查看DLL函数工具!
演示data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiwAAABPCAYAAADIiJ40AAAVG0lEQVR4Ae1dsbLjNhLUTzlYfc1G/I6tC+7Cp7rEqQNnrs1cyje5zE4dyKmdONk/wNUAGGBmCICUKIog1VulIgiAwGC6Z9CkqH2n79+/O3zgA3AAHAAHwAFwABzomQOnno2DbQgecAAcAAfAAXAAHCAOPCRYHP7BA/AAPAAPwAPwADzwQg88LFigeKF4wQFwABwAB8ABcOBVHIBgwTs8eIcJHAAHwAFwABzongMQLCBp9yR9lXrHPLhTBAfAAXCgXw5AsECwQLCAA+AAOAAOgAPdc+AhwfLTTz85fOADcAAcAAfAAXAAHHgVBx4SLHhk1u8jM2ADbMABcAAcAAeOyAEIFjwG7P4x4BEDD2vChgIOgAPgwH0ceJlgOZ1Oo42R6kr1JRC5b+1Yuobq7Pj2vHYd6u8jEvwFf4ED4AA4AA6syYGnCZaSkJCGt4RCq02OUSrXruX62rE0FuoQbOAAOAAOgAPgQJ8ceJpgsQCzUOB6e871fGy119psvT2nsW2dPef5ceyToMAFuIAD4AA4AA4QB3YlWKTYKJW5jo6lj1+waUMgIBDAAXAAHAAHwIH+OfA0wVITCEwCFhN8Lo/cxkfZRmVZz2V7tP34nPvxOR1tmetw7J+wwAgYgQPgADjwnhx4qmBpkUgKB9uP2/hYa5f1pb6yjst05DJdz2U+yjFRfs8gAO7AHRwAB8CB/jkwKVj+/PNPV/tIgKcEQKud2/gox6WyrOeyPcp+3Faq4zY+yrlq60R9nQPwDXwDDoAD4AA48AoOzBIsclOvlUkA2I/sWxII1G7r7bnsI9tKZVknryvZYfvKPij3r7SBETACB8ABcOC9OPA0wWKJYwWBPef+tt6eU79766i//dj5SmNyHxzfKwiAN/AGB8ABcKB/DmwqWGqiwdaXzm0dkU3W1cq2H0jaP0mBETACB8ABcAAc2EywSEFRIqJsl+VSX66z/ei8VEf9bT2PgSOCAhwAB8ABcAAc6I8DTxUsLBBKYkDWyXKLFNyPjnM/NB735bHlOFzH/eQ5yv0RFJgAE3AAHAAHwAHiwFMFC0gFUoED4AA4AA6AA+DAGhyAYMFfax79Uco1iIYxkcDAAXAAHAAHlnAAggWCBYIFHAAHwAFwABzongMQLCBp9yRdoshxLe7owAFwABw4BgdWFyz/+s/F4QMfgAPgADgADoAD4MA9HLBC8yWCxeEfPAAPwAPwADwAD8ADMz1AwgaCZaazSt3++uuvUjXq4AF4wDmH+AAN1vAAeLWGVx8fcw4eVmjce07WQbA8jpG/cg5QC6fA5fDAbj2A+NgtdF0bDl71Bc8cPO4VKLY/rRiCZSHuc4BaOAUuhwd26wHEx26h69pw8KoveObgYQXIvee0YgiWhbjPAWrhFLgcHtitBxAfu4Wua8PBq77gmYPHvQLF9qcVQ7AsxH0OUAunwOXwwG49gPjYLXRdGw5e9QXPHDysALn3nFYMwbIQ9zlALZwCl8MDu/UA4mO30HVtOHjVFzxz8LhXoNj+tOL9CJbr4E7ni7uVcLpd3HChlpu7nAd3pdLl7AYq0HW+ULpweV0TKJq78Ecaz97WOPd1cPKc7C5do+vCGv0It4s7F+ZI/aXPFvnp6obT2UnTl3sPIxzdA834KC3exIPq4rkeOViJrSLv0yCUH04hL6S6QqFkw8p5pGAFqhoemORVBa+0L4zGvrpB5kpuJ86V6rkdR++BSTycG/0cWQqSz58/N9upL/3rVrBch5l/jTmSKRAxCJbL5ZxEQJ2gz2HaHKDUTDYZmnOyVwoYRwGjBFcWZWpcdRIS8+kkhE1sf8xPJFbqeCh7lR04eXcPLI4P60AWLRd9IzI/zqeF93XIwjyVKxugNQ/nr/HAJK8kXqJc5wkEyxLkJvFoCBYSK/yRIsaWyb6uBYvapxveJBKmOyuxsQ7Xwkb7ZLU8ByhluhEo9ARIbvi0FnneFCxR/V9I3LGzKDj5SYgP1It66nSvn9i3PLxaC+4+lDtwMvZAOz4K8SniN3N1LLz5ySnzM/clYU2Cg0V7XWirazgvKE6LTUxseuNVoubVHmjzyjxZF9gRX4aBn3xnYeqcwNo/qY9tig+vXuV+5pvEoyJYWKjIoxUqfE7e6F6wNJ+0cJKJuF4vgxvOp/TVkU9mqQ8lx0LiW8iJNlDlpKkESUGwqETaSuAymLxQGdw1Bqdfu1cZ4ycyc/0k/ZfuNNlfNE/yLVfiCA9oD7Tjg/qaJx4qHnTM+lzAylnwXMWT3GyiKX6Toq+H7T81V2jMcRM3vWL8nfRNhR0X56t7oMUr+tov59CYExWOYR/gnGb3mPPl6i5nCJZ7QGzhweOw8OCjFSn2nPvxkcbpXrCExd7cLb28EkWA2ixD3XCNm7NPRFd3GUjARJEiN3f24BOObaB0wvXT2SRpzilhqgRMdnOS9gMIAWLXdLu5W0zkeWmiv0/m9B3+I36itYTv/9XGkSdCCR4YeaAdH9xdxAnHA3G7cIORuCcES96ceKOSd87+hTYTQ2Fe3rDYiiCe+GklxYgYZxRX+SqUXu+BSV4xXp5HjKl4t3EkbBtPWITYUbn59cvudsZJPApPWFigsCChY6mO22nxHQsWkSxuRKZKMvI3QtyXN+ebuwzhBd3bZQgvinIifDLkTaCsoCjNbewa3Q3SGDMEC98l+MedJNR8kJFYY5/Q+8fL/OTvPqNoKS0FdfCA9UArPpizY8HBsS6OKgbyI/+RwB9tRGSRER++avwypR9rGEK82bjjDdAuEOebeKDFK2+QxEuUc37NeTEsoCFY1M3xJsvtftJJPCqChcWIPJJokedcJid0LViGofxuikpwKZEVkhKtMJKVkmPq+kT4m0DR3EKdp7I0pCBYUr/StUmIxDvH2CcNKYLTv/9yFk+Z/Lrv99PUxoK7jicS6mBDNePDrjXGy/kcbzJsuw/nGMcxblhE65hhYS4GUDcP9ERn3Od6ubibFSo8hIwrrsNxMw9M8kriJcpesPA7LEqIQLAsAXMSj4JgYSEy90j2dSpYrPqNrhTEoxoWIcUNNZGRxsrvtSwBpXTtHKDUdUag2JdueU3pmlECFb6RSZh8Y8WLHyT3v9dP3P98Nl9TJeOCIIRgkQ5BWXpgbnx4rpHq9vFB7xCU3hMhLgehUYyTFPPSAlFOMTIWK6kXx1vqK57yyBuIqbnSgCis4YFJXsm9QpTzExaySnwVGV+6vdIPOAb6oULkiMyxayzkIGNO4nFswSLVrkBUEC88PYj/LwuRKn3fHQRKeuLgSdmPYKGAURu8EjBZXKRVcwLNFelXP8oHqd0WxJgP+mlks5xC2S8bUIYHZvy15igMUrwKPhHv0i/evDM5L8gnJHHTiRsL/WIujWUBiHORsK/2GcVbHETmHjsuzl/ugckNMmF9dhfxE3glWCJn6PVIvjkLv7bMwnhejn358rubcBKPIwuW6gbZTBqUuMTdEGWkSFoq+uS3wl3RHKAku0Z3hiJBe3utjaMEagWIWLNcvyrLX0fd76ewcdTnUQJMLhblt/dAKz7SUxXpJRkPvp74Hl+ajPEvYzm9l5U2H7HZxHH1ZhQquW7E3VG8pUHyfx0Qq3DYzgMtXoVfCYmnaBOYEhc0DwSHEq+2W+seZm7hwfbP/eqn1o/G6fIrIf7fanmhcsPUxAo9QvIRBKVqL1bkRh3rrCDgSR48TgJFhJfiwc4vEjStY3Tnx8Emx7FjNG3PAudRP5H/S3730wr7m2ag8S09MBkf1isNPjEPWaTQeboZoRjj4PExQ4/1g8jmajsVnafcwjHF8WY7N2+WbGecr+2B+3gVRa/Mw75s9gzJh1HfeMPGPFl7gTsbfw4eNSEyt55c0qVg2RNWc4Da03pgKzzwTA8gPp7pTYzFHgCv2BN9HOfg8dtvv7lHPyRq6B8Ey0K85wC1cApcDg/s1gOIj91C17Xh4FVf8MzB41GxQtdBsDwJ7zlAPWkqDAMP7M4DiI/dQbYLg8GrvmCagwcESweYzQGqAzNhAjywiQcQH5u4/fCTgld9QTwHDwiWDjCbA1QHZsIEeGATDyA+NnH74ScFr/qCeA4eECwdYDYHqA7MhAnwwCYeQHxs4vbDTwpe9QXxHDwgWDrAbA5QHZgJE+CBTTyA+NjE7YefFLzqC+I5eECwdIIZv8HciTkwAx7oygOIj67gOIwx4FVfUE7hAcHSCV5TQHViJsyABzbxAOJjE7cfflLwqi+Ip/CAYOkErymgOjETZsADm3gA8bGJ2w8/KXjVF8RTeECwdILXFFCdmAkz4IFNPID42MTth58UvOoL4ik8IFg6wWsKqE7MhBnwwCYeQHxs4vbDTwpe9QXxFB4QLJ3gNQVU3cw/3HD66q71DvtquX51p0/fHP25ducOtrZ9IdGVtY/HR1fLWN+YavwglkrOB69KXtmubgqP4wsWCuDTl/gRG/vtm/uU6r+M/8LxizGbAips3ryOL+40/BEtXDsR/eM+PhX84/0n/Pksf1UT7rMmwDh79EArPq6D4SfHto+RwN+cAyiGmLeFtiSWyUvc/qP7CAo6u07xlPuJ+DRzlP/aM8UuX8M2xSlU3irMny3RJWWXzA2yrC9557MWr3TOtRhI7GwbeTS0f/r4R7u3ieu8MROX0x7AU1TmpGY1r+EaX97BsY2He/gPH5LQ4bH7/eOHKnglGgHYlEQ8mNuCyM6UVqZyJFuylxquX10IBlrLmraHZKzmpvkhWBI8KKzvgVZ8aMFiYjuKjhF/vcljbtNY+WYgtg/yqV9cq8ot43GyR2ptVJ/jVs/7hxukcLonPym7ZG6Q5Wzdu5fqvAq4JcGhMJhuI1E8DF9ijmYvt3BtjZkFh+Jx2gPCteU547WST2xOh8c6HsHYAz9hIRBLypcWboOXzmt9X4NqHSiyzdxBKpPsWlTjE05CMKhAoVEhWJ7gWwwx1wP1+HAuC5YQK2mT8YNX+Ftro40p3bnyteGoxlXCgPuVVtNqE/3VeKLeF+/IT2ocmRtk2Y7/vudVXo3ym8Cx1SZcSbxUnBFtoShwbY5J/Vp7QB54PCfZve3elq2bLlXxiJceV7AQAT59cx90xxQfu0ry3D5+zGRSSWraqWv0qAKlElBpZpuIArl5zfnxd7iW1l1u09dlX4lAldPbAPPn2ddZ4NC4P7qPj/zVXB6bBtTzetvS3QC15btQ21ePI41D+WgeqMYH3UD6r4QCT8ecqPDXO8i22TFEe+R34rWKS9Fv5PhWW+483mhyW3icL+NAtM2OHxtLcoz3LVd5VdgTEkatNuHK1F/UqSKNw/mtNSa1pZyoRhidjOac2AdHA2xcUcUj2nVcweLJIFSpTzhZaeqNe0oJr49iFahJsspEFDZ/lbS9H2Ky8z4oJT66LvuGv7sPyTkk3CxysihJwUaP3Qd+UZYfX/I8waZ016pwCG1pE4ibTw5Oapfj1GxcHx/MsK0HqvHBnKGbkmJSL/DXPEHJ3Jb8ovVqsRFyRuSjisvpOSTHkyd9LIR4KrZTx9in3H5v/HAsJQvevlDjlcc68SS4icVAq006lPvLulQ2uDbHVFxLIxQLozl9/q/vg8VBNqys4cEmUfuSD43T5zssBZATmGrTpCWMA58d9KpjFajCOrRNYlMv9pVJN6zzpMQJCwwpREI5CB95vZjZ+1AnwJDQeRxuoznlRkDjxfOSvarOrC29oMhzbC80hUdQXNED1fiIgoU2dIrvsWip8Nfbqtv89WqT0u0sYLz4Vjy1/aQjWm25X8n2EE8ydnJ/X1I2xDZVJ+Jn9DW4GetNT6u8Ij8qLgR++ZzYahN+TPuNqKNiEdfWmApTM5g5Hc1ZuHbUx4yx5WkVj2gUtS/50DB9ChbaUM0dFwPVVLMboVUHym741kCRlArkDEnWJr2QRJNwKV7H81QSrhQsvizEg2zziVLOT+M9KFgMnmwhjsf3QD0++Csh8kHktdpoKvz1LrNtFEvibtQ8YfGXRK4P6kVcO47Eo9Um++k4p1xlN0zZ25dLcavqRG6AYBm5jyqqvFJ+pJ4Cx1abmIX3G1EVRLXiZ2xtjqm5Icez5dGcxFeTN0d97CAbnlfxiDZR+5IPDdOnYIkES1+P+EQTN0pZ9o6wier1iLWAqinysDablIRwoGXIQLh9cx/pP2wRAVh4wnQd+AmJ7Cf84n0Y+8g50h0EX2+DjcZjAWP9HubKd8njtclH49lGYReKh/RAKz4oAWdeBE7lzb7CX++lcZuPtZTgx+10WYhH+TSn3C8AUWmj+BEbl5pXxpZFU+Wue+OHY9IO+r7ndV4Z3FSOa7VlX46EQQtXKYhoCDUfc47zZpwj/UqoMWdrH8yXdVOq4xFMpPYlHxqlU8FCpsXkFb9KyElt/DWIatsAvimgwot3+auQnJDlpj5ec37PJCyKgih9Zy8SJn9Xzm3ZHyY42Tcq+EIfvvbT8NV9ar57IgKPAjN91RNfzk0bhlmbnzPbn21ko3A8qgda8aEFC3kgxr3nkeZm4Brzr8Tt2N/HRqmdxo99Ek/jeeIxcVTPkTmehU4SPv46ISZUTBi+K8Fi81grfkwsHZUod66rxSudEwU+NIfKRaYt2jASLC1c54xpr5f5uzanr4/xUNoH43W9HJp4xCdi1OfRD62zY8HSCwzTdkwBNT0CesADx/UA4uO42G65MvBqS++P557Cg9qXfGhGCJax3++umQLq7gFxATxwIA8gPg4EZkdLAa86AqP1TlE0c4lYYawhWJ6AOTvzCUNhCHjgcB5AfBwO0i4WBF51AUMyYgoPal/yoYkgWJK7Hy9MAfX4yLgSHti/BxAf+8ewxxWAV32hMoUHtS/50GohWJ6A+RRQT5gCQ8ADu/UA4mO30HVtOHjVFzxTeFD7kg+tdlPBssR4XLsMfPgP/gMHwAFwABx4BQdIbCydZ3PBYvXh9+9/u31+iPR7tR12A7u1OYD4AMfW4Bh41RevvtstXZ1DsHQjEhA4fQXOGskRYz6OMeLjcd+Bd3XfgVd132zBGwiWnTy5QOD0FThbBCvmrHMA8VH3DXjzuG/Aq8d9twbvIFggWLp5irQGwTFmXwlnLTywsbwHzmvxpzYueNUXryBYIFggWHbCgVpSRX347hp+6GtzOQIeECx9cQqCZSebFQLnrsD5/Vf3w+m/7t+/HyFpYg3T2CM+pn30t/v+y8/u9MOv7nd/k/I/9/n0s/tlVAbfsi/Bq+yLHnixjWD5PxR8qA6Qe+BgAAAAAElFTkSuQmCC可看导出函数+引入函数
啥也不说了,感谢楼主分享哇! 啥也不说了,感谢楼主分享哇!
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