nils-pfeifenberger opened a new issue, #19912: URL: https://github.com/apache/echarts/issues/19912
### Version 5.5.0 ### Link to Minimal Reproduction https://echarts.apache.org/examples/en/editor.html?code=PYBwLglsB2AEC8sDesCwAoWXYBMCGYeAzgKZgBcsA2httkrXdjhALYnRFSeU2ZN0A5AGUSAD0EAaRgKyCAktADGAVwBGBblJmyReViAA2JWPIAi2_rNh6Dx2ADl9JS9bkBBNWoBOJAG4QBCQ4sML6RiZO7K5uthGwACoAniAu0la6AGIQ9qJgjs4x1oKePv6BYMGw2blkBdHpbjYAMsAA7iTesG0AFhBEANadRboATACsAKSwAI4qeNCQxiMCggCywYHQK0yCAOxTs_OLOWk6qwCqIKldvf1D3jtCAPrAakQAtNCFjbIAur8BERgCpvEoSLxzkw-E05AAzEisPDLQGxACMAAYMbBWBBtqjihjggAWEgADjwcI-ADYAMx7WkfYlqOF4D54MlkkgfcZovD80YY2njDHjMlPXYARQAogAFNHPYQgCBDRTPUa0jEATjRxOeCtp0AA5uq9trdc9aWSeaMJUJhGi7dhBABhGBgbzAQxOuSZNGUGXyxXK1XQdWanV6g3G03mvVWm0-mx-pPjAB0ozRe11tOpWrFDKtowJsmpGepxMzdIx1LRtOJaNGxPGJYEZfGey11Ir9L2ZOJZPpxNbTDLWrJ-dFIonnMx1JHdDJaZrXeFaPXmOJGImC-dDqdAKhdBhsMECKRKKPu0x2Nx-KvQi1SlGJGJ1JIVPHe25xKUSjZeCjHgOAfHslJojg4xwnC4wvrau5yIGCpKiqJBqhqcbPHqew8jGoxmpGlrWrBd5JiItJkWEdhnBkxSZLSAZyshIZoWGGGEdhuEmvhmEJiReJkfRqZpmi4xaoK4ywaM0m0miWpaghsBloKozyWKOoYgyWLFg-2DtrqknUhixK0rSGFiYpY5ZvJowThq45answ66VgexpquwpmV21JmqMPmKeRB67ieTSCBeNGwjYN44gJAWyeMOAkNS4z Eh8JDBOMTLaR8GhwkoNJkhicI4Go-HrnsahkUhwaoehEYWqMlp4QRFp8aMpEBcI8EuTYbqLJ63oBZkoyMUGKGhuGmGNYa3EtfGxHtbFPWCMNwnSTWDbSd2ZLjN2aKWRmtJapq3balqxLEns1I6bRpZprtm1kvhewSeVB2OeM9JyZJVr1k9ilLppDJkuu0kTjqTmdd1t10IeMPYCFsThWR0UdcttJKDgcIYnJVJKMSWoYkyHKjB8WpwvJPJwmoJCUmBtI4BMVVMTVE3sRa4zPDh4zNbxC1o_D9rEpR4SXoLzqZMSo3MbVbH1XqnPc7zhFtQLkUrcLinppmqnXTqwqcqpZIHX5515v2labo2B0dluxkTkDvJdu9x2NoTtZGapmkA8u3b0iKtm1i9ZmdZrulw9YEdMAAviWDDwyw7CcNwRCQuLIjiE6CjKOomgwFnVHxOYBei5EPy6SUXi-AEQQhIX9hRBFsT1yYySpFnNQmHk9RN8UpTVxUVSd6EdSNwXJBzBw4JZ34yIqL3uivO8Xzl_DUdAiCYIQtQumI8U57IgvxSo0t4tyESOCkhSVJ0gyTIsgBnLcry_KAUKIpiszY0sXVmHRrNfNEydUdAFPqHovSCX9LAaq41WKTUIv_WMKsFqQLIgANXkLKaUzQHAAHEADSSYly5h8uJN8n1CpHWNstfcu516yD3roA-Yt1Yn3vGfGwF8r6UhpPSRkzJWTsifjyPkAp36inFAFGBP85Z_yagA5BQCaEgOWmAgakDpaszgezKM8ikGtRQUNFRHDBDNGENg5oAAlIhIlzqE00mbXawoWzKKCrvZazCj66DYWRLh5IeG334Q_IRXIRGv0FMKCRX8ZZs3lvqPRPFFGwUosY9WaiIFGM0bA3-CCElzSIkokxKYArSnkAkdwzR3CymEAkNYhCfb-x2kKC2YM6TALceLRhqxPEoyxDFdh6s_HX14XfARj9QkvzEZEz-UiWbZNkbkma-j5qFPVr Q1R7p1GZOgXMmR8CLSIMSQY1Zp5inLUlAkNB7g0G4IwfUnqS4TL2J2rWNEnJRQ3TWaktw9CBBdN2D0gKPiApDICXw--giOQTNEW_aZkjzm7Nlvs3RSyjkrOSe00BmyMnLT9FkvZOj4movyW1VBAUqnyHkNchI1ifbSS9rqHy306SfNPOs8WvzoQeMRIfXpt5T6DJJP4m-4KxkhOfjCiJH94UmOkUiwlhySWGNcVi_qOKilQLlbEuRxLAEYtxd80KCQqWygqWg4Q9yOFLh1pWMSeZZKqXEpi8OwVuXIyBX0tWp5QUitGcEqFErwniJmQi7-8q4mKr1dDL5ZF0mDQNfi8NOrlbHP1RqsiAAJXB0o0EulNbggA6vg2UuDhBmGNcWswaDJSWsioDNSL1BwYjJEyiszqOWupMYC5awLlo-pGUEyFwjJmwuldErROSDl5KjSk2N2L40asTdqxZKb0XRtOYa5uLoHAumaHu2tsIlyYkzIVbMgoXrHRcSY9lTROXHjdbyj1_KBneqFcMwJELxmBqmWO2ZYbl1Tt1Uk9doUb2njjRonZ_7tERuncBsly1mjmulMIMtaDmiygPU0I9BMOzak5P2MUNZ223s7erbtJje0mKfC-N8H4yZkm_EyP8AEgIgTAnCCCUEYJwXHfM5FWEuZcWWQU_iL7QMUU6qXQSDEoMxJg5hTiPMFGpsWuJ2IQkApmIsbSh5vt-zNv7NdMSzZaSdUky69xXaeUsNPFR9WNHXzvk_Ixn8LH2RsdAuBSC0FYIkBA7ELVCmOJCeUyJ1WAq2UWevdJoasmguTr1Ep1dom1MybIqU8plTqm1Kw24Yhl0szUhbcVt50k9jmY6U0f5QgKOsM9ZF0Kjm6MuaY7-f8HngJec4z5nj_m-MEricllTa6vUSZFtRGTS7gsWmG-F_mjWNPRfVhSqlaCaU2N1E2Fl25ZLannDQ5bPyyOnjq3Zhr6nijNecwxtr7nAJdY41x3zvG_3y cS4JpWI3Utjebkd0DsXcXxcRQBpLoWUsRcu1kf7sRjVVLNRamxflGO_TzDmWs1Dr0w4EHehGD7bOhXs6ea79GvxuY6w99j3nuN-YC8UBLCzZvg--5Dyi2PdAtym3JidjOwdffmzaX7dF2erHcOUtBaxZRmFwZKTIeXrCA0bDWXaDjjJmWcljqrbgavOjO4Ti7ZESetfJ6xx71OXv9bezzgTc20U_cW8UYQIvdic7i9Nj7tulWC4d9Dyi27d37psRIpyK5CrbgnFetZzusC46wDr-ENmvGrCJ0158TnSeueYxTzzT3eu04G0mkL_O7es8q1Jybbvuf8cJZ7qNQvfdaeQ6hqtGH5eyEBoOYzdIQYHA7AdzXdCTuhT1-iA3AUje3ZN51qnPWaevdDe93nn3hMl4W1D1YTuJsRC5wzm3zOBdifSwFeQBaM0ZoSJkAAmg4bBumrVplMgyJXXZNL9jL5Zzp-Ok_XjH8tCfZOs9TcZ9ns-s6ddBd8a999V9vd18Xdo89xAcilgdoMPcoCvdD84sMtL8ZRmg1gHA0E28BA3J5J1wsQGQ_J8J6wDh38O0rNyNE8-V-lDc08WtJ9ADp9usQD88rdq8hs0C68fcN94C5BXcgd3cl9a9gN69VhNNloUNL9hA0FL8lDCCmBiFdsbw0Rax6V1waDSM6DTsGCn0mDx8WCbsAD2sgDOC8959ZUQcZs-cV90C0s9C2VED1Z6JxC99i9nDpDdhZCTE0E0EzBcD3AM01h3ALVpRNtGNkoNRRJLpxI21DstdrB48bB3Ue1f8TF4pEpkpUp0pIIsptwcpKR8pisioSoyosxKoeDBspo4NVM_D7QwDVgIMhoRoq96jCJpoIc19BJWjdgMEsEcECEbFH9LpkonECZrpMc1lBiY8h8kZH0sjn0yJcikoUo0oMpijSZcpyjCpipSpswaiC9Qd1RGjRtBCXcFjnR2jcVOiIC4leiWd-iOiyJtM907860RJTpHIs RTIjp4ooZUiGFlpMjKNsj1YNj8jtiii7Y9iyiCpKjjjypaiF9rdCUXiD8XCaFbi5B7iilHj7CPtsToCMCHiMsykKkqkak6lxjeQcZOQOxxwUonU8TQS_lwSVjIS1i4pRI8itjCjMoETSi8pkSjjqiKoziHCLigMmjriWi501UF0PDiSUCl8yTfDFSJZ8SbBJRmh5Abk0EHBVDFxywxJPoLohRRQnIKsOTB8DDQoIT6s-T0YBTNiCidjRT9iJSqiTjpS6jC8GpLj7dYClTVVwFVTTl1TF8BMtSBDwzdSyJ3AzBpdLFZRMhZRJQ7kkcKwtDTIfJjMQYNd5jOSuUTEXTzs3SciPTYThTdixSDiUSpT0S7CNT4zQzS8HSNkVSBivCsSuy3jKTj9cFcF5BcFLlZQblvjD00wewxJCzGTOxxwQTHTP9KyeTXSTD3SEpPS4SRTspfSKjJSAy2z1YniGj5SrikyRC9TXR51-yujgy9QEypCdTfR7yT8QjpQxjFJiQ0x-xYjGN5IdQHpI82VbjY8d5NyCdR8azoS6yhTvSjykSTz_S0SZTSShyYDKJ7zCS1SBznicKKSiSyJcEFDMgEhqL3BpRZzsMH91xBxmwtojoVI1yP9qtuS4Lj4oTTwMYsYcZyYPh8ZCZiYnoyYKYtQqYaY6Y8AGYmYgzzjFYnDEzKIw4YsK9cUpZnzlL-D3zbzkwNL1Z1tKkEhmgzTsBiEIY8xm1TJHIsxQ5yz71YLv8hAU9YgBLsZcYRKCYiZiQSZJLKYoJZK4R6ZGZxgsKl8VKwtyTcTr1jK3CtKikdLLzCIYq-jcKhpErQokNzFm90NMNNtawLp8xMQtCJhMwnL1yuLXLGDmjnQvKhK8Y_LxLSZyZgrqZaYwr5KIqoqBMMrXisqaEcrm53DTlUqSTor9KFTDKNYyIT8z8L9r9b9xjxJT0OwvocwFIRrnK8c6rjCGq5AmqfLRL_LAqOrpKQrurwrFKMTeDMJBq cSjqbBhBRrHdxrQpJYiLHqZqbzBJ3rdB5DFDlDL9LKsBiERQfJNR6whRro-xqrOLtduK3LnQPLigTrhKzq2qgqrquq5KFLIqlLZSnq4qXqRBAaN9PqNNJqOzCVSbtS5rJZ0FgjQjwjIj8FoiGl8wQKX8cZhRmxEbaCNz1Yqz9cEL-LMZvKsbWqAqJLLqZKbreq7r2y4z6a_qwz1Kt8eKshaa1a4kGa1LsqUy0zcEMysycz5BwbYBrUxRDYoaaxkpHLdqarkaDrVidycipbmrfKxK5b2qpLFaCa-riaPtDaDKtby9t9sqfr0qNbuyUqyIzBhAHAHBmhd0M1MgHBZR6K3B0xw9Bw_pxwMdGMhb9C14SxY4oR45rBE4OAuAYBU4YLQNM5dxs5VANBIB8426W5TALAe7S4e4s5-5yha5QhB6x4B7qJEgUhUaVpTgR58hJ6K4R6a5KgQhh5u5l705WgOhbg-hBhhg26Jhpg5gFglg56NgWAFgs4DhT7jgL6s4rgbhugD6Hgs4l5PhvgGgrxcdgRQRwReBOUq7boa7ZA67k5G604W6JA27FAO684ky4h7Bi4p74ht7QpV7B464J7V4Adp62457N7R48HYgsGx7iGl7SHHcJ555lA57Z5DB54P63gv7qGmA_7N5AHqBgG44rwIGG6eBm7m5W6K54Hc4u6kHe7UGK5e6MGyGq5R717x7p75GPqCHZ6O4F6t72HRdFG16h5tGSGf6d72hOhX77gj6K4T6jhz7Tgs4r6thb7Dgz6TgdahBn7zG7hD7Hg27P6V4THI4Rx_6t4gHK6-GE42B66U5oGRHYGxGc5O6tA0GUH-7ZHcHAmFGygDGcHVHdGXdB7CGtHagqHMm-59HsHqgjHSm57RBJ56GZ45457_Hv7v9OGAHt4qBeHq7-GonIGhGdcM54n05xGknu70np6ZH045H8mhByHlGZmymOdCnNG27KGh6275nDGSmNmK5d6vG36rH04bHX HH627HGb62677bG3G57PH97LHfGK4WnZnYB2nQnhG0iv8yI7ZPbWEvA2KaweQcAuwmRsYqRAIlBrQIIDgvAWQSA0QSAlB-rCU9h9QMRMrSK1kiaaFqa6JxhY6LQ0XMRMX4qPCcWOFtZbIUoLpTJGMQZawTZqWzR1cRRGxLobZVILpsxtxj1Pp7SOExwzI7LKwnoTI6QzMepiC9gzQ6wUdNJPIdrr0KXy7ar6CxbYhfnyamw1Bmxxg8A1ARLGZpLmwTJ2RoJGQcBqQsY_w1BPpCYZULypqBNMR9RYrGbKI9htbUbfQ9hCWowMQ3XSXybMgvWtYMxTZjI6wCZxJfoTYXpuwLoLYrQBXIp2xGN4jjoJxXltwXZswGwKxpI5I1IIKGLNI6xno1IjInI5i2Uw2kavn3aTEtWPybBwRswzRGMaRXwfw_MyYsRDWTMnJqYfIlBeQUW4kyR0Xg3W2RBqRvXBJqR_Xngp2SWhqsXTl53w2tpRJOwDhOR6xdp43pJCYuwdQmwxRWUmh02cZtsTJKxVIZX3pDYuw6x6wU3iM9MbSdRGMtwrQ4ba3QMt2G2wSm31YW25qcBaQwq-xTIRLyqmQdpSY8A-RDXdXYa3w8olAwIJ2_4FRRIZ25rhBHWkro7cUyRl31wg312yXTkSOmh0xNQhQQ8JwtCxIrpS23BlIrRzoWSGw6wWTOPrB2wtx-wVJYJNoxR3onkrpmLroo3AP8tlwcYGx5IrReRbYlW1l6P_gRxunQHemk5BGm7BnRBhnQpRnEGS5Jm0npmMm56tncn0HXmRCVn241nqndn05HOqmdm1GOdaGp4GGmmWHl5WmJR3nuGdd0izwjDloIOUYAXxIgWEpQXiRwWPMoWPgYXxg4WEREXkXQ6l9iWMWaPybhAVXSP3H_CCXdLZSSvCPBJKvQphjsE8FrbiFrIbwPohQtxU22VmvdOnTYgR9igEugUkvBRqRgW0uMvIXoWcBYWvB8ukXcPCI GuyvZ2KuF2hpau0qiXp3NumbBvihPirFNt4oLoLpjNKxkjlW9q49vmApxue1JuUuQXpv0uipMuFulv4WCu1uDu13nqtuTvlnkryXl2NuQfjuqSstaTcsGT6VZWjMyr9oaEwfYYlj944vm2-LCc3vpvUvPu5vRgsucu8uEXVuiuBNoeybQedvcU9vnXUXDuYemuqpDTjTTTNsCZ8ILoJPdRGMhOOdMfsBoKYvRvdAXvKNCeZuSfvv5vsvFvcvluqfCv7ruigfSv2fOoxf7Q8Wshme6a4k6ePXdvM1mgDT3B5Bc6Fd7p6x8wBwtqtCGw9eHvPmRvcfwP8f0Q5fiewXFeyffvVf_vqfNeXyuY2f6eiP9eECIfTljf9bMIzejameFrMgblxzOby1pRpQz9zufYawZIDgnJ6RQL-vQM4-Jenv4vffj5_ePvA-IXg_le_uVuNfVbMTTfo_zeMfGeikk_u-U_e-0_B_0FzKxcLLxi-ejJcxYIzpVz-_XbG31WtzTwZf_m1BAWiem-vuW_yeVfKeAeafWfgeY_KI4_XOE-vqh-Hr1vR-I6LeAorlLlhAMM7f295y1I5I33PIhQr2zcavtjyYTe8N-9fbxI31m5B9D-7fdXoD2wiP9Zql_AfpDzq4fZU-T_dPlpgSC4IIimQT_gICPTnRuWbyD2GdHd4r9QOa_arkIE352YoBCvA_iH2P7h8u-9_bXo10oG4sb-GmO_lr0QHn8--4_clLKEpTUpCBahESJJFsiCguwu0VSEdG4HC01WhhDVmNwgHJ5GBzfH7m31D4d8EBUfIQWP2xaoDE-UPJAf9Wf7LQ4cpqPKh1wzBvgsQxkGSEWXR73cqBXJazOoOl6aDrw2g_froIp5q8T-Efc4pgOQHKC1khvGQvwMj4RCrB2A5aGLmuSS5pcsuBwduCugvQmwmYUUNdCiHHZhuOPHwasHoEE9t-yXXftAOYF6DWBnfJ1ibxH7GCsBHgngWR0H4WC WhkQpIden9x7pp-Rfctm8jPa-R8I_eUwZ4IrI0CfWNgcoX70qFTd5eOgpXsELD4NDTw-3QQTrwv6FD8GHQtAVsKME7DhB5LD4k3jQyt5NsNpCsIVA7AtQJhA3D3pLzAGhR5hDfRYe9xqFBCj-IQtgY0OT4P9uhiQtoZpQOHmD0BxXSwZrWsEmJFq5-K_DfkL56Zcwzaa7oTDkH5hJWoI1Vm7RmE_M_B7lAIaT1gH6D4Bp_HvsCJhHL92htAiWHEPCHQiE6ZwkpNgWwR4ECCSYYgsXS7CUFSqGnPYUNxFpqD1-bwwkWjWJEwCWBfwjYaFCOEJDqROIqrrMJWgMj6uTI4ciILkLCAFCShFQnmWSh5hLSig7EZMJA5eD8Rz3cUXIDRCSjahawgwRSOaEnCTBTwqOnSN9BqiMBGo4alqMCKs0Ii7NKIuMSnDahMwckM6BqEFE44QBqwUobsHeG6AoOMHQuvBxxiIdYI7IVDjlHvbGRqQWHHDk6IQT4d3Wro0DDp3UbgivqFHSES6xLFcDyOZEAtMIALRjl3-WaYQNUnkAZphAqZKXJYkkF0AAKpWfMt2CtJUJOoFYjhrGN2Dxi6B1omwMmJlapilACHAcJmJQ4GscxGHfMX-ELFhDZSVHAjkd0ohTiqavAuiDWKOFHjSxrQjwmeN2ClozAkoG3mUmRGUtlwK5WCEdBFDz86wk454SjQJES1QoS42DoyFXHpj1xyHbMehy3CYc9xeAQwTeIbHXoHxBvC8VkCvEs8I09Yk8UNHQnOhpQawMwJYmlDmVzAVyQcdgAAoMstwtlHGD5GMhac2UhE3HPpyx46BjARoDgDgEoAoBgA3gCABwAoA2AeggkiAAAC93QyIKQLADACgBKAmoWACAzoBiB3AYgfoPxKhBEAjAEAMAM0DxDbwUARAcSW0EoAeh54KkksK00oCCBWGnQWeJIyIA7AwAs9Oyf-EqBGhBJSQEYKpOwBJANJWk5AFCFaat BPJ3AOybiBwA4AdatkmwIYGABGhMQAACgNYqBoA-AehgAEo_JqIUgEJJIAmcem8MNyakDslqBgAYgIwMADAASgIAfEmwJVLEBFT2QmUj4N4weBEB0a2AKeMAESjaTxYYgOyS8yWYCAkgsTXKmYweY-MyIJzB-vYwCgXM5q1zU5otOWj3MLGs0qYVgH8kCB4pggHqVgHwCEBSAYARQIlGGmwAMQ4TEqdYDKnbxBARATyZUCebwwGpdkkEGAEMDCTvA3UvwSdOIBkALp4gSgO4OsB9SBpIUoaSNNYYBNUaE0mwIw2YYjg9pTAA6T1LRlYAwGAgB6RVKqk1S6pI4D6U1KqmtSFgIETqZ0CICCgQJTASGcZN0hXTBAo0hGZNNiD7MZp79AKPNLsYeibAy0siKtIWn8zBAm0qmW9NxECAsZ2AA6bTL-bgMCAQM86ZlNBmwBABu0iJvdPck2BnpBAV6fVMan2SVA3036TTIBlKyzpIMq6aaNkAMzBpTQZmazKdCIzBAyM7_DLKwByyIBMsnGUwDxmkzqpiUomVeBJmCBmp5M9qRLKIBMcFZAge2dDMdmwywuLnWAIjJi6cytp3M5aLzNuZkRBZAUYWXzJVHizDmksoofDE9mwADpscvwoDKtmqyrppZGOFrNkABynpL0o5tYDDlfSfp1M2udcXrnAzG5lAEXlgATl-yBATsuGeF13Cuz3ZEoKuTXJ9mtzcZOs8OQTODmGz8ZLUz4BTI6llyiAiY8ecoH6mMyYZNgZ2XPPZmndppWcruaeFzlnNloBc5aEXLzkBRS5jzPakvOcB2Tj5uAS2cPMumUBHhdAX2VeHbl6ywABs4mUbN7lmyAFQ8lWSAtgCV96Zp8qGZPKYDTyU5Y0pgPPJC6oyRwB0xMWjKjjRwAA3EAA ### Steps to Reproduce see in the shared example, the boxes are not centered. the are holding space for the other series. ### Current Behavior for each boxplot series, the chart holds a space in each grid column. ### Expected Behavior If a datasetIndex is used, I'D expect to use the complete space of the grid column like scatter points are doing it. Also it would be good to use the complete grid for the selected categories in the legend, if not all are selected. ### Environment ```markdown - OS: Win 11 - Browser: Chrome - Framework: Vue3 ``` ### Any additional comments? _No response_ -- This is an automated message from the Apache Git Service. To respond to the message, please log on to GitHub and use the URL above to go to the specific comment. To unsubscribe, e-mail: [email protected] For queries about this service, please contact Infrastructure at: [email protected] --------------------------------------------------------------------- To unsubscribe, e-mail: [email protected] For additional commands, e-mail: [email protected]
