1一1 发表于 2020-11-17 14:47:44

swiper2.controller.control = swiper1;

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA3MAAAAoCAYAAABU6KPTAAAcGElEQVR4Ae2dTa8l11WG75QwZoIY8BcyZ8Q/QHiIQJFgQqQGCRAiKDhKIAyiAJMQAoM4soA4JODQxIoVDFEEiuJYsjHfwjg2uJ2AHCnCjkhgcNBzrKd5e/XedatOn3v7nO7V0tGu2nt9vGutt6r2OnXv7Ys333xz15/OQXPgweLAK6+8sut/nYHOQGegM9AZODQDPEd6b/Bg7Q26ng9mPS+6sA9mYbuuD3ddu5k7dPvSep2BzkBnoDNABrqZe7j3Eb2PPJ/6dzPXbyb7m7cHkAM8hPvTOWgONAeaA82Be+FAb+jPZ0PftXp4a9XN3AO4ke8L+uG9oLv2XfvmQHOgOdAcaA40B5oDDw8HupnrZq7fzDUHmgPNgeZAc6A50BxoDjQHmgNnyIGLF154YdefzkFzoDnQHGgONAeaA82B5kBzoDnQHDgvDlzsvv2lXX86B82B5kBzoDnQHGgONAeaA82B5kBz4Lw4cLH731u7/nQOmgPNgeZAc6A50BxoDjQHmgPNgebAeXGgm7luZruZbw40B5oDzYHmQHOgOdAcaA40B86QA93MnWHR+huT8/rGpOvV9WoONAeaA82B5kBzoDnQHLgKDnQz181cfwvTHGgONAeaA82B5kBzoDnQHGgOnCEH7mrmXr35fTs+V9E5ts3+RqI50BxoDjQHmgPNgeZAc6A50BxoDhyHA3c0c//54nt3337mYv/h+CqT/MU//fDu0Z965+6/3vjbK/VzlTG07eOQ8JA8whv484/Pfbr5c4bfIh1S89a5f9fbw557nle//eiP7L771kt9v+n7TXOgOdAcuI8c6P3f3XuBO5q5V5/8nt2//8nF/vPqk++4UrLWZo6HJA/LH/uhi/2H9VPZQEgcsW1tQolF3U9+5N33LS7iIMeMp5LbJRzkbcYDa3I/m7ms68/+6A/sbr30xWvPK3y6jhws1WKphqe8duzcUYet94ZD8nPMWiSHRzxi/ZhNDNcI1wr3w+vIFTFtueci672a2K3PsfOQdtOP8zkmJrEdsybpCyz6YLwqP+nzWMfUOrGP+HwsXzM75O+yes50t8xzHX38Qz/+QH25cOzcuae86nocsxbJ4RHuY+97tMd1cx17GPxt2YOSA6/pvI+L+9jXOPbSz5Zr8n7L3m7meBNHI+c/jre+nfv9x39v999vvnz7AbglOBJoEq+qUFvwpGwlIAVfuxGpumn3uo9PCcua2I99c1/jc60M2NZyYK3NQ+S4Zo59QxvhOOVajPCumTt27rbcF9bgm8lcRS1mucDXMTf0Mz+zWO91fsvD+ZibsrW4t9QSWfK31vYhclvwHGL/qnSo83VsRi/Df135ux9cvSz2e10/du7OsZkzh7NcHHtvPPMjjmOPW/agW2SPhXPL8+JYPo9l53Yzd+vmO+5q5m7d/N5ND44bN27s3ve+9+5efH78hkIi2mm7GWb+Qz/3w3e82YBkPrhyA1ALTPK1l5sO5vnmijnW9ZV2SSI3RXxjd5bU6tObBD7QmWHQ/ugbNPyOvqGe4cYW2D/72C/uYyGmGu8oD2J1zTzMYnWenKuDX+bJA/qeG4N5cF095ysG55HHD/lBx4exdrWTa+bBNW2JG2yuZX7I29NPvP/2mjGk3trcGE/1jS3XtmCY5WFkT9z41ofjGvy1RtrDV+ZdWzmnH+tk7kYjetS2Xn/I4nMNj8WgDvXzmsG2fhNj6hAr/vEldvK2lDuwVduX3R8Sx+harzmXN0vzW68LeIfvGceJyxzkdSF2/InLOUbmMh+5NjrO3GYtkBUj9Rrp1jnkMp/EwAc5xjV8IObEn/hqHkaxZo2q/FoMNQ+JAXzGVOOv58hlLGCrz03WkWON43pv1WZiyLjQHeHBHnL1WsIetvDDOvFkvOkn55fsYdNrGn0xL43GPZJhTe4nBnywNsK99LwgP9ozd+J1nnHNfbI+L8BjDHWNXNQ5/Y1qph3GJT4s1Q89cqYf67GUO/xlzsXm9V/vUUu5Yy3vv8YvjoxxdAyOKqsNY0p8coE157E74kO1U+0t5ZU15ZOTxoDv9O+8OSQvzi2Ns/qpM8qPa6Mx5b2GGZf4UPOU8Wbtcx7frOX9XzzkxdxlbbdgqHruK7BLjPo6p3HfzPm7cl+/ebH7n+98a//hmN+f2/J2jmbOz6c/9YnFhFQi5AVLAkm2N8olAmWxKbKFQD9vpl4c6Rc/zi8Vreogix90K+HEgE7eBCGJeKq9jHWGW6xJePMyw5A4Oa5+mRt9MideiOCqNvTPfJVLuykHBjcg5gh/yGceOE8cac/jtDvTR4Y1RvlEvirf8JW51cdoXJtHdDOGGYaaB3QSN+fYGuUYOWszwlrnEk+u1Zi21iJtcUyO4bvYMiaOM9fGUOuSGFIn87CEu+a1Xif6TezV3ixfqbN0nFhTrs7jd3ZdZO6wMcKkPXmTcWQe1VdOTKNcuLZ2XKof9n0AOxLHku1ar4ybYzlUc2cesU3sxjqyxxrz+TAHn7bFV3WZX8LAvQZcYpjdezImfc1GZI1FmdTPmnNMDKyPMMyem8hbH0ZxV3uZD3Lssw1fYkIm77PJwyV72LAm6BjrbIT7xIPOTMb5yoe8R5Fb88WxsWccGQM2kc+aGLv+LhsTT5XFrvGTr+Q1mLKGVbee13xnHByP6uc9ZYSh1ifzkDlIGx6bLzDldZJ6iT/zsDXutOMx9vDluWPOi9XYWRvxAd0ZpllekZ9dF2KZ5cL1NWONITmE/bzOOSbGy+wiY06yfpUPmcs8Tp08xi92yfE3X//q/t6V+JKfYkwszF2GIXF7LWVOxIBdfZzTuG/meCtH4/bWMxe71/7+sf2HY+a2vJ2zkXP84K+9f/f11/5mmJgsZCW3SfXiyaKl3hIhKdysKNqD7Bxjc6lo6VM59LzgknT1oiC2etMFW9Ux1iXc+hOD4ywPFXc9Vz9HbwAVnxcCsuLP/I7iRBafbCrSnhdmxVPPZ/GK1zp6XuUTU8pWP+qvHUd8TV18ZbzgYn2GoeKRA9SiblJqjGkzMcyOR7VD1vnELSdZr35n9p3P3DOX5zNbxq2NzEvV8XwJd+prM8dZ7pxfe39Im/U44861ETb91rWaF2NPeyOuuF7lR5j0rc4hY8VZ41jCOPJXcWYceZx2K4Y8Ryf5zTFx6ztlnXOsWJhfwlD9eC2lTrWhr9mIbuJFLnGBHxnma+7zHJmKT7sVn1hS3znHWd7qfNrIY+0cOmLLzdnIRo3XWDN36GXsyICf+cSaMqwt2RhhqXPo8zyUH67jc/bcHPlVbzZmDMjkea2TNlLGOfNS4/b8zW++3aBVfuEjr1Pt5Vhz61riQ8a6uL5lHMWE/ghb4jFuZKsNY8dGYkncS/PVHrLpO3W3HI/sZhzYqueX2U/5tF9zIP6UwXaek5/Kk7wOqs2KLbGwVuUTw+xaqjWq59XnKZ9f+FbOZo4mzg9zfNa+nbOJY9zyZo4C15sxhaBYJC+LlmSwWKMELxWFovPanPErX/jYHRfgyFb6ZJ2LFtLhYwkDspVgzC1hW1qb+ZrNV9z1fBTr6KZW5cBIk0EOXRvFydqSz7qGjfzGahaXPpMXzFX5xJSy1a/21o7oV76qS264cSBTMc0wVDxyYFSLGmPaFMOaER/cSNFHXp8z3ep3Jud85l773qhntiqGzEvVATdzVUf/jKmf8x7Pcgf2LfcH7Y3GmgdlRtjEU9dqjDUX2BxxRV9VfoRJ3+ocMlacNY4ljCN/FWfGkcdpt2LI89QZ+UvZul6xsJ72ljCkrdSpNlJudIwudaprcvXpJz5w+75Tcw9+760VQ9qbrVV7qTPLW51PG3mctg45Jvc+j6s+cT/6k+/cP4dZS0y1phl7Xg+JNWWwt2SjYlk6x042delzpFf9jmRyrtpDXz5kTpZ0WDMv1T82qAHNXP0CUpt5jTiXY82ta+jh941bz+5/tJpz17aONQ/qj7AlHuNGvtqoudDmLK91vtpDP31rb+s4sptxYK+eX+Yj5dN+zYH4UwbbeV7zUH1Xm3U9sbBW5WcY0k7FUM9T9tSPL3wrR9NW/wCKzdzat3M0cUu/M5fJyKIyT2H4cMwaG2IS6xqF8djNMsXzhsRafpaK4s2Bn93GRurpWyysVaxgcWO6hAHdSjDtLTUD6TuxSc6c08coD8SZDznsmrtqI8/xM8OQ8SJjXcybNUt7KZfzo7ym3yUc2EE2/XFsXVzXXspWv8jia01uxI+99OV8YjAn5miGoeLBRuJWX3sZM3Kui2HtmNzE9oyT2MOHmNbYT9vIJ05sjTAnt/RpjlMnseZxxcUa+ox1rWLK9aX7Q8qtOcZ33svUqdcmsbvprLiTD+iPaoG92SYqOYk+tai15Dx5Jc4t41L9sLOEceQn7XHMZlfeJB/SbuqYe2PNtZG/mueUQZf84sv5GQb8zq6lrEWNSbuzcVR3ZLFJQ0czp27lUOou5SFj0hZjtZdrs7xVP9j2el6yh21zg+30NTvG9uj+nRioHf6TD1nTjD2vh8Sa9QMLctrjHBt5PsM7mk8/2sbeSDbjGq3XuWo7cc7qZ76sAT69R3GcuSNmsabtxJHXac57PNNjnTX2a2u+fNfeaDQmsaZMxkC+8r7NmnmouZzVYpbXKg8WrwvxMDfC6Pqa0VjFnfVTP+NybmnMHHHsNVf5IP6KIXXI4+w+CYZqs+Kq2Ku8GNBL3GkHHffO1hzZlDmX44tXPveDu2/cvNh/XnvyYvfPn3z7w7Hz//LZ718V3Ja/ZlkvCBPpa1cJSCJJOA9y1nho5QaNgqnDqN7sQrIw6NULiDVxZEGd00/Vm2EQe9709A8+7TFig7Ul3Mgopx3HGYb0w40wc6duHb0AxecFax6wiY7nYso6oVvltGf+1K/z4sl16o991qiNOoyzNf2ok3hqHojBOPV/2Zg4xJC5wx58NT/IjzAQZ+JBRv5lDohVW2LLnK/Bn5ixJx7scZx5TV+Jw1jFMBoTFzaNB1nspu3UZ14MGU/Or8Vd85p+OE6M6UuMyZ+qu+U8/ST22XzFnXzA76gW8I77DDZH2LLuGVfOg21NbUf2ncs61ZxehlEbOYoPW3kt4YcPstVu6nDP41ybiS9rwXrNM3O1RuhobwnD7FrK+wN1YINqHGKcjcjpO2XkAz6ddw68fLLmyMzyUOfVq5zUD+Mob66nveTDkj10zXvGpM3ZmL6ytvIBbpNvc4iPfDajzwf7yOi7YtXeKK+Z9zXXUsWsfzCkrZGvxJF6o/ws2Vqqn3XAf+a0zptTfCfH0bHu9TqtOBNjzR3+bCSr3tbz9AM+czebx/4SH1w3R9pbyisyypsf7OS86/Jwa5zI1zpVWxnXGvtpL/fizM+uJXwaS92D5hoy5k7saVN8yXt05MoShlpb72vY1B51qM8LfZ7DePuvWV432Jp4/W8ll3pbx+vysxXXwyTPBcZFxfgwxf0wxDq7vg+NnZt83ugPtbNWr+8Pd/6kw9q8tdz15210rfW99frrcMrcPzYfRpy7yvjZ9HNPvkofbbuvmXPmwLU2c9mF203X5HHToUOm485vLKrcoefcEOo3AIfaar17u/iP/YDpetxbPY6Zv2M/7K+rmev7w+lw6Jh8fBBtcY3xHB09J/ve2jxOzh+bD8e+vyfWPHbPmG9Scr2Pm+fNgbc5cK3NXCe9L7zmQHOgOdAcaA40B5oDzYHmQHOgOXAcDnQzV/5wShPrOMTqPHYemwPNgeZAc6A50BxoDjQHmgNXy4Fu5rqZ659Dbw40B5oDzYHmQHOgOdAcaA40B86QA93MnWHR+huOq/2G45Ty23+I4/i1/tzNP9j9zI137771xj/dfmh9562v7T74q7+yY21L/ZFHD/21es8/98xd/tfqnrLc7/7Ob27OxSnHs4RtxKEl+VNeu67fRz3lHDS2499nO6ed0+bA9XHggWrmtv6S70jezbN/CIE/luKHX8LlP8VkZB2iYoNfQPcv7amfJK5/qnf2x19S55SOr+uXnU8p5lPAAqfkGXi+9tKzu9/6jV+fNg5spmkUKnaaFhqObF6qzLHPl7CyEd7aNB0T32gjfsxmDvuPPPLI/jOqx1Izl7rU85hxH8sWGPlUe4c2czPeVvuH8DjzOapF9bH2HLv1C4G1ulWO+CtfwOoc45ovDMgPmNSr/OGafNe7fmK/nvZ8PvHHJiq2Pr++zVjnunPdHGgOHMqBbubKn8avzVjdUPt/pSDHsX8y97JmLv8PKJqjY/2fKYcWfovevTRz5gsbW3w+KLLwRG5siYl8+Z9ZqrfUICEz2xQfsgnW56HjKWE5NIZ71ZvlYGb3ftRphmU2f2yMl3E6cdyL7621SL9XeQyuUWNMM8faob79csIGljz/8nt+YfqFzuh+c6jv1usNaXOgOdAcuF4OnF0zx0OHN1u+LXOjzKbZOUfmlgi19GZOvdrMqcN/PgqWp5/4wB3/0SA+6zeco4YmN/m+3RN36s/W0o+YGMFL40iOGHmLmH+6Gj39mDti5T+AJKZcAzf6zjmmnnkajWJP+Vn9Zhi0iw39gwlsSzrIE6v6blZef/lL+5iwQY6MWYxi1pe1QD//A0vkZzrO49sc5pyYlsa0r5wbX97O8e27bwbqt/i5xobQb+od3SSyifzMpz5++9t65/HHxjm/5a8bTmTz230xMopz9KOH2NHWSM65j37kw3e9ZcTns1/+/P7tJHL6xA85yTnXHGs85o71zJ/Y1Ms13mroI+3N8gBeN9PYc4Od9dEPo7HXvDHvG5XEnbqjY2Kx5okxY9KejRJy+IIX6NZ8cJ5ziQ359JM5GtkC81KO0GFdOc7zk2uJifgSh/pZC+YyD1We9fqp8Zg75cAgvrpmnhLDrN5iMz7t54iv6iPXwUrzhg/ma55T1uN8pjjX49086Jx0TpoDzYFT48DZNXOZwNokZVOTcrPjunGvG3j02FRnU4AO5y//3VP7RoBmjo0+zRDyowdixZl23ezbNGCfNzLYrGsZR/rJuMFL84Y9mpUX/urxfROCvWwQqm3s2SQhm2+FOM9GJnHMjs2tcY3kal5mGLAhNuxkTWY6mRN10BOXNrBLjrBTc4Kstag5yFzm8ShO5rDPZ7ae8zUvrrkhdOPKBs1jZGYbNjfqjNpizA2hjYabTdbSdurpa7YBnunWpgs8YGZe7Pg3Lo7d8CJrw/b4Jz66n1d2Fl/F7PlMvuKueNXPUXzI5jzHxlTnq3/O2ZjbCDDaOFZZYp7lPf3M5MCbb2iU+4/XX9xjIAfgxseX//qp/bF2L8tHzUXNp3Yca2zMW1NlchzJs179jvJe56qOcae/peOKpZ5XXfxRU+JzjWM4Ta6peTZnrCUfUg998Ka8NvWDLjLMWzcb9FxTj9F7Ys71cW9amwPNgebA6XPg7Jo5N+M2XjQsbLQhW93AX0bAkTwb7mxA6gMOHWTURRb/hzZz2mEUrxhqA+E6ozIcpw0bC3VZoxF75R8+P3zLZqwze9jXFk1GYpgdIz/7MVLw0GyO6jfDYEz6SzwzHWRdAzfH+M5cuU4OXKe5Q0ZfyqRP1hIT+sSDrHqjkfVsSkcyzC01c2z+bBzqZrluWLU/22hW/Tx3M4lN7awZZ77QxWbaU/aVf/3qfkP7l3/+x3sZcTAyx2b3G7de3OuiY5w0dRy7Zl4uw6lfxpTVb85hn81v3UwrU5sC5xnFmXMcz/yPbFmH3NivaeZmvmc1+LeXn9vnOfNbZet5javiFztYqizno3zbjIxinOXNZgVd8Vcu1HzgO3PK8QznCHvFgj8w24SPdOocGFKe8xEG4rpx46dvv2Wrdkbn4sEmWGn8tM15vrVT3/ug5z2e/gaua9Q1ag40B+DA2TVzbIjdNNdNb27U1xB8JI9tGxxszJq5bGxyo1/1sVFxMocctpcwpN0aT/pJGzYZ6rJmM8fIfLUlHuNOe6xpK2Me2cg5bPiGMOfBzYe5mpfLYtJO4pnpIIscTTbjV77wsb3PjE1dNzG5pi9l0idr5lk5RuzMmjrs8En52XHNi3J1s8xGjY/rdcPqfN14Oj/ST3vIXbYh15Zjtel8brjrHA3bU3/2h/sf7ePtAT5tHD7zR4/tGzpkiA87+ECOD3qs0dhp97JxbT7SDr5HTV2tSdUhjpzjeOZ/ZMs8VBuXnc+4UO2J5bJmblS/imGEHxl81mZJv4zVDufYotHJpm5JBx/wgpFPtVnzMeNp1Zudz7DYRGWTNrMBTnC5PsvfmtxrI0dixP5Iv+YDvdE9Le31cW8amwPNgebAaXLgLJs5HjoQis1zfTPnj8WtIdzS5l19fOUmvG7qkcs5N//qM9bNObj9PTbWeFvDnLZ8qzVriJDDj3ngWHs+kMWEDZu4GktiTNw1L9jKH7tMPdaogVhyTfy5lrhr/WYYkMs3WsjxMQ/mruImt8j5+43Ip4z+0Od4qRaZg6WYWSPf2MKfNjMHmaPZMfJVp2726oaUDRpz1SYbz9E38ak/k8FW9cscvnKjzdxo0yiWkQ3t+GOTjLyBYJOLPPZp1jh+zy/9/P5H0vDBOmv8GCDHrIEnfbGZHuUCmdlGPPOhrRxH67O40BttmJf8j2wt1UVs+Kk/cgfWWh/k8ZE/ZqkcP2aJPP7Enc3GCJv+HZdk6lraVr+OtU5LuRA3HOK42jIm52senHfERr7Nct6RdfPlXI4jf3CSuJWrGKgFeq47ojOqb51TnpHrBHz6wy72WQP76H7g/TDt9PFpbty6Ll2X5kBzIDlwds2cG2negLBptlExKDbA/ggfDyfnR2Nu7F2vDzTspZ26WUcv55DVPyNNiP+dgfM2XvrMmJCxOdE2zZK6rqUOb5/wQzw2AWJizhzZWGgrcWTcs7yol02GOHLOuBjxqf8aT63fEobMa23szMkIN7hSPmX0ZzNX8dVaiIG8kXNjdt78iAd7rCnH+doPea0NdN0Qszlzg4Zd1tkw8hakbvSQYz7fkOQc8278sMXmT/m65nptFtAfbUaVT/vM8QGDWFn3jYabadbdmGrbOJFPOW26jq5zOdaNeM2D8WrbPIgTW/pwjVF8NXc1ptTJHGIzf4xWzMSZOjUu/CU29RJH+sl41cucoIdPPhxjzzltj8aKP/2DH3voLTX9iQ2dGmuui00snI/mMnfWAp20lfhYs/bVnr4yX8xVPmS+c90caIdz8aVOYrNG6jCyXucrhvTlNaSvXMPe6H6T/vp4/b27c9W5ag40B66bA2fXzF13gtrfeV+UNmznWEeaQPBfFXY2hHyOYX9pg143+cfwdy82Tg3PvcRyHbpr80WDMGt+EudaudS57HiJf5fpHrK+NieH2L5uHb/kyy+hrhtD+zvv52zXr+vXHLi/HOhmbsPbkibr/SXrlvz7tuyQt2Jb/Fy1rM3oi8//xe1v8P12/V5GcGczdy+2Tl2XWGkgxJlvZ5zr8c4/+78mH3JI2XxT5NxVj/nGybdNV+XzQeMQ9aKG3CPP/T5JHP3pHDQHmgMPKwe6meuHQD8EmwPNgeZAc6A50BxoDjQHmgPNgTPkQDdzZ1i0h/Wbh467v3VrDjQHmgPNgeZAc6A50BxoDvw/B7qZ62auv4VpDjQHmgPNgeZAc6A50BxoDjQHzpAD/wdZNFeVLn54CAAAAABJRU5ErkJggg==
swiper2.controller.control = swiper1;
swiper双向控制报错,并且且不生效

mannie 发表于 2021-4-4 20:31:49

我们的一生中总有很多无法如安徽快3愿以偿的事情,可
页: [1]
查看完整版本: swiper2.controller.control = swiper1;