瓦西里盲拧公式（完整版）实用资料(可以直接使用，可编辑完整版实用资料，欢迎下载）二相对棱(M'U)×2M'U2(MU)×2MU2CD原地翻棱二相邻棱(R'U2)(R2'UR'U')(R'U2)(rURU')r'CL原地翻棱四棱(M'U)×4(MU)×4或者(M'UM'UM'UM'U')×2CDHL原地翻棱(M'U)×4ABCH原地翻棱顶层相邻两角(RUR'URU2R')(L'U'LU'L'U2L)2位顺转，1位逆转(L'U2LUL'UL)(RU2R'U'RU'R')2位逆转，1位顺转(L'U'LU'L'U2L)(RUR'URU2R')4位顺转，3位逆转(RU2R'U'RU'R')(L'U2LUL'UL)4位逆转，3位顺转两角翻顶层相对两角Z'（RUR'U')×2L2(URU'R')×2L2Z1位顺转，3位逆转Z'(URU'R')×2L2（RUR'U')×2L2Z1位逆转，3位顺转底层相邻两角(RUR'U')×2D(URU'R')×2D'8位顺转，5位逆转(URU'R')×2D(RUR'U')×2D'8位逆转，5位顺转底层相对两角(RUR'U')×2D2(URU'R')×2D28位顺转，6位逆转(RUR'U')×2L2(URU'R')×2L22位逆转，5位顺转三角翻三角顺转(R'U2RUR'UR)U(RU'RURURU'R'U'R2)U第一个括号三角顺转第二个括号三棱逆换(4号角块不翻)三角逆转(RU2R'U'RU'R')U(R2'URUR'U'R'U'R'UR')U（F’U’F2R’F’R2U’R’U2）×2第一个括号三角逆转第二个括号三棱顺换(3号角块不翻)四角翻记忆顶层1、4角块状态(RU'U'R'U'RUR'U'RU'R’)(R'UR'U'R'U'R'URUR2)24位顺转,13位逆转(RU'U'R2'U'R2U'R2'U2R)(RU'RURURU'R'U'R2)U2F(RUR'U')×2F’(RUR'U')r(R’URU’)r’(两个OLL)14位顺转,23位逆转顶层1、4角块同向[(R'FRF')(RU'R'U)]×214位顺转,38位逆转[(RU'R'U)(R'FRF')]×214位逆转,38位顺转五角翻顶层四个角块同向[(RU'U'R'U2)(RUR'U')]×21234位顺转,8位逆转[(R'U2RU'U')(R'U'RU)]×21234位逆转,7位顺转顶层三个角块同向[(RUR'U')(RU'U'R'U2)]×2[(RU'U'R'U2)(RU'R'U)]×21238位顺转,4位逆转y'[(R'U'RU)(R'U2RU'U')]×2y1238位逆转,4位顺转同层三角换x'R2D2(R'U'R)D2(R'U)l'x'(RU'R)D2(R'UR)D2R'l'同层四角换U2(M2'U)(M2'U2)(M2'U)(M2')先U2再用对棱对换公式执行x'(RU'R')D(RUR')u2'(R'UR)D(R'U'l)y2异层三角换：底层相邻角2852(L2UR2U')×22582(UR2U'L2)×21851U(L2UR2U')×2U'1581U(UR2U'L2)×2U'可以分化出底层相邻角或顶层相邻角的64个公式来，熟练后就能够灵活处理此类异层三角换了顶层相对角8428[(R'F'R2FR)U2]×2[(R'FRF')×3U2]×28248[U2(R'F'R2FR)]×2[U2(R'FRF')×3]×28138U'(R'F'R2FR)U2(R'F'R2FR)U'(R'U2)×2(R'F2)(RU2)×2(R'F2)R28318U(R'F'R2FR)U2(R'F'R2FR)U(RU2)(R'U2)(R'F2)(RU2)×2(R'F2)理解：看8号块位所在的角块需要移动到什么位置？第一步就把该块位放在4号块位上1(RUR'U')(R'F)(R2U'R'U')(RUR'F')2U'(R'URU'R2'b')x(R'UR)y'(RUR'U'Rl)3z(R'UR')z'(RU2L'UR')z(UR')z'(RU2L'UR')4z(U'RD')(R2UR'U')z'(RUR')z(R2UR')z'(RU')34操作时左手大拇指和中指握在前后底棱和中心块上由数列的递推公式求通项公式一准备知识所谓数列，简单地说就是有规律的（有限或无限多个）数构成的一列数，常记作{an}，an的公式叫做数列的通项公式．常用的数列有等差数列和等比数列．等差数列等比数列定义数列{an}的后一项与前一项的差an－an－1为常数d数列{an}的后一项与前一项的比为常数q（q≠0）专有名词d为公差q为公比通项公式an=a1+（n－1）dan=a1·qn－1前n项和