系统自带的4格,开启后不会自适应。
2022-8-25 13:44 来自 𝕷𝖎𝖑𝖏𝖆𝖈𝖐 发布 @ Discuz!问题求助
系统自带的4格,为什么不能自适应啊,怎么才能自适应。
3.4的不会,3.5的不自适应,但是居中。
http://data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdYAAAD0CAYAAAAmCQfTAAAgAElEQVR4nO292/MlyVUu9mXt37W7Z0YzGmmEECAQ0uGiGW5BIIHD5zhOOKwLEJKM/WKfF3Mk9OrwI3gGjeHBjhP2ExEgE+cfsELCgCSe7GM/IMU55qYxRhJCCGlmNDN97/7d9qUq/ZCVtVeuXJmVVbv2r3u31hfx612V15W1d+eX38pLmf/6sz9pwfBvf/mveJBCoVAoFAqGl156Cc8++2wQticltDbiWoVCoVAoFAI4ZyqxKhQKhUKxAYqIVcbf4Pd/+Tfxp8n4X8bv/ukn8VPJfFI8jXs/vpQtv7S+knoVCoVCodgOBilWF/ph/O6ffBLPdaFfwe//ym/i87CAtbBRuMef4jd/+U/x4f/hd4H/noZ/GL/7J7+B5+xX8OcA8M8+iT/8Nx/GM13+kvrktNb/G9ilUCgUCsV02ECxenwev/krn+9PhufwyT/5E3wyCv8Kfh9ATNAsTUfKtL4P43f/5BeHm6xQKBQKxSVhgGL1YR/G7/zxbwQK8g9+9bfw+TafjcJ9enePF38nqGed3l/9O/ybX/kqvhrUFdYR5y8NUygUCoViWoxQrGtSc/g8futXJcXqwz0ZPoff+OPfAX71t/Clv34/vvR8S7I/DXwpKufD+J0/fn97/c/x3/3x/4Rn2nrDNI5kv5S0VbKN1/MbCZWsUCgUCsXmEIm1aRpy9158/I9ehP3I8/gCPoQX/+h9+PJHnscX/tkn8Af/44fwjFjAX+P3P/I8vuDvn/+t9uLz+PO//AUAwId++0Xgt32ZH8d7m3aO9Wt/gI//6h+06T+EF//oE3gOX8GnP/I8I02LpmngLG1aRerTZ9DlUSgUCoVic4ScOXiO9Qt4/iOeLv8v/M8f+TS+FsR7YnsOn/ijP8InAKAlxS9QkszWEZKpq+9DeDEqT6FQKBSKhw/Fc6wu5IN48XPvx5c++jy+aP85/tvP/Vf43z/6PNCqzy8GK3Bfwqc/+jy+2JXgSPmDv/1iXHKbJ1zF+yw+/rnP4eNtOc9/xOLFz30Cz0bpqH2U+Ck+2OVVKBQKhWJKbLgq+It4/qNf7E8GAHgWn/jc5/AJT7AfeBGf+41nAbzUo1iBkJQ/iBc/97lWrfaBEygnd4VCoVAototCxervP4hPffZ9+PLHXsAXv/5pfPKjH8SnPvspfPljz+OL+CA+9dmP471Esf6vH3sBeOFTbd4v4dMffX59H63upffvxcc/+1l8vC3Dkbkr/9lota9LE9dP7daVwQqFQqHYDkYoVk9cAPBFvPCxVv994FP47CfQkecHP/UCXvgYWvIjZPdTwJcBAO/Dxz/7PiGcg9RRFK5QKBQKxcODglXBP4lf/8xn8Ovd/Uv4w1/7FP7Mfgmf/tif4c/wAbzw7E/i2c+8APtrn8ILH7N44TP/us3zEv7wYy/gzwCApv/Mr+Mnm5fabTN+da9f2fsBvPCZf52ZD23rh0XT/A0+/WufImXyFb9NNx/b6GpghUKhUGwBfFWwkV4b93v/8s8vzSCFQqFQKHYV3/jGN/CjP/qjQZi+3UahUCgUig2gr41TKBQKhWJCcM6sHpAdCoVCoVA8klBiVSgUCoViQiixKhQKhUIxIZRYFQqFQqGYEEqsCoVCoVBMCGN1CbBCoVAoFINR1zVms1kUropVoVAoFIpRkHWpEqtCoVAoFCOQ8vcqsSoUCoVCMQqqWBUKhUKhmAyqWBUKhUKhuAQosSoUCoVCMQKqWBUKhUKhmBQ6x6pQKBQKxWSwSqwKhUKhUEwHk3AFi+9j5fiLv/iLKW1RKBQZ/NzP/dyDNkGhUBQgdWxhEbECwNnxMxOZolAoUrhy/vqDNkGhUBQidSJwMbECwH/8t/9LJtYAsIAxtFohmW3T0jTk3iCNXFxJ/Ni8XZsS45MiuzKJklG2IE1J3SPjk3HkeZgNHvrY77rPrijesjiTSG9YXhOH0/YGbZd+w4KhmXb932/6RDpSoVDsDAYRaxYReUik2pd/ZPwmhJrN7zvUzHsKiuxKJMoSaookCnEphPoQkqoYVaF7phbOdv7dSCRpWLw0QOrytc/DkGsabo0QDqx/W03afoVC8VAitd1mAmLlo3wgIqJIBVDiKOict0Wq2bwbkmpfoj6VmpoVnwKjn5m3bUuE2hc/RKkas/7qrFkTIyXCFLnyzyBtBdgZgPbPVuSzasvynxsOPhQKxUOOCVzBMUzCtRsmSRvU0+k8KNevOFgYWHef+1eEJy4UPZ50vSPjfb25jJM9c2EKIDeWKK3XE6ptMxn6CaYw/b0hZCrE2YP27xCOUHUxvUKhQFKybkCskmssNSfIWaKgk34gpMrtGjGnOlqB2zDuskk1mWYCQs2V2xNUVBglT4lQIzcvUbDB73iv/ZsBOAAafz+k8apQFYrvFWy8KjhARB59bktGvn3k88BJNSEXe+0a0y7qXt3A/bvNQYqPtyMXK01qG1O5fMDWkSUb+HV2V4xs9wB7BOAIaxLdApGa5I1CodhRpA6IGEGsI92bpVLsgbl/LSO3Upf2JnV7At9wPrXPtrFuZZ55I1IdYUSfZ0BUqMyNS68NAMwAs+dcuzgEcCBUVGjrqLlm+v/ACuEKhWJXYJtJiNWw//8Trvwd5aYcgJxSjTr/gaQ6Wqm2dXUqeSA2fWa9anAD9Ll+xypVOkfa8R937Uqkut8q00O4n32rXOkcif/qqdei+5r6nk2qQeT3xceYSqYKxSOJYcQ6ihgpeYzEBKIuX3BGqZYUMTiezaduo4GjlT/r/ce4fycfQDG3bk6h0k8zA7AP2KvtwqMWwVdthHAjh+fcuSWu3ioTp1AoHhmMXLzUp+hSG/IFlBLAJl63XGROLRYRxNC2tc/G2Ja0MvUPKneKeGE7zWWSahGhEiLt4hihYh/AUatQ9wf8djKqM7rkxCrkTf72lVwVikcBk5y8JCJwo/oAw+L68o6MHwyvnokaS6nFPoLwBw3k0gSggw0bTuNtNAcq2NWXJpVpk/2pIshvInCzFtrFV/Ma8tm5e706bRWqvQbgyrrAyA1LXLxAps2MTC2zh2eLyhFGhNnnq2SrUOwaJiJWSan63tL3nKULPzaMH1U+Y7OUWizp/1KdZNbuxHak0raWpCsmLo+JXNBi+YzchihHab9p5Pat2usDwBwD9tiFpX6CnpitydtL66D3nQL1XgepnfyLtYBtgKZZf/ow2/5/8Z+P9zwWhUKxExi53cZfJPan9m2p2SapJvMaZrdPPHT179B2kYHHJqcpbX0gQlT8A3P/UuL0n/7Z8fsKqCrAPg7gOFaUuTOoAwLkaSTC5GkqRPmNcc+uXgCrObBaAvUcaOpwgRRVzls8XEuhUGwf0+5j7YoUes1o1D4QWyHVFAaQ6ii7yCoZyuFDy9rUrr7BRrAydkJSHVpQ99shpEWVKlqFamZwZHoNMMJPOPkbTLhrO8K2CJSq4WlaNA3QLB1pNktHos0SqFeIt9BIvzFevjKsQrGTsPIZ3xOtCuausSF5C+P70OvaA0YtUurixypwolTHtHErpEo69rGHPgCIj7MsqVuKo+Rp1vdUpZpWJZpDwDyB8hORTPARkjYzhB9vSK9XC2B5ASwuAFsTV27D7EiQd8qubBqFQvEwYwuK1Y+0qcLYoKit5OekMUId5Ei1qF8fqUa29ky8MmuvR5NqppJBgyiByDpXcEXC9gBcA8wVlJ/VK5AnV4uRKjXtUoHaKdDluSPUZsXKGOt+UCgUjwq29HYbrgbSSbaGbN00cuAipd6yUxHCAqWpVv321l2ScQOF2lf/UAVN50wBR6SGhVcVgGPAPAa3jaagAk7cXV3kk7uejXFEujh3c6T1cr3QSBw8So2lg00gnstPxBuEB1AoFIrdwPa321xy3r780cvJhc6st+whiqxvscwAbDJQySpVbEaqU35fpgoDA9dvq1SrGZxKvdam5eREn3nC5dsdfUgI19DFR9a5eS/uA8t5xuiexnfF0d+AWZsduaBJ+NQDL4VCcSnYgisYWyKATeqmnWtmEcnkpCrUMRaTP9ME2Q/Fpl4JTqrdPmADVFQ9+gVKBwCeAMwh4udKyY4qVEGN+s+K5annbr50NW8XHXl7GPjPKIgQ0qeErJQvGvwpFIqdwnT7WLkyEPBASFVKJBxTuBXb6EEIW5pT3Sh+w/nAqZVqL6keA+YpkjFlAFOEwWH79NOs09ZL4OyO+xxqe1HEGPmpclWh2EVM9HabDUl1iv6jV6kCm82nZhKKUZS0HzZSvQT375Dvm+9PrSjpGcDMAONdvwUFd4Qs/C7pCl/bAKtzYN7On24NY3266gtWKHYSkyxe2rYSHVW/YeEjyK3roMdsx/EqdSJX8KC6eby3of3clut3TDydUzXkD6aNmwHVU3BvnykoOFClPoqW194vzoGLk7W7lz+jroDUoiMKKT1N26di6WEhbXg3J6vEqlDsGrZ3VrDHQ+H+FU5UKnYbJxL3qdSoMx6AyZUqs2GTPapBmQPLSCnVJKnuA1U7nyoditVdSwqcElW1jlvNgflpuyApMogUnln1a0CeYZve0gELOT1J8lYEj86SDzY1wcMUCsVuYDvbbVDW525NORm5Q5ti5W8yip+k8wDcvzl3eHc5lfuXl1uarw0I3LUCqZoDuPnUPUIwJnzMgYA08Sctt66B83vuaMHswKLwAUdnFo8rJiyP/4ZUrSoUu4iJ5lgHYiuEShRizoU7SKkOrL97Q8oWSHU04RacftWHvrzF4rX9TnqV6gFgngSwF6rSyCNLy6Gf5AAJa4HFmds2w8/mHbz6NjIA68anypAkNi2HXye2gSkUip3HeGLd1I25cdmZTq6IuBKJeomrdf+ZkXOYWxUnGyyCCVyWQhmDlRndpyqR6hFQPQn3qjeWt7unqhRhGSDX9Rw4PyErfVMqe+izMcJ1bjBmyOOj5Jorh5OwQqHYFUw7x7qJ4tqk7K6jzXREWdt6jBOjBZ/kNgh1UDzrjCd95gNJVUpcolQ9qfJ6urlU7xmo1h6CwKVcucQXJ8D8ZIiBrD7JXZxYvBTNmbYGU1WcfZapZ6ukqlDsIqYj1m32ATn3axCfUKup/CU29xGyHalQe8sek3/AvtzBZRfGRfFEVfp7iVRNq1Qxi8uxwvdsSFldmVV7WtKJm0vdyDsiZE69r1UkTWojLYOlU+5UKL5nMO12m02QLZuqihHu31GeNqKStkWqtJox+fvUex+6/H0VpfJS8DlVIHg5uF/9axipdiZwdykhKn/MoYErZ3nhFihFo0XuVpW21UC474xgbZPKYbamTmvKeRhS+RQKxU7hwW+3GZ3Xd0qZxR1FxJRIJAaTrRicz4e0c5Di64uXSGOoQVLZKffkqMIQK7iqVar7gHkKkfs3yEPKoqRKz9y9uO8WKSWN5QTdlyYXJpVjwmDqBuZTqkE4V7gEOsWqUOwktrcqeGuuyEIXWrY/7Mlc0pemtjlugpKyJEXoe3KzgUGTkj0JiMjUBxq4Vb9POnLNFujLIoq3K6MCzm8Bq9U6afSbZl9a0smRUqwJwk09E2Ni86M9tlI4K0O0UaFQPPTYyj7WrZEqjR+pVOHzDjGSpN+EULem3nP7Mi8BOYLpElBSbNVq9Tjcofq5cimp0vIq9y7Us1tAU7eEasI9rykkv8OMYrV08MLipXKo7bwtUTi54N6IsfuhFQrFA8P2XcFTQurUhi7YyRGQqAZ9nN3MNbeRws5EGIzfNxuVP3BLjagOiV3dNfnrSPVJuJeTpyojnxUpBwbdIqXze4Btwu+UE1pRQ1IwjITJAEFsK2KvQfIgCXZvDYDGveu1aVy7Gus+FQrFI4Hpt9tMll86eqcg7yj3r2cOr1YKzCsuuyCutNCxajU4y3gAoSbTRP5PQqpY31fXEqSaKt+Qv8q91u3inounpk8q2tvCKl9H4nl3e1R5vInTwrpBkAVga2C1dCdCNSv3qSSqUDwSeHi22/Spsr6FSsnsYwjVw26uCCd3/25I8kHZgjrM1s3zJxLzt9UAWL/67RAwj8Xl+RXAhnzyPaDGtKconbVbX/jAILdwKxUnhbPrQLEKbYzULPEkrJZu/rdZETVarwk295x18ZJCsZOYhli3SarRvc0niZDpbJN5yYEPYzl1EDENjTeJAwwKsUndYhw9lIKStCclf8TgHmCeThRCCYp/tvnnLakaIQ9XjcWNkgYVuWtK9mYd5n8r1gLLc2AxB5aLddrUGED6fTGRq1AoHg1c3hxrkVL1GECqg+ZSKdgpSttQDKOIjavJLRg22K6EUu1cwFgTT7UHt62Gs4ZB5M6VDpNYnDu1Gn0vdKVvyb7URBsksu6uSTv8tbexaRyB1stWnQovSuck2keWSqYKxU7jwS5eyhHIGPHRxW9AOltT35cUPzbv4HI5qZILruYqA/eicv9OVXrIBs1swgJ9/vmZ+8vZYQDxhCYbJ+1XzHRQgLUdlPBXS+D81C2isnSaQpKbhtxLdaf2IasvWKHYTTwIYi0mD8G4on5mqPvXxpdj+rOtkabZrH/dymCBun+B6KD5ypNqBeAKwnlVqr4ZGXIyW144terTSIcqMXPyU66sbmqzD4sWH7XXq5V7j+tiTg72p+Xm1gFQuSo1RFLbENIpFIqHHallOdsj1mKVKozii4gpkaiXXAw22jO4kcLuiTQbKJetkL2JLzvlSZSdMXAvK388LiJQl9Ttatbktlw6pdp9LT6NwKJM7IZmCnPAlt13CpXbbxyRXpwC9Sqzcjf325FIdGgZCoViV/Dw7GMVVepE22mSUZSwH8KVv4F7cqqyN8kvECrQKj/iPvUH4puqVarCzylSqO0/nsxWK+D8fpwhWqRU0siKJaUkjnWdlFStdXOn5yfO7curyS0yltSyNDbq8wwrzyoUjxSmJ9YiRZfoSYpIdYiq4/NYA7MX2zU2nrsNR0BSa0V1p+JTz5i4U00VEpV5DNlDICi5UrVorXvlm2RjyeMISIkNTgwL64idvCf2op3TrVetT8esP7vTl8jvhsMm4q2JM3RKn4cHrgCFQrFDuBzFmuwMeechdDDFBDCEPHw9G+wHnVwNsojJVPCIgpJKNWUbISi/NcYcAOZaGyYQckBwBBbA6d2My7XEXsiqlqtiSuh+z+npXUeokVHks3df81BXr8jOPXUoFIqHF9sk1l5C5WmGuH57EuXUoHTA+RD+2YpSNWlRWIpt2ZWKD04dIkTlzwH2LlhegKga27j5CYCm4BnkfKV8IEDbwFW1cXO5F6fuRKdNj4dUKBTf89je4qVSl113MaBDG0UQdOVvq1THENjWlKoV5g/HYgQ7DyZVhPZSkjTXAHMUJrYsc+SKNW6R0GqJ6PcQbaNJGW4hkzmpg6/6PTsBzu5DoVAoJsPWXMHJvp12kmO302QSDuGTofwzaLBQGkdkqgFGn6gUPM8hbvHSsoVATlTdkYXCKmCprE5YVm6hkH+fKt3bmh0A8YgqjOPKlH4u545QVwuSZ8jKoxTonCx6vsu+cnUfq0Kxi5hesfZ1gilCLSp7jOuX5x3gbi7FaBern+elynAsqWYMGUT2JnNLyIKuAu5ItV0FzNtgfRpSpl8sZCqgbtq9qtJvRCK3BAFKz5Gu+K0q94s/u+tcv/TX3xXPVqWL4UhzngVg6Nw9WxwX7SJjv8eoXHVNKxS7BpvYurnFt9tkOorBaq8UdrPB/1ZEg7D/cgw2eWZj4iNSbROaCjBXARyxtWiMDGk+P0e7OCMkl1nIljNQOtPXUNvQLk665+ZSJfDqhLFYNv2QcnLrlZRLFYrdxvYP4fed6KaEOlSNlbjiejApMTGFtekLrDcdhIi2GSEOiFZ5eXIM3Kt7cC5g0kavyDzBgX+a9bYW0bCSazCCB0T37/wcOLnrXopeiqkIjpejxKlQPNLY8slLEygy6jIdOiFq7HqhkmKNnGs6GohQVyV3uRIXcPUEK9h/X0xJdioSbn5TOrQ+Y14Yxsg2IFUy33p+4khVoVAoLgPbI1bfiY5UqkH8SLVaUkdv3QPjkvFUQW/gl95kkJAkVH/JiREsjvwFpxUdAjgEy9B+2HX6jlTbuMVFXE8KwUEKpCxvGyVs/5o6GOD+LXfgQ25hV3IClF9zN7U0kCjJByFN1NiMvQqF4mGG3c4+1oLOYKvu33TUVuYdaVySJ1inOmb176buXxGUqBKET78P7mqtZoB5Uz4fVbg+8OzEvXKNkxN9JqI5vm5qEyXaVqlaC9x5nWzfoYVK4CTI0xZed8X43yJdvJRaDJVbGKV+Y4Vi9zA5sW6oVE1Pghyp5kRACfFsSrpiGkM+UupwTLmFcVG8oLYMj+N5KZkRkjQGwGMAZnGFlFQDNQm3tcbWid9JzttAVTDWz5AqYWPcnO3dW+7gB5++SDwKbc8uRJKelVAOb5rE4X31KhSKncHEc6ycVFMddU8ZI6JAqx2DTZVqEpssRy4pfyhSpMq/M5rOrP+Cd6zuIz4L2JBq+LUBGqRX5abQ/Yysq9evSu7swZpUmxq48RqCH4O02rZvhW4qPPcbG5J+aDkKhWJ3MM0BEVQ5JHqsXuLqSdBHXiXevlFlF8QnM2Vc00OKmTROIlV/4wmVxgkqu3MFXwNMJbvZqUqlCnbO9o/2qUiakPI8dSubytm0WgJ3bkKZSaFQPEhMM8e6KTH1LejJuX9zc3slmMzFSgOZq3IsTJJlBpI1G3XkVv4GgxRGpMCaxKoDAFdYVpqelOHV5Hzu3LSBO5UOyrhZxFZDyyXK2dtTr4Db19t5W4VCoXhwmMgVvMl8ak9CMZgqHjteoEyuJKdWqUMHGql47tblceQ6qNuie1sNQEhuBuDJ2FapGv/ZNEC9XKeLTLPExevzUiIlhfE9tPVyB0g1tfp3w8GXQqF4+DDdWcFUddoRnf/A+LFpS9OPVrJms75yk+cy2P3bo1S7V8D5MOOOBcQVuAMhEtUErtr2b3EB2IbVwbaVSO5fWh59d6onVwvn/q1rrPcsSx4Qy8Lpal2SztKBEUvfORCI5A6cCiR9VA4pn77Plabnz1/ftKNQ7CRS/3NHEKu0QiSBoGMZ4ub0nZxBuI2h3MrtEH6KuAZiNJnnMqTmudn3JZIaI9Vu4dLVeH1Tl01QmXW9VqvJL0wiQV+1Cd3MvtzGAjdfW5ftw+lWF8bd3SKogNc5QRITpNW/QEiclqfjC6dYeESYNvgIjFFBq1A8MhixeKlwoVKwpzFRlIi2p+NHAT5wUh1py5C8gxW2Ca9zKlXMS0g1WrD0OES1SvN2X3FLfosLUgkl1wSZgtZJ2kDf9woD3LlBTm5KkRqtIhGXvE4MElPlbAzhoapoVSh2D9O4gofMKw5dpCQtGR2BTUf+WeLzimdkJdsiZACR65OGJ/NSgjOE0A4Acy1tQMeVhJzrpXMB5/IA6/lV/xwNtZ2ROwxwz5+otKvIDTBVpioUu4xmmsVLBZBe2xbES4GpOcCJsYkS9UQy1raN65YCvLpPFZAaoDASC9zAlUCqNKtBMFdp0KrVeaYBENSiIWaQhVOVcffGuFObTnfp5eQmcS3cK6cqFI8AplCsveTAJ64G5N+q0twg/8ZbaaaOJ8+4eDuNlN+rU38NrN9ew88DJvVR96
3.4的不会,3.5的不自适应,但是居中。
http://data:image/png;base64,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