问个正则的问题,求大神回答!
我想要匹配字典中的词条解释,指定我自己的class以便后期排版,通过观察我发现定义词条的一些规律,但是写正则感到很复杂。
我目前是要打算匹配罗马数字开头的词条解释,它们的筛选条件是这样的:
1:开头是以<span class="RomanNum"><B>加一个罗马数字来匹配的,这是我的正则式(<BR>)(<span class="RomanNum"><B>[^a-z0-9]+?<\/B>)
2:然后我要判断如何跟后面的例句分开,我发现有几种可能性,
1) 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结尾碰到换行符,然后紧接着是一个加粗符号,也就是<BR><B>
2)data:image/png;base64,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遇到的第一个冒号,可以作为另一种判定词条结尾的标准
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分号+加粗符号也就是;<B>来判定词条解释结束
4) data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzkAAABTCAIAAAAz917vAAAQw0lEQVR4nO2dPY/kthmAWV55pf/D9cKB1f6AK124tBrCgF24vM5dMm4yAxdJlzTGuRFsN5I7G26S7tQlgAS3CZDCDuT7sBNjlEKjXXJIStTXSDv7CE+1OyNR/Hj5aCiS4t//+eWzr3/47Osf6mMVTF4f84MUBylCDrnP5T7Xz1Duo3If9XxNJUIlQ69oXiupj4kSQrk/+64Q7yopVNc5YyHi7FhlAzIHAAAAYDbELK4mVSJVUhZVWbSfKXZ1sZNCSCGE3Am5K49VeawMf5KxkHFWVFlhnDlTIlNCiEiI6FBUh2JIenzXEpEQkdonap+0/72jvSJmBgAAANsCV6tqXA0AAAC2ymRXM9wo4DNpXKdxj4dpnucYP013ZbpTMlIykjKS8mwsVfctzdWMEdVzcDUAAADYJrhaVeNqAAAAsFWWc7WqvnUg7TNBswr04+RY4bMZcDUAAAC4HnA1LZ24GgAAAGyMe+Jqp5FTIcRpRsIhzQ9pXhZ5WeTGtXA1AAAAuCJwNd93AQAAANZnLVcLX4+jqsO+hasBAADA9YGr+b4LAAAAsD6XdjVzjVx7LdyqPlZ1kddFnqkoU9EhrQ6pMXLqWMWjSMoiaXeLmuJqkRCnK65eMAAAAAA1rmakE1cDAACAjXFxVztW9ZAZBiqtVGoaXs8xxtX86WFUFAAAANYEV+tOD64GAAAAa7KOqzW0u0U1Y5f64dlnPY3rNDaMTVu/Y8rcgnbP+ChTprE1o7S4GgAAAKwErnZ3R7gaAAAAbI1xrgYAAAAAlwBXAwAAANguuBoAAADAdsHVAAAAALYLrgYAAACwXXA1AAAAgO2CqwEAAABsF1wNAAAAYLvgagAAAADbBVcDAAAA2C64GgAAAMB2wdUAAAAAtguuBgAAALBdcDUAAACA7YKrTSVTIlNCyJ2Qu/JYlZe4aF4f82wfZ/tYCiHF7RELEWfFLit2zd/lPpf7fPUsWigHDlIc5IVz/p5T7Oq2bpBvANDHlEirfVdEQkSHojoUq9/RfQVXmwqutga42ihwNQAYAK62FUa5mh7xe45YiDg7JtkxUUIo8389JuG4SnO2Kls718wURvJytVCv/dahEqGSch+V+2irbSOp72rClNLE1Sbk2Nba0T2nbXG+IxIikjKWMs6KKpu7PepXV2ml0vUz5Dpx9Ed6jLUj83YicFfUPf3W4I0J0yOtdnVi9QRwtQngaoPB1dYCV1sKXO1BgKvhaqtyGVersrs6ce4Wvqs4ImDn5y+LVoMvmCozLucqPTPd7RsMrrYO9OjL0Pns5Dnmy39awQXB1abUsTSu07jJl+t9M2dZcLVx4GrjwNXWAVdbBlztwYCr4WqrMnluQfhIpVZaPZ/0RMDt9DFtz3fJsSStvfnsUCuLa28P9FLhMAaxGHr087TKMt2V6U5JoW6j2Vyl8IDa+/bZsqt1cSFX4x2MyeBqY8DV1gZXCwdXWwxcDU7gauH5g6uN4YKuZvwS221g9ienlm74GFBP3dXu1z6PsX5HkZRFomSkpONNf/O/2iFjIc3rOhxXP+7OPMesAqtlntKp9TRNMlUiVWK2W8smi11d3PZSTX7mWV/LL9O4TGMphTy7ooyljA9pfkjzvgiS18dcH3N3jRcH1Bm7l9XKqE3J0PaS1EVyUNFBnb2NHgkRuXJ1Mlr96a755T4u97GUkZTON+X1d+TzrHDcu/2eQ5PzrvVlIiGiceUynLuaOa/TDBhZNuKkFQ1Odd6d81LtpDJqeMhshimWMLzmh8SNSIhI7hO5d74xMuXtCJ8n5Yciz1SUmW3NbGV5fczt9th8JuwqyaFw9GuuI/S+2nbkKceeFm0/1dvRMi/7x+49EXtwyYanHLrA1c7B1XC1NiW4mpVCXM3IMVytAVfD1XC1Zbmkq1V14AwDy06mR9igqNpTk7rnE+ixJhIiMvJE84m+OKvnScCby3bbm+2X6oDDyAe3i7dHv6uNzBnrPHodG1lzevxYy/4B5+/OH+0WZ41ifWMcnW1zYDqHnmGJ+/WX5rxjUkPHdHzrgoa2uLamBdSimd4BD0uPfXdDv2u3jumuFpKIWMiz54fzw6yZl3O17p7IiJN2T+T4NWEmVws4+uJhwJs84AFXc18XVws6cDVcbcIZlrhff2niasvVfFwNVxMCV1uSS7ua4/Odfe1cEbbP1frrUM98Aj3GNeOY1rqXehqaX4yNeOrd/+eSswrOexS1T9R5OpO6MKy0LZ1zW3V81+tY1net0bHTuMw+UXuvq+njHWPz4Twl9ohPk5K2Do+Jv67Sz+viNFZ4SKvDGms6NLnnKzWHh/W03OBj4ai9yC5wg1vcqHer07hOY8dVFplVMKXmn3vMaZyxqMrbGNizv9nFXW1wzeyePTDr3AJv+d5dpR0xt/LK8WQS8mQbOs9veMl6zsY8p4Hgag24WgOuhqvhagHgargarhZUsp6z4WoDubir9dRp6xf+mUrU72oBtadzPsHQM/hjq2eMNeB9zPn2lQptS678DPl923P+wSslnp8n20fZfqKlned293kGry67wmqQs444DH7KurtT4zNaSbl6xKVyYJlZBcEtrnN1j+Z97eYN96YPNiOqNRdhiX3kJtX8kLixXD/t7lOM5z3NevtyVa++ejov6Gq+vkDf1TDdHVJHr+Ryr5lcbaaSDX8rA3RwNVxt4L148xNXm+fM84Gr4WrB4Gq4Gq62YS7valXtahWn6GCdbbYI6zGekKh3qlsTxh+Hjg3p57nUWoUDz+aI7ONdbXjf4xv1mGttl4CUTBoF08paRlK2I4/6yMIMjDGV01izipTbG/Sk97uaw2Ltt9cvORums60NvmJwyr3PNva6GD35vJTxTKv5oalaZDw6yJMC1oHqeRq5pKtpeaWl81RG9vwAe8aVb/R2EVcbVrJrrCR/DeBquNqos+FquBquhqvharjawJLF1caxjqs5vqUSoRLT4Zb6hf8UK0P62oDZ/n0xLnSlBtddX35fqfvoas170HcjAlN6giVd7S7l7Vqj1krIp7GbudawCHe1YG/Qjy24miP+hB+jIszQcneMfnpm8BR5WeQnX/ddZbF9pXC1rbma3fs0uaeXu2lvSelu77jaNYCr4Wo6uBquFnzgargaroarDSxZXG0cK7map2YbOwvN254NV8tV2rGqbUNIPzd9XkJ4mt3f7dmNZDD3dW6B6XxNska9sb7c3IJuAnYBH07o3ALXW9XNujN5VrQzA0bNLVh+DLT/3rfgNEZUnDBbaJFZBVa5LDO3QKshuFoIRt+RqDRRIlJn53TMNojk+XW35WrMLRgHroarDbyjY1Xjariaq4Xiat4yxdX0GoKrhYCrgcZarlbVzh5CD+DzrmugRyLfKoIaQTVvwCjqXcu318jV9/PW10Htq9Na9OnsNYeO0LUt07Oib7PPtN0DTXE1e2drzzqc3Wvh2vc+3KKmroVrrnisj1bE5T52rCRpn1PLPd/ZhpdmqHmfrmXtXW2Wu92Tnee8N/8v42pL7yvlSbO++oavz9afr+z1g4ya4HWFWIi4Zy7U4Doz01q4E3r0GaKWJ8/XcLVxbdZ9X/4+a9hn/G22KXF7Fe55XW2pmTEPAVwNV9PB1XA1IXC1sfmJq+FqRtXG1UadDWxGudqA93kH7jflbWmTsXqIvh3c+9MQNh4RPLfAqLsB3uMds7Bi7oCcdEcc32Hm4QRXM/Kz+5L9e7fb724PrksT9m73u1rA3Vm5Os3VqjpwxGHcG/obdrVFxtqG5pLnaSd8BR9/u/Z9ckrbn1Lzp/fo8+4xdXlXC2njY0b9jNriiat9nxkXdZvUanu3z+Bqs67O/cDA1XyfxNX6D1wNV8PV/PmDq4WXC67W3X6FELjag2ZVV/OZwYJjIl01fsj7yAN/y232O3esiRAJEUm1k8ocGx0wq8DK4aA7DbmvWMi4WRPVLJ1YyNgeH5nuag2nsTZ9lklzWRlLeTvuM2xWx7go2a6sYZWaNwequsuu8vp42p3d0XY855zuaiF1Sb9fO+fbtGmronja6TZcbelZBZ5DRkLetuU8K/zXLXZ1cVavmvHQXKV5uweX27ROI+lGKcTitl1MavtTav5kV5s0t2Yrrta28Sjbu1aQbtx9aBQKmcPUMy+k/8k2U1HmivMzu1pwLAIbXE0HV8PV9JTganracDVcDVfD1XC1dZg8t+CKWGY++f2Cdz+vj645KABbYMG1SGATnM+MYbWOoeBqd+BquNo1gqvB1sHVrh1cbSq4WlUfzRUFH3SkwNWuk5lX7gWYFZ6Tr5zBq53DObhaVR9xtVtwtevkvrjaTz/+/N23r0fwlz+//eSTX2FrfPHiTUjx7Z7d7J7diCcvxJMXn3/7+vNRdQC2y+7T73afCnEjxM2TD8snH5aDvv63v75ePTStDq6m2QmziHG1q8U7BtEbKLs74+fPf725+a2Dp09/E6IGABjN48fHL168WTuKrsnirpa/fLW+1HdRfvdt+dGTm4+e3Ihn34tn36+dnsX51z9/DurRcbVpvH3Tr0G99P5u0e1JNzd4EgBcA48e1fnLV6sH9rXod7Vb2fome6N3Eu+99z8enQEAAOAC7P/wy+rOtEVXy1++eued4+rFAwAAAA+cr758uMOgXld7+6ZC1AAAAGB1bm5+W12Ytuhq+ctXq5cNAFwNjx8fe9+uO+P99/87bvrhV18GTT+E2V+gBFiCP/3x7eq2tFFX++nHn1cP7gAwC48e1b1i1B0rf/+7X7p7cebVAwAsRNf7ah9//Gt4Z/D0aVc38Pz5+mJ+9eizPWCDfPDByF+J8CQAgIdMzzzQr7405n5+k92NLPzj7w939iwAAADAZWAtXAAAAIDtgqvdwZ50AMtxal/aseXdrmAwp536hGTPxyHQLq4RfZ+Y5ojEtB0scbU7cDWA5aBPunJwtVHQLq6R9V0tqY+JEsKsWn0tU2vD7WHsSLg+nr3b9VZE+4H7SXDUcLTTqfFFZ44+af4IuCAL5+fWKPdRuY+u8B7vQbtYM/1zYeeD/4iEiKRKpEp6flWx7r3NWyuSzLwbOK62ELgaXC242krckz5yLnC1ceBqvnzwH7ja6DztvM+2DYd+/rJoeWqkSrfSjZklwABwtZW4J33kHGjlcn3vkNyDdrFm+udiiKtpR3d9w9VwNYB7Aq62Evekj5wDXG08uJovH4IOXK2LNK7T2Mwwn83YKV6gLk6g9UhsDK6VrfjNg3O1hwOzCibA3AJfPtj+VKZxee4e28wxXG1ucDW4drbiN7ja1YKrTQBX8+UDrqYzbs0O9wwDV37Zn5xqRfqIancJtWXvuaIWX+zzrPWebE+aO9NmeGeRZEVyUNFBGaPPUu2kcvxirH/3UCQH13eFjIX0p6pIyiJRMlIy6FvGCinGd/X7yutjnqkoU5H5G74QQkgZSxlnRZW5S2emUewiqdvcsNMgZCRkpNJcpc7+Ka+PebaPs33s+O7pDdmdVDv/XUw5Z5IVjnbqOpr8ybPQ+KKlQQppJeK2dA5pfmhzxtUn5Sp13kskxFmuumOO/166y9oXSfNDcapvxr0YbzHn9TF3taxEno+hdMfrrufYpk9q82SmJ8kiqZ0ttMntfa665od5vitjIWOlIqW8T7zLRIbtlOO67SI0Ygyph0vkYT9h71a5W439hBBkwPavTt6R0KElG1JnPDHNTkOR1EWCq+Fq59/F1cx6gqttoU/C1XA1XA1Xe7iu9n9d9ei6hXJKfgAAAABJRU5ErkJggg==但是这里有一个情况,如果单独判断分号+加粗符号的话,会把这一条解释从中间截断,所以它需要满足一个条件,就是;<BR>不能被括在括号里,而且要小心避免像3中的情况,3里面;<BR>没有被括在括号里,但是在它们的前后都有括号存在,如果单独判定说;前面不能有(,<BR>后面不能有)可能把3也pass掉了。
5)这些条件必须作为or的关系来存在,也就是让电脑去判断词条或者以没被括在括号里的;<BR>结束,或者以遇到的第一个:结束,或者以<BR><B>结束,这几个条件先碰到哪个就匹配哪个,并且不再继续判断后面的条件。
不知道是否可行,我所提到的这些情况都在我附件中提供的代码里面包括了,请大神支招!
本帖最后由 simonfire 于 2018-10-30 21:09 编辑
preachers 发表于 2018-10-30 19:02
你的这个式子挺好的,把我比较主要犯难的地方解决了,而且还用了lookahead,方便我后期插入class,赞!
...
如果其他例外的数据也是像was第II条那样的话,后面的断言部分可以加上<EX,写成下面那样就ok了
ps:解决了就好,括号匹配后面那个;?可以去掉的,前面的.已经包括它了。
(?=((?!\()<B)|<EX)
本帖最后由 simonfire 于 2018-10-30 18:49 编辑
没太看明白你的需求,按着我的理解写了一个,你满足你说的那几条不,\1引用匹配就行(用的emeditor)
这个还不完全,没考虑括号不在释义末尾的情况
(<span class="RomanNum"><B>\w+</B>((?!(<BR>)|(B>)|(\()).)+(\(.+?\);?)*)(?=(?!\()<B)
我为什么看不到自己发的图片呢?我一点编辑图片又会出来,看帖又没有,郁闷啊~~~ 我发不出帖子来,总说我长度超过限制,实际上就几个字两张不大的图而已⋯⋯
preachers 发表于 2018-10-30 13:31
我发不出帖子来,总说我长度超过限制,实际上就几个字两张不大的图而已⋯⋯
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https://s1.ax1x.com/2018/10/30/i2odWF.png
帮你补个图,你上传图片是不是上传的base64字符串啊,那样肯定超过字符限制了,还不好好显示
本帖最后由 kyletruman 于 2018-10-30 15:02 编辑
建议楼主重新编辑帖子(编辑帖子时勾选右上角的“纯文本”),把代码插入代码编辑器<>,图片一直在缓存转圈,什么都看不见{:4_112:} simonfire 发表于 2018-10-30 14:27
帮你补个图,你上传图片是不是上传的base64字符串啊,那样肯定超过字符限制了,还不好好显示
...
啊,搞定了!谢谢版主,我发现那个后面没有<B>情况的源码里面有个<EXAMPLEU>,这样在你的式子基础上加上|<E就完美解决了。不知道后面测试还会不会有例外。
最终的式子在这里!{:4_105:}
试试 jquery 或 python 的 pyquery,会比正则顺畅许多……
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