芯位蜜线/教育自动播放，自动答题

芯位蜜线/教育自动播放，自动刷作业（题库模式）
Ask a question, post a review, or report the script.
// ==UserScript==
// @name            芯位蜜线/教育 自动播放，自动答题
// @namespace       https://github.com/poi-yee/51xinweiauto
// @version         0.4.8
// @description     芯位蜜线/教育 自动播放，自动刷作业（题库模式）
// @author          PoiYee,Code-dogcreatior
// @match           *://*.51xinwei.com/*
// @include         *://*.beeline-ai.com/*
// @icon            *://*.51xinwei.com/*
// @grant           none
// @run-at          document-end
// ==/UserScript==


(function() {
    'use strict';

    const state = {
        autoClickAndMoveEnabled: false,
        autoMuteEnabled: false,
        autoAnswerEnabled: false,
        agreedTerms: false,
        currentQuestionIndex: 0,
        allQuestions: [],
        remainingQueries: 0
    };

    let mutationTimeout = null;
    let isAllQuestionsAnswered = false;
    let currentUrl = window.location.href;

    function observeDomChanges() {
        const observer = new MutationObserver(mutations => {
            // 立即执行自动静音和自动点击下一集，不等待3秒
            autoClickAndMove();
            autoMuteVideo();

            if (mutationTimeout) {
                clearTimeout(mutationTimeout);
            }

            mutationTimeout = setTimeout(() => {
                console.log('DOM 3秒内无变化，开始执行操作...');
                if (!isAllQuestionsAnswered) {
                    if (state.autoAnswerEnabled && state.agreedTerms) {
                        checkForHomework();
                    }
                }
            }, 3000);

            // Check if URL has changed
            if (window.location.href !== currentUrl) {
                currentUrl = window.location.href;
                clearAnswerRecord();
            }
        });

        observer.observe(document.body, { childList: true, subtree: true });
    }

    function createControlPanel() {
        const controlPanelHTML = `
            <div id="controlPanel" style="position: fixed; z-index: 1000; background: white; border: 1px solid black; padding: 10px;">
                <div>
                    <label><input type="checkbox" id="autoClickAndMoveSwitch"> 自动下一集</label>
                </div>
                <div>
                    <label><input type="checkbox" id="autoMuteSwitch"> 自动静音视频</label>
                </div>
                <div>
                    <label><input type="checkbox" id="autoAnswerSwitch" disabled> 自动答题(使用前请阅读关于)</label>
                </div>
                <div>
                    <button id="aboutButton">关于</button>
                </div>
            </div>
        `;
        const controlPanel = document.createElement('div');
        controlPanel.innerHTML = controlPanelHTML;
        document.body.appendChild(controlPanel);

        const windowHeight = window.innerHeight;
        const windowWidth = window.innerWidth;
        const controlPanelElement = document.getElementById('controlPanel');
        controlPanelElement.style.left = `${windowWidth - controlPanelElement.offsetWidth - 20}px`;
        controlPanelElement.style.top = `${windowHeight - controlPanelElement.offsetHeight - 20}px`;

        makeDraggable(controlPanelElement);

        bindControlPanelEvents();
    }

    function makeDraggable(element) {
        let pos1 = 0, pos2 = 0, pos3 = 0, pos4 = 0;
        element.onmousedown = dragMouseDown;

        function dragMouseDown(e) {
            e = e || window.event;
            e.preventDefault();
            pos3 = e.clientX;
            pos4 = e.clientY;
            document.onmouseup = closeDragElement;
            document.onmousemove = elementDrag;
        }

        function elementDrag(e) {
            e = e || window.event;
            e.preventDefault();
            pos1 = pos3 - e.clientX;
            pos2 = pos4 - e.clientY;
            pos3 = e.clientX;
            pos4 = e.clientY;
            element.style.top = (element.offsetTop - pos2) + "px";
            element.style.left = (element.offsetLeft - pos1) + "px";
        }

        function closeDragElement() {
            document.onmouseup = null;
            document.onmousemove = null;
        }
    }

    function bindControlPanelEvents() {
        document.getElementById('autoClickAndMoveSwitch').addEventListener('change', function() {
            state.autoClickAndMoveEnabled = this.checked;
            localStorage.setItem('autoClickAndMoveEnabled', state.autoClickAndMoveEnabled);
        });

        document.getElementById('autoMuteSwitch').addEventListener('change', function() {
            state.autoMuteEnabled = this.checked;
            localStorage.setItem('autoMuteEnabled', state.autoMuteEnabled);
        });

        document.getElementById('autoAnswerSwitch').addEventListener('change', function() {
            state.autoAnswerEnabled = this.checked;
            localStorage.setItem('autoAnswerEnabled', state.autoAnswerEnabled);
            updateAnswerPanel();
        });

        document.getElementById('aboutButton').addEventListener('click', function() {
            document.getElementById('aboutPage').style.display = 'block';
            startCountdown();
            document.getElementById('tokenInput').value = localStorage.getItem('userToken') || '';
        });
    }

    function initializeState() {
        state.autoClickAndMoveEnabled = localStorage.getItem('autoClickAndMoveEnabled') === 'true';
        state.autoMuteEnabled = localStorage.getItem('autoMuteEnabled') === 'true';
        state.autoAnswerEnabled = localStorage.getItem('autoAnswerEnabled') === 'true';
        state.agreedTerms = localStorage.getItem('agreedTerms') === 'true';

        document.getElementById('autoClickAndMoveSwitch').checked = state.autoClickAndMoveEnabled;
        document.getElementById('autoMuteSwitch').checked = state.autoMuteEnabled;
        document.getElementById('autoAnswerSwitch').checked = state.autoAnswerEnabled;

        if (state.agreedTerms) {
            document.getElementById('autoAnswerSwitch').disabled = false;
        }
    }

    function autoClickAndMove() {
        if (!state.autoClickAndMoveEnabled) return;
        const nextChapterButton = document.querySelector('.button-box > .left');
        if (nextChapterButton) {
            nextChapterButton.click();
            console.log('Next chapter button clicked.');
        }
    }

    function autoMuteVideo() {
        if (!state.autoMuteEnabled) return;
        const videoElement = document.querySelector('video');
        const muteButton = document.querySelector('.vjs-mute-control');
        if (videoElement && muteButton && muteButton.getAttribute('title') === '静音') {
            muteButton.click();
            console.log('Video muted.');
        }
    }

    async function fetchAnswerFromAPI(question, options, callback) {
        const token = localStorage.getItem('userToken');
        if (!token) {
            alert('请先在关于页面中填写 token');
            return;
        }
        const queryUrl = `https://tk.enncy.cn/query?token=${token}&title=${encodeURIComponent(question)}`;

        setTimeout(() => {
            fetch(queryUrl)
                .then(res => res.json())
                .then(data => {
                    if (data.code === 1) {
                        const answer = data.data.answer;
                        console.log("获取到的答案: ", answer);
                        state.allQuestions.push({ question, answer });
                        state.remainingQueries = data.data.times;
                        updateAnswerPanel();
                        callback(null, answer);
                    } else {
                        console.log("未找到答案，跳转至下一题...");
                        state.allQuestions.push({ question, answer: "未查询到题目" });
                        updateAnswerPanel();
                        callback('no-answer');
                    }
                })
                .catch(error => {
                    console.error("查询接口调用失败: ", error);
                    alert("查询接口调用失败，停止操作。");
                    state.allQuestions.push({ question, answer: "接口故障或未查询到题目" });
                    updateAnswerPanel();
                    callback('error');
                });
        }, 2000);
    }

function fuzzyMatch(answer, options) {
    return options.find(option =>
        option && answer.toLowerCase().includes(option.toLowerCase())
    );
}

function handleSingleChoice(question, options) {
    fetchAnswerFromAPI(question, options, (err, correctAnswer) => {
        if (err === 'error') return;
        if (err === 'no-answer') {
            goToNextQuestion();
            return;
        }

        const matchedOption = fuzzyMatch(correctAnswer, options);
        if (matchedOption) {
            const index = options.indexOf(matchedOption) + 1;
            setTimeout(() => {
                document.querySelector(`label:nth-child(${index}) > span.el-radio__label > span.label`).click();
                console.log(`已选择匹配的选项: ${matchedOption}`);
                goToNextQuestion();
            }, 1000);
        } else {
            console.log('无法匹配答案，跳转至下一题...');
            goToNextQuestion();
        }
    });
}

function handleMultipleChoice(question, options) {
    fetchAnswerFromAPI(question, options, (err, correctAnswer) => {
        if (err === 'error') return;
        if (err === 'no-answer') {
            goToNextQuestion();
            return;
        }

        let matchedAny = false;
        const answers = correctAnswer.split('\n').map(answer => answer.trim());
        answers.forEach(answer => {
            const matchedOption = fuzzyMatch(answer, options);
            if (matchedOption) {
                matchedAny = true;
                const index = options.indexOf(matchedOption) + 1;
                setTimeout(() => {
                    document.querySelector(`label:nth-child(${index}) > span.el-checkbox__label > span.label`).click();
                    console.log(`已选择匹配的选项: ${matchedOption}`);
                }, 1000);
            }
        });

        if (matchedAny) {
            setTimeout(() => goToNextQuestion(), 1500);
        } else {
            console.log('无法匹配答案，跳转至下一题...');
            goToNextQuestion();
        }
    });
}

function handleTrueOrFalse(question, options) {
    fetchAnswerFromAPI(question, options, (err, correctAnswer) => {
        if (err === 'error') return;
        if (err === 'no-answer') {
            goToNextQuestion();
            return;
        }

        const trueKeywords = ["正确", "对", "t", "true", "yes", "是", "√"];
        const falseKeywords = ["错误", "错", "f", "false", "no", "否", "×"];

        let isTrue = trueKeywords.some(keyword => correctAnswer.toLowerCase().includes(keyword));
        let isFalse = falseKeywords.some(keyword => correctAnswer.toLowerCase().includes(keyword));

        if (isTrue && !isFalse) {
            selectOption(options, "正确");
        } else if (isFalse && !isTrue) {
            selectOption(options, "错误");
        } else {
            console.log('无法判断答案，跳转至下一题...');
            goToNextQuestion();
        }
    });
}

    function selectOption(options, targetOption) {
    const index = options.findIndex(option =>
        option.toLowerCase().includes(targetOption.toLowerCase())
    ) + 1;

    if (index > 0) {
        setTimeout(() => {
            document.querySelector(`label:nth-child(${index}) > span.el-radio__label > span.label`).click();
            console.log(`已选择选项: ${targetOption}`);
            goToNextQuestion();
        }, 1000);
    } else {
        console.log(`未找到匹配的${targetOption}选项，跳转至下一题...`);
        goToNextQuestion();
    }
}

    function goToNextQuestion() {
        setTimeout(() => {
            const nextQuestionButton = document.querySelector("button:nth-child(2)");
            if (nextQuestionButton && !nextQuestionButton.disabled) {
                nextQuestionButton.click();
                console.log('Next question button clicked.');
                state.currentQuestionIndex++;
            } else {
                console.log('未找到下一题按钮或按钮已禁用，可能已到达最后一题。');
                isAllQuestionsAnswered = true;
                alert('答题完成！请务必核对左侧答案记录与实际选择一致');
            }
        }, 1000);
    }

    function checkForHomework() {
        if (!state.autoAnswerEnabled || !state.agreedTerms) return;

        let question, options;

        if (document.querySelector("div.homework-single-selected > div > div > div.content > span")) {
            console.log("检测到单选题");
            question = document.querySelector("div.homework-single-selected > div > div > div.content > span").textContent;
            options = Array.from(document.querySelectorAll("label span.el-radio__label > span.label")).map(opt => opt.textContent);
            handleSingleChoice(question, options);
        } else if (document.querySelector("div.homework-multiple-selected > div > div > div.content > span")) {
            console.log("检测到多选题");
            question = document.querySelector("div.homework-multiple-selected > div > div > div.content > span").textContent;
            options = Array.from(document.querySelectorAll("label span.el-checkbox__label > span.label")).map(opt => opt.textContent);
            handleMultipleChoice(question, options);
        } else if (document.querySelector("div.homework-true-or-false > div > div > div.content > span")) {
            console.log("检测到判断题");
            question = document.querySelector("div.homework-true-or-false > div > div > div.content > span").textContent;
            options = Array.from(document.querySelectorAll("label span.el-radio__label > span.label")).map(opt => opt.textContent);
            handleTrueOrFalse(question, options);
        } else {
            console.error("未检测到题目或不支持的题目类型！");
        }
    }

    function createAboutPage() {
        const aboutPage = document.createElement('div');
        aboutPage.id = 'aboutPage';
        aboutPage.style.cssText = 'display: none; position: fixed; top: 0; left: 0; width: 100%; height: 100%; background-color: rgba(0, 0, 0, 0.5); z-index: 2000;';
        aboutPage.innerHTML = `
<div style="position: absolute; top: 50%; left: 50%; transform: translate(-50%, -50%); background: white; padding: 50px; width: 75%; height: 75%; display: flex; flex-direction: column;">
    <div style="display: flex; flex: 1;">
        <div style="flex: 1;">
            <h2 align="center" style="font-size:26px;">Pay  —————  ¥5</h2>
            <img src="data:image/jpeg;base64,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" alt="我的收款码" style="max-width: 100%;">
        </div>
        <div style="flex: 1; margin-left: 20px;">
            <h2 align="center" style=font-size:26px;>无人看守的诚信小卖铺</h2>
            <p style=font-size:15px;>新版芯位已完全无法倍速，故删除</p>
            <p style=font-size:15px;>自动下一集，自动静音，视频倍速是免费的</p>
            <p style=font-size:15px;>自动答题¥5/人永久使用，谢谢支持😋</p>
            <p style=font-size:15px;>自动答题开关开启后建议刷新一次网页再使用，在答题界面稍作等待将自动开始</p>
            <p style="font-size:20px;">❗更换为题库方式后答案的正确度严重下降，请一定要再三确认后再提交作业❗</p>
            <p style=font-size:15px;>采取诚信授权模式，灵感来源Salt Player    ☆*:.o.O(≥▽⁠≤)O.o.:*⁠☆</p>
            <p style="font-size:17px;">本人不对题目的正确性做担保，题库也并非本人维护开发收费，请自行判断！</p>
            <!-- 使链接与输入框位于同一行 -->
            <a href="https://tk.enncy.cn" target="_blank" style="display: inline-block;">在此处获取token-📖言溪题库</a>
            <span style="display: inline-block; margin-left: 10px;">
                <label style="font-size:15px;" for="tokenInput">用户凭证(token/密钥) :</label>
                <input type="text" id="tokenInput" />
            </span>
            <p style="font-size:16px;">有BUG?GreasyFork反馈罢</p>
            <a href="https://greasyfork.org/zh-CN/scripts/490485" style="display: inline-block;">GreasyFork</a>
            <label style="display: flex; align-items: center; margin-top: 10px;">
                <input type="checkbox" id="agreeCheckbox" disabled> 我已全部阅读并同意以上条款且已诚信付款
            </label>
            <div id="countdown" style="margin-top: 10px; margin-bottom: 10px;"></div>
            <button id="closeAboutPageButton" style="margin-top: 12px;">关闭</button>
        </div>
    </div>
</div>
        `;
        document.body.appendChild(aboutPage);

        document.getElementById('closeAboutPageButton').addEventListener('click', function() {
            aboutPage.style.display = 'none';
            clearInterval(countdownInterval);
            const tokenInput = document.getElementById('tokenInput');
            localStorage.setItem('userToken', tokenInput.value);
            state.agreedTerms = document.getElementById('agreeCheckbox').checked;
            localStorage.setItem('agreedTerms', state.agreedTerms);
            document.getElementById('autoAnswerSwitch').disabled = !state.agreedTerms;
        });
    }

    let countdownInterval;
    function startCountdown() {
        clearInterval(countdownInterval);
        let timeLeft = 3;
        const countdownElement = document.getElementById('countdown');
        const agreeCheckbox = document.getElementById('agreeCheckbox');

        countdownInterval = setInterval(function() {
            if (timeLeft <= 0) {
                clearInterval(countdownInterval);
                countdownElement.innerHTML = '';
                agreeCheckbox.disabled = false;
                document.getElementById('closeAboutPageButton').disabled = false;
            } else {
                countdownElement.innerHTML = '倒计时: ' + timeLeft + ' 秒';
                timeLeft--;
            }
        }, 1000);
    }

    function createAnswerPanel() {
        const answerPanel = document.createElement('div');
        answerPanel.id = 'answerPanel';
        answerPanel.style.cssText = 'position: fixed; left: 20px; bottom: 20px; width: 300px; height: auto; max-height: 600px; background: white; border: 1px solid black; padding: 10px; overflow-y: auto; z-index: 1000; display: none;';
        answerPanel.innerHTML = '<h3>答案记录</h3><div id="answerList"></div><div id="autoAnswerStatus"></div><div id="remainingQueries"></div>';
        document.body.appendChild(answerPanel);

        makeDraggable(answerPanel);
    }

    function updateAnswerPanel() {
        const answerPanel = document.getElementById('answerPanel');
        const answerList = document.getElementById('answerList');
        const autoAnswerStatus = document.getElementById('autoAnswerStatus');
        const remainingQueries = document.getElementById('remainingQueries');

        if (!answerPanel || !answerList || !autoAnswerStatus || !remainingQueries) return;

        answerPanel.style.display = state.autoAnswerEnabled && isOnHomeworkPage() ? 'block' : 'none';

        answerList.innerHTML = '';
        state.allQuestions.forEach((item, index) => {
            const answerItem = document.createElement('div');
            answerItem.innerHTML = `<strong>问题 ${index + 1}:</strong> ${item.question}<br><strong>答案:</strong> ${item.answer}<hr>`;
            answerList.appendChild(answerItem);
        });

        autoAnswerStatus.innerHTML = `<strong>自动答题状态:</strong> ${getAutoAnswerStatus()}`;
        remainingQueries.innerHTML = `<strong>剩余查询次数:</strong> ${state.remainingQueries}`;
    }

    function getAutoAnswerStatus() {
        if (mutationTimeout) {
            return '请在题目页面静止，在答题完成前请勿点击。记得关闭倍速！！！';
        } else if (isAllQuestionsAnswered) {
            return '答题完成';
        } else {
            return '准备中';
        }
    }

    function isOnHomeworkPage() {
        return /^https:\/\/www\.beeline-ai\.com\/student\/#\/courseInfo\//.test(window.location.href);
    }

    function clearAnswerRecord() {
        state.allQuestions = [];
        state.currentQuestionIndex = 0;
        isAllQuestionsAnswered = false;
        updateAnswerPanel();
    }

    window.addEventListener('load', () => {
        createControlPanel();
        createAboutPage();
        createAnswerPanel();
        initializeState();
        observeDomChanges();

        if (!isOnHomeworkPage()) {
            console.log('脚本已停止，当前网页不匹配指定的URL。');
            return;
        }
    });
})();