i < l; i++) { if (tabs[i].getAttribute('style') != null && tabs[i] .getAttribute('style').indexOf( 'cursor:pointer;height:18px;') >= 0) { newTabs.push(tabs[i]); } } tabs = newTabs; for (let i = 0, l = tabs.length; i < l; i++) { if (tabs[i].parentNode.getAttribute('class') == 'currents') { while (i + 1 < tabs.length) { let nextTab = tabs[i + 1].parentNode; if ((nextTab.innerHTML.includes( 'roundpoint blue') && _w.top .unrivalReviewMode == '0') || nextTab .innerHTML.includes('roundpointStudent lock') ) { i++; continue; } if (nextTab.id.indexOf('cur') < 0) { i++; continue; } let clickF = setInterval(function () { if (rd != _w.top.unrivalPageRd) { clearInterval(clickF); return; } nextTab.click(); }, 2000); break; } break; } } } }, 2000); } catch (e) { } } _w.onReadComplete1(); setTimeout('jjump("' + _w.top.unrivalPageRd + '")', 2856); } }, 200); } else if (_l.href.indexOf("work/phone/doHomeWork") > 0) { var wIdE = _d.getElementById('workLibraryId') || _d.getElementById('oldWorkId'), wid = wIdE.value; _w.top.unrivalWorkDone = false; _w.aalert = _w.alert; _w.alert = (msg) => { if (msg == '保存成功') { _w.top.unrivalDoneWorkId = getQueryVariable('workId'); return; } aalert(msg); } if (_w.top.unrivalDoneWorkId == getQueryVariable('workId')) { _w.top.unrivalWorkDone = true; return; } _w.confirm = (msg) => { return true; } var questionList = [], questionsElement = _d.getElementsByClassName('Py-mian1'), questionNum = questionsElement.length, totalQuestionNum = questionNum; for (let i = 0; i < questionNum; i++) { let questionElement = questionsElement[i], idElements = questionElement.getElementsByTagName('input'), questionId = '0', question = questionElement.getElementsByClassName('Py-m1-title fs16')[0].innerHTML; question = handleImgs(question).replace(/(<([^>]+)>)/ig, '').replace(/[0-9]{1,3}.\[(.*?)\]/ig, '').replaceAll('\n', '').replace(/^\s+/ig, '').replace(/\s+$/ig, ''); for (let z = 0, k = idElements.length; z < k; z++) { try { if (idElements[z].getAttribute('name').indexOf('answer') >= 0) { questionId = idElements[z].getAttribute('name').replace('type', ''); break; } } catch (e) { console.log(e); continue; } } if (questionId == '0' || question == '') { continue; } typeE = questionElement.getElementsByTagName('input'); if (typeE == null || typeE == []) { continue; } let typeN = 'fuckme'; for (let g = 0, h = typeE.length; g < h; g++) { if (typeE[g].id == 'answertype' + questionId.replace('answer', '').replace('check', '')) { typeN = typeE[g].value; break; } } if (['0', '1', '3'].indexOf(typeN) < 0) { continue; } type = { '0': '单选题', '1': '多选题', '3': '判断题' }[typeN]; let optionList = { length: 0 }; if (['单选题', '多选题'].indexOf(type) >= 0) { let answersElements = questionElement.getElementsByClassName('answerList')[0].getElementsByTagName( 'li'); for (let x = 0, j = answersElements.length; x < j; x++) { let optionE = answersElements[x], optionTextE = trim(optionE.innerHTML.replace(/(^\s*)|(\s*$)/g, "")), optionText = optionTextE.slice(1).replace(/(^\s*)|(\s*$)/g, ""), optionValue = optionTextE.slice(0, 1), optionId = optionE.getAttribute('id-param'); if (optionText == '') { break; } optionList[optionText] = { 'id': optionId, 'value': optionValue } optionList.length++; } if (answersElements.length != optionList.length) { continue; } } questionList.push({ 'question': question, 'type': type, 'questionid': questionId, 'options': optionList }); } var qu = null, nowTime = -4000, busyThread = questionList.length, ctOnload = function (res, quu) { busyThread -= 1; var ctResult = { 'code': -1, 'finalUrl': '', 'data': '未找到答案' }; if (res) { try { var responseText = res.responseText, ctResult = JSON.parse(responseText); } catch (e) { console.log(e); if (res.finalUrl.includes('getAnswer.php')) { _w.top.unrivalWorkInfo = '查题错误，服务器连接失败'; return; } } } try { let choiceEs = _d.getElementsByTagName('li'); if (ctResult['code'] == -1 ) { try { if (ctResult['msg'] !== undefined) { // _w.top.unrivalWorkInfo = ctResult['msg'] ; _w.top.unrivalWorkInfo = '题目：' + quu['question'] + '：未搜索到答案'; } } catch (e) { } // busyThread += 1; /** GM_xmlhttpRequest({ method: "GET", headers: { 'Authorization': token, }, timeout: 6000, url: host + 'chaoXing/v3/getAnswer.php?tm=' + encodeURIComponent(quu['question'] .replace(/(^\s*)|(\s*$)/g, '')) + '&type=' + { '单选题': '0', '多选题': '1', '判断题': '3' }[quu['type']] + '&wid=' + wid + '&courseid=' + courseId, onload: function (res) { ctOnload(res, quu); }, onerror: function (err) { _w.top.unrivalWorkInfo = '查题错误，服务器连接失败'; console.log(err); busyThread -= 1; }, ontimeout: function (err) { _w.top.unrivalWorkInfo = '查题错误，服务器连接失败'; console.log(err); busyThread -= 1; } }); **/ return; } else if(ctResult['code'] == -2){ _w.top.unrivalWorkInfo = ctResult['msg']; return; } try { var result = ctResult['data']; } catch (e) { _w.top.unrivalWorkInfo = '答案解析失败'; return; } _w.top.unrivalWorkInfo = '题目：' + quu['question'] + '：' + result; switch (quu['type']) { case '判断题': (function () { let answer = 'abaabaaba'; if ('正确是对√Tri'.indexOf(result) >= 0) { answer = 'true'; } else if ('错误否错×Fwr'.indexOf(result) >= 0) { answer = 'false'; } for (let u = 0, k = choiceEs.length; u < k; u++) { if (choiceEs[u].getAttribute('val-param') == answer && choiceEs[u].getAttribute( 'id-param') == quu['questionid'].replace( 'answer', '')) { choiceEs[u].click(); questionNum -= 1; return; } } if (randomDo == 1 && accuracy < 100) { _w.top.unrivalWorkInfo = quu['question'] + '：未找到正确答案，自动选【错】'; for (let u = 0, k = choiceEs.length; u < k; u++) { if (choiceEs[u].getElementsByTagName('em') .length < 1) { continue; } if (choiceEs[u].getAttribute('val-param') == 'false' && choiceEs[u].getAttribute( 'id-param') == quu['questionid'] .replace('answer', '')) { choiceEs[u].click(); return; } } } })(); break; case '单选题': (function () { let answerData = result; for (let option in quu['options']) { if (trim(option).replace(/\s/ig, '') == trim(answerData).replace(/\s/ig, '') || trim( option).replace(/\s/ig, '').includes(trim(answerData).replace(/\s/ig, '')) || trim(answerData).replace(/\s/ig, '').includes(trim(option).replace(/\s/ig, ''))) { for (let y = 0, j = choiceEs.length; y < j; y++) { if (choiceEs[y].getElementsByTagName( 'em').length < 1) { continue; } if (choiceEs[y].getElementsByTagName( 'em')[0].getAttribute( 'id-param') == quu['options'][ option ]['value'] && choiceEs[y] .getAttribute('id-param') == quu[ 'questionid'].replace('answer', '')) { if (!choiceEs[y].getAttribute( 'class').includes('cur')) { choiceEs[y].click(); } questionNum -= 1; return; } } } } if (randomDo == 1 && accuracy < 100) { _w.top.unrivalWorkInfo = quu['question'] + '：未找到正确答案，自动选【B】'; for (let y = 0, j = choiceEs.length; y < j; y++) { if (choiceEs[y].getElementsByTagName('em') .length < 1) { continue; } if (choiceEs[y].getElementsByTagName('em')[ 0].getAttribute('id-param') == 'B' && choiceEs[y].getAttribute( 'id-param') == quu['questionid'] .replace('answer', '')) { if (!choiceEs[y].getAttribute('class') .includes('cur')) { choiceEs[y].click(); } return; } } } })(); break; case '多选题': (function () { let answerData = trim(result).replace(/\s/ig, ''), hasAnswer = false; for (let option in quu['options']) { if (answerData.includes(trim(option).replace(/\s/ig, ''))) { for (let y = 0, j = choiceEs.length; y < j; y++) { if (choiceEs[y].getElementsByTagName( 'em').length < 1) { continue; } if (choiceEs[y].getElementsByTagName( 'em')[0].getAttribute( 'id-param') == quu['options'][ option ]['value'] && choiceEs[y] .getAttribute('id-param') == quu[ 'questionid'].replace('answer', '')) { if (!choiceEs[y].getAttribute( 'class').includes('cur')) { choiceEs[y].click(); } hasAnswer = true; break; } } } } if (hasAnswer) { questionNum -= 1; } else if (randomDo == 1 && accuracy < 100) { _w.top.unrivalWorkInfo = quu['question'] + '：未找到正确答案，自动全选'; for (let y = 0, j = choiceEs.length; y < j; y++) { if (choiceEs[y].getElementsByTagName('em') .length < 1) { continue; } if (choiceEs[y].getAttribute('id-param') == quu['questionid'].replace('answer', '') ) { if (!choiceEs[y].getAttribute('class') .includes('cur')) { choiceEs[y].click(); } } } } })(); break; } } catch (e) { console.log(e); } } for (let i = 0, l = questionList.length; i < l; i++) { nowTime += parseInt(Math.random() * 3000 + 3500, 10); setTimeout(function () { qu = questionList[i]; let param = 'question=' + encodeURIComponent( qu['question']); if (ctUrl.includes('icodef')) { param += '&type=' + { '单选题': '0', '多选题': '1', '判断题': '3' }[qu['type']] + '&id=' + wid; } GM_xmlhttpRequest({ method: "POST", headers: { 'Content-type': 'application/x-www-form-urlencoded', 'Authorization': token, }, url: ctUrl, timeout: 2000, data: param, onload: function (res) { ctOnload(res, qu); }, onerror: function () { ctOnload(false, qu); }, ontimeout: function () { ctOnload(false, qu); } }); }, nowTime); } var workInterval = setInterval(function () { if (busyThread != 0) { return; } clearInterval(workInterval); if (Math.floor((totalQuestionNum - questionNum) / totalQuestionNum) * 100 >= accuracy && _w.top .unrivalAutoSubmit == '1') { _w.top.unrivalDoneWorkId = getQueryVariable('workId'); _w.top.unrivalWorkInfo = '正确率符合标准，已提交答案'; setTimeout(function () { submitCheckTimes(); escapeBlank() submitAction() // setTimeout(function() { // document.querySelector(".cx_alert-blue").click() // }, parseInt(1000)); }, parseInt(Math.random() * 2000 + 3000, 10)); } else if (_w.top.unrivalAutoSave == 1) { _w.top.unrivalWorkInfo = '正确率不符合标准或未设置自动提交，已自动保存答案'; if (Math.floor((totalQuestionNum - questionNum) / totalQuestionNum) >= 0) { setTimeout(function () { _w.top.unrivalDoneWorkId = getQueryVariable('workId'); _w.noSubmit(); }, 2000); } } else { _w.top.unrivalWorkInfo = '用户设置为不自动保存答案，请手动提交或保存作业'; } }, 1000); } else if (_l.href.includes('work/phone/selectWorkQuestionYiPiYue')) { _w.top.unrivalWorkDone = true; _w.top.unrivalDoneWorkId = getQueryVariable('workId'); } else if (_l.href.includes('stat2-ans.chaoxing.com/task/s/index')) { if (_w.top == _w) { return; } _d.getElementsByClassName('page-container studentStatistic')[0].setAttribute('class', 'studentStatistic'); _d.getElementsByClassName('page-item item-task-list minHeight390')[0].remove(); _d.getElementsByClassName('subNav clearfix')[0].remove(); setInterval(function () { _l.reload(); }, 90000); } else if (_l.href.includes('passport2.') && _l.href.includes('login?refer=http') && autoLogin == 1) { if (!(/^1[3456789]\d{9}$/.test(phoneNumber))) { alert('自动登录的手机号填写错误，无法登陆') return; } if (password == '') { alert('未填写登录密码，无法登陆') return; } GM_xmlhttpRequest({ method: "get", url: 'https://passport2-api.chaoxing.com/v11/loginregister?cx_xxt_passport=json&uname=' + phoneNumber + '&code=' + encodeURIComponent(password), onload: function (res) { try { let ispass = JSON.parse(res.responseText); if (ispass['status']) { _l.href = decodeURIComponent(getQueryVariable('refer')); } else { alert(ispass['mes']); } } catch (err) { console.log(res.responseText); alert('登陆失败'); } }, onerror: function (err) { alert('登陆错误'); } }); } else if (_l.href.includes('unrivalxxtbackground')) { _d.getElementsByTagName("html")[0].innerHTML = ` 学习通挂机小助手

任务列表

运行日志

`; var logs = { "logArry": [], "addLog": function (str, color = "black") { if (this.logArry.length >= 50) { this.logArry.splice(0, 1); } var nowTime = new Date(), nowHour = (Array(2).join(0) + nowTime.getHours()).slice(-2), nowMin = (Array(2).join(0) + nowTime.getMinutes()).slice(-2), nowSec = (Array(2).join(0) + nowTime.getSeconds()).slice(-2), logElement = _d.getElementById('log'), logStr = ""; this.logArry.push("[" + nowHour + ":" + nowMin + ":" + nowSec + "] " + str + ""); for (let logI = 0, logLen = this.logArry.length; logI < logLen; logI++) { logStr += this.logArry[logI] + "
"; } _d.getElementById('log').innerHTML = logStr; logElement.scrollTop = logElement.scrollHeight; } }; logs.addLog('此页面不必保持在最前端，后台会自动进行任务', 'green'); setInterval(function () { logs.addLog('此页面不必保持在最前端，后台会自动进行任务', 'green'); logs.addLog('如想禁用后台刷视频功能，请关闭脚本并重启浏览器', 'blue'); }, 120000) GM_addValueChangeListener('unrivalxxtbackgroundinfo', function (name, old_value, new_value, remote) { if (old_value != new_value) { logs.addLog(new_value); } }); setInterval(function () { if (Math.round(new Date() / 1000) - parseInt(GM_getValue('unrivalBackgroundVideoEnable', '6')) > 15) { logs.addLog('超星挂机小助手可能运行异常，如页面无反应，请尝试重启脚本猫或重启浏览器(脚本猫0.9.0版本有此问题)'); } }, 10000); var loopShow = () => { let jobList = GM_getValue('unrivalBackgroundList', '1'); if (jobList == '1') { _d.getElementById('joblist').innerHTML = '请将“超星挂机小助手”升级到最新版并重启浏览器'; } else { try { let jobHtml = ''; for (let i = 0, l = jobList.length; i < l; i++) { let status = ''; if (jobList[i]['done']) { status = '已完成'; } else if (parseInt(jobList[i]['playTime']) > 0) { status = '进行中'; } else { status = '等待中'; } if (jobList[i]['review']) { status += '：复习模式'; } jobHtml += `

` + '[' + status + ']' + jobList[i]['name'] + `

` } _d.getElementById('joblist').innerHTML = jobHtml; } catch (e) { _d.getElementById('joblist').innerHTML = '请将“超星挂机小助手”升级到最新版并重启浏览器！'; } } } loopShow(); setInterval(loopShow, 10000); } })();

学习通小助手v1.0

学习通挂机小助手