白茅 发表于 2026-5-31 21:23:33

Aegisub-Motion自动化后xysubfilter报错

本帖最后由 白茅 于 2026-5-31 21:26 编辑


做完画面追踪后就有一定的几率变成这样,这里的例子来自妹妹的样子有点怪13集208行:
Dialogue: 0,0:05:24.80,0:05:27.81,Default,,0,0,0,,{=0}{\clip()\t(25,2986,\clip())\shad1\t(25,2986,\shad1)\fscx100\t(25,2986,\fscx100)\fscy100\t(25,2986,\fscy100)\1a&H00&\3a&H00&\4a&H80&\bord0\t(25,2986,\bord0)\c&H282636&\blur0.5\fs18\frz2.79\t(25,2986,\frz2.79)\move(300.67,65.33,300.66,20.1,25,2986)}岛津不知为何字幕渲染器将\move后面跟着的65.33识别成了样式。我用的播放器是mpc-hc+madvr+xysubfilter for libass,更换成播放器自带字幕渲染器后问题消失,mpv播放也没问题。有大佬能帮忙看看问题在哪里吗?谢谢。
附带字幕:data:application/x-compressed;base64,UmFyIRoHAQB3pqchCwEFBwAGAQG56YAAuW57/5wBAgMLh+gABOXvAiD52JwdgAUAfltZbGJ1ZC1TdWImVkNCLVN0dWRpb10gU2Fpa2luLCBJbW91dG8gbm8gWW91c3UgZ2EgQ2hvdHRvIE9rYXNoaWluZGEgZ2EuIFsxMyhPVkEpXVtIaTEwcF8xMDgwcF1beDI2NF9mbGFjXS5TQy1TdW1pU29yYSZDQVNPLmFzcwoDArAwOab98NwBz6IDNEAFREQzNEQAVmX/6zb4PWXrNbJZpQup6qmVrb+F05eXuXaS20su8vbOZrBElJHLKIWklXlq0xZhQBHdQ6SQSBQIII6iCR0kBDuZs8U2xM1Vfq/BjM1XHiImRQNPIFJI3bbrbvghUqi9TUw8PEQ8PD9MRJ8Wf4Jzju/J6Kd35MM1eG/z3uL9vxdLsdX6e1K/N1/lsv8/+P/D/pKi+/zdTr9TsWPa6nTlfJ9cr2up83V7P1fJKYsGbBdHifP2u19Ps/k/J/sP5YWKvzsLLsfN+Qfl8fV7XW6nsgSWPV/d1ev0ANfosvq7VlK646/YAB4tQWMr3PnshTB9/g/cPC7Pz9UeJK90dv8tjYSlmJXZ6QEHwCvQL+vY9aIhyFX1fR1fiA8sfx+57XxfBV/v8Y7XX7PWBQ9Wy648Sr7/vdMEEAPm5fbBK/RF2vi+vr9L55Xw2Q+xDqWX3Va3/H6emm1ft/WjxFfUEx1O0Cj63ZR2VeN8f1/SVm/3s2EsqT8Irv6/09Ts/sHYYbqvt/lAG2YEKeKF86alKv+p2ACsKOVKRTP2e58nudiV+gVKBt/Ad/4/1WEyW7TH6xZL6fi7X1leAkmgXIJL2xbrpil+11+n8Xz2PTsv9h+PXsh+Q/79sWCXw9iy/16nSFgfy2PY+Sx+bqDEL89j2R9kiYvkU0u4KICK+Wx+rrdofp+rqgW2Ur/xZWX0CkgbdLqIuGFetKJYhv+pn/mqmdkhV/cKd9FiXg+/Ygv+hKH1Hm9fkB7PV/jARXws0K5+v3LLrWX1dgfb4gRQ/Lp1fY+D6u11ur1+pU69ux6X7uQMf30wZD2haXq9KmP8RRgR6PKISC5X93UKkkEVwf+UX9/sgP0gQDEkAe0Pgdgf0m51JX8lVgBN1ReIPt83XBXgqwF+gEmDCvzxgfp9H6oB73XBZ9MhoLXKv7VdZ0H+9uP6WW9cW70+3/8/l9v/DoLs9D8f98uX/cn+EEPiXTlPdcdlt+77sBclsr1BMW6EuL/hjsn/0hgSU6R2ug5UHJWo/qx+X5ehS3sHj4MMd5z0qpVU9WEP5D6qbS4O0dclVfB8P/b4eh7v93wi4L6v0WX+vV9j9cyOseSwsPv0yHhfMNs2isF6eYGsOlX3Yq8p6MWDUnWfue/0Hr6/e3doYkDEIXritfW+H1/VFqmJGtoRzFb+pLYHVz73upxV9vsfV2fn+L/v7H62uZNGXl+4wv7Xt+7BwprFyDOO+J7VwXs3XFsLh7Sxf1tclrfUldm5Lvj/N8f5/eizRX2VSs8aCuVkX++ZOJcHuryc+/y62qkDLfMZr/daXcYgetWGpQ0P+/b737wi/q0xf57H6+oSWntWPYCNf3uuEoakf6U0vMo6fl+UaFVMfH1P4DQK9yy+j6Ep/xW/swj2UaTnKCiSDxFZ0Pyfk9g3+FnbO79XUC0ELeys7YOzOUEilcg9Hn+71bHrWXzfUL5mFEMuxYNzIgplg0t6VA+zognun6yzVMF//r9v2/ze//h7Xv/ym+UdWnozv5WmGPnF9FwgCzs39UBzc2oO4n8rk6rASQOypywzYMOwc2QBddwi2/la7/Kq8fO2OzqQqbfJrW8gxZasGWYKaXsAd7C4CLXR1a6XHuz6FvrPbeo/r6D/cnFV9LHAE/JH5b0KIgbW7gBdmzHmXL3i9GX5ZXa6nW60r6OoaQwHtg6tD27zV9PRseu6Ox2Vm+it0vlT/Oix0vx/3pRgfj7YIDz0cq9TbPUK/i5wBdBydk6uyrB2FMoC5q4IsXBZWbivZnkRimMAdFHctL04dMWEyK91r8JZYqvFTcMIvPRj0zSQBF9jq4agS1QFZ5enpHitpFhTN1H9sWTxu89e970aZBvbt2jEecRrdrcl4D3dnUheTaYT04rb7KD4/FDcqzWghQTNgsxT/moMxGHIv2yyPFI9qz5XZOr5iwccgUyATObt7R8/m497eQNzOpuhFWtpUOlyqpZ5LOtzIgmucvnkbPxVTOBoI6GJ2enON/PfyTrMixzEKWXJBfzZ1d8SBgsJCsP4Ej3TTkVo6OqkPHQiR0YSbVhVCu3EE5YMsU3vcGtSyeJA9tBgxb0MTGezM9GX/eRZlFRlVOhQyc1V6SkhVodXAq1pRny61hLb520uPAJqRjpprvTftEZkZpZ8vSvGZiGsuwYar2oOaw25noYizcoEha+i3NtEVbLS4UxYOy4PnIRdplFnvtLp+9F8l29gYKbwzh6GiKK8AaKzUL6NrtoMLuyOEmwFCA20wqU0u/snmNENWoghpWTHIObS5B6/3MmAd+Q0lyGrQLZRvbKwqvnKgCvyRTPaWAiw9rhVIte4jAMJIfEA8cda6UYD/d8A+SAyU2rScmVuvKaQJVtMahTMA5vCF6dfPcU9BCX129w9w3RoSJm4wnLBjnBjS8BaW6SjCBoJf9J6fq0LTcH22zD0GQvLM16VlPntbpGFqPk6xozSKufA0qfRZj7XeLG0vm0w0h4vouFdn1UsHLnfhyrBLcwrvr+rleBaBq/9HV4VoGr/1hXiWgavzygoxAvuCuutA1f8IrsLQN+42MrxXNWgav/UFc5aBv3G1v3JXDWgav6rVxF4Gr1wk9UBXquEtBaqVwl/VyuGtA1f+lK4i0DV/USuKvA2SqGswu+7q3S0DV/w6t2tA1f1EreLQNX9RK3q0DV/6mrfLQNX+9q360DV/wiuAvA370eXIK2q0DV//gVbb3Pfh+pN3KilyVgX+7OB1cqUlTFH90c6bQ7vge4rV7u3ddu4Tnh3Qxu5Rz8t63D583H8q5Kqrbxl0MbH9m9oX+rXbt05mpUlyRYv2tsVV8e7jUAaVt5wqhKsP/vtK/srN6m1Qn748/RLxqXj7j93mvYPfHV2O/dP3ODXbt1kyHhK0DXrq+pWeI9wC293xAiXp2C9rd2j9uqX1rt248xb8rKvZ1oVgH7qzf7nE9gZ9du2j79Ynj3cyhia3Ht3YVo4QFFUvrR4sCnrWqzMLOPg8T/fJWVe08yAjCWGhdfxWorAIH9B7BFUd67oZFnSxdOl4+/Xbta+/2p278iSoY+3x7+wWGffe4cWjw2tCec6ea1WP5u1Iy0ekiZo7GTR+3aHzli9N7Dzq7dpsnUZ9kuj9Nl2fWaZHgsNLkQu/jIrMVgL6TTNjlYvmDiNPyA4UYVUdrX49u+e2vOQ3F29zqvbvdGLD2P4h3t2jqzXsHx127TeYquEvYd9SuBUuZnjOx4OCh3NkKutKbhv4vif1+6Kr8JVvR4rh6/3uPdt67docnVybtpjQoKruOC3o3GuIalx7mSMR1W4fvct+6v4BZjq8rt2pfc8O+3FUG7Xjsu5jCjg8xXM5mw/kZtLI8b2puGo/ljVWnmBoWZxGaWlvd8ugnepWd0/eeQivB9tduyLndEohpKlI/udihAFIDYxVa5ktM3Xe0vIOsAHU0M+mNS3If9+/qRc4NHi74PGftddOhEVXF4tduwjnDSWnYzR3rbZJVb3cQh3DVdur37oZ3V5la7dvPMYF4viCt3CX7/No8WDx7t/Sx9mu3YBzWuL/vtDXHHwhR49UKmv4B12FTPwqputA1f1OqcLQNX/rKpytA1fntYaNe3rtUuWgav97VL1oG/cS/rtUkWgbDv+DVJVoG/crP10qNLQNhd9yVG1oG880QV8qILQNX9WqiK0DV/6AqJLQNX/oKomvA3nsMz1QhaBq/35UJWgav+HVCloGr/gFQtaBq/9DVDFoGr+o1Q1eBvPmayKoEtA1f78qBrQNXrpUE9TKgnve7zssAIGq5Fa6Wp7VhIpRssAJoC/srLWC7FRDUxhFP3U/Oj8nUBwfbQ9itKCJqXmHf1BbIfAOg/d6yIHpipfdJ1X0y1CmyU6oeB7M8dHOvFP4tMAdFa+589j2BPOJBe7Zf2HVQB62tCnYBLrqzFpaKsMp+NogSQMb5InqKsTbm4Oq9SAGEjqwXrqzFW8yEXZh7725fJo9YYsGJkQTlhMWruxu3THF6MCpEJQ+yU1f4x1N9OLnzd5PhpxQ8SX+ScQ7iUDkJhKzlc4fXlwmqdNA0m4JDeljlaVCg/a90deUB7g+SJa1gFyj7Tc9JJ4f89+aaQJVsu3EE6CMXqcJI87Wdx72aFc2lNv3rrVEFt49zwJfyqn76q5gPsU625VU4o00K9azsPFyRIYQe/zoDtNsiBpjCiNKKECCL6RXN6KH/sIAjnmkCVbMQywSDqvM1CIvgT+i4UQFTTfxc0VxbJrvIRC7tRBP2hfPghBQ2KtrhNWuNwpuuz2Hra6EdWAu1018IKnvI+SNWKGpP2eQR86DYv/dnnHVkKnYhSyFm6Hgq82SDyUQJRPcBo4qaeDBKg7lLvXXo79Hh30IoMl7hvX7TEH65CIghmFkpR8lgugrrS59KHLS+QlGV1BBUAltVyT5RMoC5GBd8pDJVQfX0otrLqh27EEvYOS/vCFJOfTnklyqgciCRqeVOGLFCqAUeok8gH6ps8O4Fs97N4E250Ux4Ir4wAcQ4XJpkNMIWUIeLQQOixQvuSLb2lugwAiH1/Shn0vkHy68QSNJSuD19/aVDlheog7+ub2iHrsKYGhJXlksZRknIByr2hfeNJXywxa+Qdd6L5R4GFBPc9NR7XgDqiG5AqfNz8K2k1EuHeFP3k9+674WiwusocUj2rbharobGeXQ/TNCihXaiJz9UBnFn6D/jzggHC7aKriw2ANfKH/PVGlkx497zCxmEG1h/H2ErLfpNREmoYV/UFWuEyA9qY1xdECs8D2rOpbnFx7ms/heEl8NDpbDXjm8D23evz8cm9y1Aepk0c+6Qtx1yoR8/XWJshQUQoUkwcUPHf0Lq4KtN+zo7OvS8gtfd44tNgh0pAoMepoYoLc/ebmBx2lVyNmslakmvjTDkQxiaUrryE22bNs9cboMzo62UboFnKDPP2tnYFLy9+hc6xVlCRedSuJz+fwC2FDH2CrSlaZb8/7ePdhHB5EE9wb4eH9dqCXPV0LQ3wtneE4uNwWwuMonT1qTg3uodciWzwNpFHU2KQJQvFoXW4CP8sJrtQXrg2EXxC997O7hZh94VHicIzGhQvo3eEi1WbcUeKDA5QRh+nuK2pZW8HGQR3Q6fvdTj4J4d5O3uhC1SxdIj2bnio2d69gX4UBHp2oVsKWR4XtvboYuPRvM5BH4edXev9XNuSbGdMD3uh3zP6mIHYWTy9n3XHu7td6/XPVEMMUWsq0DOD4+dRzna/EP0l16CxOd6KsIjOp5WRs3u9Pf83jSnTrvXh5+zWNOBkpXh29snJm/abb13oV3rq12cqp6A7N2R/4+XsjGe393n7vjNdyH6GW4Z5wMI/7GHArzRGQ9Wn2Ef9zrUL3Tob3gF4nqZwifD+n3v1fm979dc65aBy4nLggIafztbUj2Hml0bSVpaPOUELXNt1NTF/lFBXTqKICasFzK2oaV0l5GSlCb1Pc97X6fjle1XVzodBLcW3Z2nC0eKlgnCK0BfIKnROp40NHVKxYgs7ENwmKGcMIJK2mFQQaI3TQ15VocBBHPDPSZ8/tb1Ld3qFrnEqwER72rrUNPFMzMoFrKnrylYhZguDnSsqgmwOAd9fSiO0wr0vqbiaFOIWbXc5AnDDCsI+jDOGzCl7CXW3OhSmhITXUcAV5u4z2BiwZMIpUNCHYLw3Itie883G496z49y5CS04StKPNhIiKZpF6mzKfs78hAL1IoAxH9zhg5YORksflYnYNDEyVEmBFeSAlD8kajCDz2Ms4VznF4H/ETyHD4D1E3XvZu5SxdQn2KkfUM3bMVwlDN1eIJyoJkFwqcIF0R0qKkJY709nj3x88IHHm0DFDSGAkjVecE1LJhbhRuJZ7wPCV5oPCBuRRDU8pSELjMQTFMVuDarSoJwsaxjRHbiRF4gEbUKbKMfw3B+QvCUIyVIfPlENTFCRQhcjCChfMNM4MWUVec0tEE6ahcFJyB1sSkxEYQns0Rsy40EYf56x2co/JsXnOzIggmBrb1KW3k8YPi0st7M0aVrfykEHFj0hUyVoL1o4BpDsKdNQGJNTI6ju+MokvxZRolD+DWWiCXgDpmEe6nB8lIAL5P2oXTsjKo7Qh1nhIpj8eyFkSKooxy5Dhua7+Lspgpox6IpiWx+GzIe0eHcKpjz8Gmaor3IBDilVBzO69h3QxVJKjf7yhoV5uF3gV+U9u4oshq0ce8oa/dOqMKqKDt0LyjEyQMwVlKw9GruNSvzpUdqNxoiNyGMr6hxyVGwgKGwWzQ9YSqYZZEZbkpCZ90LNYwwNhG8WLNxaBnhHWObgIQ5GYBmIKZBFbUiYWMT3J3Un/BODR8flFWYwr++KwSdXFJxgjAr9nomp1mIZYiCqBczVD071620EpNSG8gV5ab7UQQLpypj58qlieCU958d/YzVFbHiiCww3trNQOw7HdLOCfM6oQ43mIVMNQFhdpo8V+GUAFVsHU+YgllBDR4dN0JxSczj4L41AaVECgPFX4Ykm3DqeafwnzpjcQQytmaIWJrJabSxLSQVLx24OXOFbCW2OEsSzc+hChOGAMLBgRB0OG/JdI8xd/cGiPbPZZNYwqfhf0vGSozxd+j4Jxuq2hhCYXiCpiYyaXOhQz9Sjh9wjcMfZo3etSwtaUC9waG5NGBNLKJrTSQ2yMZzqhag8A+czNhp+Tj3u8PnV4+CcnM29gXz2keK3FKc0IJPSYlW3gojX4VoFAAbiS0aW/hhyspcuBo0IUzIwgkNrc9os7Zh3WEUYXjC1/7/eDhWoYn2vcGscLmY8to0U5hibTgtwaQRRqAOETSlTaEiLIuGrCdDN0IIysUSJjdhv07xfIj4lZJBcvkFLqsB2ljVOYIvlKGHfx5T065Gc9X3fvsl7MOtUQnmOxBMGqcCUKSCtz76sk9yXyUpyMJw3LsHFsBRiEpsxoPUrOgcYwdJ4tvdhI8lYAQ64JyJAXe4MOoLMJ+QssHVs4rNmyhk6MVAN3dB6gS1KsLyDetFaRAuvClyRiSNgkJGg2/x3LqLIxyLKFLjUQRSOhWJttXW5RLm47KpUdpg95ZZhpffoeTiGcQnoZt5T2Pwv5Vz6Le2o5eYcMZilW6EuiTEad8XyETRWjIbpx7UKzUQLJShsxEEFtgxgj3PPGxaSk40gZWp+BBCFyFBjMWWNSeDFEHtIERmpaqju00FtY2/a3Cch+z3gqJkJTdBFlTJ/ToHqGkQg1dQip6uko9JCGioyZrbYedKoZWmHbQk09WIB4sQIYemBMtVaiVnAkrw3X6Kgskq0KCbNV16poTBB0Le7Tje9nbhwsDzdYhQRuMwXGMXKxye4vKHpzzBOEL4ycmGpvg6l+yLfdvlEycJhhKozliWam2BFYFU0thkJ4cUJMaFpuB+flbmQJwnfpGEG90xdpzdwMLRPY+znn5H2Bhc7EE0are0bOaGIQmAHb0Q1Fhc5OErZQReGhm0rb9VUlOViUNdh/dnl0D3JLLWWsC5EEycgHRloK6SRPiZD7eZhoMdbbUg1qRLKYF9dJOBpLLNRBMQRDjQ08osTFOHjdSwMjQuUNzhowp4Rwlo3OgG8wSAVcaT2Z3qOVoBICOzmP97SLvlUB5jwdrS7kQQwVbkFCstPoKORP0bIVofPWs7kL97IncxUMSERonaVTz8RMI+4hxxTtEqmiL9JeSCiakWOrRBMWDVPAj2ELUqdAoNJFDwcBxRpEHIKwqYmaUW1kx6/KrZIW3olYy/KEcBn2OHSEV0NOGrGATAUptwGb9Q3iNWvJR5fm1CshBYoIKgdTBLygD9xfucAX01KIrZSoLrO0SINLquDUm9tax1SFOekNAzJo3EUtcefDCGobJD9Wfw75MBANy+JFLUZcoVC4b4YkhKPUxIbk3eApqdSA0GwlmYggwnnPIgjYzjCCoLkYQZy63LH9n/WX2/s6PS63V+n1vX6Pa9YXELuhyuRdkdrs/PY9NblfgnsDv/L2el/BaXL5X4xdpP5/XBhDEIWsRx7L+PosRf2zAXPR8ll2Ony6CnsDz+kP2XcXbYbLwut9XYDqXIVrOD47H8VwZNyqDF2hQ/osv39T1mAPSXkmwyVsdBP0HhBpUW6EXn+v20pAvvV2n/112DED7HrzIUs6V1yzaHjlH9SbgGqq7dDktJszw81McBLJFd6z4gre7b/ys7To++iQC6VxeoPhzHt/xJZ3AyxD9E5vhGk+Ph4k5uBrWIcyhIfi/dDQaHCgMlX/8vB1lB5g8EfrGESStyPBoDNbtv+DGGydc3gRgR9g7UsbFQS9Vk32xuO1KIEX4Ty2gNh5yaErCmqwYINP4k9p8EeVigVX+8lafCXr/8jCQsCPkWTgxLb5VIi7SkPS41GGegww0WURX0HjS+XlDx/D/PfxjMK6hF939gwGTBIszRf7mTR1fGMrIoE2Ef+vW/t/0/f/p/b6/0m36Blnh8TDFEFCPEQiElPQLsGBejHclpDJ0jX5cBMxFAByCqBmtURw1H1evNRyst+ffAx4/TKKCLLxBBydmMCKH2PKSbKDtiW6fJumvFtpC7pELGZZrUw9i6htGZiWyoTCFzGD/OuS6KQjw/TMC1oXNvQ1tejd6xwsYjWC2WTWtlCwRc0wpUMenZYs3rySh+QjiVtmWjXh09m7NDX7xCI6mNwCMi5ht7gcIiTbZSYnucI3IOyglLcLDaYVBachQXGGDY74Ie5x7lsg3vFOES6mZmEsEszmw0Iv/OpUTwkhLZsf6e71pKVpXJP9OwCKlsrxBB9eN1LqgEWh36Fppgit7vUN7IETHRGTMijf3T9/nkwt8n0rZ6Flt+ylSbUEVp2ILobGrnBTqJBesIso4IirLh3Jw+TJdCUMwXkQR6xlt3BDrkFYXnZBfvbgDRO8mpRzrtRKRpSKrowkipGEOYr6CVO7snhbIlO2S5IoJw4diS29rz0N5LMzmhfW9ONvBc+CkXOwJA1JspCKYUEshGbUsiMP5xtJWaTNeMJdNh6b+L4qOnuiAZ+38PwBTU4+DuvT9VMI2LDwmwG11xvBcpqODrkJGibNSldVb9iNH8lvztlV5aHuKBVP8xYcXdpQx9MOdGlZzePfzqGBbjv7r/h7g8O9S80H78J9MWjngot/FFe92jqXVMq8MaPJpGCWP5kQTNPIsWN+zRvO1Fq6MATFcxIre8A7nWJmC1dsfae/ezaG9pGteZDxokwKggizaNeyFDTxQz1DGh/a1nswC7Ky5SB8hteKoX5uEa4Xmy0uwXcQSxrvsj1YSsZIID00pqMIpsTM0ZZVUKbTzP6+ia6dW0Qgx2mmzJBuijYBa+IydlhF3baGJAmJhKKCgnTXdJQurh+emFah8T7sRSFCGh9CqF670D8yhapkzkCcOh2cjSViiMVSqgl1sq+6F89w6cUrBnCJmNFyNM9x3mm5YTYFh6QuekdNAhJM5CSaKX2j05whHQPEKDPISEgX6vjLo6Yg0Cpf0KCCWowalC2d7zBdXq3rscKA3tuQoL6BtrhoAXPmJHvNxiKoP/gihPR0EIG3YghD1D9TspT60UmrpnL3huUm3m4pzIpumQEse6leChi45tJKAcMVE0drIVA9OLEQyV/SojZR8JQQf/Us+n3909p65tMDVk63EEFVQwtiTMjIUHdV4NEmRC/3i11Z+qidKq0XNKOWhIj/UuG5IBUCYlN7Af7k44Rqk5eEh2cVuVdJuhtJYaUubEFMMl1hK+uWLgkktPycJgxERBD+zoQsVhEvg6OJUEbb3zcXWaZhQz1mknG9XRcmnQqJGh4to198gRtFJPCglyVyJKTlxPr2OnIWnC887ghNMjCQ9DalitMTFRZ5Ijx4A7r91Zm6UZU1klohQTRsBwq4pzIkW0UGVUE4ZJTArnzJ0hJRIM9PhpZ1unPml6dCTz7jRodzZTG5a2oXEPfBeIIPaCYbn8CkSjWt7uC9gnlQKWtLUqWEEuSJqvpt8KgxIzCCZMmlhKaWRpjRQO9QTZsXvFwcnBjXI+ASXIJXka8OpKxZC1BBnOZqYIhBsqM4GQsASGZmIIthnmQXgqTJTCAVHDt1jCcMluKljcNKbhiVJBqC7WTR29EmCMzSiIQIgfiQiU/a1Qe/laFp6l8pdAqhcQ3N0qEiN1qomjYjESPydoolKNEBcJvIf7uW/pZsoS/ZtZ4QIFAFC1v8cgFPB/IzTqtF4EYUwyaniESmcSdcxuok+9QhBMVi8JjVOwXRT6sSpjiXfRYy5yBJAGJkyA7ZWU05uISCGlPa8HpKeZut2VNiZsCCaJ2c1svBKhUoQU6usWcrbzigqGP4QjEOGMTWPCXEBHrrKLRozpEPSWv9/doZXmgIiwhqQ0hY6TVckIk1BxhEUjHEn9ztCh474lUne8xq9O4hvociCZKB1VsnNJl5FOCcjJGriE0DcQUw2at0LsEUjOlGvoZTGxCKDmB0MzkZTCIAuVNat6svZ/FRuvPVSaAcNwLG0hOkq1mlkHFvW0ZPlw9skoPHzKgU01EZdNxhePJrH5CYpHdUEU21m54s7cLoYDpz1oVMtAnQgnJPHak0exT6cQTZkiWxr6pYP5+rRm3qBdm8CTnuYX5HULDzigl1zZFMjX2AcilDwLlY+Hf0XPKqgm6K6s37xO0KC0dd3HMlO5NVjPkoJo1nQ5KsTZXdGVZE3MGuG51CywzEE4ahMSoLg6mqm9g1+/JFcxaBOk5vzXCY4iRxX7TQShRIqytWeY4QlmU0xLNz7VYwNeu6aNLdiCOaHEzHiizCLMFaRE5YhY/LKXgXwMDkBvMbiCWsHObJlK7C/a+KllcJwqXUpgQk5g0S5TUKokbs6275MEkN0ISE4U1owgr8tny+eNuAokJgnctOwBqPpxtNUa0ipqK2bJyDMklM+6kKYVBcWhTJsGaKe+d8WbvycF2pCN8bD4JjdRHUtc7ca6Ba2pUBIJzmFUgWZuqWR4Boww4jjjaMJg1+ApQRo3LOmI5nCVlTq+hLRqn4lAgi/XbviX/0QwE4UtEo/KCOcsqoKln4CCV5Z4JZ+EHcFBYcTao5dtQ4b8XgHVM6l/8LF9QxbrcybzVT2Hvd5EiimarKBUmU50BNmsO1ZsTKVQ8uSGGcY5oReY9HKvU6GydceGyhy6uoInq+7zWX/UyKIKwhgU/o7Cj8lEKnEww7JFRqSNQ0w5BctOPiuBcdHGjyQaoTiIifhw0WWJknUENJxqT2oHWpEkURO+MkBNmuloYUpV/ES2oIBKRQPXOmHtWL7AuHGL3KBZMQRiQl5ZzgnLjdl/eynu/sPzdmjoWcp/UnCdlbXgJo+wPtf8OyaOAx0MQ9GzX7FJcCHRLZkWalXHCvQXN+H7OiVzTEw6Bk0mGroCcNnpSJR+Tu+nbtn83GPuCYLZdSQmZZrKW9ubFLu8Sdh+Z+Ajo7CMnki1EEycwkamwScHTxiRyi0b+lmE4q8+8h0IRuxku2TCset+Eq6cGHS0b0k4wKBT3Lm3gvfkBuHk05GEwcaV4Z4xyTgbQz7V+/ujF51VNYjCbNeJ5UwEjsBQ0lEz4A93z5T1tr0NfeRLS0arH6o3Yr7cHEssjO03EEbtUOqQkjYQ25sBKe/oa1HgzqHlG2O6E3UpZuqW9jAvoXz26O/abgsdpjq3S6ijq0ZG5RFBFwBJUbS7ohmt2UKQQ5iRPhV0Gu/Lo6nhG0lpuocPwZPGE4iqqjUbFhD2NJsnBZk9+7TKK0yX+MXfo590bkwWRCMYgiztS+bqUF49gX4QUJWm5SbvhwY4HzFj25NqmZnj8BIC40zSfDGFev2ttx8OWamcLkXBxjkrsx3dFhLPuZVLOFSaWBS7/E9n6Ah4tK00+PeB6VwlvIOHDJauCgnTJgHq1sTviyOZ5FM66cEZ98WriFkXAGpVjPYPfGeIteeE3AsniaaVl2Rrd2BNQZIl3A+I4oojakOhBTDNk1olUAnpAU5zmiJhEF4UEua3e0vJ5iOKSoKptfTF8IY7Ii5T8Nhhs3RSI3YHobl+TJA9vxXhbHCNLQ1DSkTtNRBTDd9BVYiMYpIYcJvtSEywaisKkl1KHt8XMuIzlKWPs0svJgKcQEPTGPJHPD3EFisXZeud6ha6VLF3D4TSqsnGogmjXlaE5cUp/GqIKaPyWAmGxr4IikuAml4xlLTviiLhRQtQq1tjhuUneQy1LNXoRvjSlj6JLN+fgRv6sqkobucUAFSqqFUR50DSdtQoCXNeM5JQtvOBsBXB4Gefn3KF8wonNuYtZ4GGDjkyGLta5wiKjtQptAXObC4RvDx7Szhr+07IEkwlCxQTp0Ws4MNKbsj5sC1evrmlm6R+TONeSXghsyTCvGQrJwd79mk+ZHAj6NH/ypu8Dr0MgnyBkySBhQTZmwgn/FuBJaVqYQPmzwiLJJxhwrTsf6GHTpzKt4B4EcNQk5uJ90TONiZKhiPm0euxyuYM2IQg0dPKeucKjZ7J1UuwdjWhW5jbeCFFQtt7ZmeWiMUlkDZ8l1fEwuY4zYXVHZyz7nUTvsoIuVP+YT8qXDY8ghbcTUwsqeuWlgFhKIPXhi3d1w8e7iJkpyLDenJQkk0+hJBJXkF4IMeUCnx2jWfCIEcXZZu4jivkllwpBgDN1IDpxmBLGpAqtyrW2lEW+GWeQm+BWQ5DuUNHpDKWtClzdknRuwHKD4A8XoobGpIaa6RG3GEybBoqsrE8GsiVCdTYe4cVEjXQ2QKVPf1AUyAHPBdDiH2BjEUNgLiY0anZXxaWcgtZ+hSxSSpP3WlFsMo6qSmY6GmyT98yXxcRKZpGazkbwQJ8/GrICRW6xEE4a9iKnmtyPHDCYiUCISxLNcoyNm1xCi/yRiDTqll+EssGhoncHL1IdQUEY6b5o24kY2bwH5ESpnIURuyqkTHtKU2fIyt8kBvGoRt3kgr6o4NFmRBNHW+SpJSkwmE4QOK0BC4LGlm8I+cxwRKqjzHIgmTdEcaS6XJQ/d3YhygPgI5rCvUzrNeeYE6N7uqVmcwcOmH3kkPpkZWTDJEkjiOpHGFGG9kL2dDw34Pyo23CfjMHb7LiCaQvOGNeoYYiLIF3O4+HiUK0r94wmToRK0vR2amjSFpZQR28qEJgZR29kUUVOzgEBNmvqKO7wYWIJXdxB9s2RFbqkozBehP63C+PBqq3zfSn4dHwblAxm2RwSU1EE0agsjmOK21iiRvgxqWZgGigbpyiCGh4yajfRkj3c4AXCUXFYIl4la6EsmqRNDEn0Z8+hw+F/Z8kqjlC0PcunpvCNi6E5IJ5E2cNQsyRBE/jzCYS0TjkNDbvKE3yhdOJlM0cMOm80XDLqw5DRPpIzAJSj8j5rZsUVR22IglzWFKPXkHHx/FZvXegdt0xAgTIRaAmjjXbe+GQVLRsNGIZXSZT9LOOFbStKKEnL8yJ4qTvHu/8iHProi/U/E5l1MSjhLR3BbKWy9HH+AQ0lqd3u6FE9VsBd/IWzIWtLxBMmrpqcqKBFN8hdB1HQlKvecLm0xA+GHTZ9fzeCUHMOVqEwj8ZW6WJmBO9R4cOj9vj9BrJskWpYOC38hLYkoIndyohTFrqkseJf14qQ12ksofeVUE7I47mpjC3+wytURb5sPd7wOGJQTQrvnCUtyKwyNnO1ssV960lJY2AqzpdIlIPcnziblKOVoENTU6xC1YSF8oJk3LFFJD0r47D4rD4ydgtxuo4wDNbgS38a2xEE4agDews6VFBKzySC1/EEjhbA+C0JjQQ4uYusKQFC6yk4LKEccjIK2/jFpNFlss0xZcXZk33WfgOGiIeJDUwzi5AenJh1KRxG+ExCNlfHCmYpb6Rv2Ey08XpdFMsGY/hkrsxJzLsNDfRBjk54PJRu9ZCJ0Mz9/0rLs/T1rH66GZwga+MG8DX/FrslLs4NQwpG0yZEE0agIUyZk/hxsZF7MxgW2ganXLfcqzUQRsw9j0dpe957Ot0spaV65A0zeBG8RpB0hFvzVtWW5KrhJXqVu0Yjs/rLkHY2V8buyrkwjKXXU8c9VvIs6hIuzEEsasDpeopInMnSScTSxdgYQHCsZvYwjnCeom6WliD09Vt3JrMGW/M13YgmjYhQmPiJYEEpKwaWolyngqfRzeI4bocQkNOmbKQS7bESeyRvZSvQPtqg+lJw719tUNLCi8YOPzZtEvsJ7WtHs0Nz+4OXKuV6V4l8lYJeJSN+B1sh8Yd+9g2ZSsrnTUyTsiND1osaRoouwpg1wdDkBsWCJRBucEmJO5Hq6Q6d6UCNmGkBNksJGw+SfeKgzJvJjKqUszEE4Zx+YDhRkmLjPrbtX/t2lPyUw+RIhbiFg5LphwIjEScrQnaUqOWeBasn4BFhdTxWXUg2IJoyfe3sXQCtzKUvMcXl49zANVyU052Mogg0N1AsQc4JP74Mk05ERuKVJoQuufwTlSxPAr5lJSZhfmSqeA/8owAkfGqQhb9Vcp9crgnzlv+QfJej+0cGZ6s4Du8enXhuZtInmRhNmzN9i6Qi2UpMODOEEwlQ2MJ0xNvqzVUwGXn3arp2+BCUTNlIcj+RNKxGLJQ8Y5MZogmRulqW5/m14gmDZ+NufKdIoqKCypUSaUwTmYlk1uZneIgh6uGEKMy9ulP89G0vR1mBGmnaY8TUmlqro5/cOqx1TX6W6F1zsWeUIkSzw9m3A4/tPt2IyK2xEEbMzpEuV6idEeri1ZO1HJ0oJzzhw2iVVYYN4IviEpZzbwXLlC37TcVqG6mJR4bU1bILcxLDUQSxILZGXEOQA4SrqeHzUhGlVa8oyJB5Ipy8HCZiNCs0bygjR1fHKO2H2ihOo9loLFuTSpiMTatyRkRowNNxHIQLVQrZNdf1VO8SXowjl+RSrrIDRpShGjcZxl9d1hjrVN0GC3HrMjCdN3dmUmKiT9Cd7XgxpATLFOzqgmDJCXS/hCmZ/de1NslB7Sy5B9KkI0RcZQUw3KCTAtHCfyQfefKRxkwD/jUjaRO62oJc2U4Cp4v0LVEABX43F6D75C1q7ClC8twf8yyDlOl9zR3fLIEoSbCHo7ha7Ws6VroFz7LjkYlqzkwF6tmcBAjd5CXYXN5MsimoYmzDU2nrvKe4raL0cqDui6NfCiRgljKLcQxrLR39TmHoq2hMFGENO8/aYKIWkMASVEjr+2IlMkgnDYFgDE1Nktrrlqf7dmXyaj9bQmob5AnGobpsmbhwSddiIJY2KQKg/xTzrRtEPnIOZrzYKOC/TUdxbiychktw9OwZlYtCeVCCGhsHWVaKcgYwjOO7MzyAU8R+Xkoqm5EE0bIHU/QoZvhHzlxu9pQupeAORnYPwzG+0lognZAaEroUbOaN0TJ4JuK1aObPUbvP4b97OKTYszfoXXkrakLcE8yGYSbxNpGgvTpppvFfs88qvNuLSJnGYgmzNu5o1tSRhEslAocp+27siKZiCQUE6ZMUSdLuLkvIZnU7wSMWOgI1i9HaKCWN2NZqlCN0pF3+8UV4o4s41fMmRe14UBGzEIg3QXQ6r2KeRbCnExCS4NckIMTzq9mKcwnkedARu25kuvBPoupFzxwlaVodQk7KIqCT1UYUJwSz7wtN4POQDc3M4W4u5ajDGTtD8oGlp+EfOQjcDKXQnUgcY6eFCqDfI9uGFARUuAC/3h6lgzzb12VSgGQUwlk+Q4SpEdC3EHpUwairTTm2IgnTJ73Kkl0WvEgkLziNEYVz5i8QSxp4EhDTU+dFlERywpzMZgxw5sbx/b2wRU5GVWr+55mbTCtUAtySuzDnnVFsQIkXF1fDHc4UoXV1BHRgapCb83sDHOEEzkuiOiw3Hu+aKWfq2nuFMasMkEua74aF/qg0VHWFepaBRot8uVKjhu3B4cNg/6JS7LItj+EREcpKYxThQ6jlUSErS4M1cBkG0wIp2Ywjm0xKQGQrkqCmJR0yxIPxZ++HNiwy2HU+Jn9cP2f0qvCc76OHeyXMUOKShifbW8JKIE8womsoJyQ3Edf7yN3rG09dO7LkBBFjIbptlSPpUdVIbYiCmG8hTZu4ozQaUtrOCGshWfg+wU9qqCYNdEFSkesYEtCI5myQplVvNwSBMymcCSCPyoIY3yunnYKOJ/04gElIx0OyL0/eEtUL2YrcErEHR/2OSWbObQudt7aFu+Acp9IkPg0aEKUtEtMsEsLnxrMPg+KY+uadZzifRPyQgk/ZM00EQ2AtsspbuJ5QmNdZ6dtJ2OZF7sMF9eLmm1GEerMYRvMjkg2Kp851qoj2jYuFVEbroNzLul6e9mRBMm8TWVBFuyg6np9+YQwWxxDoVQiDdIkCdQsNVY4S4nY0UIWXNiuCjCMK9q0xEpiWL7RiWlH/JlUsnhBZAUw2aKr8cSRRYdhCTHhrIFdFK6aQnTkacahidT3VZAy3ANLkYXxKTELhM+U/VB4JEqTPjnTTRkuwo6+EtkxFH8uxoUuwqYpf8acsqrVImlOqlQ81pMLb5iJO+hKxaKp8IfTxLye4dC25as7yBVvtBBRKJWczqeg/ZQTpuislhrji/hLp5cSnK7JoxJEbGEtBFPQKZZsUOTRGnIgl4IktWI1UOqFC5vGFMObHDXdgXnTBV0YTp+yWCtyd6cchJK8zkQRctB1NE8dqUC9osiItRbrySrRkcv6Y7XLY97kYR2dkkExY0YV6dTV0uDCGDuHKkO2EZG5HgRlVKGRBQTJqs6VmE5qzDq0URpPtfEvXTMlFESufRzkPFM25osJ22xhcxLfqXdpIEgsnj6xATpm04UJ9c+UfjiVFXTwpggI2c6k5ff58ETPoAOTsmfkdUDqfZUsIRsD4yI0l6u0nZgfnFG413/DNhJBvZerz8cIQNpaYmWgKZze8U6GbkAyg8u06sUhYQo7A1CmjYmsOJE4pZZewsJ/vXAGt5Q1t46UWUCdv0KCNnJtKiYnc1Q5JCzM9/OtED4MX2BjksH4ge6l7U1GJkQRKiS9TJM/xVYpxYMSgWsPRu436rdJMQu4vtCfGnZQgbciCZM4YXRO5paul/q0dbKOEUws/qQmljZD2CVncthqWlZQooSVmKOpfFDySKQ7KIQnmMRBG89KpeRhOc63vkDXbs3/McTZU11mFG88afejfliSdI9zRl/iW+t9ghpa0TNE1VBbXiCZkHkeWGyNmOlIRCJ/BeneYWszH5uzS0sQ0xpYkYMtmIJczYGNQySscqiMMRBId0shAb7/yBKUjifyRIhknIioI7M+eufq85hyophrjYTuhbUU8skeyzj3emvH/qvkglzfTNwNBK46GZT255x9NQ/DYqdMbiCKYODJc2K5PvZA64DhA0WnAoJw1leqpAilRzZKmDDbucTIsdfYumQOISj2zsdKPCNgnE3Go5TaJgBteAQPhSNjc2KXD3H9P7UO1zXD4yV3zvURiKraVn4LbGhji4HrMnfs1QP0xIosh/HrRBFNW1fGTE7cqiCC1n0/br6OaAvl7H8Q5U1mhzPz7y7vtuuweB/iKFgf4rlH86C8woPE16/bS4p5Cr2VoEDR5FCSs2955tWuPnmlk0SNxBOHZZ6gBo8oHOJf1qjosjUOFjqYucuun1K5DYiXI5QKe2Yav5RUduIJc49vDuJSYP8S1aCV5gj0iHkFhuyTkSFUqnoVj8mUlcGDkDIokjXk/2rP738O12LHp2Pasf8yqwv6RVFj7H0WXQ6n2fi+r6ur0/xf8gX34hUznUaaFZex1AXrXsM2LrPsOfJ8ny+xMd+V1pzp9J3ptsp8iyT/tpkf6+JT2Ps6I5V7a6KjMqrnCSMytJlhbWPYKhgVEAz6/RRzg8sw12y7np9fi7YK0lHkVADgMGrQEArQEAgAAAAlFPdhDtvKcBAKlpogG5bnv/nAECAwuH6AAE5e8CIPnYnB2ABQB+W1lsYnVkLVN1YiZWQ0ItU3R1ZGlvXSBTYWlraW4sIEltb3V0byBubyBZb3VzdSBnYSBDaG90dG8gT2thc2hpaW5kYSBnYS4gWzEzKE9WQSldW0hpMTBwXzEwODBwXVt4MjY0X2ZsYWNdLlNDLVN1bWlTb3JhJkNBU08uYXNzCgMCsDA5pv3w3AEdd1ZRAwUEAA==

QH7B 发表于 2026-5-31 22:58:17

好像删掉前面的“{=0}”就不会报错了。
在ASS标准文档中没能查到“{=0}”的定义。
实际显示效果也看不出区别。

白茅 发表于 2026-6-1 07:45:20

QH7B 发表于 2026-5-31 22:58
好像删掉前面的“{=0}”就不会报错了。
在ASS标准文档中没能查到“{=0}”的定义。
实际显示效果也看不出区 ...

{:4_675:}208行修好了209行又报错了,大佬再看看?谢谢。
Dialogue: 0,0:05:24.80,0:05:27.81,Default,,0,0,0,,{\clip()\t(25,2986,\clip())\shad1\t(25,2986,\shad1)\fscx100\t(25,2986,\fscx100)\fscy100\t(25,2986,\fscy100)\1a&H00&\3a&H00&\4a&H80&\bord0\t(25,2986,\bord0)\c&H282636&\blur0.5\fs13\frz2.79\t(25,2986,\frz2.79)\an7\move(319.33,167.47,319.33,122.25,25,2986)}刚才我哥真的是抱歉了。\N我这里有两张电影票\N如果方便的话可以一起\N去看吗?这行也没有{=0}啊。

QH7B 发表于 2026-6-1 16:16:19

白茅 发表于 2026-6-1 07:45
208行修好了209行又报错了,大佬再看看?谢谢。
这行也没有{=0}啊。



请问报错的内容是什么呢?

我这边测试这行没有报错。

白茅 发表于 2026-6-1 21:18:12

QH7B 发表于 2026-6-1 16:16
请问报错的内容是什么呢?

我这边测试这行没有报错。


还是未知样式

QH7B 发表于 2026-6-1 22:02:04

白茅 发表于 2026-6-1 21:18
还是未知样式

那你看看我删除后的这个报错吗:



白茅 发表于 2026-6-2 20:03:35

QH7B 发表于 2026-6-1 22:02
那你看看我删除后的这个报错吗:

{:10_1045:}报错的

QH7B 发表于 2026-6-2 21:46:47

本帖最后由 QH7B 于 2026-6-2 21:51 编辑

白茅 发表于 2026-6-2 20:03
报错的
https://bbs.acgrip.com/thread-9608-1-1.html

这个帖子65楼有人问了这个问题。XySubfilter with libass作者回复说是“这个弹窗可以取消掉 而且是不影响字幕显示的”。
而且我尝试了各种版本的xysubfilter都是删掉{=0}就没有报错了,建议使用xysubfilter的设置框重新加载字幕试试。
如果还是不行,应该只能是每次取消弹窗解决了。


白茅 发表于 2026-6-3 17:29:59

QH7B 发表于 2026-6-2 21:46
https://bbs.acgrip.com/thread-9608-1-1.html

这个帖子65楼有人问了这个问题。XySubfilter with libass ...

好吧,谢谢您的回复。
页: [1]
查看完整版本: Aegisub-Motion自动化后xysubfilter报错