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Keil编程问题关于Delay函数 新手小白
在Keil的main函数调用Delay_s函数时,第一次调用警告implicit declaraction of function 'Delay_s' is invalid in C99,但是第二次调用就没有这个警告了,而且我已经包含了头文件,求解决方案
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DSP28335中,math.h调用取整函数trunc编译报错, sos
[align=left][font=Arial, Helvetica, sans-serif][size=12px]在DSP28335中,用的是CCS6.2,在main.c中首先包含了math.h,如下:[/size][/font][/align][align=left][font=Arial, Helvetica, sans-serif][size=12px][img=0,240]https://e2echina.ti.com/resized-image/__size/640x480/__key/communityserver-components-multipleuploadfilemanager/ce4c46aa_2D00_a133_2D00_464f_2D00_9d6b_2D00_3630b2ccaa04-154057-complete/pastedimage1726107940466v1.png[/img],[/size][/font][/align][align=left][font=Arial, Helvetica, sans-serif][size=12px]然后在main.c中,调用sin,cos,atan,mod等函数都可以正常编译并使用,但是当调用trunc取整函数的时候编译报错,取整类函数ceil也不能使用,报错,如下:[/size][/font][/align][align=left][font=Arial, Helvetica, sans-serif][size=12px][img=0,240]https://e2echina.ti.com/resized-image/__size/640x480/__key/communityserver-components-multipleuploadfilemanager/ce4c46aa_2D00_a133_2D00_464f_2D00_9d6b_2D00_3630b2ccaa04-154057-complete/pastedimage1726108090161v2.png[/img],[/size][/font][/align][align=left][font=Arial, Helvetica, sans-serif][size=12px][img=0,240]https://e2echina.ti.com/resized-image/__size/640x480/__key/communityserver-components-multipleuploadfilemanager/ce4c46aa_2D00_a133_2D00_464f_2D00_9d6b_2D00_3630b2ccaa04-154057-complete/pastedimage1726108126944v3.png[/img],[/size][/font][/align][align=left][font=Arial, Helvetica, sans-serif][size=12px]然后我的具体调用如下,并更换了多种形式,仍然报错,只要把trunc函数换了就不报错了,[/size][/font][/align][align=left][font=Arial, Helvetica, sans-serif][size=12px][img=0,240]https://e2echina.ti.com/resized-image/__size/640x480/__key/communityserver-components-multipleuploadfilemanager/ce4c46aa_2D00_a133_2D00_464f_2D00_9d6b_2D00_3630b2ccaa04-154057-complete/pastedimage1726108235827v4.png[/img][/size][/font][/align][align=left][font=Arial, Helvetica, sans-serif][size=12px]我检查了math.h中是否包含了trunc,确认包含了,[/size][/font][/align][align=left][font=Arial, Helvetica, sans-serif][size=12px][img=0,240]https://e2echina.ti.com/resized-image/__size/640x480/__key/communityserver-components-multipleuploadfilemanager/ce4c46aa_2D00_a133_2D00_464f_2D00_9d6b_2D00_3630b2ccaa04-154057-complete/pastedimage1726108337401v5.png[/img],[/size][/font][/align][align=left][font=Arial, Helvetica, sans-serif][size=12px]然后math.h调用以及文件所在是安装ccs时候默认的,如下:[/size][/font][/align][align=left][font=Arial, Helvetica, sans-serif][size=12px][img=0,240]https://e2echina.ti.com/resized-image/__size/640x480/__key/communityserver-components-multipleuploadfilemanager/ce4c46aa_2D00_a133_2D00_464f_2D00_9d6b_2D00_3630b2ccaa04-154057-complete/pastedimage1726108452046v8.png[/img],[/size][/font][/align][align=left][font=Arial, Helvetica, sans-serif][size=12px]里面包含了math.h,然后我在lib中配置如下:[/size][/font][/align][align=left][font=Arial, Helvetica, sans-serif][size=12px][img=0,240]https://e2echina.ti.com/resized-image/__size/640x480/__key/communityserver-components-multipleuploadfilemanager/ce4c46aa_2D00_a133_2D00_464f_2D00_9d6b_2D00_3630b2ccaa04-154057-complete/pastedimage1726108520352v9.png[/img]。[/size][/font][/align][align=left][font=Arial, Helvetica, sans-serif][size=12px]请教大佬和专业工程师,我这报错,不能编译是什么原因?[/size][/font][/align]
1822浏览量 0回复量 关注量 -
求助 HC89F0332 HCLINK跑不进去主函数 sos
启动文件我用的是官网下载的 hclink仿真的时候走不进去。软件模拟可以自己跑下去。 完全无头绪,不知道怎么解决。
802浏览量 0回复量 关注量 -
MM32G0001清除不了空闲中断
用户手册说读取寄存器后会将标志位清零,但是在中断函数中读取了SR和DR寄存器还是会一直进入空闲中断,一直在发数据。串口发送函数注释掉也没用,应该和发送函数没有关系[img]data:image/png;base64,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***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***7ymfqyxlUPyBXkrE2d26ykyJg/7DW25Rp95yVMOe0CRRjyuMo2L9l36ZGMgqac6cv7bM3zTyMUr9Ib1eydEqKy6AP1jdT5pAOkOQcp7VXD1LN3ccj69hR2xqy9PbYnVnXzCDkcguwc693d/dhQquMaKHWuiVViXukUvnurNf21yFZqhIPAuxJ4hTvlFerw4v0PfvvZDQzfvY1smUf5eHo7EWJA4O0JPPmdQiso6YvBb9+YhwTQ/2m/a2IPWd0bKQXf/UYgIeY3CeR1PbMkyBd5HfA3NUTZIPAYAve7F+4n+TFk3q4U+O5v1+SoMAiAAAiAwMsTOLzvzhuZ4H69fEdEBUEABEAABG5I4OC+O++kwCOxGzY4RIEACIAACLwBgYP77vVnNd6gTVBFEAABEAABELiOwMF/Iw7W/brmRW4QAAEQAIG3JHD6T/39/fv3YBBg3Q/WIFAHBEAABEDgGQiU1v3fv39HUhvW/UitAV1AAARAAASehEBp3Y+ldv/jgsfSFdqAAAiAAAiAwFEIlNb9UL77Mo3F54+Pgg16gAAIgAAIgMCBCeRddf/999+hnrvjZbgDdxuoBgIgAAIgcGgCB/fdyx+2OjRLKAcCIAACIAACxyBQWvdjaCVa4Lm7kMARBEAABEAABPYTKK37oZ67089/48H7/sZEShAAARAAARBgAqV1PxgWWPeDNQjUAQEQAAEQeAYCeVfdX/6D7/4MrQYdQQAEQAAEQKBHAN+Z79FBHAiAAAiAAAg8I4En+I24Cb8R94w9CzqDAAiAAAj8HoGD++60r244nfD77r/XQ1AyCIAACIDA8xE4uO/+fEChMQiAAAiAAAj8OoHD++6/TggKgAAIgAAIgMCzEYDv/mwtBn1BAARAAARAYIsAfPctQogHARAAARAAgWcjAN/92hZbpuEU/tJn9eYxBKTNgMs8DpJqGKd5muayWBaTJIRYkRPln06nYRjn/ApBHU9J6ncMlrM/CrRMYy1Gq9ysUa2T1VkLwTkIgAAIgMCdCMB3vwFYssyFYV6UASfTnmzlMtNsIF/H4pdpHAaVTLSyohe2nVLUMkmGeRSJ9sv8LJXnBpJH5G4eaUaQlC5T92vU07mUhGsQAAEQAIF7EIDvfgOq1pyxwGzdsw1OJfGP26YrPiHvOtvoHFeJJvseTfWczK/OOU/aKC/LQm62ZMmC95w1DPxWjXo67ykWaUAABEAABK4lAN/9WoLrulbmjIJk8d2xheu6LHl9nRQIa/XzWFnhSjQFRM8/y9DWvZLtqbe70s5EhORVaw+61J7OuwtGQhAAARAAgSsIwHfP8NjJlWfc+gF3/SzZPlevzJm27ivlHib1uDyXKGcyF6jNeyVa+e6Smz75IxY/h+WzSkaO2nM2j+UP9W3UqCrP1XlP0UgDAiAAAiBwGQH47pEbmSRlg8OldbCbhCtzZqw7XdAH9060n86VKMbd8bKN6MYz+ztbd1paGAf74L5bo106k8XvTUmasBEBAiAAAiCwTQC+e2RULjcbE7XB0UmbDHbKuszJxhcmfpnSo/JSC7b3spxQbplPos/33dm2ZrnprF5xT3jGKq5VI8KR/xpb5pdpHFuznVwxnIEACIAACFxEAL57gW2ZZ7I7/AKb+KtbtnCXdQ/lRIsokjmwEG+saBZNqUw2pfhdV+Y9312VXddon85KBE5BAARAAARuTAC+ewLKv1dzGsijnGdeBG8Z05QlnmRzlmJq3z1F8UK6MtTmZfRSlLqmU2P5s8S7Wvf6uXsuWM7M1GOfzpIVRxAAARAAgdsTgO8emFamU5moTepO2mTd3e/CaGtsjDs9ozevr5lLY0O1VlqeDs912ztRKXNXT9x5F4F+5y7k0Brs07ksCdcgAAIgAAK3IwDfnVmSQbJ+sTFRG7zr3Gu22fU+eHbexdwuk5zFQqwJt2pQnFUzZNK2tdbVyqjjmyGN9903alRMUFo6N0tFBAiAAAiAwNUE4LsHhMEGyZb2/CzZfhumhZvs5yl9I5ZW9bMN5ji1XZ5jU7T9thzLJ1OdLH5hmW1BSZ2udecP3KUCU56Nk8636vo1cpcfMhwpFrvqhASOIAACIHAHAvDdBWp8yYs2e/O77mzDXE9ZcpijyW5WrueJvyzPL8UF6RIdijjp3XI0ywh/48xvyoeLbJxjgmT+VaJa2VRAlJnFGN3rC/d5QkrWrlHYU7CpM2/UwxtxCShOQAAEQODWBOC735oo5O0jUL38ty8bUoEACIAACOwgAN99ByQkuT0B55HE7QuBRBAAARB4VwLw3d+15VFvEAABEACB1yUA3/112/Zda7Z8jeOXbJBMEL6n6SddNE/mz2H6tt8S/J6Gz3nZkVeEztPnWAqRuBscf6x6WeI8fox76phzxLNlujBjJenmAT/T+DHOZ8BvaTBPZ8ghkrnQn3n6ajFvFYdwEPh9AvDdf78NoEGfwPKlhtoqaR07f56Gr7lIOH+eTh+ynbGIy5fz+Oc0FEP5zzR85E2MOW3n7Gca/gzW0C7ZWnQyrms5jfiZxs/J5GV9rPAgcR7/aD3zTwhSdJDzPc/0bzTqfY+nP6exmNN0lXxcJJHUlbq45HksW6QtioCYLrd8DWWvaOdGDAgchAB894M0BNRoEZjHz9JUq6R17DJ9FJaVf6TXCVRiwmkY1vl8+RabSta0My1gjzlazWA76X9239PlNH6cTsa6LGxlUwI5+RxOf4bxWynmlb58DWR+aCogGUkBnlKIJlSiVlvJoeyfaW1jmT5oQkOTJFXsYU7NlMXWN9R9HOoJmaP9GdadJoJFl3Oma04ZCAKBQxGA735tc+S3ztLwKK+1pRfQ6Ldl5ZdV6NX39OPvuXAWkySEcJET32ejV8j0D9Pql+FUktoS0bvr5w3dnTficn3ji2/qXX550y1rU+mca7zvrG91dOwSDRsZuTGcf5GTSsZS2bZOsfPnKVlWXgDg9diNvMb8dIS3osjWajNcpPNLr+c0jL7j5mY5dvbzPUrp8/hZd50g9nT6o//FzsSTDBX+MZgHImQRY2yimivHCwZWLCWuUl6LV0p0rPviP+NwUq4rL+yLrHW16yI5HGcgcCAC8N1v0Bhk8Arzmb5Ey8Oj/rjNTF++SXZfSqfX5QeVLIdr0fxhmlRUfqcsf83GbkVnqWxqC/VEfPvY+ZoNv9QuNVjCi/5ySQItDqtzu0A35mcai3VyncyN/R5Lx2tdaWX1c1Lu8jR+WBeZ166Vj66G+GwXddnpPJmfhjv+PU8fnXXd6DoncXxCBjhWvF16ME7Knc2+Oznu2TsPsucxzCF+JrXIzA+YU9nfIz2DaDzkDh5/ShtP8uRgXegZuV0wWBXGMue6qpUSjlzmT1pUCOd6rjZ9T84Tk1qghCgmaW2D53xf6XKmslynX/qPKKCyyPSRV2LOvqNEOxxB4EEE4LvfALQ1ZywwW/dsg1NJzsfbybvONjqlLCxl9I3jwDKP4m***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***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[/img]
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请问是否有如下函数的源码?
[color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]拿到凌欧FOC的例程,阅读代码,发现以下函数只有声明,没有函数的实现[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]请问是因为我的代码不全,缺少这些函数的文件?还是说凌欧本身就不提供这些函数的源码,只是提供了这些函数的库?[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]extern s16 getMotorDaxisVoltFormObjId(u8 t_bObjId);[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]extern s16 getMotorQaxisVoltFormObjId(u8 t_bObjId);[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [/size][/font][/backcolor][/color] 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***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***1ExV2b+U36rnnRtteE1Tn6P2+bMMXqjARk1kxkN+KeJKKmwrZhXrtd8ba7eNnQdl6hhmhnrCLh3DEDfB7I43MJS16HMBxZFfu9s+O3UIQQjNjkmvUNSSQX3**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**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[/img]
1035浏览量 4回复量 关注量 -
请问是否有如下函数的源码? sos
拿到凌欧FOC的例程,阅读代码,发现以下函数只有声明,没有函数的实现 请问是因为我的代码不全,缺少这些函数的文件?还是说凌欧本身就不提供这些函数的源码,只是提供了这些函数的库? extern s16 getMotorDaxisVoltFormObjId(u8 t_bObjId); extern s16 getMotorQaxisVoltFormObjId(u8 t_bObjId); 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VOyZH/7HA3UTMW75yIONpFx+xw13AwVT+T7qKiWHY5AHVbSMeUGpeTRDxY1lZEVfcs2eaq9CU643QHjZSAzjlZWK1lyhSqlmIBREGGlL7UqQ2uYRwBASAABIAAEAACQAAIrA+BHM+kcyvGMxNsbAt5puBx62mPFXmA49+Kutoq2EIdEsV90qbEYnlu8eVsuTqWP3L9u0xflC1+WKCul6Gda+60dWnl1twnjBsBRkGGkaTvvm4FrlYcAQEgAASAABAAAkAACDxWBHI8U8YzZSST0nS2rusO8Uw74pSDSzWUpw8Pq4sxsRrdIlan0kx6G1lxavfQLZU/cimHlbUKrf/KVvMxTJvMa+FGziuoecChAcMUs3ZaUg73MJwiZ9SGEhtkyIDnVZjJLipgW5ySp41PMk+Em4WrGjkNgHVGNWLCT1sRCl4bB7k5VDmvNVwnMkfKA9MW1r5NNVyZ1JNFUVFRWudmDAWnhA19udhjTnEiUXHi8abu5kJQlgSwpnr9u01Vsk46dk3r8K2A5KxjBvUAGGQAASAABIAAEAACQAAIbDwCOZ7ZSzyTx7hqWGlHnDy4FINbcboYN6XRfpqRqRjc04CahrTWuk0VG9KCzRhYDoCj/s8Oh3q3IydeR65yWaXLDLXJC62dzitZ92S7o4Jn2uJZo4yTkiLD0eqErtoC7X6xhNTNmbbRXVfZNysgZ626LllhlWqqovRpDJdyNuJg0hNuqcaSNTgd7u42s5njtbdmIinW01wt3MJ89bAE8Ua/81hcmp7YeBpHTypbwW2lJvjke5f12zQeXbeUH0EGWUAACAABIAAEgAAQAAIbjkCOZ8bjmbRE0/xfNZ6peYEclfKYvQw4Oza28t6Ing+trE3ZUsWpZhzNI2fpvaCOjZg6a4fRduDMXlm7MosphT3dlhIGLUd1ayotKHXmrPl2oly6Xqo5/FKiYJtPzvmIHlJFbc5OUCE+5IT1N3CJZaQNxpA6WceeZV03ys23OsPpaAc2Z6fD3cOZ/qcKdHegKcRlm4StpDGkaRnrN/JWTleGDznR1NFoMd+ruW20MICcEcVKtWXsArEQsyIkgAAQAAJAAAgAASAABLYGgRzP7CWeaZmVHJ3z4NIf8nYFjsewoqCnkw+trE2JYp2SasisqsbKZWml3lA9a8qmlGykoMwyVEGqbUlHi+SNmiIsJV1gc5FMLsBCJQkDmpS1eZ5OPuSEy+6YVSltpiIOrJxJ9pQebhbpQmuaPBB+ZDxhWy7DnC5DM3UvGU5FPTQnE8fWJ9lIRkDmyS7n5Vv0qKAgxsu4bX1qgOUM3y6dB89s7YAQAAJAAAgAASAABIDA9iGQ45kynmn3m9V1pGL0f7X1mZZn6JGwQ0sL4OQxrJSVOpVAw/msrE3JYi1pZ4tZHjJLW/V0qP3nk8RH4uEaWXB6qKbZimJ26N/ilDht2IXIEnyIcpVRS9DYoMVDemWqoxxr6lDX5Kot4FhrO1DFhH0dsmLN+qRpf3EgbNlkoiJRDGeHh1PyzJZv89Q9r8rxTFJ9ymqS4DBiuv12m8nIqmHM7FlXb/uRImFDFRVtRL1jxw2W4p4gfVOiBvsUer24bX1qfLYZ0h/GyuGZ8d7QjhMkgAAQAAJAAAgAASAABDYLgRzPpHN97jfrjDgdSkGTT01WOUZ69GxnrpqhthrQ0mf38HAY8EwiOGrYXW6pCccavdZV4YLJtFm7w6FZ+mgr3xi1UlSOaZ8M0JU7yOxCFgmMatLoV0JKWa94zN/QZV2qqWIj1RFA5ZnQz7xHe6ydGHLDGSy5RPk+QA0ps4DY7mC1SpRa09pp07lMLYwuUSOT1TjdHCoBWbjVnBDQrlu11Hx8rDHTJDrReWzNxYWg1NsT9hmCaZ3V3LY+NdWQGSrdfEwlHJ6pNtX1zgswkAQCQAAIAAEgAASAABDYFgSSPPO4y2dbags/4whIJhCXuITcjXDiEuoJEwkE0AESwCAbCAABIAAEgAAQAAJbiECcZ/ZSEROXsN+9qJVKrGqRkgI9poUFm+xR/4qqrE8iVahTDfCXjbcVmlBzsLMfigCaGFe51vVKplxer1WtPWVa5l+CG11NSPe8dJsq8Mw2hHAeCAABIAAEgAAQAALbg8Aaeeb2gHCNPW2mT24CvwPNuMb9UFUdHeCadwBUHwgAASAABIAAELhSCIBnXqnmRGWAABAAAkAACAABIAAEgAAQAAKPHYHqH/ABAkAACAABIAAEgAAQAAJAAAgAASDQHwLVh/gAASAABIAAEAACQAAIAAEgAASAABDoDwHMm62v5+cv//Iv//E//L/Xs+7bWGu012a2GtplM9ulL6/Qvn0hSXqAJ/CUCLT2h6/9uN6oP+k80kAACJQg4PDMv/u7v3v33XdLikFm2xGQ93e0++a3JtprM9sI7bKZ7dKXV2jfvpAkPcATeEoEWvvD135c//UvV/0jptqLHuk80kAACJQg4PDMd/WnpBhk1oTAH/3RH61Js6dW3t/f1R9P4GofXhrOfcF4zdurLxh714N26R3SjVKI9u23OYAn8JQItPYH8EwJF9JAYBsRcHjmNlbgivl8afxH3t+vGIYl1bk0nEucKZG55u1VAtFjkenaLqPiT746xWpGeT04m0ega/vmteEs8Oy3D2w7nq3+g2f222GgDQhcPgLL8Ezv9et82Iv3XbWxfGsi415rWRZYt5JO/Ie9ChMZP+lU6/09rqGKdZhoZrz8WnJl9QsNdMK5UOdaxZZsr759IqhZq3fI+dGEJ+wdRouEmV4p7zCUX3dO13YZjYqIX6tYqwBVvFBs3Shtr/6u7Us1rapR69+lYSI9YaPRTD6bT9AzDqmBcvKl6OxyeJZo3haZkidE5XV5LHhW/f3it/q/Pp5JIOcn03oyX/txectYyaoquufbAkgBgauFgEMbCtfpmbsMlW3+9zLgM5oVxpSWOVHkF3YXN24t5vijhVVOiZ6Ikqqq6a9eQYmuh/Tk+Pg4X6Ny/pPRkznFGMr7e2G769ootFlJk9BN4GfGjqmTyP8xqaI8qUTXt9JN7WRnFJXjzEqkas4sT6xYfLn2YqPsZ5jDp0oSVJz7gHeY1+AJe4f5snyWSsnrWuf4w3qWX3eia7sQdMfZT8movS8968ZnOf2Sw6TSJZpTZWV+Xk/X9iVtrSPLVoG8V4VnqZpSmCseZsqcaFr/zvoXGisMbUWVdMLTU54/jJqjzHxB7+y69fDNM2WoVUAW7ISnLLhKmm/CCSXqt9j8JURMdqv/a+KZi18QJvwpqhnKbDjP9Hpy/tC0AL6BwNoRIG7WmHlXf1ptmmG9Guxp4VIm1qrZE2i7nSnxhYzhmY4/7BspyVMvX0nDMJV29aeMNB/PQ3m4kCBPjGz7tyxO6XL+QzXieyUlCJBQbZgj7+/v6k8oE8/R1bSnvEN7IpLyWoEAisi1ZRHUi8cLpukbqKmlKF8/fHC6t9RajjNBaiw2eHfynIRlS3UqTm4v115VVXmPNsIcCUs+TW4v/tNIiMAvrMsqZdkrqWRRL+kAwUuSlzOIJ1td28Xjh7VuoOPjY05QvVrHmn3pYWxloi8Al9az6GKtf9LhVLpVSauHXduXPCG1qln1LYky+dmCzlQdNuW2GaPTYF1JZSqSVqJKLcrSpTEajYw/KpO7Gbmx0J/1RynJ+CBPZfyp67oTnlJtazpjt7WsFFi3HsKZGyWTyHjCpzrhGfYr0iOvAplmK16C78Nevj5UnZYqZczFpExeq/95njkajVIsUeaH+wBJ2Lk6XkLKkLZWnslFZI8qgdTgYa/W/PXI8jKxMFr46eSSNIE0EFgCgeRAPKPLsAVLMml8z1dppiyfahVuFSBVC7HFpaVdcvzRZ1WOEGDjfkLICCWGZHZVIrSpouwJpzNj/UL+Y5rArwi5GskNsuT9PTiZzdCAWwnv0J6IpDy36dDLjBQLsjTCTbvz6I0T8mxQtMloxZm9otYMb/qm16UsNPklxdlWRtcS7bUwzR8e3HBOiVHpD8nL4l6OFPbSniQpob7Kaa9IeNiqhNto0SXpL1TSe07XdiEnqa/SY6wwTWOFvKt96Qmt9Ajd0qq4KUP3KIc6Q+os56+up2v7GvcaDqkdUH2cXWKBtG+RkXpqXLhAOK2n4ZmhaS9HX4k5PSRArUkW9d2P+qmlsiSQ8cfjmaEbXk601qnMjN1oEc8WHS6BZ1c95GfGW1LYKkBiXfpnpF9xy7I5asRopThT/gpwpkk0VvShTJvz7ner/ymeyT5IPplKZ3hmVVWpUk3/1sPLcp7p1q/zkTTqFeZTXj4f6n6ubjXcmnzKS+T7uSeMQyCwIgL+71+JOv2rGaFPumzkNzXUKTXw/UImwiKpnEWpxeVnfsgjXrkCcTWujFYiSCaxaGGlRYnQFvFH39kXIuoTKmrlP1SEyvJ9hxJSc1S5NNd6f5fCflpjrjI54UvEj8krrrtO+I/J4yXd3EVBXWXSFPnPZ91y9qgVZ1aauWUvrORxNn42g05r3qRKrJBs1/aSULMVSsh+Yhxp//YUct1ZeQaoVcqyZyVKyAcaVqYGl9R3SK1MC0Oq+2QEWLLruHmBPGmmAGbIMymqqXtvss+Q9b70yLrQBb3AJAWdJ9x6SKqW0Ea1Ixy8/2SUOkOrA6vr6XrdGfea5tMOqEuE24uDipQTrYLoAM1InTDkR2mkxNyAk12FSjGAbHq5eCbrWSTowvGqEM30KtgJz2itU5meM9JuWEQi2Tzo0QWoCrKsTKf0SBlKZ/SQn/R/Idb6FyqXOZ3wDPsVdyGJXsZ5Uzu+66uE9IducUbbWnimY5t8lV0zFuEMeeZf/1JFIDIkk4ilJ1MSz/TQ6HqoLy4yGwc2BJxNUP9cDMsa/EXT0HiWM1qbmHUiAQRWR8DpyoXr9ExHp7L+/8UlIm5ncQ9bNcSLxXLJnFboe0LxQyEQK6/zhEwPSoQ2dRsnC/K/K+B41cp/9A8D6XQK0gFHSr3ZkqGo/H0qbHerRDexOuSEPZdLmXa3MubO2OQs9Hk5VlSkNIAN1dSdLZ4OzbGOVpwXJuhjfjK5qJNYyGQE8mepKUuseHympL2o7qSc/rM5TrS6J6sqVVHBMEfKy3QoGeZI+Wg6LBLmUFtQF0p1JN1iCRppfodJRkpGXVqiXcjDMIYpOWfr/XPRgn3pkfVa1DfzJyWj6UzZVFtIPVImc01Rkcyl3ZceMrTSfbJpJtVPvRrpjCQ/NLA0w3Q99IwL5/VIKIzOZJDT85DlOcECZJR7Kbm3yMw7Q3o64dmX/1E9XC+ZyFch1OPxVVaV0UMw0n8CLf+fdUYTnfA0Gpx+FbpK/hjhyLd3401cjNZKRIXJavVfxjN1T3OMc580+tQ3ickoZZRnLqhmOO02LCtlMjyT+kbUn7DbeN4ujEYLSjGqF7nn5fOhNqQGh562JmiixmvqbyEQNjorQQII9I6Aw1je1Z9WG/q2QgUj/+k31evons5WDZ585pDMmTtd0h8jENcUUbLmeGbqflHOf5zbrTkgekn/81WW9/d39ScOTSpX45Nv5bAouWScpW9n/ER35Px9Wd8lfWKZ+Kl2urf0pxPOsqCXXtQhA0LrWYYio4Qsdm0v1swJwo0PKaF/4Jwm8CrIh7Lt2NtoJhfhRFQsmslFwoQnTz4kMlWNMr2IfmUjv7X8O1z8S9y1XchtHp7yskxO8MK5EAGZ05ce1pm4gizzZMlUYkUNVJyUcwdbtCN1Uf5PAtTuUU98PaZNWYPs8xk9pLxr+3KHpJuwroi61GR7UeeUdYxVxBmmc2e2PUeX0YqT1y+V4oqvEs9kDxfaCGFO8KEEluW9RCc8udZSSSozg6cswgB6CTJRgqd0JpXO6CE/6b90LKoqo4fkO+Gpi/j9KjSxyAkzpXvejwgdSgH9eJ1+o5Ods9B/yTPZLvn31790bYojL1BZyDNpDbNX9nJ4ZuuNiO+EGUnTncyYxDw2ZWDMvRA8kyFB4jIQSA7EM8ZNR4+QOv0L2n5/8TTw7SOayHgizQhdQpYAACAASURBVEXLLjLpx89YjCuTYpSmJz/6p1Qp7qqECmpjEZRIYdSlPP+hcKX3AykPl4tnxkHJ567AM6ViujMqiPU9kX7h6L8U89IaQGqU5r+5w1rBvJI8zqSFGp3+W71uSnuS/CnNn+VfjrwJMijHE64L8SODpwKWPtQnzZHNzIzPpGqpkItEM2UpSkfFoplhWc7x5M1ATV1fXEGT2cIzdRGFulJOv73e/6V4JruaSZBRec2G6ZL+0JceclVed6l0plK9KGG7dF3kzVFniMr4enhsFZPO6CHxTtedbhR1R1p0H/l/0T+pvdgFnZG8b2ixhg9QkfD+xvmeZjZBnVwecpFoZkYPyesbiH3uQDhTXy3psaSkE57clCWJjP8p9LriUOIGy6T8oXz6T46FdwB2bKEtpWcJPHURv1+FJqgKGbvejwgfstvMM0VOPNnaH+I8U3c4CkjKHsg+8xXH6yqlHsqUBJJUUUNInunJePFMbmtGjJ3xTsUrr3OpSOuNiO6KBHVKm+5O6geRcZCS8ka4cC8qI+WRBgJ9IUAsqJs2fUlE6JPWoi4EunIySqUGLb8oEv9rvfzYHF/h0UReT79KSJusIyHD/4WAD1Ke/ywKlnz4dulrF8et93chG0vqm1bXWxW1gluF+GArPzJYaNCtbP+H8pQT5lNl8jjHKhzJM27Eq0AF8h0vojSR1bW9PKj5kkzlJ8zabNlq3O7RTFvGpKJi0UxTIvLtyZMPiUzVIqmmp1MLQCK/teKnOHI24pSzf2bsvJ9HbkfvUV6mX9I97ksPa13UN//HkqlEvnimOUghFac0dzAaM0lkjHDyl6svPWSo03Wn3VY3pZBnqv4owgsLJ2UdyZb3n2pt6tvcZJiTcH5GD2HO6K0Sz1woke1LOgtj77JenfCM9plUZisODF00UY6nrE4qnWlf8pP+R+sidWb0kFgnPKmI169CE9TQWTzlfTd+JUorskZeutV/yQ+lVY8B8ixZliFDhTyTS1GCtXlWPJ7p1SVF8EIxmUNAyZuDPNspbboT3YLULUcWl0dho0tJpIFAvwg4HbFk3ZcepVGp+P/Fhdp6izEXlbqoUwxT/a7JKyNRbzanpBOfhT95VYtyfLUndCiBciV5bbrKcW15/hONZ7LDTC9pylYCsCZb3t8L291RuALPlHrozshVoAQxASnmpRdihCH/N3oWqKo/0sBpr3hd13mcQ3kvh/zM/BJLea6UzOya7tpe1FfJtIZLdUm+eMP8jD/m18uZwcjy1NXpP2eGiaiYzGQrYVmZI4twvpfJHYAFZIKudcqRaZUjbjj+KalCpLu2i3Q1nxZGIsl8WXk2UjiRRddL6n+ikM1OFaR8K5dIyQ7QemVlbsV96SE3O7Wvdlv9UqR4ZuH+Pdq0ijsxVLJSnEl3uQxW0VKpzIweshi2b2sR6SqlO+FJrkpaSFWmfYw4fzkcQt8K9bBdmfC0LbBKgcPXZrQuns6MniXw1EX8fhWaoIZO+a/dVj8gMuFVn+KZQWYko7U/SJ5JUUf+8Uol2HNmieG8WWoF5pPRRChzOTyTewgnIsDFsvT1otqFEYhJqbyw0VOSyAcCqyNgf8nqun5Xf1qV6lsMFYz8X1z8dHlk9JAGLUmEIfI/M5KQmtlceNMhMRLIa+tdCd8gMomoS3n+E+WZ5p6u3pRIDJOgkCiFaXl/f1d/Qpkwh3wmuOhnhv+HwmEOOeb+b57Te8LRwRDLkANMMhcgp+RT+Xmc2VAm0drJZdlOwrIgp7u2F7cUoc0OpPLZkJegMYeXuY7DQkOpBpUukUxKUv7EyrTUUP5L3LVdGiuC0Hp2+zzsboVaIQVdV9+W1kbjJOq03n/yIXrzDN1bXU+n9tXm1AWnBnKx/115Jo8XqUU8EtLaS6kUA7h6PJNUcbNSgp0M8Q9zOuEZ7YepzIwbsojEUKZNv1JVDN3ms94pqYEbt7VdFgJkRTrmaWaLGX+8fcje1Z+oHpHpzJuNurpoVvqIUk5SXn30++KcVge+lUCgyWjtDyHPpJILD8k0//d8ZpL517+sQ55JSqL0kjNDmeV4Zr6VyW0JKeXwf3mqQS3xZQyp9lMi4v4vZurQGaU+oQbZQKBnBByeWajb9PsIydR9u7lLZbTRrUHzhAjDpBtIprg8tVDFFyrfcShBYiRgfJZFbbp3JSmX2MOFQNSlPP/h4vlE13imBSKbIofJtPmZVEfU6NmiyZN0Z/SqoxXmboILed15FIoaapVBpWjoQ/8zetpwVsQ1+sc62WKybvqpYSgfVWt+IZLK5O9xUkic8CClDqmdcc5wvihqk6GrYXU4xxaLpSRcXtqzEitt81qBYn9KJK3eZVNd20XZ8X7zlzXdXm4pQ9Qc7coLJJZW1ToGit48Q49W19OpfbW5+M8iMU+mIgtkWn2T12aqM+f1REulMvP+kCGWWfhGjcv/Q/CjOZ3wTLkaal4Ch1AJ3Tq4jqFA1J9QrFXPQoAalxR6ZJUPS/R0wpNclf2KTMh6UYNmQPDqSz8nXiZXMMz3clr993gmkcC8e1RBposhz2T3JBeV8rTDEOmRMtvAM9X9J8TH+ynIXy9eG+EQCKyIAP0odlPiDFRjB96NLNQeK+TkhUVSOYtiZM4prw+oCAnkxyW9KNG37MaLlEv0E5JxKc9/yAT/DoUJ3gcoBRfnt97fWZITTCnlXSyayUVaE/IXTgqn8lmmAdp+xXlpSk8eZ/qtjf7XTdBwWk6zV16CrHv/o2pTfrLCJdpr4R7/UnqXZCqfzXGCvOXD9SUKDaXQ8/Jbm6avinRuF/rBl/+1r8ofevws/+e9lJJeWuqnU3lV7tnW3uiKJ4+W1mMv63QqaVWcSJe2Z4R4JNmpfc2NMUI1zS+CpWdGOGI0zPK6tzzM6OE7D8vzdcE5LJPXs5D37iELVYsc1pMpLqvTCU9WXpLIOFBSnGUuQQ8D0nqBLLzK+OPFM1lt14S0Qum8UU8/XUteZuFha3+I8kzmhE2ndL/4LCe8eKYUtzcCNyVlpJ58vbgUdydKZEpRETlAXeS4vpSO0j2j+cNOTZzxH6eAQCsCTg8uX6fHl1MmkbedKcin8hr4rHdNpg5ZPppIlfLyo2W9zEURqoJXlme9koC8s7CGPP8hsVCtl8PaMgl5fy9s9yiljGZm7HqnMrdCTzJ/2FVPCc55i5d8don2ooEgX03yd0VmyvxopVoHQ9FSXTM7WSkRLpHp6mQov0y7eM+WQ6V95Vyaob4c3jw9XdtXX020BI7ZZvNzQJWTl16n6sqCXjqlh+6KUpjvk2Fm5j7AwlFDi7MLtZnislRXPMObGDsTJqShMB3Kp3LCspyTKhLN51KpBDdHJpEHdgk8o85IKzIdFfYyafjhZRYetvqf55nMAPOJFM+UW8t6GrhBpUxrPLOw1lJsYWgVAKUqSrPnrYmwLHKAwDoQcHjmu/qzDjMpna1XQtdbXsrQJed7xC91GHp1afxH3t/f1Z/QmTBnUZGwRaKZYdmNyrk0nPuq9XLt1Zf1TdOTGZbJU5fg9pLt0j3GuExdLsfKMp5tTZmu7Zv6RXtcFSZ/pHX2MMyUOV3T4e9CVENXPKNKrlgmt0gqkanvtuPZ6v86eCZvY+FxS++Qhm0ycx08M9O4OAUErgYCDs+8GlXa6lpcGv+R9/etRmw55y8N5+XcC0td8/YKAdmQHLTLhjTEmtxA+/YLLPAEnhKB1v6wDp4pqWOnNHimbDukgUAhAuCZhUBdNbHW+/tVq/CW1wfttZkNiHbZzHbpyyu0b19Ikh7gCTwlAq39gaa8bs5/6TzSQAAIlCBQ/dR8/vEf//GnP/3pt771LZOB76uMAN3ff/rTn6Ldt6KZ0V6b2Uxol81sl768Qvv2hSTpAZ7AUyKA/iDRQBoIXEkEEM8sYeObInP79u1f6M/f688v9ef/0p9H+jPXn3+nP7/Sn1//+tf/Xn8+1J//W3/+QX9+oz//qD8X+vPb3/52U6oKP4AAEAACQAAIAAEgAASAABDYWgTAM7ep6cAzt6m14CsQAAJAAAgAASAABIAAELiuCIBnblPLg2duU2vBVyAABIAAEAACQAAIAAEgcF0RAM/cppa/dJ45P5mMm83Wx5OTeQarcslGyfyENI+zapXw2clkbLwYjSJuzM9OrMB4cpbzM1MFnAICQAAIAAEgAASAABAAAkCgHwTAM/vB8XK0XC7PPJuMRkza5meT8SjFCcslGSdd5OQkrVNLEntV1DHJHRVfFdxScc6kn2wdCSAABIAAEAACQAAIAAEgAATWiAB45hrB7V31ZfJM4o5OFc4mUQZXLsnamiKaIybjmTrimaK2jaqYhlgeW0YCCAABIAAEgAAQAAJAAAgAgbUj4PPM6bBqPsOpMG6zdw9nIn+V5Oxwt6qqpfWtWLzE87WYICgddEt80TKXxzPjXG2uI5yuu+WSXI6LcIJP2UTuHEuREB82iaKifiEcAwEgAASAABAAAkAACAABINAXAh7PtHyyevqF0eSczBDfIv759Auj8b3kJMYubpGtpfWtWDzt6fRw2lDpdZggLJ947iVGN+1JcObSeGacv9V1GLosl+Ta2LBohhBaIS4XScStZ9SqKjTrQidnEYXIAgJAAAgAASAABIAAEAACQGB1BFyeKQnlE8+91PDMhnw+8URVVUsSpIijKxGuumYOuAxfi7hDWbPpUEVYz++dN1T6fKK2wTGEO1mu+ESD8JLs+lJ5ZoyHKZ45PpG1VZyuTLIpJalqmhCWLrKMashwVCVvPjG3ZdWQBgJAAAgAASAABIAAEAACQGA5BFyeqcnb7z79tApdPvHcSzpw2TCjJ55++omq+shzLzXhzNnhUE17VZ/doQkAZn2YTQ93qcju8HBGao2+2VSqc6bmxg25LHU2HTaqtTu2PIkNp40SPVs1KtzUsqnRRz79b+uasnher/Cj2nWrzJJKdYOJ9cEBxdDjl174vf8sL+kUaw4ulWe6fJI8IFonXQtzUpKU7xDIKEtUckxGC7axPZuMxydin6CzidgWSLpKacQzQ0yQAwSAABAAAkAACAABIAAE+kXA4ZmaL/3Oc89JntkEM59+4TkVzvxdmjXbZDasrKqqj3zqey1zaf0iv/PPVGkd1/u3eqGmVVZV1e8oolebqKU41RhqaCGFBX3VVVX93h9qd0jsIzoSW1W/8/svjUb/0z8X2iiphF0dSu83v6gpY9JE9XtfN1Wmwk80Zhr9T/z+N81522SNmQJJW0aktp5nepHGFp6pT5sdb+f69SaxGCRthavfbDJW/1u2DhJ4IgkEgAAQAAJAAAgAASAABIDAOhCQPJNY2e++8NLvKw6o45kNBXziuZdeUORThR8n54YsPffCS6PRS5p/Vk8/94Xcqs2GF1ZPqyKmDM3C/cofUAhQzcgdjciOOvOFe/O0ITrz9Auj0eR7FCWl4qMXVNRVK1ZzXRsF1dOf/gJNl/zCp59R1qLC3/uUmRisp8p+Xe+IpE1QUrFi5aLw8St6AaupXPXE73/6C6OR8eHpF4KFrFbyOe1Q421EMt7WW84zFW90iGKKZ6r8keKMjrSOc44nLnsPVegcv2AcT+QCASAABIAAEAACQAAIAAEgsA4EJM/UrOwjz7300qf0lM6nXxj/4X+jg3NPvzB64XdVlFHPmv0WbUmrGNhYr2Oc39MkbpImmg2/0vRuopY+TrVidfyFTz9jbNCMXDpVOdZ9Q+SCKq5XTs7vUTDr3ryZ7Epx0nljVnk60mYVgilhu+JT00OiqNpEQzOFmtkXDULWpLJJiFiz3rpOCYOubFIy0dSPnWfG12fGZtgWSYYkkSqueaZ6eWeAw4maIyty9QRbmaHO8axbIYgkEAACQAAIAAEgAASAABAAApeGgOCZRHrUPFGil08/99zvNLHBEVFPPYfUhjiLt8cR/IpCfJZfGSqruab49wTTXWaTFhMqrk4odTO1uHM43FWfRgOVsVasp0lhSzO1sDBhyTaraeKktCWvZaR0PmaWfLeSPgys2VYylrpUnjnyIofKoZDBaUpYJKnKJj4ud1QPA3RA09lwSOPh2yeiGkDliwUCyAACQAAIAAEgAASAABAAAkBgjQgInqlZkJ4Za+aJatamwnQUdKRZs5ZGEVkqcK4pYnYWMvNZg2Chy0KaSCctkJRWpAffoo13nvmDP/zKV74y/sKnVdi1WfbZTLtV/jdxxWaXnqgwKTWk1jVhdJrwZEMzSdgnjx5hFY5bEw1yVFQ4KISjyUvjmZroBewvQjOJEpZJhlUimuiHI5Uc0dfWeKYSi0Q9vWWgoWHkAAEgAASAABAAAkAACAABILBGBCzPZNIzvic25lFcakRLKJu9YRsKpl97ol4DUrDhbFOEFl3WTSG9SNLaevoFtdjRSKqNYZOG2NPRxExp1aHN733ri3YOrllGapij3VTo6ZhwY8yQWmHi3Pj0xHN6OaZxX8+TNf4rKw55FGZN63kmHLbdvKjUiKa+L49n6tClTx8T9C2SHcmK1SnNM+t6rl+h4nLQuT9tVvFR30siqZEQK3mA/WZjLYE8IAAEgAAQAAJAAAgAASDQJwLMM4kFET0yzEoHBkfje7Qc0nCwZnGlDvLpf5pk8frHmHezQyKAtgwHHc1aTXlKr3ScnCcMfU9vBOt7Kso7p9hrJq5CstkSSJmiRafq3D+fNhSX9CiCSstUnYLso9kuqKGZFsfxPbNAlN6NIrmrAsmRjKEW5l0mzzSTZBumNz9z3kji+kbzVEsk3XI5nkn27StK9K6ykeClYprivSZzJTeOxDjJso6TNnHzpJDrJI6AABAAAkAACAABIAAEgAAQ6IgA80xmQYovNaxLES3eX1ZO75z9we/pbV2r6gkVHVTb37iBp9CLb/3XH9E87Ymnn3tO7wnLLK6u6+99iraJraonntC72JqZrhFDTbDV8MfZFxvFyhV6I4vaQ8hsViu9ruuksGJ9zfss7cpQY0Jxwq+zh7rOeuNZNY2WkLJ1aSh6U9SeNWQ9JRkCFsu5XJ5Z18TtiJaNJ84GPJ575ZK6oLdWMwxJNurF6zNHaQek8ZFlpp6LzSHimXFckAsEgAAQAAJAAAgAASAABPpDgHlmXdfneqOWZhEiHRgC6ZzS1uf3JvSqkNE4s9Gs4+h5U2I8uUeFJTsV+mgXW1NUnDCGzAa3zWxTR+Ie7TajaxF6rbabFX5LYb0TbUOp7s09E2rF4DmXHKk6q21z9Yes2Lq4ReVZmVZFXclGXe7rsnlmzhecAwJAAAgAASAABIAAEAACQAAIxBGQPDMugdzNQQA8c3PaAp4AASAABIAAEAACQAAIAAEgkEKgJ55pV3Q6ixj1Aa1OTDmA/A4IgGd2AAuiQAAIAAEgAASAABAAAkAACDwmBHrimXYSqPtukubITip9TNW8ImbBM69IQ6IaQAAIAAEgAASAABAAAkDgSiPQH8+80jBtSOXAMzekIeAGEAACQAAIAAEgAASAABAAAhkEwDMz4GzcKfDMjWsSOAQEgAAQAAJAAAgAASAABIBAgIDlmbfx2UgEZJOBZ0o0kAYCQAAIAAEgAASAABAAAkBgMxFweOZmugivGAHwTIYCCSAABIAAEAACQAAIAAEgAAQ2FgHwzI1tmohj4JkRUJAFBIAAEAACQAAIAAEgAASAwIYhAJ65YQ2SdQc8MwsPTgIBIAAEgAAQAAJAAAgAASCwEQiAZ25EMxQ6AZ5ZCBTEgAAQAAJAAAgAASAABIAAEHiMCIBnPkbwO5sGz+wMGQoAgSuMwOz8cHhvGlZwOqmq0TJ/w3Oh7HzoKJlEDAnpx5BMVd9xZT49nAx3x7tOXca7u5Ph4fls5og+ngOvsZwmqGvvrFOLbBN7enqpWxHgvViCEiAABIAAELgKCIBnblMrgmduU2vBVyCwRgQUfdLc6c6rDx4+8gwtTU727h4/YGUez7x1IM55Bi/9MFv9xpv5dDhuJdvPvnjvMZNNr7GcJliBZ3p6Vm2hEsBXtYHyQAAIAAEgcMUQAM/cpgYFz9ym1oKvQGA9CMym94a7HMuK0T+PupQHwRxysqE8s736Cvb5oYWIsUoknvqzN9bTUkVavcZymmAjeGYZ4EV1hRAQAAJAAAhcKwTAM7epucEzt6m14CsQWAsCBfTPoy5XimcWVL+up8MEpUxB8eTd+2tprAKlXmNtHM8sArygnhABAkAACACBa4cAeOY2NTl45ja1FnwFAmtBoGDcH1KX4+LPps+bLaj+7J67GnO0s3f74M6UIbhz5+7+jk9E924+vFhLe7UpDRvLNkEQz9y7y7VoT0g9bV6kzxcAni6MM0AACAABIHCdEQDP3KbWB8/cptaCr0BgLQgUjPvz1KXUqwJDpap6lGv3anboLMvc2VcM8/TBw0cXlkheXDx69XmXau7cfpOXpvbob6uqfGPlz7Yq70GgHfAejEAFEAACQAAIXEUEwDO3qVXBM7epteDr1UdgPptOdu06wPHu8N602VXGHZ0nN/+c68VvghftkpJ5BDyPcoRTQNmKJ+lNxYyojma5VahiC0FVuS5VCO2oLUzHAsNR1SAQiHqVSlffmzS7d3B8Gg1Vzu494yi5deDKuXy12W53Njt3dq/dHat9awNngwy9j060q3j18horfzYw05Kh0J7s7or+VhHgk8Np0OU80w5WmqJzf2uxitNAAAgAASBwTREAz9ymhgfP3KbWgq9XG4GZ3IzHiYw9czCva5ekeeSBkElrULukPvu2oawGx9ZxP1vxJDnfaCr7dqsQ5Zldq+AYnh9m94N9xtsJ1qtUSHtMNT2eubM/TUwg9Sp4Y/+OI+jyzFsHx/dfsUTRafGq+uMXM299Cebx8i64qqt49TK1aKDKn3XwzB8U7L77zOuHkjF7pmOA503iLBAAAkAACFxzBMAzt6kDgGduU2vB1yuMQJo5EIV48uW3nZdPeuShVuvuvDWEzD1E4s9ee1+AWDDub9484kmG1oXWdNKjYUE8c4kqWGPnYstcj7OJw6e+awHwKhWjPVR9j2dW1Y3nX/2ZteykHj1wljk6AU2XZ97YCZZ0ipZSPn/8NUd1c9DaVT76VUeP11herb2zMYPRvAATAbKD5J++ypOLPdOOmC6+dzdqC5lAAAgAASAABAgB8Mxt6gngmdvUWvD1yiLgEbDUkF3ke/SgjXtY4rFz936Xcf/l8czlqtB0iQ4vHdn5zHsNAAW0J179hiB9Vc9qDmaHpnupyzNFa4aMq8m58Xl/19qVu4pXa68jpZ13zrhKdvbu3rlj6PWdu3sef977XrNM1S1l+yRXHzzTQRkHQAAIAAEg4CMAnukjssnHl84z5yeT8Yg+48lJboRWLtkAPD8hzeOsWiV8djIZGy9Go5gbwvioxc9Nbl74th0IhPRDDNynB/s3oiPyhgLpKvrBpZ1bB2bcf+fg1g6P43XCEq26rlX47e6eI3DrwFAG9U0TP1sZgqPBMCh/uZ3HkZx45vJV0LFcD6Kd/bsNAJGdYG/ZjWALq1/PD58xlYrWVC2q5JW0yV4XNnRVjVRbN4BPD/aCtt77C7kUNNSws3fbcLzpwb7f1goWj0n20ZSuG6rDnD4QmyJd3P94NdrZubW3f7fZlZenD7cBnsQOJ4AAEAACQAAI1DV45jb1gsvlmWeT0Why1pDL+dlkPEpxwnJJRlsXOTlJ69SSRCDHk7N5muNqwqpEqMRc0dLJGRvawsR8OhgNjtI13sIqrcfl2Wx6NBwMqmpwVGigka/oMzySq9EKVdRBLE6/akIM3C/uv/wlj0c55MGLBO7cVrxFlW88uLh/90nJjnZuf0dyF2/lZ3TZ5HLkxGM4GUMrVcEHsNkP9qEB4OInLz/psMSd/ftiI9gc+xVt+N4nJIbJ9Hh3eD5LdAOXnimXzNa1xtX64v7nvba+dcAkLdlVHpqNby8evfqnua4S4+S+fLRqblO6DwWc5wUGMUUoT08fPHj4SBBQOlkIuNFkvudH49Gg9SmikU58z6ZH6gKnz2Dor1hOlMpnT9Wq4PFS175QPD0ZWORX1kaKV9NpWrknZ2xdz44G9nr0fpnOhqPRcKt/bm09kQICQGAdCFieuQ7t0NkvApfJM4k7Ov6fTaJMs1yStTVFFEVMcde6JgLZNlBRYdGAVp5sNdOcH4FncleJJmZHg8FgMDw6ms5ms6NBEc+cHQ0VIx1OU6wiainM9CiWonkmimiF5wcftSMzL0jlsRdFXZxVgUrL9EVZ/Ma+QzQLxv1r5pkrVSEGoAfA7PCr1ZM3dvZu7R/cvaPfeykECqpPDTG7/3FvRqglBhLekdrFR23d5H+8ala6rYUnJO+39R4TzVhNZVhblw9Cry5F9HcJSlbBrZGrxDAQI7Nz+MmiPXKpgsWAS/xmJ+NqNF7taZm+tC23VJyzGqzKD+szWjjt8SXpe1F6SU6odqgeMG0bjIdHZ/Ypx5I6G39NK8d45kyyYtMNbF+KFbEo5Hjmon+OqlGzF7MtghQQAAJAoEEAPHObusLl8cw4A5zrCKeLWLkkl+MinOBTNpE71yo1Pxmn+astvaEp8MwuDVPEM5VQD0NU5ZdH4VQw0waw2HHFlOwwzpkMaYaDNNq7sX8npJm1x3D2nBduFIz7PSelJ5m0S078LXNF4HSlKni+JQC8eHh6fMoBNhPqVfgWVJ+b4eLRmzdv++sPEwg89bK/V5DXCiooXdDWdnvbsppmukqkvyWcdzpb+eTbZv5whGMzhN0AN8VUmKua5PUa2cQ3XdiWhCmxWF6ieDK7J55J+psmzvM048rsbMgM02lHt3gnnUZ3y/dKPJN0p3CbnwxGo8FJiwM4DQSAwHVFADxzm1r+0ngmkbwQmjB0WS7J2mxYNMMlrRCXiyVCh0hKF48VqNX8X/XZ4IgneGa05RKZBTyzj9Gpse5xDxWNjNDMGB1txPxZoz5DcAagTeTBUhflRgHRijAchx+lCAAAIABJREFUuYgznXbqkjK0UhVKATSAB98prwJBk3Hx6OGD0+mdg9t7eze8ta8u+Dc+cywJrc/2y9uaYp6lNQ0bS7ZCeDbdes4ZqaR1wWo1Eq9+NcA1350Br3sLZgbz4Xu4lFN8yat12WEHTtjYrarx0LyqdGYDmIJqdtBZ5qQn1XBOYdETiB+mcUNIM44YcoEAEFAIWJ55G5+NRED200vlmcFkVLUlz2Q0GjtPLhVVLJNsKiKZYZpnZifUCkgSGlR21C19otnZKOa2UF2WnB85rwB0p0GZKos3XIybkZMcPQ5Omof2MjOgG7F5XiXWHcozpJf8TU+aB+uDiZ2GZqwrGRaoRtVg0suqqDI869lUr7hsFmQNhkfT6bCqGr9jOtp55nTYUyhTmQ/JQzCRUnvpzZm0ocIlSZqwUjDuN23Z8ChrPYZgMi9laKUqlALY2atkAXPiQhHOB6enx5pz7gRb+KgwYG4Xn72DSORZKU+gXVrTZFfRjieUm0qVf7/3CXfVq8uxmycaz7x47kYQy55ruF6olZnV2NzV+Jy6kPVHXM2cF0w3iF/Xq/DMfExvsNTcz6Z1xkfTs6PhmFdsDtRN04nmmikAIbsz/NP/GWjXWc9M2eDXomJtDD8nSnjmTFWHe4iuzkl6vvHZpCpdpTmfTsbVaKTmVGNVJzcJEkDgKiPg8MwfvP9B9G80GkXzkdkVgbquP+z4kb3vUnmmyyfJDaJ10qUwJyVJ+Q6BpMLOzzFJMRkVO8nGN5LVxNFjjGrPonFq5Wef8Uw9DUqOKGZ6JUtkxBINUaoXpw8ieyhEhSXoDUiKKxZZN/LVaDitZ0fjStFLDbsaJsnxlRq3DAZCoKa3u0uZ0JPecmZqJDo4srx2RqsqV+KZvSzq4iquTB5WImnajRT9Yx+TzEdIlCRThlaqQimASQdTXiULxE5oznn6zr6/gFPu4uM/U9g7iIeut4Rnqt2Ki2YRf9y+SUdD1xXwZiJl5L6uOHn0qZHK9VdeRinlKs+M1sgzwxWPKsc+GjSmbY7slExWieJ7TxZcDuloWA/PnJU7YGpB06RLiKOaZKt55qjyfraNLnwDASBwtRAo4pnlbKqJFGleKtPlGqKS9BSUT1VVxWlOeDKcv1GJ684zvdmwLTxTn+aNZPXrTSI/TWcqdmn2m9W7zY7HZypz3Ss01RPq2FNjlV/AHhNidV0X8cyO1lUwmjjkwPF5Ph2eUIxT39j083FHoPEnVqPeb4Wx0WZqZMrG43EPPm0Htg1lVTeKwXI7zSqlHk2q9u6KSKO1muIetb8HqVqfWfIRVgrG/d5Icb3xzG5VKAVQYOkm26s/m51PD+8Nh+Nd/WTFLe4dedvS3ti/Y+ebeq66s5eFngTaXvHuXUWbSCgX5rsl7SziaERXsZob+2+K/X1L5mlLF/Sk2eQepOU8U5PSweBI7Ns1Hfaw5WwTA3QIm/S/U1q2zuCkeUA2s/NMzASSiY4Nph7XuS4V6kz4qX4Y1CyUIJzM8vl4Jlvn6jTPGhsuHcVNR7DLdgPieGbkN5JdRAIIAIGrg0ARzyyPZ45Go7pWA7kfvP+BTK9O9iS3lGnSzDmcWN3iOjRcb56peKNDFFM8U+WPVEjSkdbzdsexvSX0S1fouYaKes7NBN/4E/V+rl79Yz0M5pgp5epUOD1KM71BszYnEckk1wp45nLWK0WAoy4bTNSAR8xqa7JTnNaU6u17OtQbSoqRZbvqMp6ppczWlfQ6lLCe7cbCSZI7twUxsQpCjsGxsGYgaMIU7h4/VkM61U600iw3rTVyJmlopSrwQJYQiHJgNZV0vLs7GR6eT2dzt8smvaIaeL5Ve3ctcYzU0YvN3ti/Yxl92Ij2nFDlidllnF5Nu3cVZcRTEoVLOFOcpIju6fGdyGs83T7ZArhvUa/WS+4024ln6ln01UC/2UT/92Oevu2SY5fUlZTIyHDrBLzO9EPFLdUckhz3U3d8JUDUq0xnyqnGbuCPlc/xTONJUNxURwRprUbVS/VU2HX+4kpzSAMBILA9CBTxzBLGxdFL4pkUXaQ0nSpRkpHJE8j82YzaSz617Twzvj4zNsO2SDLLM6MLLAv3kdVE1Sep/V6VajCQejydIYqayOnpsu7gWTqXKW7ElrEe55BGI33HZdQYIxh4uAV7O/LWZ6oFmnndLTxTndYjVZ9WqthIug3SNr3VdNUtZy/YppzHXpz9ZkNakiVCoScF434eqma4XKjYz0kaWqkKIYBh/T3/n337fetb0isS8XwLonNWkU6F2iyXDFQ5s2qNIr+t7TLOsKZWtyntx7edrqKEPCh645nsQF1fXLz2iSZapcNu6jWhok1CiMRJoaZJ5ilHB55JV7a8RpunRaHNLjlr4Zn+3aV53KhQbdYqdOeZeZ2pKq/EMxsKGnnWqJ+equpE45ngmanmQD4QAAJFPLMknknRS72xUBX+X50H5jXkz14ymcyY2yaeOYpEDnndJF85xOjCx5ihpMpJfIIZrhTQdDYc0hZDreyIkyiVcwp1O/CGfyY6ReO05M+xebQdGUJY84U80xkZsl1KxAYDcQ5pzapUXOYyeabrTxPQsJsVeafVcC7//kzNM6MbCR2pOXmhvtac+eGzLvR735OzDCNza733TMzuPet0F3+bU9pRVkfz7k2nXjSvbF8Wr3cuSU7SBGOlKvgA7uzfdwH0mZv7itG0V9R0vm+jaueb7j6y3MRzjtI018/O7Tscdw7nSKt29Nva54H6HZuGh/k1DYtH1sJ5jdVLU87ms+n54XCyuzuudu+Fvd7DwVJlBVUb4AwnJfrimZqR+q7GaarnQf5wHTwzMX1FX+bqXt80YurBpOtSI9ymM1HLPnhmznTspwXxzERjIBsIAAFvv9kMQWo9tWAQMoYZpqMaSIxOUVrmePnyUGpLFZQyG5LeFp5ZxyONMfpWLhleb/GySk4TzUhAsiiemSocOrBCjhoMpIYNSbV6D56T2exkMIj+lFPBQp7Z1XqcQ7q+xmUeI89U7qmIZJqYt/BMzUOrQfCCBLtu00Wg4Mh/4WE12vn4fTMgpn2TXCLq8cw6oB/Vlz7xhnlWMzsf7nrFX3/D8cob94/2Doinze0Wl72QkxzBWK0K09e95yJPfuI9AaBXfe8Vo+3Vn77oaRhVT9580WHs89n0XoCziuPJLWWDeKZSu/PxN80+VfPpod2Ts6mR947NoKY7H3/TTAuPFfe7ClMUUyOPhTodI3Hgh1VH1ZPffcPAXdehGwpwQ5VDnhnrb9JyTzwzcV2vTjRdUic9XyKd4YQyNmjSKZKmO4/5SSjUmfC2D54Zi2fqZ5DJB6j5Rk+4imwgAASuAwId4pkU1Wz9X74+k4OQnRKLlZ8sz+wxzOFTG5VI8cxPfepTHyY+shde2n6zeilksJGOt4uP8SySHcky0vI7zTPreq5foWIG31RqXkAz54oMBwFSa7W3/WY1JbOjNWshlWpIJp1WAw8zrvALFPBMCjx2sZ6KVbrGN5JnJkacjef5s03AM8ZTl41nqscgBx81434nMpnO9OjB7O2PFhasNPmRw/5wpiWrGr736EK/AdLjmSzQnhgf2l7lMbpbzn6rK1bhmTRWnpOKucn5pn6001JWrn59/klPScmhCmY6lqI805qL6Lx1cHzstFXBiyt9hV5X6aMpI8Q74rxpkS6Au7cPfdTTPkDquo48XVplw1lydh08MzKbtFmTae7yJmIc3vQbf+zKBNPiISn1dEbAV9um6XbMrHNoSG/oSTOhRXXIYJMeYzpSU71V3HhUlewDpN+AovabDV97E60NMoEAENh6BIp4ZglV4xmRck2mTIdKwjgk08VM4urxzE+Zz4exj+xil8kzaS8ds9trPc/t4EpxzoYTZiVlbShqmaaEmjAKByaxd2LOz84sF9X7AcXff9IY1qHOpq9GwqWue21H6gUh0V39IkRxdjR2N3rNbBekhwrBD71iTNKjLtZ1uTiHlCpTXPSS4pmpF5DkQxitPLOu1etS/DmysxVopmqKFqK4t3fL4Q8eeajr2cFNRyA17leDfof86Hm5X42X5Z1mzFA1LpaypfLlRjhZnrlaFeq66HWOleZ+LnOrw3hyU02uvsLozady1TScimV2NEWUfDaYN7uT3KCVtN3YC1imvrq8LW0D09WNHfl6Fa+r9NOU81eeCu1Gc0KqnAPcvX3QUff3mqj9v8quUM0+nftgzINsnro7qw4j7t0z87rICLHN6jITYpXCwRHvsTaf0sY/DmEzfLJq9oJTnXR6Yl65KVifaPE2nRHnVuOZZsuiajSwW8aJ6iTWZ5a+10SHPbFjUKTZkAUEri4CRTxzTeszmUwyBeWcTOKK8UzDMZvvD4OP7HuXyzPrWuzjOsrStw6Suj6KQopPkmuK12cmHNBvNSFV4/Hk5ExtNpv99BbPVFamQ/2qSTsjbz6bnjSvtRRezKYTn2TS2dQEWj3SGE5NXWbz6dFkoN6W6dDaQuvGkW3gmfqdI1MzsVBDnJ8127o+k2qvqKp9JYLaayg3Fdcglv9+/7tPMktxEjf2DqbHBy08s67r91/9+o5T0Bv339jbn6pXnogpjMaj8xfjAVWzKZEYqnakmh145mpVqOv6J59//kbGvZ09FWD0SbaCoK36BNP79z6zl9PPpnf27mpDPtBePHNnf3p6M9Vk9HKXU18FeTK7/3HJJGWj79w6uDN1XuO5Fp5Z1/XPXs2irdAgVh/pcEnATYd0vvVbLlIBK3ouxFRR7/uV2EtWPQsS7zWZadnOVNBxTR+kr44Oyi1F9C5bcejer+uZfuGybP0mbUjmEjqD2sV5ppm4y33eTRgHCJ5hMBvc93nsmtVRytiTUVdsMQuHXp4Z2frBk8QhEAACVwaBIp7JPDCTWAz1KT5JMcwwHS3LIU1ij3TIaSrCMkQ++ZAVcg6zUz61aQlv3iyTzA8//FCmPxQf2dUum2dK20gnEFDE0v4uDwaTI+aHukTzu9/8UptFle5QJzK8mZ4oYmnGIYPhiae28abNOr2N0+hhhU1C2uWJUVrY+GlW5ejMcbjKMQHKUtkUz6SXjpiLeqBedcmDUlareGPiI+vE8ip2cKTIJX1WeH+mVFlfvHdz/5YIRt1QjIUoy2vuEkSPPBgtF4/uf+fg9t7ODUk4d3Zu7O1r5nN8+uChngdr5MX3T/7kM9L0aGfn1v7+tFlY53avVPPH8rvxzLquV6iCKv3wzb/Y33MDejs3dvZuH+jXiqbrn60+w6ReFvnOwb5G2GN6ysqt/YOptnN8+uBRCHSEZz68qB/dv7kn2ks0VrKtNExv3lRuMOaqvcj66f1X5M5SXlfppykJkYtHb75zoHqs8F/RSwJcP9RwI7oMZF3HARcCIqmnziZfbUKPeZorcXCkVrua6zlYRy1lxZMiYWupZPM4kG+vg8mRjUaWaXQ44fhoenY0HJvg5Cj8GTBK5/qho7kRD8ZDaXdJnUa3/l6dZ1Kg1ftVm85OhpZtujxTRyn5F8PxxjmYT9SM2ZLptU4xHAABILDVCBTxzJJ4JjE6+c5Mmd40vve4/InyzA/Nh6imOWq+a/EBzxRgIAkENgEB/d77UxV31J9TxVgu/O1b7DsVIy43bzK0Oo6PT09PHzyMMB+3tGf6WBV6SAs06/rRA+NS129JNTwt8XCdejPGo4cPTk+7V0FXaMnC2eo7SF08eqjdk/6pSOnp6QMFc8gwqXScZ6pzF48eiMoWNRYVU25we1A5bf3ioc0OItheI3D59oRsSoOIaStp0HS4FBJUNgK4Uep/00RKMyHDP4vj9SEQ55nrs1c306TbLdCk2UG4jXx7UUgAASCwvQgU8cxyVsZRzUVMUqbLNVxtyZBnfuh+wg2BZN8Cz5RoIA0EHgcCah+a3d3xcHjvcHo+m8XH0h5FcV8U8Ti8hs3uCHiNqObN5kKW3Q1c4RL5kOYVrvhjrppZfVowi7UfT0uDmXV2NnU/vkALEAACG4hAEc8sj2deJkvc/FmyIRoez/yw4CM7DXimRANpIPA4EAj3O339ULLNWeuLIh6H17DZHQHwzO6Y2RKKVwxO4o9hrBRSfSLAix9Sqwf6NKZ1qcD1pXHa3r2HQiAABNaPQBHPDPlSKoc2ZOF3n9BhSji6o4+3ODNVdhtJ5g/e/wA8c/1dGhaAwHoRSO53atcvmfVXlOO/KGK97kF7XwiAZ/aFJPSsBQFnzaS95wxA/NYCN5QCASCwDAJFPLM8ninXZMp0OV1kAsmJaFk+a3b2aL6ZptIxlSVh/s9FpLCUjFpkgbB4eMqzzkXAM5fppCgDBDYLgU7vz4y8KGKzagNvEgiAZyaAQfZmIBDyzGAbus1wFF4AASBwfREo4pkZ3sWnOJIZ7jfbGtVkJakIpxQIZSTnJEkvhxkml2UeyAnmnJ4techqWU/XBHjm9b3UUPMrhcDPXm59S4TayfOW3jc1tX3OlULk6lUGPPPKtClv84tELwhcmY6BigABILBuBIp4Zkk8k6KXdV1F/yRDk8wtTJdIejJ0KDM5LU95aT5kYUkaQ8dSZ7l4SQI8c90dGvqBwGUhoN/JEb4lohqp90aoN3PQiyJib8y4LBdhZxUEwDNXQW8Ly54d2XdJ2WmoSWI2OJluYSXhMhAAAkDgMhEo4plR0uVlLoKWFBsM45kyZihLhfmUE+bLUiHf41Is5uUwpeSybIITVJa5IquSiehZzpSJUC3lgGdeZueGLSCwdgTSr8zQbybJvyhi7d7BwIoIuO8bOcZ+syviieJAAAgAASBwrRAo4pm8r8+Cp7WmiWeSJKclW5Np5macGebwKU54MnQoM2WaShHN43xZhDOZhbIhLyEl+RRnegk+ZLVVpdD+sONHdkfsNyvRQBoIAAEgAASAABAAAkAACACBzUSgiGcyp8okvPWZdEg8M7M+U5IxUh7mhEY9Ge+QeZ0sSDIsKQ85M1owVCJzZBHWk0mAZ27mZQCvgAAQAAJAAAgAASAABIAAEOgRgSKeub71mUzJmLyFOXxKJqQYp8MEF6FTnoCXKUkjF5QJLi4lObMkAZ7ZY9+FKiAABIAAEAACQAAIAAEgAAQ2E4Einim5Viq99PpMpmdE3rwJrilzXIrlKSGVyLIkz/85wfKcYM2yOKfZHOdwQcqRApxm38AzN/MygFdAAAgAASAABIAAEAACQAAI9IhAEc8siWcSy5LvzJRpycr6SucJYV9W+tUDntlj34UqIAAEgAAQAAJAAAgAASAABDYTgSKeWc61OKq5iPLJdLmGzZH0opG90FrwzM28DOAVEAACQAAIAAEgAASAABAAAj0iUMQzy+OZxBK7ym8Ot1y3J+CZPfZdqAIC1x2B2fnh8F7kJX7TSfKlf5V4MeDueHd3PDw8n83iQE6HQrgaDSOW4gWvVu58Nr03HI53dyUa493dSQa6LULAe03o7uE86/z5UHahanJNO0UWI5wEAkAACAABQqCIZ66PfdFWtMRLZXp9Fh+vZvBMXHhAAAj0gcB8ejjZVSP+O68+ePjI01jIMy1h+OMXDyLswuOZewfHD3xLnuErdsggS4bpp5998d40QdS3Ag6PZ+7sT7OvCfV45q1r1ym2olHhJBAAAkBgMxAo4pld45Pl8moNp56fSvNsOe2xQZ7Cypvu9DKL1bPCh2yOEpyfSXCRvIfgmZvR7eEFENhiBFR4zcbWYgP9zjxTcaenPvGeB8q15pmzcwGyzy2DcPHNV973wNuaQ/DMrWkqOAoEgAAQ2DYEinhmhl8tfYqjl8QtiadRmk55mpnyccIT4MNeKCgr4QTrTyXYMU6EkuCZ23aBwF8gsGkIFASUluKZVTV6/k+ceOX15ZmzezpW3EovpcCXXt5OqgmeuWlXOPwBAkAACFwZBIp4Znl8kphViTxFMuuqiv6F7I7JGydCFkc5YdmUZCaflHRSxY5xItQPnnllrhxUBAg8JgS688y9u8f+Z3rnzt29HUmTdHrn9puCaV5XnukhrJDZ2bt9cGfKKGr0bgRRza+/evGYOsUKZsEzVwAPRYEAEAACQCCHQBHPDPnS6jmLoCXxsTCeGe***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**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***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[/img]
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GD32F470 I2C 问题请教!!!
[color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]GD32F470 硬件I2C,从机接收模式,[/size][/font][/backcolor][/color][color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px] [/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]问题1、主机设备配置400KHZ发送数据到从机(GD32F470),匹配不到地址,波形显示地址NACK;[/size][/font][/backcolor][/color][color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]主机配置100KHZ发送数据到从机,读写数据正常;[/size][/font][/backcolor][/color] 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**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**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***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**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[/img] [color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]问题2、当触发中断函数,能通过i2c_flag_get[/size][/font][/backcolor][/color][color=rgb(68, 68, 68)][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]事件[/size][/font][/backcolor][/color][color=rgb(68, 68, 68)][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]函数获取标志状态,而i2c_interrupt_flag_get中断标志函数获取得不到状态,这是为什么?[/size][/font][/backcolor][/color] [color=rgb(68, 68, 68)][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px] [/size][/font][/backcolor][/color] [font=Tahoma, Microsoft Yahei, Simsun][color=#444444][backcolor=rgb(255, 255, 255)][size=15px]当前通过中断使用[/size][/backcolor][/color][/font][color=rgb(68, 68, 68)][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]i2c_flag_get函数检测状态,主机配100KHZ能正常使用,但是上面2个问题没太弄懂...[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]各位大佬帮忙看看!! 有谁遇到过类似问题,怎么处理的。[/size][/font][/backcolor][/color]
2318浏览量 1回复量 关注量 -
关闭Capsense中断有没有要求
由于产品功能要求,需要执行某个任务时关闭一下Capsene中断,我这边直接调用了Capsense_ISR_Disable()函数,是否需要判断按键扫描完成才能调用该函数,如果直接调用Capsense_ISR_Disable()函数,是否合规或者有什么风险;请给个合理的操作,谢谢。
1901浏览量 19回复量 关注量 -
tcpip头文件打不开函数定义 sos
兆易创新官方《GD32F30x_Demo_Suites_V2.4.3》中《22_ENET》的demo程序中tcpip_input()函数在tcpip.h中申明,tcpip.c中定义,但调用时提示undefined,keil5也无法在头文件中跳转的定义处
2119浏览量 0回复量 关注量 -
GD32F303问题
问题背景是这样的: 配置了一个20Khz的定时器溢出中断,System_cnt_add()函数是对一个变量++,就是创建了一个时间基准。然后在Task_time_slice_function()函数里面实现了一个led每0.5s翻转的任务。 于是遇到了这样一个问题: 当我把这个Task_time_slice_function()函数放在中断的时候,led能够正常实现每0.5s翻转的操作,也就是输出一个1Hz的方波。但是当我把Task_time_slice_function()函数放在main函数的while循环里面时,功能就失效了,变成输出32Hz的方波。有没有人知道怎么回事,希望能指点一下,谢谢!
1240浏览量 1回复量 关注量 -
谁能给解释下MS51FB9AE官方给提供的修改24M主频的函数?
[i=s] 本帖最后由 taobaofarmer 于 2020-9-12 15:35 编辑 [/i] 官方给提供的例程,在Sample_Code->RegBased->Fsys_MoidfyHIRC->FSYS_MHIRC.C->MODIFY_HIRC(HIRC_24);函数里,该函数我给整理了下,只保留调整主频位24M的功能,代码如下: void Make_HIRC_24MHz(void) { u8 idata hirc_map0, hirc_map1; //Check if power on reset, modify HIRC SFRS = 0; //?1处 IAPAL = 0x38; set_IAPEN; { IAPAH = 0x00; IAPCN = READ_UID; //?2处 set_IAPGO; hirc_map0 = IAPFD; IAPAL++; set_IAPGO; hirc_map1 = IAPFD; } clr_IAPEN; TA = 0xAA; TA = 0x55; { RCTRIM0 = hirc_map0; } TA = 0xAA; TA = 0x55; { RCTRIM1 = hirc_map1; } //禁止低功耗模式 PCON &= CLR_BIT4; } 首先说明这个函数在MS51FB9AE上执行是失败的,大体过程我知道,是从系统默认的配置里读出24M主频的高低字节配置信息,然后写入RCTRIM0和RCTRIM1里,但是在?2处,为何IAPCN的指令是READ_UID呢?这个指令不是读芯片内部96位unique id吗? 另外?1处 SFRS = 0;啥意思,难道是翻到SFR页0的意思吗?如果这是这样的话,SFRS寄存器是有TA保护的,单单SFRS = 0;是不行的呀?
2348浏览量 22回复量 关注量 -
不能进入外部中断
void main (void) { EA=1; EX0=1; // 设定接受INT0的中断 TMOD=0x01; /*定时器初始化*/ TH0=0xff; TL0=0xf6; TR0=1; ET0=1;//如果加入定时器设置就无法进入中断函数,不设定时器则可以进入外部中断 while(1); } 如果加入定时器设置就无法进入中断函数,不设定时器则可以进入外部中断 static void decode(void) interrupt 0 using 2 //外部中断函数 内容为红外遥控器解码函数、 {红外要红解码的内容,因较长未列出} 请问下问什么设置定时器就不能进入外部中断了??请高手解答!
1128浏览量 15回复量 关注量 -
函数返回值是多少?
uint32 Systick_Config (uint32 ticks ) { if ( (ticks-1UL) >0xFFFFFFUL) { return 1UL; } return 0UL; } 疑问,当ticks的值为0时,函数返回值是多少?
1830浏览量 31回复量 关注量