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技术 2022年11月14日
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今天在做项目的时候遇到的一个问题。

预期的效果是这样的:

<img src="data:image/png;base64,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" alt="" />

可是在2.X系统得到的却是这样的:

<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZEAAABFCAIAAAAEm0yNAAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAV2UlEQVR4nO3dd3wUZf7A8c9syW6yqZtCQgiBFEjoLdIiTUEQARUBUVRE0ePkiuXO8/R+gl6z653KKYgecKKCgAjSe0KHUBIDJAFSCOm9bpvfHxlcNu4mNJWF5/3KH9mZZ55ndjf5zsz3eeYZSf5DGIIgCG5C9UvvgCAIwmUQMUsQBHciYpYgCO5ExCxBENyJ5ppW5kG7HsTdjjESTx/UHiBdy/oF96XWcnov2LBZkH/pnRGuK401nDtO3jFMtZdS/NrFLN829BhP11EYI9H5oPNCrb1mlQvuzmalvpys3WTtQbb+0nsjXB80HngFoPMmOArfNmQfojyP1o5p1yhmBUWROJPOw/Btg1Z/beoUbjBmE1WFFKRjEzFLuIikwieI8J50HkZmMiWnWy5+LfJZXgH0nUy30Rjbi4AlCMLlkW1UFZGxg7Icuo3Bt03Lxa86ZqnURA2g0xB82yCJ7JUgCFfEYiL7EDUldOiHh6GFglcdszQ6Ym8lMPJq6xEE4SbXWENWMr6h+AS3UOqqY5ZaS1A0Ws+rrUcQBKEiH7UOvU8LRa46ZkkqDAGii1AQhGtAtlFf3nKW6Vrk4DV6VGJsqiAI10JDTcvrrz7WSEgqMXZUEIRro7Xhe+L8SBAEdyJiliAI7kTELEEQ3ImIWYIguBMRswRBcCciZgmC4E5EzBIEwZ2ImCUIgjsRMUsQBHciYpYgCO7kpoxZssyRVez6GHPDxUtb2ODSfi59Q8jaQ9ICakoAbBZObKHR1W1WMvIl/AhXyWDkvjd57PPmy72MzFjCY/8jJLalzYOjefgTZq1yskrvw4S/8sRXLTYvOf9Ra+k+lv7TlFIaHf3uR+3hshLpEn7c3DV9hsV1pbqIk9uaBwIvI3HD0fty9FsK0uk3RZlYNT+NZc/Q/0H6TUGjs5evLWPDa5w71npzej/GvEC7nvYlDdWsmUPqeieF+05C78Ouj9F54x/OviWc2ELXO5jyHirHb8Rq4rPpnNrZ+g4MeZKxf2m9mOCKWktIjJOZ4NQawuKRVHh4tbS51pPQOHxDlJdRA+yRRWegfR+Co4kd4rBJXTkFJ7CaCezA5Hdo08lJtbvmExJDp6GcTycgnIEP0+EWjBFsfgubzaFkaGce+JA2nVt5m401fPMXDi1rpdh17MaNWeV5bH6bhhr7XDx15Rjb0647el+HkuZGdn1M4Ukaqn8UMswUZ1GURdTAltoqOUNZHo2OTw3ReNB5OP7hDgv3L6UyH59g4keSspINr2NuQK2h53h63U3hKdQehETb7zmX1PSeSGS/llo/n07ahlZn/hd+VpPfxTvwwgsJtQcqNY984lAmM5llz1JbSn0lKSvxDrKvMgTQ6x68/Ck9S3EWnYYx9X0MRurKSfqEU9tp35fi09SW2jepKWXPIgyBtCB6EO16XKN3+Iu5cWNWk/4PMPTXyu+r/0LBSSdlTidzcjsGI93HolI7KeATzAMfttTKur9zdHXzhRod0Ymc3Ea7XtwyFWDr+1QXEtmPPhMxBJIwhU1vo9byyCeExpOygq+extieaR/b52lUqel1dyvx6NBy0je3VEC4AsFRtO2OJKHWovEAiQ4JBHVU1pac4dwx5ZLcYMQvjIBwJBWSirZdQebbOfbzLK2eAQ/RJpblf3RooqZYuQ6oq+D7jUx9n10fcWIbwL3/wNOP42s5vhatnsxd9JxAbgrLn6OygKGzSLifM/tYPPOi2krZt6SVGVa0ehGzrntaPRo95TkEdnSeBagsIPlT6isY+xKBHVzWI9tcrmpBfiq5Rzi0nLyjaPXs/oyQWMb8Gd9QgH73k5/G8bV8/TySRMkZAtoROwSd4zVI5XkOfkFtmctWSs9is1zJ7glNInqjM1BfCaDRExBBeS6xQxg3VzmGSSqAcXOU8pKK/Z+z4k/IFoCe47n77/bafr8Jm5U5XTBGKpvrvZVVZdn2YnXllOVceCETfzshMUx+l6QFhMbR7U5O72b1y1jNWM1seJ3gGMK6MvF1AiLw9KMoixNbHd+GTHgPek1wne2C8G5X8vlcZ270mAUUnmTJE8z8wskq2cbuhWQlEz+SWx50WUNNKStfaKmJ8987Xx41gOGzWfMKB5YiqQiLp899aDzIO6oU6DmB2jJyDmOqw9OfQY9yy9TmE/g3VHN6H+W5Lls31V9hSBWaxI1g2Gz2LQbw9GPaRyx/luzDbHwdVOgMDHoUSeLQMioL8AkicabD5gUn2P0pej/iRqAzsG8JNitWMzOW4OkLIIFKi6Ri1koASUKl4ehqlj5lr+TQV+i9Gf4bRj6LbOPMPg5/jV+o/SE0O+cx+DHadkfjQclptr5L2obmb8Q3hNiheLie6LzFOYvdxU0Qs2wWGqqc/1cXZ5GykpAY7viD8wyrpELng0rNyW2ttOIV0DwXlr6JI9+Qd5T6SgyBDJpOXQVJ80ma71DM04/xc9nyHpUF7PwPWcl0H0vfSfYCwVFMfger2WXTqevY+Horuye0QGdAo6WmGMDcQNtujHyOb15k2wcAPiH0nYSk4uBX5B0lNK55zDp7gJwUwuJp3xuNB2teAbA0smAKUtN5lg93vkibTsy7FyB6EHe+qJy7ARodvSbQdQzh3fAwUJbDtveJGsgoxwtJIOcQJ7YydBb+4Yx5ka6jObLKIS2QmUzBdHvNP3brE/SZeBWf1HXhJohZFtOFnmMAzI3UVWAzI9vwCeGhBZhq8WlDXYVSQO+NSoNsw2bFy4+HPrqMtqwmkFCpkVSU5ZK+CS8j/acx6FGCOnJkFQ1VzTfx9OeWB4m5lR3zOP4dp/co+X6blYYq5aJPq0Ora77hD5o6Ok31yn+dpELvh/om+GavCa8AgjqCxLk04m6joZIz+4kfRe+J7Jh3SSewNis2K9amy3MZSyNAWDyaC8/6VGuxWpDlC13SMoCnL227UpSBpCKiN1EDqS5i01scWEpNCRoPJ0+uzTnM3kWkruO23xKdSPxIUtcp9Xv6K2Ua61raVasZSULvg3ew8tLV4fw6dhP8ZVsaHDLraes5sYWyHEx1LJ7pJOk+6W1C48g7Str6C3+Il0PnTa8JBEXR+16COtKuB6XZlOdSnovBSO97nWySsRNg5LMkPkbxaWISAcpzWf4cxa08UxfA3IDFzOGvlYsFL3+mvk9Yl8ve85uTbwiBHakt5XyasmT9P/FrS12FElyU0xZXQ/BcmPqBPT36w7Xhr74GkCQ0OmKHENCOhdMoyyVpAce+JfcIbbspX1zxaedffdNoiVUvEhCBdzDpmwDCu/PQ/EsaeKUzoPVi1HMMnw2Qk8KqF6kquIz3dR24CWKWqR5JbT9hVqlQeyhz2Gs8KDwFEBJzUeZSAijMYO9izI0ANgtWMyrNJT1eyCeYDgkEReHlT+fhAEtnU3Ci9Q0nvkH87QTHKC913nQe4Txp2nQxIkncOtPJWg8v+1FXaJXeD58Q8lPtSyrOsf9zTLXK1+cVgEaHzUqbzngHKSMSvPzpPIzSbIoyHGqT1PSbQkgsq/9i/5PTeTPitwRFsfhxgMi+jPg92QfY8DrVxQDFWRRnoVIz9iUCIlrf50UzyEmxv6wt5ehqJz2GKjWdhxEcjSyza37ztUBZNub61pu7ztwEMauxBrXGfhTqMY4Rv2PRTArSmbGEFc9z9gBT/k1wlMNW/SbTb7Ly+/p/sOM/jH7ePmzistSWo9HR+x4lI/tjBSdJWek4KB+8gxj2a4CaUtI30useZfgrsOU9clKQZULj6TdFWVhfSV0Fge3F80QuT3UhZ/eTfdC+RO3BoOmEd29ecsp79t+73Um3O0maz+qXldHnWh0qNVo9k9+hpoQt79K+jz1sNfWTNKW3TA0gU13C2QOODUgYAqnII20DVhfPcYgbQfSg5sfO0mzWzAUI6kjcSJLnK4MwtHo8fQmORpLI2GHPyRrb01BlT4a4m5sgZtVXotW7TEx2GkbqOs7sbR6zfmBuIPsQGh2hcVe+D96B9JvicixF6jonw7uayDaOrGTDa6SuY+Ib9l4klRqNB+v+Rmg87XpQkc+auZw7xpR/0SHhyvfzJlSazWfTAftna7OQfdA+uMTYnsAOSBKNNeSnORxaijIBetxF4mOExqP3QbaRvpnDX2Ou58F59m4ZrR6VmmkXcqMWk8sTnJKzJC1ofgD7gXcg0S6GN3v6MXQWCVMJ6sCG15ShG4DVgtXE8NkUZVKeS7sejH8VrSefPULl+dY+nevRTRCzqgrRejbv1PtBZF/8wznwJX0nOb/0K8qgLAdkzqdTVdRSQ8ZIogY4TyvUV3FqB95pTlYBOSku86CSil53k3eMlBXs+JA7X1J2sunE7cCXbHyDPhM58AVn99PjLvzbtrSHwqUwN7DmFSXRqfNh7EsERiohbNd8Tm23l2xKd3obad+XmhLUGmRY/pxyG+meRdRXUJaLhye3ziQoiq9+b9+2It95676hdB3tspvY1ZEVqK9k538I60Lf+8hP48BSZbmplqQFDJ3F0F9xZj/Dfk1gJMmf0lB9SZ/G9ecmiFkF6RiMaFwMtPNrS9RADn3F4a9JuN9JgcJT1FfSWMfGN1tpKGEKUf2dX5qVnGHNXJdXbbIVi8lltd5B3P40php63UNmEueOA0jQ6240Ovb8l6zdmBsYOosRv8HTr5WdFC5FU98fEBRFhwQaa/h2Dve9ycDppH7XvPD+pZgaKMtm0tv4BCsBC4johcHIZ9Mx19NnIgERFF6U/HJ1JhXVn8g+LtP9am1LQxmKT7PyzyQ+xpl9JNyPwQggy+z4kLAu9J9Gwv1YzXz3Nw4td8dMVpMbN2Z5+tNpGN4hnEul53iAiF74hze/2VBnoPtY0jex/QM63OLkOBYcxW1Pt9IfXFfO9g/QuriHdvAMynKoKsAvDO2PxvuVnkGtxSekpWtP3xBG/5ndn3L0GyJ6K7cfqtSMm0ttOcfX0q4HAx9G5+2yBuEKaHQkPoZ/OCkrOLmdrD3E3spdL7PxDUwXDSmwmDj4JW27OcyuofchLI7SbPstCl7+PLPFXqDgBAsfovqiM3fZxs55BETg04bSbKyNNBPYEXM91UWU57nc57Js9i7mjj/SeThp65Rdspj57q94+dOxPye2krbBHpTd0I0bs4KjuPc1tv4LcwO+bdj8Dm27MvJZcLwRx2YhoiddR3NgKZvf5q6X7ff6NYnoTUTvVtrK2Mn2D/ANcX4m1XcSJ7fx3av0nqik1X9QX8WHE/ALY8DDhMQ42dZUx+k9pG/m5DZqy+k+hv4PkZmkrFWpGfMCwLHVLHmCgY/QY5yIXNeGWkviTHqMp/Qsuz6mrpzkT2gTy4CHqClh72InQ+0uNuBhvEOoq8TYnuIsAFM9G16zF6gto9Hx6ky2ceBLBj1K73vJ2EnKCoe13kE8uYxzx9nwWvO78Zv4BBM1kC53EDMY2cbexaSssPcsl5xl7auMm0OXUXh4sWcR6ZvcbmRWkxs3ZgH5qexeiH9bYhL5dg7fbyQk1iFFbTWz8S20Om5/mvNpHF8LMhPfaGXWkR8rykCtxRjpPJklSfiGIMtsfY+YRCJ62VelrqXoFP5hTm7Ht5o5tIz9n1N6lvpK2nRm3FyiB6L3sccsICCcCa/iHcjuT/l2DsfWMOTJ5nOeCJdLpWHQDG77HbKNpAUUnEC2kbmL3Z8x+gWGP4XOwKa3nAz7bBISy6BHka0YI5j4JskLACyNzgccXMxmoSwXrwCGPEnOYUrP2lcNnkFwDCe2OUl1afUMn02XOwiIQO9Dxg62/pvcI44DymTyjvK/WYybS7cxtOtJxk52zFNSDW7lxo1ZFflsepvacobMIqI3dzzPwmnsXURoHDoDQGMNC6ZSlEmfiXgYeGAeS57gyDdoPbmvxdSV1Ux9BbKM1DS8Xub7TRiMzeNOY42978YrgOhB7PkvSQuUMyOgtpTkhag0xI/CaqLinLLc0w+dN2otRRnkp+IfztBZ3PoEkkRDNfVVNFZfNLJfwmBk/CsEdWT7B5zaQeEpHlnopKteuESefgyewdBZaHXsW8KhZUpsspjY/gE6b4Y8wYjfEtmXFS9QchrvQLyD8Q1BrcVmw8NA4uP4hXJ0NedSGTqLe/6hdN7FDqEoU5nEEbBZqCtHtuHpbz9MnjtG3jEietH9Lo6sVBYaIxj6FJX5nNmrDGFvUluKuQFzA5EJBEdRlMWujzm8HK0erSdqDzy87CdTskzleZY9Q3ku/abQcwJeASx7lkoXvQHXqxs0Zsk2Ur/j9F763MfAhwGiB9F3EplJlOcSGofBSG0ZGh3DZzPwETx90ftw35vs/IiB01upvCiT5c9SVYjGA5UGq5nyXOJvx+g4GnDfEtb+1XFLiSOrOPKjqSy/eYlvXrK/HDeHxMcBbnkQvzDiRypToBRlsPr/sFooOoXO4DA3ITDgYcJ7sOcz4keJgHVVEu5n6CysZvYvZeu7DqkrYPPbmOsZNJ2oQXS9gx3zQGLWSmQZvQ+lZ5RUQ1kuO+ZRkE7RKbqOJmoA3sE8/rkyT4PNCjJnD7LsGUx1jH3JPs7uB2P+xJg/OSzxD+eRhQ5L/juD7zcCrP8noZ1J36LcvxV3G4NnAIR1oabE4YSrsYYNr3N6L/0mk/yJ2wUsbtiYJamIHozOmy6j7Gnv4bOJGoCxPZKK/g/ibSR+FOHdlH9+SaJtN8a/gldAK5X7hNBtLMUZmOqxWZBtdBlJwlT7AJ8m3ccSGn8lOx8crfwSEuOQ5PL0Jyye/DRCYoke3Hy0l0pNZF9CYm6Me/d/AVYzRZk01pC2Hr0vxVmkrnPSuWY1k7SA4ixibuXAFwA1JRxZRWgcVjN7FlGYweHlHF+rXHalbyZrN4Ed8PRF60lYFwxGNDokFVnJygn7zo9dDtBrWf6F0TO5KeReNDK+9CylORgjyE3h2JrmeStLI+mbyD5ovw5wK5L8h7CrqsDLyFOrWxo2IgiAzcrx70hdy/G1LtNAggB0v5PyPPJcTmh+Uz7DQhAEtyViliAI7kTELEEQ3ImIWYIguBMRswRBcCciZgmC4E5EzBIEwZ2ImCUIgjsRMUsQBHciYpbws5BtyDaXs8UKwiUTMUv4WTRUYWnE0/eSHmklCK6JmCX8LOoqqC1F63lJz1sTBNdEzBJ+ehYTFefJPkhjDSGdfum9EdybiFnCT0y2UXGOU1vJTKY4kw4J+ImHAwlXTsQs4ack26gq5NR2Di2noYq8Y9SUEJuIf9uWnh8jCK6JvxvhJ2MxUZpN2nqSFihP0Gqs5ftNmOqJH0l4N5cPcBME166671kC2Yal0eFBScLNTJZprKa2nPI8MndxZCXVxfa1plrSNxHZjw4JRCdiqqW62H2ftSdce8ExVBa0sP6q5ynV6ukxHr2PiFnCBTIWE43VlJ6lMMN5PFJ74B+Gf3jzWe0FQaXm3HGqCl2tv+qYJQiC8DMS+SxBENyJiFmCILgTEbMEQXAnImYJguBO/h85C2dlJ1Hp8QAAAABJRU5ErkJggg==" alt="" />

左部分代码如下:

<?xml version="1.0" encoding="utf-8"?><shape xmlns:android="http://schemas.android.com/apk/res/android" >    <solid android:color="@color/white" />    <stroke        android:width="0.5dp"        android:color="@color/white" />    <corners        android:bottomLeftRadius="@dimen/button_radius"        android:bottomRightRadius="0dp"        android:topLeftRadius="@dimen/button_radius"        android:topRightRadius="0dp" /></shape>

后来在网上查原因,发现2.X系统把bottomLeftRadius和bottomRightRadius两个属性搞反了,2.X之后的系统这两个属性是正常的。

解决办法:

新建一个drawable-v12的文件夹放正确的属性文件;

在drawble文件夹放属性不正确的文件即可。

照搬资料:http://www.2cto.com/kf/201408/322479.html

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