通用铭文SAT计算器

铭文成本计算与通用单位转换器。
换行
// ==UserScript==
// @name         通用铭文SAT计算器
// @namespace    http://tampermonkey.net/
// @version      1.1
// @description  铭文成本计算与通用单位转换器。
// @author       Iamruzi (Fixed by Gemini)
// @match        *://*/*
// @grant        GM_addStyle
// @grant        GM_xmlhttpRequest
// @grant        GM_setValue
// @grant        GM_getValue
// @grant        GM_deleteValue
// @grant        GM_registerMenuCommand
// @connect      api.coingecko.com
// @connect      api.binance.com
// @connect      www.okx.com
// @connect      mempool.space
// @connect      blockstream.info
// @run-at       document-idle
// @license MIT
// ==/UserScript==

(function() {
    'use strict';

    // =================================================================================
    // 1. 全局常量和变量定义
    // =================================================================================

    const SATS_PER_BTC = 100_000_000;
    let btcToUsdtRate = 0, recommendedFees = {}, isUpdatingConverter = false;
    let allElements = {}; // 集中存储所有DOM元素, 主要用于事件绑定和UI切换

    // =================================================================================
    // 2. UI界面注入 (HTML 和 CSS)
    // =================================================================================

    function injectUI() {
        // --- CSS样式 ---
        GM_addStyle(`
            :root { --brand-orange: #f7931a; --bg-main: #ffffff; --bg-panel: #f8f9fa; --text-primary: #212529; --text-secondary: #6c757d; --border-color: #dee2e6; --success-color: #28a745; --danger-color: #dc3545; }
            #sat-calc-trigger { position: fixed !important; display: flex !important; justify-content: center !important; align-items: center !important; width: 55px !important; height: 55px !important; background-color: var(--brand-orange) !important; color: white !important; border-radius: 50% !important; border: none !important; cursor: grab !important; font-size: 28px !important; box-shadow: 0 5px 15px rgba(0,0,0,0.25) !important; z-index: 2147483646 !important; transition: transform 0.2s ease !important; opacity: 1 !important; visibility: visible !important; }
            #sat-calc-trigger:hover { transform: scale(1.1); } #sat-calc-trigger:active { cursor: grabbing; }
            #sat-calc-container { position: fixed; top: 50%; left: 50%; transform: translate(-50%, -50%); width: 100%; max-width: 480px; box-sizing: border-box; background-color: var(--bg-main); border-radius: 16px; box-shadow: 0 8px 30px rgba(0, 0, 0, 0.15); z-index: 2147483647; display: none; font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI', Roboto, 'Helvetica Neue', Arial, sans-serif; color: var(--text-primary); border: 1px solid var(--border-color); overflow: hidden; }
            .sat-calc-header { padding: 12px 20px; background-color: var(--bg-panel); border-bottom: 1px solid var(--border-color); cursor: move; display: flex; justify-content: space-between; align-items: center; } .sat-calc-header:active { cursor: grabbing; }
            .sat-calc-header h1 { font-size: 18px; margin: 0; color: var(--text-primary); font-weight: 600; } .sat-calc-close-btn { background: none; border: none; font-size: 24px; cursor: pointer; color: #888; }
            .sat-calc-body { padding: 10px 25px 25px 25px; max-height: 80vh; overflow-y: auto; } .sat-calc-body h2 { font-size: 1.2em; font-weight: 600; margin-top: 25px; margin-bottom: 20px; border-bottom: 1px solid #eee; padding-bottom: 10px; display: flex; align-items: center;}
            .info-panel { text-align: center; font-size: 0.85em; padding: 12px; background: var(--bg-panel); border-radius: 8px; margin-bottom: 20px; color: var(--text-secondary); }
            .input-group { margin-bottom: 18px; } .input-group label { display: block; margin-bottom: 8px; font-weight: 500; font-size: 0.95em; color: #495057; }
            .input-group input { width: 100%; padding: 12px; border: 1px solid var(--border-color); border-radius: 8px; box-sizing: border-box; font-size: 1em; background-color: #fff; }
            .input-group input:focus { outline: none; border-color: var(--brand-orange); box-shadow: 0 0 0 3px rgba(247, 147, 26, 0.2); }
            .fee-buttons { display: grid; grid-template-columns: 1fr 1fr 1fr; gap: 10px; margin-top: 10px; } .fee-buttons button { padding: 10px; font-size: 0.9em; border: 1px solid var(--border-color); background-color: #fff; border-radius: 6px; cursor: pointer; transition: all 0.2s; } .fee-buttons button:hover { background-color: #f1f3f5; }
            .output-group { background: var(--bg-panel); border-left: 4px solid var(--brand-orange); padding: 15px; border-radius: 6px; margin-top: 10px; cursor: pointer; }
            .output-group p { margin: 0; font-size: 1.1em; color: var(--text-primary); } .output-group span { font-weight: 700; }
            .output-group-detailed { background: var(--bg-panel); border-radius: 6px; padding: 15px; margin-top: 10px; font-size: 0.95em; }
            .cost-line { display: flex; justify-content: space-between; align-items: center; padding: 6px 0; border-bottom: 1px solid #e9ecef; }
            .cost-line:last-child { border-bottom: none; font-weight: 700; font-size: 1.1em; cursor: pointer; }
            .cost-label { color: var(--text-primary); } .cost-value { text-align: right; } .cost-value .sats { color: var(--text-primary); font-weight: 700; } .cost-value .converted { font-size: 0.85em; color: var(--text-secondary); display: block; }
            #cost-info-trigger { margin-left: 8px; cursor: pointer; font-size: 16px; color: #888; border: 1px solid #ccc; border-radius: 50%; width: 20px; height: 20px; display: inline-flex; justify-content: center; align-items: center; font-style: normal; user-select: none;}
            #tutorial-modal { display: none; position: fixed; z-index: 2147483647; left: 0; top: 0; width: 100%; height: 100%; overflow: auto; background-color: rgba(0,0,0,0.7); justify-content: center; align-items: center; }
            #tutorial-modal img { max-width: 90%; max-height: 90%; border-radius: 8px; }
            #manual-rate-input { width: 50%; margin: 5px auto; display: block; padding: 5px; text-align: center; border: 1px solid var(--brand-orange); border-radius: 4px; }
            .refresh-btn { cursor: pointer; display: inline-block; margin-left: 8px; font-size: 1.2em; vertical-align: middle; }
            #pl-panel { text-align: center; padding: 20px; margin-top: 20px; border-radius: 8px; } #pl-panel .pl-value { font-size: 2.2em; font-weight: 700; display: block; margin-bottom: 5px; } #pl-panel .pl-label { font-size: 0.9em; color: var(--text-secondary); }
            .profit { background-color: rgba(40, 167, 69, 0.1); color: var(--success-color); } .loss { background-color: rgba(220, 53, 69, 0.1); color: var(--danger-color); } .neutral { background-color: var(--bg-panel); color: var(--text-secondary); }
        `);

        // --- HTML内容 ---
        const tutorialImageUrl = 'data:image/png;base64,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'; // You can add your base64 image data here
        const panelHTML = `
            <div id="sat-calc-container">
                <div class="sat-calc-header"><h1>通用铭文SAT计算器</h1><button class="sat-calc-close-btn">&times;</button></div>
                <div class="sat-calc-body">
                    <div class="info-panel"><div id="rate-display">正在加载汇率...</div><div id="fees-display">正在加载费率...</div></div>
                    <h2>1. 铭文铸造成本 <i id="cost-info-trigger">i</i></h2>
                    <div class="input-group"><label>网络费率 (sat/vB)</label><input type="number" id="fee-rate" placeholder="e.g., 10"><div class="fee-buttons"><button id="btn-low">低</button><button id="btn-medium">中</button><button id="btn-high">高</button></div></div>
                    <div class="input-group"><label>单张交易大小 (vB)</label><input type="number" id="tx-size" value="200"></div>
                    <div class="input-group"><label>单张保留聪 (Postage)</label><input type="number" id="reserved-sats" value="330"><div class="fee-buttons" style="grid-template-columns: 1fr 1fr; margin-top: 8px;"><button id="btn-sats-330">330 sats</button><button id="btn-sats-546">546 sats</button></div></div>
                    <div class="input-group"><label>铸造张数</label><input type="number" id="mint-count" value="1"></div>
                    <div class="output-group-detailed">
                        <div class="cost-line" id="cost-breakdown-fee"><span class="cost-label">⛽ 总手续费</span><span class="cost-value"><span class="sats">0 SAT</span><span class="converted"></span></span></div>
                        <div class="cost-line" id="cost-breakdown-postage"><span class="cost-label">📦 总保留聪</span><span class="cost-value"><span class="sats">0 SAT</span><span class="converted"></span></span></div>
                        <div class="cost-line" id="cost-breakdown-total" title="点击将总成本填入换算器"><span class="cost-label">💰 总成本</span><span class="cost-value"><span class="sats">0 SAT</span><span class="converted"></span></span></div>
                    </div>
                    <h2>2. 铭文市场价值</h2>
                    <div class="input-group"><label>单Token市价 (sats)</label><input type="number" id="market-price-per-token" value="1"></div>
                    <div class="input-group"><label>每张含Token数</label><input type="number" id="market-tokens-per-sheet" value="8888"></div>
                    <div class="input-group"><label>持有张数</label><input type="number" id="market-sheet-count" value="1"></div>
                    <div class="output-group" title="点击将总价值填入换算器"><p>总价值: <span id="total-market-value">0</span> SAT</p></div>
                    <h2>3. 投资回报 (P/L)</h2>
                    <div id="pl-panel" class="neutral"><span id="pl-value">---</span><span class="pl-label">输入成本和价值后自动计算</span></div>
                    <h2>4. 通用换算器</h2>
                    <div class="input-group"><label>SAT (聪)</label><input type="number" id="sat-input"></div>
                    <div class="input-group"><label>BTC (比特币)</label><input type="number" id="btc-input"></div>
                    <div class="input-group"><label>USDT (Tether)</label><input type="number" id="usdt-input"></div>
                </div>
            </div>`;
        const triggerHTML = `<button id="sat-calc-trigger" title="打开铭文计算器"><svg width="28" height="28" viewBox="0 0 32 32" fill="currentColor" xmlns="http://www.w3.org/2000/svg"><path d="M20.93,13.32a4.24,4.24,0,0,0-4.14-4.57H13.68v9.13h3.11a4.24,4.24,0,0,0,4.14-4.56ZM17.65,15.7a1.32,1.32,0,0,1-1.28,1.4H15V11.66h1.37a1.32,1.32,0,0,1,1.28,1.41v2.63Z"/><path d="M22.78,13.79a7.18,7.18,0,0,0-7-7.7H12.33v15.7h3.45V20.08h1.23a7.18,7.18,0,0,0,5.77-6.29ZM19.57,18A5.5,5.5,0,0,1,14,20.44V8.42a5.5,5.5,0,0,1,5.57,5.88Z"/></svg></button>`;
        const modalHTML = `<div id="tutorial-modal" style="display: none;"><img src="${tutorialImageUrl}" alt="教程图片"></div>`;

        document.body.insertAdjacentHTML('beforeend', triggerHTML);
        document.body.insertAdjacentHTML('beforeend', panelHTML);
        document.body.insertAdjacentHTML('beforeend', modalHTML);
    }

    // 缓存所有需要操作的DOM元素
    function getElements() {
        const ids = [ "sat-calc-trigger", "sat-calc-container", "fee-rate", "tx-size", "mint-count", "sat-input", "btc-input", "usdt-input", "rate-display", "fees-display", "total-market-value", "pl-panel", "pl-value", "reserved-sats", "btn-low", "btn-medium", "btn-high", "btn-sats-330", "btn-sats-546", "cost-breakdown-fee", "cost-breakdown-postage", "cost-breakdown-total", "cost-info-trigger", "tutorial-modal", "market-price-per-token", "market-tokens-per-sheet", "market-sheet-count"];
        ids.forEach(id => { if (document.getElementById(id)) allElements[id] = document.getElementById(id); });
        allElements.closeBtn = document.querySelector('.sat-calc-close-btn');
        allElements.header = document.querySelector('.sat-calc-header');
    }

    // =================================================================================
    // 3. 核心计算逻辑
    // =================================================================================

    function calculateAll() {
        const feeRate = Number(allElements["fee-rate"]?.value) || 0;
        const txSize = Number(allElements["tx-size"]?.value) || 0;
        const reservedSats = Number(allElements["reserved-sats"]?.value) || 0;
        const mintCount = Number(allElements["mint-count"]?.value) || 0;
        const totalFeeSats = (feeRate * txSize) * mintCount;
        const totalPostageSats = reservedSats * mintCount;
        const grandTotalSats = totalFeeSats + totalPostageSats;
        updateCostLine("cost-breakdown-fee", totalFeeSats);
        updateCostLine("cost-breakdown-postage", totalPostageSats);
        updateCostLine("cost-breakdown-total", grandTotalSats);

        const pricePerToken = Number(allElements["market-price-per-token"]?.value) || 0;
        const tokensPerSheet = Number(allElements["market-tokens-per-sheet"]?.value) || 0;
        const sheetCount = Number(allElements["market-sheet-count"]?.value) || 0;
        const totalMarketValue = pricePerToken * tokensPerSheet * sheetCount;
        const totalMarketValueEl = allElements["total-market-value"];
        if(totalMarketValueEl) {
            totalMarketValueEl.textContent = totalMarketValue.toLocaleString('en-US', { minimumFractionDigits: 0, maximumFractionDigits: 4 });
        }

        const plPanelEl = allElements["pl-panel"];
        const plValueEl = allElements["pl-value"];
        if(plPanelEl && plValueEl){
            plPanelEl.className = 'neutral';
            if (grandTotalSats === 0) {
                plValueEl.textContent = '---';
            } else {
                const pl = ((totalMarketValue - grandTotalSats) / grandTotalSats) * 100;
                plValueEl.textContent = `${pl >= 0 ? '+' : ''}${pl.toFixed(2)}%`;
                if (pl > 0) plPanelEl.className = 'profit';
                else if (pl < 0) plPanelEl.className = 'loss';
            }
        }
    }

    function updateCostLine(elementId, sats) {
        const lineElement = allElements[elementId];
        if (!lineElement) return;
        lineElement.querySelector('.sats').textContent = `${sats.toLocaleString('en-US')} SAT`;
        const convertedElement = lineElement.querySelector('.converted');
        if (btcToUsdtRate > 0) {
            const btc = sats / SATS_PER_BTC;
            const usdt = btc * btcToUsdtRate;
            convertedElement.textContent = `≈ ${btc.toFixed(8)} BTC ≈ ${usdt.toFixed(2)} USDT`;
        } else {
            convertedElement.textContent = '';
        }
    }

    function updateConverterValues(source) {
        if (isUpdatingConverter) return;
        isUpdatingConverter = true;
        const satInput = allElements["sat-input"], btcInput = allElements["btc-input"], usdtInput = allElements["usdt-input"];
        if(!satInput || !btcInput || !usdtInput) { isUpdatingConverter = false; return; }
        const sat = parseFloat(satInput.value), btc = parseFloat(btcInput.value), usdt = parseFloat(usdtInput.value);
        try {
            switch (source) {
                case 'sat': if (!isNaN(sat)) { const b = sat / SATS_PER_BTC; btcInput.value = b.toFixed(8); if (btcToUsdtRate > 0) usdtInput.value = (b * btcToUsdtRate).toFixed(2); } else { btcInput.value = usdtInput.value = ''; } break;
                case 'btc': if (!isNaN(btc)) { satInput.value = (btc * SATS_PER_BTC).toFixed(0); if (btcToUsdtRate > 0) usdtInput.value = (btc * btcToUsdtRate).toFixed(2); } else { satInput.value = usdtInput.value = ''; } break;
                case 'usdt': if (!isNaN(usdt) && btcToUsdtRate > 0) { const b = usdt / btcToUsdtRate; btcInput.value = b.toFixed(8); satInput.value = (b * SATS_PER_BTC).toFixed(0); } else { satInput.value = btcInput.value = ''; } break;
            }
        } finally { isUpdatingConverter = false; }
    }

    // =================================================================================
    // 4. API 数据获取
    // =================================================================================

    function gmFetch(url, timeout = 5000) { return new Promise((resolve, reject) => { GM_xmlhttpRequest({ method: "GET", url, timeout, onload: r => (r.status >= 200 && r.status < 300) ? resolve(JSON.parse(r.responseText)) : reject(new Error(`状态 ${r.status}`)), onerror: reject, ontimeout: () => reject(new Error('请求超时')) }); }); }
    async function fetchApiData(endpoints, successCallback, failureCallback) { for (const api of endpoints) { try { const data = await gmFetch(api.url); const parsedData = api.parser(data); if (parsedData && (typeof parsedData === 'number' || Object.values(parsedData).every(v => v))) { successCallback(parsedData, api.name); return; } } catch (error) { console.warn(`[SAT 计算器] 从 ${api.name} 获取数据失败:`, error.message); } } failureCallback(); }

    function fetchBtcPrice() {
        allElements["rate-display"].textContent = '正在刷新汇率...';
        const priceApiEndpoints = [ { name: 'Binance', url: 'https://api.binance.com/api/v3/ticker/price?symbol=BTCUSDT', parser: d => parseFloat(d.price) }, { name: 'CoinGecko', url: 'https://api.coingecko.com/api/v3/simple/price?ids=bitcoin&vs_currencies=usdt', parser: d => d.bitcoin.usdt }, { name: 'OKX', url: 'https://www.okx.com/api/v5/market/ticker?instId=BTC-USDT', parser: d => parseFloat(d.data[0].last) } ];
        fetchApiData(priceApiEndpoints,
            (price, name) => { btcToUsdtRate = price; allElements["rate-display"].innerHTML = `1 BTC ≈ ${btcToUsdtRate.toLocaleString()} USDT (来源: ${name}) <span id="refresh-rate-btn" class="refresh-btn" title="刷新汇率">🔄</span>`; document.getElementById('refresh-rate-btn').addEventListener('click', fetchBtcPrice); calculateAll(); },
            () => { allElements["rate-display"].innerHTML = `<span>汇率加载失败 <span id="refresh-rate-btn" class="refresh-btn" title="刷新汇率">🔄</span></span><input type="number" id="manual-rate-input" placeholder="或在此手动输入BTC价格">`; document.getElementById('refresh-rate-btn').addEventListener('click', fetchBtcPrice); const manualInput = document.getElementById('manual-rate-input'); if (manualInput) { manualInput.addEventListener('input', (e) => { btcToUsdtRate = parseFloat(e.target.value) || 0; calculateAll(); }); } }
        );
    }

    function fetchFeeRates() {
        allElements["fees-display"].textContent = '正在刷新费率...';
        const feeApiEndpoints = [ { name: 'Mempool.space', url: 'https://mempool.space/api/v1/fees/recommended', parser: d => ({ low: d.hourFee, medium: d.halfHourFee, high: d.fastestFee }) }, { name: 'Blockstream', url: 'https://blockstream.info/api/fee-estimates', parser: d => ({ low: Math.round(d['144']), medium: Math.round(d['6']), high: Math.round(d['1']) }) } ];
        fetchApiData(feeApiEndpoints,
            (fees, name) => { recommendedFees = fees; allElements["fees-display"].innerHTML = `推荐费率 (来源: ${name}): 低 ${fees.low} | 中 ${fees.medium} | 高 ${fees.high} <span id="refresh-fees-btn" class="refresh-btn" title="刷新费率">🔄</span>`; document.getElementById('refresh-fees-btn').addEventListener('click', fetchFeeRates); const feeRateEl = allElements["fee-rate"]; if (feeRateEl && !feeRateEl.value) { feeRateEl.value = fees.medium; calculateAll(); } },
            () => { allElements["fees-display"].innerHTML = `费率加载失败 <span id="refresh-fees-btn" class="refresh-btn" title="刷新费率">🔄</span>`; document.getElementById('refresh-fees-btn').addEventListener('click', fetchFeeRates); }
        );
    }

    // =================================================================================
    // 5. UI交互和事件绑定
    // =================================================================================

    function makeDraggable(element, handle) {
        let isDragging = false, startX, startY, initialLeft, initialTop;
        handle.addEventListener('mousedown', e => {
            isDragging = true;
            startX = e.clientX;
            startY = e.clientY;
            // 【拖动修复】移除 transform，切换到纯 top/left 定位，防止布局错乱
            if (element.style.transform.includes('translate')) {
                const rect = element.getBoundingClientRect();
                initialLeft = rect.left;
                initialTop = rect.top;
                element.style.transform = 'none';
                element.style.left = `${initialLeft}px`;
                element.style.top = `${initialTop}px`;
            } else {
                initialLeft = element.offsetLeft;
                initialTop = element.offsetTop;
            }
            handle.style.userSelect = 'none';
            document.body.style.userSelect = 'none';
        });
        document.addEventListener('mousemove', e => {
            if (isDragging) {
                const deltaX = e.clientX - startX;
                const deltaY = e.clientY - startY;
                let newLeft = initialLeft + deltaX;
                let newTop = initialTop + deltaY;
                const V_MARGIN = 5, H_MARGIN = 5;
                newTop = Math.max(V_MARGIN, Math.min(newTop, window.innerHeight - element.offsetHeight - V_MARGIN));
                newLeft = Math.max(H_MARGIN, Math.min(newLeft, window.innerWidth - element.offsetWidth - H_MARGIN));
                element.style.top = `${newTop}px`;
                element.style.left = `${newLeft}px`;
            }
        });
        document.addEventListener('mouseup', () => {
            if (isDragging) {
                isDragging = false;
                handle.style.userSelect = '';
                document.body.style.userSelect = '';
                if (element.id === 'sat-calc-trigger') {
                    GM_setValue('triggerPos', { top: element.style.top, left: element.style.left });
                }
            }
        });
    }


    async function fullUISetup() {
        if (document.getElementById('sat-calc-trigger')) return;
        injectUI();
        getElements();
        const { "sat-calc-trigger": triggerBtn, "sat-calc-container": panel, header, closeBtn } = allElements;
        if (!triggerBtn || !panel) { return; }
        const pos = await GM_getValue('triggerPos');
        if (pos && pos.top && pos.left) {
             Object.assign(triggerBtn.style, { top: pos.top, left: pos.left, bottom: 'auto', right: 'auto' });
        } else {
             Object.assign(triggerBtn.style, { bottom: '20px', right: '20px', top: 'auto', left: 'auto' });
        }

        makeDraggable(panel, header);
        makeDraggable(triggerBtn, triggerBtn);

        function togglePanel() {
            const isHidden = panel.style.display === 'none' || panel.style.display === '';
            if (isHidden) {
                panel.style.top = '50%';
                panel.style.left = '50%';
                panel.style.transform = 'translate(-50%, -50%)';
            }
            panel.style.display = isHidden ? 'block' : 'none';
        }
        triggerBtn.addEventListener('click', togglePanel);
        closeBtn.addEventListener('click', togglePanel);

        allElements["cost-info-trigger"]?.addEventListener('click', () => { allElements["tutorial-modal"].style.display = 'flex'; });
        allElements["tutorial-modal"]?.addEventListener('click', () => { allElements["tutorial-modal"].style.display = 'none'; });

        const inputIds = [ "fee-rate", "tx-size", "mint-count", "reserved-sats", "market-price-per-token", "market-tokens-per-sheet", "market-sheet-count" ];
        inputIds.forEach(id => allElements[id]?.addEventListener('input', calculateAll));

        const converterInputIds = ["sat-input", "btc-input", "usdt-input"];
        converterInputIds.forEach(id => allElements[id]?.addEventListener('input', () => updateConverterValues(id.split('-')[0])));

        allElements["btn-low"].addEventListener('click', () => { if(recommendedFees.low) { allElements["fee-rate"].value = recommendedFees.low; calculateAll(); } });
        allElements["btn-medium"].addEventListener('click', () => { if(recommendedFees.medium) { allElements["fee-rate"].value = recommendedFees.medium; calculateAll(); } });
        allElements["btn-high"].addEventListener('click', () => { if(recommendedFees.high) { allElements["fee-rate"].value = recommendedFees.high; calculateAll(); } });
        allElements["btn-sats-330"].addEventListener('click', () => { allElements["reserved-sats"].value = 330; calculateAll(); });
        allElements["btn-sats-546"].addEventListener('click', () => { allElements["reserved-sats"].value = 546; calculateAll(); });

        const copyToConverter = (value) => { const satInput = allElements["sat-input"]; if (value && satInput) { satInput.value = String(value).replace(/,/g, '').replace(/\sSAT/,''); updateConverterValues('sat'); satInput.focus(); } };
        allElements["cost-breakdown-total"]?.addEventListener('click', (e) => copyToConverter(e.currentTarget.querySelector('.sats').textContent));
        allElements["total-market-value"]?.parentElement.addEventListener('click', () => copyToConverter(allElements["total-market-value"]?.textContent));

        fetchBtcPrice();
        fetchFeeRates();
        calculateAll();
    }

    async function registerSettings() {
        const isBallVisible = await GM_getValue('showFloatingBall', true);
        GM_registerMenuCommand(isBallVisible ? '🔴 隐藏悬浮球' : '🟢 显示悬浮球', async () => { await GM_setValue('showFloatingBall', !isBallVisible); alert('设置已更改。页面将自动刷新以应用更改。'); location.reload(); });
        GM_registerMenuCommand('⚙️ 重置悬浮球位置', async () => { await GM_deleteValue('triggerPos'); alert('悬浮球位置已重置。页面将自动刷新。'); location.reload(); });
    }

    // =================================================================================
    // 6. 脚本执行入口
    // =================================================================================
    async function main() {
        if (!document.body) { setTimeout(main, 200); return; }
        registerSettings();
        const showBall = await GM_getValue('showFloatingBall', true);
        if (showBall) { fullUISetup(); }
    }

    if (document.readyState === 'interactive' || document.readyState === 'complete') { main(); }
    else { document.addEventListener('DOMContentLoaded', main, { once: true }); }

})();