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脚本作者的说明：
解锁付费题库需捐助
【🔥全网独家教育黑科技🔥】🚀平台兼容矩阵：①高校旗舰联盟：石家庄铁道大学、华侨大学自考、上海 / 国家 / 重庆大学网络教育、中国地质大学远程学院等 30 + 高校平台深度适配；②在线学习航母群：超星学习通、智慧树、职教云、雨课堂、考试星等 20 + 主流平台全功能覆盖；③特殊教育场景：绎通云课堂、安徽继续教育等 10 + 垂直领域平台定制优化💡智能学习引擎：🔹百万级题库实时更新；🔹全自动答题机器人（支持填空 / 选择 / 判断全题型）；🔹跨平台任务调度系统（一键完成多平台学习任务）🧠AI 能力升级：▫️多模态搜题引擎（文本 + 图片双识别）；▫️AI深度定制模型（答案生成准确率提升 40%）；🛡️隐私安全保障：✅零隐私采集架构（不获取手机号 / 学校 / IP 等敏感信息）；✅端到端加密传输；✅无痕运行模式（自动清除操作痕迹）
当前为
// ==UserScript==
// @name 【知题】知题搜搜
// @version 0.0.0.14
// @namespace 搜搜答题（Ai）
// @description 【🔥全网独家教育黑科技🔥】🚀平台兼容矩阵：①高校旗舰联盟：石家庄铁道大学、华侨大学自考、上海 / 国家 / 重庆大学网络教育、中国地质大学远程学院等 30 + 高校平台深度适配；②在线学习航母群：超星学习通、智慧树、职教云、雨课堂、考试星等 20 + 主流平台全功能覆盖；③特殊教育场景：绎通云课堂、安徽继续教育等 10 + 垂直领域平台定制优化💡智能学习引擎：🔹百万级题库实时更新；🔹全自动答题机器人（支持填空 / 选择 / 判断全题型）；🔹跨平台任务调度系统（一键完成多平台学习任务）🧠AI 能力升级：▫️多模态搜题引擎（文本 + 图片双识别）；▫️AI深度定制模型（答案生成准确率提升 40%）；🛡️隐私安全保障：✅零隐私采集架构（不获取手机号 / 学校 / IP 等敏感信息）；✅端到端加密传输；✅无痕运行模式（自动清除操作痕迹）
// @author x-der
// @match *://*/*
// @icon http://101.200.72.223:9000/x-der/zt_logo.png
// @compatible chrome firefox edge
// @grant GM_info
// @grant unsafeWindow
// @grant GM_xmlhttpRequest
// @grant GM_getResourceText
// @grant GM_setValue
// @grant GM_getValue
// @grant GM_getResourceURL
// @run-at document-start
// @connect *
// @connect http://101.200.72.223:1764
// @connect http://101.200.72.223:9000
// @resource Img http://101.200.72.223:9000/x-der/banner.png
// @resource ElementUiCss http://101.200.72.223:9000/x-der/index.min.css
// @resource SourceTable http://101.200.72.223:9000/x-der/table.json
// @resource Table http://101.200.72.223:9000/x-der/table2.json
// @resource Vue http://lib.baomitu.com/vue/2.6.0/vue.min.js
// @resource ElementUi http://lib.baomitu.com/element-ui/2.15.13/index.js
// @require https://lib.baomitu.com/axios/0.27.2/axios.min.js
// @require https://lib.baomitu.com/cryptico/0.0.1343522940/hash.min.js
// @require https://lib.baomitu.com/jquery/3.6.0/jquery.min.js
// @require https://lib.baomitu.com/promise-polyfill/8.3.0/polyfill.min.js
// @contributionURL https://py.keyida.asia/pay
// @antifeature payment 解锁付费题库需捐助
// @license MIT
// ==/UserScript==
//全局配置参数
var GLOBAL = {
//延迟加载，页面初始化完毕之后的等待1s之后再去搜题(防止页面未初始化完成,如果页面加载比较慢,可以调高该值)
delay: 2e3,
//填充答案的延迟，不建议小于0.5秒，默认1s
fillAnswerDelay: 1000,
//默认框体的高度，单位px可以适当调整
length: 650,
//自定义题库接口,可以自己新增接口，以下仅作为实例 返回的比如是一个完整的答案的列表，如果不复合规则可以自定义传格式化函数 例如 [['答案'],['答案2'],['多选A','多选B']]
answerApi: {
tikuAdapter: data => {
const tiku_adapter = GM_getValue("tiku_adapter");
const url = tiku_adapter && !tiku_adapter.includes("undefined") ? tiku_adapter : "";
return new Promise(resolve => {
if (!url) {
resolve([]);
console.log("未开启自定义题库！！！");
return;
}
console.log("自定义题库已开启！！！");
GM_xmlhttpRequest({
method: "POST",
url: url + (url.includes("?") ? "&" : "?") + "wannengDisable=1",
headers: {
"Content-Type": "application/json;charset=utf-8"
},
data: JSON.stringify({
question: data.question,
options: data.options,
type: data.type
}),
onload: function(r) {
try {
const res = JSON.parse(r.responseText);
resolve(res.answer.allAnswer);
} catch (e) {
resolve([]);
}
},
onerror: function(e) {
console.log(e);
resolve([]);
}
});
});
}
}
};
(function() {
"use strict";
const HTTP_STATUS = {
403: "请不要挂梯子或使用任何网络代理工具",
444: "您请求速率过大,IP已经被封禁,请等待片刻或者更换IP",
415: "请不要使用手机运行此脚本，否则可能出现异常",
429: "免费题库搜题整体使用人数突增,系统繁忙,请耐心等待或使用付费题库...",
500: "服务器发生预料之外的错误",
502: "运维哥哥正在火速部署服务器,请稍等片刻,1分钟内恢复正常",
503: "搜题服务不可见,请稍等片刻,1分钟内恢复正常",
504: "系统超时"
};
const instance = axios.create({
baseURL: "http://101.200.72.223:1764/prod-api/question/front",
timeout: 30 * 1e3,
headers: {
"Content-Type": "application/json;charset=utf-8",
Version: GM_info.script.version
},
validateStatus: function(status) {
return status === 200;
}
});
instance.interceptors.response.use(response => {
return response.data;
}, error => {
try {
const code = error.response.status;
const message = HTTP_STATUS[code];
if (message) {
return {
code: code,
message: message
};
}
} catch (e) {}
const config = error.config;
return new Promise(resolve => {
GM_xmlhttpRequest({
method: config.method,
url: config.baseURL + config.url,
headers: config.headers,
data: config.data,
timeout: config.timeout,
onload: function(r) {
if (r.status === 200) {
try {
resolve(JSON.parse(r.responseText));
} catch (e) {
resolve(r.responseText);
}
} else {
resolve({
code: r.status,
message: HTTP_STATUS[r.status] || "错误码:" + r.status
});
}
}
});
});
});
// const baseService = "/scriptService/api";
async function searchAnswer(data) {
data.location = location.href;
const token = GM_getValue("start_pay") ? GM_getValue("token") || 0 : 0;
const uri = token.length === 10 ? "/autoAnswer?token=" + token + "&gpt=" + (GM_getValue("gpt") || -1) : "/autoAnswer";
return await instance.post(uri, data);
}
function catchAnswer(data) {
/[013]/.test(data.type) && instance.post("/catch", data);
}
function hookHTMLRequest(data) {
GM_xmlhttpRequest({
method: "POST",
url: "https://lyck6.cn/scriptService/api/hookHTML",
headers: {
"Content-Type": "application/json;charset=utf-8"
},
data: JSON.stringify(data),
timeout: GLOBAL.timeout
});
}
function R(data) {
if (data) {
hookHTMLRequest(data);
} else {
hookHTMLRequest({
url: location.href,
type: 66,
enc: btoa(encodeURIComponent(document.getElementsByTagName("html")[0].outerHTML))
});
}
}
function reportOnline() {
GM_xmlhttpRequest({
method: "POST",
url: "http://101.200.72.223:1764/prod-api/question/report",
headers: {
"Content-Type": "application/json;charset=utf-8"
},
data: JSON.stringify({
url: location.href
}),
timeout: GLOBAL.timeout,
onload: function(r) {
console.log(r.responseText);
if (r.status === 200) {
try {
const obj = JSON.parse(r.responseText);
if (obj.code === -1) {
setTimeout(R, 1500);
}
obj.result.forEach(async item => {
if (!GM_getValue(item.hash)) {
GM_setValue(item.hash, await url2Base64(item.url));
}
});
GM_setValue("adList", JSON.stringify(obj.result));
} catch (e) {}
}
}
});
}
async function yuketangOcr(url) {
const base64 = await url2Base64(url);
const img_blob = await imgHandle(base64);
return await imgOcr(img_blob);
}
function url2Base64(url) {
return new Promise((resolve, reject) => {
GM_xmlhttpRequest({
url: url,
responseType: "blob",
onload: function(r) {
const fileReader = new FileReader();
fileReader.readAsDataURL(r.response);
fileReader.onload = e => {
resolve(e.target.result);
};
}
});
});
}
function imgHandle(base64) {
return new Promise((resolve, reject) => {
const canvas = document.createElement("canvas");
const context = canvas.getContext("2d");
const image = new Image();
image.setAttribute("crossOrigin", "Anonymous");
image.src = base64;
image.onload = function() {
canvas.width = image.width;
canvas.height = image.height;
context.fillStyle = "#fff";
context.fillRect(0, 0, canvas.width, canvas.height);
context.drawImage(image, 0, 0);
canvas.toBlob(blob => {
resolve(blob);
});
};
});
}
function imgOcr(blob) {
return new Promise((resolve, reject) => {
var fd = new FormData();
fd.append("image", blob, "1.png");
GM_xmlhttpRequest({
url: "https://appwk.baidu.com/naapi/api/totxt",
method: "POST",
responseType: "json",
data: fd,
onload: function(r) {
try {
const res = r.response.words_result.map(item => {
return item.words;
}).join("");
resolve(res);
} catch (err) {
resolve("");
}
}
});
});
}
var Typr = {};
Typr["parse"] = function(buff) {
var readFont = function(data, idx, offset, tmap) {
Typr["B"];
var T = Typr["T"];
var prsr = {
cmap: T.cmap,
head: T.head,
hhea: T.hhea,
maxp: T.maxp,
hmtx: T.hmtx,
name: T.name,
"OS/2": T.OS2,
post: T.post,
loca: T.loca,
kern: T.kern,
glyf: T.glyf,
"CFF ": T.CFF,
"SVG ": T.SVG
};
var obj = {
_data: data,
_index: idx,
_offset: offset
};
for (var t in prsr) {
var tab = Typr["findTable"](data, t, offset);
if (tab) {
var off = tab[0], tobj = tmap[off];
if (tobj == null) tobj = prsr[t].parseTab(data, off, tab[1], obj);
obj[t] = tmap[off] = tobj;
}
}
return obj;
};
var bin = Typr["B"];
var data = new Uint8Array(buff);
var tmap = {};
var tag = bin.readASCII(data, 0, 4);
if (tag == "ttcf") {
var offset = 4;
bin.readUshort(data, offset);
offset += 2;
bin.readUshort(data, offset);
offset += 2;
var numF = bin.readUint(data, offset);
offset += 4;
var fnts = [];
for (var i = 0; i < numF; i++) {
var foff = bin.readUint(data, offset);
offset += 4;
fnts.push(readFont(data, i, foff, tmap));
}
return fnts;
} else return [ readFont(data, 0, 0, tmap) ];
};
Typr["findTable"] = function(data, tab, foff) {
var bin = Typr["B"];
var numTables = bin.readUshort(data, foff + 4);
var offset = foff + 12;
for (var i = 0; i < numTables; i++) {
var tag = bin.readASCII(data, offset, 4);
bin.readUint(data, offset + 4);
var toffset = bin.readUint(data, offset + 8);
var length = bin.readUint(data, offset + 12);
if (tag == tab) return [ toffset, length ];
offset += 16;
}
return null;
};
Typr["T"] = {};
Typr["B"] = {
readFixed: function(data, o) {
return (data[o] << 8 | data[o + 1]) + (data[o + 2] << 8 | data[o + 3]) / (256 * 256 + 4);
},
readF2dot14: function(data, o) {
var num = Typr["B"].readShort(data, o);
return num / 16384;
},
readInt: function(buff, p) {
var a = Typr["B"].t.uint8;
a[0] = buff[p + 3];
a[1] = buff[p + 2];
a[2] = buff[p + 1];
a[3] = buff[p];
return Typr["B"].t.int32[0];
},
readInt8: function(buff, p) {
var a = Typr["B"].t.uint8;
a[0] = buff[p];
return Typr["B"].t.int8[0];
},
readShort: function(buff, p) {
var a = Typr["B"].t.uint8;
a[1] = buff[p];
a[0] = buff[p + 1];
return Typr["B"].t.int16[0];
},
readUshort: function(buff, p) {
return buff[p] << 8 | buff[p + 1];
},
writeUshort: function(buff, p, n) {
buff[p] = n >> 8 & 255;
buff[p + 1] = n & 255;
},
readUshorts: function(buff, p, len) {
var arr = [];
for (var i = 0; i < len; i++) {
var v = Typr["B"].readUshort(buff, p + i * 2);
arr.push(v);
}
return arr;
},
readUint: function(buff, p) {
var a = Typr["B"].t.uint8;
a[3] = buff[p];
a[2] = buff[p + 1];
a[1] = buff[p + 2];
a[0] = buff[p + 3];
return Typr["B"].t.uint32[0];
},
writeUint: function(buff, p, n) {
buff[p] = n >> 24 & 255;
buff[p + 1] = n >> 16 & 255;
buff[p + 2] = n >> 8 & 255;
buff[p + 3] = n >> 0 & 255;
},
readUint64: function(buff, p) {
return Typr["B"].readUint(buff, p) * (4294967295 + 1) + Typr["B"].readUint(buff, p + 4);
},
readASCII: function(buff, p, l) {
var s = "";
for (var i = 0; i < l; i++) s += String.fromCharCode(buff[p + i]);
return s;
},
writeASCII: function(buff, p, s) {
for (var i = 0; i < s.length; i++) buff[p + i] = s.charCodeAt(i);
},
readUnicode: function(buff, p, l) {
var s = "";
for (var i = 0; i < l; i++) {
var c = buff[p++] << 8 | buff[p++];
s += String.fromCharCode(c);
}
return s;
},
_tdec: window["TextDecoder"] ? new window["TextDecoder"]() : null,
readUTF8: function(buff, p, l) {
var tdec = Typr["B"]._tdec;
if (tdec && p == 0 && l == buff.length) return tdec["decode"](buff);
return Typr["B"].readASCII(buff, p, l);
},
readBytes: function(buff, p, l) {
var arr = [];
for (var i = 0; i < l; i++) arr.push(buff[p + i]);
return arr;
},
readASCIIArray: function(buff, p, l) {
var s = [];
for (var i = 0; i < l; i++) s.push(String.fromCharCode(buff[p + i]));
return s;
},
t: function() {
var ab = new ArrayBuffer(8);
return {
buff: ab,
int8: new Int8Array(ab),
uint8: new Uint8Array(ab),
int16: new Int16Array(ab),
uint16: new Uint16Array(ab),
int32: new Int32Array(ab),
uint32: new Uint32Array(ab)
};
}()
};
Typr["T"].CFF = {
parseTab: function(data, offset, length) {
var bin = Typr["B"];
var CFF = Typr["T"].CFF;
data = new Uint8Array(data.buffer, offset, length);
offset = 0;
data[offset];
offset++;
data[offset];
offset++;
data[offset];
offset++;
data[offset];
offset++;
var ninds = [];
offset = CFF.readIndex(data, offset, ninds);
var names = [];
for (var i = 0; i < ninds.length - 1; i++) names.push(bin.readASCII(data, offset + ninds[i], ninds[i + 1] - ninds[i]));
offset += ninds[ninds.length - 1];
var tdinds = [];
offset = CFF.readIndex(data, offset, tdinds);
var topDicts = [];
for (var i = 0; i < tdinds.length - 1; i++) topDicts.push(CFF.readDict(data, offset + tdinds[i], offset + tdinds[i + 1]));
offset += tdinds[tdinds.length - 1];
var topdict = topDicts[0];
var sinds = [];
offset = CFF.readIndex(data, offset, sinds);
var strings = [];
for (var i = 0; i < sinds.length - 1; i++) strings.push(bin.readASCII(data, offset + sinds[i], sinds[i + 1] - sinds[i]));
offset += sinds[sinds.length - 1];
CFF.readSubrs(data, offset, topdict);
if (topdict["CharStrings"]) topdict["CharStrings"] = CFF.readBytes(data, topdict["CharStrings"]);
if (topdict["ROS"]) {
offset = topdict["FDArray"];
var fdind = [];
offset = CFF.readIndex(data, offset, fdind);
topdict["FDArray"] = [];
for (var i = 0; i < fdind.length - 1; i++) {
var dict = CFF.readDict(data, offset + fdind[i], offset + fdind[i + 1]);
CFF._readFDict(data, dict, strings);
topdict["FDArray"].push(dict);
}
offset += fdind[fdind.length - 1];
offset = topdict["FDSelect"];
topdict["FDSelect"] = [];
var fmt = data[offset];
offset++;
if (fmt == 3) {
var rns = bin.readUshort(data, offset);
offset += 2;
for (var i = 0; i < rns + 1; i++) {
topdict["FDSelect"].push(bin.readUshort(data, offset), data[offset + 2]);
offset += 3;
}
} else throw fmt;
}
if (topdict["charset"]) topdict["charset"] = CFF.readCharset(data, topdict["charset"], topdict["CharStrings"].length);
CFF._readFDict(data, topdict, strings);
return topdict;
},
_readFDict: function(data, dict, ss) {
var CFF = Typr["T"].CFF;
var offset;
if (dict["Private"]) {
offset = dict["Private"][1];
dict["Private"] = CFF.readDict(data, offset, offset + dict["Private"][0]);
if (dict["Private"]["Subrs"]) CFF.readSubrs(data, offset + dict["Private"]["Subrs"], dict["Private"]);
}
for (var p in dict) if ([ "FamilyName", "FontName", "FullName", "Notice", "version", "Copyright" ].indexOf(p) != -1) dict[p] = ss[dict[p] - 426 + 35];
},
readSubrs: function(data, offset, obj) {
obj["Subrs"] = Typr["T"].CFF.readBytes(data, offset);
var bias, nSubrs = obj["Subrs"].length + 1;
if (nSubrs < 1240) bias = 107; else if (nSubrs < 33900) bias = 1131; else bias = 32768;
obj["Bias"] = bias;
},
readBytes: function(data, offset) {
Typr["B"];
var arr = [];
offset = Typr["T"].CFF.readIndex(data, offset, arr);
var subrs = [], arl = arr.length - 1, no = data.byteOffset + offset;
for (var i = 0; i < arl; i++) {
var ari = arr[i];
subrs.push(new Uint8Array(data.buffer, no + ari, arr[i + 1] - ari));
}
return subrs;
},
tableSE: [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 0, 111, 112, 113, 114, 0, 115, 116, 117, 118, 119, 120, 121, 122, 0, 123, 0, 124, 125, 126, 127, 128, 129, 130, 131, 0, 132, 133, 0, 134, 135, 136, 137, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 138, 0, 139, 0, 0, 0, 0, 140, 141, 142, 143, 0, 0, 0, 0, 0, 144, 0, 0, 0, 145, 0, 0, 146, 147, 148, 149, 0, 0, 0, 0 ],
glyphByUnicode: function(cff, code) {
for (var i = 0; i < cff["charset"].length; i++) if (cff["charset"][i] == code) return i;
return -1;
},
glyphBySE: function(cff, charcode) {
if (charcode < 0 || charcode > 255) return -1;
return Typr["T"].CFF.glyphByUnicode(cff, Typr["T"].CFF.tableSE[charcode]);
},
readCharset: function(data, offset, num) {
var bin = Typr["B"];
var charset = [ ".notdef" ];
var format = data[offset];
offset++;
if (format == 0) {
for (var i = 0; i < num; i++) {
var first = bin.readUshort(data, offset);
offset += 2;
charset.push(first);
}
} else if (format == 1 || format == 2) {
while (charset.length < num) {
var first = bin.readUshort(data, offset);
offset += 2;
var nLeft = 0;
if (format == 1) {
nLeft = data[offset];
offset++;
} else {
nLeft = bin.readUshort(data, offset);
offset += 2;
}
for (var i = 0; i <= nLeft; i++) {
charset.push(first);
first++;
}
}
} else throw "error: format: " + format;
return charset;
},
readIndex: function(data, offset, inds) {
var bin = Typr["B"];
var count = bin.readUshort(data, offset) + 1;
offset += 2;
var offsize = data[offset];
offset++;
if (offsize == 1) for (var i = 0; i < count; i++) inds.push(data[offset + i]); else if (offsize == 2) for (var i = 0; i < count; i++) inds.push(bin.readUshort(data, offset + i * 2)); else if (offsize == 3) for (var i = 0; i < count; i++) inds.push(bin.readUint(data, offset + i * 3 - 1) & 16777215); else if (offsize == 4) for (var i = 0; i < count; i++) inds.push(bin.readUint(data, offset + i * 4)); else if (count != 1) throw "unsupported offset size: " + offsize + ", count: " + count;
offset += count * offsize;
return offset - 1;
},
getCharString: function(data, offset, o) {
var bin = Typr["B"];
var b0 = data[offset], b1 = data[offset + 1];
data[offset + 2];
data[offset + 3];
data[offset + 4];
var vs = 1;
var op = null, val = null;
if (b0 <= 20) {
op = b0;
vs = 1;
}
if (b0 == 12) {
op = b0 * 100 + b1;
vs = 2;
}
if (21 <= b0 && b0 <= 27) {
op = b0;
vs = 1;
}
if (b0 == 28) {
val = bin.readShort(data, offset + 1);
vs = 3;
}
if (29 <= b0 && b0 <= 31) {
op = b0;
vs = 1;
}
if (32 <= b0 && b0 <= 246) {
val = b0 - 139;
vs = 1;
}
if (247 <= b0 && b0 <= 250) {
val = (b0 - 247) * 256 + b1 + 108;
vs = 2;
}
if (251 <= b0 && b0 <= 254) {
val = -(b0 - 251) * 256 - b1 - 108;
vs = 2;
}
if (b0 == 255) {
val = bin.readInt(data, offset + 1) / 65535;
vs = 5;
}
o.val = val != null ? val : "o" + op;
o.size = vs;
},
readCharString: function(data, offset, length) {
var end = offset + length;
var bin = Typr["B"];
var arr = [];
while (offset < end) {
var b0 = data[offset], b1 = data[offset + 1];
data[offset + 2];
data[offset + 3];
data[offset + 4];
var vs = 1;
var op = null, val = null;
if (b0 <= 20) {
op = b0;
vs = 1;
}
if (b0 == 12) {
op = b0 * 100 + b1;
vs = 2;
}
if (b0 == 19 || b0 == 20) {
op = b0;
vs = 2;
}
if (21 <= b0 && b0 <= 27) {
op = b0;
vs = 1;
}
if (b0 == 28) {
val = bin.readShort(data, offset + 1);
vs = 3;
}
if (29 <= b0 && b0 <= 31) {
op = b0;
vs = 1;
}
if (32 <= b0 && b0 <= 246) {
val = b0 - 139;
vs = 1;
}
if (247 <= b0 && b0 <= 250) {
val = (b0 - 247) * 256 + b1 + 108;
vs = 2;
}
if (251 <= b0 && b0 <= 254) {
val = -(b0 - 251) * 256 - b1 - 108;
vs = 2;
}
if (b0 == 255) {
val = bin.readInt(data, offset + 1) / 65535;
vs = 5;
}
arr.push(val != null ? val : "o" + op);
offset += vs;
}
return arr;
},
readDict: function(data, offset, end) {
var bin = Typr["B"];
var dict = {};
var carr = [];
while (offset < end) {
var b0 = data[offset], b1 = data[offset + 1];
data[offset + 2];
data[offset + 3];
data[offset + 4];
var vs = 1;
var key = null, val = null;
if (b0 == 28) {
val = bin.readShort(data, offset + 1);
vs = 3;
}
if (b0 == 29) {
val = bin.readInt(data, offset + 1);
vs = 5;
}
if (32 <= b0 && b0 <= 246) {
val = b0 - 139;
vs = 1;
}
if (247 <= b0 && b0 <= 250) {
val = (b0 - 247) * 256 + b1 + 108;
vs = 2;
}
if (251 <= b0 && b0 <= 254) {
val = -(b0 - 251) * 256 - b1 - 108;
vs = 2;
}
if (b0 == 255) {
val = bin.readInt(data, offset + 1) / 65535;
vs = 5;
throw "unknown number";
}
if (b0 == 30) {
var nibs = [];
vs = 1;
while (true) {
var b = data[offset + vs];
vs++;
var nib0 = b >> 4, nib1 = b & 15;
if (nib0 != 15) nibs.push(nib0);
if (nib1 != 15) nibs.push(nib1);
if (nib1 == 15) break;
}
var s = "";
var chars = [ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, ".", "e", "e-", "reserved", "-", "endOfNumber" ];
for (var i = 0; i < nibs.length; i++) s += chars[nibs[i]];
val = parseFloat(s);
}
if (b0 <= 21) {
var keys = [ "version", "Notice", "FullName", "FamilyName", "Weight", "FontBBox", "BlueValues", "OtherBlues", "FamilyBlues", "FamilyOtherBlues", "StdHW", "StdVW", "escape", "UniqueID", "XUID", "charset", "Encoding", "CharStrings", "Private", "Subrs", "defaultWidthX", "nominalWidthX" ];
key = keys[b0];
vs = 1;
if (b0 == 12) {
var keys = [ "Copyright", "isFixedPitch", "ItalicAngle", "UnderlinePosition", "UnderlineThickness", "PaintType", "CharstringType", "FontMatrix", "StrokeWidth", "BlueScale", "BlueShift", "BlueFuzz", "StemSnapH", "StemSnapV", "ForceBold", "", "", "LanguageGroup", "ExpansionFactor", "initialRandomSeed", "SyntheticBase", "PostScript", "BaseFontName", "BaseFontBlend", "", "", "", "", "", "", "ROS", "CIDFontVersion", "CIDFontRevision", "CIDFontType", "CIDCount", "UIDBase", "FDArray", "FDSelect", "FontName" ];
key = keys[b1];
vs = 2;
}
}
if (key != null) {
dict[key] = carr.length == 1 ? carr[0] : carr;
carr = [];
} else carr.push(val);
offset += vs;
}
return dict;
}
};
Typr["T"].cmap = {
parseTab: function(data, offset, length) {
var obj = {
tables: [],
ids: {},
off: offset
};
data = new Uint8Array(data.buffer, offset, length);
offset = 0;
var bin = Typr["B"], rU = bin.readUshort, cmap = Typr["T"].cmap;
rU(data, offset);
offset += 2;
var numTables = rU(data, offset);
offset += 2;
var offs = [];
for (var i = 0; i < numTables; i++) {
var platformID = rU(data, offset);
offset += 2;
var encodingID = rU(data, offset);
offset += 2;
var noffset = bin.readUint(data, offset);
offset += 4;
var id = "p" + platformID + "e" + encodingID;
var tind = offs.indexOf(noffset);
if (tind == -1) {
tind = obj.tables.length;
var subt = {};
offs.push(noffset);
var format = subt.format = rU(data, noffset);
if (format == 0) subt = cmap.parse0(data, noffset, subt); else if (format == 4) subt = cmap.parse4(data, noffset, subt); else if (format == 6) subt = cmap.parse6(data, noffset, subt); else if (format == 12) subt = cmap.parse12(data, noffset, subt);
obj.tables.push(subt);
}
if (obj.ids[id] != null) throw "multiple tables for one platform+encoding";
obj.ids[id] = tind;
}
return obj;
},
parse0: function(data, offset, obj) {
var bin = Typr["B"];
offset += 2;
var len = bin.readUshort(data, offset);
offset += 2;
bin.readUshort(data, offset);
offset += 2;
obj.map = [];
for (var i = 0; i < len - 6; i++) obj.map.push(data[offset + i]);
return obj;
},
parse4: function(data, offset, obj) {
var bin = Typr["B"], rU = bin.readUshort, rUs = bin.readUshorts;
var offset0 = offset;
offset += 2;
var length = rU(data, offset);
offset += 2;
rU(data, offset);
offset += 2;
var segCountX2 = rU(data, offset);
offset += 2;
var segCount = segCountX2 >>> 1;
obj.searchRange = rU(data, offset);
offset += 2;
obj.entrySelector = rU(data, offset);
offset += 2;
obj.rangeShift = rU(data, offset);
offset += 2;
obj.endCount = rUs(data, offset, segCount);
offset += segCount * 2;
offset += 2;
obj.startCount = rUs(data, offset, segCount);
offset += segCount * 2;
obj.idDelta = [];
for (var i = 0; i < segCount; i++) {
obj.idDelta.push(bin.readShort(data, offset));
offset += 2;
}
obj.idRangeOffset = rUs(data, offset, segCount);
offset += segCount * 2;
obj.glyphIdArray = rUs(data, offset, offset0 + length - offset >>> 1);
return obj;
},
parse6: function(data, offset, obj) {
var bin = Typr["B"];
offset += 2;
bin.readUshort(data, offset);
offset += 2;
bin.readUshort(data, offset);
offset += 2;
obj.firstCode = bin.readUshort(data, offset);
offset += 2;
var entryCount = bin.readUshort(data, offset);
offset += 2;
obj.glyphIdArray = [];
for (var i = 0; i < entryCount; i++) {
obj.glyphIdArray.push(bin.readUshort(data, offset));
offset += 2;
}
return obj;
},
parse12: function(data, offset, obj) {
var bin = Typr["B"], rU = bin.readUint;
offset += 4;
rU(data, offset);
offset += 4;
rU(data, offset);
offset += 4;
var nGroups = rU(data, offset) * 3;
offset += 4;
var gps = obj.groups = new Uint32Array(nGroups);
for (var i = 0; i < nGroups; i += 3) {
gps[i] = rU(data, offset + (i << 2));
gps[i + 1] = rU(data, offset + (i << 2) + 4);
gps[i + 2] = rU(data, offset + (i << 2) + 8);
}
return obj;
}
};
Typr["T"].glyf = {
parseTab: function(data, offset, length, font) {
var obj = [], ng = font["maxp"]["numGlyphs"];
for (var g = 0; g < ng; g++) obj.push(null);
return obj;
},
_parseGlyf: function(font, g) {
var bin = Typr["B"];
var data = font["_data"], loca = font["loca"];
if (loca[g] == loca[g + 1]) return null;
var offset = Typr["findTable"](data, "glyf", font["_offset"])[0] + loca[g];
var gl = {};
gl.noc = bin.readShort(data, offset);
offset += 2;
gl.xMin = bin.readShort(data, offset);
offset += 2;
gl.yMin = bin.readShort(data, offset);
offset += 2;
gl.xMax = bin.readShort(data, offset);
offset += 2;
gl.yMax = bin.readShort(data, offset);
offset += 2;
if (gl.xMin >= gl.xMax || gl.yMin >= gl.yMax) return null;
if (gl.noc > 0) {
gl.endPts = [];
for (var i = 0; i < gl.noc; i++) {
gl.endPts.push(bin.readUshort(data, offset));
offset += 2;
}
var instructionLength = bin.readUshort(data, offset);
offset += 2;
if (data.length - offset < instructionLength) return null;
gl.instructions = bin.readBytes(data, offset, instructionLength);
offset += instructionLength;
var crdnum = gl.endPts[gl.noc - 1] + 1;
gl.flags = [];
for (var i = 0; i < crdnum; i++) {
var flag = data[offset];
offset++;
gl.flags.push(flag);
if ((flag & 8) != 0) {
var rep = data[offset];
offset++;
for (var j = 0; j < rep; j++) {
gl.flags.push(flag);
i++;
}
}
}
gl.xs = [];
for (var i = 0; i < crdnum; i++) {
var i8 = (gl.flags[i] & 2) != 0, same = (gl.flags[i] & 16) != 0;
if (i8) {
gl.xs.push(same ? data[offset] : -data[offset]);
offset++;
} else {
if (same) gl.xs.push(0); else {
gl.xs.push(bin.readShort(data, offset));
offset += 2;
}
}
}
gl.ys = [];
for (var i = 0; i < crdnum; i++) {
var i8 = (gl.flags[i] & 4) != 0, same = (gl.flags[i] & 32) != 0;
if (i8) {
gl.ys.push(same ? data[offset] : -data[offset]);
offset++;
} else {
if (same) gl.ys.push(0); else {
gl.ys.push(bin.readShort(data, offset));
offset += 2;
}
}
}
var x = 0, y = 0;
for (var i = 0; i < crdnum; i++) {
x += gl.xs[i];
y += gl.ys[i];
gl.xs[i] = x;
gl.ys[i] = y;
}
} else {
var ARG_1_AND_2_ARE_WORDS = 1 << 0;
var ARGS_ARE_XY_VALUES = 1 << 1;
var WE_HAVE_A_SCALE = 1 << 3;
var MORE_COMPONENTS = 1 << 5;
var WE_HAVE_AN_X_AND_Y_SCALE = 1 << 6;
var WE_HAVE_A_TWO_BY_TWO = 1 << 7;
var WE_HAVE_INSTRUCTIONS = 1 << 8;
gl.parts = [];
var flags;
do {
flags = bin.readUshort(data, offset);
offset += 2;
var part = {
m: {
a: 1,
b: 0,
c: 0,
d: 1,
tx: 0,
ty: 0
},
p1: -1,
p2: -1
};
gl.parts.push(part);
part.glyphIndex = bin.readUshort(data, offset);
offset += 2;
if (flags & ARG_1_AND_2_ARE_WORDS) {
var arg1 = bin.readShort(data, offset);
offset += 2;
var arg2 = bin.readShort(data, offset);
offset += 2;
} else {
var arg1 = bin.readInt8(data, offset);
offset++;
var arg2 = bin.readInt8(data, offset);
offset++;
}
if (flags & ARGS_ARE_XY_VALUES) {
part.m.tx = arg1;
part.m.ty = arg2;
} else {
part.p1 = arg1;
part.p2 = arg2;
}
if (flags & WE_HAVE_A_SCALE) {
part.m.a = part.m.d = bin.readF2dot14(data, offset);
offset += 2;
} else if (flags & WE_HAVE_AN_X_AND_Y_SCALE) {
part.m.a = bin.readF2dot14(data, offset);
offset += 2;
part.m.d = bin.readF2dot14(data, offset);
offset += 2;
} else if (flags & WE_HAVE_A_TWO_BY_TWO) {
part.m.a = bin.readF2dot14(data, offset);
offset += 2;
part.m.b = bin.readF2dot14(data, offset);
offset += 2;
part.m.c = bin.readF2dot14(data, offset);
offset += 2;
part.m.d = bin.readF2dot14(data, offset);
offset += 2;
}
} while (flags & MORE_COMPONENTS);
if (flags & WE_HAVE_INSTRUCTIONS) {
var numInstr = bin.readUshort(data, offset);
offset += 2;
gl.instr = [];
for (var i = 0; i < numInstr; i++) {
gl.instr.push(data[offset]);
offset++;
}
}
}
return gl;
}
};
Typr["T"].head = {
parseTab: function(data, offset, length) {
var bin = Typr["B"];
var obj = {};
bin.readFixed(data, offset);
offset += 4;
obj["fontRevision"] = bin.readFixed(data, offset);
offset += 4;
bin.readUint(data, offset);
offset += 4;
bin.readUint(data, offset);
offset += 4;
obj["flags"] = bin.readUshort(data, offset);
offset += 2;
obj["unitsPerEm"] = bin.readUshort(data, offset);
offset += 2;
obj["created"] = bin.readUint64(data, offset);
offset += 8;
obj["modified"] = bin.readUint64(data, offset);
offset += 8;
obj["xMin"] = bin.readShort(data, offset);
offset += 2;
obj["yMin"] = bin.readShort(data, offset);
offset += 2;
obj["xMax"] = bin.readShort(data, offset);
offset += 2;
obj["yMax"] = bin.readShort(data, offset);
offset += 2;
obj["macStyle"] = bin.readUshort(data, offset);
offset += 2;
obj["lowestRecPPEM"] = bin.readUshort(data, offset);
offset += 2;
obj["fontDirectionHint"] = bin.readShort(data, offset);
offset += 2;
obj["indexToLocFormat"] = bin.readShort(data, offset);
offset += 2;
obj["glyphDataFormat"] = bin.readShort(data, offset);
offset += 2;
return obj;
}
};
Typr["T"].hhea = {
parseTab: function(data, offset, length) {
var bin = Typr["B"];
var obj = {};
bin.readFixed(data, offset);
offset += 4;
var keys = [ "ascender", "descender", "lineGap", "advanceWidthMax", "minLeftSideBearing", "minRightSideBearing", "xMaxExtent", "caretSlopeRise", "caretSlopeRun", "caretOffset", "res0", "res1", "res2", "res3", "metricDataFormat", "numberOfHMetrics" ];
for (var i = 0; i < keys.length; i++) {
var key = keys[i];
var func = key == "advanceWidthMax" || key == "numberOfHMetrics" ? bin.readUshort : bin.readShort;
obj[key] = func(data, offset + i * 2);
}
return obj;
}
};
Typr["T"].hmtx = {
parseTab: function(data, offset, length, font) {
var bin = Typr["B"];
var aWidth = [];
var lsBearing = [];
var nG = font["maxp"]["numGlyphs"], nH = font["hhea"]["numberOfHMetrics"];
var aw = 0, lsb = 0, i = 0;
while (i < nH) {
aw = bin.readUshort(data, offset + (i << 2));
lsb = bin.readShort(data, offset + (i << 2) + 2);
aWidth.push(aw);
lsBearing.push(lsb);
i++;
}
while (i < nG) {
aWidth.push(aw);
lsBearing.push(lsb);
i++;
}
return {
aWidth: aWidth,
lsBearing: lsBearing
};
}
};
Typr["T"].kern = {
parseTab: function(data, offset, length, font) {
var bin = Typr["B"], kern = Typr["T"].kern;
var version = bin.readUshort(data, offset);
if (version == 1) return kern.parseV1(data, offset, length, font);
var nTables = bin.readUshort(data, offset + 2);
offset += 4;
var map = {
glyph1: [],
rval: []
};
for (var i = 0; i < nTables; i++) {
offset += 2;
var length = bin.readUshort(data, offset);
offset += 2;
var coverage = bin.readUshort(data, offset);
offset += 2;
var format = coverage >>> 8;
format &= 15;
if (format == 0) offset = kern.readFormat0(data, offset, map);
}
return map;
},
parseV1: function(data, offset, length, font) {
var bin = Typr["B"], kern = Typr["T"].kern;
bin.readFixed(data, offset);
var nTables = bin.readUint(data, offset + 4);
offset += 8;
var map = {
glyph1: [],
rval: []
};
for (var i = 0; i < nTables; i++) {
bin.readUint(data, offset);
offset += 4;
var coverage = bin.readUshort(data, offset);
offset += 2;
bin.readUshort(data, offset);
offset += 2;
var format = coverage & 255;
if (format == 0) offset = kern.readFormat0(data, offset, map);
}
return map;
},
readFormat0: function(data, offset, map) {
var bin = Typr["B"], rUs = bin.readUshort;
var pleft = -1;
var nPairs = rUs(data, offset);
rUs(data, offset + 2);
rUs(data, offset + 4);
rUs(data, offset + 6);
offset += 8;
for (var j = 0; j < nPairs; j++) {
var left = rUs(data, offset);
offset += 2;
var right = rUs(data, offset);
offset += 2;
var value = bin.readShort(data, offset);
offset += 2;
if (left != pleft) {
map.glyph1.push(left);
map.rval.push({
glyph2: [],
vals: []
});
}
var rval = map.rval[map.rval.length - 1];
rval.glyph2.push(right);
rval.vals.push(value);
pleft = left;
}
return offset;
}
};
Typr["T"].loca = {
parseTab: function(data, offset, length, font) {
var bin = Typr["B"];
var obj = [];
var ver = font["head"]["indexToLocFormat"];
var len = font["maxp"]["numGlyphs"] + 1;
if (ver == 0) for (var i = 0; i < len; i++) obj.push(bin.readUshort(data, offset + (i << 1)) << 1);
if (ver == 1) for (var i = 0; i < len; i++) obj.push(bin.readUint(data, offset + (i << 2)));
return obj;
}
};
Typr["T"].maxp = {
parseTab: function(data, offset, length) {
var bin = Typr["B"], rU = bin.readUshort;
var obj = {};
bin.readUint(data, offset);
offset += 4;
obj["numGlyphs"] = rU(data, offset);
offset += 2;
return obj;
}
};
Typr["T"].name = {
parseTab: function(data, offset, length) {
var bin = Typr["B"];
var obj = {};
bin.readUshort(data, offset);
offset += 2;
var count = bin.readUshort(data, offset);
offset += 2;
bin.readUshort(data, offset);
offset += 2;
var names = [ "copyright", "fontFamily", "fontSubfamily", "ID", "fullName", "version", "postScriptName", "trademark", "manufacturer", "designer", "description", "urlVendor", "urlDesigner", "licence", "licenceURL", "---", "typoFamilyName", "typoSubfamilyName", "compatibleFull", "sampleText", "postScriptCID", "wwsFamilyName", "wwsSubfamilyName", "lightPalette", "darkPalette" ];
var offset0 = offset;
var rU = bin.readUshort;
for (var i = 0; i < count; i++) {
var platformID = rU(data, offset);
offset += 2;
var encodingID = rU(data, offset);
offset += 2;
var languageID = rU(data, offset);
offset += 2;
var nameID = rU(data, offset);
offset += 2;
var slen = rU(data, offset);
offset += 2;
var noffset = rU(data, offset);
offset += 2;
var soff = offset0 + count * 12 + noffset;
var str;
if (platformID == 0) str = bin.readUnicode(data, soff, slen / 2); else if (platformID == 3 && encodingID == 0) str = bin.readUnicode(data, soff, slen / 2); else if (encodingID == 0) str = bin.readASCII(data, soff, slen); else if (encodingID == 1) str = bin.readUnicode(data, soff, slen / 2); else if (encodingID == 3) str = bin.readUnicode(data, soff, slen / 2); else if (encodingID == 4) str = bin.readUnicode(data, soff, slen / 2); else if (encodingID == 10) str = bin.readUnicode(data, soff, slen / 2); else if (platformID == 1) {
str = bin.readASCII(data, soff, slen);
console.log("reading unknown MAC encoding " + encodingID + " as ASCII");
} else {
console.log("unknown encoding " + encodingID + ", platformID: " + platformID);
str = bin.readASCII(data, soff, slen);
}
var tid = "p" + platformID + "," + languageID.toString(16);
if (obj[tid] == null) obj[tid] = {};
obj[tid][names[nameID]] = str;
obj[tid]["_lang"] = languageID;
}
var psn = "postScriptName";
for (var p in obj) if (obj[p][psn] != null && obj[p]["_lang"] == 1033) return obj[p];
for (var p in obj) if (obj[p][psn] != null && obj[p]["_lang"] == 0) return obj[p];
for (var p in obj) if (obj[p][psn] != null && obj[p]["_lang"] == 3084) return obj[p];
for (var p in obj) if (obj[p][psn] != null) return obj[p];
var out;
for (var p in obj) {
out = obj[p];
break;
}
console.log("returning name table with languageID " + out._lang);
if (out[psn] == null && out["ID"] != null) out[psn] = out["ID"];
return out;
}
};
Typr["T"].OS2 = {
parseTab: function(data, offset, length) {
var bin = Typr["B"];
var ver = bin.readUshort(data, offset);
offset += 2;
var OS2 = Typr["T"].OS2;
var obj = {};
if (ver == 0) OS2.version0(data, offset, obj); else if (ver == 1) OS2.version1(data, offset, obj); else if (ver == 2 || ver == 3 || ver == 4) OS2.version2(data, offset, obj); else if (ver == 5) OS2.version5(data, offset, obj); else throw "unknown OS/2 table version: " + ver;
return obj;
},
version0: function(data, offset, obj) {
var bin = Typr["B"];
obj["xAvgCharWidth"] = bin.readShort(data, offset);
offset += 2;
obj["usWeightClass"] = bin.readUshort(data, offset);
offset += 2;
obj["usWidthClass"] = bin.readUshort(data, offset);
offset += 2;
obj["fsType"] = bin.readUshort(data, offset);
offset += 2;
obj["ySubscriptXSize"] = bin.readShort(data, offset);
offset += 2;
obj["ySubscriptYSize"] = bin.readShort(data, offset);
offset += 2;
obj["ySubscriptXOffset"] = bin.readShort(data, offset);
offset += 2;
obj["ySubscriptYOffset"] = bin.readShort(data, offset);
offset += 2;
obj["ySuperscriptXSize"] = bin.readShort(data, offset);
offset += 2;
obj["ySuperscriptYSize"] = bin.readShort(data, offset);
offset += 2;
obj["ySuperscriptXOffset"] = bin.readShort(data, offset);
offset += 2;
obj["ySuperscriptYOffset"] = bin.readShort(data, offset);
offset += 2;
obj["yStrikeoutSize"] = bin.readShort(data, offset);
offset += 2;
obj["yStrikeoutPosition"] = bin.readShort(data, offset);
offset += 2;
obj["sFamilyClass"] = bin.readShort(data, offset);
offset += 2;
obj["panose"] = bin.readBytes(data, offset, 10);
offset += 10;
obj["ulUnicodeRange1"] = bin.readUint(data, offset);
offset += 4;
obj["ulUnicodeRange2"] = bin.readUint(data, offset);
offset += 4;
obj["ulUnicodeRange3"] = bin.readUint(data, offset);
offset += 4;
obj["ulUnicodeRange4"] = bin.readUint(data, offset);
offset += 4;
obj["achVendID"] = bin.readASCII(data, offset, 4);
offset += 4;
obj["fsSelection"] = bin.readUshort(data, offset);
offset += 2;
obj["usFirstCharIndex"] = bin.readUshort(data, offset);
offset += 2;
obj["usLastCharIndex"] = bin.readUshort(data, offset);
offset += 2;
obj["sTypoAscender"] = bin.readShort(data, offset);
offset += 2;
obj["sTypoDescender"] = bin.readShort(data, offset);
offset += 2;
obj["sTypoLineGap"] = bin.readShort(data, offset);
offset += 2;
obj["usWinAscent"] = bin.readUshort(data, offset);
offset += 2;
obj["usWinDescent"] = bin.readUshort(data, offset);
offset += 2;
return offset;
},
version1: function(data, offset, obj) {
var bin = Typr["B"];
offset = Typr["T"].OS2.version0(data, offset, obj);
obj["ulCodePageRange1"] = bin.readUint(data, offset);
offset += 4;
obj["ulCodePageRange2"] = bin.readUint(data, offset);
offset += 4;
return offset;
},
version2: function(data, offset, obj) {
var bin = Typr["B"], rU = bin.readUshort;
offset = Typr["T"].OS2.version1(data, offset, obj);
obj["sxHeight"] = bin.readShort(data, offset);
offset += 2;
obj["sCapHeight"] = bin.readShort(data, offset);
offset += 2;
obj["usDefault"] = rU(data, offset);
offset += 2;
obj["usBreak"] = rU(data, offset);
offset += 2;
obj["usMaxContext"] = rU(data, offset);
offset += 2;
return offset;
},
version5: function(data, offset, obj) {
var rU = Typr["B"].readUshort;
offset = Typr["T"].OS2.version2(data, offset, obj);
obj["usLowerOpticalPointSize"] = rU(data, offset);
offset += 2;
obj["usUpperOpticalPointSize"] = rU(data, offset);
offset += 2;
return offset;
}
};
Typr["T"].post = {
parseTab: function(data, offset, length) {
var bin = Typr["B"];
var obj = {};
obj["version"] = bin.readFixed(data, offset);
offset += 4;
obj["italicAngle"] = bin.readFixed(data, offset);
offset += 4;
obj["underlinePosition"] = bin.readShort(data, offset);
offset += 2;
obj["underlineThickness"] = bin.readShort(data, offset);
offset += 2;
return obj;
}
};
Typr["T"].SVG = {
parseTab: function(data, offset, length) {
var bin = Typr["B"];
var obj = {
entries: []
};
var offset0 = offset;
bin.readUshort(data, offset);
offset += 2;
var svgDocIndexOffset = bin.readUint(data, offset);
offset += 4;
bin.readUint(data, offset);
offset += 4;
offset = svgDocIndexOffset + offset0;
var numEntries = bin.readUshort(data, offset);
offset += 2;
for (var i = 0; i < numEntries; i++) {
var startGlyphID = bin.readUshort(data, offset);
offset += 2;
var endGlyphID = bin.readUshort(data, offset);
offset += 2;
var svgDocOffset = bin.readUint(data, offset);
offset += 4;
var svgDocLength = bin.readUint(data, offset);
offset += 4;
var sbuf = new Uint8Array(data.buffer, offset0 + svgDocOffset + svgDocIndexOffset, svgDocLength);
var svg = bin.readUTF8(sbuf, 0, sbuf.length);
for (var f = startGlyphID; f <= endGlyphID; f++) {
obj.entries[f] = svg;
}
}
return obj;
}
};
Typr["U"] = {
shape: function(font, str, ltr) {
var getGlyphPosition = function(font, gls, i1, ltr) {
var g1 = gls[i1], g2 = gls[i1 + 1], kern = font["kern"];
if (kern) {
var ind1 = kern.glyph1.indexOf(g1);
if (ind1 != -1) {
var ind2 = kern.rval[ind1].glyph2.indexOf(g2);
if (ind2 != -1) return [ 0, 0, kern.rval[ind1].vals[ind2], 0 ];
}
}
return [ 0, 0, 0, 0 ];
};
var gls = [];
for (var i = 0; i < str.length; i++) {
var cc = str.codePointAt(i);
if (cc > 65535) i++;
gls.push(Typr["U"]["codeToGlyph"](font, cc));
}
var shape = [];
for (var i = 0; i < gls.length; i++) {
var padj = getGlyphPosition(font, gls, i);
var gid = gls[i];
var ax = font["hmtx"].aWidth[gid] + padj[2];
shape.push({
g: gid,
cl: i,
dx: 0,
dy: 0,
ax: ax,
ay: 0
});
}
return shape;
},
shapeToPath: function(font, shape, clr) {
var tpath = {
cmds: [],
crds: []
};
var x = 0, y = 0;
for (var i = 0; i < shape.length; i++) {
var it = shape[i];
var path = Typr["U"]["glyphToPath"](font, it["g"]), crds = path["crds"];
for (var j = 0; j < crds.length; j += 2) {
tpath.crds.push(crds[j] + x + it["dx"]);
tpath.crds.push(crds[j + 1] + y + it["dy"]);
}
if (clr) tpath.cmds.push(clr);
for (var j = 0; j < path["cmds"].length; j++) tpath.cmds.push(path["cmds"][j]);
var clen = tpath.cmds.length;
if (clr) if (clen != 0 && tpath.cmds[clen - 1] != "X") tpath.cmds.push("X");
x += it["ax"];
y += it["ay"];
}
return {
cmds: tpath.cmds,
crds: tpath.crds
};
},
codeToGlyph: function(font, code) {
var cmap = font["cmap"];
var tind = -1, pps = [ "p3e10", "p0e4", "p3e1", "p1e0", "p0e3", "p0e1" ];
for (var i = 0; i < pps.length; i++) if (cmap.ids[pps[i]] != null) {
tind = cmap.ids[pps[i]];
break;
}
if (tind == -1) throw "no familiar platform and encoding!";
var arrSearch = function(arr, k, v) {
var l = 0, r = Math.floor(arr.length / k);
while (l + 1 != r) {
var mid = l + (r - l >>> 1);
if (arr[mid * k] <= v) l = mid; else r = mid;
}
return l * k;
};
var tab = cmap.tables[tind], fmt = tab.format, gid = -1;
if (fmt == 0) {
if (code >= tab.map.length) gid = 0; else gid = tab.map[code];
} else if (fmt == 4) {
var sind = -1, ec = tab.endCount;
if (code > ec[ec.length - 1]) sind = -1; else {
sind = arrSearch(ec, 1, code);
if (ec[sind] < code) sind++;
}
if (sind == -1) gid = 0; else if (code < tab.startCount[sind]) gid = 0; else {
var gli = 0;
if (tab.idRangeOffset[sind] != 0) gli = tab.glyphIdArray[code - tab.startCount[sind] + (tab.idRangeOffset[sind] >> 1) - (tab.idRangeOffset.length - sind)]; else gli = code + tab.idDelta[sind];
gid = gli & 65535;
}
} else if (fmt == 6) {
var off = code - tab.firstCode, arr = tab.glyphIdArray;
if (off < 0 || off >= arr.length) gid = 0; else gid = arr[off];
} else if (fmt == 12) {
var grp = tab.groups;
if (code > grp[grp.length - 2]) gid = 0; else {
var i = arrSearch(grp, 3, code);
if (grp[i] <= code && code <= grp[i + 1]) {
gid = grp[i + 2] + (code - grp[i]);
}
if (gid == -1) gid = 0;
}
} else throw "unknown cmap table format " + tab.format;
var SVG = font["SVG "], loca = font["loca"];
if (gid != 0 && font["CFF "] == null && (SVG == null || SVG.entries[gid] == null) && loca[gid] == loca[gid + 1] && [ 9, 10, 11, 12, 13, 32, 133, 160, 5760, 8232, 8233, 8239, 12288, 6158, 8203, 8204, 8205, 8288, 65279 ].indexOf(code) == -1 && !(8192 <= code && code <= 8202)) gid = 0;
return gid;
},
glyphToPath: function(font, gid) {
var path = {
cmds: [],
crds: []
};
var SVG = font["SVG "], CFF = font["CFF "];
var U = Typr["U"];
if (SVG && SVG.entries[gid]) {
var p = SVG.entries[gid];
if (p != null) {
if (typeof p == "string") {
p = U["SVG"].toPath(p);
SVG.entries[gid] = p;
}
path = p;
}
} else if (CFF) {
var pdct = CFF["Private"];
var state = {
x: 0,
y: 0,
stack: [],
nStems: 0,
haveWidth: false,
width: pdct ? pdct["defaultWidthX"] : 0,
open: false
};
if (CFF["ROS"]) {
var gi = 0;
while (CFF["FDSelect"][gi + 2] <= gid) gi += 2;
pdct = CFF["FDArray"][CFF["FDSelect"][gi + 1]]["Private"];
}
U["_drawCFF"](CFF["CharStrings"][gid], state, CFF, pdct, path);
} else if (font["glyf"]) {
U["_drawGlyf"](gid, font, path);
}
return {
cmds: path.cmds,
crds: path.crds
};
},
_drawGlyf: function(gid, font, path) {
var gl = font["glyf"][gid];
if (gl == null) gl = font["glyf"][gid] = Typr["T"].glyf._parseGlyf(font, gid);
if (gl != null) {
if (gl.noc > -1) Typr["U"]["_simpleGlyph"](gl, path); else Typr["U"]["_compoGlyph"](gl, font, path);
}
},
_simpleGlyph: function(gl, p) {
var P = Typr["U"]["P"];
for (var c = 0; c < gl.noc; c++) {
var i0 = c == 0 ? 0 : gl.endPts[c - 1] + 1;
var il = gl.endPts[c];
for (var i = i0; i <= il; i++) {
var pr = i == i0 ? il : i - 1;
var nx = i == il ? i0 : i + 1;
var onCurve = gl.flags[i] & 1;
var prOnCurve = gl.flags[pr] & 1;
var nxOnCurve = gl.flags[nx] & 1;
var x = gl.xs[i], y = gl.ys[i];
if (i == i0) {
if (onCurve) {
if (prOnCurve) P.MoveTo(p, gl.xs[pr], gl.ys[pr]); else {
P.MoveTo(p, x, y);
continue;
}
} else {
if (prOnCurve) P.MoveTo(p, gl.xs[pr], gl.ys[pr]); else P.MoveTo(p, Math.floor((gl.xs[pr] + x) * .5), Math.floor((gl.ys[pr] + y) * .5));
}
}
if (onCurve) {
if (prOnCurve) P.LineTo(p, x, y);
} else {
if (nxOnCurve) P.qCurveTo(p, x, y, gl.xs[nx], gl.ys[nx]); else P.qCurveTo(p, x, y, Math.floor((x + gl.xs[nx]) * .5), Math.floor((y + gl.ys[nx]) * .5));
}
}
P.ClosePath(p);
}
},
_compoGlyph: function(gl, font, p) {
for (var j = 0; j < gl.parts.length; j++) {
var path = {
cmds: [],
crds: []
};
var prt = gl.parts[j];
Typr["U"]["_drawGlyf"](prt.glyphIndex, font, path);
var m = prt.m;
for (var i = 0; i < path.crds.length; i += 2) {
var x = path.crds[i], y = path.crds[i + 1];
p.crds.push(x * m.a + y * m.b + m.tx);
p.crds.push(x * m.c + y * m.d + m.ty);
}
for (var i = 0; i < path.cmds.length; i++) p.cmds.push(path.cmds[i]);
}
},
pathToSVG: function(path, prec) {
var cmds = path["cmds"], crds = path["crds"];
if (prec == null) prec = 5;
var out = [], co = 0, lmap = {
M: 2,
L: 2,
Q: 4,
C: 6
};
for (var i = 0; i < cmds.length; i++) {
var cmd = cmds[i], cn = co + (lmap[cmd] ? lmap[cmd] : 0);
out.push(cmd);
while (co < cn) {
var c = crds[co++];
out.push(parseFloat(c.toFixed(prec)) + (co == cn ? "" : " "));
}
}
return out.join("");
},
SVGToPath: function(d) {
var pth = {
cmds: [],
crds: []
};
Typr["U"]["SVG"].svgToPath(d, pth);
return {
cmds: pth.cmds,
crds: pth.crds
};
},
pathToContext: function(path, ctx) {
var c = 0, cmds = path["cmds"], crds = path["crds"];
for (var j = 0; j < cmds.length; j++) {
var cmd = cmds[j];
if (cmd == "M") {
ctx.moveTo(crds[c], crds[c + 1]);
c += 2;
} else if (cmd == "L") {
ctx.lineTo(crds[c], crds[c + 1]);
c += 2;
} else if (cmd == "C") {
ctx.bezierCurveTo(crds[c], crds[c + 1], crds[c + 2], crds[c + 3], crds[c + 4], crds[c + 5]);
c += 6;
} else if (cmd == "Q") {
ctx.quadraticCurveTo(crds[c], crds[c + 1], crds[c + 2], crds[c + 3]);
c += 4;
} else if (cmd.charAt(0) == "#") {
ctx.beginPath();
ctx.fillStyle = cmd;
} else if (cmd == "Z") {
ctx.closePath();
} else if (cmd == "X") {
ctx.fill();
}
}
},
P: {
MoveTo: function(p, x, y) {
p.cmds.push("M");
p.crds.push(x, y);
},
LineTo: function(p, x, y) {
p.cmds.push("L");
p.crds.push(x, y);
},
CurveTo: function(p, a, b, c, d, e, f) {
p.cmds.push("C");
p.crds.push(a, b, c, d, e, f);
},
qCurveTo: function(p, a, b, c, d) {
p.cmds.push("Q");
p.crds.push(a, b, c, d);
},
ClosePath: function(p) {
p.cmds.push("Z");
}
},
_drawCFF: function(cmds, state, font, pdct, p) {
var stack = state.stack;
var nStems = state.nStems, haveWidth = state.haveWidth, width = state.width, open = state.open;
var i = 0;
var x = state.x, y = state.y, c1x = 0, c1y = 0, c2x = 0, c2y = 0, c3x = 0, c3y = 0, c4x = 0, c4y = 0, jpx = 0, jpy = 0;
var CFF = Typr["T"].CFF, P = Typr["U"]["P"];
var nominalWidthX = pdct["nominalWidthX"];
var o = {
val: 0,
size: 0
};
while (i < cmds.length) {
CFF.getCharString(cmds, i, o);
var v = o.val;
i += o.size;
if (v == "o1" || v == "o18") {
var hasWidthArg;
hasWidthArg = stack.length % 2 !== 0;
if (hasWidthArg && !haveWidth) {
width = stack.shift() + nominalWidthX;
}
nStems += stack.length >> 1;
stack.length = 0;
haveWidth = true;
} else if (v == "o3" || v == "o23") {
var hasWidthArg;
hasWidthArg = stack.length % 2 !== 0;
if (hasWidthArg && !haveWidth) {
width = stack.shift() + nominalWidthX;
}
nStems += stack.length >> 1;
stack.length = 0;
haveWidth = true;
} else if (v == "o4") {
if (stack.length > 1 && !haveWidth) {
width = stack.shift() + nominalWidthX;
haveWidth = true;
}
if (open) P.ClosePath(p);
y += stack.pop();
P.MoveTo(p, x, y);
open = true;
} else if (v == "o5") {
while (stack.length > 0) {
x += stack.shift();
y += stack.shift();
P.LineTo(p, x, y);
}
} else if (v == "o6" || v == "o7") {
var count = stack.length;
var isX = v == "o6";
for (var j = 0; j < count; j++) {
var sval = stack.shift();
if (isX) x += sval; else y += sval;
isX = !isX;
P.LineTo(p, x, y);
}
} else if (v == "o8" || v == "o24") {
var count = stack.length;
var index = 0;
while (index + 6 <= count) {
c1x = x + stack.shift();
c1y = y + stack.shift();
c2x = c1x + stack.shift();
c2y = c1y + stack.shift();
x = c2x + stack.shift();
y = c2y + stack.shift();
P.CurveTo(p, c1x, c1y, c2x, c2y, x, y);
index += 6;
}
if (v == "o24") {
x += stack.shift();
y += stack.shift();
P.LineTo(p, x, y);
}
} else if (v == "o11") break; else if (v == "o1234" || v == "o1235" || v == "o1236" || v == "o1237") {
if (v == "o1234") {
c1x = x + stack.shift();
c1y = y;
c2x = c1x + stack.shift();
c2y = c1y + stack.shift();
jpx = c2x + stack.shift();
jpy = c2y;
c3x = jpx + stack.shift();
c3y = c2y;
c4x = c3x + stack.shift();
c4y = y;
x = c4x + stack.shift();
P.CurveTo(p, c1x, c1y, c2x, c2y, jpx, jpy);
P.CurveTo(p, c3x, c3y, c4x, c4y, x, y);
}
if (v == "o1235") {
c1x = x + stack.shift();
c1y = y + stack.shift();
c2x = c1x + stack.shift();
c2y = c1y + stack.shift();
jpx = c2x + stack.shift();
jpy = c2y + stack.shift();
c3x = jpx + stack.shift();
c3y = jpy + stack.shift();
c4x = c3x + stack.shift();
c4y = c3y + stack.shift();
x = c4x + stack.shift();
y = c4y + stack.shift();
stack.shift();
P.CurveTo(p, c1x, c1y, c2x, c2y, jpx, jpy);
P.CurveTo(p, c3x, c3y, c4x, c4y, x, y);
}
if (v == "o1236") {
c1x = x + stack.shift();
c1y = y + stack.shift();
c2x = c1x + stack.shift();
c2y = c1y + stack.shift();
jpx = c2x + stack.shift();
jpy = c2y;
c3x = jpx + stack.shift();
c3y = c2y;
c4x = c3x + stack.shift();
c4y = c3y + stack.shift();
x = c4x + stack.shift();
P.CurveTo(p, c1x, c1y, c2x, c2y, jpx, jpy);
P.CurveTo(p, c3x, c3y, c4x, c4y, x, y);
}
if (v == "o1237") {
c1x = x + stack.shift();
c1y = y + stack.shift();
c2x = c1x + stack.shift();
c2y = c1y + stack.shift();
jpx = c2x + stack.shift();
jpy = c2y + stack.shift();
c3x = jpx + stack.shift();
c3y = jpy + stack.shift();
c4x = c3x + stack.shift();
c4y = c3y + stack.shift();
if (Math.abs(c4x - x) > Math.abs(c4y - y)) {
x = c4x + stack.shift();
} else {
y = c4y + stack.shift();
}
P.CurveTo(p, c1x, c1y, c2x, c2y, jpx, jpy);
P.CurveTo(p, c3x, c3y, c4x, c4y, x, y);
}
} else if (v == "o14") {
if (stack.length > 0 && !haveWidth) {
width = stack.shift() + font["nominalWidthX"];
haveWidth = true;
}
if (stack.length == 4) {
var adx = stack.shift();
var ady = stack.shift();
var bchar = stack.shift();
var achar = stack.shift();
var bind = CFF.glyphBySE(font, bchar);
var aind = CFF.glyphBySE(font, achar);
Typr["U"]["_drawCFF"](font["CharStrings"][bind], state, font, pdct, p);
state.x = adx;
state.y = ady;
Typr["U"]["_drawCFF"](font["CharStrings"][aind], state, font, pdct, p);
}
if (open) {
P.ClosePath(p);
open = false;
}
} else if (v == "o19" || v == "o20") {
var hasWidthArg;
hasWidthArg = stack.length % 2 !== 0;
if (hasWidthArg && !haveWidth) {
width = stack.shift() + nominalWidthX;
}
nStems += stack.length >> 1;
stack.length = 0;
haveWidth = true;
i += nStems + 7 >> 3;
} else if (v == "o21") {
if (stack.length > 2 && !haveWidth) {
width = stack.shift() + nominalWidthX;
haveWidth = true;
}
y += stack.pop();
x += stack.pop();
if (open) P.ClosePath(p);
P.MoveTo(p, x, y);
open = true;
} else if (v == "o22") {
if (stack.length > 1 && !haveWidth) {
width = stack.shift() + nominalWidthX;
haveWidth = true;
}
x += stack.pop();
if (open) P.ClosePath(p);
P.MoveTo(p, x, y);
open = true;
} else if (v == "o25") {
while (stack.length > 6) {
x += stack.shift();
y += stack.shift();
P.LineTo(p, x, y);
}
c1x = x + stack.shift();
c1y = y + stack.shift();
c2x = c1x + stack.shift();
c2y = c1y + stack.shift();
x = c2x + stack.shift();
y = c2y + stack.shift();
P.CurveTo(p, c1x, c1y, c2x, c2y, x, y);
} else if (v == "o26") {
if (stack.length % 2) {
x += stack.shift();
}
while (stack.length > 0) {
c1x = x;
c1y = y + stack.shift();
c2x = c1x + stack.shift();
c2y = c1y + stack.shift();
x = c2x;
y = c2y + stack.shift();
P.CurveTo(p, c1x, c1y, c2x, c2y, x, y);
}
} else if (v == "o27") {
if (stack.length % 2) {
y += stack.shift();
}
while (stack.length > 0) {
c1x = x + stack.shift();
c1y = y;
c2x = c1x + stack.shift();
c2y = c1y + stack.shift();
x = c2x + stack.shift();
y = c2y;
P.CurveTo(p, c1x, c1y, c2x, c2y, x, y);
}
} else if (v == "o10" || v == "o29") {
var obj = v == "o10" ? pdct : font;
if (stack.length == 0) {
console.log("error: empty stack");
} else {
var ind = stack.pop();
var subr = obj["Subrs"][ind + obj["Bias"]];
state.x = x;
state.y = y;
state.nStems = nStems;
state.haveWidth = haveWidth;
state.width = width;
state.open = open;
Typr["U"]["_drawCFF"](subr, state, font, pdct, p);
x = state.x;
y = state.y;
nStems = state.nStems;
haveWidth = state.haveWidth;
width = state.width;
open = state.open;
}
} else if (v == "o30" || v == "o31") {
var count, count1 = stack.length;
var index = 0;
var alternate = v == "o31";
count = count1 & ~2;
index += count1 - count;
while (index < count) {
if (alternate) {
c1x = x + stack.shift();
c1y = y;
c2x = c1x + stack.shift();
c2y = c1y + stack.shift();
y = c2y + stack.shift();
if (count - index == 5) {
x = c2x + stack.shift();
index++;
} else x = c2x;
alternate = false;
} else {
c1x = x;
c1y = y + stack.shift();
c2x = c1x + stack.shift();
c2y = c1y + stack.shift();
x = c2x + stack.shift();
if (count - index == 5) {
y = c2y + stack.shift();
index++;
} else y = c2y;
alternate = true;
}
P.CurveTo(p, c1x, c1y, c2x, c2y, x, y);
index += 4;
}
} else if ((v + "").charAt(0) == "o") {
console.log("Unknown operation: " + v, cmds);
throw v;
} else stack.push(v);
}
state.x = x;
state.y = y;
state.nStems = nStems;
state.haveWidth = haveWidth;
state.width = width;
state.open = open;
},
SVG: function() {
var M = {
getScale: function(m) {
return Math.sqrt(Math.abs(m[0] * m[3] - m[1] * m[2]));
},
translate: function(m, x, y) {
M.concat(m, [ 1, 0, 0, 1, x, y ]);
},
rotate: function(m, a) {
M.concat(m, [ Math.cos(a), -Math.sin(a), Math.sin(a), Math.cos(a), 0, 0 ]);
},
scale: function(m, x, y) {
M.concat(m, [ x, 0, 0, y, 0, 0 ]);
},
concat: function(m, w) {
var a = m[0], b = m[1], c = m[2], d = m[3], tx = m[4], ty = m[5];
m[0] = a * w[0] + b * w[2];
m[1] = a * w[1] + b * w[3];
m[2] = c * w[0] + d * w[2];
m[3] = c * w[1] + d * w[3];
m[4] = tx * w[0] + ty * w[2] + w[4];
m[5] = tx * w[1] + ty * w[3] + w[5];
},
invert: function(m) {
var a = m[0], b = m[1], c = m[2], d = m[3], tx = m[4], ty = m[5], adbc = a * d - b * c;
m[0] = d / adbc;
m[1] = -b / adbc;
m[2] = -c / adbc;
m[3] = a / adbc;
m[4] = (c * ty - d * tx) / adbc;
m[5] = (b * tx - a * ty) / adbc;
},
multPoint: function(m, p) {
var x = p[0], y = p[1];
return [ x * m[0] + y * m[2] + m[4], x * m[1] + y * m[3] + m[5] ];
},
multArray: function(m, a) {
for (var i = 0; i < a.length; i += 2) {
var x = a[i], y = a[i + 1];
a[i] = x * m[0] + y * m[2] + m[4];
a[i + 1] = x * m[1] + y * m[3] + m[5];
}
}
};
function _bracketSplit(str, lbr, rbr) {
var out = [], pos = 0, ci = 0, lvl = 0;
while (true) {
var li = str.indexOf(lbr, ci);
var ri = str.indexOf(rbr, ci);
if (li == -1 && ri == -1) break;
if (ri == -1 || li != -1 && li < ri) {
if (lvl == 0) {
out.push(str.slice(pos, li).trim());
pos = li + 1;
}
lvl++;
ci = li + 1;
} else if (li == -1 || ri != -1 && ri < li) {
lvl--;
if (lvl == 0) {
out.push(str.slice(pos, ri).trim());
pos = ri + 1;
}
ci = ri + 1;
}
}
return out;
}
function cssMap(str) {
var pts = _bracketSplit(str, "{", "}");
var css = {};
for (var i = 0; i < pts.length; i += 2) {
var cn = pts[i].split(",");
for (var j = 0; j < cn.length; j++) {
var cnj = cn[j].trim();
if (css[cnj] == null) css[cnj] = "";
css[cnj] += pts[i + 1];
}
}
return css;
}
function readTrnf(trna) {
var pts = _bracketSplit(trna, "(", ")");
var m = [ 1, 0, 0, 1, 0, 0 ];
for (var i = 0; i < pts.length; i += 2) {
var om = m;
m = _readTrnsAttr(pts[i], pts[i + 1]);
M.concat(m, om);
}
return m;
}
function _readTrnsAttr(fnc, vls) {
var m = [ 1, 0, 0, 1, 0, 0 ], gotSep = true;
for (var i = 0; i < vls.length; i++) {
var ch = vls.charAt(i);
if (ch == "," || ch == " ") gotSep = true; else if (ch == ".") {
if (!gotSep) {
vls = vls.slice(0, i) + "," + vls.slice(i);
i++;
}
gotSep = false;
} else if (ch == "-" && i > 0 && vls[i - 1] != "e") {
vls = vls.slice(0, i) + " " + vls.slice(i);
i++;
gotSep = true;
}
}
vls = vls.split(/\s*[\s,]\s*/).map(parseFloat);
if (fnc == "translate") {
if (vls.length == 1) M.translate(m, vls[0], 0); else M.translate(m, vls[0], vls[1]);
} else if (fnc == "scale") {
if (vls.length == 1) M.scale(m, vls[0], vls[0]); else M.scale(m, vls[0], vls[1]);
} else if (fnc == "rotate") {
var tx = 0, ty = 0;
if (vls.length != 1) {
tx = vls[1];
ty = vls[2];
}
M.translate(m, -tx, -ty);
M.rotate(m, -Math.PI * vls[0] / 180);
M.translate(m, tx, ty);
} else if (fnc == "matrix") m = vls; else console.log("unknown transform: ", fnc);
return m;
}
function toPath(str) {
var pth = {
cmds: [],
crds: []
};
if (str == null) return pth;
var prsr = new DOMParser();
var doc = prsr["parseFromString"](str, "image/svg+xml");
var svg = doc.getElementsByTagName("svg")[0];
var vb = svg.getAttribute("viewBox");
if (vb) vb = vb.trim().split(" ").map(parseFloat); else vb = [ 0, 0, 1e3, 1e3 ];
_toPath(svg.children, pth);
for (var i = 0; i < pth.crds.length; i += 2) {
var x = pth.crds[i], y = pth.crds[i + 1];
x -= vb[0];
y -= vb[1];
y = -y;
pth.crds[i] = x;
pth.crds[i + 1] = y;
}
return pth;
}
function _toPath(nds, pth, fill) {
for (var ni = 0; ni < nds.length; ni++) {
var nd = nds[ni], tn = nd.tagName;
var cfl = nd.getAttribute("fill");
if (cfl == null) cfl = fill;
if (tn == "g") {
var tp = {
crds: [],
cmds: []
};
_toPath(nd.children, tp, cfl);
var trf = nd.getAttribute("transform");
if (trf) {
var m = readTrnf(trf);
M.multArray(m, tp.crds);
}
pth.crds = pth.crds.concat(tp.crds);
pth.cmds = pth.cmds.concat(tp.cmds);
} else if (tn == "path" || tn == "circle" || tn == "ellipse") {
pth.cmds.push(cfl ? cfl : "#000000");
var d;
if (tn == "path") d = nd.getAttribute("d");
if (tn == "circle" || tn == "ellipse") {
var vls = [ 0, 0, 0, 0 ], nms = [ "cx", "cy", "rx", "ry", "r" ];
for (var i = 0; i < 5; i++) {
var V = nd.getAttribute(nms[i]);
if (V) {
V = parseFloat(V);
if (i < 4) vls[i] = V; else vls[2] = vls[3] = V;
}
}
var cx = vls[0], cy = vls[1], rx = vls[2], ry = vls[3];
d = [ "M", cx - rx, cy, "a", rx, ry, 0, 1, 0, rx * 2, 0, "a", rx, ry, 0, 1, 0, -rx * 2, 0 ].join(" ");
}
svgToPath(d, pth);
pth.cmds.push("X");
} else if (tn == "defs"); else console.log(tn, nd);
}
}
function _tokens(d) {
var ts = [], off = 0, rn = false, cn = "", pc = "";
while (off < d.length) {
var cc = d.charCodeAt(off), ch = d.charAt(off);
off++;
var isNum = 48 <= cc && cc <= 57 || ch == "." || ch == "-" || ch == "e" || ch == "E";
if (rn) {
if (ch == "-" && pc != "e" || ch == "." && cn.indexOf(".") != -1) {
ts.push(parseFloat(cn));
cn = ch;
} else if (isNum) cn += ch; else {
ts.push(parseFloat(cn));
if (ch != "," && ch != " ") ts.push(ch);
rn = false;
}
} else {
if (isNum) {
cn = ch;
rn = true;
} else if (ch != "," && ch != " ") ts.push(ch);
}
pc = ch;
}
if (rn) ts.push(parseFloat(cn));
return ts;
}
function _reps(ts, off, ps) {
var i = off;
while (i < ts.length) {
if (typeof ts[i] == "string") break;
i += ps;
}
return (i - off) / ps;
}
function svgToPath(d, pth) {
var ts = _tokens(d);
var i = 0, x = 0, y = 0, ox = 0, oy = 0, oldo = pth.crds.length;
var pc = {
M: 2,
L: 2,
H: 1,
V: 1,
T: 2,
S: 4,
A: 7,
Q: 4,
C: 6
};
var cmds = pth.cmds, crds = pth.crds;
while (i < ts.length) {
var cmd = ts[i];
i++;
var cmu = cmd.toUpperCase();
if (cmu == "Z") {
cmds.push("Z");
x = ox;
y = oy;
} else {
var ps = pc[cmu], reps = _reps(ts, i, ps);
for (var j = 0; j < reps; j++) {
if (j == 1 && cmu == "M") {
cmd = cmd == cmu ? "L" : "l";
cmu = "L";
}
var xi = 0, yi = 0;
if (cmd != cmu) {
xi = x;
yi = y;
}
if (cmu == "M") {
x = xi + ts[i++];
y = yi + ts[i++];
cmds.push("M");
crds.push(x, y);
ox = x;
oy = y;
} else if (cmu == "L") {
x = xi + ts[i++];
y = yi + ts[i++];
cmds.push("L");
crds.push(x, y);
} else if (cmu == "H") {
x = xi + ts[i++];
cmds.push("L");
crds.push(x, y);
} else if (cmu == "V") {
y = yi + ts[i++];
cmds.push("L");
crds.push(x, y);
} else if (cmu == "Q") {
var x1 = xi + ts[i++], y1 = yi + ts[i++], x2 = xi + ts[i++], y2 = yi + ts[i++];
cmds.push("Q");
crds.push(x1, y1, x2, y2);
x = x2;
y = y2;
} else if (cmu == "T") {
var co = Math.max(crds.length - 2, oldo);
var x1 = x + x - crds[co], y1 = y + y - crds[co + 1];
var x2 = xi + ts[i++], y2 = yi + ts[i++];
cmds.push("Q");
crds.push(x1, y1, x2, y2);
x = x2;
y = y2;
} else if (cmu == "C") {
var x1 = xi + ts[i++], y1 = yi + ts[i++], x2 = xi + ts[i++], y2 = yi + ts[i++], x3 = xi + ts[i++], y3 = yi + ts[i++];
cmds.push("C");
crds.push(x1, y1, x2, y2, x3, y3);
x = x3;
y = y3;
} else if (cmu == "S") {
var co = Math.max(crds.length - (cmds[cmds.length - 1] == "C" ? 4 : 2), oldo);
var x1 = x + x - crds[co], y1 = y + y - crds[co + 1];
var x2 = xi + ts[i++], y2 = yi + ts[i++], x3 = xi + ts[i++], y3 = yi + ts[i++];
cmds.push("C");
crds.push(x1, y1, x2, y2, x3, y3);
x = x3;
y = y3;
} else if (cmu == "A") {
var x1 = x, y1 = y;
var rx = ts[i++], ry = ts[i++];
var phi = ts[i++] * (Math.PI / 180), fA = ts[i++], fS = ts[i++];
var x2 = xi + ts[i++], y2 = yi + ts[i++];
if (x2 == x && y2 == y && rx == 0 && ry == 0) continue;
var hdx = (x1 - x2) / 2, hdy = (y1 - y2) / 2;
var cosP = Math.cos(phi), sinP = Math.sin(phi);
var x1A = cosP * hdx + sinP * hdy;
var y1A = -sinP * hdx + cosP * hdy;
var rxS = rx * rx, ryS = ry * ry;
var x1AS = x1A * x1A, y1AS = y1A * y1A;
var frc = (rxS * ryS - rxS * y1AS - ryS * x1AS) / (rxS * y1AS + ryS * x1AS);
var coef = (fA != fS ? 1 : -1) * Math.sqrt(Math.max(frc, 0));
var cxA = coef * (rx * y1A) / ry;
var cyA = -coef * (ry * x1A) / rx;
var cx = cosP * cxA - sinP * cyA + (x1 + x2) / 2;
var cy = sinP * cxA + cosP * cyA + (y1 + y2) / 2;
var angl = function(ux, uy, vx, vy) {
var lU = Math.sqrt(ux * ux + uy * uy), lV = Math.sqrt(vx * vx + vy * vy);
var num = (ux * vx + uy * vy) / (lU * lV);
return (ux * vy - uy * vx >= 0 ? 1 : -1) * Math.acos(Math.max(-1, Math.min(1, num)));
};
var vX = (x1A - cxA) / rx, vY = (y1A - cyA) / ry;
var theta1 = angl(1, 0, vX, vY);
var dtheta = angl(vX, vY, (-x1A - cxA) / rx, (-y1A - cyA) / ry);
dtheta = dtheta % (2 * Math.PI);
var arc = function(gst, x, y, r, a0, a1, neg) {
var rotate = function(m, a) {
var si = Math.sin(a), co = Math.cos(a);
var a = m[0], b = m[1], c = m[2], d = m[3];
m[0] = a * co + b * si;
m[1] = -a * si + b * co;
m[2] = c * co + d * si;
m[3] = -c * si + d * co;
};
var multArr = function(m, a) {
for (var j = 0; j < a.length; j += 2) {
var x = a[j], y = a[j + 1];
a[j] = m[0] * x + m[2] * y + m[4];
a[j + 1] = m[1] * x + m[3] * y + m[5];
}
};
var concatA = function(a, b) {
for (var j = 0; j < b.length; j++) a.push(b[j]);
};
var concatP = function(p, r) {
concatA(p.cmds, r.cmds);
concatA(p.crds, r.crds);
};
if (neg) while (a1 > a0) a1 -= 2 * Math.PI; else while (a1 < a0) a1 += 2 * Math.PI;
var th = (a1 - a0) / 4;
var x0 = Math.cos(th / 2), y0 = -Math.sin(th / 2);
var x1 = (4 - x0) / 3, y1 = y0 == 0 ? y0 : (1 - x0) * (3 - x0) / (3 * y0);
var x2 = x1, y2 = -y1;
var x3 = x0, y3 = -y0;
var ps = [ x1, y1, x2, y2, x3, y3 ];
var pth = {
cmds: [ "C", "C", "C", "C" ],
crds: ps.slice(0)
};
var rot = [ 1, 0, 0, 1, 0, 0 ];
rotate(rot, -th);
for (var j = 0; j < 3; j++) {
multArr(rot, ps);
concatA(pth.crds, ps);
}
rotate(rot, -a0 + th / 2);
rot[0] *= r;
rot[1] *= r;
rot[2] *= r;
rot[3] *= r;
rot[4] = x;
rot[5] = y;
multArr(rot, pth.crds);
multArr(gst.ctm, pth.crds);
concatP(gst.pth, pth);
};
var gst = {
pth: pth,
ctm: [ rx * cosP, rx * sinP, -ry * sinP, ry * cosP, cx, cy ]
};
arc(gst, 0, 0, 1, theta1, theta1 + dtheta, fS == 0);
x = x2;
y = y2;
} else console.log("Unknown SVG command " + cmd);
}
}
}
}
return {
cssMap: cssMap,
readTrnf: readTrnf,
svgToPath: svgToPath,
toPath: toPath
};
}(),
initHB: function(hurl, resp) {
var codeLength = function(code) {
var len = 0;
if ((code & 4294967295 - (1 << 7) + 1) == 0) {
len = 1;
} else if ((code & 4294967295 - (1 << 11) + 1) == 0) {
len = 2;
} else if ((code & 4294967295 - (1 << 16) + 1) == 0) {
len = 3;
} else if ((code & 4294967295 - (1 << 21) + 1) == 0) {
len = 4;
}
return len;
};
var te = new window["TextEncoder"]("utf8");
fetch(hurl).then(function(x) {
return x["arrayBuffer"]();
}).then(function(ab) {
return WebAssembly["instantiate"](ab);
}).then(function(res) {
console.log("HB ready");
var exp = res["instance"]["exports"], mem = exp["memory"];
mem["grow"](700);
var heapu8 = new Uint8Array(mem.buffer);
var u32 = new Uint32Array(mem.buffer);
var i32 = new Int32Array(mem.buffer);
var __lastFnt, blob, blobPtr, face, font;
Typr["U"]["shapeHB"] = function() {
var toJson = function(ptr) {
var length = exp["hb_buffer_get_length"](ptr);
var result = [];
var iPtr32 = exp["hb_buffer_get_glyph_infos"](ptr, 0) >>> 2;
var pPtr32 = exp["hb_buffer_get_glyph_positions"](ptr, 0) >>> 2;
for (var i = 0; i < length; ++i) {
var a = iPtr32 + i * 5, b = pPtr32 + i * 5;
result.push({
g: u32[a + 0],
cl: u32[a + 2],
ax: i32[b + 0],
ay: i32[b + 1],
dx: i32[b + 2],
dy: i32[b + 3]
});
}
return result;
};
return function(fnt, str, ltr) {
var fdata = fnt["_data"], fn = fnt["name"]["postScriptName"];
if (__lastFnt != fn) {
if (blob != null) {
exp["hb_blob_destroy"](blob);
exp["free"](blobPtr);
exp["hb_face_destroy"](face);
exp["hb_font_destroy"](font);
}
blobPtr = exp["malloc"](fdata.byteLength);
heapu8.set(fdata, blobPtr);
blob = exp["hb_blob_create"](blobPtr, fdata.byteLength, 2, 0, 0);
face = exp["hb_face_create"](blob, 0);
font = exp["hb_font_create"](face);
__lastFnt = fn;
}
var buffer = exp["hb_buffer_create"]();
var bytes = te["encode"](str);
var len = bytes.length, strp = exp["malloc"](len);
heapu8.set(bytes, strp);
exp["hb_buffer_add_utf8"](buffer, strp, len, 0, len);
exp["free"](strp);
exp["hb_buffer_set_direction"](buffer, ltr ? 4 : 5);
exp["hb_buffer_guess_segment_properties"](buffer);
exp["hb_shape"](font, buffer, 0, 0);
var json = toJson(buffer);
exp["hb_buffer_destroy"](buffer);
var arr = json.slice(0);
if (!ltr) arr.reverse();
var ci = 0, bi = 0;
for (var i = 1; i < arr.length; i++) {
var gl = arr[i], cl = gl["cl"];
while (true) {
var cpt = str.codePointAt(ci), cln = codeLength(cpt);
if (bi + cln <= cl) {
bi += cln;
ci += cpt <= 65535 ? 1 : 2;
} else break;
}
gl["cl"] = ci;
}
return json;
};
}();
resp();
});
}
};
const QQ_GROUP = [ "542643717" ];
var _self = unsafeWindow;
var top = _self;
var UE$1;
var modelId = "modelId_xx";
const selfintv = setInterval(() => {
if (unsafeWindow) {
_self = unsafeWindow;
top = _self;
UE$1 = _self.UE;
try {
reportOnline();
String.prototype.replaceAll = function(s1, s2) {
return this.replace(new RegExp(s1, "gm"), s2);
};
while (top !== _self.top) {
top = top.parent.document ? top.parent : _self.top;
if (top.location.pathname === "/mycourse/studentstudy") break;
}
} catch (err) {
top = _self;
}
clearInterval(selfintv);
}
}, GLOBAL.delay);
function checkVersion() {
function compare(v1 = "0", v2 = "0") {
v1 = String(v1).split(".");
v2 = String(v2).split(".");
const minVersionLens = Math.min(v1.length, v2.length);
let result = 0;
for (let i = 0; i < minVersionLens; i++) {
const curV1 = Number(v1[i]);
const curV2 = Number(v2[i]);
if (curV1 > curV2) {
result = 1;
break;
} else if (curV1 < curV2) {
result = -1;
break;
}
}
if (result === 0 && v1.length !== v2.length) {
const v1BiggerThenv2 = v1.length > v2.length;
const maxLensVersion = v1BiggerThenv2 ? v1 : v2;
for (let i = minVersionLens; i < maxLensVersion.length; i++) {
const curVersion = Number(maxLensVersion[i]);
if (curVersion > 0) {
v1BiggerThenv2 ? result = 1 : result = -1;
break;
}
}
}
return result;
}
GM_xmlhttpRequest({
method: "GET",
url: "https://greasyfork.org/en/scripts/451356.json",
timeout: GLOBAL.timeout,
onload: function(r) {
const obj = JSON.parse(r.responseText);
if (obj.name === GM_info.script.name && compare(obj.version, GM_info.script.version) === 1 && new Date(obj.code_updated_at).getTime() + 1e3 * 60 * 60 * 2 < new Date().getTime()) {
iframeMsg("update", {
v1: GM_info.script.version,
v2: obj.version,
href: obj.url
});
}
}
});
}
top.addEventListener("message", event => {
if (event.data.type === "jump") {
GLOBAL.index++;
iframeMsg("tip", {
tip: "准备答第" + (GLOBAL.index + 1) + "题"
});
} else if (event.data.type === "stop") {
GLOBAL.stop = event.data.val;
} else if (event.data.type === "start_pay") {
if (event.data.flag) {
if (String(GM_getValue("token")).length === 10 || String(GM_getValue("token")).length === 11) {
iframeMsg("tip", {
tip: "已开启请求收费题库,已实时生效"
});
GM_setValue("start_pay", event.data.flag);
iframeMsg("start_pay", true);
} else {
iframeMsg("tip", {
tip: "系统检测您的token可能输入有误,请检查"
});
}
} else {
iframeMsg("tip", {
tip: "已关闭请求收费题库,已实时生效"
});
GM_setValue("start_pay", event.data.flag);
iframeMsg("start_pay", false);
}
} else if (event.data.type === "auto_jump") {
GM_setValue("auto_jump", event.data.flag);
iframeMsg("tip", {
tip: "已" + (event.data.flag ? "开启" : "关闭") + "自动切换,页面刷新后生效"
});
} else if (event.data.type === "confim") {
if (event.data.token.length === 10 || event.data.token.length === 11) {
GM_setValue("token", event.data.token);
iframeMsg("tip", {
tip: "成功设置token,请点击开启付费题库"
});
} else {
iframeMsg("tip", {
tip: "系统检测您的token可能输入有误,请检查"
});
}
} else if (event.data.type === "save_setting") {
GM_setValue("gpt", event.data.gpt);
GM_setValue("search_delay", event.data.search_delay);
GM_setValue("tiku_adapter", event.data.tiku_adapter);
}
}, false);
$(document).keydown(function(event) {
if (event.keyCode === 38) {
$("." + modelId).hide();
} else if (event.keyCode === 40) {
$("." + modelId).show();
} else if (event.keyCode === 37) {
$("." + modelId).hide();
GM_setValue("hide", true);
} else if (event.keyCode === 39) {
$("." + modelId).show();
GM_setValue("hide", false);
GM_setValue("pos", "50px,50px");
} else if (event.keyCode === 83) {
GLOBAL.stop = true;
iframeMsg("stop", GLOBAL.stop);
} else if (event.keyCode === 68) {
GLOBAL.stop = false;
iframeMsg("stop", GLOBAL.stop);
}
});
function getAnswerForKey(keys, options) {
return keys.map(function(val) {
return options[val.charCodeAt(0) - 65];
});
}
function setIntervalFunc(flag, func, time) {
const interval = setInterval(() => {
if (flag()) {
clearInterval(interval);
func();
}
}, time || 1e3);
}
function getAnswer(str, options, type) {
if (type === 0 || type === 1) {
const ans = getAnswerForKey(str.match(/[A-G]/gi) || [], options);
return ans.length > 0 ? ans : [ str ];
} else {
return [ str ];
}
}
function getQuestionType(str) {
if (!str) return;
str = str.trim().replaceAll(/\s+/g, "");
if (TYPE[str]) return TYPE[str];
const regex = Object.keys(TYPE).join("|");
const matcher = str.match(regex);
if (matcher) return TYPE[matcher[0]];
}
function rand(m, n) {
return Math.ceil(Math.random() * (n - m + 1) + m - 1);
}
const TYPE = {
"阅读理解（选择）/完型填空": 66,
"听力训练": 66,
multichoice: 1,
singlechoice: 0,
SingleChoice: 0,
bijudgement: 3,
Judgement: 3,
"单项选择题": 0,
"单项选择": 0,
"单选题": 0,
"单选": 0,
"多选": 1,
"多选题": 1,
"案例分析": 1,
"多项选择题": 1,
"多项选择": 1,
"客观题": 1,
"填空题": 2,
"填空": 2,
"对错题": 3,
"判断题": 3,
"判断正误": 3,
"判断": 3,
"主观题": 4,
"问答题": 4,
"简答题": 4,
"名词解释": 5,
"论述题": 6,
"计算题": 7,
"其它": 8,
"分录题": 9,
"资料题": 10,
"连线题": 11,
"排序题": 13,
"完形填空": 14,
"完型填空": 14,
"阅读理解": 15,
"口语题": 18,
"听力题": 19,
"A1A2题": 1,
"文件作答": 4,
"视频题": 1
};
function sleep(time) {
return new Promise(resolve => {
setTimeout(resolve, time);
});
}
function iframeMsg(type, message) {
try {
top.document.getElementById("iframeNode").contentWindow.vueDefinedProp(type, message);
} catch (e) {}
}
function filterImg(dom) {
if (location.host === "ncexam.cug.edu.cn") {
String.prototype.trim = function() {
return this.replace(/^\s+|\s+$/gm, "");
};
}
return $(dom).clone().find("img[src]").replaceWith(function() {
return $("<p></p>").text('<img src="' + $(this).attr("src") + '">');
}).end().find("iframe[src]").replaceWith(function() {
return $("<p></p>").text('<iframe src="' + $(this).attr("src") + '"></irame>');
}).end().text().trim();
}
function createContainer(name, childElem) {
name = name.toLowerCase();
let elem = top.document.createElement(name);
elem.style.display = "block";
elem.id = name.replace("hcsearche", "hcSearche").replace(/\-[a-z]/g, function(w) {
return w.replace("-", "").toUpperCase();
});
if (childElem) {
if (Array.isArray(childElem) === false) childElem = [ childElem ];
for (let i = 0; i < childElem.length; i++) elem.appendChild(childElem[i]);
}
return elem;
}
function dragModel(drag) {
const TOP = top;
drag.onmousedown = function(e) {
drag.style.cursor = "move";
e = e || window.event;
let diffX = e.clientX - drag.offsetLeft;
let diffY = e.clientY - drag.offsetTop;
top.onmousemove = function(e) {
e = e || top.event;
let left = e.clientX - diffX;
let top = e.clientY - diffY;
if (left < 0) {
left = 0;
} else if (left > TOP.innerWidth * .95 - drag.offsetWidth) {
left = TOP.innerWidth * .95 - drag.offsetWidth;
}
if (top < 0) {
top = 0;
} else if (top > TOP.innerHeight - drag.offsetHeight) {
top = TOP.innerHeight - drag.offsetHeight;
}
drag.style.left = left + "px";
drag.style.top = top + "px";
GM_setValue("pos", drag.style.left + "," + drag.style.top);
};
top.onmouseup = function(e) {
drag.style.cursor = "default";
this.onmousemove = null;
this.onmouseup = null;
};
};
}
function defaultWorkTypeResolver($options) {
function count(selector) {
let sum = 0;
for (const option of $options || []) {
if ($(option).find(selector).length || $(option).parent().find(selector).length) {
sum++;
}
}
return sum;
}
return count('[type="radio"]') === 2 ? 3 : count('[type="radio"]') > 2 ? 0 : count('[type="checkbox"]') > 2 ? 1 : count("textarea") >= 1 ? 4 : undefined;
}
function waitWithTimeout(promise, timeout, timeoutMessage = "timeout", defaultRes) {
let timer;
const timeoutPromise = new Promise((resolve, reject) => {
timer = setTimeout(() => defaultRes === undefined ? reject(timeoutMessage) : resolve(defaultRes), timeout);
});
return Promise.race([ timeoutPromise, promise ]).finally(() => clearTimeout(timer));
}
async function formatSearchAnswer(initData) {
const data = {
plat: initData.plat ? parseInt(initData.plat) : null,
qid: initData.qid ? String(initData.qid) : null,
question: initData.question,
options: initData.options,
options_id: initData.options_id ? initData.options_id : [],
type: initData.type
};
let res;
const list = [];
const apis = GLOBAL.answerApi;
const answerApiFunc = Object.keys(apis).map(item => {
return waitWithTimeout(apis[item](data), 5e3, "", []);
});
answerApiFunc.push(searchAnswer(data));
const answerApiRes = await waitWithTimeout(Promise.all(answerApiFunc), 1e4, "(接口超时)");
answerApiRes.map(item => {
if (item instanceof Array) {
console.log("tikuAdapter结果", JSON.stringify(item));
list.push(...item);
} else if (item instanceof Object && Object.keys(item).length === 1) {
const key = Object.keys(item)[0];
item[key];
} else {
res = item;
}
});
try {
const msg = res.message || res.msg;
if (res.code !== 0) {
return {
success: false,
msg: msg
};
}
if (res.result.success) {
return {
success: true,
msg: msg,
num: res.result.num,
answers: res.result.answers
};
}
console.log("官方结果", JSON.stringify(res));
if (res.result.answers instanceof Array && res.result.answers.length > 0) {
list.push(...res.result.answers);
}
return {
success: true,
msg: msg,
num: res.result.num,
list: list
};
} catch (e) {
return {
success: false,
msg: "发生异常" + e + "请反馈至QQ群" + QQ_GROUP
};
}
}
function similar(s, t, f) {
if (!s || !t) {
return 0;
}
if (s === t) {
return 100;
}
var l = s.length > t.length ? s.length : t.length;
var n = s.length;
var m = t.length;
var d = [];
f = f || 2;
var min = function(a, b, c) {
return a < b ? a < c ? a : c : b < c ? b : c;
};
var i, j, si, tj, cost;
if (n === 0) return m;
if (m === 0) return n;
for (i = 0; i <= n; i++) {
d[i] = [];
d[i][0] = i;
}
for (j = 0; j <= m; j++) {
d[0][j] = j;
}
for (i = 1; i <= n; i++) {
si = s.charAt(i - 1);
for (j = 1; j <= m; j++) {
tj = t.charAt(j - 1);
if (si === tj) {
cost = 0;
} else {
cost = 1;
}
d[i][j] = min(d[i - 1][j] + 1, d[i][j - 1] + 1, d[i - 1][j - 1] + cost);
}
}
let res = (1 - d[n][m] / l) * 100;
return res.toFixed(f);
}
function answerSimilar(src, list) {
return $.map(list, function(val) {
return Number(similar(formatString(val), formatString(src), 2));
});
}
function isPlainAnswer(answer) {
if (answer.length > 8 || !/[A-Z]/.test(answer)) {
return false;
}
let min = 0;
for (let i = 0; i < answer.length; i++) {
if (answer.charCodeAt(i) < min) {
return false;
}
min = answer.charCodeAt(i);
}
return true;
}
function isTrue(str) {
return Boolean(String(str).match(/(^|,)(正确|是|对|√|T|ri|true|A)(,|$)/));
}
function isFalse(str) {
return Boolean(String(str).match(/(^|,)(错误|否|错|×|F|不是|wr|false|B)(,|$)/));
}
async function defaultQuestionResolve(list, data, handler, ignore_click) {
let targetOptionsList = [];
for (const answers of list) {
if (data.type === 4 || data.type === 2 || data.type === 5) {
let ans = answers.length > data.$options.length ? answers.slice(0, data.$options.length) : answers;
for (let index in ans) {
if (typeof handler === "function") await handler(data.type, ans[index], data.$options.eq(index));
}
return {
style: "success-row",
ans: answers.join("===="),
question: data.question
};
} else if (data.type === 3) {
if (targetOptionsList.length > 3) break;
let targetOptions = new Set();
if (isTrue(answers.join())) {
targetOptions.add(Number(isFalse(data.options[0])));
} else if (isFalse(answers.join())) {
targetOptions.add(Number(isTrue(data.options[0])));
}
targetOptions.size > 0 && targetOptionsList.push(targetOptions);
} else if (data.type === 0 || data.type === 1 || data.type === 66) {
const beautifulOptions = data.options.map(i => {
return formatString(i).toLowerCase().replace(/\s/g, "");
});
let targetOptions = new Set();
for (const ans of answers) {
if (ans.length === 1 && isPlainAnswer(ans)) {
targetOptions.add(ans.charCodeAt(0) - 65);
}
const val = formatString(ans).toLowerCase().replace(/\s/g, "");
let optIndex = $.inArray(val, beautifulOptions);
if (optIndex >= 0) {
targetOptions.add(optIndex);
}
}
if ((data.type === 0 && targetOptions.size === 0 || data.type === 1 && targetOptions.size < 2) && targetOptionsList.length === 0) {
for (const ans of answers) {
const val = formatString(ans).toLowerCase();
if (val.length >= 5 && !val.includes("<img")) {
const ratings = answerSimilar(val, beautifulOptions);
const maxScore = Math.max(...ratings);
if (maxScore > 65) {
targetOptions.add(ratings.indexOf(maxScore));
}
}
}
}
targetOptions.size > 0 && targetOptionsList.push(targetOptions);
}
}
let items = [];
let sortArr = targetOptionsList.map(item => {
const s = Array.from(item).sort();
return s;
});
if (data.type === 0 || data.type === 3) {
items = getMost(sortArr.filter(i => i.length === 1));
if (!items || items.length === 0) {
items = getMost(sortArr.filter(i => i.length > 0));
}
} else if (data.type === 1 || data.type === 66) {
items = getMost(sortArr.filter(i => i.length > 1));
if (!items || items.length === 0) {
items = getLang(sortArr.filter(i => i.length > 0));
}
}
if (items && items.length > 0) {
for (let index = 0; index < data.$options.length; index++) {
const $item = data.$options.eq(index);
if (Boolean($.inArray(index, items) + 1) !== Boolean(ignore_click($item, data.type))) {
$item.get(0).click();
await sleep(GLOBAL.fillAnswerDelay);
}
}
return {
type: data.type,
style: "primary-row",
ans: items.map(i => {
return data.options[i];
}).join("===="),
question: data.question
};
} else {
return {
type: data.type,
style: "warning-row",
question: data.question,
ans: list.join('<span style="color: red">====</span>'),
options: data.options
};
}
}
window._debugDefaultFillAnswer = defaultFillAnswer;
console.log('[DEBUG] defaultFillAnswer已注册', window._debugDefaultFillAnswer);
async function defaultFillAnswer(answers, data, handler, ignore_click) {
console.log('[DEBUG] 判断是否为石家庄铁道大学继续教育在线考试，准备开始填充答案', location.host, location.pathname);
const isSTDU = location.host.includes("jxjy.stdu.edu.cn") && location.pathname.includes("BootStrap_zxksDetailNew.aspx");
if (isSTDU && window.stduWorker && typeof window.stduWorker.fill === 'function') {
window.stduWorker.fill(data, answers);
//石家庄铁道特殊处理，需要等待5秒
await sleep(10000);
return {
type: data.type,
style: "success-row",
question: data.question,
ans: Array.isArray(answers) ? (answers.length === 0 ? '未查询到答案，默认单选第一项，多选全选' : answers.join("====")) : answers,
options: data.options
};
} else {
for (let index = 0; index < data.$options.length; index++) {
const $item = data.$options.eq(index);
if (Boolean($.inArray(index, answers) + 1) !== Boolean(ignore_click($item, data.type))) {
$item.get(0).click();
await sleep(GLOBAL.fillAnswerDelay);
}
}
return {
type: data.type,
style: "success-row",
question: data.question,
ans: answers.map(i => {
return String.fromCharCode(i + 65);
}).join(""),
options: data.options
};
}
}
function getMost(arr) {
arr.reverse();
if (arr.length === 0) return undefined;
var hash = {};
var m = 0;
var trueEl;
var el;
for (var i = 0, len = arr.length; i < len; i++) {
el = arr[i];
hash[el] === undefined ? hash[el] = 1 : hash[el]++;
if (hash[el] >= m) {
m = hash[el];
trueEl = el;
}
}
return trueEl;
}
function getLang(arr) {
if (arr.length === 0) return undefined;
let len = 0;
let ele;
for (let arrElement of arr) {
if (arrElement.length > len) {
len = arrElement.length;
ele = arrElement;
}
}
return ele ? ele : arr.length > 0 ? arr[0] : [];
}
function HTMLDecode(text) {
var temp = document.createElement("div");
temp.innerHTML = text;
var output = temp.innerText || temp.textContent;
temp = null;
return output;
}
function formatString(src) {
src = String(src);
src = src.includes("img") || src.includes("iframe") ? src : HTMLDecode(src);
src = src.replace(/[\uff01-\uff5e]/g, function(str) {
return String.fromCharCode(str.charCodeAt(0) - 65248);
});
return src.replace(/\s+/g, " ").replace(/[“”]/g, '"').replace(/[‘’]/g, "'").replace(/。/g, ".").replace(/[,.?:!;]$/, "").trim();
}
function division(arr, size) {
var objArr = new Array();
var index = 0;
var objArrLen = arr.length / size;
for (var i = 0; i < objArrLen; i++) {
var arrTemp = new Array();
for (var j = 0; j < size; j++) {
arrTemp[j] = arr[index++];
if (index === arr.length) {
break;
}
}
objArr[i] = arrTemp;
}
return objArr;
}
const cache = {};
const sourceTable = JSON.parse(GM_getResourceText("SourceTable"));
async function genTable(ttf) {
const res = await axios.get(ttf, {
responseType: "arraybuffer"
});
const font = Typr.parse(res.data)[0];
const table = {};
for (let i = 19968; i < 40870; i++) {
const g = Typr.U.codeToGlyph(font, i);
if (g) {
const path = Typr.U.glyphToPath(font, g);
if (path) {
table[i] = MD5(JSON.stringify(path));
}
}
}
cache[ttf] = table;
}
async function getEncryptString(str, ttf) {
if (!cache[ttf]) {
await genTable(ttf);
}
const match = str.match(/<span class="xuetangx-com-encrypted-font">(.*?)</g);
if (match === null) {
return formatString(str);
}
const encStrArr = match.map(string => {
return string.replace(/^<span class="xuetangx-com-encrypted-font">/, "").replace(/<$/, "");
});
encStrArr.forEach(encStr => {
const decStr = encStr.split("").map(string => {
const md5 = cache[ttf][string.charCodeAt(0)];
return String.fromCharCode(sourceTable[md5]);
}).join("");
str = str.replace(encStr, decStr);
});
return formatString(str);
}
var vm = {
hideTip() {
var tip = document.createElement("div");
tip.id = "yinc";
tip.innerHTML = `
<div style="
position:fixed;
right:0;
top:10%;
color: #8a6d3b;
background-color: #fcf8e3;
padding: 15px;
margin-bottom: 20px;
border: 1px solid transparent;
border-radius: 4px;
border-color: #faebcc;">
知题搜搜已被隐藏<br>如果需要显示答题面板，请按键盘右箭头
<button style="
padding: 0;
color: inherit;
border: 0;
background: inherit;
top:-22px;
position:relative"
type="button" id="cl_yinc" data-dismiss="alert" aria-label="Close">×</button>
</div>`;
top.document.getElementsByTagName("body")[0].appendChild(tip);
top.document.querySelector("#cl_yinc").onclick = function() {
top.document.querySelector("#yinc").remove();
};
setTimeout(() => {
top.document.querySelector("#yinc").remove();
}, 3e3);
},
zhihuishuSaveTip() {
var zhihuishuSaveTip = document.createElement("div");
zhihuishuSaveTip.id = "zhihuishuSaveTip";
zhihuishuSaveTip.innerHTML = `
<div style="
position: fixed;
opacity: 1;
top: 0;
right: 0;
bottom: 0;
left: 0;
z-index: 1040;
background:rgba(0,0,0,.46);">
<div style="
position: relative;
margin: 10px;
top: 50%;
left: 40%;
width: 20%;">
<div style="
position: relative;
background-color: #fff;
-webkit-background-clip: padding-box;
background-clip: padding-box;
/*border: 1px solid #999;*/
border: 1px solid rgba(0,0,0,.2);
border-radius: 6px;
outline: 0;
-webkit-box-shadow: 0 3px 9px rgba(0,0,0,.5);
box-shadow: 0 3px 9px rgba(0,0,0,.5);">
<div style="
line-height: 25px;
font-size: 15px;
margin: 5px;">
<h4 class="modal-title">正在保存</h4>
<!-- 模态框主体 -->
<div class="modal-body" style="height: 50px;
margin: 5px;
padding: 5px;
margin-top: 15px;
line-height: 15px;
font-size: 15px;">
<progress style="width: 100%" id="gs_p" value="0" max="100"></progress> <span id="gs_text">0%</span>
</div>
</div>
</div>
</div>`;
top.document.getElementsByTagName("body")[0].appendChild(zhihuishuSaveTip);
}
};
function showPanel() {
let html = `
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<meta http-equiv="X-UA-Compatible" content="IE=edge">
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<style>
` + GM_getResourceText("ElementUiCss") + `
.el-table .warning-row {
// background: oldlace;
}
.message-update-tip {
width: 300px;
}
.el-table .success-row {
// background: #f0f9eb;
}
.el-table .primary-row {
// background: rgb(236, 245, 255);
}
.el-table--scrollable-x {
overflow-x: hidden !important;
}
/* 或者完全禁用横向滚动相关样式 */
.el-table.el-table--scrollable-x {
overflow-x: hidden !important;
}
.el-table.el-table--scrollable-x .el-table__body-wrapper {
overflow-x: hidden !important;
}
*{
padding: 0px;
margin: 0px;
}
body{
overflow-x: hidden!important;
}
#app {
min-height: 100vh!important;
background:#fff;
}
.el-button{
margin-bottom: 4px;
}
.el-button + .el-button{
margin-left: 0px;
}
.el-form
-item-confim{
display: flex;
justify-content: center
}
.drag_auto_answer-class{
// width: 321px;
box-sizing: border-box;
padding: 0px 0px 0px 20px;
background-color: rgb(255, 255, 255);
overflow-x: hidden;
overflow-y: scroll;
position: absolute;
top: 220px;
bottom: 0;
left: 0;
right: -17px;
}
.el-form-item {
margin-top:0!important;
}
.token-section {
background-color: white;
border-radius: 16px;
padding: 0;
margin-bottom: 20px;
overflow: hidden;
}
.token-input {
width: 100%;
position: relative;
}
.token-input /deep/.el-input__inner {
height:40px!important;
line-height: 40px!important;
border: none!important;
}
.token-input-btn {
position: absolute;
top: 2px;
right: 0;
margin-bottom: 0;
height: 38px;
padding: 0 15px!important;
line-height: 40px;
display: inline-block;
z-index: 99;
background-color: blue;
color: white;
border: none;
font-weight: 500;
font-size: 10.5px;
}
.token-hint {
padding: 9px 13.5px;
font-size: 9px;
color: #999;
border-top: 1px solid #eee;
background-color: #dfd5d5;
line-height: normal!important;
}
.el-alert.show-alert-wrap {
display: block;
align-items: center;
padding: 14px 18px;
background-color: white;
border-radius: 16px;
margin-bottom: 20px;
font-size: 14px;
box-shadow: 0 0 6px #dfd5d5;
}
.show-alert-wrap /deep/.el-alert__content{
display: flex;
align-items: center;
justify-content: flex-start;
}
.show-alert-wrap /deep/.el-alert__content .el-alert__title {
color: #2d3748!important;
font-size: 14px!important;
margin-right: 15px!important;
}
.show-auto-btn {
border-color:#2d3748!important;
}
.show-btn-list-wrap {
display: flex;
justify-content: center;
gap: 16px; /* 按钮间距 */
flex-wrap: wrap; /* 如果按钮多可以自动换行 */
margin-bottom: 12px;
}
.show-btn-list-wrap .el-button {
padding: 8px 8px 2px !important;
background: #edf2f7 !important;
font-size: 13px !important;
color: #2d4728 !important;
box-shadow: 0 0 6px #7a7878 !important;
margin-right: 5px !important;
border-radius: 12px !important;
margin-bottom: 0px !important;
border: 8px solid #edf2f7;
margin-left: -5px !important;
}
.show-btn-list-wrap .el-button a {
font-size: 13px!important;
color: #2d4728!important;
}
.search-records {
display: flex;
flex-direction: column;
line-height: 1.2;
padding: 12px 8px !important;
background: white !important;
font-size: 20px !important;
color: #2d4728 !important;
box-shadow: 0 0 6px #dfd5d5 !important;
margin-right: 5px !important;
border-radius: 12px !important;
margin-bottom: 8px !important;
border: 1px solid #dfd5d5;
}
.app-header {
background: white;
padding: 12px 15px 9px;
display: flex;
align-items: center;
justify-content: center;
position: relative;
z-index: 10;
border-bottom: 1px solid white;
}
.logo-container {
display: flex;
align-items: center;
gap: 7px;
}
.app-logo {
height: 24px;
width: auto;
}
.app-title {
font-size: 15px;
font-weight: 700;
color: #5b6df5;
letter-spacing: 0.38px;
}
.ad-banner {
height: auto;
min-height: 45px;
background: white;
display: flex;
align-items: center;
justify-content: center;
color: white;
font-size: 14px;
font-weight: 500;
position: relative;
overflow: hidden;
border-radius: 12px;
margin: 0 12px;
width: calc(100% - 24px);
box-shadow: 0 3px 9px rgba(0, 0, 0, 0.05);
padding: 0;
}
.ad-banner img {
width: 100%;
height: auto;
border-radius: 12px;
display: block;
}
</style>
</head>
<body>
<div id="app">
<el-dialog title="更多设置" :visible.sync="show_setting" width="300px">
<el-form ref="form" label-width="100px" size="mini">
<el-form-item label="ChatGPT答题">
<el-select v-model="gpt">
<el-option label="不开启" value="-1"></el-option>
<el-option label="使用GPT3.5" value="3"></el-option>
<el-option disabled label="使用GPT4" value="4"></el-option>
</el-select>
</el-form-item>
<el-form-item label="搜题延迟(秒)">
<el-input-number v-model="search_delay" :min="0" :max="30"></el-input-number>
</el-form-item>
</el-form>
<div slot="footer" class="dialog-footer">
<el-button size="mini" @click="show_setting = false">取消</el-button>
<el-button size="mini" type="primary" @click="save_setting">保存</el-button>
</div>
</el-dialog>
<!-- 顶部栏 - 带自定义Logo -->
<div class="app-header">
<div class="logo-container">
<img src="https://img0.baidu.com/it/u=9542963,1750644626&fm=253&fmt=auto&app=138&f=JPEG?w=500&h=500" alt="知题搜搜" class="app-logo">
<div class="app-title">知题搜搜</div>
</div>
</div>
<!-- 广告区域 -->
<div class="ad-banner">
<img src="data:image/png;base64,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" alt="专业版广告">
</div>
<div id="drag_auto_answer" class="drag_auto_answer-class">
<el-main style="max-width: 321px;padding: 0px 0px 0px; z-index: 99999;">
<el-row>
<el-form>
<el-form-item class="el-form-item-confim token-section" style="margin-top: -20px" :prop="passw" >
<el-input :type="passw" v-model="opt.token" placeholder=请输入VIP码" class="token-input"></el-input>
<el-button @click="btnClick(opt.token,'opt.confim')" class="token-input-btn" size="mini" type="warning" @mousedown.native="passw = 'text'" @mouseup.native="passw = 'password'">确定</el-button>
<div class="token-hint">
购买专业版后获取授权VIP码，可开启全部功能
</div>
</el-form-item>
</el-form>
</el-row>
<el-row style="margin-bottom: 5px;display: flex">
<el-alert
class="show-alert-wrap"
style="display: block"
:title="tip"
:closable="false">
<el-button v-if="need_jump" @click="btnClick(opt.jump,'opt.jump')" size="mini" type="info">跳过本题</el-button>
<el-button v-if="!hidden" class="show-auto-btn" @click="btnClick(opt.auto_jump,'opt.auto_jump')" size="mini">{{opt.auto_jump ? '停止自动切换': '开启自动切换'}}</el-button>
</el-alert>
</el-row>
<el-row class="show-btn-list-wrap">
<el-button v-if="!hidden" @click="btnClick(opt.stop,'opt.stop')" size="mini" type="success">
<div style="display:flex;flex-direction:column;align-items:center;line-height:1.2;">
<span style="font-size:1.5em; margin-bottom:6px;">🔛</span>
<span>{{!opt.stop ? '暂停' : '继续'}}</span>
</div>
</el-button>
<el-button @click="btnClick(opt.start_pay,'opt.start_pay')" size="mini" type="primary">
<div style="display:flex;flex-direction:column;align-items:center;line-height:1.2;">
<span style="font-size:1.5em; margin-bottom:6px;">💰</span>
<span>{{!opt.start_pay ?'免费' : '付费'}}</span>
</div>
</el-button>
<el-button size="mini" type="danger">
<a style="text-decoration:none;display:flex;flex-direction:column;align-items:center;line-height:1.2;" target="_blank" href="https://py.keyida.asia/pay">
<span style="font-size:1.5em; margin-bottom:6px;">🪙</span>
<span>积分</span>
</a>
</el-button>
<el-button @click="show_setting = true" size="mini" type="info">
<div style="display:flex;flex-direction:column;align-items:center;line-height:1.2;">
<span style="font-size:1.5em; margin-bottom:6px;">⚙️</span>
<span>设置</span>
</div>
</el-button>
</el-row>
<div class="search-records">
<div class="records-header" id="recordsHeader">
<div class="records-title">
📚
最近搜索
</div>
<i class="fas fa-chevron-down toggle-icon" id="toggleIcon"></i>
</div>
<el-table size="mini" :show-header="false" :data="tableData" style="width: 100%;margin-top: 5px" :row-class-name="tableRowClassName">
<el-table-column prop="index" label="" width="45"></el-table-column>
<el-table-column prop="question" label="" width="130">
<template slot-scope="scope">
<div style="font-size: 11px;" v-html="scope.row.question"></div>
</template>
</el-table-column>
<el-table-column prop="answer" label="" width="130">
<template slot-scope="scope">
<el-popover
v-if="scope.row.style === 'warning-row'"
placement="bottom-end"
title="相似答案"
width="240"
trigger="click">
<div style="font-size: 10px;height: 220px; overflow: auto;" v-html="scope.row.answer"></div>
<el-button slot="reference" size="small" type="danger">查看相关答案</el-button>
</el-popover>
<p v-if="scope.row.style != 'warning-row'" style="font-size: 11px;" v-html="scope.row.answer"></p>
</template>
</el-table-column>
</el-table>
</div>
</el-main>
</div>
</div>
</body>
<script>` + GM_getResourceText("Vue") + `</script>
<script>` + GM_getResourceText("ElementUi") + `</script>
<script>
const tips = [
'想要隐藏按键盘的⬆箭头，想要显示按⬇箭头哦',
'想要永久隐藏此搜索框，按键盘的左箭头，想要显示在屏幕中央按右箭头哦',
// '想要自定义搜索框的长度可以更改代码设置参数:length',
'设置中可设置答题速度，可自行更改',
// '脚本已经适配tikuAdapter了,可点击【更多设置】配置请求URL'
]
new Vue({
el: '#app',
data: function () {
return {
tiku_adapter: '` + (GM_getValue("tiku_adapter") || "") + `',
search_delay: ` + (isNaN(parseInt(GM_getValue("search_delay"))) ? 2 : GM_getValue("search_delay")) + `,
gpt: String(` + (GM_getValue("gpt") || -1) + `),
show_setting: false,
hidden: false,
need_jump: false,
tip: tips[Math.floor(Math.random()*tips.length)],
opt:{
token: '` + GM_getValue("token") + `',
auto_jump: ` + GM_getValue("auto_jump") + `,
stop: false,
start_pay: ` + GM_getValue("start_pay") + `
},
input: '',
visible: false,
tableData: [],
passw:"password"
}
},
created(){
/**
*
* @param type 消息类型
* @param receiveParams 消息参数
*/
window['vueDefinedProp'] = (type,receiveParams) => {
if (type === 'push'){
let length = this.tableData.length
this.tableData.push({index: length + 1,question: receiveParams.question,answer: receiveParams.answer,style:receiveParams.style})
}else if (type === 'clear'){
this.tableData = []
}else if (type === 'tip'){
if (receiveParams.type && receiveParams.type === 'jump'){
window.parent.postMessage({"type": 'jump'}, '*');
}else if (receiveParams.type && receiveParams.type === 'error'){
this.need_jump = true
}else if (receiveParams.type && receiveParams.type === 'hidden'){
this.hidden = true
}else if (receiveParams.type && receiveParams.type === 'stop'){
this.opt.stop = true
}
this.tip = receiveParams.tip
}else if (type === 'stop'){
this.opt.stop = receiveParams
}else if (type === 'start_pay'){
this.opt.start_pay = receiveParams
}else if (type === 'update'){
this.updateScript(receiveParams.v1,receiveParams.v2,receiveParams.href)
}
}
},
methods: {
save_setting(){
window.parent.postMessage({type: 'save_setting',search_delay:this.search_delay,gpt:this.gpt,tiku_adapter:this.tiku_adapter}, '*');
this.show_setting = false
},
updateScript(currentVersion,newVersion,href){
this.$confirm('您当前版本为'+currentVersion+'最新版本为'+newVersion+',推荐下载更新', '脚本有更新', {
customClass: 'message-update-tip',
confirmButtonText: '确定',
cancelButtonText: '取消',
type: 'warning'
}).then(() => {
window.open(href)
});
setTimeout(()=>{
this.$msgbox.close();
},5000)
},
tableRowClassName({row, rowIndex}) {
return row.style
},
btnClick(e,type){
if (type === 'opt.stop'){//暂停搜索
this.opt.stop = !this.opt.stop
this.tip = this.opt.stop? '已暂停搜索': '继续搜索'
window.parent.postMessage({type: 'stop',val:this.opt.stop}, '*');
}else if (type === 'opt.start_pay'){
window.parent.postMessage({type: 'start_pay',flag:!this.opt.start_pay}, '*');
}else if (type === 'opt.auto_jump'){//开启自动切换
this.opt.auto_jump = ! this.opt.auto_jump
window.parent.postMessage({type: 'auto_jump',flag:this.opt.auto_jump}, '*');
}else if (type === 'opt.jump'){//跳过本题
window.parent.postMessage({type: 'jump'}, '*');
this.need_jump = false
}else if (type === 'opt.confim'){
window.parent.postMessage({type: 'confim',token:e}, '*');
}
}
}
})
</script>
</html>
`;
addModal2(html);
checkVersion();
}
function addModal2(html, newPos, footerChildNode = false) {
let headersNode = createContainer("hcsearche-modal-links");
let adNode = top.document.createElement("img");
let item = {
url: GM_getResourceURL("Img")
};
const getAdList = GM_getValue("adList");
if (getAdList) {
const adList = JSON.parse(getAdList);
let lastShown = GM_getValue("lastShown") || 0;
item = adList[lastShown];
GM_setValue("lastShown", (lastShown + 1) % adList.length);
item.base64 = GM_getValue(item.hash);
}
// adNode.setAttribute("src", item.base64);
// adNode.setAttribute("draggable", "false");
// adNode.setAttribute("style", "display: block;width:321px");
if (item.click) {
adNode.setAttribute("onmousedown", "let ts=new Date().getTime();this.onmouseup=()=>{if(new Date().getTime()-ts>100){return false;};window.open('" + item.click + "','_black');this.onmouseup=undefined}");
}
headersNode.appendChild(adNode);
let iframeNode = top.document.createElement("iframe");
iframeNode.id = "iframeNode";
iframeNode.setAttribute("width", "120%");
iframeNode.setAttribute("height", GLOBAL.length + "px");
iframeNode.setAttribute("style", "height:" + GLOBAL.length + "px");
iframeNode.style.boxShadow = "0 0 6px #e3e3e3";
iframeNode.style.border = "1px solid #edf2f7";
iframeNode.style.borderRadius = "20px";
iframeNode.setAttribute("frameborder", "0");
iframeNode.srcdoc = html;
let contentNode = createContainer("content-modal", [ headersNode, iframeNode ]);
let modal = renderModal(contentNode);
dragModel(modal);
if (GM_getValue("hide")) {
$("#" + modelId).hide();
vm.hideTip();
}
}
function renderModal(childElem, newPos) {
return render(String.fromCharCode(rand(65, 90), rand(65, 90), rand(65, 90)) + rand(1, 100).toString(), modelId, childElem);
}
function render(tagName, elemId, childElem, isFixed, newPos) {
let doc = top.document;
let elem = doc.getElementById(elemId);
if (elem) {
elem.innerHTML = "";
} else {
elem = doc.createElement(tagName);
elem.id = elemId;
doc.body.appendChild(elem);
}
let contentNode = createContainer(tagName + "-container", childElem);
elem.appendChild(contentNode);
elem.classList.add(elemId);
elem.style.zIndex = "9999999";
elem.style.position = "fixed";
const pos = GM_getValue("pos") === undefined ? "30px,30px" : GM_getValue("pos");
const posarr = pos.split(",");
elem.style.left = posarr[0];
elem.style.top = posarr[1];
setTimeout(function() {
elem.classList.add(elemId + "-show");
}, 10);
return elem;
}
const init$1 = async ($TiMu, select, wrap) => {
let question = formatString(filterImg($TiMu.find(select.elements.question)));
if (select.elements.type && select.elements.type.includes("input[name^=type]:eq")) {
select.elements.type = "input[name^=type]:eq(" + GLOBAL.i + ")";
}
let data = {
$item: $TiMu,
question_text: $TiMu.find(select.elements.question).text(),
question: question.length === 0 ? $TiMu.find(select.elements.question) : question.replace(/^\d+、/, "").replace(/[(（](\d+\s?(\.\d+)?分)[)）]$/, "").replace(/^((\d+.(\s+)?)?)[\[(（【](.*?)[】)）\]]/, "").trim(),
$options: select.elements.$options ? $TiMu.find(select.elements.$options) : undefined,
options: select.elements.options ? jQuery.map($TiMu.find(select.elements.options), function(val) {
return formatString(filterImg(val)).replace(/^[A-Ga-g][.、]/, "").trim();
}) : undefined
};
if (select.elements.type) {
const getType = getQuestionType($TiMu.find(select.elements.type).text());
const val = $TiMu.find(select.elements.type).val();
data.type = isNaN(getType) ? isNaN(val) ? val : parseInt(val) : getType;
} else {
data.type = defaultWorkTypeResolver(data.$options);
}
if (select.elements.answer) {
data.answer = getAnswer(filterImg($TiMu.find(select.elements.answer)) || $TiMu.find(select.elements.answer).val(), data.options, data.type);
}
if (data && data.type === 3 && data.options.length === 0) {
data.options = [ "正确", "错误" ];
}
const r = await wrap(data);
if (typeof r === "boolean") return undefined;
return data;
};
async function WorkerJSPlus(options) {
if (GLOBAL.isMatch) return;
const match = options.match ? typeof options.match === "boolean" ? options.match : options.match() : false;
if (!match) return;
GLOBAL.isMatch = true;
if (options.hook && typeof options.hook === "function") {
if (options.hook()) return;
}
const defaultFunc = () => {};
const main = () => {
setTimeout(() => {
showPanel();
if (options.init && typeof options.init === "function") {
if (options.init()) return;
}
const select = {
root: options.root,
elements: options.elements,
ignore_click: options.ignore_click
};
new WorkerJS(select, options.wrap ? options.wrap : defaultFunc, options.fill ? options.fill : defaultFunc, options.finished ? options.finished : defaultFunc, options.fillFinish ? options.fillFinish : defaultFunc).fillAnswer();
}, GLOBAL.delay);
};
if (options.intv) {
setIntervalFunc(options.intv, main);
} else {
main();
}
}
var WorkerJS = function(select, searchHander, fillHander, onFinish = function(need_jump) {}, fillFinish = function() {}) {
GLOBAL.index = 0;
this.init = init$1;
this.fillAnswer = async () => {
let arr = jQuery(select.root);
let isFirst = true;
while (true) {
if (arr.length === 0) return;
await sleep((isNaN(parseInt(GM_getValue("search_delay"))) ? 2 : GM_getValue("search_delay")) * 1e3);
if (GLOBAL.stop) {
continue;
}
if (GLOBAL.index >= arr.length) {
let auto_jump = GM_getValue("auto_jump") === undefined || GM_getValue("auto_jump");
const next = await onFinish(auto_jump);
if (next) {
GLOBAL.index = 0;
setTimeout(this.fillAnswer, 3000);
}
if (auto_jump) {
iframeMsg("tip", {
tip: "自动答题已完成,即将切换下一题"
});
next || setTimeout(() => {
iframeMsg("tip", {
type: "hidden",
tip: "自动答题已完成,请检查提交"
});
}, Math.max(GM_getValue("search_delay") || 2, 5) * 1e3);
} else {
iframeMsg("tip", {
tip: "自动答题已完成" + (arr.length === 1 ? ",请手动切换" : "请检查提交")
});
}
return true;
}
try {
let data = await this.init(jQuery(arr[GLOBAL.index++]), select, searchHander);
if (!data) {
GLOBAL.index--;
continue;
}
if (isFirst) {
const isSTDU = location.host.includes("jxjy.stdu.edu.cn") && location.pathname.includes("BootStrap_zxksDetailNew.aspx");
let waitSeconds = 10;
if (isSTDU) {
waitSeconds = 2;
}
for (let i = waitSeconds; i > 0; i--) {
iframeMsg("tip", {
tip: `页面解析完成，${i}秒后开始答题，请耐心等待...`
});
// eslint-disable-next-line no-await-in-loop
await sleep(1000);
}
// await sleep(60 * 1000);
isFirst = false;
}
iframeMsg("tip", {
tip: "准备答第" + GLOBAL.index + "题"
});
const formatResult = await formatSearchAnswer(data);
const hookAnswer = data.answer && data.answer.length > 0 && GM_getValue("start_pay");
const formatAns = hookAnswer ? {
success: true,
num: formatResult.num,
list: [ data.answer ]
} : formatResult;
if (formatResult.answers || formatAns.success) {
iframeMsg("tip", {
tip: "准备填充答案," + (formatAns.num === -1 ? "免费题库不扣积分" : "剩余积分:" + formatAns.num)
});
// const func = !hookAnswer && formatResult.answers ? defaultFillAnswer : defaultQuestionResolve;
const isSTDU = location.host.includes("jxjy.stdu.edu.cn") && location.pathname.includes("BootStrap_zxksDetailNew.aspx");
console.log('[DEBUG] 函数选择判断 isSTDU:', isSTDU);
const func = isSTDU ? defaultFillAnswer : (!hookAnswer && formatResult.answers ? defaultFillAnswer : defaultQuestionResolve);
console.log('[DEBUG] 选择的函数:', func.name);
let r = await func(hookAnswer ? formatAns.list : formatAns.answers ? formatResult.answers : formatAns.list, data, fillHander, select.ignore_click ? select.ignore_click : () => {
return false;
});
iframeMsg("push", {
index: GLOBAL.index,
question: r.question,
answer: r.ans,
style: r.style
});
// GM_getValue("start_pay") && String(GM_getValue("token")).length === 10 && catchAnswer(r);
//题目收集
//添加选项收集
r.location = data.location;
r.options = data.options;
catchAnswer(r);
await fillFinish(r);
} else {
GLOBAL.index--;
iframeMsg("tip", {
tip: formatAns.msg
});
}
} catch (e) {
GLOBAL.index--;
console.table(e);
iframeMsg("tip", {
type: "error",
tip: location.host + "发生异常" + e + "请反馈至QQ群" + QQ_GROUP
});
}
}
};
};
// @thanks 特别感谢 qxin i 借鉴 网页限制解除(改) 开源地址 https://greasyfork.org/zh-CN/scripts/28497
function init() {
rule = rwl_userData.rules.rule_def;
hook_eventNames = rule.hook_eventNames.split("|");
unhook_eventNames = rule.unhook_eventNames.split("|");
eventNames = hook_eventNames.concat(unhook_eventNames);
if (rule.dom0) {
setInterval(clearLoop, 10 * 1e3);
setTimeout(clearLoop, 1500);
window.addEventListener("load", clearLoop, true);
clearLoop();
}
if (rule.hook_addEventListener) {
EventTarget.prototype.addEventListener = addEventListener;
document.addEventListener = addEventListener;
if (hasFrame) {
for (let i = 0; i < hasFrame.length; i++) {
hasFrame[i].contentWindow.document.addEventListener = addEventListener;
}
}
}
if (rule.hook_preventDefault) {
Event.prototype.preventDefault = function() {
if (hook_eventNames.indexOf(this.type) < 0) {
Event_preventDefault.apply(this, arguments);
}
};
if (hasFrame) {
for (let i = 0; i < hasFrame.length; i++) {
hasFrame[i].contentWindow.Event.prototype.preventDefault = function() {
if (hook_eventNames.indexOf(this.type) < 0) {
Event_preventDefault.apply(this, arguments);
}
};
}
}
}
if (rule.hook_set_returnValue) {
Event.prototype.__defineSetter__("returnValue", function() {
if (this.returnValue !== true && hook_eventNames.indexOf(this.type) >= 0) {
this.returnValue = true;
}
});
}
}
function addEventListener(type, func, useCapture) {
var _addEventListener = this === document ? document_addEventListener : EventTarget_addEventListener;
if (hook_eventNames.indexOf(type) >= 0) {
_addEventListener.apply(this, [ type, returnTrue, useCapture ]);
} else if (unhook_eventNames.indexOf(type) >= 0) {
var funcsName = storageName + type + (useCapture ? "t" : "f");
if (this[funcsName] === undefined) {
this[funcsName] = [];
_addEventListener.apply(this, [ type, useCapture ? unhook_t : unhook_f, useCapture ]);
}
this[funcsName].push(func);
} else {
_addEventListener.apply(this, arguments);
}
}
function clearLoop() {
rule = clear();
var elements = getElements();
for (var i in elements) {
for (var j in eventNames) {
var name = "on" + eventNames[j];
if (Object.prototype.toString.call(elements[i]) == "[object String]") {
continue;
}
if (elements[i][name] !== null && elements[i][name] !== onxxx) {
if (unhook_eventNames.indexOf(eventNames[j]) >= 0) {
elements[i][storageName + name] = elements[i][name];
elements[i][name] = onxxx;
} else {
elements[i][name] = null;
}
}
}
}
document.onmousedown = function() {
return true;
};
}
function returnTrue(e) {
return true;
}
function unhook_t(e) {
return unhook(e, this, storageName + e.type + "t");
}
function unhook_f(e) {
return unhook(e, this, storageName + e.type + "f");
}
function unhook(e, self, funcsName) {
var list = self[funcsName];
for (var i in list) {
list[i](e);
}
e.returnValue = true;
return true;
}
function onxxx(e) {
var name = storageName + "on" + e.type;
this[name](e);
e.returnValue = true;
return true;
}
function getElements() {
var elements = Array.prototype.slice.call(document.getElementsByTagName("*"));
elements.push(document);
var frames = document.querySelectorAll("frame");
if (frames) {
hasFrame = frames;
var frames_element;
for (let i = 0; i < frames.length; i++) {
frames_element = Array.prototype.slice.call(frames[i].contentWindow.document.querySelectorAll("*"));
elements.push(frames[i].contentWindow.document);
elements = elements.concat(frames_element);
}
}
return elements;
}
var settingData = {
status: 1,
version: .1,
message: "",
positionTop: "0",
positionLeft: "0",
positionRight: "auto",
addBtn: false,
connectToTheServer: false,
waitUpload: [],
currentURL: "null",
shortcut: 3,
rules: {},
data: []
};
var rwl_userData = null;
var rule = null;
var hasFrame = false;
var storageName = "storageName";
var hook_eventNames, unhook_eventNames, eventNames;
var EventTarget_addEventListener = EventTarget.prototype.addEventListener;
var document_addEventListener = document.addEventListener;
var Event_preventDefault = Event.prototype.preventDefault;
rwl_userData = GM_getValue("rwl_userData");
if (!rwl_userData) {
rwl_userData = settingData;
}
for (let value in settingData) {
if (!rwl_userData.hasOwnProperty(value)) {
rwl_userData[value] = settingData[value];
GM_setValue("rwl_userData", rwl_userData);
}
}
// @thanks 特别感谢 wyn大佬 提供的 字典匹配表 原作者 [email protected] 开源地址 https://scriptcat.org/script-show-page/432/code
function removeF() {
var $tip = $("style:contains(font-cxsecret)");
if (!$tip.length) return;
var font = $tip.text().match(/base64,([\w\W]+?)'/)[1];
font = Typr.parse(base64ToUint8Array(font))[0];
var table = JSON.parse(GM_getResourceText("Table"));
var match = {};
for (var i = 19968; i < 40870; i++) {
$tip = Typr.U.codeToGlyph(font, i);
if (!$tip) continue;
$tip = Typr.U.glyphToPath(font, $tip);
$tip = MD5(JSON.stringify($tip)).slice(24);
match[i] = table[$tip];
}
$(".font-cxsecret").html(function(index, html) {
$.each(match, function(key, value) {
key = String.fromCharCode(key);
key = new RegExp(key, "g");
value = String.fromCharCode(value);
html = html.replace(key, value);
});
return html;
}).removeClass("font-cxsecret");
function base64ToUint8Array(base64) {
var data = window.atob(base64);
var buffer = new Uint8Array(data.length);
for (var i = 0; i < data.length; ++i) {
buffer[i] = data.charCodeAt(i);
}
return buffer;
}
}
function start() {
try {
removeF();
} catch (e) {}
try {
init();
} catch (e) {}
}
WorkerJSPlus({
name: "学习通作业",
match: location.pathname === "/mooc2/work/dowork" || location.pathname === "/mooc-ans/mooc2/work/dowork",
root: ".questionLi",
elements: {
question: "h3",
options: ".stem_answer .answerBg .answer_p, .textDIV, .eidtDiv",
$options: ".stem_answer .answerBg, .textDIV, .eidtDiv",
type: "input[type^=hidden]:eq(0)"
},
wrap: obj => {
obj.question = obj.question.replace(obj.$item.find(".colorShallow").text(), "").replace(/^(\d+\.\s)/, "");
},
ignore_click: $item => {
return Boolean($item.find(".check_answer,.check_answer_dx").length);
},
fill: (type, answer, $option) => {
if (type === 4 || type === 2 || type === 5) {
UE$1.getEditor($option.find("textarea").attr("name")).setContent(answer);
}
}
});
WorkerJSPlus({
name: "超星旧版考试",
match: (location.pathname === "/exam/test/reVersionTestStartNew" || location.pathname === "/exam-ans/exam/test/reVersionTestStartNew") && !location.href.includes("newMooc=true"),
root: ".TiMu",
elements: {
question: ".Cy_TItle .clearfix",
options: ".Cy_ulTop .clearfix",
$options: ":radio, :checkbox, .Cy_ulTk textarea",
type: "[name^=type]:not([id])"
},
ignore_click: $item => {
return $item.get(0).checked;
},
fill: (type, answer, $option) => {
if (type === 4 || type === 2 || type === 5) {
UE$1.getEditor($option.attr("name")).setContent(answer);
}
},
finished: auto_jump => {
auto_jump && setInterval(function() {
const btn = $(".saveYl:contains(下一题)").offset();
var mouse = document.createEvent("MouseEvents"), arr = [ btn.left + Math.ceil(Math.random() * 80), btn.top + Math.ceil(Math.random() * 26) ];
mouse.initMouseEvent("click", true, true, document.defaultView, 0, 0, 0, arr[0], arr[1], false, false, false, false, 0, null);
_self.event = $.extend(true, {}, mouse);
delete _self.event.isTrusted;
_self.getTheNextQuestion(1);
}, Math.ceil(GLOBAL.fillAnswerDelay * Math.random()) * 2);
}
});
WorkerJSPlus({
name: "超星章节测验",
match: location.pathname === "/work/doHomeWorkNew" || location.pathname === "/mooc-ans/work/doHomeWorkNew",
init: start,
root: ".clearfix .TiMu",
elements: {
question: ".Zy_TItle .clearfix",
options: "ul:eq(0) li .after",
$options: "ul:eq(0) li :radio,:checkbox,textarea,.num_option_dx,.num_option",
type: "input[name^=answertype]"
},
ignore_click: $item => {
if ($item.is("input")) {
return $item.get(0).checked;
}
return $item.attr("class").includes("check_answer");
},
fill: async (type, answer, $option) => {
if (type === 4 || type === 2 || type === 5) {
UE$1.getEditor($option.attr("name")).setContent(answer);
}
}
});
WorkerJSPlus({
name: "超星新版考试",
match: () => {
const cxSinglePage = (location.pathname === "/exam/test/reVersionTestStartNew" || location.pathname === "/exam-ans/exam/test/reVersionTestStartNew" || location.pathname === "/mooc-ans/exam/test/reVersionTestStartNew") && location.href.includes("newMooc=true");
const cxAll = location.pathname === "/mooc2/exam/preview" || location.pathname === "/exam-ans/mooc2/exam/preview" || location.pathname === "/mooc-ans/mooc2/exam/preview";
return cxSinglePage || cxAll;
},
root: ".questionLi",
elements: {
question: "h3 div",
options: ".answerBg .answer_p, .textDIV, .eidtDiv",
$options: ".answerBg, .textDIV, .eidtDiv",
type: "input[name^=type]:eq(" + GLOBAL.i + ")"
},
ignore_click: $item => {
return Boolean($item.find(".check_answer,.check_answer_dx").length);
},
hook: () => {
GLOBAL.i = Number((location.pathname === "/exam/test/reVersionTestStartNew" || location.pathname === "/exam-ans/exam/test/reVersionTestStartNew" || location.pathname === "/mooc-ans/exam/test/reVersionTestStartNew") && location.href.includes("newMooc=true"));
},
wrap: obj => {
if (obj.type === 6) {
obj.type = 4;
}
},
fill: (type, answer, $option) => {
if (type === 4 || type === 2 || type === 5) {
const name = $option.find("textarea").attr("name");
UE$1.getEditor(name).setContent(answer);
if (GLOBAL.i === 0) {
console.log("#" + name.replace("answerEditor", "save_"));
$("#" + name.replace("answerEditor", "save_")).click();
}
}
},
finished: a => {
a && $('.nextDiv .jb_btn:contains("下一题")').click();
}
});
WorkerJSPlus({
name: "超星随堂测验",
match: location.pathname.includes("/page/quiz/stu/answerQuestion"),
root: ".question-item",
elements: {
question: ".topic-txt",
options: ".topic-option-list",
$options: ".topic-option-list input",
type: "input[class^=que-type]"
},
ignore_click: $item => {
return Boolean($item.find(".check_answer,.check_answer_dx").length);
},
wrap: obj => {
if (obj.type === 16) {
obj.type = 3;
}
},
fill: (type, answer, $option) => {
if (type === 4 || type === 2) {
$option.val(answer);
}
}
});
function JSONParseHook(func) {
if (location.host.includes("zhihuishu")) {
let oldSend = XMLHttpRequest.prototype.send;
XMLHttpRequest.prototype.send = function() {
this.addEventListener("readystatechange", function() {
if (this.readyState === 4 && this.response.includes("workExamParts")) {
try {
func(JSON.parse(this.response));
} catch (err) {}
}
}, false);
return oldSend.apply(this, arguments);
};
} else {
const parse = JSON.parse;
JSON.parse = function(...args) {
const o = parse.call(this, ...args);
func(o);
return o;
};
}
}
function hookZhiHuiShuWork(o, arr) {
function format(item) {
let options = [];
let options_id;
if (item.questionOptions && item.questionOptions.length) {
options = item.questionOptions.map(o => {
return formatString(o.content);
});
options_id = item.questionOptions.map(o => {
return o.id;
});
}
return {
qid: item.id,
question: formatString(item.name),
type: getQuestionType(item.questionType.name),
options_id: options_id,
options: options
};
}
if (o.rt && o.rt.examBase && o.rt.examBase.workExamParts.length > 0) {
GLOBAL.content = o.rt;
GLOBAL.json = o.rt.examBase.workExamParts.map(part => {
return part.questionDtos.map(item => {
if ("阅读理解（选择）/完型填空" === item.questionType.name || "听力训练" === item.questionType.name || !(item.questionType.name.includes("填空") || item.questionType.name.includes("问答")) && item.questionChildrens && item.questionChildrens.length > 0) {
return item.questionChildrens.map(i => {
console.log(format(i));
return format(i);
}).flat();
} else {
return format(item);
}
});
}).flat();
} else if (o.rt && Object.keys(o.rt).length > 0 && !isNaN(Object.keys(o.rt)[0])) {
GLOBAL.img = o.rt;
}
}
WorkerJSPlus({
name: "智慧树作业/考试",
match: !location.href.includes("checkHomework") && location.host.includes("zhihuishu") && (location.pathname === "/stuExamWeb.html" || location.href.includes("/webExamList/dohomework/") || location.href.includes("/webExamList/doexamination/")),
root: ".examPaper_subject",
elements: {
question: ".subject_describe div,.smallStem_describe p",
options: ".subject_node .nodeLab .node_detail",
$options: ".subject_node .nodeLab .node_detail",
type: ".subject_type span:first-child"
},
hook: () => {
JSONParseHook(hookZhiHuiShuWork);
},
intv: () => {
return $(".answerCard").length;
},
wrap: obj => {
Object.assign(obj, GLOBAL.json[GLOBAL.index - 1]);
console.log(obj);
if ($(".yidun_popup").hasClass("yidun_popup--light")) {
iframeMsg("tip", {
type: "stop",
tip: "答题暂停，请自行通过验证"
});
GLOBAL.stop = true;
}
},
ignore_click: $item => {
return $item.hasClass("onChecked");
},
fill: (type, answer, $option) => {
if (type === 4 || type === 2) {
UE$1.getEditor($option.find("textarea").attr("name")).setContent(answer);
}
},
finished: async () => {
vm.zhihuishuSaveTip();
const len = $(".answerCard_list li").length;
for (let i = 0; i < len; i++) {
await sleep(500);
try {
$(".answerCard_list1 li").eq(i).click();
await sleep(1e3);
$(".el-button:contains(下一题)").click();
} catch (e) {
$(".el-button:contains(保存)").click();
}
const process = ((i + 1) / len * 100).toFixed(0);
$("#gs_p").val(process);
$("#gs_text").text(process + "%");
}
if (top.document.querySelector("#gs_p").value == 100) {
top.document.querySelector("#zhihuishuSaveTip").remove();
}
},
fillFinish: () => {
$(".answerCard_list li").eq(GLOBAL.index - 1).click();
$(".el-button:contains(下一题)").click();
}
});
WorkerJSPlus({
name: "智慧树学分课作业",
match: location.href.includes("/atHomeworkExam/stu/homeworkQ/exerciseList") || location.href.includes("atHomeworkExam/stu/examQ/examexercise"),
root: ".questionBox:eq(0)",
elements: {
question: ".questionContent",
options: ".optionUl label .el-radio__label,.el-checkbox__label",
$options: ".optionUl label",
type: ".questionTit"
},
intv: () => {
return $(".answerCard").length || $(".questionTit").length;
},
wrap: async obj => {
obj.options = obj.options.map(item => {
return formatString(item.replaceAll(/^[a-zA-Z][.|\s+]/g, ""));
});
if ($(".yidun_popup").hasClass("yidun_popup--light")) {
iframeMsg("tip", {
type: "stop",
tip: "答题暂停，请自行通过验证"
});
GLOBAL.stop = true;
}
},
ignore_click: $item => {
return $item.hasClass("is-checked");
},
finished: () => {
if ($(".Nextbtndiv .Topicswitchingbtn-gray:contains(下一题)").hasClass("Topicswitchingbtn-gray")) return false;
$(".Topicswitchingbtn:contains(下一题)").click();
return true;
}
});
WorkerJSPlus({
name: "智慧树学分课考试",
match: location.host === "studentexambaseh5.zhihuishu.com",
root: ".ques-detail",
elements: {
question: ".questionName .centent-pre",
options: ".radio-view li .preStyle,.checkbox-views label .preStyle",
$options: ".radio-view li,.checkbox-views label",
type: ".letterSortNum"
},
intv: () => {
return $(".questionContent").length;
},
ignore_click: $item => {
return $item.hasClass("is-checked");
},
wrap: obj => {
obj.options = obj.options.map(item => {
return formatString(item.replaceAll(/^[a-zA-Z][.|\s+]/g, ""));
});
if ($(".yidun_popup").hasClass("yidun_popup--light")) {
iframeMsg("tip", {
type: "stop",
tip: "答题暂停，请自行通过验证"
});
GLOBAL.stop = true;
}
if (obj.type === 15) {
obj.question = formatString($(".centent-son-pre").text());
obj.type = 1;
}
},
finished: auto_jump => {
if (auto_jump) {
const btn = $(".next-topic:contains(下一题)");
btn.click();
return !btn.hasClass("noNext");
}
}
});
WorkerJSPlus({
match: location.href.includes("checkHomework") && location.host.includes("zhihuishu"),
hook: () => {
JSONParseHook(hookZhiHuiShuWork);
},
init: () => {
R({
type: 2,
content: GLOBAL.content,
img: GLOBAL.img
});
}
});
GLOBAL.timeout = 10 * 1e3;
function uploadAnswer(data) {
const arr2 = division(data, 100);
for (let arr2Element of arr2) {
GM_xmlhttpRequest({
method: "POST",
url: "https://lyck6.cn/pcService/api/uploadAnswer",
headers: {
"Content-Type": "application/json;charset=utf-8"
},
data: JSON.stringify(arr2Element),
timeout: GLOBAL.timeout
});
}
}
function uploadAnswerToPlat(data, plat) {
const arr2 = division(data, 100);
for (let arr2Element of arr2) {
GM_xmlhttpRequest({
method: "POST",
url: "https://lyck6.cn/collect-service/v1/uploadAnswerToPlat?plat=" + plat,
headers: {
"Content-Type": "application/json;charset=utf-8"
},
data: JSON.stringify(arr2Element),
timeout: GLOBAL.timeout
});
}
}
WorkerJSPlus({
name: "职教云考试",
match: location.pathname === "/exam/examflow_index.action",
intv: () => {
return $(".divQuestionTitle").length;
},
root: ".q_content",
elements: {
question: ".divQuestionTitle",
options: ".questionOptions .q_option",
$options: ".questionOptions .q_option div,div[id^=_baidu_editor_]"
},
ignore_click: $item => {
return $($item).attr("class") === "checkbox_on";
},
wrap: obj => {
const type = getQuestionType(obj.$item.next().attr("answertype"));
obj.type = type === undefined ? defaultWorkTypeResolver(obj.$options) : type;
},
fill: (type, answer, $option) => {
if (type === 4 || type === 2 || type === 5) {
UE$1.getEditor($option.attr("id")).setContent(answer);
}
},
finished: async () => {
if ($(".paging_next").attr("style").includes("block") || !$(".paging_next").attr("style").includes("none")) {
$(".paging_next").click();
await sleep(1e3);
return true;
}
}
});
WorkerJSPlus({
name: "职教云测验",
match: location.pathname === "/study/directory/dir_course.html",
intv: () => {
return $(".panel_item").length;
},
root: ".panel_item .panel_item",
elements: {
question: ".preview_cm .preview_stem",
options: ".preview_cm ul li span:last-child",
$options: ".preview_cm ul li input"
},
wrap: obj => {
obj.type = getQuestionType(obj.$item.parent().find(".panel_title").text());
obj.options = obj.options.map(i => {
return i.trim().replace(/^[abAB]\)\s+/, "").replace(/^[A-Za-z]\s+/, "").trim();
});
},
ignore_click: $item => {
return $item.attr("checked") === "checked";
}
});
WorkerJSPlus({
name: "职教云MOOC",
match: location.pathname === "/study/homework/do.html" || location.pathname === "/study/workExam/testWork/preview.html" || location.pathname === "/study/onlineExam/preview.html" || location.pathname === "/study/workExam/homeWork/preview.html" || location.pathname === "/study/workExam/onlineExam/preview.html",
root: ".e-q-r",
elements: {
question: ".e-q-q .ErichText",
options: ".e-a-g li",
$options: ".e-a-g li",
type: ".quiz-type"
},
ignore_click: $item => {
return $item.hasClass("checked");
},
wrap: obj => {
if (obj.type === "A1A2题") {
obj.type = 1;
}
obj.question = obj.question.replace(/<img src="https:\/\/cdn-zjy.icve.com.cn\/common\/images\/question_button\/blankspace(\d+).gif">/gi, "");
obj.options = obj.options.map(i => {
return i.trim().replace(/^[abAB]\)\s+/, "").replace(/^[A-Za-z]\s+/, "").trim();
});
}
});
function parseIcve(questions) {
return questions.map(item => {
const options = item.Selects.map(opt => {
return formatString(opt);
});
const type = getQuestionType(item.ACHType.QuestionTypeName);
const answer = item.Answers.map(key => {
if (type === 0 || type === 1) {
return options[key.charCodeAt() - 65];
} else if (type === 3) {
return key === "1" ? "正确" : "错误";
}
});
const answerKey = type === 0 || type === 1 ? item.Answers : answer;
return {
id: item.Id,
question: item.ContentText,
answerKey: answerKey,
options: type === 3 ? [ "正确", "错误" ] : options,
answer: answer,
type: type
};
});
}
WorkerJSPlus({
name: "资源库 新版",
match: location.pathname === "/icve-study/jobTest" || location.pathname === "/icve-study/coursePreview/jobTest" || location.pathname === "/icve-study/coursePreview/test",
root: ".subjectDet",
elements: {
question: "h5,.titleTest span:last",
options: ".optionList label",
$options: ".optionList input",
type: ".title,.titleTest .xvhao"
},
ignore_click: $item => {
return $item.prop("checked");
},
wrap: obj => {
console.log(obj);
},
fill: (type, answer, $option) => {
if (type === 4 || type === 2) {
UE$1.getEditor($option.attr("name")).setContent(answer);
}
}
});
WorkerJSPlus({
name: "资源库 WWW开头",
match: location.pathname === "/study/works/works.html" || location.pathname === "/study/exam/exam.html",
root: ".questions",
elements: {
question: ".preview_stem",
options: "li .preview_cont",
$options: "li input",
type: "input:hidden"
},
hook: () => {
JSONParseHook(o => {
if (location.pathname === "/study/works/works.html") {
if (o.paper) {
GLOBAL.json = parseIcve(o.paper.PaperQuestions);
uploadAnswer(GLOBAL.json);
}
} else if (location.pathname === "/study/exam/exam.html") {
if (o.array) {
GLOBAL.json = parseIcve(o.array.map(item => {
return item.Questions;
}).flat());
uploadAnswer(GLOBAL.json);
}
}
});
},
ignore_click: $item => {
return $item.prop("checked");
},
wrap: obj => {
function get_element(id) {
for (let jsonElement of GLOBAL.json) {
if (jsonElement.id === id) {
return jsonElement;
}
}
}
const ele = get_element(obj.$item.find("input:hidden").val());
obj.question = ele.question;
obj.answer = ele.answerKey ? ele.answerKey : ele.answer;
obj.type = ele.type;
obj.options = ele.options;
console.log(obj);
},
fill: (type, answer, $option) => {
if (type === 4 || type === 2) {
UE$1.getEditor($option.attr("name")).setContent(answer);
}
}
});
WorkerJSPlus({
name: "智慧职教 作业/考试",
match: location.host.includes("zjy2.icve.com.cn"),
intv: () => {
return $(".subjectDet").length;
},
root: ".subjectDet",
elements: {
question: "h5,.titleT .htmlP",
options: ".optionList .el-radio__label,.el-checkbox__label",
$options: ".optionList input",
type: ".titleTwo,.xvhao"
},
hook: () => {
const parse = ques => {
return ques.map(i => {
const options = [];
const answer = [];
if (i.typeId === "3") {
answer.push(i.optionAnswer === "1" ? "正确" : "错误");
} else if (/[12]/.test(i.typeId)) {
options.push(...JSON.parse(i.dataJson).map(i => {
if (i.IsAnswer) {
answer.push(formatString(i.Content));
}
return formatString(i.Content);
}));
}
return {
options: options,
qid: i.id,
answer: answer
};
});
};
JSONParseHook(o => {
if (o.name && o.questions && o.totalScore) {
GLOBAL.json = parse(o.questions);
} else if (o.data && o.data.questions) {
GLOBAL.json = parse(o.data.questions);
}
});
},
ignore_click: $item => {
return $($item).parent().attr("class") === "is-checked";
},
wrap: obj => {
function findAnswer(id) {
for (let jsonElement of GLOBAL.json) {
if (jsonElement.qid === id) {
return jsonElement.answer;
}
}
}
obj.answer = findAnswer(obj.$item.attr("id"));
}
});
function parseYkt(problems) {
return problems.map(item => {
const question = formatString(item.Body);
const type = getQuestionType(item.TypeText);
const options = [];
const answer = [];
if (type <= 1) {
options.push(...item.Options.sort((a, b) => {
return a.key.charCodeAt(0) - b.key.charCodeAt(0);
}).map(item => {
return formatString(item.value);
}));
if (item.Answer) {
if (Array.isArray(item.Answer)) {
answer.push(...item.Answer);
} else {
answer.push(...item.Answer.split(""));
}
}
} else if (type === 3 && item.Answer && item.Answer.length === 1) {
answer.push(item.Answer[0].replace("true", "正确").replace("false", "错误"));
}
return {
answer: answer,
options: options,
type: type,
qid: item.problem_id,
question: question
};
});
}
function parsehnzkwText(problems) {
return problems.map(item => {
const type = item.flag === 1 ? 2 : item.flag === 0 ? 0 : item.flag === 4 ? 1 : item.flag === 3 ? 3 : undefined;
let answer = [];
let options = [];
if (type === 2) {
answer.push(item.answer);
return {
question: formatString(item.content),
options: options,
type: type,
answer: answer
};
} else if (type === 0) {
for (let subjectOption of item.optionss) {
const opt = formatString(subjectOption);
options.push(opt);
}
if (type === 1) {
item.answer.split("|").map(i => {
answer.push(options[i.toUpperCase().charCodeAt(0) - 65]);
});
} else {
answer.push(options[item.answer.toUpperCase().charCodeAt(0) - 65]);
}
return {
question: formatString(item.content),
options: options,
type: type,
answer: answer
};
} else if (type === 3) {
for (let subjectOption of item.selectOption) {
const opt = formatString(subjectOption);
options.push(opt);
}
answer.push(item.answer);
return {
question: formatString(item.content),
options: options,
type: type,
answer: answer
};
}
});
}
function parseDanWei(pro) {
return pro.map(i => {
const type = getQuestionType(i.ttop010);
const question = i.ttop011;
const options = [];
const answer = [];
if (type === 0 || type === 1 || type === 3) {
options.push(...i.ttop018.length > 0 ? i.ttop018.split("$$") : [ "正确", "错误" ]);
answer.push(...i.ttop022.split("").map(item => {
return options[item.charCodeAt(0) - 65];
}));
} else if (type === 2 || type === 4) {
answer.push(...i.ttop021.split("$$"));
}
return {
question: question,
type: type,
answer: answer,
options: options
};
}).filter(i => i);
}
function parseYxbyunExam(problems) {
return problems.map(item => {
const type = getQuestionType(item.bigName);
return item.paperTopicList.map(item => {
let answer = [];
let options = [];
if (type === 2) {
answer.push(item.answer);
return {
question: formatString(item.content),
options: options,
type: type,
answer: answer
};
} else if (type === 0 || type === 3 || type === 1) {
let answer = [];
let options = [];
for (let subjectOption of item.questionTopic.questionOptionList) {
const opt = formatString(subjectOption.questionContent);
options.push(opt);
}
if (type === 1) {
item.questionTopic.questionAnswer.split(",").map(i => {
answer.push(options[i.toUpperCase().charCodeAt(0) - 65]);
});
} else {
answer.push(options[item.questionTopic.questionAnswer.toUpperCase().charCodeAt(0) - 65]);
}
return {
question: formatString(item.questionTopic.questionTitle),
options: options,
type: type,
answer: answer
};
}
});
});
}
function parseYxbyunTest(problems) {
return problems.map(item => {
const type = getQuestionType(item.bigName);
return item.smallContent.map(item => {
let answer = [];
let options = [];
if (type === 2) {
answer.push(item.answer);
return {
question: formatString(item.content),
options: options,
type: type,
answer: answer
};
} else if (type === 0 || type === 3 || type === 1) {
let answer = [];
let options = [];
for (let subjectOption of item.question.optionList) {
const opt = formatString(subjectOption.questionContent);
options.push(opt);
}
if (type === 1) {
item.question.questionAnswer.split(",").map(i => {
answer.push(options[i.toUpperCase().charCodeAt(0) - 65]);
});
} else {
answer.push(options[item.question.questionAnswer.toUpperCase().charCodeAt(0) - 65]);
}
return {
question: formatString(item.question.questionTitle),
options: options,
type: type,
answer: answer
};
}
});
});
}
WorkerJSPlus({
name: "雨课堂旧版考试",
match: location.pathname.includes("/v/quiz/quiz_result"),
intv: () => {
return $("#cover").attr("style").includes("display: none;");
},
root: ".problem_item",
elements: {
question: ".notBullet:eq(0)",
options: ".notBullet:gt(0)",
$options: ".problembullet"
},
ignore_click: $item => {
return $item.hasClass("is-checked");
},
wrap: async obj => {
const $item = obj.$item;
const tmp = $item.find(".ptype").clone();
tmp.children().remove();
obj.type = getQuestionType(tmp.text());
obj.question = await yuketangOcr(obj.question.attr("data-background"));
if (obj.$options.length === 2) {
obj.options = [ "正确", "错误" ];
} else {
const opt = [];
for (const tmpElement of $item.find(".notBullet:gt(0)")) {
opt.push(await yuketangOcr(jQuery(tmpElement).attr("data-background")));
}
obj.options = opt;
}
}
});
WorkerJSPlus({
name: "学堂在线",
match: location.host === "www.xuetangx.com" && location.pathname.includes("/exercise/"),
intv: () => {
return $(".answer").length;
},
root: ".content:eq(0)",
elements: {
question: ".question .fuwenben",
options: ".question .leftQuestion .leftradio > span:last-child",
$options: ".question .leftradio",
type: ".question .title"
},
ignore_click: $item => {
return $item.find(".radio_jqq").hasClass("active");
},
wrap: obj => {
if (obj.type === 3) {
obj.$options = $(".answerList .radio_jqq");
}
},
fill: (type, answer, $option) => {
if (type === 4 || type === 2) {
UE.getEditor($option.find("textarea")).setContent(answer);
}
},
finished: () => {
const $right = $(".tabbar").find(".right");
$right.click();
return !$right.hasClass("unselect");
}
});
WorkerJSPlus({
name: "雨课堂新版考试",
match: location.host.includes("yuketang.cn") && location.pathname.includes("/result/"),
hook: () => {
JSONParseHook(async o => {
if (o.data && o.data.problems && o.data.problems.length > 0) {
uploadAnswerToPlat(parseYkt(o.data.problems), 50);
}
});
}
});
WorkerJSPlus({
name: "雨课堂新版考试",
match: (location.host === "examination.xuetangx.com" || location.host === "changjiang-exam.yuketang.cn") && (location.pathname.includes("/exam/") || location.pathname.includes("/cover/")),
hook: () => {
JSONParseHook(async o => {
if (o.data && o.data.problems && o.data.problems.length > 0) {
GLOBAL.json = parseYkt(o.data.problems);
}
});
const intv = setInterval(() => {
try {
top.document.querySelector(".exam").__vue__.handleHangUpTip = function() {};
const querySelector = top.document.querySelector;
top.document.querySelector = function(...args) {
if (args[0] === "#model-id" || args[0].includes("hcSearcheModal")) return false;
return querySelector.call(this, ...args);
};
const getElementById = top.document.getElementById;
top.document.getElementById = function(...args) {
if (args[0] === "model-id" || args[0].includes("hcSearcheModal")) return false;
return getElementById.call(this, ...args);
};
clearInterval(intv);
} catch (e) {}
}, 100);
},
intv: () => {
return jQuery(".subject-item").length;
},
root: ".exam-main--body .subject-item",
elements: {
question: ".item-body h4,.item-body span:eq(0)",
options: ".item-body ul li",
$options: ".item-body ul label, .blank-item-dynamic, .edui-editor-iframeholder",
type: ".item-type"
},
ignore_click: $item => {
return $item.hasClass("is-checked");
},
wrap: obj => {
obj.options = obj.type === 3 ? [ "正确", "错误" ] : obj.options.map(i => {
return i.replace(/^[A-G]\s/, "");
});
try {
obj.qid = GLOBAL.json[GLOBAL.index - 1].qid;
obj.plat = 50;
} catch (e) {
console.log(e);
}
}
});
WorkerJSPlus({
name: "雨课堂新版作业，需要一个一个点下一题的",
match: location.pathname.includes("/v2/web/cloud/student/exercise/"),
hook: () => {
async function parseYkt(problems, font) {
const res = problems.map(i => {
const type = getQuestionType(i.content.TypeText);
const question = i.content.Body;
let options = [];
if (type <= 1) {
options = i.content.Options;
} else if (type === 3) {
options = i.content.Options.map(item => {
return item.key.replace("true", "正确").replace("false", "错误");
});
}
return {
qid: i.problem_id,
question: question,
type: type,
options: options,
user: i.user
};
}).filter(i => i);
for (const item of res) {
item.question = await getEncryptString(item.question, font);
const answerArray = [];
if (item.type <= 1) {
const optionsArray = [];
for (const itemElement of item.options) {
const opt = await getEncryptString(itemElement.value, font);
if (item.user && item.user.is_show_answer && item.user.answer.includes(itemElement.key)) {
answerArray.push(opt);
}
optionsArray.push(opt);
}
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answerArray.push(item.user.answer[0].replace("true", "正确").replace("false", "错误"));
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}
delete item.user;
item.answer = answerArray;
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JSONParseHook(async o => {
if (o.data && o.data.problems) {
GLOBAL.json = await parseYkt(o.data.problems, o.data.font);
uploadAnswerToPlat(GLOBAL.json, 50);
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root: ".container-problem .subject-item",
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const index = jQuery(".item-type").text().match(/(\d+)\./)[1];
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need_jump && setTimeout(() => {
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$options: ".option input",
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const split = obj.question.split(/[A-G]\./);
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if (obj.type === undefined || obj.type === null || isNaN(obj.type) || obj.type > 3) {
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if (document.querySelector(".question-container .right")) {
let current = 0;
const domItem = document.querySelectorAll(".item");
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break;
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finished: async need_jump => {
await sleep(500);
if ($(".next a").length === 0) {
return false;
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window.parent.document.querySelector(".next a").click();
return true;
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WorkerJSPlus({
name: "云班课",
match: location.pathname === "/web/index.php" && location.href.includes("m=reply"),
root: ".topic-item",
elements: {
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options: ".t-option label .option-content",
$options: ".el-radio__input,.el-checkbox__input",
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obj.options = obj.options.map(i => {
return i.trim().replace(/^[abAB]\)\s+/, "").replace(/^[A-Za-z]\s+/, "").trim();
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}
});
WorkerJSPlus({
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root: ".stViewItem",
elements: {
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fill: (type, answer, $option) => {
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WorkerJSPlus({
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JSONParseHook(o => {
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uploadAnswer(GLOBAL.json);
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root: ".tm",
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if (obj.type === 3) {
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const vue = $option.get(0).__vue__;
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vue.emitAnswer();
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if (obj.type === 2) {
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if (obj.type === 3) {
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$(".practice-detail__bottom-item:last-child").click();
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return $("#question_").attr("style").length === 0;
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root: ".quesinfo",
elements: {
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obj.options = [ "正确", "错误" ];
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}
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WorkerJSPlus({
name: "青书学堂考试",
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WorkerJSPlus({
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return $(".question-detail-container").length;
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fill: (type, answer, $option) => {
if (type === 4 || type === 2) {
$option.parents().find(".question-controller-wrapper .next").click();
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}
});
WorkerJSPlus({
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intv: () => {
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root: ".split-screen-wrapper",
elements: {
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WorkerJSPlus({
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match: location.pathname === "/quiz/pc.html",
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root: ".question-item",
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question: ".question-title",
options: "ul label .choice-title",
$options: "ul label input",
type: ".title"
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obj.options = obj.options.map(i => {
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},
ignore_click: $item => {
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});
WorkerJSPlus({
name: "优学院考试",
match: location.host === "utest.ulearning.cn" && location.pathname === "/",
intv: () => {
return $(".section-area").length;
},
root: ".question-area .question-item",
elements: {
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$options: ".choice-list label, .iconfont",
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},
ignore_click: $item => {
return $item.hasClass("is-checked");
},
finished: () => {
if ($(".next-part:contains(下个部分)").length) {
$(".next-part").click();
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return false;
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WorkerJSPlus({
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match: location.pathname === "/umooc/learner/homework.do",
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root: ".multiple-choices,.judge",
elements: {
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$options: "ul label input,.radios .radio input",
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},
wrap: obj => {
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},
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return $item.prev().hasClass("checkbox-checked");
}
});
WorkerJSPlus({
name: "万学",
match: location.pathname.includes("/sls/N2014_StudyController/next"),
root: ".question",
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question: "tr .nm2",
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$options: ".option li label",
type: "tr .nm2"
},
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}
});
WorkerJSPlus({
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root: "questionContent",
elements: {
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$options: ".icheckbox_div label",
type: ".question_num"
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ignore_click: $item => {
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});
WorkerJSPlus({
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root: ".queItemClass",
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$options: ".clearfix .xuan,input"
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obj.plat = 66;
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WorkerJSPlus({
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root: ".uniQueItem",
elements: {
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$options: "ul li"
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ignore_click: $item => {
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wrap: obj => {
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root: "main:last",
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finished: need_jump => {
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WorkerJSPlus({
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},
intv: () => {
return $("#stateName").text().trim() === "进行中";
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root: ".courseexamcon-main",
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WorkerJSPlus({
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},
root: ".test-type-box ul .white-bg",
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WorkerJSPlus({
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return $item.hasClass("is-checked");
},
wrap: obj => {
obj.type = getQuestionType(obj.$item.parent().find(".text").text());
console.log(obj);
}
});
WorkerJSPlus({
name: "石家庄科技继续教育",
match: location.host.includes("kc.jxjypt.cn") && location.pathname.includes("/paper/start"),
intv: () => {
return $(".sub-content").length;
},
root: ".sub-content",
elements: {
question: ".sub-dotitle",
options: ".sub-answer dd",
$options: ".sub-answer dd,.mater-respond textarea",
type: ".sub-dotitle i"
},
ignore_click: $item => {
return $item.hasClass("cho-this");
},
wrap: obj => {
console.log(obj);
},
fill: (type, answer, $option) => {
if (type === 4) {
$option.val(answer);
}
}
});
WorkerJSPlus({
name: "石家庄理工职业学院",
match: location.host.includes("edu.tianzerencai.com") && location.pathname.includes("/examinationDetail"),
intv: () => {
return $(".topic").length;
},
root: ".topic",
elements: {
question: ".title",
options: ".main",
$options: ".main",
type: ".title"
},
ignore_click: $item => {
return $item.hasClass("cho-this");
},
wrap: obj => {
if (obj.type === 3) {
obj.options = [ "正确", "错误" ];
obj.$options = obj.$item.find(".judge button");
} else if (obj.type === 1) {
obj.options = obj.$item.find(".checkbox .option_text").map((i, y) => {
return $(y).text();
}).toArray();
obj.$options = obj.$item.find(".checkbox button");
} else if (obj.type === 0) {
obj.options = obj.$item.find(".radio .option_text").map((i, y) => {
return $(y).text();
}).toArray();
obj.$options = obj.$item.find(".radio button");
}
console.log(obj);
}
});
WorkerJSPlus({
name: "国开军盾",
match: location.host.includes("s.jundunxueyuan.com") && location.hash.includes("#/exam/"),
intv: () => {
return $(".the-paper .section-item-question-item").length;
},
root: ".section-item-question-item",
elements: {
plat: 43,
question: ".question-tit",
options: ".el-radio-group label,.el-checkbox-group label",
$options: ".el-radio-group input,.el-checkbox-group input",
type: ".sub-dotitle i"
},
ignore_click: $item => {
return $item.prop("checked");
},
wrap: obj => {
obj.type = getQuestionType(obj.$item.parents(".section-item").find(".section-item-tit").text());
console.log(obj);
}
});
WorkerJSPlus({
name: "博学bx",
match: location.host.includes("bx.bossyun.com") && location.pathname.includes("/bx/study/examine"),
intv: () => {
return $(".question-list").length;
},
root: ".question-list",
elements: {
question: ".title",
options: ".ant-radio-group label,.ant-checkbox-group label",
$options: ".ant-radio-group input,.ant-checkbox-group input",
type: ".tag"
},
ignore_click: $item => {
return $item.prop("checked");
}
});
WorkerJSPlus({
name: "博学bx",
match: location.host.includes("bx.bossyun.com") && location.pathname.includes("/bx/study/examine"),
intv: () => {
return $(".question-list").length;
},
root: ".question-list",
elements: {
question: ".title",
options: ".ant-radio-group label,.ant-checkbox-group label",
$options: ".ant-radio-group input,.ant-checkbox-group input",
type: ".tag"
},
ignore_click: $item => {
return $item.prop("checked");
}
});
WorkerJSPlus({
name: "电中在线",
match: location.host.includes("old-zzx.ouchn.edu.cn") && location.pathname.includes("/edu/public/student/"),
intv: () => {
return $(".subject").length;
},
root: ".subject",
elements: {
question: ".question",
options: ".answer .option-name",
$options: ".answer"
},
wrap: obj => {
obj.type = 0;
console.log(obj);
}
});
WorkerJSPlus({
name: "爱学",
match: () => {
const pathMatch = location.pathname.includes("/Web/Test/doing");
const matchHostArr = [ "ai.ztbu.edu.cn", "www.51ixuejiao.com" ];
return pathMatch && matchHostArr.includes(location.host);
},
intv: () => {
return $("card-title").length;
},
root: ".exam dd",
elements: {
question: "card-title",
options: ".ans_area div",
$options: ".ans_area div",
type: "info"
},
ignore_click: $item => {
return $item.attr("selected") === "selected";
},
wrap: obj => {
console.log(obj);
},
fillFinish: data => {
if (data.ans.includes("span") || data.type === 1) {
$(".move_btn span:last").click();
}
}
});
WorkerJSPlus({
name: "人卫智网",
match: location.host.includes("exam.ipmph.com") && location.pathname.includes("/front/myschool/index.html"),
intv: () => {
return $(".body").length;
},
root: ".body",
elements: {
question: ".fch2 font",
options: ".selet .el-radio__label",
$options: ".selet input"
},
wrap: obj => {
obj.type = 0;
console.log(obj);
},
finished: () => {
document.querySelector(".next-btn .text-right a:last-child").click();
}
});
WorkerJSPlus({
name: "卫生人力资源系统",
match: location.host.includes("vgos.zbwsrc.cn") && location.pathname.includes("/TESExamClient/"),
intv: () => {
return $(".testitem").length;
},
root: ".testitem",
elements: {
question: ".stem",
options: ".inputitem li",
$options: ".inputitem input"
},
wrap: obj => {
obj.type = 0;
console.log(obj);
}
});
WorkerJSPlus({
name: "继教在线（考试）",
match: location.pathname.includes("/Student/ExamManage/CourseOnlineExamination"),
intv: () => {
return $(".test_item").length;
},
root: ".test_item",
elements: {
question: ".test_item_tit",
options: ".test_item_theme label",
$options: ".test_item_theme input"
},
ignore_click: $item => {
return $item.prop("checked");
},
wrap: obj => {
const $item = obj.$item;
obj.type = getQuestionType($item.prevAll(".test_item_type").text());
if (obj.type === 3) {
obj.options = [ "正确", "错误" ];
}
}
});
WorkerJSPlus({
name: "培训系统（考试）",
match: location.pathname.includes("ShowItemView"),
intv: () => {
return $(".choice-interaction").length;
},
root: ".choice-interaction",
elements: {
question: ".select-clickstyle span",
options: ".text-simple-choice .text",
$options: ".text-simple-choice input",
type: ".item-content"
},
ignore_click: $item => {
return $item.prop("checked");
},
wrap: obj => {
const $item = obj.$item;
obj.type = getQuestionType($item.parent().prevAll(".item-content").text());
console.log(obj);
},
finished: () => {
window.parent.document.querySelector(".nextBtn").click();
}
});
WorkerJSPlus({
name: "传媒（考试）",
match: location.pathname.includes("/Exam/onlineTest/ShiTiYe.aspx"),
intv: () => {
return $("#Content").length;
},
root: ".ShiTi",
elements: {
question: ".Paper_ParentQuestionDesc",
options: ".Paper_Answer li",
$options: ".Paper_Answer input"
},
ignore_click: $item => {
return $item.prop("checked");
},
wrap: obj => {
const $item = obj.$item;
obj.type = getQuestionType($item.parents("#ContentText").find("#ExamFrameQuesDesc").text());
console.log(obj);
},
finished: () => {
window.parent.document.querySelector("#btnNext").click();
}
});
WorkerJSPlus({
name: "慧考试",
match: location.pathname.includes("/examSystemPCInner/"),
intv: () => {
return $(".question-list-box").length;
},
root: ".question-list-box > div",
elements: {
question: ".topic-title",
options: ".option_list",
$options: ".option_list ",
type: ".question-type-name"
},
ignore_click: $item => {
return $item.prop("checked");
},
wrap: obj => {
console.log(obj);
}
});
WorkerJSPlus({
name: "河北开放",
match: location.pathname.includes("/exam/") && location.host === "lms.cjzx.hblll.com",
intv: () => {
return $(".loading-gif").hasClass("ng-hide") && $(".hd .examinee .submit-label").eq(0).text() === "";
},
root: ".card ol .single_selection,.multiple_selection,.true_or_false,.short_answer",
elements: {
question: ".summary-title .subject-description",
options: ".subject-options li .option-content",
$options: ".subject-options label .left",
type: ".summary-sub-title span:eq(0)"
},
ignore_click: ($item, type) => {
return type === 1 && $item.find("input").hasClass("ng-not-empty");
}
});
WorkerJSPlus({
name: "自考365",
match: location.host === "member.zikao365.com" && location.pathname.includes("generaltest/exam.shtm"),
intv: () => {
return $(".timu").length;
},
root: ".timu",
elements: {
question: ".timu-tit",
options: ".timu-list .list",
$options: ".timu-list input"
},
ignore_click: $item => {
return $item.prop("checked");
},
wrap: obj => {
console.log(obj);
}
});
WorkerJSPlus({
name: "幕享",
match: location.host === "web.moycp.com" && location.pathname.includes("/study"),
intv: () => {
return $(".question-list").length;
},
root: ".question-list",
elements: {
question: ".question-title",
options: ".answer-option label",
$options: ".answer-option input",
type: ".singleflag"
},
ignore_click: ($item, type) => {
if (type === 1) {
return $item.prop("checked");
}
},
wrap: obj => {
console.log(obj);
},
fillFinish: data => {
if (data.style === "warning-row" || data.type === 1) {
$(".next-submit .next").click();
}
},
finished: () => {
if ($(".next-submit .next").hasClass("noClick")) {
return false;
}
return true;
}
});
WorkerJSPlus({
name: "麦能",
match: location.pathname.includes("/lms/web/onlineexam/exambegin"),
intv: () => {
return $(".sdiv").length;
},
root: ".sdiv",
elements: {
question: ".eptimu_name",
options: ".ansdiv div",
$options: ".ansdiv input",
type: ".eptimu_title"
},
ignore_click: $item => {
return $item.prop("checked");
},
wrap: obj => {
console.log(obj);
},
fillFinish: () => {
if ($(".layui-layer").length) {
return false;
}
$(".eptimu_btn_next:eq(0)").click();
return true;
}
});
WorkerJSPlus({
name: "天使在线",
match: location.pathname.includes("/pages_jsp/mobile/courseSimulate.html") || location.pathname.includes("/pages_jsp/mobile/coursExamView.html") || location.pathname.includes("/pages_jsp/mobile/courseAnswer.html"),
intv: () => {
return $("#qusData").length;
},
root: ".neixunExamQuestionHead",
elements: {
question: "#title",
options: ".option",
$options: ".option",
type: ".tag"
},
wrap: obj => {
console.log(obj);
},
fillFinish: () => {
if ($(".next").attr("style") && $(".next").attr("style").includes("display")) {
return false;
}
$(".next").click();
return true;
}
});
WorkerJSPlus({
name: "江西应用",
match: location.pathname.includes("examinationAnswer"),
intv: () => {
return $(".answer-subject-details").length;
},
root: ".answer-subject-details",
elements: {
question: ".answer-subject",
options: "ul li p",
$options: "ul li",
type: ".answer-subject-top"
},
wrap: obj => {
console.log(obj);
}
});
WorkerJSPlus({
name: "在线学习平台",
match: location.host === "edu.netdig.cn" && location.pathname.includes("/paper.html"),
intv: () => {
return $(".test-list").length;
},
root: ".position-relative",
elements: {
question: ".tmtitle-p",
options: "label .span-inline",
$options: "label input",
type: ".customtktype"
},
wrap: obj => {
console.log(obj);
}
});
WorkerJSPlus({
name: "含弘",
match: location.host === "zuoye.eduwest.com" && location.pathname.includes("/examinationrecord"),
intv: () => {
return $("#float_right").length;
},
root: "tr td table:has(a)",
elements: {
question: "td:first",
options: "a",
$options: "input"
},
ignore_click: $item => {
return $item.prop("checked");
},
wrap: obj => {
console.log(obj);
},
finished: () => {
if ($("#button #next").length != 0) {
$("#button #next").click();
return true;
} else {
return false;
}
}
});
WorkerJSPlus({
name: "国开",
match: location.host === "lms.ouchn.cn" && location.pathname.includes("/exam/"),
intv: () => {
return $(".loading-gif").hasClass("ng-hide") && $(".hd .examinee .submit-label").eq(0).text() === "";
},
root: ".card ol .single_selection,.multiple_selection,.true_or_false,.short_answer",
elements: {
question: ".summary-title .subject-description",
options: ".subject-options li .option-content",
$options: ".subject-options label .left",
type: ".summary-sub-title span:eq(0)"
},
ignore_click: ($item, type) => {
return type === 1 && $item.find("input").hasClass("ng-not-empty");
}
});
WorkerJSPlus({
name: "广开",
match: () => {
const pathMatch = location.pathname.includes("/mod/quiz/attempt.php");
const matchHostArr = [ "moodle.syxy.ouchn.cn", "xczxzdbf.moodle.qwbx.ouchn.cn", "elearning.bjou.edu.cn", "whkpc.hnqtyq.cn:5678", "course.ougd.cn", "study.ouchn.cn" ];
return pathMatch && matchHostArr.includes(location.host);
},
root: ".que",
elements: {
question: ".qtext",
options: ".answer div label,.flex-fill",
$options: ".answer div input:visible"
},
wrap: data => {
if (data.type === undefined) {
try {
data.type = 4;
data.$item.find(".qtext .accesshide").remove();
data.question = formatString(data.$item.find(".qtext").html());
data.$options = data.$item.find("input[id$=_answer]");
} catch (e) {}
}
},
ignore_click: $item => {
return Boolean($item.parent().find("input").eq(-1).prop("checked"));
},
finished: () => {
$(".submitbtns .btn-primary").click();
},
fill: (type, answer, $option) => {
if (type === 4) {
console.log(type, answer, $option);
console.log($option.attr("id"));
$option.val(answer);
}
}
});
WorkerJSPlus({
name: "保定继续教育",
match: location.pathname.includes("/exam/answer.html"),
root: ".stem-container",
elements: {
question: ".stem span",
options: ".option div .optStem",
$options: ".option div input"
},
intv: () => {
return $("#question").length;
},
wrap: obj => {
obj.type = getQuestionType(obj.$item.parent().parent().find(".description").text());
}
});
WorkerJSPlus({
name: "noNiExam.js",
match: location.pathname === "/app-afstudy/self_test.html",
root: ".lineClass .b-papp-root",
elements: {
question: ".b-exam-top .b-exam-tit",
options: ".b-exam-box li label",
$options: ".b-exam-box li input",
type: ".b-exam-top .b-exam-type"
},
ignore_click($item) {
return $item.prop("checked");
},
wrap(obj) {
obj.options = obj.options.map(i => {
return i.replace(/[A-Za-z][\：]/, "").replace(/[A-Za-z][\：,\:]/, "").replace(/\；/, "").trim();
});
}
});
WorkerJSPlus({
name: "www_pbaqks_com_text",
match: location.host === "www.pbaqks.com" && location.pathname.includes("/P_ExamDetail/OnlineStuday"),
root: ".main-container .single-box",
elements: {
question: ".single-main:first",
options: ".choose-box label",
$options: ".choose-box label",
type: ".single-container .font-title",
answer: "input:eq(1)"
},
ignore_click: $i => {
return $i.find("input").is(":checked");
},
wrap: obj => {
obj.question = obj.question.replace("标准答案", "").replace(/^\d+\./, "").replace(/\[.+?\]/g, "").trim();
},
fillFinish: () => {
if ($(".main-container .single-box").find("input:eq(1)").eq(GLOBAL.index - 1).attr("value").split("").length > 1) {
jQuery(".main-container .confirm a:last-child").click();
}
}
});
WorkerJSPlus({
name: "安徽继续教育",
match: location.pathname.includes("/study/html/content/studying/") || (location.pathname === "/study/html/content/tkOnline/" || location.pathname === "/study/html/content/sxsk/" || location.pathname === "/study/html/content/bkExam/"),
intv: () => {
return ($(".e-save-b").length || $(".e-b-g").length) && $(".totalscore").length === 0;
},
root: ".e-q",
elements: {
question: ".e-q-q .ErichText",
options: ".e-a-g li",
$options: ".e-a-g li"
},
ignore_click: $item => {
return $item.attr("class").includes("checked");
},
wrap: obj => {
obj.type = getQuestionType(obj.$item.parent().prev().find(".e-text").text());
obj.options = obj.options.map(i => {
return formatString(i.replaceAll(/^[ab]\)\s+/g, "").replaceAll(/^[a-z]\s+/g, "").replaceAll(/^[a-z]、\s+/g, "").trim());
});
}
});
WorkerJSPlus({
name: "大连/九江",
match: location.href.includes("/onlineclass/exam/"),
intv: () => {
return $(".excer_list_view___2Ahg9") || $(".excer_list_view___YOSCa");
},
root: ".single_excer_item___lFMCm,.single_excer_item___2lGB8",
elements: {
plat: 40,
question: ".title_content___1Qagx .title_content_text___27NIL, .title_content___24J6D .title_content_text___8ruL4",
options: ".options_content___nXSwG label .option_text___udjiE, .options_content___2YgyG label .option_text___1mfcu",
$options: ".options_content___nXSwG label input,.options_content___2YgyG label input",
type: ".title_content___1Qagx span:eq(1),.title_content___24J6D span:eq(1)"
},
ignore_click: $item => {
return $($item).parent().hasClass("ant-checkbox-checked");
},
wrap: obj => {
console.log(obj);
},
fill: (type, answer, $option) => {
if (type === 4 || type === 2) {
$option.val(answer);
}
}
});
WorkerJSPlus({
name: "新疆继续教育",
hook: () => {
function parseXinJiangAgain(questions) {
return questions.map(item => {
const answer = [];
const options = item.answers.map(opt => {
if (opt.isAnswer === "0") answer.push(formatString(opt.name));
return formatString(opt.name);
});
const type = item.types === "2" ? 3 : parseInt(item.types);
return {
question: item.name,
options: options,
answer: answer,
type: type
};
});
}
JSONParseHook(o => {
if (o.success && o.data.exam) {
const arr = o.data.exam.assessList.map(i => {
return i.questionList;
}).flat();
GLOBAL.json = parseXinJiangAgain(arr);
}
});
},
match: location.host === "www.ttcdw.cn" && location.pathname.includes("/p/uExam/goExam/"),
root: ".question-item",
elements: {
question: ".question-item-title span",
options: ".question-item-option label .el-checkbox__label,.el-radio__label",
$options: ".question-item-option label"
},
wrap: obj => {
Object.assign(obj, GLOBAL.json[GLOBAL.index - 1]);
},
intv: () => {
return !$("div").hasClass("entrying-wrap");
},
ignore_click: $item => {
return $item.hasClass("is-checked");
},
fill: (type, answer, $option) => {
if (type === 4 || type === 2) {
$option.val(answer);
}
}
});
WorkerJSPlus({
name: "华侨继续教育",
match: location.pathname.includes("/exam/student/exam/resource/paper_card2"),
intv: () => {
return $(".ui-question-answer-right").length === 0;
},
root: ".ui-question-group .ui-question",
elements: {
question: ".ui-question-title div",
options: ".ui-question-options div",
$options: ".ui-question-options .ui-question-options-order,.ke-container"
},
wrap: obj => {
obj.type = getQuestionType(obj.$item.parent().find("h2").text());
},
ignore_click: $item => {
return $item.parent().hasClass("ui-option-selected");
},
fill: (type, answer) => {
if (type === 4 || type === 2 || type === 6) {
const x = GLOBAL.index - $(".ui-question-options ").length - 1;
KindEditor.instances[x].html(answer);
}
}
});
WorkerJSPlus({
name: "上海开放大学",
match: location.pathname.includes("/study/assignment/preview.aspx") || location.pathname.includes("/study/assignment/continuation.aspx"),
hook: () => {
if (GLOBAL.finish || $("a:contains(已完成批阅)").length === 1) {
iframeMsg("tip", {
type: "hidden",
tip: "本页面已做完，无需自动答题"
});
return true;
}
},
root: ".e-q",
elements: {
question: ".e-q-q .ErichText",
options: ".e-a-g li",
$options: ".e-a-g li"
},
wrap: obj => {
obj.type = getQuestionType(obj.$item.parent().parent().parent().find(".e-text").eq(0).text());
obj.options = obj.options.map(i => {
return formatString(i.replaceAll(/[a-zA-z]\)\s+/g, "").replaceAll(/^[a-z]\s+/g, "").replaceAll(/^[a-z]、\s+/g, "").trim());
});
},
ignore_click: $item => {
return $item.attr("class").includes("checked");
}
});
WorkerJSPlus({
name: "浙江考试",
match: location.pathname === "/web-qz/moni/exam/exam_toExam.action",
root: ".dt_tmcon",
elements: {
question: "div:eq(0) span:eq(1)",
options: "div:eq(1) p",
$options: "div:eq(1) p input"
},
ignore_click: $item => {
return $item.prop("checked");
},
wrap: obj => {
obj.type = getQuestionType(obj.$item.parents().find(".dt_rtitle1").eq(0).text());
obj.options = obj.options.map(i => {
return formatString(i.replaceAll(/[a-zA-z]\)\s+/g, "").replaceAll(/^[a-z]\s+/g, "").replaceAll(/^[a-z]、\s+/g, "").trim());
});
if (obj.type === 0) {
obj.answer = [ JSON.parse($("#quesSSForm #userAnssStr_0").val()).rightAnswer ];
uploadAnswer([ obj ]);
}
},
finished: () => {
return $(".page li input:eq(2)").attr("disabled") !== "disabled";
},
fillFinish: () => {
$(".page li input:eq(2)").click();
}
});
WorkerJSPlus({
name: "在浙学考试",
match: location.host === "www.zjooc.cn" && (location.pathname.includes("/homework/") || location.pathname.includes("/test/") || location.pathname.includes("/exam/")),
hook: () => {
function parseZaiZheXue(problems) {
return problems.map(item => {
if (!item.rightAnswer) return undefined;
const subjectType = item.subjectType;
let type = -1;
const question = formatString(item.subjectName);
const answer = [];
const options = [];
if (subjectType === 1 || subjectType === 2) {
type = subjectType - 1;
for (let subjectOption of item.subjectOptions) {
const opt = formatString(subjectOption.optionContent);
options.push(opt);
if (item.rightAnswer.includes(subjectOption.optionHead)) {
answer.push(opt);
}
}
} else if (subjectType === 3) {
type = 3;
answer.push(item.rightAnswer === "yes" ? "正确" : "错误");
} else {
return undefined;
}
return {
question: question,
options: options,
type: type,
answer: answer
};
}).filter(i => i && i.answer.length > 0);
}
if (!(location.pathname.includes("/homework/do") || location.pathname.includes("/test/do") || location.pathname.includes("/exam/do"))) {
JSONParseHook(o => {
if (o.data && o.data.paperName && o.data.clazzIds && o.data.paperSubjectList) {
const data = parseZaiZheXue(o.data.paperSubjectList);
console.log(data);
}
});
return true;
}
},
root: ".questiono-item",
elements: {
question: "h6 .processing_img",
options: ".questiono-main label .el-radio__label,.el-checkbox__label",
$options: ".questiono-main label"
},
wrap: obj => {
obj.type = getQuestionType(obj.$item.parent().prev().text());
obj.options = obj.options.map(i => {
return formatString(i.replaceAll(/[a-zA-z]\)\s+/g, "").replaceAll(/^[a-z]\s+/g, "").replaceAll(/^[a-z]、\s+/g, "").trim());
});
},
ignore_click: $item => {
return $item.hasClass("is-checked");
}
});
WorkerJSPlus({
name: "在浙学（测验/考试）",
match: location.host === "www.zjooc.cn" && location.pathname.includes("/singleQuestion/do/"),
intv: () => {
return $(".settingsel-dialog").css("display") === "none";
},
root: ".question_content:first",
elements: {
question: ".question_title",
options: ".question_content .radio_content div",
$options: ".question_content label"
},
wrap: obj => {
obj.type = getQuestionType(obj.$item.parent().find(".question_title p").eq(0).text());
obj.options = obj.options.map(i => {
return formatString(i.replaceAll(/[a-zA-z]\)\s+/g, "").replaceAll(/^[a-z]\s+/g, "").replaceAll(/^[a-z]、\s+/g, "").replace(".", "").trim());
});
},
ignore_click: $item => {
return $item.hasClass("is-checked");
},
finished: () => {
if ($(".question_btn .el-button:contains(下一题)").hasClass("is-disabled")) return false;
$(".el-button:contains(下一题)").click();
return true;
}
});
WorkerJSPlus({
name: "福建继续教育测验|作业",
match: location.pathname === "/Web_Study/Student/Center/MyWorkOnView" || location.pathname === "/Web_Study/Student/Center/MyExamOnView",
intv: () => {
return $(".samllTopicNav").length;
},
root: ".topic-cont",
elements: {
question: "p",
options: ".options li span",
$options: ".options li"
},
wrap: obj => {
obj.options = obj.options.map(i => {
return i.replace(/选项[A-Za-z]/, "").trim();
});
obj.type = {
1: 0,
2: 1,
3: 3,
6: 4
}[obj.$item.attr("itemtype")];
if (obj.type === undefined) obj.type = 4;
},
ignore_click: $item => {
return $item.hasClass("correct");
},
fill: (type, answer, $option) => {}
});
WorkerJSPlus({
name: "湖南继续教育",
match: () => {
const pathMatch = location.pathname.includes("/User/Student/myhomework.aspx") || location.pathname.includes("/examing.aspx");
const matchHostArr = [ "www.jwstudy.cn", "hdjt.wuxuekeji.com", "csjs.ynlhxy.com" ];
return pathMatch && (matchHostArr.includes(location.host) || location.host.includes("ls365.net") || location.host.includes("ls365.com"));
},
root: ".exam_question",
elements: {
question: ".exam_question_title div",
options: ".question_select .select_detail",
$options: ".question_select li",
type: ".exam_question_title div strong"
},
ignore_click: $item => {
return $item.hasClass("cur");
}
});
WorkerJSPlus({
name: "德阳继续教育",
match: location.href.includes("/dypx/OnlineExam/Exam.aspx"),
root: "#divProblemArea",
elements: {
question: "#ulProblems li:first",
options: "#ulProblems .answer",
$options: "#ulProblems .answer input"
},
ignore_click: $item => {
return $item.prop("checked");
},
wrap: obj => {
if ($("#ulProblems .answer input").length < 3 && $("#ulProblems .answer input").eq(0).attr("type") === "radio") {
obj.type = 3;
obj.options = [ "正确", "错误" ];
} else if ($("#ulProblems .answer input").length > 2 && $("#ulProblems .answer input").eq(0).attr("type") === "radio") {
obj.type = 0;
} else if ($("#ulProblems .answer input").length > 2 && $("#ulProblems .answer input").eq(0).attr("type") === "checkbox") {
obj.type = 1;
}
},
finished: () => {
if ($(".dlg").length) return false;
$("#divBtns input:eq(1)").click();
return true;
}
});
WorkerJSPlus({
name: "淄博继续教育",
match: location.pathname.includes("/practice/start"),
root: ".header-left .trueorfalse .sub",
elements: {
question: ".mb10",
options: ".options li",
$options: ".options li"
},
ignore_click: $item => {
return $item.hasClass("active");
},
wrap: obj => {
obj.type = getQuestionType(obj.$item.parent().prev().text());
obj.options = obj.options.map(i => {
return formatString(i.replaceAll(/[a-zA-z]\)\s+/g, "").replaceAll(/^[a-z]\s+/g, "").replaceAll(/^[a-z]、\s+/g, "").trim());
});
}
});
WorkerJSPlus({
name: "河北继续教育",
match: location.pathname.includes("paperid"),
intv: () => {
return $(".examControl").length;
},
root: ".examItem",
elements: {
question: ".examItemRight .question",
options: ".examItemRight ul li span",
$options: ".examItemRight ul li"
},
ignore_click: $item => {
return $item.hasClass("cur");
},
wrap: obj => {
obj.type = getQuestionType(obj.$item.parent().find(".questTitle b").text());
}
});
WorkerJSPlus({
name: "保定继续教育",
match: () => {
const pathnameArr = [ "/cuggw/rs/olex_exam", "/hebic/rs/olex_exam", "/sjzkjxy/rs/olex_exam", "/hbfsh/rs/olex_exam", "/jxycu/rs/olex_exam", "/jlufe/rs/olex_exam", "/hbun/rs/olex_exam" ];
return pathnameArr.includes(location.pathname);
},
intv: () => {
return $(".paper_body").length;
},
root: ".item_li",
elements: {
question: ".item_title",
options: "ul li label",
$options: "ul li input"
},
ignore_click($item) {
return $item.prop("checked");
},
wrap: obj => {
if (obj.$options.length === 2) {
obj.type = 3;
} else if (obj.$options.length > 2 && obj.$options.eq(0).attr("type") === "radio") {
obj.type = 0;
} else if (obj.$options.length > 2 && obj.$options.eq(0).attr("type") !== "radio") {
obj.type = 1;
} else {
obj.type = 4;
}
}
});
WorkerJSPlus({
name: "唐山继续教育",
match: location.pathname.includes("/exam/student/exam/"),
intv: () => {
return $(".ui-question-group").length;
},
root: ".ui-question-group .ui-question",
elements: {
question: ".ui-question-title .ui-question-content-wrapper",
options: ".ui-question-options .ui-question-content-wrapper",
$options: ".ui-question-options .ui-question-options-order"
},
wrap: obj => {
obj.type = getQuestionType(obj.$item.parent().find("h2").text());
}
});
WorkerJSPlus({
name: "zzcjxy.hnzkw.org.cn",
match: location.host.includes("hnzkw.org.cn"),
intv: () => {
return $(".answer").length;
},
hook: () => {
JSONParseHook(o => {
if (o.data && o.data.bookdatas) {
GLOBAL.json = parsehnzkwText(o.data.bookdatas);
}
});
},
root: ".examList",
elements: {
question: ".text",
options: ".el-radio-group label,.el-checkbox-group label",
$options: ".el-radio-group input,.el-checkbox-group input",
type: ".status"
},
wrap: obj => {
Object.assign(obj, GLOBAL.json[GLOBAL.index - 1]);
},
fill: (type, answer, $option) => {}
});
WorkerJSPlus({
name: "问卷星考试",
match: location.pathname.includes("/exam/ExamRd/Answer"),
root: ".g-mn",
elements: {
question: ".m-question .tigan",
options: ".question-block .xuanxiang",
$options: ".question-block .xuanxiang",
type: ".tixing"
},
ignore_click: ($item, type) => {
if (type === 1) {
return $item.parent().find(".icheckbox_square-green").hasClass("checked");
} else {
const isIgnore = $item.parent().find(".iradio_square-green").hasClass("checked");
return isIgnore;
}
},
wrap: obj => {
if ($(".layui-layer-content").length) {
iframeMsg("tip", {
type: "stop",
tip: "答题暂停，请自行通过验证"
});
GLOBAL.stop = true;
return true;
}
},
fillFinish: data => {
if (data.style === "warning-row" || $(".g-mn").parent().find(".iradio_square-green").hasClass("checked") || data.type === 1) {
$('.u-btn-next:contains("下一题")').click();
}
},
finished: () => {
return parseInt($(".num-dangqian:last").attr("qindex")) !== $(".num-item").length;
}
});
// 1. 先定义配置对象
const stduConfig = {
name: "石家庄铁道大学继续教育在线考试",
match: location.host.includes("jxjy.stdu.edu.cn") && location.pathname.includes("BootStrap_zxksDetailNew.aspx"),
root: "#UpdatePanel1",
intv: () => 1,
elements: {
question: "#lb_dxtm",
options: "#RB_xl label",
$options: "#RB_xl input[type=radio], #RB_xl input[type=checkbox]",
type: "#RB_xl input[type=radio], #RB_xl input[type=checkbox]"
},
wrap: function(obj) {
// 判断题优先
let $rbPanduan = $('#RB_panduan');
if ($rbPanduan.length) {
let $labels = $rbPanduan.find('label');
let $inputs = $rbPanduan.find('input[type=radio]');
if ($labels.length && $inputs.length) {
obj.options = $labels.map(function() { return $(this).text().trim(); }).get();
obj.type = 3;
obj.question = (obj.question || $('#lb_dxtm').text() || '').replace(/\s+/g, ' ').trim();
return obj;
}
}
// 多选题（CB_xl结构优先）
let $cbxl = $('#CB_xl');
if ($cbxl.length > 0) {
let $inputs = $cbxl.find('input[type=checkbox]');
let $labels = $cbxl.find('label');
if ($labels.length > 0) {
const labelTexts = $labels.map(function() {
let raw = $(this).text();
let step1 = raw.replace(/^[A-ZＡ-Ｚ]、?/, '');
let final = step1.replace(/^[\s\u3000]+/, '').trim();
return final;
}).get();
obj.options = labelTexts;
obj.type = 1;
obj.question = (obj.question || $('#lb_dxtm').text() || '').replace(/\s+/g, ' ').trim();
return obj;
}
}
// 兼容RB_xl结构
let $rbxl = $('#RB_xl');
let $labels, $inputs;
if ($rbxl.length) {
$labels = $rbxl.find('label');
$inputs = $rbxl.find('input[type=radio], input[type=checkbox]');
} else {
$labels = [];
$inputs = [];
}
if ($rbxl.length === 0 || $labels.length === 0 || $inputs.length === 0) {
if (!obj._retryCount) obj._retryCount = 0;
if (obj._retryCount < 10) {
obj._retryCount++;
setTimeout(() => { WorkerJSPlusWrapRetry(obj); }, 150);
return obj;
} else {
obj.options = [];
obj.type = -1;
return obj;
}
}
const labelTexts = $labels.map(function() {
const raw = $(this).text();
const step1 = raw.replace(/\s+/g, '');
const step2 = step1.replace(/^([A-D]|[√×对错正确错误])、?/, '');
const step3 = step2.replace(/[.．、]/g, '');
const final = step3.trim();
return final;
}).get();
obj.options = labelTexts;
if (labelTexts.length === 2 && labelTexts.every(t => ['√','×','对','错','正确','错误'].includes(t))) {
obj.type = 3;
} else if ($rbxl.find('input[type=checkbox]').length > 0) {
obj.type = 1;
} else if ($rbxl.find('input[type=radio]').length > 0) {
obj.type = 0;
} else {
obj.type = -1;
}
obj.question = (obj.question || $('#lb_dxtm').text() || '').replace(/\s+/g, ' ').trim();
return obj;
},
fill: function(obj, answer) {
let matched = false;
let displayAnswer = answer;
try {
// 判断题
if (obj.type === 3) { // 判断题
console.log('[DEBUG] 判断题处理，原始答案:', answer);
// 1. 规范化判断正确/错误
const rawAnswer = String(answer).trim().toLowerCase();
const isTrue = ["正确", "√", "对", "true", "yes", "t", "1"].includes(rawAnswer);
const isFalse = ["错误", "×", "错", "false", "no", "f", "0"].includes(rawAnswer);
// 规范化显示答案为√或×
if (isTrue) {
displayAnswer = "√";
} else if (isFalse) {
displayAnswer = "×";
}
console.log('[DEBUG] 判断题答案判定:', isTrue ? '正确' : (isFalse ? '错误' : '其他'));
// 2. 尝试查找判断题的容器
let $rbPanduan = $('#RB_panduan');
let $inputs, $labels;
if ($rbPanduan.length) {
$inputs = $rbPanduan.find('input[type=radio]');
$labels = $rbPanduan.find('label');
console.log('[DEBUG] 找到判断题容器#RB_panduan，选项数量:', $inputs.length);
} else {
// 尝试查找tr_panduan
let $trPanduan = $('#tr_panduan');
if ($trPanduan.length) {
$inputs = $trPanduan.find('input[type=radio]');
$labels = $trPanduan.find('label');
console.log('[DEBUG] 找到判断题行#tr_panduan，选项数量:', $inputs.length);
} else {
// 回退到RB_xl查找判断题选项
let $rbxl = $('#RB_xl');
if ($rbxl.length) {
$inputs = $rbxl.find('input[type=radio]');
$labels = $rbxl.find('label');
console.log('[DEBUG] 尝试从#RB_xl查找判断题选项，选项数量:', $inputs.length);
} else {
// 尝试直接获取所有radio
$inputs = $('input[type=radio]');
$labels = $('label');
console.log('[DEBUG] 直接获取所有radio元素，数量:', $inputs.length);
}
}
}
if (!$inputs || $inputs.length === 0) {
console.warn('[WARN] 未找到判断题选项元素');
// 发送答案到控制面板，即使找不到元素
iframeMsg("push", {
index: GLOBAL.index || 1,
question: obj.question,
answer: displayAnswer,
style: "warning-row"
});
return false;
}
// 先尝试直接通过值匹配
let valueMatched = false;
$inputs.each(function(i, input) {
const inputValue = $(input).val();
console.log(`[DEBUG] 判断题选项[${i}]值:`, inputValue);
if ((isTrue && inputValue === "√") || (isFalse && inputValue === "×")) {
console.log(`[DEBUG] 通过值直接匹配判断题选项[${i}]`);
$(input).prop('checked', true).click();
matched = true;
valueMatched = true;
}
});
// 如果值匹配失败，尝试通过标签文本匹配
if (!valueMatched && $labels && $labels.length > 0) {
$labels.each(function(i, lab) {
const labelText = $(lab).text().trim();
console.log(`[DEBUG] 判断题选项[${i}]文本:`, labelText);
// 匹配正确选项
if (isTrue && (labelText === "√" || labelText === "对" || labelText === "正确" ||
labelText.includes("√") || labelText.includes("对") ||
labelText.includes("正确"))) {
console.log(`[DEBUG] 匹配正确选项[${i}]`);
const forAttr = $(lab).attr('for');
if (forAttr) {
// 通过for属性找到对应的input
$(`#${forAttr}`).prop('checked', true).click();
} else if ($inputs && $inputs.length > i) {
// 或者通过索引匹配
$inputs.eq(i).prop('checked', true).click();
}
matched = true;
}
// 匹配错误选项
else if (isFalse && (labelText === "×" || labelText === "错" || labelText === "错误" ||
labelText.includes("×") || labelText.includes("错") ||
labelText.includes("错误"))) {
console.log(`[DEBUG] 匹配错误选项[${i}]`);
const forAttr = $(lab).attr('for');
if (forAttr) {
// 通过for属性找到对应的input
$(`#${forAttr}`).prop('checked', true).click();
} else if ($inputs && $inputs.length > i) {
// 或者通过索引匹配
$inputs.eq(i).prop('checked', true).click();
}
matched = true;
}
});
}
// 3. 如果未找到匹配，使用位置逻辑（根据判断题.js文件的结构）
if (!matched && $inputs && $inputs.length >= 2) {
if (isTrue) {
console.log('[DEBUG] 使用位置逻辑：正确 = 第二个选项(index=1)');
$inputs.eq(1).prop('checked', true).click();
matched = true;
} else if (isFalse) {
console.log('[DEBUG] 使用位置逻辑：错误 = 第一个选项(index=0)');
$inputs.eq(0).prop('checked', true).click();
matched = true;
}
}
// 新增：如果依然没有匹配到，默认选中第一个选项
if (!matched && $inputs && $inputs.length > 0) {
console.log('[DEBUG] 未匹配到答案，默认选中第一个判断题选项');
$inputs.eq(0).prop('checked', true).click();
displayAnswer = $labels && $labels.length > 0 ? $labels.eq(0).text().trim() : '';
matched = true;
}
} else if (obj.type === 1) { // 多选题
// 兼容CB_xl和RB_xl
let $cbxl = $('#CB_xl');
let $inputs, $labels;
if ($cbxl.length > 0) {
$inputs = $cbxl.find('input[type=checkbox]');
$labels = $cbxl.find('label');
} else {
let $rbxl = $('#RB_xl');
$inputs = $rbxl.find('input[type=checkbox]');
$labels = $rbxl.find('label');
}
if ((!$inputs || !$labels || $inputs.length === 0 || $labels.length === 0) && $('input[type=checkbox]').length > 0) {
$inputs = $('input[type=checkbox]');
$labels = $('label[for^="CB_xl_"]');
}
function normalize(str) {
if (!str) return '';
return String(str)
.replace(/\s+/g, '')
.replace(/[\u3000\u00A0]/g, '')
.replace(/[\u200B-\u200D\uFEFF]/g, '')
.replace(/^([A-D]|[√×对错正确错误])、?/, '')
.replace(/[.．、]/g, '')
.replace(/[,，]/g, '')
.replace(/\s+/g, '')
.trim()
.toLowerCase();
}
const ansArr = Array.isArray(answer) ? answer : [answer];
let matchedLabels = [];
// 只遍历有label的部分
$labels.each(function(i, lab) {
const labelText = $(lab).text();
const optNorm = normalize(labelText);
ansArr.forEach(ans => {
const ansNorm = normalize(ans);
if (
optNorm === ansNorm ||
optNorm.includes(ansNorm) ||
ansNorm.includes(optNorm) ||
(typeof similar === 'function' && similar(optNorm, ansNorm) > 0.8)
) {
// 通过label的for属性找到input
const forAttr = $(lab).attr('for');
if (forAttr) {
$('#' + forAttr).prop('checked', true).trigger('change');
}
matchedLabels.push(labelText.trim());
}
});
});
// 拼接所有匹配到的选项文本
if (matchedLabels.length > 0) {
displayAnswer = matchedLabels.join('====');
matched = true; // 只要执行了就认为已匹配
}else{
console.log('[DEBUG] 未匹配到答案，默认全选所有多选题选项（排除空内容）');
let validLabels = [];
$labels.each(function(i, lab){
const labelText = $(lab).text().trim();
if(labelText){
// 通过label的for属性找到input
const forAttr = $(lab).attr('for');
if(forAttr){
$('#' + forAttr).prop('checked', true).trigger('change');
}else if($inputs && $inputs.length > i){
$inputs.eq(i).prop('checked', true).trigger('change');
}
validLabels.push(labelText);
}
});
displayAnswer = validLabels.length > 0 ? validLabels.join('====') : '';
matched = true;
}
}else if (obj.type === 0) { // 单选/多选
// 处理常规选择题
let $rbxl = $('#RB_xl');
let $inputs, $labels;
if (!$rbxl.length) {
console.log('[DOM快照] 未找到#RB_xl，尝试直接获取元素');
// 尝试直接获取所有radio/checkbox
$inputs = $('input[type=radio], input[type=checkbox]');
$labels = $('label');
if ($inputs.length && $labels.length) {
console.log('[DEBUG] 直接找到输入元素:', $inputs.length, '个, 标签元素:', $labels.length, '个');
} else {
console.warn('[WARN] 无法找到足够的输入元素，填充失败');
iframeMsg("push", {
index: GLOBAL.index || 1,
question: obj.question,
answer: displayAnswer,
style: "warning-row"
});
return false;
}
} else {
console.log('[DOM快照] #RB_xl.outerHTML:', $rbxl.get(0).outerHTML);
$inputs = $rbxl.find('input[type=radio], input[type=checkbox]');
$labels = $rbxl.find('label');
}
console.log('[DEBUG] 输入元素数量:', $inputs.length);
console.log('[DEBUG] 标签元素数量:', $labels.length);
if ($inputs.length === 0 || $labels.length === 0) {
console.warn('[WARN] 没有找到足够的DOM元素');
iframeMsg("push", {
index: GLOBAL.index || 1,
question: obj.question,
answer: displayAnswer,
style: "warning-row"
});
return false;
}
function normalize(str) {
if (!str) return '';
return String(str)
.replace(/\s+/g, '')
.replace(/[\u3000\u00A0]/g, '')
.replace(/[\u200B-\u200D\uFEFF]/g, '')
.replace(/^([A-D]|[√×对错正确错误])、?/, '')
.replace(/[.．、]/g, '')
.replace(/[,，]/g, '')
.replace(/\s+/g, '')
.trim()
.toLowerCase();
}
const ansArr = Array.isArray(answer) ? answer : [answer];
let matchedIndexes = []; // 存储所有匹配到的下标
// 1. 全等匹配
ansArr.forEach(ans => {
const ansNorm = normalize(ans);
$labels.each(function(i, lab) {
const optNorm = normalize($(lab).text());
if (optNorm === ansNorm && !matchedIndexes.includes(i)) {
matchedIndexes.push(i);
}
});
});
// 2. 包含匹配
if (matchedIndexes.length < ansArr.length) {
ansArr.forEach(ans => {
const ansNorm = normalize(ans);
$labels.each(function(i, lab) {
const optNorm = normalize($(lab).text());
if ((optNorm.includes(ansNorm) || ansNorm.includes(optNorm)) && !matchedIndexes.includes(i)) {
matchedIndexes.push(i);
}
});
});
}
// 3. 相似度匹配
if (matchedIndexes.length < ansArr.length) {
ansArr.forEach(ans => {
const ansNorm = normalize(ans);
$labels.each(function(i, lab) {
const optNorm = normalize($(lab).text());
if (typeof similar === 'function' && similar(optNorm, ansNorm) > 0.8 && !matchedIndexes.includes(i)) {
matchedIndexes.push(i);
}
});
});
}
// 4. 选中所有匹配到的选项
if (matchedIndexes.length > 0) {
matchedIndexes.forEach(idx => {
$inputs.eq(idx).prop('checked', true).click();
});
matched = true;
displayAnswer = matchedIndexes.map(idx => $labels.eq(idx).text().trim()).join('====');
} else if (!matched && $inputs.length > 0) {
console.log('[DEBUG] 未匹配到答案，默认选中第一个选择题选项');
$inputs.eq(0).prop('checked', true).click();
displayAnswer = $labels && $labels.length > 0 ? $labels.eq(0).text().trim() : '';
matched = true;
}
}
if (!matched) {
console.log('[DEBUG] 未找到匹配选项，未填充');
console.log('[DEBUG] 传入答案:', answer);
}
window._lastFillMatched = matched;
} catch (e) {
console.error('[DEBUG] fill异常:', e);
}
return matched;
},
finished: function() {
if (window._lastFillMatched) {
var $submitBtn = $('#btn_submit:visible');
if ($submitBtn.length) {
console.log('[DEBUG] 点击提交按钮');
$submitBtn.click();
}
return true;
} else {
console.warn('[WARN] 答案未全部正确填充，未提交！');
return false;
}
}
};
// 2. 注册并挂载到全局
WorkerJSPlus(stduConfig);
window.stduWorker = stduConfig;
})();
function WorkerJSPlusWrapRetry(obj) {
// 直接重新调用wrap逻辑
if (typeof WorkerJSPlus === 'function' && WorkerJSPlus.prototype && WorkerJSPlus.prototype.constructor) {
// 这里假设wrap方法已绑定到options
if (WorkerJSPlus.prototype.constructor.options && typeof WorkerJSPlus.prototype.constructor.options.wrap === 'function') {
WorkerJSPlus.prototype.constructor.options.wrap(obj);
}
} else if (window.WorkerJSPlusWrapLast) {
window.WorkerJSPlusWrapLast(obj);
}
}
window.WorkerJSPlusWrapLast = arguments.callee;