AVM · 39

美联储 6 月维持利率不变概率达 97.3%，7 月概率为 84.8%

比推消息，据金十报道，CME “美联储观察”显示，美联储到 6 月维持利率不变的概率为 97.3%，累计加息 25 个基点的概率为 2.7%。到 7 月，维持利率不变的概率为 84.8%，累计加息 25 个基点的概率为 14.8%，累计加息 50 个基点的概率为 0.3%。预测事件卡片        美联储 6 月维持利率不变概率大于97%        小于97%      Powered by GUESSX编辑删除分类：politics美联储 6 月维持利率不变概率大于97%小于97%## 判定规则YES：FOMC 官方宣布的六月政策声明明确将联邦基金目标区间保持不变（无加息、无降息、无目标区间调整）。NO：FOMC 官方宣布对联邦基金目标区间进行调整（加息或降息，或以其他方式改变目标区间条款）。若声明仅改变前瞻指引或经济展望但未改变利率目标，仍记为 YES。## 判定依据- 官方数据来源：美国联邦储备系统（Federal Reserve）官方网站发布的 FOMC 声明/新闻稿，及其时序信息。- 判定以官方新闻稿对“联邦基金目标区间”是否有变动为准；若官方文本有多份版本，以最终正式文本为准。- 时间以发布的官方时刻为准，统一显示为 UTC+8。## 特殊情况- 如同日发布多份文本，请以最终版官方新闻稿为准。- 若声明中仅对前瞻指引、经济展望等进行修改而明确写明“保持利率不变”，仍视为 YES。- 如紧急/非常规公告导致同日出现多次文本，请以最终官方发布版本为判定依据。## 无效条件（Invalid）- 官方来源不可核验、链接跳转失败或文本缺失的情况。- 官方文本未明确涉及联邦基金目标区间的变动（仅提及其他非利率内容），此时市场应视为待定，暂停结算。- 非官方媒体报道、推特帖文等二级来源为唯一依据的情况。## 时间规则- 结果以官方 FOMC 声明/新闻稿的发布时间为准，统一标注为 UTC+8。- 如同日存在多版本文本，以最终正式官方新闻稿的发布时间为准。politics2026-05-30T20:552026-05-30T12:55:00.000Zdata:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/62FlSlACEQAAAAEAAGFbanVtYgAAAB5qdW1kYzJwYQARABCAAACqADibcQNjMnBhAAAAYTVqdW1iAAAAR2p1bWRjMm1hABEAEIAAAKoAOJtxA3VybjpjMnBhOmQzOTdkY2NjLTcwNzctNDY0My1hZDgzLTFhZDM5MDgxZjQyMQAAABf9anVtYgAAAClqdW1kYzJhcwARABCAAACqADibcQNjMnBhLmFzc2VydGlvbnMAAAAJ0Wp1bWIAAAA7anVtZEDLDDK7ikidpwsq1vR/Q2kTYzJwYS5pY29uAAAAABhjMnNohsL7BNVDoRJ/EqDSrXOrWgAAABdiZmRiAGltYWdlL3N2Zyt4bWwAAAAJd2JpZGI8c3ZnIHdpZHRoPSI3MTYiIGhlaWdodD0iNzE2IiB2aWV3Qm94PSIwIDAgNzE2IDcxNiIgZmlsbD0ibm9uZSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KPHBhdGggZD0iTTUwOC43NDkgMzE3LjM5OUM1MTYuNzc3IDI4Ny4zMTQgNTA4Ljk5MSAyNTMuODg0IDQ4NS4zODkgMjMwLjI4MkM0NjEuNzg4IDIwNi42ODEgNDI4LjM2IDE5OC44OTUgMzk4LjI3MyAyMDYuOTIzQzM3Ni4yMzEgMTg0LjkyOCAzNDMuMzkgMTc0Ljk1NiAzMTEuMTQ4IDE4My41OTZDMjc4LjkwNiAxOTIuMjM0IDI1NS40NSAyMTcuMjkyIDI0Ny4zNiAyNDcuMzYxQzIxNy4yOTEgMjU1LjQ1MSAxOTIuMjMzIDI3OC45MSAxODMuNTk1IDMxMS4xNDlDMTc0Ljk1NyAzNDMuMzkxIDE4NC45MjcgMzc2LjIzMiAyMDYuOTI0IDM5OC4yNzRDMTk4Ljg5NiA0MjguMzU5IDIwNi42ODMgNDYxLjc4OSAyMzAuMjg0IDQ4NS4zOTFDMjUzLjg4NSA1MDguOTkyIDI4Ny4zMTMgNTE2Ljc3OSAzMTcuNDAxIDUwOC43NUMzMzkuNDQyIDUzMC43NDUgMzcyLjI4NiA1NDAuNzE3IDQwNC41MjUgNTMyLjA3OUM0MzYuNzY3IDUyMy40NDEgNDYwLjIyMyA0OTguMzg0IDQ2OC4zMTMgNDY4LjMxNUM0OTguMzgzIDQ2MC4yMjQgNTIzLjQ0IDQzNi43NjYgNTMyLjA3OCA0MDQuNTI2QzU0MC43MTYgMzcyLjI4NSA1MzAuNzQ3IDMzOS40NDMgNTA4Ljc0OSAzMTcuNDAyVjMxNy4zOTlaTTQ3MC44OTkgMjQ0Ljc3NkM0ODYuODkyIDI2MC43NyA0OTMuNDg4IDI4Mi42MDEgNDkwLjY4NyAzMDMuNDEyTDQxNS41NzcgMjYwLjA0NkM0MTIuNDExIDI1OC4yMTggNDA4LjUwOSAyNTguMjE4IDQwNS4zNDUgMjYwLjA0NkwzMTcuNDAxIDMxMC44MlYyNzcuNTI2QzMxNy40MDEgMjc1LjE5MSAzMTguNjUyIDI3My4wMDUgMzIwLjY3NiAyNzEuODM3TDM4Ny42NDQgMjMzLjE3NEM0MTQuMTc4IDIxOC4zNTMgNDQ4LjM0NiAyMjIuMjIzIDQ3MC45MDEgMjQ0Ljc3Nkg0NzAuODk5Wk0zNTcuODM3IDMxMS4xNDRMMzk4LjI3NSAzMzQuNDkxVjM4MS4xODVMMzU3LjgzNyA0MDQuNTMyTDMxNy4zOTggMzgxLjE4NVYzMzQuNDkxTDM1Ny44MzcgMzExLjE0NFpNMjY0Ljc3NiAyNjkuNjkzQzI2NS4yMDcgMjM5LjMwNSAyODUuNjQ0IDIxMS42NDkgMzE2LjQ1MyAyMDMuMzkzQzMzOC4zIDE5Ny41NCAzNjAuNTA1IDIwMi43NDQgMzc3LjEyNyAyMTUuNTczTDMwMi4wMTQgMjU4LjkzN0MyOTguODQ4IDI2MC43NjQgMjk2Ljg5OCAyNjQuMTQ0IDI5Ni44OTggMjY3Ljc5OFYzNjkuMzQ2TDI2OC4wNjUgMzUyLjY5OUMyNjYuMDQzIDM1MS41MzEgMjY0Ljc3NiAzNDkuMzUzIDI2NC43NzYgMzQ3LjAxN1YyNjkuNjkxVjI2OS42OTNaTTIwMy4zOTEgMzE2LjQ1NEMyMDkuMjQ0IDI5NC42MDggMjI0Ljg1NCAyNzcuOTc4IDI0NC4yNzYgMjY5Ljk5OVYzNTYuNzNDMjQ0LjI3NiAzNjAuMzg0IDI0Ni4yMjYgMzYzLjc2MyAyNDkuMzkyIDM2NS41OTFMMzM3LjMzNyA0MTYuMzY1TDMwOC41MDMgNDMzLjAxM0MzMDYuNDgxIDQzNC4xODEgMzAzLjk2MSA0MzQuMTg4IDMwMS45MzkgNDMzLjAyTDIzNC45NzEgMzk0LjM1N0MyMDguODY4IDM3OC43ODkgMTk1LjEzOCAzNDcuMjYxIDIwMy4zOTEgMzE2LjQ1NFpNMjQ0Ljc3NSA0NzAuOUMyMjguNzgxIDQ1NC45MDYgMjIyLjE4NiA0MzMuMDc1IDIyNC45ODYgNDEyLjI2NEwzMDAuMDk2IDQ1NS42M0MzMDMuMjYzIDQ1Ny40NTcgMzA3LjE2NCA0NTcuNDU3IDMxMC4zMjggNDU1LjYzTDM5OC4yNzMgNDA0Ljg1NlY0MzguMTQ5QzM5OC4yNzMgNDQwLjQ4NSAzOTcuMDIyIDQ0Mi42NzEgMzk0Ljk5NyA0NDMuODM5TDMyOC4wMjkgNDgyLjUwMkMzMDEuNDk1IDQ5Ny4zMjIgMjY3LjMyNyA0OTMuNDUyIDI0NC43NzIgNDcwLjlIMjQ0Ljc3NVpNNDUwLjg5NyA0NDUuOTgyQzQ1MC40NjYgNDc2LjM3MSA0MzAuMDI5IDUwNC4wMjcgMzk5LjIyIDUxMi4yODNDMzc3LjM3MyA1MTguMTM2IDM1NS4xNjggNTEyLjkzMiAzMzguNTQ3IDUwMC4xMDJMNDEzLjY1OSA0NTYuNzM4QzQxNi44MjYgNDU0LjkxMSA0MTguNzc1IDQ1MS41MzIgNDE4Ljc3NSA0NDcuODc3VjM0Ni4zMjlMNDQ3LjYwOSAzNjIuOTc3QzQ0OS42MzEgMzY0LjE0NSA0NTAuODk3IDM2Ni4zMjMgNDUwLjg5NyAzNjguNjU5VjQ0NS45ODVWNDQ1Ljk4MlpNNTEyLjI4MiAzOTkuMjIxQzUwNi40MjkgNDIxLjA2OCA0OTAuODE5IDQzNy42OTcgNDcxLjM5NyA0NDUuNjc2VjM1OC45NDZDNDcxLjM5NyAzNTUuMjkyIDQ2OS40NDggMzUxLjkxMiA0NjYuMjgxIDM1MC4wODVMMzc4LjMzNiAyOTkuMzExTDQwNy4xNyAyODIuNjYzQzQwOS4xOTIgMjgxLjQ5NSA0MTEuNzEyIDI4MS40ODcgNDEzLjczNCAyODIuNjU1TDQ4MC43MDIgMzIxLjMxOEM1MDYuODA1IDMzNi44ODcgNTIwLjUzNiAzNjguNDE1IDUxMi4yODIgMzk5LjIyMVoiIGZpbGw9ImJsYWNrIi8+Cjwvc3ZnPgoAAAF+anVtYgAAAEFqdW1kY2JvcgARABCAAACqADibcRNjMnBhLmFjdGlvbnMudjIAAAAAGGMyc2hCMFO8NlKPQ95lW8TZfz8cAAABNWNib3KhZ2FjdGlvbnODpGZhY3Rpb25sYzJwYS5jcmVhdGVkZHdoZW7AdDIwMjYtMDUtMjVUMDA6MDA6MDBabXNvZnR3YXJlQWdlbnSiZG5hbWVpZ3B0LWltYWdlZ3ZlcnNpb25jMi4wcWRpZ2l0YWxTb3VyY2VUeXBleEZodHRwOi8vY3YuaXB0Yy5vcmcvbmV3c2NvZGVzL2RpZ2l0YWxzb3VyY2V0eXBlL3RyYWluZWRBbGdvcml0aG1pY01lZGlhomZhY3Rpb25uYzJwYS5jb252ZXJ0ZWRkd2hlbsB0MjAyNi0wNS0yNVQwMDowMDowMFqiZmFjdGlvbngYYzJwYS53YXRlcm1hcmtlZC51bmJvdW5kZHdoZW7AdDIwMjYtMDUtMjVUMDA6MDA6MDBaAAALump1bWIAAABJanVtZGNib3IAEQAQgAAAqgA4m3ETYzJwYS5jZXJ0aWZpY2F0ZS1zdGF0dXMAAAAAGGMyc2jWjZvUC0cYT3j0MXgsaUc3AAALaWNib3KhaG9jc3BWYWxzgnkFhE1JSUVIZ29CQUtDQ0JCY3dnZ1FUQmdrckJnRUZCUWN3QVFFRWdnUUVNSUlFQURDQm9xSVdCQlJRV1FYMVg1UW0xMXJOcTI0Skt5MW1FUlQwK2hnUE1qQXlOakExTWpNd016SXpNemhhTUhjd2RUQk5NQWtHQlNzT0F3SWFCUUFFRkQ1TWZJNVFDNGRzY3hXK3IyNlg2aER1bENESkJCVERzeVNXTkpPaFdlcFNHR3VlRitDcHV0YXdUQUlVVXBRbEI0RzFhb2I1TXhkNGNOYU9yZTlpR2tHQUFCZ1BNakF5TmpBMU1qTXdNekl6TXpoYW9CRVlEekl3TWpZd05UTXdNRE15TXpNNFdqQUtCZ2dxaGtqT1BRUURBZ05JQURCRkFpQU5VMktrVm1Eb3JXZk05NXZCeHFJbGZwQkJFSmdCT09RSXUrRFNKREYzVndJaEFMVjgza3dnL3FhdFpBeWU2UDlYVjRFY25QbFdhNmZLSDh5RVdzbXQzTXhnb0lJREFUQ0NBdjB3Z2dMNU1JSUNmcUFEQWdFQ0FoUnVSWk42NnQ0MmNSbnVmTmF6eUpDRFE2UHMyakFLQmdncWhrak9QUVFEQXpDQnB6RUxNQWtHQTFVRUJoTUNWVk14RVRBUEJnTlZCQWdNQ0U1bGR5QlpiM0pyTVJFd0R3WURWUVFIREFoT1pYY2dXVzl5YXpFVE1CRUdBMVVFQ2d3S1ZISjFabThnU1c1akxqRVVNQklHQTFVRUN3d0xRMEVnUkdsMmFYTnBiMjR4R2pBWUJna3Foa2lHOXcwQkNRRVdDMk5oUUhSeWRXWnZMbUZwTVNzd0tRWURWUVFERENKVWNuVm1ieUJETWxCQklFTnNZV2x0SUZOcFoyNXBibWNnUTBFZ0tESXdNalVwTUI0WERUSTJNRFV4T0RBd01ETXlNbG9YRFRJMk1EWXhOekF3TURNeU1sb3dnYVV4Q3pBSkJnTlZCQVlUQWxWVE1SRXdEd1lEVlFRSURBaE9aWGNnV1c5eWF6RVJNQThHQTFVRUJ3d0lUbVYzSUZsdmNtc3hFekFSQmdOVkJBb01DbFJ5ZFdadklFbHVZeTR4RkRBU0JnTlZCQXNNQzBOQklFUnBkbWx6YVc5dU1Sb3dHQVlKS29aSWh2Y05BUWtCRmd0allVQjBjblZtYnk1aGFURXBNQ2NHQTFVRUF3d2dWSEoxWm04Z1F6SlFRU0JQUTFOUUlGSmxjM0J2Ym1SbGNpQW9NakF5TlNrd1dUQVRCZ2NxaGtqT1BRSUJCZ2dxaGtqT1BRTUJCd05DQUFUZC9Sa2I1aFpxM2JxRmp2d1VPbXpjdjJ5U0dnTDk1Y2htVTRPdHJ2RXI0bExVdCs1ZHIxQ0VneElMekNycTFZbTdtMy9QT0VPUjQzOGwvRjY4UHBkRW80R0hNSUdFTUIwR0ExVWREZ1FXQkJSUVdRWDFYNVFtMTFyTnEyNEpLeTFtRVJUMCtqQWZCZ05WSFNNRUdEQVdnQlREc3lTV05KT2hXZXBTR0d1ZUYrQ3B1dGF3VERBTUJnTlZIUk1CQWY4RUFqQUFNQTRHQTFVZER3RUIvd1FFQXdJSGdEQVRCZ05WSFNVRUREQUtCZ2dyQmdFRkJRY0RDVEFQQmdrckJnRUZCUWN3QVFVRUFnVUFNQW9HQ0NxR1NNNDlCQU1EQTJrQU1HWUNNUUNmRjhMZmZvdTJEZC9yY1NjWGluRDE2cFc0UlhsM2hXblpCdUVXMGExYjlJREhBdmdtVjhjNHVFVWt6eVlvcE8wQ01RRGhvK0VWUGRZRGxCc0hHUXBjaXczOS83enBkZFhPTTUzYStaMEdwYkhsQlJyR3BCcXNDNUZVazkwNHo1WFluSWs9eQXMTUlJRVV3b0JBS0NDQkV3d2dnUklCZ2tyQmdFRkJRY3dBUUVFZ2dRNU1JSUVOVENCb3FJV0JCVEwySTQyaWlFUmN5eTU3NG9hbzJxZXZGTk1RQmdQTWpBeU5qQTFNak13TXpJek16aGFNSGN3ZFRCTk1Ba0dCU3NPQXdJYUJRQUVGSUFnOWJ6aUpPbHR2Tlp2eGhjcFpYd2t5UEg5QkJRRDFWK3Zmb1BsQkIxWmdDZEtOUDlGL2V0SmVBSVVNT2loOEtXSlFtdlN1WUpJUjVrWjNCWTNBc3VBQUJnUE1qQXlOakExTWpNd016SXpNemhhb0JFWUR6SXdNall3TlRNd01ETXlNek00V2pBS0JnZ3Foa2pPUFFRREF3Tm5BREJrQWpCUDN0Z2pHb3NzRzB4S1BiQmpXbVE1RkxYVGtnVGlwWUJvRktTNzRMQ0RLeVY0UTBVVUpMZUwvZTNLeGlxVEJ2SUNNRTlRWFRmZGozWGp5QWJJUjVNWWRDeEdlWjZNK2tRcUl1VFMraURkUmFGc2drWU9Nc2I5OWpPaXA4bEtxYm1xbUtDQ0F4Y3dnZ01UTUlJRER6Q0NBcFdnQXdJQkFnSVVBOUI5TkpKdFZ4bHd4dGdVa0V4enhkUGxtK0F3Q2dZSUtvWkl6ajBFQXdNd2dhZ3hDekFKQmdOVkJBWVRBbFZUTVJFd0R3WURWUVFJREFoT1pYY2dXVzl5YXpFUk1BOEdBMVVFQnd3SVRtVjNJRmx2Y21zeEV6QVJCZ05WQkFvTUNsUnlkV1p2SUVsdVl5NHhGREFTQmdOVkJBc01DME5CSUVScGRtbHphVzl1TVJvd0dBWUpLb1pJaHZjTkFRa0JGZ3RqWVVCMGNuVm1ieTVoYVRFc01Db0dBMVVFQXd3alZISjFabThnUXpKUVFTQlNiMjkwSUVOQklDZ3lNREkxTENCRlEwTWdVRE00TkNrd0hoY05Nall3TlRFeE1qTTBNakkxV2hjTk16WXdOVEE0TWpNME1qSTFXakNCbmpFTE1Ba0dBMVVFQmhNQ1ZWTXhFVEFQQmdOVkJBZ01DRTVsZHlCWmIzSnJNUkV3RHdZRFZRUUhEQWhPWlhjZ1dXOXlhekVUTUJFR0ExVUVDZ3dLVkhKMVptOGdTVzVqTGpFVU1CSUdBMVVFQ3d3TFEwRWdSR2wyYVhOcGIyNHhHakFZQmdrcWhraUc5dzBCQ1FFV0MyTmhRSFJ5ZFdadkxtRnBNU0l3SUFZRFZRUUREQmxVY25WbWJ5QlNiMjkwSUU5RFUxQWdVbVZ6Y0c5dVpHVnlNSFl3RUFZSEtvWkl6ajBDQVFZRks0RUVBQ0lEWWdBRVl2ZlhiS0NndGVHczI4aUdJdG5KY3N4N21QZ3Nnd09HdUhUQTJWbG92MXBZK2V3eFY1UVJ4SUZCUzZ5aWY4bFdKY01qN3RwYkk2bXhhc3BXZTZwYlNwZVQxQ2pyZSt2Sk4yVGZQMUpwR0ticllrYzBaQW1jdXdJaFdJSW51UjA1bzRHSE1JR0VNQjBHQTFVZERnUVdCQlRMMkk0MmlpRVJjeXk1NzRvYW8ycWV2Rk5NUURBZkJnTlZIU01FR0RBV2dCUUQxVit2Zm9QbEJCMVpnQ2RLTlA5Ri9ldEplREFNQmdOVkhSTUJBZjhFQWpBQU1BNEdBMVVkRHdFQi93UUVBd0lIZ0RBVEJnTlZIU1VFRERBS0JnZ3JCZ0VGQlFjRENUQVBCZ2tyQmdFRkJRY3dBUVVFQWdVQU1Bb0dDQ3FHU000OUJBTURBMmdBTUdVQ01RRHQ3UitMOTh2TXpoTlR3M3IwR3RETURBOGFCT25FT2xhRk5ab3F2Z2VKc2thWlhrbjh0WWJsVk5aU09zWnB4M3dDTUJjWUpOcmZEOFY4d1pXSjFMVngxTXFzS2VFRHFJaXJMemZ3NlVIK1czNFo0eEp1cmJEcTlCTGVUUFd3VVNQSEdBPT0AAADDanVtYgAAAEBqdW1kY2JvcgARABCAAACqADibcRNjMnBhLmhhc2guZGF0YQAAAAAYYzJzaJwoA6pOx1VQ1+g6LPa1OtkAAAB7Y2JvcqVqZXhjbHVzaW9uc4GiZXN0YXJ0FGZsZW5ndGgZYWdkbmFtZW5qdW1iZiBtYW5pZmVzdGNhbGdmc2hhMjU2ZGhhc2hYIIO2YnXVldHQE87Ihc3D9DI7H+hlRtxXQTFFNMQiKo8mY3BhZEkAAAAAAAAAAAAAAAMbanVtYgAAACdqdW1kYzJjbAARABCAAACqADibcQNjMnBhLmNsYWltLnYyAAAAAuxjYm9ypmppbnN0YW5jZUlEeCx4bXA6aWlkOjk0ODcwMDEzLTYzZGItNDkxNy04Yzc4LWVhNTc3OWJjNWRlMnRjbGFpbV9nZW5lcmF0b3JfaW5mb6RkbmFtZXgYT3BlbkFJIE1lZGlhIFNlcnZpY2UgQVBJZGljb26iY3VybHgkc2VsZiNqdW1iZj1jMnBhLmFzc2VydGlvbnMvYzJwYS5pY29uZGhhc2hYIFkTlpjiNlHl0cdACAR3GfGouK/nHFiFdEhcxljtn+9Oa3NwZWNWZXJzaW9uZTIuMi4wd29yZy5jb250ZW50YXV0aC5jMnBhX3JzZjAuNzkuMmlzaWduYXR1cmV4TXNlbGYjanVtYmY9L2MycGEvdXJuOmMycGE6ZDM5N2RjY2MtNzA3Ny00NjQzLWFkODMtMWFkMzkwODFmNDIxL2MycGEuc2lnbmF0dXJlcmNyZWF0ZWRfYXNzZXJ0aW9uc4SiY3VybHgkc2VsZiNqdW1iZj1jMnBhLmFzc2VydGlvbnMvYzJwYS5pY29uZGhhc2hYIFkTlpjiNlHl0cdACAR3GfGouK/nHFiFdEhcxljtn+9OomN1cmx4KnNlbGYjanVtYmY9YzJwYS5hc3NlcnRpb25zL2MycGEuYWN0aW9ucy52MmRoYXNoWCB4WC3o3UffC85uEiHol0Bk3H8o0tM/GM97UyWce2XhWKJjdXJseDJzZWxmI2p1bWJmPWMycGEuYXNzZXJ0aW9ucy9jMnBhLmNlcnRpZmljYXRlLXN0YXR1c2RoYXNoWCCzIg2D/5dDBIkfsFFfsbD4HR2tGnY1/bChhBlWZ62ktqJjdXJseClzZWxmI2p1bWJmPWMycGEuYXNzZXJ0aW9ucy9jMnBhLmhhc2guZGF0YWRoYXNoWCCIXiAxf84Et0G94OPEe53fWDCXiub9qVQOJ03OteKjYmhkYzp0aXRsZWppbWFnZS5qcGVnY2FsZ2ZzaGEyNTYAAEXOanVtYgAAAChqdW1kYzJjcwARABCAAACqADibcQNjMnBhLnNpZ25hdHVyZQAAAEWeY2JvctKEWQdVogEmGCGCWQNyMIIDbjCCAvOgAwIBAgIUUpQlB4G1aob5Mxd4cNaOre9iGkEwCgYIKoZIzj0EAwMwgacxCzAJBgNVBAYTAlVTMREwDwYDVQQIDAhOZXcgWW9yazERMA8GA1UEBwwITmV3IFlvcmsxEzARBgNVBAoMClRydWZvIEluYy4xFDASBgNVBAsMC0NBIERpdmlzaW9uMRowGAYJKoZIhvcNAQkBFgtjYUB0cnVmby5haTErMCkGA1UEAwwiVHJ1Zm8gQzJQQSBDbGFpbSBTaWduaW5nIENBICgyMDI1KTAeFw0yNjAzMjMwMjUzMDJaFw0yNzAzMjQwMjUzMDJaMEcxCzAJBgNVBAYTAlVTMRkwFwYDVQQKDBBPcGVuQUkgT3BDbywgTExDMR0wGwYDVQQDDBRPcGVuQUkgTWVkaWEgU2VydmljZTBZMBMGByqGSM49AgEGCCqGSM49AwEHA0IABEqqROIF/5a5Tz/FbBnkbraGIed56M5M3SkVcPsbiWfCjXQBkXPzJvUvfuC1oHGWEWMzTidWYY1pfIo4pkv9Km+jggFaMIIBVjAfBgNVHSMEGDAWgBTDsySWNJOhWepSGGueF+CputawTDAdBgNVHQ4EFgQUCnddi95UE85/8w83cVrJh5NZMdgwDAYDVR0TAQH/BAIwADAOBgNVHQ8BAf8EBAMCBsAwHwYDVR0lBBgwFgYKKwYBBAGD6F4CAQYIKwYBBQUHAyQwJQYDVR0gBB4wHDAMBgorBgEEAYPoXgEBMAwGCisGAQQBg+g8AQEwXgYIKwYBBQUHAQEEUjBQMCEGCCsGAQUFBzABhhVodHRwczovL29jc3AudHJ1Zm8uYWkwKwYIKwYBBQUHMAKGH2h0dHBzOi8vY2EudHJ1Zm8uYWkvYzJwYS1jYS5jcnQwMwYJKwYBBAGD6F4EBCYMJDAxOWJjNDAzLTVjZDctNzY2OS1hZmU2LWZkYjE3MTc3ZDQyODAZBgkrBgEEAYPoXgMEDAYKKwYBBAGD6F4DCjAKBggqhkjOPQQDAwNpADBmAjEA/+aBYjVr+9E37E/YEL0KjKkPpgTXVm0t6mcb1b6JV++dKq8HfXsqllpRmqKI76XPAjEArYA2a2foREQHlazNAYS97VvL3R1Zi3iHA84OZSsV+3Sfu8UdqtDxfrjswIhLdhU4WQPXMIID0zCCA1igAwIBAgIUMOih8KWJQmvSuYJIR5kZ3BY3AsswCgYIKoZIzj0EAwMwgagxCzAJBgNVBAYTAlVTMREwDwYDVQQIDAhOZXcgWW9yazERMA8GA1UEBwwITmV3IFlvcmsxEzARBgNVBAoMClRydWZvIEluYy4xFDASBgNVBAsMC0NBIERpdmlzaW9uMRowGAYJKoZIhvcNAQkBFgtjYUB0cnVmby5haTEsMCoGA1UEAwwjVHJ1Zm8gQzJQQSBSb290IENBICgyMDI1LCBFQ0MgUDM4NCkwHhcNMjYwMjAxMDkxNTE4WhcNMzEwMjAyMDkxNTE4WjCBpzELMAkGA1UEBhMCVVMxETAPBgNVBAgMCE5ldyBZb3JrMREwDwYDVQQHDAhOZXcgWW9yazETMBEGA1UECgwKVHJ1Zm8gSW5jLjEUMBIGA1UECwwLQ0EgRGl2aXNpb24xGjAYBgkqhkiG9w0BCQEWC2NhQHRydWZvLmFpMSswKQYDVQQDDCJUcnVmbyBDMlBBIENsYWltIFNpZ25pbmcgQ0EgKDIwMjUpMHYwEAYHKoZIzj0CAQYFK4EEACIDYgAE+p3j5vomqfWp1vYNb2HFOPLmM+oF+AlCurd/abj//oY62afnbSf8QpugvL7zruyNAhKZbM/i4rj6WeHSoQ/S600fjBaU5ZJPS8fn7r8K4bg1JOGBaBoREDbhCBlH7Kp+o4IBQDCCATwwHQYDVR0OBBYEFMOzJJY0k6FZ6lIYa54X4Km61rBMMB8GA1UdIwQYMBaAFAPVX69+g+UEHVmAJ0o0/0X960l4MBIGA1UdEwEB/wQIMAYBAf8CAQAwDgYDVR0PAQH/BAQDAgEGMCkGA1UdJQQiMCAGCisGAQQBg+heAgEGCCsGAQUFBwMkBggrBgEFBQcDBDBLBgNVHSAERDBCMAwGCisGAQQBg+heAQEwMgYKKwYBBAGD6DwBATAkMCIGCCsGAQUFBwIBFhZodHRwczovL3RydWZvLmFpL2NwY3BzMF4GCCsGAQUFBwEBBFIwUDAhBggrBgEFBQcwAYYVaHR0cHM6Ly9vY3NwLnRydWZvLmFpMCsGCCsGAQUFBzAChh9odHRwczovL2NhLnRydWZvLmFpL3Jvb3QtY2EuY3J0MAoGCCqGSM49BAMDA2kAMGYCMQDVC/4qSLtkZgJWXBiv1R2pmGh9vujxuLq9QHQ7rMH4GT1jmC2uiwdl+IHhqmpK6mcCMQDraTXU2MVpqU7RsywWKdTgoK8e+6lAybuch++eE6ueLZn0NAWUYrsLgejtDbiM9LSjZ3NpZ1RzdDKhaXRzdFRva2Vuc4GhY3ZhbFkUijCCFIYGCSqGSIb3DQEHAqCCFHcwghRzAgEBMQ8wDQYJYIZIAWUDBAIBBQAwgYYGCyqGSIb3DQEJEAEEoHcEdTBzAgEBBgorBgEEAYO/MAEBMDEwDQYJYIZIAWUDBAIBBQAEIBIlsmGIdMs9iYcxokq+35E1Lxa3hl8RlryLFOTCct6MAgdMeFHQZVGmGBYyMDI2MDUyNTEyNTU0NC4wOTc5MjdaMAOAAQECCQD3S33em0QUWKCCEGYwggT2MIIDXqADAgECAhRh20YoMoqMjUoGt7/+YOMCbD9xtzANBgkqhkiG9w0BAQsFADB7MQswCQYDVQQGEwJVUzELMAkGA1UECAwCQ0ExFjAUBgNVBAcMDVNhbiBGcmFuY2lzY28xGTAXBgNVBAoMEE9wZW5BSSBPcENvLCBMTEMxDDAKBgNVBAsMA1RTQTEeMBwGA1UEAwwVT3BlbkFJIFRTQSBJc3N1aW5nIENBMB4XDTI2MDQwODE3NDYyNloXDTM3MDcwOTE3NDYyNlowdTELMAkGA1UEBhMCVVMxCzAJBgNVBAgMAkNBMRYwFAYDVQQHDA1TYW4gRnJhbmNpc2NvMRkwFwYDVQQKDBBPcGVuQUkgT3BDbywgTExDMQwwCgYDVQQLDANUU0ExGDAWBgNVBAMMD09wZW5BSSBUU0EgTGVhZjCCAaIwDQYJKoZIhvcNAQEBBQADggGPADCCAYoCggGBAOrKxa2U/fD9J5/HeKdhBMr/DilhKvuhiM1fqKKXnQ6JL4uRyB+8sJaQPQgcVYLBlo42ahWtiWnokNssRDKDqArNd+U16O6oZFv+uOCOnecCIKEowzXdpxA36SL3CU2XmrSEc8AufKlQRyigtPBpH/Cwhyl6Wf4PFBQ1QvnZaVIXSiA38mjMD/Ett4KWIBtLEQ5GElw9pBSGuEtFZjiiTk0nypW6dQzMTodqn3TDIBUFASRfDcR+XK7+HfMfC5XtAJHfPPWGmyoSXg7WDxzQ3cn6DchNw8mEWhhJLOQ4cxpgUrhM7sbzt7bY3WqpziC6XdbEXDUQZPIDIxFTP2KOZQURXXAr1MlrCYFFUugaV+1aRl3aXXacJXkQaINRpJiEdZFymFX/2ONDYrHtaWcnQbzFj/JqByuDSejhLRg0Drs5B69nvbSVHsgCsr1FZ81yAYiUX1VLBiytr+2l9CSvdwM+g4pkUY+RjAw5lkuwPa76BJmhPhiMPfC+FzahLvVjtQIDAQABo3gwdjAMBgNVHRMBAf8EAjAAMA4GA1UdDwEB/wQEAwIGwDAWBgNVHSUBAf8EDDAKBggrBgEFBQcDCDAdBgNVHQ4EFgQUpCdUgqKKgHs9xYbNP3DZwoOZUXgwHwYDVR0jBBgwFoAU8hTwsMcXVD0jQ4XcynPQcoA9uKgwDQYJKoZIhvcNAQELBQADggGBACD7JE9BwMC8mLIyEiAQjSCZSDUST8RGVn6nPj+2pSP5Kkg+4FGdH0VAeMG7g06TUMmbJ5Zo303O8vYc0nmr7+rBH9o/9ZhZCOZwzYn07keLqsvs/4x+FOFG2JHmnLge5DRG/2HSePh9ODnjUu0bX2boc8AAcjvkqKuOhhsqozch+Tvfe1xU2EzHaipLf89DdGAFgHOjydF3r4ep/bWxhGpuv4gqzpqhmquinoJIBww3xQJjUZfbUnxvHmfJaQhC1c/1+60bXouQ4uAIeTwuGxODap6l6CVBj4UQAe3kGMGgOo3+nVJQGu+H3uFkzVX5ISDftinvnydu0bo0RqtKIk/nYhV33UUj3WEtwjEpj8S5fnkCBqu0V9TB7M8dBuFce2VJsBnrTaukxydATqa0tY/PfMO0Q6d2014wY+6oF641KHRkq1o141svOj5OCmHWME1Dm/9OLsYhuT46LCAZVzB1ao5kS6LQCdEW16BnJkFtZ/gDcHa4JSZW+ZEmJ8NLSTCCBX4wggNmoAMCAQICFASNBMrGxQvF2hmwvPFOEZWl6rwZMA0GCSqGSIb3DQEBCwUAMHgxCzAJBgNVBAYTAlVTMQswCQYDVQQIDAJDQTEWMBQGA1UEBwwNU2FuIEZyYW5jaXNjbzEZMBcGA1UECgwQT3BlbkFJIE9wQ28sIExMQzEMMAoGA1UECwwDVFNBMRswGQYDVQQDDBJPcGVuQUkgVFNBIFJvb3QgQ0EwIBcNMjYwNDA4MTc0NjI2WhgPMjEyNjA0MDkxNzQ2MjZaMHsxCzAJBgNVBAYTAlVTMQswCQYDVQQIDAJDQTEWMBQGA1UEBwwNU2FuIEZyYW5jaXNjbzEZMBcGA1UECgwQT3BlbkFJIE9wQ28sIExMQzEMMAoGA1UECwwDVFNBMR4wHAYDVQQDDBVPcGVuQUkgVFNBIElzc3VpbmcgQ0EwggGiMA0GCSqGSIb3DQEBAQUAA4IBjwAwggGKAoIBgQCJvNS54sihC75hu948ZGZ+p76cbRDTqTAHJjwE9OBrIDnflTTtqaJlCEjbN4Yyg47MCkqgwPM0bKDAmM0rn6X0y3zZDybefslNou9jW5Hm9lmo0gH6TvnZOCtaDs1gWpiBmKjXU8bjGdYuSKxDVwnplPJH+WxFihVgt/euL16iNU6FOIVpnzSd0E3YQz3NNG38Y5P803C7Suh26GpOZkmg7fz4GL7vmhe3qHes77c4zLnUKjPEdg/WQBF3y/7HXRctQNPeizzAGNZAFEGZy5Q/LH0Aa1L8nspQtwlHRRXhBSNV+rFPb1SYlfR9uvho4SIcetyKkUOLFbYuEkOxYhygvsokji7vv6TRTei4PzHPJj3FAFDq8tkkIGTt1XOeLnB4qt5WPAX51ICi6K2v9vuoo1zLaKtE2zB38sQ0dGtVbcaH+/IyPJ5xDkUT9+xQD/v+1gQxJrvQxE1h4kLbr8Mrbl8rGRvm4rDvjVxEzR/Ac32Poum9bYK8JWWECDBp7RUCAwEAAaN7MHkwEgYDVR0TAQH/BAgwBgEB/wIBADAOBgNVHQ8BAf8EBAMCAQYwEwYDVR0lBAwwCgYIKwYBBQUHAwgwHQYDVR0OBBYEFPIU8LDHF1Q9I0OF3Mpz0HKAPbioMB8GA1UdIwQYMBaAFFjCQKA8R3YrqOZuqJGWjpbIt9nkMA0GCSqGSIb3DQEBCwUAA4ICAQCS7Ddc3mzrZNquoREJMHKu3HII9Tu8D3o91sbhL/aDM33oH1dAGE5Mmapr1JnZFIvba9ZM+MrQWTPToaA4XCOIRCT7h+H2kwYnvKHtTF9nXf81qzHS7HsR1EBDN0/ChBucumTID7CiHX6aNvjh0IKzUEOy4FW9gJTIWVJOSnTeXcdFWJu3+jCqO9xHvNUuLLk4GGMseVq33VWtPULfiAPP8Wj+cwDUWrfeJAKXkcDnZ/7cpgrzpUYRs1EcfxLPja9f4xjIuEDGveP51ktx0GRd5WTCS8Bed9E9x1ueFc97/ZSU5wFLCFHa+2T0qxHwNZTx9r5+Kw7dspo9UN1Qw5Zkjm2rDHOfKAY7BHfQl+1vRU+xMy5fRuuDtqlhH7zXgq74gG/C42kVMOZtfDpEkisGmC2v3DTBvqUqSOeHyN44DLUEDDPK44RQcPGyHkvejU/2kRncX4X68ebR18qn7rSf9iF4KYHw43BYdwEQhqQ6S5eDRujawmp2yakSyyEcD0W+ZbGghi6AvFlLTZtDH22014Tg/PDVyGGQDUOOE2qdw/EhPIRdBv471tgjOUULXx1xDfoy/aCAlUS1TwDlw3T94k6Hcob08FEBhx4IvdS1KzVsBhCSpDtrap26/cA7B5x2wgzVGDl/SdrjlBw+UAhq10ziiWGd7+vPxcNAbnB6ODCCBeYwggPOoAMCAQICFBNQO2yJjPAkAzMsj/dPjvt9guwbMA0GCSqGSIb3DQEBCwUAMHgxCzAJBgNVBAYTAlVTMQswCQYDVQQIDAJDQTEWMBQGA1UEBwwNU2FuIEZyYW5jaXNjbzEZMBcGA1UECgwQT3BlbkFJIE9wQ28sIExMQzEMMAoGA1UECwwDVFNBMRswGQYDVQQDDBJPcGVuQUkgVFNBIFJvb3QgQ0EwIBcNMjYwNDA4MTc0NjI1WhgPMjEyNjA0MDkxNzQ2MjVaMHgxCzAJBgNVBAYTAlVTMQswCQYDVQQIDAJDQTEWMBQGA1UEBwwNU2FuIEZyYW5jaXNjbzEZMBcGA1UECgwQT3BlbkFJIE9wQ28sIExMQzEMMAoGA1UECwwDVFNBMRswGQYDVQQDDBJPcGVuQUkgVFNBIFJvb3QgQ0EwggIiMA0GCSqGSIb3DQEBAQUAA4ICDwAwggIKAoICAQD2kunSFLqtnuEarHWoVhvYqrGzapJflnn1krcULST4v8Aar2C+wZrNeZrcbJr+NprBmBakP+QsnbqlpVBzswrC+RrzxEkveL3S7LznP/Sb0RoP8qBhoiyJJcpRBhEX+SUQnNLGL/SJxEESDv4mHtNtNc3suzVgQKiFUb727pCY8SrYnXoQa2rZLtlj8+UUXCnFhiLBihxozes4nqlQllsjQ/s4/0J8OzqhUS8lyUjcMf9Qcu7wfKF3zRhvgWHzP79u6NIbsaYINuRrMvv+d6hem1zd3TGQTI5l/xaBy0HOKDFTyhhDzkgEbn3WZBazKRDktC46t1RaclZX86hqfR7v5mEf3WXIDkgJSZkydPAKoszdkwBTrCO9goUgse++7R2hdwDuOkYzop7sr+kGMWa0Zm+yiZOgfpUODyHOQfhe8I7pzbnA1TNdeNDQJzHPUDBycx0e2mrCwJPPrdwPZIf2+whOiHb1Pu//kiyZdy4L9gbcmLadCQM6/fQaCcePX1rpfkgNCSu1HoqDGwTyWxU8LBADr5GinUG3UmjRDREaGb+wwNpPYL3uKarth41xXCiMjYijJRRjRdgF/Hthj2xGVDsYXMmwgq+DyLEjPxyfGlvuotdUtSpTrruF26b6l57shIly83pAyRa2hVhHW/EkYTmiTN7Yxqgi8p6/W0wsywIDAQABo2YwZDASBgNVHRMBAf8ECDAGAQH/AgEBMA4GA1UdDwEB/wQEAwIBBjAdBgNVHQ4EFgQUWMJAoDxHdiuo5m6okZaOlsi32eQwHwYDVR0jBBgwFoAUWMJAoDxHdiuo5m6okZaOlsi32eQwDQYJKoZIhvcNAQELBQADggIBAFj4gZEMmPJsYf7Ihh3WW4Qdpta+uKZdDF1Jy7ihKc0tnbhY+fCEiT08+G/Vah+0KqJVkvBngZletVQM+5pGgOMCUQBTwA4DwYhX3u+CVX7j9H0Y6w8m/IP/IajBrN7bG5OrGc3QMHYYOpOdzqpnAw05Gi6AdN9t8H4Tdi/p6lBBizg9bOXgPu4v22RUNl4RvmJFttEhtIA8jBjr2pzWSqnVVGVba9FYfsBJh+vrS1+SDDuU15qG9qFZzkfwOKzDsH8DdGTRwFI7obF7KGvhDmmX+AIYDCgXOyf/rqQQnvdly6D06rm9lM5E4pixCkho7lWpIaVgj/7K1n3Re4YgnA7zqHjQxtpALsiBBQtcYqgqwftW5xh5B44Rr+zl29Nw/kbMY6hk8Tzpr6VkvF6/hQgtHrDO47nTpBHXUrtwi4ad+y6/CvbSVSsjQitDXOyhgmE/z3HtsPeX6eTLwjz8rHe3ttwgwUzpibIPsi9/w36SZJwItYTezJb9ibBLtUN90umthv0Z2S2fvQDuwLRHViN8SBWRDk4PZ4kge2IIwcleVfH2BsZRI1dv74e+FCBGeb6UArHIICidlYqIJlUFZlLvGH/ZS7qoWhTpwiytnwvDXELzofUnZHlxjApanv25+UV5B3Ae4WoDtTeWjlj9Rb9UJYyDAz0P2SYzI9BYd6a4MYIDaDCCA2QCAQEwgZMwezELMAkGA1UEBhMCVVMxCzAJBgNVBAgMAkNBMRYwFAYDVQQHDA1TYW4gRnJhbmNpc2NvMRkwFwYDVQQKDBBPcGVuQUkgT3BDbywgTExDMQwwCgYDVQQLDANUU0ExHjAcBgNVBAMMFU9wZW5BSSBUU0EgSXNzdWluZyBDQQIUYdtGKDKKjI1KBre//mDjAmw/cbcwDQYJYIZIAWUDBAIBBQCgggElMBoGCSqGSIb3DQEJAzENBgsqhkiG9w0BCRABBDAvBgkqhkiG9w0BCQQxIgQgGNIX5qVqeh84+6GNjTRipDdN0w5MRy0ILHNy0NWjoVQwgdUGCyqGSIb3DQEJEAIvMYHFMIHCMIG/MIG8BCC9T7mykEyBNmeIbu9B4W3+BNkiB52/W5JK0KLEYEYiejCBlzB/pH0wezELMAkGA1UEBhMCVVMxCzAJBgNVBAgMAkNBMRYwFAYDVQQHDA1TYW4gRnJhbmNpc2NvMRkwFwYDVQQKDBBPcGVuQUkgT3BDbywgTExDMQwwCgYDVQQLDANUU0ExHjAcBgNVBAMMFU9wZW5BSSBUU0EgSXNzdWluZyBDQQIUYdtGKDKKjI1KBre//mDjAmw/cbcwDQYJKoZIhvcNAQELBQAEggGAxJCva/OCvY4A6oH1E1ikwZnyKyP3DeFR8qreW9Dn5nFEq9cpvkG1g82fC3T5jZ2tO7nwNJuMcUvEsIEIknNZpzWD2h5qV+qCaWbYyyGARHdGl8cOSv7ZC3F83cDYRlHWWwrC2IV8Mm5/l1ZzlJ95kPYhO3MB5wqklKwd+zjLGfTp7eqaiH/GXyUHbz8Ecr/s2iRoSI3V4CgXZc7fGKXV+APFh+UuslCuRjpw9K5vDmAuwfxt9WX3wl29Kx+2BzchWuh+0ZuChzJoxx1YahfojZyaejPkcZ5SsoWSPQtaMn2TvhZmWX0suModm40gG7HneYcPC3L/0gDybfmpKXePf1lGVhJeCUo/JK9bFptwxBejMGQmfdOuavByOKsne69uuzSIzRr/sM98mKt2s6uxgAqpmL+Bla+ErbhOZl+ibfaX5XRrxYtZLZONR0gzmDOXmM60QYOs2GspN81J7v9B8MmbHa7JeDzwbEgGD1DxMuyzYl4AKs5q41n9q+YLdPaSZXJWYWxzoWhvY3NwVmFsc4FZBCIwggQeCgEAoIIEFzCCBBMGCSsGAQUFBzABAQSCBAQwggQAMIGiohYEFFBZBfVflCbXWs2rbgkrLWYRFPT6GA8yMDI2MDUyMzAzMjMzOFowdzB1ME0wCQYFKw4DAhoFAAQUPkx8jlALh2xzFb6vbpfqEO6UIMkEFMOzJJY0k6FZ6lIYa54X4Km61rBMAhRSlCUHgbVqhvkzF3hw1o6t72IaQYAAGA8yMDI2MDUyMzAzMjMzOFqgERgPMjAyNjA1MzAwMzIzMzhaMAoGCCqGSM49BAMCA0gAMEUCIA1TYqRWYOitZ8z3m8HGoiV+kEEQmAE45Ai74NIkMXdXAiEAtXzeTCD+pq1kDJ7o/1dXgRyc+VZrp8ofzIRaya3czGCgggMBMIIC/TCCAvkwggJ+oAMCAQICFG5Fk3rq3jZxGe581rPIkINDo+zaMAoGCCqGSM49BAMDMIGnMQswCQYDVQQGEwJVUzERMA8GA1UECAwITmV3IFlvcmsxETAPBgNVBAcMCE5ldyBZb3JrMRMwEQYDVQQKDApUcnVmbyBJbmMuMRQwEgYDVQQLDAtDQSBEaXZpc2lvbjEaMBgGCSqGSIb3DQEJARYLY2FAdHJ1Zm8uYWkxKzApBgNVBAMMIlRydWZvIEMyUEEgQ2xhaW0gU2lnbmluZyBDQSAoMjAyNSkwHhcNMjYwNTE4MDAwMzIyWhcNMjYwNjE3MDAwMzIyWjCBpTELMAkGA1UEBhMCVVMxETAPBgNVBAgMCE5ldyBZb3JrMREwDwYDVQQHDAhOZXcgWW9ya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89天前

过去 1 小时全网爆仓超 4000 万美元，主爆空单

比推消息， Coinglass数据显示，过去1小时全网爆仓4147.94万美元，其中多单爆仓349.77万美元，空单爆仓3798.17万美元。<img 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

346天前

DeFi复兴 BTCFi前景几何？

Jessy，金色财经随着美国对于虚拟货币监管的逐渐明晰，DeFi也成为了这轮牛市的主线之一。而目前，人们所谈论的美国监管下的DeFi，更多地是指现实资产上链的RWA，美元稳定币，以及PayFi等等。而这些实践，一般都建立在以太坊以及其二层，或者一些高性能的新公链之上。这一切和比特币的关系似乎只有封装的比特币，去参与链上的金融活动。为了改变之前只有封装比特币能够参与链上金融的这一尴尬境地，BTCFi应运而生，所谓的BTCFi是指围绕比特币及其生态系统，结合去中心化金融技术所构建的金融服务平台和协议，让比特币的金融功能得以拓展。具体来说，这使得比特币本身能够去参加链上的金融活动，原本贫瘠的比特币智能合约功能被增强了。比特币生态上也有了类似其它公链的中心化交易所、超额抵押稳定币、再质押等更复杂的 DeFi 协议。而且除了BTC本身外，一些BTC生态相关的资产，如铭文、符文、RGB++等也参与到了DeFi相关的活动。据DeFiLlama数据显示，目前BTC的总TVL为65.45亿美元，而Solana的总TVL为82.97亿美元，以太坊的总TVL为683.1亿美元。可见，BTCFi目前还是一片蓝海，有着较高的发展潜力。目前BTCFi上诞生了类似Babylon这样的明星项目，该项目主要通过引入比特币质押协议，允许用户将比特币质押到另一条Pos区块链上并获得收益，而无需使用第三方托管、桥接解决方案或包装服务。除此之外，还有哪些项目值得关注？BTCFi整体发展情况根据DeFiLlama数据显示，BTCFi 赛道的代表项目如Babylon的总TVL已经超过了50亿美元。其中借贷和再质押协议是 BTCFi 生态系统的两大核心组成部分，占据了最大的市场份额。BTCFi协议TVL排名（数据截至2024年12月24日）据 DefiLlama 预测，到 2030 年，BTCFi市场规模将增长至 1.2 万亿美元左右。今年，是BTC生态快速发展的一年，2024年年初BTC整体的TVL为3亿美元，而到了2024年末，就已经达到了65亿美元，增长超过20倍。在BTCFi这一赛道中，借贷协议是最重要的应用之一，传统上，比特币作为一种数字资产，并未参与借贷市场。然而，BTCFi 协议使得比特币能够作为抵押品进行去中心化借贷。其中比较典型的项目有Liquidium、Shell Finance等。然后是稳定币协议，BTCFi中的稳定币协议以比特币及其衍生资产（如Ordinals和Rune）作为抵押品，发行与比特币价格挂钩的稳定币。在稳定币上实践，有Shell Finance的比特币挂钩稳定币，Babylon的以比特币为抵押的稳定币等等。再质押机制也是当下BTCFi生态系统中的一项创新，今年，这些项目在锁仓量上也取得了不小的成就，BTCFi生态中目前有不少的再质押协议。用户可以对已经质押的比特币或其他加密资产进行再质押，从而获得额外的奖励，如BounceBit、Babylon生态中的Lombard Protocol都是支持再质押的协议。头部BTCFi项目介绍Babylon提起BTCFi，Babylon一定是一个难以忽略的项目，这是行业内首个引入了比特币自己的标准 Staking的项目，其本质上是一个质押、安全和流动性协议。主要的创新点在于引入了比特币自己的标准 Staking，通过比特币改进提案实现的技术升级，如Schnorr 签名、Taproot 升级以及 Tapscript 更新等，提高了 Staking 交易的效率和隐私性，让比特币持有者能够在无需第三方托管的情况下，以自托管形式将 ...

605天前Alvin Liu#BTCFi #DeFi

「产能过剩」的基建领域，到底谁在赚钱？

对于当前估值庞大的基建项目而言，维持天价 FDV 似乎仍依赖于其叙事的想象空间。撰文：Raymond基建似乎是 Crypto 永恒的话题。Infra 虽不如 DeFi 等应用直接和用户面对面，但在幕后却总能获得顶级机构的站台。从 Crypto Native 到 Old Money，以基建为扶手创业仿佛成为了一门「稳定」的生意。赛道稳定，模式可鉴，躺着收租，稳赚不赔。技术主义信徒和资源大鳄们似乎并不想染指高风险的 Mass Adoption，越来越多的高 FDV 项目如同工厂复制粘贴一般涌现。最终，投机者的百倍梦和项目的估值泡沫被市场无情刺破。VC 币一夜之间成为了人人喊打的过街老鼠，无尽的基建为行业带来了终极疑问：我们是否真的需要这么多基建？带着这一疑问，本文选取 Crypto 基建领域主流的项目作为代表对其经营情况进行分析，给予读者一个判断当前市场基建是否应该出清的视角。BlockBeats 注：在 Crypto 市场中并没有明确的监管，所以项目方与传统的上市公司不同，没有义务完全披露自身具体的业绩情况。其中，项目方的收入来源不乏钱包转账、链下收入以及代币出售等方式。因此，本文将可以收集到的公开披露的链上数据为主要参考和评估依据。预言机预言机不仅可以应用在 Crypto 中为各种 dapps 提供报价，弥补链上和链下的信息差距，同时也会为传统金融产品如债券、信用违约掉期服务。同时，在监管合规尚未完全跟进的 Crypto 中，我们无法通过现有途径获得第三方审计后的完整营收情况，仅通过链上公开途径获得数据进行分析。在预言机赛道中，通常使用 TVS（Total Value Secured）作为关键的衡量指标。根据 DefiLlama 数据，目前 Chanlink 依旧保持王者风范，在总 TVS 中占有 44% 的市场份额，具有垄断性。其余前 5 名协议的 TVS 市占率依次为 WINKlink(15%)、Chronicle(13.59%)、Pyth(8.95%)、Swithboard(3.88%)。然而其中的 WNLink 和 Chronicle 分别主要应用于波场生态以及 MakerDAO，都背靠各自的「大树」乘凉并不具有普遍的市场应用。所以在预言机领域选取了 Chainlink 以及 Pyth 作为分析对象。预言机 TVS 占比情况，数据来源：DefiLlama ChainlinkChainlink 作为老牌预言机项目，其主要业务包括喂价（data feeds）、CCIP 以及 VRF、合约自动化（keepers）等。其市占率自 2020 年突破 40% 后一直维持该水平，并保持市场的绝对垄断地位。其业务不仅涵盖链上，也包括和链下的实体合作，例如 SWIFT、Google Cloud 等。Chainlink 的市场应用范围和规模暂时是其他预言机协议、甚至是其他基建项目无法比拟的。从具体的业务占比来看，AAVE V3 占据了 Chainlink TVS 中的 51%，占比最多并且总 TVL 高达 114 亿。排在后 4 位的分别是 Spark、Venus Core Pool、 Compound V3 和 Eigenpie。Chainlink TVL 分布情况，数据来源：DefiLlama 根据 Dune 数据显示，自 2022 年 9 月进入熊市周期后，Chainlink 的单月收入维持在 400 万美元 左右。在本轮周期下，Chainlink 的整体链上收入并未能回到 2021 年牛市的水平，在今年 3 月的小牛市顶峰勉强达到...

681天前dy zhang#DeFi #LayerZero #基建

如何看待 Babylon 主网上线的后续市场影响？

请坚定相信，BTC 生态一定有属于自己的 Summer 到来。撰文：Haotian如何看待 @babylonlabs_io 主网上线后的后续市场影响？毫无疑问，会像 Eigenlayer 之于以太坊一样给比特币生态掀起一波 Staking 热潮，催生 BTCFi Summer 的到来。那么，Babylon 工作原理究竟如何？和 Eigenlayer 的差别在哪里？Babylon 生态有哪些潜在看点？Babylon 的软肋在哪里等等？接下来，谈谈我的理解：透彻理解 Babylon简单而言：Babylon 通过在比特币主网构建复杂 UTXO 脚本契约的形式，为 BTC layer2 等一众 POS 链实现了安全、免跨链、免托管的 Native Staking 解决方案。具体如何做呢？传统方案要把一条 POW 链达成 POS 链可质押资产产生 Yield 的效果，得依赖 Third Party 提供资产托管，然后 Wrapped 1:1 的资产在全新 POS 链进行流通。（比如：WBTC）。前阵子 WBTC 引发的信任危机就暴露了此种方案的最大短板。Babylon 则构建了一套使用比特币链进行远程质押的系统，依托复杂密码学算法用脚本语言设计 Covenant 把 BTC 锁在比特币主网上，然后通过 Cosmos SDK 搭建的 Babylon Chain 来远程管理调度资产来实现后续功能：1）脚本契约定义的质押、解绑、提现等要通过 Babylon Chain 上的 Validators 严格按照脚本定义的规则（比如：EOTS 签名方案、最终轮次多签共识等）进行验证、惩罚等 Control Plane 控制台操作，即 Babylon Chain 的验证者节点可以安全、去中心化地对远程锁在比特币主网上的资产进行管理；2）Babylon 把 Validators 的验证和协调能力抽象成了一种可以给其他 POS 链输送安全共识的能力，以「安全即服务」的形式向其他模块化兼容进来的 POS 链提供原生的安全特性。这样一来，其他 POS 链就会产生相应的 Yield 收益来让 Babylon 质押的 BTC 资产产生收益，理论上，POS 链对这种安全服务需求越大，Babylon 质押生息的想象空间就越大。Babylon VS Eigenlayer1）Babylon 协议是一个牵起 BTC 主网和其他 POS 链的连接器，其目标是把 BTC POW 链原生资产缺乏 Yied 和其他 POS 链缺乏去中心化 BTC 托管服务的诟病 Match 起来，让 BTC 资产以 Native 的方式接入其他 POS 链并产生可期的收益。因此，Babylon 服务对象主要为 BTC 宇宙无敌共识的资产，为其产生收益提供技术框架和可能。Eigenlayer 则将以太坊 Validators 的验证服务能力包装成商品，一方面以太坊 layer2 或其他模块化 POS 链可以接入以太坊的超强 Validators 验证能力，另一方面这些 POS 链产生的 Yield 收益能给原本以太坊节点实现放大增强。因此 Eigenlayer 目标是把以太坊 Validators 的实体验证服务能力商品化输出，来放大原生以太坊的收益能力。2）Babylon 的「安全即服务」和 Eigenlayer 的「AVS as a Service」从商业逻辑上看别无二致，但细微差别是 Babylon 提供的需求更刚性一些，其他 POS 链如果不接入 Babylon 在托管方式上就会被诟病「中心化」。而相...

726天前dy zhang#Babylon #YIELD #以太坊 #比特币 #跨链

导致比特币再次爆发的新技术发展总结

比特币的原有技术一直存在大规模应用与比特币应该具有的能力的冲突问题。大规模应用和交易规模是否意味着更复杂的交易指令和更大的交易空间？是否意味着一定要在比特币单一系统上实现所有的功能？原文作者：付少庆，SatoshiLab，万物岛 BTC 工作室1. 比特币原有技术的主要探索与冲突比特币的原有技术一直存在大规模应用与比特币应该具有的能力的冲突问题。大规模应用和交易规模是否意味着更复杂的交易指令和更大的交易空间？是否意味着一定要在比特币单一系统上实现所有的功能？在早期，比特币生态技术发展不完善的情况下，这些现象似乎都是比特币本身的问题。随着技术的发展，很多问题会得到更清晰的答案。在本文中列出一些相关问题，以及对这些问题的产生与解决过程。通过这篇文章，可以看到这些问题与技术之间的关联性，以及比特币主链与相关“测试链”的变化过程。比特币的技术一直被不同的项目与团队在探索中（包括以太坊都是对比特币不完善的一种探索），只是在比特币主网上产生的变化一直不够明显，直到 Taproot 等技术的产生，推动了 Ordinals 协议等协议产生之后，重新进入了一个新的发展高潮。从整体看这些发展过程与产生的相关技术，我们能够看到他们之间的联系，可以推测出更多发展方向与整体架构。1.1. 比特币的脚本语言与几次删减指令比特币的编程语言是一种逆波兰范式的脚本语言，没有循环语句和条件控制语句（稍后看 Taproot&Taproot Script 扩充了这块能力）。因此，人们常说：比特币脚本语言不是图灵完备的，这导致比特币脚本语言，有一定的局限性。当然，由于这些局限性，黑客就没办法使用这种脚本语言写一些死循环（会造成网络瘫痪），或者一些能导致 DOS 攻击的恶意代码，也就避免了比特币网络受到 DOS 攻击。比特币的开发者，也认为核心区块链，不应该具备图灵完整性，来避免一些攻击和网络堵塞。但是，也正是由于这些局限性，比特币网络，没有办法运行其他复杂的程序了，没办法完成一些“有用”的功能。而后面发展的一些区块链系统，为了解决具体问题，满足用户的需求，直接改变了这点。如，以太坊使用的语言就具备了图灵完备。比特币脚本指令常见的类型：关键字：1. 常数。 如：OP_ 0 ，OP_FALSE2. 流程控制。 如： OP_IF，OP_NOTIF，OP_ELSE，……3. 堆栈。 如：OP_TOALTSTACK（把输入压入辅堆栈的项部，从主堆栈删除），……4. 字符串。 如：OP_CAT（连接两个字符串，已禁用），OP_SIZE（把栈顶元素的字符串长度压入堆栈（无需弹出元素））5. 位逻辑。 如：OP_AND，OP_OR，OP_XOR6. 算术逻辑。 如：OP_ 1 ADD（输入值加 1），OP_ 1 SUB（输入值减 1）7. 加密。如：OP_SHA 1 （输入用 SHA-1 算法 HASH.），OP_CHECKSIG（）8. 伪关键字9. 保留关键字比特币脚本指令常见的类型：脚本：1. 支付到比特币地址的标准交易（pay-to-pubkey-hash）2. 标准比特币产生交易（pay-to-pubkey）3. 可证明的无法花掉/可删除的输出4. Anyone-Can-Spend 输出5. 猜谜交易五个标准类型的交易脚本包括：支...

852天前dy zhang#DATA #EOS #Rune #Uniswap #USDT #交易 #以太坊 #发展 #技术 #比特币 #比特币现金

ZK 会吃掉模块化堆栈吗？

本文讨论了区块链的概念及其对计算范式的扩展，它可以协调机器，使陌生人之间的合作变得更容易。模块化和零知识证明是未来发展的趋势，但需要解决一些挑战。ZKP可以提高加密经济保证的可靠性，但仍需要改进可用性和开发人员友好性。随着ZKP技术的发展，我们可以期待更高效的区块链系统和更多基于ZKP的隐私应用。最终，现代密码学解决方案将如何一起发挥作用也是一个重要的问题。原文标题：Will ZK Eat The Modular Stack?原文作者：Hannes Huitula原文来源：Equilibrium编译：Lynn感谢Dino (Fluent/Modular Media)、Lisa (Aztec) 和Celestia团队的审核和反馈！此外，与Joakim、Olli和 Vesa-Ville（Equilibrium Labs）以及Mika和 Chris（Equilibrium Ventures）进行的许多早期讨论也帮助塑造了这篇文章。要讨论本文中的任何内容，您可以通过X或通过电子邮件联系 Hannes 。什么是区块链以及它们如何扩展当前的计算范式？区块链（名词）：一种协调机器，使来自世界各地的参与者能够沿着一组共同商定的规则进行协作，而无需任何第三方的协助。计算机的设计目的是做三件事：存储数据、计算以及彼此之间和人类之间的通信。区块链增加了第四个维度：额外保证这三件事（存储、计算和通信）以商定的方式发生。这些保证使得陌生人之间的合作无需受信任的第三方来促进（去中心化）。这些额外的保证可以是经济的（信任博弈论和激励/抑制）或加密的 （信任数学），但大多数应用程序利用两者的组合 -加密经济。这与当前主要基于声誉的系统的现状形成鲜明对比。 虽然 Web3 通常被描述为“读、写、拥有”，但我们认为，互联网第三次迭代的更好概念是“读、写、验证”，因为公共区块链的主要好处是保证计算和轻松验证这些保证得到兑现。如果我们构建可以购买、出售和控制的数字工件，那么所有权就可以成为有保证的计算的一个子集。然而，区块链的许多用例受益于有保证的计算，但不直接涉及所有权。例如，如果您在完全链上游戏中的生命值是 77/100 - 您是否拥有该生命值，或者它只是根据共同商定的规则在链上强制执行？我们会争论后者，但克里斯·迪克森可能不同意。Web3 = 读、写、验证ZK 和模块化——两个将加速发展的趋势区块链提供了很多令人兴奋的东西，但去中心化模型也通过 P2P 消息传递和共识等附加功能增加了开销和效率低下。此外，大多数区块链仍然通过重新执行来验证正确的状态转换，这意味着网络上的每个节点都必须重新执行交易以验证提议的状态转换的正确性。这是一种浪费，与只有一个实体执行的集中式模型形成鲜明对比。虽然去中心化系统总是包含一些开销和复制，但目标应该是在效率方面逐渐接近中心化基准。尽管底层基础设施在过去十年中得到了显着改善，但在区块链能够处理互联网级别的规模之前，还有很多工作要做。我们看到了沿着两个主轴（表现力和硬度）的权衡，并相信模块化可以在 ZK 扩展它的同时，沿着权衡前沿进行更快的实验：表现力- 您可以对什么做出保证？包含可扩展性（成本、延迟、吞吐量等）、隐私（或信息流管理）、可编程性和可组合性。 硬度——这些保证有多困难？包含安全性、去中心化以及用户和代码安全。模块化是指系统组件可以分离和重新组合的程度 。通过更快的反馈循环和更低的进入壁垒以及更少的资本需求（经济和人力）——模块化可以实现更快的实验和专业化。模块化与集成的问题不是二...

855天前dy zhang#ADA #atom #DAI #DOT #SOL #ZEC #以太坊 #存储 #安全性 #数据 #比特币 #隐私

以太坊Dencun升级之后，哪个赛道有望将迎来爆发

伴随以太坊Dencun升级，以太坊Layer2的性能大幅提高，Web3应用端或将迎来爆发。但是，由于Web2和Web3的差异，进入Web3的门槛相对较高，这成为行业当下急需解决的一个问题。早在2023年，账户抽象便被V神等提及，但是账户抽象在解决同构链时还可，但在解决异构链的问题时则略显捉襟见肘。伴随Dencun升级结束，账户抽象和链抽象有望迎来爆发，那么都有哪些项目值得关注？以太坊下次升级提上日程，账户抽象赛道或成新热点2024 年 3 月 14 日，以太坊开发者进行了Dencun升级之后的开发者会议，开发人员讨论了一些可能纳入 Pectra 升级的 EIP，其中EIP 3074与账户抽象有关。在支持在 Pectra 中采用 EIP 3074 时，Metamask 钱包开发者 Dan Finlay 表示：EOA 已经被证明为对于许多人来说提供的授权系统不够灵活，每天都有数百万美元的资金损失。我们相信 3074 是协议层为用户安全带来潜在机会的提案。开发者Beiko 建议开发人员花更多时间考虑 EIP 3074 的优点，首先考虑与 Pectra 有关的其他账户抽象相关的 EIP，其次考虑 Pectra 中建议纳入的所有其他 EIP。目前，在账户抽象赛道，主要有四家龙头项目，其分别是Pimlico， Alchemy ， Biconomy 和 Stackup 。Pimlico：Pimlico 是一个用于构建下一代智能账户的基础设施平台。为正在开发 ERC-4337 智能账户的开发人员提供捆绑器、验证 Paymaster、ERC-20 付款人等，以开发更加用户友好的去中心化应用程序或 dApp。2023年9 月 25 日，Pimlico 宣布完成 160 万美元 Pre-Seed 轮融资，1confirmation 领投，Safe 和 Consensys 以及十几名天使投资人等参投。2023年11 月 7 日，帐户抽象开发商 Pimlico 宣布完成 420 万美元种子轮融资，a16z crypto 领投。Alchemy成立于2017年，是一家区块链基础设施的公司，其主要业务是为区块链开发者提供区块链开发平台服务，提升用户体验。通过构建开发工具和计算基础设施，Alchemy旨在实现MultiChain的未来。Biconomy 提供了热插拔 API 服务，允许任何人访问 DApp，并且不需要具备一定的经验和知识。目前，Biconomy 的多链中继器基础设施每天为 70 多个 Web3.0、DeFi 和 NFT DApp 处理近 5 万笔交易。其主要有3大功能，分别是Hyphen（即时跨链协...

882天前yuxishejiang#NEAR #Near DA #WEB3 #以太坊 #链抽象

重磅独家 | 比特币网络生态导航图

王峰分享了比特币生态导航图，概述了比特币发展过程。比特币是一种去中心化的电子现金系统，每10分钟产出一个区块，全网算力影响出块时间。2140年后不再产生新币。比特币发展中出现了硬分叉和软分叉，分别导致新币产生、安全风险和社区分裂。BIP是比特币社区的设计文件，提出新功能和改进。闪电网络通过支付通道提高交易速度和隐私性。2023年将有多个加密货币项目发布，包括NFT、token和代币。铭文网站STXSDoge公链是一个高性能的区块链平台，旨在解决以太坊网络的可扩展性和使用成本问题。它使用独特的共识机制，每秒可处理50,000笔交易。该平台还支持快速交易和低交易费用，是比特币的轻松替代品和互联网文化的一部分。原文来源：王峰（@wangfeng_0128）编者按：1月26日，蓝港互动/Element创始人王峰于X平台分享旗下上市公司「蓝港互动」与投研机构「LK Venture」内部使用的比特币生态导航图（点击此次，下载PDF格式）。该导航图目前经历三次更新完善，从技术演进到知名协议崛起，全面概述了比特币生态的发展过程。以下为文字版导航图概述：（该导航图社区贡献者包括：小隐新十年（Feng Wang）@wangfeng_0128、XM @XM_LKWeb3Team）V 1.1 更新内容（11.25）1.新增TapProtocol协议介绍2.新增【技术演进】介绍    3.拓展RGB协议                  4.更新排版、数据、等信息V 1.2 更新内容（12.19）1.拓展闪电网络、Stacks、NostrAssets、BRC201 等相关内容2.tap protocol 新增工具链接3.新增【重要知识点】【热门公链铭文】【建设中的基础设施】【元宇宙】【其他链生态铭文】模块等4.更新排版、数据、等信息V 1.2.3 更新内容（2024.1.23）1.新增目录结构2.拓展CBRC20、诅咒铭文等相关内容3.拓展RGB协议相关介绍和项目     目录1.技术演进；2.重要知识点；3.闪电网络；4.Ordinals；5.Atomicals；6.STAMP；7.类比特币网络其他协议;8.图灵完备性的拓展；9.BitCoinLayer2；10.建设中的基础设施；11.其他区块链；12.元宇宙；13.JSON VS CBOR；14.其他各链铭文生态1.技术演进比特币诞生   介绍· 比特币的核心是一种称为区块链的技术，它是一种去中心化的账本，记录着所有比特币交易的历史。每个区块包含一定数量的交易，并通过复杂的加密算法与前一个区块链接在一起，从而形成一个连续的链条。这种设计确保了比特币网络的安全性和透明度。比特币的原始客户端，通常被称为比特币核心（Bitcoin Core），主要是用C++编程语言编写的。一个简单的比特币交易（比如一个输入，两个输出）通常在250字节到600字节之间。更复杂的交易（比如多个输入和输出）可能会占用更多的字节。   作者· 2008年，化名为中本聪（Satoshi Nakamoto）的人或团体发表了一篇名为《比特币：一种点对点的电子现金系统》的论文进度· 2009年1月3日...

939天前dy zhang#ANKR #ARK #atom #Bitcoin SV #BRC #BTG #BTT #DAI #DATA #DOGE #DOT #LEND #LINK #Matic #MKR #Nexo #Rune #SOL #USDC #USDT #WBTC #​王峰 #以太坊 #平台币 #比特币 #比特币现金 #莱特币

鸣响牛市第一枪，BTC L2 将造就 alpha 之王

本条盘点市场中主流 BTC L2 的实现方式，如何引入 BTC 资产与安全性。原文作者：blockpunk原文来源：Twitter@blockpunk2077曾经提到，“铭文”的大发展促进了 BTC 生态的繁荣，但也加剧了 BTC 网络资源的竞争，过高的 fee 成本，与未来可预见的 BTC 的上涨，也在不断地增加 BTC 生态玩家的进入门槛。这促使了人们跟更多的开始讨论 BTC 的扩容方案，这也吸引了社区与投资者的注意。当然，人们非常默契地避开了直接升级 BTC L1 的扩容方案，最激进的讨论，也无非是解除一些 OP 脚本的封印，在 Taproot 下继续挖掘 BTC 的剩余潜力（如 CTV 与 CAT 的讨论）。在 ETH 的 rollup 与模块化的发展和理论成果上，BTC Layer2 成为了扩容讨论的主流，也是见效最快的方案。首批项目也将在未来的两三个月上线，并成为炒作的绝对主流叙事。由于 BTC 治理的高度去中心化，没有“教会”引导社区，因此其 L2 设计也是百花齐放。本文就将从市场上典型的 BTC L2 与相关协议入手，一窥 BTC 扩容的可能性。这里大致将 BTC L2 分为侧链、rollup、DA 层、去中心化索引等方式，将我认为类似的项目放在一起说明。BTC 的扩容方案还无人有权做出定义，因此我的实际分类并不严谨。本文重点从偏实现方案的角度来探讨，很多设计都还在纸面阶段。在二层资产的竞争上，技术与安全性绝定的是项目的下限。技术是车票，头等舱、经济舱甚至挂票都有可能，资产炒作的话，只要达倒及格水平就好。但从资产的角度来看，一个是 L2 本身创造资产的能力，不管是引入铭文，还是自己拉盘，仅从技术层面上来无法评估；第二个，能否吸引 L1 的 BTC 存入将是核心竞争力，这就非常非常看重桥接的安全性，毕竟“not my keys not my Bitcoins”是核心教义了，这就与方案设计中非常相关。BTC 生态的采用是否会在未来超越 ETH？也许能给你一些参考。首先需要介绍前置科技，Taproot 升级带来的2个改变： Schnorr 签名为 BTC 引入了最多 1000 个参与者的多重签名方法，这是很多 L2 桥的实现基础； MAST 允许一堆 UTXO 的脚本通过 Merkle 树的方式组合，实现更复杂的逻辑，这为 L2 上证明系统提供了可能性； Tapscript 升级了比特币脚本，允许验证一系列脚本，来决定 UTXO 是否能被花费，这为 L2 的提款、罚没等操作提供了可能。侧链一切为了能用，能用就是一切。侧链优势就是见效快，以快速发展业务逻辑为主。其安全性基本只与它的网络本身有关，属于是 BTC 安全性这列火车上的“挂票”，最重要的部分就是 BTC 的跨链桥，这是唯一的连接点。@BTClayer2 BEVM实际上大部分 BTC L2 都如 BEVM 一样，延续了 ETH 扩容中侧链的思路。BEVM 通过 Taproot 的能力在 BTC 的 L1 上部署一个多签地址，并运行者一个 EVM 侧链，在 EVM 中部署了接受 BTC 提取请求的智能合约。BEVM 的 GAS 使用的是跨链后的 BTC。充值时，桥的运行者同步 BTC 数据并通知侧链，BEVM 节点还运行了轻客户端，同步 BTC 区块头验证充值；提款时，桥的托管人进行签名，收集到一定数量的签名后(门限)，提取 BTC 的交易就会发出。这实现了侧链与 BTC 的资产互通。与传统 $RSK $STX 方案不同的是，BEVM...

944天前dy zhang#L2 #Rollup #交易 #比特币