["","","37 C# ","A(wtrz.L(Y.PST~~}T~~sCPsCS}T~~}T~~","Macros"," make common tasks easier. We use post-build and pre-build macros in Visual Studio. Two projects may rely on each other but remain separate. We write a macro to copy files from one project to another after the first one is built.","510px","300px","Macros."," This approach offers one automated solution to making the two projects work together, at least in a primitive manner. We will copy the compiled DLL to the C# solution's directory. We will use the following command on the post-build event. ","Example command 1","\n\ncopy \"{path1}DLLName.dll\" \"{path2}DLLName.dll\"","The words"," including the quotes are actual paths, so they use the \"\\\" character. This code runs whenever you build the DLL project. However, a different solution is probably better. Here is a command in the pre-build event. ","Example command 2","\n\ncopy \"{path1}DLLName.dll\" \"$(ProjectDir)DLLName.dll\"","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","6227126509","data-ad-format","auto","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","6227126509","data-ad-format","auto","Visual Studio macros"," are essentially environment variables contained within parentheses, preceded by the \"$\" symbol\u2014much like Perl. The green italics in the examples should be replaced. ","Tip: ","You can add a macro to a build command by clicking on its name and clicking insert. Next are a couple example tokens.","Example macro syntax","\n\n$(ProjectDir)\n$(TargetFileName)","Summary."," We looked at an example post-build event in Visual Studio. One thing you can use pre-build and post-build events for is copying DLLs to different solutions at build time. This can automate some interactions between different projects. ","Review: ","Here we saw a way to use these macros with a DLL after building a project.","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","3679700504","data-ad-format","link","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","6227126509","data-ad-format","auto"]

%iVBORw0KG;)NSUhEUg?AKE?ABJCAM?ABimLZr)GFBMVEX::zpsv2wdr99Pj50+T74e386vLvgrhS6vXp?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)BJRU5Er@ggg==%iVBORw0KG;)NSUhEUg?AfM?AEXCAM?ACOBF3t)wFBMVEX:/9XADEoz+T/tmb/25DbkDr:9u2ZgDb::/7bv77VmADrMzMy1zue/VD+nwNwAOpA6kNvFg1vJtX5fpt1m?DovbUNaLhttN8?Fe+0+iENTVzc3M6OpA9e63v7++UfZRSZEXW1taUu/GQOgA6AGZmtv8xAFfVhXbe3t5Cz/IzMzOYtNCkvtjZ5/Ric4zn5+ebt9NbTWisxd/anZGsxZ87Bgu2:+p1uDl2rNDADI?ACHiIj39/eQ2:K3O84fPpP?ANX0lEQVR4AeyUaXbbIBCAdQHt3rMvXdFig60kQq7vf6vOmDE4tZU0ffmjMt8TIGaYSZ+/igARjCc0gUGIzTLwAqYSGhfRLQvGF6pnjc59Us7sBCjfFD7BPDXwma98gnkSgdiufIJ5BufByieYX344Z9g5Oy+HA1PUvRSQlW0PErKGoTlnalX1oOqyFOuXHtZiqM6Zuloc6CTQ2W0FztuXdQ8v7SvnsWXTaD0f0cZF2+NQ3o4o?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: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)AElFTkSuQmCC%iVBORw0KG;)NSUhEUg?AG4?ACCAgM?ADasxWR)DFBMVEX/6Nn:/+VlZX29va5ksB5)SElEQVR4AWPACZj/f0DmjkqOSjKtQgcLyJccZiEE9SOmP8mXHEaBMBoIo4EwGggryJccvvVKKAogTnJUclRyVHLklgmjkqOS?LWyrsxEHLD)AElFTkSuQmCC%iVBORw0KG;)NSUhEUg?ALs)6C)ADNF3fL?ABaUlEQVR4Xu3XsW3DMBSEYc92O3AFjcAJOAEX4?Z4PXs3b+atWq2L3YX+CREsRBAB/gf4PgVBAHeyn7VzHyNw5Xdxr8M3PBbqdjBo7Gbnx44aueWNnTsXO66dmBxXTtQp64d6a5rB0zYjiZsRxO24+sydn+W8ZL5o94StrrHdv6o4aXsj2Zw5wdu8azs3a+ewKU1djO8VGKrEwOH7TELuKphj6jgXMQ+M6gsYo8BzkXs0UBVFfsKbhWxRwVlKvYOqqjYV3Aq9lhADRV7BdVV7AbKhO1Vxe6gysf+sX/sAu+Mtt1U7E3YXkC5ih3cKmIfoNIbR7v9zE8PHLLb+b8Hs+z0wCF7BmUi9gFuFbE3UDk07ANc17DPDCpNDXsDZ6Fgnw1cmgp2X8Chx+Xtbhlb1biIHQc6eGPwp+yNgbP2NELGznQZO9NV7XmEqv1rhqh98QhN+9IjNO3NIxTtS7vPCDF7KsXMyX0V+zfDQcRKyPVaeQ)BJRU5Er@ggg==$/9j/2wBD?cHBwcJ.@.@.@.@.@.@.@.@.@.@.@.@.@.@.@.@.@.@.@.n/wQARCADIANoDACI?RE?hEA/8QAZQ?AgMBAQEB)))?QCAwUBBgcIE?CAgADAQgM.oHAQE)?gEDBBESIQUTIiMxM@SFDNBQ1FTY3Fyc5GyFWFigpKTo7PSBiQ0dIGDlKLC0zVEVGXD1PC04:a?wD?AB?I?D8A/RWJxNOGqa25tKL9J+oqr03s71WeSvbEYnFUNiZZVsTE6cKljaKtCpo1Mj8O7xtnaqu1VDG+2YuzsmyImEaxcNVq4NCoz1PZ8u6zT2zvVXFVd8K7JbsrDcHboxfS+TUWKvdkTtumZ0qS7Dw3Uf6/E/3jCu3LwE2WTvdu12/zeNXpfrR6XN+r/MZFsvrfgRzm6a9YtWIM6+yyIXJrPrDN+CsB4u3+Mxv/AGg+CsB4u3+Mxv8A2h/N+pH01IszrEzKbIjPnqT0x1RffbvGWfWWf3BB9zcAuXFWtM7FWMZjdTt/FGr+S9O8bp4+lGshOwsDdve/X2pvj2YtHZd+ezoKpSidNp1O0cvR09VR3cH/ABjHT/t2B+/xpCyI0jWDsebliWsc9qBw5mLG2SA5mGYAd)))))))?ADyOD7Qnp3/8A02hZH51hvQxfu1DOFw7rSsTK5w1v39oPh3nEYds1yVMTHL11Quz2GbKzqb94SMmyOG/pN7xu7y/hUzXwr622rzm7rE1mBW6t5heCJFdkcB/Rb3Rt6WTLPKfMUvHAf0WLY2iTRpnaQWOCvor7oxuJ/iuNn/b8D9/iyqI2R5lLtyf8Rxf6nhPvMQV280ZwM8ep67Uc1C0uc1iGrI9Mi5jmo7EikOWwwQwSgxmdzKYknmTiSGkszAjmdOkcjoAB04)))))Y1Ha49Kz7xzrRxtXo2/wBAUdrjz2feODzEWVTMxEZW8s+gTz2CuWcsXCjRtnzjGtesvtFmZM54S8vWU7EkLK5mBTERzfnCjrwZ8zDl0ps4S9LpKLPKZTw15OsperbDKvqnUU5bI8xPc79NxH6rhvvMQRZ0iI4acnXUjgbEjF4lpddK4WiWbUumF1W85iNs8EswVUxYsnoszhiJuo+JbLCV8Rl+lXRpWz1FXPdPKWb3V4rfC+Fsna19rT8Uqi/RQy7HiJPV01vlzTWgtiTJVH8bbHnfV745W7xEauHHhiNLfROK0STdJgeiScFKzExExOcSWQXRIvMF0E8ymCyJJxJXMEzpGDsEis6?d))))AxVeErjOJmZayFWOc7b4/BOQkTnLwrPPxalT5KlsYWxJmdSNObZTMNsXVr0kZrsjllfYxyWOpVOZHSnUX2KUTXXMzOhOXqqX6H8KkZrfbtX2Mc1F01ZwKW1VTlmiT51UXemrKeLr5OopoPVZOWUp7GFrKb8pnXVERDZzMNpj+cnFmQpZhZaTKuWqMlWqprGjOFZVVYVOfZa3Qpr8YZNKUXa4iYjCRZnZOnQ26F6dJlTmYPD96o7730cxOc022bd6yz4UaXxdvMqZl6GGrftVHfe22jNVK1VokdBVznpS3Tb6YtiL9mUD2CwMLObDGGsSXnbPN8DfINFZWeSYkTw0cP5o9Kr4BJNsGlbsYkMpGyBWJlctU5r1vB6X9wbTmwXLAu87CUTpnPudL8QzmLE6p2ZdWS5RdoGIksiSqCyCyCloLIJEIJlkFcnQADpE))))paBdoG5grmCORarZCsqcyGJUrmCORbqzKJEr4h+KmIlMs3ie71FNCRPLa8+Fm/k4BFpygtTbIhiq0muc4WY11Z5x5RBia025qvsJ3Vb5W6d1ly+d0P5wqeLK0futG34m6a/T1C7RsLobKSdNaauavJ4BllWFnKI5G7hVVzv2Fr82fMwLEZEHmZYULqpyWIzzy5PRKC5Z2L86CCyTeNhZmSqna/nX3SnPInTPB9KdRYslTRsHFLlFlkYUvUXeC2CUEY7hOC2CiQ?On))))DkkciZwDsFclTF0wQkjJNZF5EojLVHgZjQYUsjS/xPs+cQaNgwjbSsSeex3Z+8WTnZl3qzxnqbO++Kt400CORRJbJXE+Ce5s28pXazwj8Jua3d+SUThrKs5wzqqz3iyGar903Pp+68kU3Ym5K7NeEungNPEzXdnwejw63K2XZsJq8RPCUX3x+u30mIzbbmkQ7Rm2eWbdBTOjG3NnveAxmflIrpX6TuVUU4/dG5k3xcPhqp0Yl8PLc7p4Zb3593jd7r3qrxu+iio8zkOvbXEZmvS9mLsmpHbeK2/ObYZtMsn+Wqbr+N8VVxXbbD0AvTVVTWlVKLXXXGlEWODpLYkbWNMZQJPMtOcjKjCSKINoMJItZBfBOCuCwvgVk?Dpw))))DknQkAIyRJkZg4SiSqYK2rVomJjOJGJg5kcyJwxmtDV5RZyci2dGfS6jnZNKViYmJiJieWJFGwVe3Q9lXxJOpfovwCE158h3fsuUSYXumIR5mYiIVpmZnSscEdbBW/6lsvV1/gKp3Pw89ulsR8m6dSfVcz7M52PMlbY2FnYeaqS7dCdGGlqsLnx2O669OvB9d+99l9qq71vlp6OqmmitKaUWuquNKIvNhRucoiIiIiI2REdwqkhNEJGSli4ubJ1MxVkTU5EFkQV6BjfYksUZXYLRJZDFi7CDDcHcxbWS3wt1FMpIxmGZRrO6juo5oLwKtRKJO5kdJZmBGJJQdIg?d))AJOHQADmRzIlkGQAcOSSIMdgixSxQxcwuxasGbe2U@IHGmPDsgrmxOsvtJSmYvGIlSw7mU76nXX2hvqddfaUWV5D2HxMsXag1lE2J119pzfE66+0SbODbqmGgY1kocU3xOsvtJRYk8jL7SOot0wN6yyGFYLVJQxBlGIktWRdS5S1ZKGgugmQgmXQUyd?OkQ))))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)))CStiySEwdgg3II4qOJt9XZ7plNHA+b/SbGKjirfV2e6ZbRwfm/0jVMmDukk5L+8M5u55zha0cnnISPRJ5d1KznsJZHCRRMHP8A3IKY/wDRb/VsNie6E5YW+fJsQs5rF+Gz36v1lf3g2LXTx2E9c3ujArfPHYT17e6ZuK5rHp9xonfqz1KmPuruxNOeGwsw2Jy4dnOTDq/v3eTLN1Mc2Eoje5jf7Z0U59Dr2fu0+10HjM9Mcs7dUy0zqZ26bM3XMlrNHJzj3+DwU4idTdqT7QZriI5zM855zqnlbrfLf1g6jJs2L7DJizkLlt+Mr3yZ6Rtxg61VcqzcpZJsTKIidS7Y4PSNyLGXu6o/mPJUW8ZXGfTX3j0UWfGMVvnG0y8XhYVlyXQaC2ROUxOcSOq2yPMYW+aZ+Jp2/E3WNRG4K+ZS6JM2xO5POG4fKYkeiYkyWbZI+szMR5ixZErV0yM?Eio))Dh0AOSLYmM6rfV2e6ZrLwPm/0mtdGddkfIs90RZeD83+kuqbKTPx1epfrDIdeTzlcwOOvJ6RSyjyseVupyFZIZF8wVyWxIg6ZFZn7pz+Z4n1bGjMGdut+g4r1LEbOaxZhe30+sr+8rHRLETliMFHhvb7tx4zsVP5zud8rEt925n4lJ0tJ6Hci2OyKY/92uwX3Zul8dYufBoSulfSdd9t95foGMzDG6TN2djv1pvo72mj+QQljz9vPY+ybm1fmtM9evfCyHJxYJ57SeojmPwmzI08NZxtXrK/ePT6zxuGbjqvWV+8erzL6p2GXj68mUYls4mO5MZGpQ8zVXPd0L7phwxrUTxaT8Qyk7DExKZMs+sG5mZyWOVpWINyFiI/YZeBql232Y4Ccz426bGuMrGUGNe0M+zo?ASKQ))?ACFkcB/Rb3RZo4P7Bp+a3mYpaNk+Yks5FF66oMx15POUso8yZ9z9gs9aeCBtWMC+mBNoKZgYetOqou1adVfYMLJkXVxBTJmbr/oGL9QxptUnUX2GVuvWnYGL4K9oYk3NF6Iyvp9ZX95WaUxyeYysbn2ZuVERy4tvuHHMTZhsNXNt0LoXT3OG7PzK6l57vY/F1VmluJuNbvibo49N7vybsTB58HB1vz2t6+MsTttneu1VeNKMSyQumec5qbiUXWYhbo7VT2yz/jPLflThmw+6jP0MZRXcnrMPxVq+no3qz5558+tbv7j/?nhJrSVTE1Nv2FsboWovNbyNiaq7fT8mfIZ1wz12I1V1TaL6X59VnVb/is77Vxp53FVSra45rn2X8n8allPYzNxtPa/KV:AJkgiZjw5eE4Apmehle6M4aeOq298r949WeRw0Rv9Ocd8r95D1uz/wBJfVyMZWPidVZ1nhYmZ7kHoNzcK99VWcytSpXqaO+Np4ar8jyhlbnbmPj3hm4OErbhNHBbEWJ3tfkeNsPcoiIqokQqJCqq5aV09U0KkyjOTyOPxWt9Cc1DqwqxksaYiMoiO4dAC4zQ)))?ADjbYnzFU5Zck8ngLgA5K5mezRHcf6DCr2LHQt/ZTZ+A2gJxZMC7YOt+U8w96dTEfw1/4BN8WnisV/B4n8B7MCfZGQq+4+GfpWfZnhGxtcd6xn8Fi/7JmbpYmLsHiaq8PjmsspZUXsHF/2T6cBKcVZMZaSpdwcIrK8WWcDjO9/2zym5G41zWpujuinHr+h4PnpgFfpN0HxlnfbO9dqq75bZ6sAKGY1Kqq6k3utdCoB53dv8m8JunxuqcNjEXSmKrX7O+rv1Pk+21d6trPRARmIyykuR3RlZW0Mh8Zxm4W7eD7bg3vTx+BjshPSart9P1dnrTHaxEnJ4auerZXZU30XQ+/ALzg6W2xwDZr/ACkx1cKrLXd6zi7Psz4fgacXfdVvGExd0b5XmyYexU06uc1r72mj94fRcJuBY8w+MbSn+nrbVr9bb1PJ1/WnqwJ14eusVxe6+Lxni9Pk/wD2+EVVEWEWFVVjJVWNKwpIALjO)P:Z$/9j/2wCE?YEBQYFBAYGBQYHBwYIChAKCg@ChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSgBBwcHCggKEwoKEygaFhooKC;KC;KC;KC;KC;KC;KC;KC;KC;KC;KC;KC;KC;KC;KC;KC;KP/BABEIAMkAyAMAIgABEQECEQH/xABq?E?gMBAQE)))?QIDBAUGBwgQ?EDAgMCBwkLCAkFAQ)ABAgMEEQUSIRMxBhQiMkFRYRUjcYGRobHB0QcWJCVSU2JykqOyM0JUVXOC4fA0NUNFZIOUosMIJ0Rj0oT/2gAMAw?AQAC?A/AP1S)))))))ACkvMUxuamRN5mciO0K7JvaDE9iqpdvNKS/mkZ1R2W3YTzyULtem4lEBOVAC5IAII)))?Iu?Bc?Eg?AC6daA03orUTTr1VLkKpCm5cGKDp06EMoRSTFZ2d3JuWjRddC4JKIyy3?Bc))g)))EOXQrmcWcmhWy9SAF03EGvXSLHCmVek5stU/5x32jXlqGxrZTBJO2NbKdnUqiIeamrpfnpPtKazq2o/SJftqab8UZuyr5jUdiTE6PQewjtqWPF8aqv0mf7anqcJlfNh0L5eU+y3XrsqoZ6WubUOVlrGWmrGzuyoljbABvG6))Q)AC)AQCASCCmdQDICrXEkg5uNybOlb9dPQp5fEa/ZQPfpyUO7wxk2WGR/tk/C48PNUnmMXrNlPl7EPN4rVbKfL2IejdhFbk2ndCj2dudsl3eHMY6igraOPay7OeG3KfDfkp1q1ejwKprNk/wC18D/8FH6jo8CJXcSrIv7GGoyR/Ruxrlt2XXzm8sEDnpHlsqpe/wDPhNvYwucjMtlVLmsxyOamWy31RUPV4J/VkP734lPEU8je/MbzI55Y2/VbI5E8yHtcBX4pg/e/EpTDP6Q5nUi+krh35dzepF9JvgA7x2w)?AC?AQAQAQSACLkXBIIBFwLmNUMhVBcBhYq0C5B5zh+vxND+3T8Lj5xXPl4pLsc20y/m7/F2n1PhRh8uJYa2KnttGSI/fboVPWeP97GKfov3jPaeOxqlnkrNpGxXJZOi6aHksYpZ31W0YxVSydF9xlbj3BnuG3CdrX8U2SRf0GozZU3a7MmLhDR0eH8T4PU1R09+qGOY1t97uXZzl8XjQ1/eziv6L94z2l28HcU/RvvG+0zcer3JpBZeuyl+N13RDZeuympA/ZRNZdd3jVete0+gcGHfEdN+9+JTxvcHEv0f7xvtPaYHA+iwuCnltnYi+dVX1mzgsM7J3OlaqJbp8KGxhEMzZnOkaqadPhOmCuZLE5u09Nc9ESCMydYFwS)?QoIUgC4AKqpIBAuVu.RcEXBJFkBBFwCCblSFUhTicLZpOIQQRPlj4zMkTnxSKxzeS52ipqnNt4zy1RRzcWbB3QxTJmzZuPTZvG5HXVOy56/H1dsqXK1OVNZ2l7Jldr6DkyRHIr9pn5LlTxnIr8+dMqqnjPOVNHUTRxM7pYt3pMvIxCZqr9ZUddV7VLSQVEtQybuhifJtza2VrVt1tR1l9Z5HhZw9qKfFe5nB2hZVVGfZ7R6K7M/dZrUtfw38RoYV7oWI0uK8R4T4ayDlI17o2uY6O/SrVVbp4LeMwMo6v5S+C5rNpKq2bMvl1PoTY5+NcY49iGe/N43Jk+zmt5j1XBaSq7i0/HpttPd7dpe6uRHuRt+2yJftOFkTKjmqmW10VOk7XBaJsODxNY9H98l3dsjlt4r2N7DXvzrmuuhtUDnZlzLfQ7+bkl22sphbzTK3cdVd51FJcACpBkABlLgg?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?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?.A.?AaMx8h93f+4v8/8A4z7K9h8e/wCoD+4f/wBH/GdzAl+Gxp4fQp6Tg06+IxJ4fwqZPcIqp5u6lK+RdhCkb2M+SrlddfMe44ZYPJimGxV+ESfGdHeWmkZbl6at8fpPJe4LhUkOG12J7RmyqXNiydPIve/2jqcFcTl4P8LKvgvitSyTjDnVVG/5OdVcsevlTtv1mxiCKtdLJAurLLbrS3K/j2G1iiK7Ep5qZUzR2W3WlrP8nT1oq9Rl90iqmpsJo+Wvfn5ZPpaX1PP8EF2tVP8AsHelDr+7M7ZYZh37dfwqcH3NJNvitSz/?rvxNKwM+L1k8PpQrTx/FSy26/Sh6uOLXcdGmj3GRlP2G3FCcx0lzgvkuZIGm7GY42aGww1Xrc1nKWaeL4Qp8d1H7v4UPbHDxJPh8vi9CGWkfkeq9h5zhFT8Yp2tvblJ6FK8E2/B5/rJ6Cjka6BeIRysh12mZdNydptUtXJFHkszyGxxp72q3K3yB986utvMNOyNKaOHNq1F6NdddFvp29Zxcuh6BrDWOkYpdbHQw+LJm16ijWl0JJMJ0kaEJAJL))AFT5T7uuE4hiXcTubQVVXs9vn4vC6TL+T6k0v6j6uDboqt1HO2dqXVPZY3sOrnUFQ2oal1bfRe1LdB+Ufetwh/UWK/6OT2Fvevwh/UWK/6OT2H6tB3/AH1TfNJ5T0/v2n+Zb5XH5Zh4N8IP1Fiv+kk9h9B9yTCsTpceq+6GHVlLFxR3LngczlZ2dKpv3n2UpIalXj8lVE6LZpr2qaVbwnlrIXQuiRMyWvdTQbCZmRFy5xLnmrkNYZGkFiikKDVmoIppnSZn+VPYbZIRyt1QwyxMlSz0uhpNw6L5T/KnsMnEo/lPNkE53dZRKWFNzUNfijPpeU2ACFVekyNjazmpYWABBc))):2Q==!