CSS-布局样式之筛选条件右边线的处理方法(no CSS3)
先上图:
aaarticlea/png;base64,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" alt="" />
这个地方的竖线,首先他不用css3的nth-child或last-child的选择器来解决的话,还有什么更好的方法呢?
如果我还用上次优惠券那种,加一个<b>的话,类似如下
aaarticlea/png;base64,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" alt="" />
以后不可能就三个标签,以后程序往里边传东西肯定又会改变了,
于是鄙人开始寻找大型网站的相同效果的处理方法
找到三种处理方法
1:易车惠:http://www.huimaiche.com/ 底部的外网链接
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他的处理方式是a+em,em包含竖线。
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ZvvXTPa+eIURnmxBGnOFMuva4hYlh5rm06IrJNee4vXSrM4C2vH0NuaVIWSwd6eguGXsgxKMMoPYBCLOxXx48/yPd2d3dQaRENVMQ2hAS3Qh2e55SrehRpWHbURdCyo3mPIu+C9Gsr9cWGOtmoQXmkA3BPIUM8Q3Rmr1CGSFBkQ1SbFkoMoCiLK5FgjlCfIrD5s7u+RhYVOA4AAFggkQAAwAKJBAAAFkgkAACwQCIBAIBlhhI52lw256QDAIA5Z3b5InutbOIQshY0FAAwz9SfLzIqzYaQTBJJIlEdAADMDzPKFznaWE6zKmXQkkjqieoAAGBOmEG+SCFEr6XGhuYkktlEdQAAMCfMIorUQ0hTEklEkQCAuWUGa5GjzSdq7lU2iaSSqA4AAOaK+t9ok/8bIplEEm+0AQBzTt3fiyRCSAAAWFTw6xoAAGCBRAIAAAskEgAAWCCRAADAAokEAAAWSCQAALDMp0TmZwkCAIBbABIJAAAs90EikbsXADAjZpdS16oWI22sRJbL3VuwdwAAiJhFSt0TT8mee7Dvdvbd1W3nxZHfkbPqcil1SdWzyt1bR+8AABBRezK0r/6LJJFPnPfsYN9Z3e+KE2912+19HfZ6bu9rUoFKhqZLpGXu3lp6BwCAiLpT6p4duWnq3G0nzIF2sO90ThLNUkRKCD2lblYi7XP31tM7AABE1B1Fnh25L46Gyl5GkaoQRWq5e+vpHQAAImpfizzxMv+BlxDCJFJMSl27tUg6d2/13gEAIGIGb7Tl2W4Y0zEiVfGNNv0avYbeAQAgYmG/F4ncvQCA2bOwEgkAALNnPiUSAADmAkgkAACwQCIBAIAFEgkAACyQSAAAYIFEAnAPWWo84ozceUZdz7qvWwASCcA9hFOiWchWrgTX2Nftc7cSeemtfejm73aLHfVaS43WHpN4TaIbNL1rtXA4XXEmTWdCbLJhOF1xp+PSQ6rFmYH/cuCsDZy1gbN7ye5lHNJNx73qqD+UJwtrhTwjc9VgSTKus70Y8qNIww6Wu3H9FhqMjaqG3FXm7LtMqTunErm8ORKjjWXzERnun9K3Fi+RVkOqw5nHH0zKaDUk8vBvQW7uq0Rmh0F5nvwprb2E1T7LLr01oVzm7Bn9pLj+lLrdTpqOTM0oIdHdjaOVbMwil3vHyc6H/vGpG5a/PI0eqRdxydrAWRu4bwMhhBCXXrY61xFNEYmcdtxJ05k0nWx8pN5a1+0wtHQmTSfoG6qnEnnTcSfNWC6LSKT/9tDKdZqXQoZvD2M3GuGHlBtCKjuEf9oXksORPTxpOpN2Vy+PPS/E2L/SC+Wdo+qZcyTt2Q2o6jkDi4dE9N73rtreVdOZrPjTttqsetS054nk0JYhmxwt5hwMT619WWXOZkRmJkmya0+pK3F25K7uG+MaY+BzcerGW7u76e3d3Q3v6ktv7dC/EELIsU/gv0walBvXOhptPmk00nNZ+Ofe3SBzL8nRHx99jP2raJNUfexfrfg3QiQSedNxJ1FJIS695AFwcepK7tJcR3hpGGtrbIf+RQkvkYFwtrDvTdrdxEs3HTfoFylkMQZ9Gc/Hgxn7V/Hn67akYmmD5DlKeskJM5k2td773qTpXYtu0HS0BwMzsaDQ0/oVWhasK5a0iV75viwzZ0toIlN7esO6U+qKMMt3ovHFJfL4g3SjphIpBztxXU0is3Glk+xQ/4xevj2G0xUlysjeOX1PinGSG1W/0+KlzDL6KLhHAuE61kvWUSRHJGrGwrF/1e6KsR+suEFfXLfd6bhIIQslWLrns4O5bocnTnnI6Q3Gn6UYcNJ0JkQtubq2lexdexKkEkn600A2OXTt64w2GCQypy/7zNkiT2RqTZJdexR54oW5vqPPRSVSEj7zfZ6ZQceNSNFTTkc1RJGyRBqiSPlWSTZxEulOO17Ztz1FJJL2kiaRxbxkEUKKKCK77njTvh90utFW+0IWXSIpz7MSaV4/lSTS9gHGSHYBiSwQQgotetJnteZ5bmlZLPEqpmAUqYeQJpGZpygyQk+pG42+27GJItMQRinp7hqjSPo+v/TWCDGlOqqIdAP0FVFjJfK6nRtFyjOvolhLJOulalEkKR9EYTdoekHHvxHDadsLVlKH2BUKIaLwMDvv1qM2yvPS5FqZaGsLneQ56gbcEqQ2JKJNsndOIgvIsZocmpzVzkgiS7RTbC2SzpxNi8wskmTX/0Y7WUl1e0d5UaS0BKa9rnHfnlpHkdJsUZ5FShqqd1SNdM1+krmRpFlYfH0na/ZXHT8/igzvH0ICcrGXSJOXSktkHJHlFg6nK9Ei3XU78ZJ9oRCC9s9N/GpFf10jeV6efSuxP/G6hlh2lOfaOUPS26R6ZySS9CeJ4U0uKYvh51q+iGPoUSks1Fdu5mxSZOb2jfYdcfxBvre7u4NKi2igIrYhJLCjDtdxYaN9FFnrJLrYPhFzkDl7YSVS+tpKfbGhTjYwVCICAOYVcn5tCA+rT7Ttw8+6JvW3w+JKJJgj1KcIbAZ21yf5gQK/AwAACyQSAABYIJEAAMACiQQAAJb5lEj8J7EAgLkAEgkAACz3QSLvKtcmAODec5cpdfkfDLESWS7XZsHeAQAgov6UukKceEq2y4N9t7Pvrm47L478jpwFk0uBSaqeVa7NOnoHAICI2pOhffVfJKkr4jxFB/vO6n5XnHir227v67DXc3tfkwpU8iJdIi1zbdbSOwAARNSdUvfsyE1TXW47Yc6ig32nc5JoliJSQugpMLMSaZ9rs57eAQAgou4o8uzIfXGkpnE0ilSFKFLLtVlP7wAAEDGLlLra/+rFixSTAtNuLZLOtVm9dwAAiJjBG215thvGdIxIVXyjTb9Gr6F3AACIWNjvRc5Brk0AwL1nYSUSAABmz3xKJAAAzAWQSAAAYIFEAgAACyQSAABYIJEAAMACiQQAABZIJAAAsNytRF56ax+6+bvdYke91lKjtcckXpPoBk3vWi0cTlfC//JY32TDcLriTselh2RP4L8cOGsDx8YnNfSeuMWZtLkOSddV9OcsXAceHHeZUndOJXJ5cyRGG8vmIyIlMneTGV4irYZUFDufVO+97/HKqEC6rrQ/Z+c68ICoP6Vut5OmI1MzSkh0d8NAJrbdS73cO052PvSPT92w/OVplMvnIi5ZGzhrA/dtIIQQ4tLLVuc6oikikdOOGwZHV52hskm+pa/bcQzVdIK+oXoqkTcdd9KM5dL6Pqe9pDlEpOXlJJI59rF/pR5mdCxZ/7B72kqkVl3pIv0TEgkqU3tKXYmzI3d133gTGu/Si1M33trdTe/57m54q196a4f+hRBCiOMPsfAF/sukQblxraPR5pNGY6nxKLLCP/fuBum0sRs05eiPj3rG/lW0Sao+9q9W/BshEom86biTqKTgmAgvcQ7R/izgEHLwkhPG/lUzPpCmI1m4A7Gn1HKuRFLVo0A12vOm42aVF4Dy1J1SV4RZvpNAsrhEHn+Qgr5UIrMRkKAlMhtXOskO9c/o5ft2OF2RoyHtPu97kkwkEpnsk3yOl95K6aMgvcQ6RFTwCTX47Gz6up06RI0i+T2tJJKsPvav2l0x9oMVN+iL6za1XgFAKWqPIk+8MNd39LmoRErCJ22lJFKeQceNXJy66QTT2FENUaQskYZQSI4xk02cRLrTjlf67QQtkbRDRLUocv4kcsW/7njTvh90uvSSLgClmEVK3Ugiux2bKFKOazIl3V1jFEnf/JeeuuLGdVQR6b7tK6LGSuR1OzeKjKeNpVSSibVJh4iao0h5ypydPqsSye9pJZF09W7Q9IKOfyOG07YXrJR9vQOARv1vtJPXNW7vKC+KFMO3h9zrGvftqXUUKU0h5amlpKF6R9XoBurcWSlM58vJ65qrjp8fRYY3f9/TXmVYjInyEuWQ9AWO4iXrY9cHL68nZII44nUNsSfpOtqfVPXhdCVaHr1ul1+pAEBnYb86fvxBvre7u8kbbQAAqI2FlUglFKonNtTJBjI5338GANw3FlciAQBg5kAiAQCABRIJAAAskEgAAGCBRIL5Jf0qu2bczkqtWx8yuG9AIsH8wmlcUq5oYm5FAIpSRSJr+eFzkrvQ+MUdY+I/4svJTGGpzFqVsxYC5XRYp3G0iSIVudQ/5zLaXEY2ScBx1xKZJukxYspqVSjJYOnkgxWyFgLFe9TZ3GsRcpkbRZKFhok2ldi012q09oyjJ8cGHghVJdKPf9iXk9uRyVo4fHto9asYXiKtQkgpwyD5e8Hkp35UbsdkZ0UiyerutB/3lfMzOOvepcFHB5UmVRNSniE6jaNtm1whQ9psmhGOS6CpnQ76bI42lhtL2bNruRapl1MaSgetSgjJZDslxgYeCBUlcpBmIZMyFdpkLUx/NC3/yLpwAh4yU7eeekfPtTOcrlA/NE7IyJC+D11d/oFwNoeNPkLL3rkDjBsP84BF7XApLC3btE2Qc93Wf2JEJpEs3PJoc3kpG9OZp8zcjFtTUi6x6WhjeXmDvMi0bKf62MBDoK6JtjFxGZ+10DaK5CCT/iuFmT/lzDR6tlcyt2O2YghT3SiLEkV6DxPTEpkgoqwNuvqLjIZat0l3REDpL5fbQhT6jxmEEOFKZSpbuYFk/lokl9g07EvZYM52mh0beAjclkQy6WRUiSwWRdpFQ5xEEhNhMt6k/qSrF5HIYr3HGbzVA+kGaTtkCstCbbKF2jjNi7+GZJo5KJGaQQcVQcybaJNRpB5CmrKdIop8mNyKRPJZCytFkaTQ6IWZCaacsVGXMzK3Y7JJ+ZNQQ1Yi1eRmRXsnDu267QRtj85Hm2acLNYmXahlZrtu68EmI5HMs4Rkr5VZ7zO/ttYn4Hmva7S1yNHmE/UZzGY7VcYGHg63I5GmNI6lJZLUI7Iw+U9Ugn727rXN7UhlLWSq20lkud6z4RixWkosEVi3yXdEJK+UdpZe15CLs5ZZLw1vjc1T6UJf+pHfaJP/bSeZ7RRvtB8yC/vVccsQ8v6ivcqfv68l1XE6uLAx+dK4YasJIoQEgGBhJfIBwywXzp9EVoYMFckv/XAVAajIokqkmuYWtiB21xcOAMXAJQsAACyQSAAAYIFEAgAACyQSAABY5lMi85OvAADALQCJBAAAlvsgkUiJCgCYEfVIJPlbLptajLSxElkuJWrB3gEAIKK6ROqZSk88JSnpwb7b2XdXt50XR35HTlbKZSolVc8qJWodvQMAQERFidRzTH31XyT5UeJ0Ugf7zup+V5x4q9tu7+uw13N7X5MKVI4pXSItU6LW0jsAAERUkEgyU+nZkZtmJN12wtRSB/tO5yTRLEWkhNAzlWYl0j4laj29AwBARN1R5NmR++JIzZ5rFKkKUaSWErWe3gEAIKL2tcgTL/P/IgkhTCLFZCq1W4ukU6JW7x0AACJm8EZbnu2GMR0jUhXfaNOv0WvoHQAAIhb2e5FIiQoAmD0LK5EAADB75lMiAQBgLoBEAgAACyQSAABYnHdnAQwGg8FIg0TCYDAYa5BIGAwGYw0SCbvXNli/bDrnu3c9DNjC2t1K5PmPa++35qqj18+WGs9+Pzv89YfG9+uH/J47582nH9XCvz79FP5v0fomG/vr00+PPw1KD6kWZ/7vl38NnLWBszZwXp+X89Jw6/Hl1l82hbdhiy+RGdfZXgz2lpxxi4unht6Te8SZPN/J20e+jyreXOUHX49E/v5z45+vS1ScS4n84be9s8NffzAfESmRuZvMxkuk1ZDqcOaf703KaDUk8vBL+wSWdZ3txVDU7C6e6r3vPuWV0XjgpkI7owb/+8/5clldIlVV3vo9TUf2Y5+tuPU6jlayMYtc/uOfyc7vfvnz5Luw/F8n/w4bOY5L1gbO2uC73v/ik52pznVU7SLYOW8+/bT1OHweZuMj9Sx+fB4/NtNwhqyeSuRw6/GkGctlEYn8pffOynWal0L7d+9d7MbCV1touSGkskP4p32hYVSpn6ObkIk7BuuXzfSMFGwzUz06m7tPL58/vWw6k3a7mJgAAAYoSURBVJ/WPz2Xz7Jlm4ZrSTtqa5EqdN4rSCQzeN1L3Elk9rSVSK06e9nQrjv89YfG0s9dw1FXlMjuPxu8DB8efLf61uh344k5Pvku3rr1Oj3NW6/Ds3v+49q7X46Dd2dy7PO/X/6VNCg3rnX052/fNxpLjUeR/fDbXrED3znPXOJy9Mc/6Abrl9Emqfpg/fKn9eFZkEjkcOvxJCopZOc/Jg+A45PvJHdpriO89O9YW2N798txCS+RgXC2MIojIi8Ntx6f7xYpZLr++JybuCmnQzpZeREN1aZUfbB+GX7efTppPv14tnPedHRlt2tTvxgM/rQyy/P+jvyzwHknB094aRjLaGzhDpQ/6ROXdzbl02F92YS2t/5kqfHsd2ZrBYn887fvG9SjrP9WSmpbXCL/fC/dqKlEZh96AS2R2bjSSXaof0Yvn6q/Pv0kPwC1U7v7VLoyEolM9kk+x1FPGX0MuEcC4TrWS9ZRJGek6CiFg/XL5zvvBuvnPz0+3w0+Pn/8aVCkkD0d3NbSEkm1ma3y8blDSjkvkeQ4yYvBZoQmK3TeK9wg1OBJL50F73Tn8HtaSSRZvcBlI9nrZ0uNJ7+qIhO8m0EU+eHH1b1fDpPPRSVSEj7zfZ6ZQceNSNFTTkc1RJGyRBqefvJdkWziJPLxp62nZReki0gk7SVNIot5ySKEPItijY9bTz/trp9v7URb7QvzT0fOJmndw+xnqs0aJNJ82xuuq2JW6LxXiyLnTyJtL5vIZhZFRqasRaYSufW7TRQpP8oyJVuvjVEkfb7Pf1QXWbiOKpp0qnYVUWMl8uPz3ChSnrgVHZK1RLJeqhZFqpNErnDnvPn0fGt9ePbXp+dPz39KHWJXmPg8s3T18Tm3qpg9HeQg7duUJ4P8zC6tZTVORiINQ7WwQue95iiS9NJZ8E6XSH5PK4mkq/OXDWW//zzbtci0m2TGnbyu+W7nIC+KlJbAtNc13/VOrKNIadYgzyYkDdU7qmY75+rcWSlM58tJ2HK5tZ4fRSZzwMJfVbGXSJOXSktkNgQwFP716ado9erj88RL9oWcfyTnp2vEptMhrYjZtykvmygTdiuJZMZJSCTpT3uzPu/pCxzlYrC+ESh91710FrwjQ2xiT/LE0WeTqs5fNprdzhvtO7I/38unc+v1oNIiGqyi2YaQd227T+V7ho8979rm0HUP1RZWIpWnXz2xoW7ZZ1fOV15h82/ZE4pTCcuzxZVI2ByZ+hSBzcDu/Cw/TIPfYTAYjDVIJAwGg7EGiYTBYDDWIJEwGAzGWg0SudR4VKWw3n5hMBisRqskkelPlBqPQsGSP5P7KPubdyB3k1u+c/fBYLD7bTVPtDnZypW2EnpXtMre+pOaspDCYLCHYlWjSOWzIluWEaJe0aZrsp3QqBS/3X/yv1RPakFDYTCYbFWjSEUZLeWPLDELKDn1plqjE68rISST9zc/vyYMBntQVl4iSUWzjyX11oqWUBLJpfg9/PUHOhmcnvfXnBkJBoM9KKv5jTYnkYYq5A6FGok+cCl+z4J3r5+psaE57y+fXxMGgz0oq/+N9rviUaS9RJLz97woUg8hTXl/EUXCYLDEbiOKJPdUyu01tPBa5J+/fa+mTWbz/ubm14TBYA/Kanijzf2r70N+MLQs/0mGq1xT8htt8j+wJfP+4o02DAZTrNLrmtwP75i40hxsmjdxXdBGhJAwGAxmazV86cduldC0cGk2slOldxgMBpuFIY0FDAaDsQaJhMFgMNYcAQAAgAESCQAALJBIAABggUQCAAALJBIAAFhKSuRoc/nJ5qjeoQAAwLyRL5F7rUarp5T1Wo3WXl4taCgAYNExS+RoY5lQumwIeeKt7vu9XviTZ7f3Va67pIkrAAAsEAaJ7LUaZCQ42lhe3kiLT7zVbadzEn/u+WfSrpvLS3nxJgAAzC2MRI42nzT0+bUQQoheKxsbnnir+93o81f/xbZ3oO3fkCUVAAAWhqJRpBJCCk0iEUUCAO4PBdciR5tPlhXVlCTyYN9J5VLstbAWCQBYbIq90abebp946X8Ck9FHvNEGACw6Rb4XSYSQIjvRBgCAe0X1X9dAIgEA9xb8ABEAAFj+H2Nvyaw1moYAAAAAAElFTkSuQmCC" alt="" />
但这种的布局,首先a是独立的内联元素,没有固定搭档的说法,不像li和ul,dd和dt。所以他可以和span做兄弟。
其次,他的兄弟数量是固定下来的,不用后台再传进来东西。
而我这种页面布局,最终数目都是看用户的心情,到底几个都是随机的,不可能会有固定数目的。
2:天猫首页侧边导航栏这个斜线:
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" 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处理方法是几个文字用a标签包裹,而斜线写在a标签之间,作为li标签的内容文本。
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" alt="" />
人家这种处理方式适合,文字与装饰线条都是统一颜色,另外文字用一个链接就行了很单纯。
不像现在面临的这种布局——其特点在于:
(1):有一个需要dt标签来存放的一级目录;
(2):二级目录和斜线的颜色不一样;
(3):二级目录之间,除了不变的汉字,还有需要更改的数值,如图:
aaarticlea/png;base64,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" alt="" />
全部和5要分开标签吧。结构很零碎,想做到简单很麻烦。
3:天猫首页搜索栏下边的热点导航条:
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" alt="" />
他这种,竖线使用border写的,很符合我的要求。更惊喜的是:其实现方法也打开了我的新思路,有句话怎么说来着,茅厕顿开。哈哈哈:
看到这种布局,像我这种菜鸟,第一时间想到的肯定是用border-right实现吧!但是!他用border-left实现的。。
我想我看到他border-left后,瞬间恍然大悟他的处理方式了。
我还在想,难道第一个li要用css3的first-child?那和last-child 没有什么不同吧。
结果我看第一个li,还有啊!border-left还在啊!没有用border:none处理掉啊!
经过盒模型的显示,我才看懂他使用了margin的负边距布局这个经典方法啊。
如下:盒模型图
Ul的爹地div
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" 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ul
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" alt="" />
就是,让ul的margin-left为负值,把第一个li左边的border给推出去啊。
关键点是,div还要设置overflow:hidden;不然这个魔术是变不成功的啊。
另外,这种做法中,border是加在li上边的,li的line-height:1.1;没有单位,这样的话,竖线和文字的高度是一样的,不会出现那种冒出头的雨后春笋。
我后来自己设计的时候,把border给了dd内部的a标签,然后让第一个a 的margin-left为-2,让dd的overflow:hidden,然后把line-height给了dd,
bug接踵而至,三个dd就和dt变得在一个高度上了,
行高给了a却没用,竖线还是出头,于是我就给了dd也给了dt,这样,高度就想通了。
最后,上代码:
<!DOCTYPE html>
<html> <head>
<meta charset="UTF-8">
<meta name="author" content "郭菊锋,702004176@qq.com"/>
<title>list</title>
<style type="text/css">
* {
margin: 0;
} a {
text-decoration: none;
} a:hover {
cursor: pointer;
} li {
list-style: none;
} .clearfix:after {
visibility: hidden;
display: block;
font-size: 0;
content: "";
clear: both;
height: 0;
} .clearfix {
*zoom: 1;
} .menu {
width: 1100px;
margin: 130px auto;
padding: 10px;
background: #DFE9F6;
font-size: 16px;
border-bottom: 1px dashed #DB7093;
} .menu dt {
float: left;
color: #999;
line-height: 1.1;
} .menu dd {
float: left;
overflow: hidden;
line-height: 1.1;
} .menu dd a {
padding: 0 12px;
color: #333;
border-left: 2px solid #DB7093;
} .menu dd.menu_active a,
.menu dd a:hover {
color: #DB7093
}
</style>
</head> <body>
<dl class="menu clearfix">
<dt>品牌:</dt>
<dd class="menu_active">
<a href="#" title="" style="margin-left: -2px;">全部</a>
</dd>
<dd>
<a href="#" title="">第一</a>
</dd>
<dd>
<a href="#" title="">第二</a>
</dd>
<dd>
<a href="#" title="">第三</a>
</dd>
<dd>
<a href="#" title="">第四</a>
</dd>
</dl>
</body>
</html>
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- 哈希----字符串----time33
//此处只是获得了字符串的hash值,但是该如何散列到hash表中呢?哪个算法会好些?! 1 //在处理以字符串为键值的哈希时,times33哈希算法有着极快的计算效率和很好的哈希分布 //小写英文单 ...