pcb实习生 发表于 2023-3-1 16:40:27

孙旭-1片SDRAM存储器模块作业

SDRAM需要靠近cpu放置,无排阻时距离600-800mil,有排阻时800-1000mil放置。
控制50oum阻抗,
布线需要将数据线分为两组,D0-D7加一根LDQM,D8-D15加一根HDQM,两组分层布线,等长控制50mil以内,线与线之间保持3w。
控制线,地址线,时钟线,与数据线保持20mil以上间距。等长控制100mil以内。

凡亿刘老师 发表于 2023-3-6 17:50:29

注意器件网络连接:

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

地址线等长的GAP注意下尽量3W:
data:image/png;base64,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

数据线并未在长度匹配网络组内设置等长误差:
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

数据线等长尽量咬合等长进行:
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qjyPONIe35trA0AKAbvu2u3+svj1zP15j683cNejcHgH3k1fO1/2ZYFtPWdvAzKCZJpwGAMPnTCBVaDyo9XwCARqR5vm4xdXfq+AwRnibiBYB0Jsg8Shvh5gquS0L0rLK2AwDowJ/pe2BrLn148ZYnvMG0ni8ArBN7CT1o9Jtf26FwiqFpI14mZwRYp7Q2RCfkj3AbPc9XGt/DGrxjAdz0+T39PVRfZdCo1xiJ4cWJEXA3eb4tGLhjweRQVnKT8pKSeL7b+OUqiXphZEqFcwLhNaYk8nXTzjJQm+eb+qiUygSPUzAxuX3bz3IopIcn5nTx9UU388Wbyoi3RVlJhBdGJtS3edILkia+MaFNiH7Ver6IIoA8XFdR8vJ8bV2HUWo71O4grs9LR4RR8SNchHeV/NoOa9/tQJXny6MSADQmr56vpeBvVUS8MbhjA3RLDy/bjDHmYbNOQ2i5oKKZutoOPCoBwAHcR76x5cLUMovaOdwAABqSN4ebAKo8XwCAxpR5vgWo9nwBIA9eVO+mfHhxIuo8XwCQw45QO/C9SS+BW3PxVZnnCwCyEAFv0lx8LaoiXjsIgg4DUIa9jiaYiaKU8pKSmaiKeP0p3QEgnVDRqBwBniTVs7n4qq3tYAzCC1BKTIBTmCTXHs/XGB6VACQprVstcA328K7oMNtBTZ6v1KNSSnsAo1Pazyeoe43na4zMo9JeBu9QAHfsDWT862Lw64Q8XwtT/ADUwc39XfuErr+Br8e84cUNq5k1re3Q4k47weMUQBbuzN7254Gvl283hXNcUV1bLqhqZlHj+caQvuO2sDQAoBu+PN+91c3sz4UCrMrzDSEtkP7de9C7OQDsI6+erzFfApyIWs+3Nn4GBSltAFPzEfmmCK4fASei2vMFAGhEWklJP+otsB/Ue74AABVJSzVzZy62gptpP6j3fAHgOCZI+yzP800U3mk9XwDYxgruBEP9y8U30XJQWduhJRPc0QGyiGUADZoVlC++hXO/TRfxTnRHBzDG3AYabs3s2McfWDH4NZJf26HxLMZDMugdHUCsVsrA1wiebwv8cpWD39FhckoHELnXy8DkR76Zgy3U5/m69kANkRx4rDpAdt/2bbkJSBdfV2gz08yMUZrn26KsJMILIxPq2wc86fXwxJwmvrGBFQ1GulUHUQSQh+sqSrrn6wowtR324fq8dEQYlVAtXvp7lLR6vgKVzdR6vkoelwBgDtLq+boUlpRU6fm6cNeek9BUNvSFrujlafnLdkip5ytQTF2V58vjElhCTzsMioEK7K/naz1egYi3ZBmgKjGhRYBBmLR6vsY0j3ip5wvNiVkNWBAgSFo9X0HUe74wNwhwHjwd7Kb51PGWl5cXs7y+Xj+Xx8frz/b3MAi9DqnGgkjHnQr+IHrRjvzhxZmcz2dzeXw0xhhz+vEjGPFaAba/bwIXkzx+bnOPx5gIOI8ez3Vjmke+VmhPP37cLLu/P/34YU4/fpjl9bXdXUzBHXsoRqrNSgS8H7c8JMdnleaRr2WP53sIdJZyQrVZe4cIeJvQscg5/5Mcy8PEd0+Ww+XTfmhCq0fk0TvWyAKFAG8TE+AUJjmWh3i+xpirr2t+/dWYf/7z6z84y808X4kOs5eRazzELpqRLiY3kgtFeKPsZwmxY5T69wXHsocU1ebi+/LyYm5i3E/vN7bc9CC2uHjcyHqkC3UG4bXEziEC/EXpMZjgWB6WaqZuZFvrl20jdaqZhNcl5GeO4nFLsmf+ttgLzYE5xPO1loPv6frLh2Xr1ZrBItRO7x1sVuG1rL1kmmH/97D3OISsioGPY1pJSUthbYeTYy34WQ7Lshjzz39e/88hvk2tGSz8dfd+kc4uvBYEWIaQnTPwccwbXlxQXCeW5XAdWHE63f1eu3G+i9G8XoT3FgQYEvnyfFOL62TO3WZxsx6W11dz+f33u4gYlILwhsEDhgS+PN+Uer52uSACvjw+msvr643guvQyPns6EN51WqYtQtekTyPkCm6G8Lq1HYz58nivHJHnC/s4Snh7G9QQ2j7N2wuHkOb5hoQ6MfpVnefbil4HWhwV8fYoXL4Aa79hQHPSUs3c+d7scqb9MGU93xGqfLm0EhOpmgEl7UNbeg1QEsjP8xWY0WJxPF836+H048eYwht7IdMDRz9GH+mlErG2Y7QAZYXyEW6JWQ+2Xq8VWddSsFkPblH14SwHKyIDd6pqHHXsyFhow0hlSHdQPsItMe3MVitbq+drvwkJdFXcu670xUb+pwxHHTPOWTqp15Pvjw9OvvgKzGLse7yH5vm2fKTlIpah9gUayrKAfUhdTwMf80M937Xly+NjNAdYnJZiiPDK0SLLwm+H87dN6TGa5BiXRb4Z2Ah3q55v89oONU+4exFP0KmGYbJaAyLkHpsJr5F08XXTzNzlnfhzuB2e5+t2llhGAgBsszYIB+5IE1/r8/72JjLSTV2eL1ENQB7Khp33kCWVl2qWGfW67JnDrRmkfgHko0x4eyG/tkOjkW3N5nADgDyUCW8PUa8xOfV83ag3w25IjXiHrO0AMDII7y7y6vkW5vgao3AON4A1sKbC+McE4d3Nl/hu1e815j7ToQBVni9ADD8FCgFWSW/Ca0zuHG4FqPR8AUL0XgwJVJM3h1sBeL5QTM0aHC6T1RrolV714ZCp441RmucL+jl6ih6iXlX0KrzGHCi+eL4ZTFBgepWjXuaQr6qSnoXXGIl6vomkZjn0foBF4KVPewF0sxsQXnWMoAvNI18830R46fMBNQPAjCG6FjzfXpg14o2BFTAVI4muBc9XGuk38cyAcfz8cXAYI4qupbn4Dp3nW/tNPKIDk9DVdZ9J8xduOZ5vF9QWRoQXYCiai69lqCyHWsLIG3eYkK6u/QLyhhdT2+EW3sQDiDCL8BpjPV9XTP2KZaHlgqpmQ3u+FiwCgGS6vNYLeNisZhZatoXUMxjO81VUUm9orAXDEwUMQl4937XvdjKU5wv1saP7uLHBIHy7K5Lusiauhb5v9xEvHAOR75DMGGyllZQMFVNP9H+n8HxBHj/rA3sHOidtkEVo/rbEiTSp7QDJhEb2tRxujchDBfJHuBXO40ZtB0giJsAtIMqGCuSLL57vF/iQbXCj3ZZiOGtNDahK+Qi3xIyHIev58ia+HUcdZ6rKgTDlhXUSc36H9ny5ONtS+3j7Is/NFQTB85WAN/HHUPsYhywOzi0IURb5FgjwMJ5vqzfxXPDtCd1M8X9BiHTx9XN9Mzzf4fJ8W7yJp7oZwFCkvXCLRboJ0e9wtR0sVoBr+ZAzT54JMCB52Q72JRu1HW5p8SaeyBdgCNLq+boRbuLINp9hIt4YUhFqrFYwIgzQNXn1fAuEd0jPN4SUOIa8Xl76AHRPXj3fhhFv9xFwKXi9OqCWMAiTVs83VNUskyE9XxgP98mDmyAIkl/PtxAiXlCPtXZ8wcXuAQHS6vkKMI3nC9V4XxZjjDFPp9NVGN+fnj6+e3+Xa8gfWAGquVwuq/9qo7y2QyJD13aA6rwvy4fo2uXTyTw9PZknu/z+bp6ensJ/LAFRr0oul8uq+GoU4PKqZpng+WYw+0uft7er8L47Ee77+/vNco12qVqnG43iusVh4ovnmwAvfe5S656enoKCKxb1ujc6RLcbXBHGdvDA802Elz4fOPt7Fd3v32/+y9ULrhkFg1pCNoNWy8EYPN9+mDXiDfD09PQhtD9/fi1/Cm5Vvxe6QbPoWpqLr2Woer4+7uNqqWAysu1mn9/f382TI7z2O2O+RBgBng8rtr7ohr7TwmHiO6znW7O05IzCG8EKLBEvuISyHrSC5ytJTXFEeI0xjuXgRLixl28wD1upZhrB85Wihjj6WQ5gjPl8ofZ5PFwBhrnxRVar6FrSSkpahGo7DOX5xko/AgAEyBteXDh5pjEDe74WbAIAWOFhVzUzfzlxuniX1JFt3VgO/jLCK4sd9MDTBAxCXj1f+2+GAFPPF7Kwvjc3NRiE/GmECq2H4TxfaIM74g8hho5J83zdYuru1PEZIkzEC0n4dRYQYOictMI6ruC6JETPQ3q+UBdXcP3v8YChU9Krmm15whvg+UIWMaFFgKFT8ktKFk4xNFzEy9v4+lihDVV447hDZ+SLL3m+t/A2vg2xmsYIMHRGeTH1xAh4eM8XAWgDNY6hc8rFF8/3A/s4PPNsE60JHWeOO3RCfmEdN+0sg6HyfENpT9ICTFQXxj/2pKBBJ6SLry+6mS/ehol4LTEBloL5xACGIs12iAltQvQ7tOcbexsvtW7sDIBhSI98G0e83dTztdSOTIl8AYYgv7bD2nc7GMrzjSERpcbqBCPCAF2TV8/XUvC3w3m+ISQEMuT18lIJoHvy6vkWVDQb2vOtAV4vwJDcR76x5cLUMsvwni8AwA7y5nATYArPFwAgQpnnW8AUni8AQITmU8eHIlyfrd8DAPROc/G1wmpFNRThugKN5+vAKDeAYSgvrJPI+XwOCq8rsAiuhyu6ZD4ADMFhke/W91aAp/d+3QkjXYh+AbqmWeRrI1nyfDOpWTcCAJrTJPK1EWwokl1b7tZ+cG2CUrFkZBtMQLfXegHVxdcV3tD3e5e7oXZZSYQXYAiq2g5+1oJLagTcBTXFEeEFGIpq4rsW8e5d7uoxpIY4uh4vwguD002QJUQV20Eq4g0tqyVW+hEAdqPV+43pUMm2iotv7OWa//0ez7drsAkAumcr+PMHjaUgajvsiXj3Zj10RWgGXYQXIAstWpCyHTnbLCa+KR6v+/9Cv18begwA43P0tZ/TfurfiNgOOR7vmgCH/g465u3718/PP4/bjhTsNneyvYu5GGOMOX3+2wWdHWPp7X34098X86e/L9krKMlqeHl5uX6MMVEBh455+/7RWe3HFWKNvH2/3Wa7rJTFXG6E111Wy85jfJQO3LWb0CdStvnh//77lL2R0lkN3Q6sgLFwI5sOorKTuVwj3m4i386OcY3tffjT3xfzf/99So5+JfJ43WWEd0BstOCiOfoNba8xarc5FOEun0KsNvpNPMaHa0LFPvGtJPI1hoj3Cjm9cAB+pNtN5KuUljr0YIwxNvrdS+gF2fQRr621S4rZF6HoIBZJaCAWzSjdZjfCdSPdxbEh1KH8GN9pW8Xtfci1G4h4IxAB32M7r8JH9yDudnawza7YqrUbfDo7xjW2N8l2iEW8KdXJ1spLdo1fg4GBFh/Y6EBJZLOJu73uslJ80VUb8bokHGMVI10r9Yndeb4xsSTiNeE6u1LT/Ywi4MpF7I7OtrcL0fXZOMZHCW9Un3b0iZRt3iW+RLw7iAlwKUTQMCEqIt7KbA4vxuNNoMZUP0yYCdCcHPFP/ZtV8SWrIYMaGQ8IMEBzUsQ0R6yjtgMerwAlgukLONYDTIImy2GryJd4PV9Jj3dqSgQzNIMF/i/AIdS4IdyJr2TEu7Y+2CCUssbsxQDDcOP5Snq89meEVwDpl3gAStFkOdTmGvnunbhSRcTrR3+jR4NuFAwwMFrncKvBN2PCprIrnrGDsfb/mwkvAECHXCPfPXOq+WIbquebLLzui6U9kZ0vvDOIceoxAgD1fNubtfD+/m4ul68hjD9/fg21KxLekhFhMwivMXPsI8Ans1gPd9kOIfF8f383379/FJWwomuXv3//np7LG0qjSmUW4QWAIblmO6xlLTw9PRljPoTXiq7/f5OEN3cUmPvWH+GFirizaAPU4NvaHGxWVJdluUa8l8vlakMYY4JiHGUtWh3Ry+ykLGFt3Bqzmqtvnc/nG2vNGHNdtv1eLT32tZVt1mQ9+H1i6/u97PJ8/QYvl0s0Cl4lJLwjRrJ+p+rxwhDCn1VB6ywL5/PZPDt90LfX7O/UCXCPfW3nNmsQ4DWBtVqYy8NaloP92RVav1P6f5NEiQWhnd5mZ4Ube83i/qyWHvvazm0++mZXGt2uscvztSRHui6+rTDqC7POZsCtSWh6G40z69q+7tpr379/v3vXoSESu6HHvtbZNrviWxrp+nCvuFcAABCVSURBVDzEqva4y09PT+bnz593EfDPnz+r3hlgHDRaDS5+/z+dTtf3GgAWUfE1Znto8fl8Nm9vb+bp6emq/m9vb+bt7e3wxwJ1KJ+dtSWhKFer52vMrb3mvlD+/v27Tvuhx77W4zZ/Ih1oPthZKrbqVvqPXKHZLcCht9lZKxKa3lwTft+O2WtqC0X12Nd63GZhbgZZhKLe0Og1Vb6XRnp681wZ1/PVGvFanp6e7lIoXQ/4TWM6ZI99raPZi9d83uJUM/vD1h1d5R1fOz1cCI3QLrw2+rUCa1+22YtfvcXWY1/rZJtrvdfaXdvBXQYYkVA/Vy24gzO61nxby3KILWcfFI2PbZqZrW6xIhDdYxldeI1JyPMVORh2QAUCsg1CC5Myg/Aa44hvagRchBUWIuEwIeFFjAGG4iE14i26K9mqZIhIHIQXJmaWqNeYjdoOe5Z3487A635H9PsFwgsTM5PwGuNNoJmS9ZBFaOrzEgEeSZQQXoCp2D2Hm5jnGxPgHEYpR4nwAkxHW8/XYgW41HKwmRM9WxcIL8B0loMxLT1fH6mUM2nhbSV6sZePCC/AFLT1fGOkCmjIssgVrSPEL9YGwgswDe093xA5U8aH/jZHvHzfOORJS4LwAoA5yvMtxbUsSnOHWwoewgsAnxzn+UrRy3BlhBcAHNrWdpgVhBcAPI6p7TATCC8ABOjT8+0FhBcAIvTv+WpFm/BSGxhAFXi+NfHzlxE8APhER55vDpojOXdb3NrFpdvn5iSXDEzJ3Zaeh3EDKKPPOdw0Ce0WksIrVYxIIicaIQYoos0cbiURW4ge6iFIVlzTtn8IL0Ax9Ws7SEVse9evBaltkrYrStbl31C0HnuADqjr+da+OGe4+GMZE0dsh2QhfH/dAJNRz/OtJYxSUVyvHHnDkSyE7zJKUXyABOp6vqGMBNiPxowON9qV2hbXxgCYhDqeb61UK9BBrfP4/GzMstRZN4AyrrZD1VmLEd5xKYlWQ32CfgKT8M2Yex9XzPM1hotpdCSzJ+x37+/0Gxieh63/kB0Bz/pCDPYzwgSoAJlExZfaDkqwM3UgUABD8S30ZejlmrraDrNAtgjAkGzaDkTASkB4AYZi03YgAj4Yd4JQ/FGAYQjaDiGyaztAPtJDejW/AOWmApOxW3yThNe/yMn1zUdySK/Gc+Cnmz09GYO1BROw6vmez+c8z5coRhYrwKXHVZttEbsZaLtBAFRgM/LNqu1QswKW384sSNZR0BYBu30DawsmoZ7nW6sClos2EWlFyRRCoeWSbZDyoN3o/nQq3z4A5WyKb6z2wy5qVMAKrX82AU7d39gwXinvWHK2DgrrwCRs5vn6JOf51h5mrM3H1EgoTS33uNW42c14A4XpuUa+l8sl+p8uj4/m9OOHMSZzDjeLlEgy6usYJEVy9qL4MD3fjPkQ3jXxNcaYZVnMqdSLqzGvGfOJtUPLlEYAA7D7hdvpdDLL6+s1Aj6UmJeMALeF4w2QTX3PtxZuxIsI1MePcDnmAEUki6+6IcZ4hgDQIbteuNnfF3u+cDzMMAKggusLty3URbyQhi+6vCgDOJR+PV/YDzUUANSxO/K1ub5Feb5wLAxIAVDDpvja311+/73NFu3Fj+ZmePueW08hVEMh51gh3ABiRPN8r6L7+a8qz3cGofXRUNOXkYUAYtyJry+6xtwKb5blIFEBy8UXj9HFWGr/JNcDAEXcpZpt+b/Jni9lJcso3T/JGgqhjImRjz1ARe4835D4Xh4fjfn11/Q839oX5wwXv5Z6CrUK5I9+/gAibL5wu1oOqTUdagnj7NWwjrzh1CiQz6APmJTdxdTd5d2EMhJgPxozOqQL5GNhwKRser6Xx0dzcaqZ7fJ83QvJ/szFNQ61ZiUBmIjVer5uEfXser4I79hIzN9Wui6ADqlXzxcvbw5K8o39v39+NubpqXybADpgtbbD6cePO4tht+c76wsx2EdoXjmAibiKbyzj4eXlxSyvr9eoV9VItxmwxeIRKRiYGXXlJtUs9LLNmHAEDI0gWwRgSG48X1983bvRjHcmVSC8AEOxWc832/MFGdw56vBIYWBmC/A2sx38A0I934ZID+nV+gKUzBiYkN2pZv5It1X8i4hc33wkh/RqOwehQj2TRT8wL6u2gxvhJj0S8GgsixVgiSI2Ws5N7EagZfvgEGayHurUdqhVASvUzixI7au2pxBNNwTIQ/j8zWJt1vN8a1TA8tEkIi1J7ewhG0hqG3LFMza10bKUbxu0pUI65AwCvDvyTfJ8LdIVsGLrn02AU/c3dA5KjluNspKzncMRES6iNboA7546PtuLqT3MmMfWbUJparnHTVooEd7+cdMhjRG9Jkf2gHdnO1iK7kRSIsmor2OQngOO+h/9E4t0iYA32SW+ruVQdCCkLjT/Lut/B/WgQD74IMBZ1MnzrU3MS0aA60GBfFgDAU6mvudbC1cIEIG2ILwQIub14gEH2S2+FnV3HnzDdlDaErZAgHeTLL6j7Pi0lAgoNzrYAwK8i93iqy7ihTT8DAMiWKgJArxJv54v7CfmzxLFzkvsxZh0GwhwlP49X9iPVIEe6J/Kori5TgS4Y883lG86QyTniqc7v9vaJzQUeIZjBXEaiGLLttToUgJ95vnOIrQ+EjUVZj12cE+D3NyWbfWWB7xLfItFt7QClo9/omYQFIl9nOE4QRoI8GHUr+1AWclySiuQGUOa2BG0EDQJEOBDqOv51u5oGjtyDUL7uNfvheNo5alKgAfcnE3xtTtRHPFK4YrKDMIbwh7blA+0p6WgSYAAN2W37ZC1I1TAKmfWrI5RaPlILwEWRDPqzOFGBSyALxDgQ9vSKsCrtsPLy0twDrcktHYwgJZgQRzalkYLol5tB174ANyCAB/aljYBrlfbgRc9APcgwIe2pUmAN8XXj3g1eifDQ+rYWCDAh7alRYB3p5rFlqEBpIyNBwJ8aFsadIx6vj2h8aKEfBDgQ9s6WoCp59sDbnUyrRcm5IEAH9rWkbqG56sdazX49TH2Di9muLF+EOBD2zpKgKODLOwGhTzfTQHuJZm8Z3KP5exDs7XCQIxD2zpiIEY08i2KeDXerXvGjXQl1qU1opodIuBD22odAQcj39BGJG1Y6I5UswNpiwpqIL2PMxyzHiECPrStlhFwndoOxsQFuAYaO2VNcm5ioeMz23HrBQT40LZaCfDpfD4vfsNbJE0p1MpjLDnw0pXDpNcnQew87N22Rvu0LIs5nU7lK9JwzEuJ7YPWfWu5vQ3aqi3AD27xnLUIN3tDWg0OkPRFR2Rkr7cnnzSFWJ/Wum8tt3cAD/hqO2yNZBPZkBonILSsNTKAOvT2mJ5CrE9r3beW29u5BfGwFeGK5vna6EvqE4t0tUYGUI/Rz3lo/zTvc6vt7TgCfkiNeFWNdFt7lNbcMXskFl1oojeBSqW3/UOAV7nm+VaNeGuzdvDhnhxvvJcbXG8ClUpv+4cAR7mKb1cRb4iYDaG1Ux6Bm/GQ2il7esLoTaBS6W3/EOAgbT3f2oRERXOnbEnsBUTK0wECrIfe9g8BviPL89U6IR3soDQlDwHWQ2/7hwDfUOT5IsAH4Yqn/Xnr46f9uP+m0pMAh+hlO/eAAO9vR7itUgE+GWOWzf+1QtJot1akjsZK/f/S7Zes+6h1rK2nYP1iI9y2tkdjjmwJve1jq+2t0Ed9coNQEc+XCLgRmoTXmH4i4N6iwxx620ci4PuSknjAA+LaFNKRBQKsh972cXIBvg4vDlUvS1mOfQeCxB6fjsZ24thADC2PvqHt0SxOlpyMlNA+ajkPLq22t0EfTQ1CT8aYRVI0VQjwyJ7vWjtHI+CvVfF8C7ZHBTnbiwe8vx3htvYK8IMxt4qNB6wUPzrTeCH1EEUaU55u15qc44oFsb8d4bb2Bp832Q7DRMAjRr6tomkJCqKYJpFvr0hGwMbo7D8TRcA3M1nYCNj9110RHjDsojffUXM06C+nHsPYuTBG5/mYzANe/M/n7BYiH8l17f68va0vl/5/6faPWmfr87Bju5dlOX67tXxixyrn3Euu66h9r7GtDY7L+XwOfoKzF+MBgwi9+Y7akPQne0kJtEziAa8q9trvUz5NI+BRI1//0+p4Sp+PlWNC5Lvz+K1932pdR+37IBFwMPK1EAEr4/n569MTRMBlEAGHv5Pc3oMi4F2Kvef/tV5X9DNq5Ov+rDVSSTkuge+IfBOP39r3rdbV274f3I6NfE3KH7j/+t/nLjc5UaOIry+6ISui9kf63HjfIb4Zxy+3jyHAh7WTJL7OH0g13O4kjSC+wif/0G1YEWDEt+AcIMC9tZP2B11EwEeLb82TpsFyqCjAiG/hOUCAO2rnt/QVqY+Ajxbf3jqz5D4WrmN5ejp+33r5IMD1t7diO6dP8TXmr2lv0KVGwlUZBXf08OK1dUiO1Gn5drrWvnjrWJbFnN7fy9bZI7nHMTZUWGoocu66WtBqeyu286HEI0XAR0e+re/OLT47MhUk1j2t7VDjaYsIWHs7nz/89lYkwKo8YC3i27JztPjUFuDZPV8EWPa46Rdg74sRImBN4tuyc7T41BRgM3HkK3UsEeC62yvYzofn6/q9v316SA094MvjozHGmNOPHzIesAbPd6uNmm3VpmLZv+k83xp9Qur89NZnu/OAY5Fugwh4eX1dltfX68+567n7aIt8W9+dW3wqRcDTRb61+gQRcN3tlWnHhP3eyh6wf5Gdz+cbMS4SYK3i27JztPhUEODpxLdmn0CA625veTufPzSMgN0od+37bAHWLL4tO0eLj7AATym+NftE7Pykrre3PtuHADsLDSLgUMR7/d3rq0wWhISYIsBl+5K5H9OKb80+IbXe3vqsfgH2vqgcAcei3tDvsi2I0si31knS0q7i/ZhafGv2CUkBrpzx0sXxlGkn8GWlCNh/qbb2km1ZlvyXcDmRLwIsvx+Ir64+IbleBFiinciKKkTAa1Gv+3FfvIXWI3pgjjhJWtptsR+J+4D4Vu4TCHDd7U1rZ2VFwhGw7+mGPF578cUsh10CXHKgEWD5/UjYB8TXO241BA4Brru9+9vZWJFwBGyj2lBk634X83/teqoeaE0CrLUjV9oPxLdRv0CA627vjnZOnz+sExr1JjwSblkWczqdPn5+fTWX33+//t5fdtezSslIlKNG91QcPdaU2H5ssLy8mNNIc/1JVrCT7heSfbynfqtoJNw+Ja+YBbEW5a5FyETAyj+8cJM9b0TA9c9L2wg4YUWN84BjnjAWREefmG8Z+QwnvtLnDQGuf15aCXDyihrlAad4wgjwOJ8hxVf6vMX6RUkbCHDd7Q2sb5/n61PRA15eX40x5s7zNb/+evWE7d9dHh/N6cePm/Wsggd8LDN5vi1mMZFuY2YP2Jj62xtYX56SV8oDXvN//U9WLQgiYNWfYSLfFn2lRhuzRsCttvd2fQUrEvKAXdHcW+uBPOAGbR7wGUZ8185PDwIs1d9667dtBbhwRUIR8FYGxN7fhda1+yDvPdAIcLXPUOK7dn60C3Ds7xFgyTYEVlQ5AnaX90a8CHCfn+HEd+38IMDHn5tjt1doRcIRcCzbYW99CHddyQd574FGgMU/Q4rv2vlBgI8/N8dtr+DGCkfAy+vrNa83N+JFgPv6DCu+a+dndgHW/Kl4nf0/UVxGBH460r4AAAAASUVORK5CYII=

其他的没什么问题。




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