A40i-Linux5.10内核,串口波特率问题
各路大神,请教个问题。串口需要用921600波特率,驱动上把APB2时钟配成30M可以满足,所以我把APB2时钟配成了30M
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*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>**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>**pzjHfPwcYVixH7Ln0Cr6Zy5H9qBJCAvEsgJ/ojY4hggGCAYKB/YqD7SIyBKWzsV+NiYxukzdUo9yWv5iaDqH8OImJXYleCAYIBgoGXg4HuIzGGVpix7**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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/wAAAECCAYAAABDpty7AAAgAElEQVR4Aezdd1gU1/oHcP6lWHJTvKk3P4qVXXoXkA7SpXdUFI29oCJgC5YYjS2WYEGl2E1MT7wxRU2umthjSVWjUaMBK7AL+v09C1tml10YilHx6/PwgDB75sx7PjM77zlnzhpJjM3BL8aABmiABmiABmiABmiABmiABmiABjqWASMpE352eNAADdAADdAADdAADdAADdAADdBAhzNgdH2fL9bG9oQjG7fDNS575zpW7xzbk+1JAzRAAzRAAzRAAzRAAzTQEgNGuW8G4sbFEJT5WzLhZacHDdAADdAADdAADdAADdAADdAADXQQA0aSztYoPhiBK4uksO8gB9WSHg9uyx4yGqABGqABGqABGqABGqABGqCBjmjASNJFgvWHmPB3xMblMfGiRQM0QAM0QAM0QAM0QAM0QANPrgGj5RuCcYdT+jllhbM7aIAGaIAGaIAGaIAGaIAGaIAGOpQBo18/8MbbYVy0j71eT26vF9uebU8DNEADNEADNEADNEADNNARDRh1xIPiMfFkpQEaoAEaoAEaoAEaoAEaoAEaeNINMOHnlJUONWXlST+hefx8U6MBGqABGqABGqABGqABGlAZYMLPhJ8JPw3QAA3QAA3QAA3QAA3QAA3QQAc0wIS/AzaqqjeH39mzRwM0QAM0QAM0QAM0QAM0QANPrgEm/Ez42ZNHAzRAAzRAAzRAAzRAAzRAAzTQAQ0w4e+AjcoevCe3B49tz7anARqgARqgARqgARqgARpQGXg8E34zV/QvHIv4cAmkTNifjJ44UwekT1mBmY69nozjpWu288M2YCJB4tDlKB0dDbuHURczf4wrXIuF4Q5tu863VzkPIwYt3qc1EsauxDxv+7bFrMX75U2V6qaK32mBBmiABmjgUTPwSCT89sGjMamiBOMLPGEj5kajazSGV2/H+ImOvKkRE68WbOMaXIQzFddxuCC8TTf5osp5xhMp0YOQ8LJF08mdiTOGrzyNqttnsSXOTZyRFhzzo3ZStnt9xMaZMTPs8B+MYYuvh4ba7RkH+ESHwru588vQ6037Yt5eOWp2joKjoW0e5O+7jsBn1XL8MNGrbee8gXJEXaNEHF97ldMu572ZN6bu+AOyWyexPpTvj+0SUxEGuB/e3NMADdAADTzKBoy+3x+Kip98MevVh9VQFnAeOhuz7u/EjJIwcUlmKxJ+6Qs5+KbmHio/mAA/U9Wx9sCQ1VdR89lkeJoof9fVG2PmfYaTF26gRi7DnavncPyDdzCmu2WjZMBRMhbvnrmLi8viDdTbAi6SQXhj+Sc4fPoKblZ+jdfNBcmtWTCWHa2F9r8a7Bko0exLzDYmdkgevx1Hz91ETfUtXDqwA/O8WjPCYwGfoV/gzv17qCjJgnOrb3TElWPr+Q7O1fyGdZ5WmuNttE8rhI3dhxvVv2DbABetG3+2qcpx09/FxbnpMh7li9g/Ubd/LoatuB42Omca2lLqORpTa4qQ7tn42iUqZh064Rd3jWo+Tu1VTjuef118kP/eZdRe24PpvZu6trbjPg0YbD5+rANjRAM0QAM0QAMP2oDR1AgJUpx6wbvLQwy2SW+4uXvC5WmRdWh1wg+g7hJ2RNkpZwboJvxWiJ9zBrLbp/F+zjAM9IpGRtQEvLVwBjKe1dTN9qUw5Mz+GL/crEVdbR0u6U34eyEyexd+v/Yb9q6ch7y4FKS6+cG7q6YcSecYFP9SgxPzUjHAIRjR9V+BCOwmuEFvdhtLBGb/F5XyK9g/ZxyGRY7Dqt1XUHv9v8i3EpQj9obMRIoQ9zAEiG0LQ+WKKEdMEmVjPhFfVlTj9NyoRqOMDQk/27S5i4SYODdXxpP+9380hi29Hho4B5nwK6+1Bkb4JSKuUaLct1c5BtpRVB10Xivtloyys3L8vX0UvFWd2TrbtKZcvkbw/s14NtFRzzjxXKEBGqCBR8lAq6b02ydPx8zatcjwFSaUlug7823MrpyO/t2UjdzJDoHTp2Pi+U0orC5H/oECJIapkm1zSF9JxuiadzEXDV+FOwfAVt+b6NNuCF82D7nXtmJ2VSmm7luK/NqWTemvTw6rruOHPadw+8TbSKxPvHUSflN3zP5Kjpp3RzUxum2F2NcP4+K327FwwEhsPCPXm/A7eq/E2cvfYJ5DH8Nvil0ysePaXexOs279Np3CsOpHOSq3jVTPUpC+OAqf/i3H2cJQ/fHUE2PpK7nYX6OZa6B3Gq+JPbLnfoGjpy6h4mYNamV3cPXYbhTFeKpnOIgqp3MSyi7UaXam/ukeKoozYa+unxWiZ56E7MpOjP63YGaE8u9s02YupqLj3Ew59fHuAf/+hdi++zQu31C0fRVuXjyLr3LCNMY6uSN7+gc4cf4Waqpv4tKBXVgS5q7+u61bIb768QpuV93F36e+xvZVn+D0ldu4de5/KI7Snr3R5EVS4fCNr/HjL9dwu6YOtVUVOL93OxYE6ZTRTH0U+5A+H4NZS3fhuyO/48r1O5DV1qLm5mXsn+DfMJukXWPYdJxFXQ9NrBE4dzYmnFqHGTe3YbZsM6YdK0RqjINm9kvnAGRe2KG+rqqur3OxEzOK+2u2U59nBuqlHOGvO3cEB05dR7WsGhVn9qJ0UBCcBK+VvjIC24//iRt3a3FPfhfXz+zHluxQuKgSTbMQLD8mx1+r0zTntr4k/OlATF72DX67Vg15VQXO7TuGS7WtmNLfTDlirlFuyR/iZu0FbPTtLrg2K65HP0Je+QHGdVO8f4m4ZiqMPReG6UX78cuVO5DXylFVeRXnD6zGMNX7pCKW7WFV0CYSYwt4pn2EyurDWCjhKH+T1xOtuBk4F7iN4DxgjOiJBmiABh43A0aX9/mhPLM33FQ3ZyLe2KQvxOC1mzsw5Q0vzTP0Zq5I/H47Zu4YAIf6snrDf+kqFN5ejqETIxEYFo248pV4vWYVMoN6N7x5mPWGi9QVHnYBSD6wHXoTfhMJQjauw+wbS5E1LhKBUQMQs3g+ptW1JuG/gi1xA7H51xv4dpTiuVCdhN+4NwavuojaPz/HTLsmEnUTi4bj7hSJ1af1JPwmdsjZcQOy8ydw5NQVVN68gb9O7cXm4WHace42AV9VXcdHA33g062HJpbCNmhmG6l5Af5XU4OvshwQOuILXL3yLebZO6PgsxrI/jsVPmLb1cwG/tIARNglYuUBA8/tKhOA2kPrkBOZiqyo8VjxyZ+ou3MA86yVN5ViyjHuDe8+/ohO3YxLsj+wIzUYEbYBiLD1R+ir1po4mPli4UEZrhcPbDS6rzjRGhJ+tqnhi47IOAu96f3ZEr4p7+GSvBp/fFqEuZlDMTQkDSMz8jHZy1bZXlIMWvozam6fxq6JwzE0bATeLD+LqpqfURIkrT/fHQbsxM2a77EyKBpjVpxFbdUPeCc8HlPW/wbZL6uR2lnkG4jSofxAEcb2T8KgyAlY8cF51FSdQbG/qvOs+foo4mZjOx8nZHdxoigPE6JSkOGXiKzokRhi01N5g9teMRRxbGKuh6YOiN27HbMPjUNYZBD8o+KQ/Ekx5txZgFhrVQdsDzj1cUXf1MnIl61FVqo7PGxd67/cX+2lOb/0trWgnso437u0H+vHjsLw8GGYs+4Ebtf+ifdiBY8MdfbB4JRBGOgdgYR+mZi++gTuyH9Dcb8eyuu8iITfxAGjN15C7Y3j2D5uGLKjRmHO4v24WtfChF9MOSKuUdIXxmD3zVr88kaEusNKYhaAxd/LcXPHKHgorqsiypEYd0fakvOovfINVqYlI8k9EqkhQzF1eCb6m6li3V5WVeUpvz8zFO9fr8H3E0SujdOcB/5deU3QiTPjwrjQAA3QAA084gaMxub64eql/tgVZSX+RtDEGmHvlmP2j6/Bq1PDm5/UfigmyUoxNL4hmZeaJ2P0ne2YWOCmKbeTW32nwOufJ8NZmIia2mHAl/oTfmn3dIyt3obxOYIFiFo7pb/qCjYH94L/8C9x4/cSZD2rm/CbQ9otArM3n8Wtu1dxYtsKTA/20hrN0kquDCX8XdKx7WotLn6wADn9oxHrHINxhXtxvfYqPkjQ3Cjb9MnHF2cv4q/Katy7L0flqS9RnOKrldw2t42t6zL8LLuGbWHWSJj3E2rrR6WsMay4AvLjixGjbB+tejeF0tQNhV82nfALR/9tLKfhQI0M+0c4a9pZUX5T5Sj33+w06a5D8eFNGQ6MFhgS1F2V8LNNm74BbTbOgpjqddIlHiW/1eHW7jwEqZMU7X1Kzadi/x05ThQEahKkToFY8r0cVZ/nwtfEHPUJf9WnyHnGHPZR21BZtRtTnjOHffhm/F31Bab+W7tMvXWpt6VnMbkuoVhxVI67n05GPxNziKmPovyGhL8COyOUyamBWLQ5hgbK1XuMTVwPJcqEX9g5KrVMw9iabRg9wkbrHHwgU/pNffDmtzLU7CmAv3otFJ12ezobH96Q48jkfg2zCUSM8Nt0n4ED1TX4IcdbMwNB3yyAZuLYonKaukaZ2GPSuzdR++MyxCmvoTb2C3FK9jc+iG/owFK3XVPlGPfG6E03UXtqA4a8rH+kvb2taurliXl7ZTqzpnTaqpl4qsvidryZpQEaoAEaoIHH1oCRxKwXFu2OwM1iO7i1oCHtEwowQ74SqW6KUSVLeM1Zgdl/TELAvxpuKGzCJ2O6fDXSvVWjTorfW8LnrdWYfXkSAoRrBjRxg6soZ4aiHC9BOW1K+HtA0jUaa0/dxP/G+CFbd9G++hhYws06DdPf+BCnr1fhyn8XIuOFxlPKJQYSfkUi+rUiCX7NSXMDrhwdurNzlJ44W8LZcgCmrjqO27Lz2NRfsGifuk30b6NJ+Hs0jDhZ2cPOuMc/lvBLumRi53U5Tk4L1NyoK+rc5E1wg5Fmk6hu4/FldQ2+yNQXD80I/+ZgtmlTN+bNxlltrKFddMuy6TMHR2Uy7B1m+OPR7MM34br8HIq9hVOguyPlrd9Re7kcQ7roJPwRW+sT/txu5rAP24RrVV8iX985pq9uypFnYceTYiQ1ZdE51F4uQ1YXRSdC8/VRHGdHSPglXUKQdX07Jk7T7hh7IAm/sRWSF/6G2ivlGKq8htu8koB56/bizO/XcPPG3/jzpwuolNXi1AzlNUFEwq/o9KmQ/45iL0FS3IqEv0XlNHONckt4DxXyn1DkpqiTFeLmnIH8jzIMUb7Hqc+TZspxsJmI90/fxb1bF3CofAVej/CHm6CzpL2tqutlbIupH9U8vE9Z0Hfu8neP7c2ixpX+9wn+nXGhARqggUfXgJEiCZ9UEoHqXU4IENyENNtoTwdj0B/bMXWRD2yeCkDm79sx5U3N6EyLEn4TwyP86nL6tWPCb2wJ3+wvUHlmPd7eqLNKv84NiV2PCdh9pRbn34pRP6eujo2BhF/y3Fh8UV2LEwXK54Dry7TG5PdrIP9mhuE4d47Dhl9rcW2N4FlXnfpIdLbRTOnXrI0gMbFXTunPEz+lX7UfEze83oIRfkmXDGy/Ktfc3IspR7mNrecq/N7UKv1dh+KDmzIcHOeh3ZmgfL1mhF8xOss2VbtUtYHYOOtsr1uOTe9CHJbJ8PVQzewU3W0UScvfBhP+ssYJvyIhv/05prRbwq+diIqpj+IYxCf8zVhtJoa68Wry/01cD/WN8Ncn/Fe3Y9IM3YR/FHLbfZV+VSdOQ5tKTL1RuOc25L9/jiUpSYh37I/E4Ln4pkJwTTALwtIjcu2RZp1kXpX0ru8n6DDS2abJmCnj36JymrrWKcp7Og1b/pDj/KIY2D+ViNLf5fj1zajG7wPNlaMoq7MjYmOnY+3m73H5bi2uf7MEA19s6ERub6vqOJl6YM7XMlSuF66L8ujejKjr3Z7nEstiBwMN0AAN0AANwEjSuQ/e2ReBa8tstKaSN//mawmv2ctR+GcuIrKnY8bdBYjtrRkFb9GUfhNrRHyyDYVfpGhP9Vc8p/1/DY8GTCrsq0n62jrCr2j4fyVg40+V+OvyXe2P5dNFobiZ2yNDzQfj4Kr7N0MJf6dwvHOqtn56sfoZ+s4RWH2qFhUbBhmOc9d4bPytmYRfdxvlon0VW0agr/IxCekLI/HJ9ZYt2qdubxM75H0ig+yLvPpp2OrfK45d38iqwYS/iXKUcbR1WowzsqvYGmZgOrXiGf4DMlSUDNG7iKJ2ws821WorgdVm4yzYVm8ZXRJReq4ONz6ejMB2mtIv3E+7jPCb+mDBd5qp5u09TbrNMWwuxsK/N3E9bFHC7zQMk2QbMChMMGou3E9zP+s73zsHYekPclR9NqWhM7G+U64Wp2YGaa7PXVKw5U+ZphPQxAnTd+t0duok89L/y8W+O3KcLgxtemG/ZurconKautbV78cKcbNPQ/bnNuRmf4CKuwcwr7eg41lVl2bL0U6yHW0KceC2HEdzfepj1t5W1efW04Pw7l81+GGiYr0a7Tqot+HveSNMAzRAAzRAAx3egNHE2QGovBCEInc9NzLNAJBapWD0rW14/c42TN8SBUfhc/nGvZSL9q3A0EnRCIwYgPhNOov2qcu3hNe8lZh9920MGh6OoLh4xCS6K6fD94LfklUorF6LkbMTENw/EAEJYzBB1rpF++qnf9fv1xIhEw+g+j4g+2xywwr3pq4Y90YZlr+WjcH9IhHvmYKJBZ/gfM1dHJ4sGK1/ygmh9sGIdh6FHb/V4mrZBMQ5BCHcXLXgnBVCJ/wPd2qv4KuCLCS5xCJnyWHcqj6LNd7KBQuNeyL5tbexIGsohgYlISsmByve+xXVcuGUfjHbWCJw2BeolF/G3sLRyA4fjRWfXa7/WL6C7i1vU8XU1XjFWgB3f8TW4UMwPG4CZicGNzyXrS8BMJTwN1WOqt2fy8aH1+tQ8eVyTI5IwZAB4zE3OUTzDLixcpX+6x9ignI0THij2ijhN2abCuOj/rnZODeXDFgiKOsz/FVXjT8+W4256YMxJCQNw+In4PV41TP7EuWifWfw/qQRGBYxCgs3/dR40T7lM/zquhm3fkr/vT+/xfpxozAiYjjmFp/UWUyu+foo6iB2hF8iMoZO/Rbh8NVbuLgzByEtmTGlOieU1yaD10M9z/AbGuGXPBeB7Os7MOPLEQiPCETAgDjEJntoHjPS2qceA8rzXX5wNcb1T8LgATlY9cE51FT/hPWBysdszHwxf38Vak6/i3kx8UhwDUNS0Bx89bdghN/YEkFj9uFO7WV8UzgW2YFJGJJQhKMy4YJ8Egxc8jNk1Rfw1ewcjOyfXL/NMa1t9NSx0TG0pJwmrnXKcm2s8rD/Vg3u3pHh7y2vqTtVhX6bvGYa98bA3HKsHjMCQ3wiEe8Rj5Hjd+F32W18NVS17kk7W62vuwXc43biWvURLLJpZYdPo9iKiT+30bbBeDAeNEADNEADD9+A0V/7fFEU0bPxNEVRb/Y9Ebh6HebIlyPFVU9yqfhYvlkzkHNxM2bXbELBD9ORFK5/WrD0xQAkfbwKM6p2oLByDca/1R/2qg6ETnbwz8vD+F/KUFi7A7PvlCL/+BtIjVQl2M0HsnFyqPhIrmH44Oo9TcJv5o1Rc97DgZMNHzFVJ1N8xNT/sCsvFb6CkU1b9+X4pVb9WXLKH+5pf+yUqTMG5e3C8fM3IZNV4e9Te7AmzksTZxMHDC38HMd+uoY7sjrIb1/DuX27sDzGWzMDQMw2inYysUfy+B04duE2ZDW38eeBnZjnrT/OYk466YtJWPbxz6isqoWs8gKOvJUJd0VbtCjhN4fBctS2rBCUsAbfnv0b1fI61FScxw9vZjTsS7mNjflEfFkhwy9LEhvNsGCbNu++ob2bj3PzLnoiKGIedu75CX/dlOFenRx3Lv+MAwsyNUmQ4qPFZn2EHy/egbzmNi7/8CHeDvdQd+AIF+0T7q+1I/x1547j8M+VqJFXo/LsXpTpfFxc/UedNVEfRR1EJ/zGYmJoiZBJ30N+H0BNC9YkUJ8PmvY0eD1sScJvbAnXhLEYfbYUhfIdKKxYg/Fvhmiuq3r2K2w**Vl2Py9OHO+AlWyOtRVVeL8vh1YGOKmblPF9vY9h2DVzqP44687kMnlqLpxHX+e+>**0gWP4nRyx7DZn+P0n3dRW1cH2a2/cfH4PqyLEqwL0ckNWXk7cfiXStTU1qH2TgUuHd+HNZEtvJa1oJzmr1HWGLr6Iu7JT2OVq+BxA53YGSzHxAFZMz7C0V/+RpW8rv5jCyt+OYxPCwchUPipFM2cOy2zqpjtFIlVR6tR8e7Y+kUstdpVp+78m+a8YywYCxqgARqggY5owKgjHhSPqSOdrFYIG7sXN+QX8XGGl1aiwXbuSO3cgmPR1/H0iCQx0m5hWPhFJWp/LkKKMKF7ROrHc6YFzh7XNjN1wYg1v6Dm+teY1Yej+zT/BJh/XM9V1rvDT6Pm9YfXn0fFABN+XnAf/QuuiTOGrzyDqurz+CBNsJYD2+7Rb7sH0UaPaMJvbz0YC1fuxcWbv2FHrIv4qfMPIkYs8wk9N9wxZu1Z3L1zGmURqkcGeMP1qNxwsR60SAM0QAM08DAMMOHv6DfG9QsL1uk+fyD4fx1+fzPq0R85N3XEwLwiFLqo1kB4gi8YHaVNdc89scf1iCb8tm4z8G7xMuS623ORNN22bev/xdpo634e+9f3QcL4Iiz0c6DBx74tn+D3OLbdk9lhyXZnu9PAAzPAhL/D4+oNX9tQxLmEGfgKRcT/MYl+GL1trd9nR23TjnpcvHFvvXVV7Gij7TFUxZLfGUsaoAEaoAEaeJIMMOHv8Ak/T+gn6YTmsdI7DdAADdAADdAADdAADdCAygATfib8D2z6iAoZv/OCQwM0QAM0QAM0QAM0QAM0QAP/vAEm/Ez4mfDTAA3QAA3QAA3QAA3QAA3QAA10QANtTvjtpeOwZe85VFbV4f59Gb4bydWp2XP1z/dcMeaMOQ3QAA3QAA3QAA3QAA3QAA1oGzCquxoJxZf8ew+ktfhzo60xurwS8h83YKStO3xedYbHvyzZM9QBe4Z44mifOIwH40EDNEADNEADNEADNEADNPCoGzBKCXXFdz9F4LfFNvA0aWGDmbjh9T01uL4uA/ZMctnRQQM0QAM0QAM0QAM0QAM0QAM0QAOPjAGj0Sv7o2q/B9KfbWGyr2hEUzcUflmDv1anMeEn6kcG9aPey8b6teJaw/OL5xcN0AAN0AAN0AAN0AANtNiA0W8X++P9aCtIWxM8U3fM/qoGV4tSmPC3Jn58TYvBMllmskwDNEADNEADNEADNEADNEAD4gwY3f7QGWFm4jbWDaqt5Th8dqUahyf1gw2TVyavNEADNEADNEADNEADNEADNEADNPDIGDD6cEBrRvd7ILvoEqpr76Pq0CIk/Kt1HQa6HQj8P+NIAzRAAzRAAzRAAzRAAzRAAzRAA+1jwCi7lcm640teGBC7Fqfu/IkdkdJHpgeDMNoHBuPIONIADdAADdAADdAADdAADdDA423AyKkt0y1MvTF/fw0uLo2DXVvK4WvZYUIDNEADNEADNEADNEADNEADNEAD7WrAqFWL9akaQb1KfyoX7VPFhN/bFSh7FB/vHkW2H9uPBmiABmiABmiABmiABh6eAaM2BV+d8PNj+doUR3YSsJOABmiABmiABmiABmiABmiABmignQ20LeE3ccGsL2pQWZzJEf52bhh2IDy8XjDGnrGnARqgARqgARqgARqgARroCAbalvAb90TW6iuQn92E8fbu8HnVGR7/smSvDJN/GqABGqABGqABGqABGqABGqABGnjIBtqY8JvDxnIIiv/7Kyqr6nD/vgzfjXRhoz7kRu0IPVE8Bvao0gAN0AAN0AAN0AAN0AAN0EDbDLQq4YeIf2yYtjUM48f40QAN0AAN0AAN0AAN0AAN0AANtMUAE36OxnNGBg3QAA3QAA3QAA3QAA3QAA3QQAc0wIS/AzZqW3qA+Fr2INIADdAADdAADdAADdAADdBAxzDAhJ8JP3vyaIAGaIAGaIAGaIAGaIAGaIAGOqABJvwdsFHZG9cxeuPYjmxHGqABGqABGqABGqABGqCBthgwurrPF6XpveFqIj6QItbsY+8QOxJogAZogAZogAZogAZogAZogAZo4CEaMMqZ6YdrF/tjc5Cl6IZgwi++c6QtvTF8LeNMAzRAAzRAAzRAAzRAAzRAAzTQWgNGks7WKD4YgTNT+8BWZM8DE36Cay04vo52aIAGaIAGaIAGaIAGaIAGaOCfMWBkL3HBod/6Y0coR/iJ7p9BxzgzzjRAAzRAAzRAAzRAAzRAAzTw4A0YHToWioOTreHBZ/hFP9JAmA8eJmPMGNMADdAADdAADdAADdAADdBA2wwYHTwSjpv7PDHBSnxBnNIvPlYEyljRAA3QAA3QAA3QAA3QAA3QAA08DANG0uck2LAvAtdW2MKFz/BzlF+kgYeBlfvkRZIGaIAGaIAGaIAGaIAGaIAGxBswkhhbYuyacFS95wQ/U3Ev5Ai/uDgRIuNEAzRAAzRAAzRAAzRAAzRAAzTwsAwYZQ32wunfw3EipzdsRI7uMuEn2IcFlvulPRqgARqgARqgARqgARqgARoQZ8Co4nAgPsu3RVBncS9QBFbMPzaA+HgyVowVDdAADdAADdAADdAADdAADdBAexswak2BTPgJsTVu+Bq6oQEaoAEaoAEaoAEaoAEaoIF/zgATfpGPMRDlP4eSsWasaYAGaIAGaIAGaIAGaIAGaKDtBpjwM+HnJxPQAA3QAA3QAA3QAA3QAA3QAA10QAOtSvjZ09L2nhbGkDGkARqgARqgARqgARqgARqgARp4kAaY8HfAXpwHCYZl84JEAzRAAzRAAzRAAzRAAzRAA4+HASb8TPg5dYcGaIAGaIAGaIAGaIAGaIAGaKADGnhyEn4Tewx/Yw8OLsyAg9iGNHVA+pQVmOnYi/jFxozb0QoN0AAN0AAN0AAN0AAN0MAjacAaCWNXYp63PaSPZP3af9bAI0zya2IAACAASURBVJHwuwYX4UzFdRwuCIddWwL/jCdSogch4WWLxieYaV/M2ytHzc5RcBSzDxNnDF95GlW3z2JLnBtshK8xsUfWoBKsDfWFjakfcsaVYIG77RODhtN32v9EZEwZ0/Y24NhjBJZPXotFPn21r1/Caxl/bvxe8ZBi0l7tJaqczvYI6ROCoH/pea98SMff3v5ZHq+pNEADNPC4GOiFYXP3Q75rKqLN2lhnMTmamTem7vgDslsnsT7U8YnI34zOfeyNN7ysHuINoQV8hn6BO/f**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>真美妙baXr2v+rZU1McnF0sUI9gF5dgypQirhkzH6N7iR7HrE/68tViUuQjlr2UjqD7x1kn4TWwxeGAZtiRFNjEbwRIB/vOxNmsSsq0jMXFkmd6E385iOFZMfB1ZLyuuzwbawywIeZM2orD+Gt7KbUz7YvSIMpQkRKpnKUifisSsyWVY4e+hHUdD9TA2R3u1l6hyTP0xaZzuzAaFlU0oiQ4Wfw/QxPEYjDlfY9gjY8PY0AANPPEGemLwrL2QfzQd8cIOelVcTGyQPX4Djn70DSoOHUPt8cO4uqsYRUGuOvc4LcnRLOCZ9hEqqw9joUTPKL+JI0a+cwY3Kn/CllinVszeM3B/oTqmf/C7kcSkB2btiEDVJnt4iN2xMnmWHyjC2P5JGBQ5ASs+OI+aqjMo9rdWn7Q2tvNxQnYXJ4ryMCEqBRl+iciKHokhNsobMTMb+EsDEGGXiJUHDDxfr9xX7aF1yIlMRVbUeKz45E/U3TmAedaqxukN7z7+iE7djEuyP7AjNRgRtgGIsPVH6KvKG1OthN8S3qErcayiAj8UJqCvOtk3h8TMFwsPynC9eKCB0f2GxrN7xkk5GmQBx25OcOv06DQqb7jYFjTwqBmwgLvtFKwtKMGatBHIcghFVM9AxNonIdlcNerdC+GhSxtGufuGI6pXBIbGLsHm/KXI6dEw1dzOejJK89/A6B7eiAtfgm158zGmly9Sot/GltEj0N/UHBKT3vB40QU+L/lh9JAy6E34TewxZFAZtg0dhaTeAYjoE4NRae9g29S5yHpB1XnZC2H9l2LL1KWY6R2FqB5+iLIbhaUFZVjU10H0G19Dwl+EXEkwpowpxnw3xWt1En7jHoiIWIVtE6Yh86UmEnVji4b9mnpirN6Evw+SEouxZdxCLB5RhJLcYqwfWYgpLh7a1/MuMZibtxYzHJzg1sVK/7E0s4302SQsyC/FXCdreLvOwPqJc5D1khTp6aXYkpEAN7Hvp+3VXmLKMe4B1+dd4Gc3AWvzVyLPzg0+LymsuMD7mZ764yD2OLid+t6H199H7frL+tAkDTwOBhw85+PS8c+xxlF1HyJoN1MXzCs7gdpt85DjH40s/yysWL0XdYe3YV53VT7YsH2LcrRnhuL96zX4foJn4476zrHY8KtiQLkOF5fG6XQsCOr2GLz/GbmYS/DO5xGo2uaIfsLEt6nKayXPygPuEooVR+W4++lkdTkNCX8FdkY0M93d1A2FXzad8AtH/20sp+FAjQz7Rzhr3aCImtL/7kTED3kP525ewOcjQxqvGdB1KD68KcOB0W5aZbfkRKmfLlmgGWETPie6fewohJqag9swPkIXip9po+OeF4qOxJwx5SjLSISngeus9NlEzJ9ahqU+rpo3HVNXvJZdhs3pCXA3Nkd9wp9XgKTO5rDtk4OSvOlI6WIO214TsDFvBlK7Ct6ATGwxKLPphF/YGSB9Lrk+gZ3vKq2/9kmfice83DIs93fX1McsArPyWpfwT+nRHR4uM1E6diwiuugm/OaQdvXE4LglKJu6GksThiGjh4Ph0X5DCb9ZIKbmlGNtyiAk9fRGwCv9kOBfiA0FqzFdqpmVIH0+CbNHrcL6KSXYPr0MJSNmYoKtk9abeXPb2PwnGyvz12Bqr54IClyKbQUrMdGyJ6Kj12Hra0Pgr+h8aep9VPdvbWwv9b6aKke5z/aa0i/t1AuOXfvASfHVpRfs9NjmNowPbTS+FvC84HnB86LxeSHpEoHSL07g3JQQrffj+vc3ZcJfsyxT3YFv8+ooHDh2HPtT2rDavqkn5u2VaWaEa703W6KffwFWzZmGzP/o6YTQ2lbP8TxCfzeS/RqGyosRqFxlqw6g+sbBUEX1JfzG3ZGy6BxqL5chS/nM5YNK+CVdMrHzuhwnpwVqbkSNzSEm4b93oxK36m7jwHhf/dMXu43Hl9U1+CJT0rKbNWGsOtvA55W+CPxP46+Al2wbbmK5DeOj44M2zCHpoOeF9PkMLM4vxTwXTdKpe5217T0eGwqWY7yF8E3FEiEhy7Ft4nhEmukk/L0naiX8G/JmIu0pwWNITSV+yhF+YcIvMQtC/qQyLPNxrU/4FZ0IG+qTWEF92pTwW0Fi5o1xI4qxwN0ZUbqL9tVfQy3g+EIgMgKnYvmkjSjOGIxQ4TGprrMGEn7FbIK5+aXai6iauGB4dhnKEyP1vMdZwP45b6RGLER5/gpM7ilYtE+1L2P922gSfquGWRXPWcPG2OofS/h120vtqal2Vx5T+yT8lggPfwfbVQsfTluFnO4CK/X74jaMT8P6HbQhTAZ4XvC84HnR+JqgOEe6I73gS8g/L0Sq7sxpPQm/pHMcdn53AidH9NPKB9Xvh+r3ceH5p/uzLaZ+VCP+U9xElam7j4f/fyN3iTO+/yMc3w7pIT5YehN+KyQv/A21V8oxtKUJv4kbXm/BCL+kSwa2X5Xj1AzdhH8Vfm9mlX75t5tQ/NVfqK34Hu8E6ekR6joUH9yU4eA48c9gNoZlAamJJWxMG39JTVQ35NyG8dH2QRuKC2LHPC+kz6dhkWL6t3PTCf9Ggwn/uMYJf6/x2JA7DSldG0b4GyX8xrYY2IIRfkUCOTWnDG/7KhN+RYdCwTKME67k3taE39gC7s4zUDJyDEYO0FmlX+dN1KZbDAonlmN1iJ43cgMJv6RLNGbnlWOpj4tghlZPJCeXYuugFO3Ht4T7M/XBxDHl2BAVqL8jWLGtzjaaKf2qRzIUfq2VU/oTxU/pV9ejbe2leR9qohzlvton4beA0wv9EN7Dr+Grez94Cxc9rN8Xt2F8/BBOGzoDSDwveF7wvGj8ftGQFNu7zsGF43uw0a279nmjN+GPxfb9J3BqlLf4HFb9nqtMwk09MOdrGSrXK9d80/17B/m/0bSS/pAd98Lo55UHLubA9CX8pj5Y8J0MNXsK1FMZRY/wm9gh7xMZZF/kwVd3SqC+fRlK+J0W44zsKraG6XmEQFhO137I2fAzqm6exPownc9fVDzDf0CGipIhjaf7i4mNccedlszHEPgYAh9D0BhoySMYEjM/5IwtR2lqvMGks6VT+jUJnqGEvw9S0xTPkyfWPw4g3F5iYIRfmPCrZiUs9BA8r9/mhN8ckk6+mDhqHdZP3Kj9sXyNrq+KxLUUW1IGNB6ZN5Twm/bFmJHl2JQWr0m4FduOKEfJAD1TBFX7NPNtPuHX3cbUo2HRvvgI9XuFYtG+mZNatmifpl3a1l6iylEer80rQ7A8fzVye2k/96gpowX3A6oY8rv2zSnjwXjQAA3QQMsNdOqP4s9O4GJBuPZjfQ8q4X96EN79qwY/TPTS22ng2CsJOZlpCG3jJ8k97PdXI9lPAXjH18CiRYagKpPne39+i/XjRmFExHDMLT6J27V/4r1Yzai56ITf2Arx835C7d0fsXX4EAyPm4DZicoVg4WJuqo+BhJ+yXPZ+PB6HSq+XI7JESkYMmA85iaHNIzY6JZj5o6xxb+ipvIglnhoFhqUKKZkKlbpv/4hJryoGo1v4c1PB52W3FGnW/O4Gj96ongchY8YtOMjBsYW8HSahvXTSrAmfQSy7EMQ2TMQ0dIYDJSqntkXLNrnGYHo3lEYFre08aJ9ymf4hW8e9dPvdaf0G1siUPFs+dRFyHUJxQBJDAbbuDW8oYlI+CUmtkhJWovtUxZginsoonpHYGDg61g3rbXP8KuSSwt49Z2LzdM3axJ+ExvEB47DSJcwRFh4ItDcH4k++VidvxGLvASj9Z0k8H7JDX6vRCJvTDnWx8Yg8GVX9HtWteCcJbz7zkV5QRHm+PRH8H/6Ian/fJTlLcE4C1VHcHcEu2Qj2ykUUT38EWEdi1FJy7C5QDilX8w2FujrMqP+Y/nm+UchqlcURqU3fCxferfWvHe0sb1U749Ntbtqmy5hmD6pHCWZw5Dc2x+R1jHIshWs1aDajt9bfrPKmDFmNEADNNAGA1ZImrwb8j3zMUjwsbySB5LwW8A9bieuVR/BIhvVPYog5+vUHyuO1+I+6nB+UUzjdQUeo3Y2Snu1FTcmyuS57txxHP65EjXyalSe3YuyQUFwEhy8+ITfHNIXk7Ds459RWVULWeUFHHkrE+6K0X7dRF1RvqGE39gKQQlr8O3Zv1Etr0NNxXn88GZGE+UEYv7Xt1D72yYMf0ETBxvzifiyQoZfliTCVXA8whts/iw4IRijNlzYGMcn51zqDs/emcjPXIr1U0qxfVoZyicuxYLgIPUIsUTxMXh+eVg2fgO25m/AuuypGNnLTt3rLFy0Txg3/Qm/OaRP+WNE6lKU5Ck+Um8FFocEN1yjxST8io+M6+qJQdHzsEbx0X1561A0eGF9wr/Qw04wZb5pw6pV+qf00LyZSruGYXrOJkHC74jYgClYMOIdlE4tr//Iwg0j52Bav4CG67fyGmPz6jCsarQg6iasjxRMxTeRIrxfLpaOK8aW/I3YOHImxkkc1DFUTLuP8p+GJaPWoDy/HFtz16BocC5GWjsI3szFbKM4bmsEe0zCknEb>**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>**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**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**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**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>真美妙foLddlO7Zl0Y96tLunWG+/lTYXzuafZWVIZ7NgUVdiU2+g/WkB3fNnlkul9Jexi33pNfxF7XbwJP6rHHR74+lgyh54fRz/uZHNxRXD6FA0a23tehW+Z4MNbRH8CkcfZn2dheF8KkOL/VV1wW/LdSxT+p1QPBvC8hM53EwdRuvizJjKBb8tdZWxXf2hbLul5ddJZuPfjAXPxv2JjQgjoL4lb2WuY3aOfCa2EgaEAWFAGBAGhAFhQBh4lAzYfZTSlawb3VjdsWozz4+y0dbqrmwmXGHfjPD3fkOj/4sjifOZ3DOM4YGRTJ04i9ENi/ru6MPUz9PJVZ9gw/hIRgaPYe67+/jD2sZ1Ff2of4gp/Tb1q04HFh3MQXtmGwt79aFvyx7077KA7/8umeFX2CsY8uEFdJprfP92LGO7D2BE3yRO6Kxs2mf/BmEfXsN49zhrhg9lVGg080I7m+0qX7RLf/qXxPzLuqD39HmPo3eM3Dm+lY9Hj2FUQAQTRyewZkY4rYqEXcVlnPEdsQftnW2MK7XhpEfvbdzTfENcAycNl1nnAAAgAElEQVQUjq2I36nGmHaAxEH96d+6P7ELD5JuUPN9ZNkUemts5YvijlE/ok1bz8hSdfkM2sm9nIPMc3apguDXcWh6EAGKTvRqE8GsxT+TbsjkwBiT0GxI2OLf0d/cTryv6TF5ha8hDd3MZtkrv3lWbMP8820Qz/ZOeLZ8j2N3jKgPr+fdgWGEdxzMu9v/wlCFGf5821Z2nTKC394Jn4A13NBeIKVdk6KlNqaU/tKPEuxKSHMfWpr4qVKbnWkVupXbmmN8oDLL8DGN87rdWXrSQB5Grn7Qq2SPD9Pn8lqyDEpsIbYQBoQBYUAYEAaEAWGgxjBgd357Gz4MaFSwoZh1sVO5qKgJ51Uu+PPFnwcDo1Zz4FQa97RGjDlqbh7fzTveJT/wlc8HMy/lMNfVOgz5j6Y7eKpA8P8Sbdoh/OHao7r65d5oBIlbj3P9VhY6vZ6czHT++O1XNoWb9auuD8Onb+XoRTVagxFDVgY3Tx7gk+CyjyRUvT6ET769QqYm/9GF1ziaEFEs1PN5UDlNYm+Gjosf9itnozlnfLyiSdlxkptqLUaDhszfj7F7/hD8i2e0KyrjQqeJP6NL38joUmnz7iGbydT8yDynwmCD6uU+LFp9mKvpGgz6HNQXD7N9ch/aFNdTiU/zU+6/zLaaEaBqMp+jumy+H+6B0pYZ/hdGs/XyHbT5G/blGdHdvc3VQ7tZOTKwYDlCwVhybMO7B/SWuz0W/U+3e4rlYyQrvZlWZEPbBb/C3plWLWNZteu/pN3RFfrr6m/8lBhFtzqV2M+ijRVfx5rgVzj6Me+7LLL2zqJrgc+KBL8VC+Xd2crY4qBMxXVZ3LeeDSbxuIaMbRNoV5xJYNYvR1+m77hNbl4u6tQhJVkwFn0zKy/v15gvOQs/i1/EL8KAMCAMCAPCgDDwhDFgJz+GKv6Rrmo4hyPaLHYPtL4BndivPPu50mPCD2Tqb7BrcBuz2f/yysv7wtIjYsCxBWM+uYg2fR9zm5YE/yz94YJfh6WcuneDTYFK+aJ8wr4oLVl4RJyKzWXcCQPCgDAgDAgDwsB9MCCC38Jojekb8TYz+w0mon1vhr45heTv0jCkbWdiwaPY5IdelX74OngzetlZcjRX+SKsdZVS0atUj4UPxUdiuyow4NiK8cnnyM46w9ogb6uPkVQ4eBCz5iY5WdfYExuCj7UMAGFQvoCFAWFAGBAGhAFhQBgQBmogAyL4zZ3i6Ets8jGup2djMBrRqv/gzFepxLdUWRcC5ufK39YHuKMnQ6YnMb+Faf11FcTYw7Bp3WBWnDFaSQ43vWXkynshNStDoaa1uaa1p0rcNKVvdBIJHT0qCEi50N4rlJCXzZ/0UMM4rlKfpe0SFBMGhAFhQBgQBoQBYeBJYUAEv/xQti7Unxi7NKGDWwChLcye527xdwBBr9e0YEVNa3NNa498gT0pX2DST2FdGBAGhAFhQBgQBoSBihkQwf/ECNuKQZCBIvYRBoQBYUAYEAaEAWFAGBAGhAFhoHYxIIJfBP8TPsNfuwa03KDFn8KAMCAMCAPCgDAgDAgDwoAwYGJABP+TKPgdPQifupQ5no1rgdhvRt8Jy1jYtuyjA02Qy6vc8IQBYUAYEAaEAWFAGBAGhAFh4ElkQAT/kyb4C3bOP0POvXNsCPWpYKOyx+SGUKct07ZcR3f3NKkBnrK54pPGs/S3FgTtHpN7jbAmrAkDwoAwIAwIA8LAY8iA3Z6TQWi/bUlwHfnRVZ0RH+U/A5m3+ijXM7LJSjvHnpn98Hvkj/NypceEA2RqLrLpzRalxL4Lfk2HM2voR6yatpaN05JZMWwKka7NHoCIdsb7tT5MGvR/JE9dzcZpn/LJiDhGNyr/aQjNXx7Agph1bBo1lA6l7fh0e2Z8/ieG23uY1aS856gL39XJt1xLeBIGhAFhQBgQBoQBYUAYEAZqPgN2148HohHBX83RKldCF5xDd+Mr5rfzJ3T4Nm5oL7Ci1aMVoyqnSezN0HDmnRA8y0SnnGnlNoopHfsQ2tifELeBxEWmsDl2CqFPVzPIDl4Mj0jk497DCFd0IUQ5gLiRqWyeOpOB9Z3L+EL1Yh/ejk7m0+hVbLQm+O2dUDYYwNpzev7ePI62pQMCZfpazf2R65fxmdz8hTFhQBgQBoQBYUAYEAaEAWHg0TNgN+a97uTUAsGvfKEXc5ds56djV0hLz0JnMKC98ycHY/xLZrIdPQibuJ4fT97kbo6GzMtH2BEbajnzXteHyJnbOXElE63egFadxqWfv2VZYFXWiDcldpsG7fbxeOeL0ddn8HPONVa2f+MRCiNXes45jS5tK1HPlxXV1gZj82ZTWBv/f4x92aWCdjeig18UC8MDcC9X+JYto3R0KfGLvRNurlEkxycR18gyKKJ8uiMxo1fwf+3b0TtoORvKEfwKe2f8wnai1hwlQWF5jYK+OXgydvlZMtXn2dDb6wFkLTz6wWzNh/Ke+EUYEAaEAWFAGBAGhAFhQBh4chmwG7Kodgh+ldsiTumyOZU0nZiQgQzu2I/hPccyQtWoSKw2ZcCC02SnH2Xd2KGEte7D+Gm7uKpRs3906yLxqSBi8Xm02RfYNW0cI7v0Z+SgZE7p9fw6qY2FQK140LjSY+qvaG5sJepVX6JSLqH+YT7BdR8haHU6kHBYR3rKECuz+6Xb5YJHA39GDkpi/Vsj6Wal3cr6fgwZ9W/+8+stdLoMzqaMo7Oj5XVsKVNoR2dauM9gzfSFjHjBLBjhoKJfaCLJoUG0cnAhMLAiwe+E4rlIdqRrORLjV9ZXT/Vm5SUjYOTGklCalxucsOxDxX6WsmIfYUAYEAaEAWFAGBAGhAFhQBiouQzUMsGfwdaghlZno5WvTmbfXTXfDDHf2E3FpC130e2bTSdHJ5SvTWH/PT1n5nUvEYT1xrBbU1XB74SiQQSbrxnJvpPBzd3vE/GSKz6uHen0fOEsv5vfcn43YPVf7pVkwp+qZmjqRfLlHR2HonwqnN1W1uvF23Hr2DxrPZsnL2DU66aASX57XPBRRvD2km+4kKEn+/ef2TZ3IoOczXf7t6WMZd/cXuzN/OhVLO3awSwY4Uwrj3hSo2Lo+Ux+EMAGwe/ox8IfdGSkRFjJNnChnX88iQtmEvFqRRkLlm2Tm5fYQxgQBoQBYUAYEAaEAWFAGBAGHlcGnhjB795jPbdzczHqdOi0JYfemIfxQhID6jpRUEZfKvX+fgS/gzvDF5/m9tFdfHs6k6trxtHlKU9mfZ3Nb7O7FM4+129JkHcPQluUPXo398Hb1nXojj6M/fAX/rqXg/riIXbMjWJgQ3c6dP2Yfbvm09s0O98gmr0aLd9FKKwGRIoBdmhC65f9CGjahwlhS9kwZSGjXi0MUhRmUeShvfwVH4T441NqRj//GraUKa7L3gn3Vwbw9sRVrOjdEz+z6ymfCWBmdBKz3R**QobBL+9G9N2atFuHWcWOJCbk7m95W/hQRgQBoQBYUAYEAaEAWFAGHhyGLDT/BGM4c9gNJc6MuvVx7fjhUKz/Bl+98D1pOuvsmlAF4LcOlkcgU28CgSie9BG1PpLJPuZrQG/D8Hv3n4FV7UX+KR1I9zeiGLnlWwurU7hu5t/siHANGPugqqOK251yx6qOrbPQDdv/TFnf1vL6Nea063rDNbv/xNtHuQZ/uJgdDc8TKnr9SL54o6OwxN9y6a7m8qUfq3rz+QJ60gN9setYGO8YGYn7uP3OwbuXTzA5vix9HvNMqNC2aDyMoU3GGc8nYbw/uSVLA0OwNdM7Od/7ukxiw2z1rFpxho2FB0bZ65n88x1bIybR8RzZqn/pnY7+rJgnw51qrUZ/>**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**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**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>真美妙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*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>**QAz8NzHQDrGJw+hVP6AJdv4az2FbjjElJU9G9Zyd+OzLi7he34Cr507i3XnDkWP61ymyJExZ8Xec/vYirlzToFF7E7988RG2PJRjmQbrWYInNxzEuV8boKu/gh8Pf4GLjc1pNGXkAtRqmuuj2TMTKdYDve9o/OmCrVrrcHp+vutnY9b1odeuD0rIxmRjYsBtGGiH2MQiMTgNA+IGY/0RDX7aPhWlfXIxY8sFaE6uw9i+acjQ/+LgA6ha/jVuXT6FHTMmojp7BB5b+D7ON9Th4LRsw+Auz8bKQzo0ntiGeYPH4pEhNdi49yc03TyGlf2MgiVLxqzXL6Lx6pfYPWcqpgyZieVra/FLU7PYxHurUKQsRmXiKGw6poNNsZHej7wHijB07Ju4qP033h5bhsqEYlQmFKEklGY5/00RFrWVZhTEQNcz0C6x0TvKbyze+qkeh6amQClLwtP76nF52zgkGSMJZdQTOHC9Dh9NSOHsGFNh7tvXoT2wBMXsrw0axYYrDvp0nEaL2kfT9N9T9V2CYw0afD4vr3n2YS+NJs/Ask/tiY3BuAk5L+FHDWf2RZGP20Q+NAB0/QBANiebdxUD7RYb1b1L8Xn9OWzLjUO87yj88XwDjs/ONAtCUsVO/Hr7Npq0Wmg1zYeu6Q6avt+CKvbXKm2ITbzfeOy5rMPXiwwbDZLUb+KK7l/Yzl7HJAwkNs22MNmEHskmxAAx4MYMtENs4jByxRnUa5tw+85tNOqFpBG379zBbZ0W2pvfYWt2HJLUO3FZdx67qkqN6So2ZWU41PenGtZUbIrNOOz+RYdvl5jEhj3Pj3g1n5Pqsic2sgwspZkNdTg37nDmgInqSJz+lzHQDrGJRUpEIWZu+gGaL7dgSlIxHpy+F1dvHcLqzGJUqvKQGxALZcwCHL6pw3crB7dcrDcZ2QGxMZ3nzLJB5hRdvF2xScRTe7XQ/v0pFJo2IZiuZXykNBqlDWjAJwaIga5noF1iEy+Nx9w9N1D3+kSkSPugfP4paL5ej+Fsasw8uPfDb1Z9iwbdLzi5eRmeGFqNR9STMX/OYky7p4+hnANiw15rwrrvoW24gP3PzsOM8ipMGrkFX2g5GwTM14zDiJX/i8Zb3+DP0yZh2vDH8eyoMiSYP48FiQ3XR/S8mVeyBdmCGHAlA+0TG5/B2HqmAZ/PzYFKej9m7qjD9T9Pa3kjpTwZY2a9gcNfXcINTROa6utw8fQHWJFm2hpt2I3G3SAQ72eZRtM33icDjzy1B6fO1kHT2ITGm1dw8cvDeHlwEmfzgQEUpWI0Nrz/PerqG6Gtu4B/PD8emZxZDokNdShXdig6N/FFDNhmoH1iw5kpkGFtG5bsQnYhBogBYqCZARIbEk5O6rMZDOokZAtigBjoTAZIbEhsSGyIAWKAGHA5AyQ2BJnLIevM6IjORdE2MeCZDJDYkNiQ2BADxAAx4HIGSGwIMpdDRpGoZ0ai5DfyW2cyQGJDYkNiQwwQA8SAyxkgsSHIXA5ZZ0ZHdC6KtokBz2SAxIbEhsSGGCAGiAGXM0BiQ5C5HDKKRD0zEiW/kd86kwESGxIbEhtigBggBlzOAIkNQeZyyDozOqJzUbRNDHgmAxyxSbcYdJTSaKRJotHfeJh+gZMc7ZmOJr+R34gBYuBuMmBHbGIwXCTCCR4PJ/WHCCuYGAsxupuVpmtTpyEGiAFiwLMYsCM2segvUWAYE4rh+kOBIolnNYxAJH8RA8QAMeA+DNgVG3KS+ziJfEG+IAaIAU9ngMSGNghQepQYIAaIAZczQGJDkLkcMk+PyKj+NKsgBjrOAIkNiQ2JDTFADBADLmeAxIYgczlkFBV2PCokG5INPZ0BEhsSGxIbYoAYIAZczgCvMCkdA5LSUZBueVOnp6so1Z8iQWKAGCAG3IcBvdiwgkNi4z5OoQ5CviAGiIHuxgCJDU2fXT597m6dhtpDQkAMOM8AiQ2JDYkNMUAMsAzIk/Gb+Rvxu5T7Om4P7yLMWfYK1qiToSS+9PYksSEQHO5YysgFqNXA/KfZMxMpHbFfYA7GDJ2IkRG9W6lDHAoHrcG+Exdw5YYGDXU/42ztX/BMSlwr33E+6nLLSNUh+3STtnaEo874riwN0zadQf2N7/DW8AyoOnpO/0fxQYMOn8/N7fi5OloXN/k+iY2bOMItBztr23gnojSpDENTxuCl443oqNgk5LyEHzXnsC3HvnAoFbPw4ZUmXNr7POaVD0N1yTjMfngmxrYqUN1jAHbEPh7BjTVHbvc6DhWzD+Nqw1nserB/54iD24tNH5TPPwWdOXQ0PtGdwpp+nP7on49ZK/fh23/fgKbhBn7+xz5sGZGPZJMPgyfjz9/9B7e0TbhzuxEN//k/fPv+dizOTODM6PqgaPYRkNiYjEaPjs8U5BlY9qmuS8QmIWsjftBcwGsFfR2vXzfxJYlN1wQNqti5+PRKA86sGNKxmTqXO7cXm1gkKvIwJLkM1YuPQqc9hvWFZRialIccP6PdZUmY9soF6H49jlcnVWNswXgs3nQKV7UXsHtIkl5MlGHzcFCjw+lnx2B4+hCMG/Iktu//FU1XPsGivn2MfZbEpt2DlzL0ITyz/h0c+ce/cOnyTWgbG6G59jNqHy9qjorkyaiesxOffXkR1+sbcPXcSbw7bzhyZM0dSBlUgcVbanH20k3oGnWor/sF549txdTg5jJdFrnKkqtFCE0AAANJSURBVDDluQP45uyvuKFpQmP9FZw/tBurS21Eem2IjTLyUez+8idcvdWI27pbuPzPWrw1ZRD6m9ruOxp/utBkHVMBuI0r28dD/9tJdsvocHp+frOdfTIxZfFf8dX569A0XMPFY+9gXUUmEjgdvy1/JWQsw/5vLuFG/S3859sD2L15L85cuoHrPx7F9iE22s85dwv/+GRg8qJ38MW/rkKja4Sm7hJ+OPoxNqkNnVNfvi027LadY5/W6sD5rK22O1QfaSwcYrUtX3gPxItf6PD/tlYbfMzW08ag7FCdpfegqHwZdn90Bj9f1aBRW49r//cd9s+raPZ9W3bW2ykOQ3/3NbSX9mBWiI10rqP9omcJntxwEOd+bYCu/gp+PPwFLjZapdHaqE9G1d9wrfECXi/kBlZs/b6Bru6vmOOScaE3sib9HVrNp3g6zLL9qvuW4vOGmzg0jZNWlGfhmY9vQVO7DAPlsTCIjRaHp6WYZzKquCU4rtWidnqa8T0Sm3aLjSrh9/hKewtfbXkKjw8Zg3EDRuGRoTMwSXWv8ZwPoGr517h1+RR2zJiI6uwReGzh+zjfUIeD07KNA2VfVK87j8ZLB7GpugqjMwdj7MDJWDhtPMq974LYyLOx8pAOumNbMLt8NCYOfhwb/3oemvp/YntRP0tbtSE28b4FeHjMREzIq8TI/PFYvPUr3NSdw/b8e4znuR95DxRh6Ng3cVH7b7w9tgyVCcWoTCjCoOh+RkDtlykJNXVGJSau/x6aG2fwztxpmFzxKFbt+A71mu/xRqnSXOe2/JX84B5c05zEptKheGzjd2is/xwvqUdg/qvnoD27FWN9HfVHPMav/V9obn2P9xfOxJTS0Zgy9hV8peMOOo6wYb/tzfZxrE5ttT1e6kh9HGHVAV84KDZt17kPCsf8BRd1Dfj3vi1YMX4yJg+sxoxxT+PJXFP6xpF2xSLeuxBrjmtxefsE27MaR/qFLBmzXr+IxqtfYvecqZgyZCaWr63FL03O+V0Z9hg+utaIs89VNgumdzHWntTh2tszkWUK1jjBRItgx+nP7IlNb2RN/AgNmiN4to9phsIyxwrHUWjrP8bCsN42xUYZOhf7G3Q4PifLONYZxOb/A3fBrqRG7VB6AAAAAElFTkSuQmCC
上电启动后,调试串口波特率乱码。经推测,原来24M时钟波特率为115200,有个系数计算为24M/16/115200=13。
所以我用30M时钟,通过计算30M/16/13=144230,即我的调试串口波特率变成了144230,验证也确实如此。
问题一:这么说的话,修改时钟为30M是生效的,但是要怎么样才能让调试串口的波特率保持115200,即上面的这个系数在驱动里哪里可以修改?
问题二:而且为什么我查询串口时钟信息还是为24M?但是我用921600波特率收发数据是正常的了,说明实际时钟应该是30M了
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>**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**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
本帖最后由 靓仔但摸鱼 于 2024-4-18 20:09 编辑
但是为什么测其他波特率会出现乱码,如230400,380400,460800?
在哪里改的时钟频率?
页:
[1]