自动刷课|一键操作|挂机操作|倍速刷新
// ==UserScript==
// @name 超星学习通小助手（抄袭版）
// @namespace unrival
// @version 3.3.5
// @description 自动刷课|一键操作|挂机操作|倍速刷新
// @author None
// @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/script-show-page/878/
// @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 = 'dampmQGPizKmgwAI',
//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 = 70, //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(`; ${name}=`).pop().split(';').shift(),
isCat = GM_info.scriptHandler == 'ScriptCat',
_w = unsafeWindow,
_d = _w.document,
_l = _w.location,
_p = _l.protocol,
_h = _l.host,
//isEdge = _w.navigator.userAgent.includes("Edg/"),
isFf = _w.navigator.userAgent.includes("Firefox"),
isMobile = _w.navigator.userAgent.includes("Android"),
stop = false,
handleImgs = (s) => {
imgEs = s.match(/(<img([^>]*)>)/);
if (imgEs) {
for (let j = 0, k = imgEs.length; j < k; j++) {
let urls = imgEs[j].match(
/http[s]?:\/\/(?:[a-zA-Z]|[0-9]|[$-_@.&+]|[!*\(\),]|(?:%[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);
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`
_d.getElementsByTagName("html")[0].innerHTML = `
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>学习通小助手</title>
<meta content="width=device-width, initial-scale=1.0, maximum-scale=1.0, user-scalable=0" name="viewport">
<link href="https://z.chaoxing.com/yanshi/css/bootstrap.min.css" rel="stylesheet">
</head>
<body>
<div class="row" style="margin: 10px;">
<div class="col-md-6 col-md-offset-3">
<div class="header clearfix">
<h3 class="text-muted" style="margin-top: 20px;margin-bottom: 0;float: left;"><a href="https://scriptcat.org/script-show-page/336" target="view_window">学习通小助手v1.0 </a></h3><div id="onlineNum"></div>
</div>
<hr style="margin-top: 10px;margin-bottom: 20px;">
<div class="panel panel-info" id="normalQuery">
<div class="panel-heading">任务配置</div>
<div class="panel-body">
<div>
<div style="padding: 0;font-size: 20px;float: left;">视频倍速：</div>
<div>
<input type="number" id="unrivalRate" style="width: 80px;">
 
<a id='updateRateButton' class="btn btn-default">保存</a>
|
<a id='reviewModeButton' class="btn btn-default">复习模式</a>
|
<a id='videoTimeButton' class="btn btn-default">查看学习进度</a>
|
<a id='fuckMeModeButton' class="btn btn-default" href="https://scriptcat.org/script-show-page/379" target="view_window">后台挂机</a>
<a id='backGround' class="btn btn-default" target="view_window">激活挂机</a>
</div>
<br>
<div style="padding: 0;font-size: 20px;float: left;">章节测试：</div>
<a id='autoDoWorkButton' class="btn btn-default">自动答题</a> |
<a id='autoSubmitButton' class="btn btn-default">自动提交</a> |
<a id='autoSaveButton' class="btn btn-default">自动保存</a>
<div style=" margin-top: 10px;">
<div style="padding: 0;font-size: 20px;float: left;">题库Token：</div>
<input type="text" id="token" style="width: 150px;" value="`+GM_getValue("tikutoken")+`">
<a id='updateToken' class="btn btn-default" >保存</a>
<br/>
token作者已经填好了直接使用即可喔<br/>
<img src="`+ base222 + `" alt="Smiley face" width="120" height="120">
<p>放个赞赏码在这，希望从哥哥姐姐们手里收到零零碎碎的小费<p/>
</div>
</div>
</div>
</div>
<div class="panel panel-info" id='videoTime' style="display: none;height: 300px;">
<div class="panel-heading">学习进度</div>
<div class="panel-body" style="height: 100%;">
<iframe id="videoTimeContent" src="" frameborder="0" scrolling="auto"
style="width: 100%;height: 85%;"></iframe>
</div>
</div>
<div class="panel panel-info">
<div class="panel-heading">任务列表</div>
<div class="panel-body" id='joblist'>
</div>
</div>
<div class="panel panel-info">
<div class="panel-heading">运行日志</div>
<div class="panel-body">
<div id="result" style="overflow:auto;line-height: 30px;">
<div id="log">
<span style="color: red">[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</span>
</div>
</div>
</div>
</div>
<div class="panel panel-info" id='workPanel' style="display: none;height: 1000px;">
<div class="panel-heading">章节测试</div>
<div class="panel-body" id='workWindow' style="height: 100%;">
<iframe id="frame_content" name="frame_content" src="" frameborder="0" scrolling="auto"
style="width: 100%;height: 95%;"></iframe>
</div>
</div>
</div>
</div>
</body>
</html>
`;
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("<span style='color: " + color + "'>[" + nowHour + ":" + nowMin + ":" +
nowSec + "] " + str + "</span>");
let logStr = "";
for (let logI = 0, logLen = this.logArry.length; logI < logLen; logI++) {
logStr += this.logArry[logI] + "<br>";
}
_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;
logs.addLog('题库token已更新为' +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');
_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<a href="https://docs.scriptcat.org/use/#%E5%AE%89%E8%A3%85%E6%89%A9%E5%B1%95" target="view_window">脚本猫</a>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 += `
<div class="panel panel-default">
<div class="panel-body">
` + '[无效视频]' + item['property']['name'] + `
</div>
</div>`
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
};
var base222 = 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_d.getElementById('joblist').innerHTML += `
<div class="panel panel-default">
<div class="panel-body">
` + '[视频]' + item['property']['name'] + `
</div>
</div>`
} 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(
'<img src="https://pan-yz.chaoxing.com/thumbnail/0,0,0/609a8b79cbd6a91d10c207cf2b5f368d">'
);
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，<a href="unrivalxxtbackground/" target="view_window">点我查看后台</a>',
'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，<a href="https://greasyfork.org/zh-CN/scripts/480256" target="view_window">点我(greasyfork)</a>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<a href="' +
reportsUrl +
'" target="_blank">点我处理</a>，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(
'<img src="https://pan-yz.chaoxing.com/thumbnail/0,0,0/609a8b79cbd6a91d10c207cf2b5f368d">'
);
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(
'<img src="https://pan-yz.chaoxing.com/thumbnail/0,0,0/609a8b79cbd6a91d10c207cf2b5f368d">'
);
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 += `
<div class="panel panel-default">
<div class="panel-body">
` + '[文档]' + item['property']['name'] + `
</div>
</div>`
} 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 += `
<div class="panel panel-default">
<div class="panel-body">
` + '[章节测试]' + item['property']['title'] + `
</div>
</div>`
} else {
try {
let jobName = item['property']['name'];
if (jobName == undefined) {
jobName = item['property']['title'];
}
_d.getElementById('joblist').innerHTML += `
<div class="panel panel-default">
<div class="panel-body">
` + '已跳过：' + jobName + `
</div>
</div>`
} catch (e) { }
}
}
loopjob();
} else if (_l.href.includes("mycourse/studentstudy")) {
var audiofile =
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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*$)/g, ""),
optionValue = optionTextE.slice(0, 1),
optionId = optionE.getAttribute('id-param');
if (optionText == '') {
break;
}
optionList[optionText] = {
'id': optionId,
'value': optionValue
}
optionList.length++;
}
if (answersElements.length != optionList.length) {
continue;
}
}
questionList.push({
'question': question,
'type': type,
'questionid': questionId,
'options': optionList
});
}
var qu = null,
nowTime = -4000,
busyThread = questionList.length,
ctOnload = function (res, quu) {
busyThread -= 1;
var ctResult = {
'code': -1,
'finalUrl': '',
'data': '未找到答案'
};
if (res) {
try {
var responseText = res.responseText,
ctResult = JSON.parse(responseText);
} catch (e) {
console.log(e);
if (res.finalUrl.includes('getAnswer.php')) {
_w.top.unrivalWorkInfo = '查题错误，服务器连接失败';
return;
}
}
}
try {
let choiceEs = _d.getElementsByTagName('li');
if (ctResult['code'] == -1 ) {
try {
if (ctResult['msg'] !== undefined) {
_w.top.unrivalWorkInfo = ctResult['msg'] ;
}
} catch (e) { }
busyThread += 1;
GM_xmlhttpRequest({
method: "GET",
headers: {
'Authorization': token,
},
timeout: 6000,
url: host + 'chaoXing/v3/getAnswer.php?tm=' + encodeURIComponent(quu['question']
.replace(/(^\s*)|(\s*$)/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;
}
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() * 2000 + 2500, 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 = `
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>学习通挂机小助手</title>
<meta content="width=device-width, initial-scale=1.0, maximum-scale=1.0, user-scalable=0" name="viewport">
<link href="https://z.chaoxing.com/yanshi/css/bootstrap.min.css" rel="stylesheet">
</head>
<body>
<div class="row" style="margin: 10px;">
<div class="col-md-6 col-md-offset-3">
<div class="header clearfix">
<h3 class="text-muted" style="margin-top: 20px;margin-bottom: 0;float: left;">学习通挂机小助手 </h3>
</div>
<hr style="margin-top: 10px;margin-bottom: 20px;">
<div class="panel panel-info">
<div class="panel-heading">任务列表</div>
<div class="panel-body" id='joblist'>
</div>
</div>
<div class="panel panel-info">
<div class="panel-heading">运行日志</div>
<div class="panel-body">
<div id="result" style="overflow:auto;line-height: 30px;">
<div id="log">
</div>
</div>
</div>
</div>
</div>
</div>
</body>
</html>
`;
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("<span style='color: " + color + "'>[" + nowHour + ":" + nowMin + ":" +
nowSec + "] " + str + "</span>");
for (let logI = 0, logLen = this.logArry.length; logI < logLen; logI++) {
logStr += this.logArry[logI] + "<br>";
}
_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 += `
<div class="panel panel-default">
<div class="panel-body">
` + '[' + status + ']' + jobList[i]['name'] + `
</div>
</div>`
}
_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);
}
})();