如下图所示的网络,路由器配置信息如下,下列说法正确的是( )。Router AInterface GigabitEthernet0/0/0.100Dot1Qtermination vid 200Ip address 10.0.12.1 255.255.255.0Arp broadcast enable#Router BInterface GigabitEthernet0/0/0.200Dot1Qtermination vid 200Ip address 10.0.12.2 255.255.255.0Arp broadcast enable#<img data-fr-image-pasted="true" width="328" 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eoeDV+6u55IDMS633S1Pe10eXC9ghGLJA4def1i20PPtK3f5GYu9g787Ff/7Vl/6LOSb6N76o7kYXrfb2AK0BBgIKRmyZf1p4RLke9AMW3VULWIRjUUM+CuwTAdAp4wJgC0kxkNJ0LiQFv4gGvB+oHBSGwaq8eD9gCewhggVAf4+7MqYcB0Lg+lAawHr7fHYUPoCFSZk33pk30JsB4sXGglxdOnmojsMRmEiMxWeaaOuG4fLj1s13YL4JDKgsIJ0CAv1ASfinAXLwjQoZ1hj88lbmrxhb22nuHc2cE0zE/BsIGdYDymcwz6DQy+QOFC5BoQBPsAUL9LhG2LURUYnh018toauaPGTu5UYk4oH0wia0SSRsjDo8lwL6joPcPZ4WjWGmcojS7jFJidALfYe2DyQ9k1USzjKv0b7xs6qMWGW+//D2tDLnbBLQ2Nebj3J4qzsbJ9N0iNfB15Q+k9lxAdE+kP+d0kxpxsiFJP9/YXfueBUKvHa+3I52Jnfvpu1e0fb9oYdjB5XUsMHujP7bMlAtUTj4arrbPIn9EYrKKux7c81CB4iBqnpoZGen/R1fnxh2pqsUOJRyNDr100Dgcjj9YmNroJZ9KtjEDeYFJKAYETlw8wWqTEws1/W6u/PiA4RBZRUxClzgZfVUCAh8cKt5iiQWhSzETaPHwmilC4ojZXDBmB1gb1LpHRIJt+N+whLsWU4kkxsae5ylnls8O6PNGfPXQmCu3E74KA2uYjLzWP6JCi1JbrcP3fF/y0z1MUlNeqjxUECGKxFOPpxwIpAAk3WXuNq9JtyyjM4EQOHQiGS1wyjwFjKLEgRByGbgG2PdQ0kKNbFnieTN0A1cdSWteAiaEJHA9+xAAzjkR/gg9gPYz11FfIYR/Ejbk4ob7bm7hgjUIAaOyZghMfCOdaU+7fF6SGyseSMbec6qyqqzC4yd63/+PhM8cm4tXVzgfvefKjYadjHjWIWBfJRE5mnA6XM62c6X3tj8+JG5qqeME8m0zCS1Bq3WSiN3nm+4HOv/b6K4veM8wXyUweq7bf6XC4U5MHTp/4+oHcR/fUn57wpbPZOMP4imfmJk7Gcmf1ux+ptZfGyBQtbsaP1/o+J4j2SN8P3ul9fSjz4Q9uON7Hx1U1g9CD0i3pGxDImbYRTWx06ggDJabQjK0Ak6i50lXrg2FE+AtZNxpDQi6P4Ut9cCIPQxLOaOhc0M6aq2QITtAJ8XH0jmRgn8L11lQpw37CeILEYRTV0k8QwGDCo83CxkI4CI4ZnsxhagEugqg33A57phS9GWUpfmGZBIwqbak8M8eVr7hrqfcDsFmN5OQgKE71BOVbohNAnauDckulo9qHqAsWupjbIa518F4HB9ARn1HUnNE+oLZo2tE/kcEx4CCcSHwCUGJNWJ3GSEGxZzDFnVBbWsnDPoVWjFuCMb0OAYw1GNWPX0hiCghOxLAACjO70UFzBXI1TGy4/KdykVfRe97I81zeZbdLgNJfc08nI3f1RJSeYbXYLc9dVUCjYe6GjUtGxn+TOfxCyrOnvXGTxiUSkWEDiBclSR8aHR8c7aqv/WiFCL3AuhRBV0/a5XRk8J8i+TMx9oHtrXcFB386iZlxxpTjeHTwYr/Spwd2tsJ9UyyCaeqMnuCFzGD3d8fyMV6+f1Ntp6NHvGDTC5dOnLu477u9GP1RC7a0wfowcFZAuiG0SXkjdh/Rs84Om3BYQzlwO3inHWOiTDKDyFBMBCIWZSKr4wRcB1pWtU9sCdsTaQ2WEwQH3uq6AGYkQk6NsbiKoTxYYnBnY+IQhA6ihzbGFSBEJGiUgfsbgfCk9WfxK/bgYFHkkmohqbMuhOuu7LZUXgM6UdXGF1hphnpEKgEBgfkOWxKkVhMQ0QkADgTN1mMyDEmHQuabQcCwE18xcozh51qdaNd941mAiNOhoMEjgPEEjF5igAabhaNNTLORuIpbwGuAngddB4aZe8eUwUgOZ6E5EX07y9QvocqyqomIORsZGlz1m120q4ycUFXW5nZWND5aEa41bG9f7EldseZoDIcocYlIbyJVUam7wmue7KhMnR71MEpOhAvTekL1TG8sNZaVPlyPMZ/yWCfmuwn2ytTEsSHG5w/U1bR8al2dcH6EFwxREMrDBtme88k8ZzTXVzhL9iyJr7IzgjfW/8s+UROr72xreiDonTzfzdptdo4vDpdescjvsx9ZSExcQ6JHxilwAsuC2oh32zKVYO5g6HMioUI04GXDNBuMKcM2MgwW0gSPM9gtmkK4QQHa1gURMRwFeLHhsybDArqBQFG0L5gKAVuDUa2rHwo6SaIDvQwGKX6CVQuZJc5rloVXjvjnZpKaJfVkmiNuqppMTGOzeeKbWuFtybyG2BZd8HGm3UamzpL4vGkbKo/BZsJohpnVyCT2sJdX8sxoXB+KKLDqrclSpCuvCdq3tfFuyYYZs/B/EV5jCtDFmsIOBHNgFhuS4JGBG+I0JeBiijucZGg8dD6watEw6EbAcU4JIwlzkxqsWjwQGcM2afBzzTyZVu7V8dHn9RkRz2BkcELzBQX4dRdULTz7Pp8vOHb2vIcXGj7xf7W4GEM7HU3ZTaXDW3KuqYnosK7kvHfcHRLLhIXn3ya6QluT77yVrfvUxg2/1xbSVf3cyCRndwSdLpyJRz6vjJ6NyJ66tburpgW7SZJf8KyLv/6C8tBfbVl3f4U7OZHoGxv3BKoDkjztuAWVf9UfBDFjmVSeY7NGpZP1wrXP2eDhhogBYuKnt4b/U9kCXNjgHfCLzymClUIeMt8GX4EQbEeQ4WBEgSKmapjLSaYHgbCgUiD8oMrHQxfEwRghxfygugq5MexyOwRE4fYMY+I1GZGDaOM6U4RFPuA/mbiNiDmSwggh+CMJdVLn1RLlrmjDLJXXUFhUMKWzTpHDUH8OnvxyZbEf3DQUyY7FclC7itE0FV5M3sRsNdKZQM/C6YjChUWJHgeUtKXZBTUYQwdAEE40p13wyDaXyMSzZvdg9lRfAl0KeiT0OWhaF7AntioJWEMHQtQ0iC6ZpjuF9gwo4eCEkhdTGZO07Ptg81eE2o/39vb//AfNbf+yTnQvsK3hd6upuktu7vCaGyrcxF5J9+3v1pLVtdvx1dou9PaotoGG9ntCpPXLGxLWeGt3N8ihFu96PxlxUNThl/b1td3ZYX1lMHk6cubsQJtrXW1Lc/kk8i7JgWDtniaupSVU48AQRGZ0fGD/m30Pfux26+v0Q+ln0j2YxKyJKbaslq/3c+ubPDrMxomUosKBQxBC1w5iwWdIAhQxjG+Ox3NniIFEIjymjEfMb4+noFQVWqrcGNaDGEYSSvdAyiG6Qx6hvVrGwZDEjc2e2oCkkZyJHHxE1vVLpIY33IKUCDJIEvDYQgHZ6RAxa/XdC6mkwSPjK6zgaQ/JCjXgAp/1K5SGhFGkVW4iazAOxueWsllESBHCIpUpkNx1qDaCZsdiyrmhlCwV09qJHgffWuPCGAL0LJ4DTbFwjRUZCiG7k2kNZ58bSvocPrsA/xBpKjAadDT0G5U+uTJgV1QD+jaJx7FSqZAiErRnbPgJG3LgwakXyeTHskza4ObzmM84czV8cYQ/sGuby8X96Nn//nFkcWDNbLpQUVn3MTfAvGL92NAjD7a8fOzU9771ja+D5gz39i3rHljXuR1xuQA00/96N6fUtN4RmvW82uyy+/5H7k3/8tQP3/rLr/OITtTW33v3Y+s6N3rRMoaijP9iX85/e6ARYTkz7s9XVlc8cN9jz/78na/lfx2zmX4ft/nDn/poa2MD1dZmAEW+IB4TjzVxERcymO4xpkVS0eaw3FjvRvxZPKWNR9IKsgxZA2Xo+IE0/NpIAUnOJBPgyVxG7MT5eIMLDAKFSQhhP8k9kc87chqL7AJoZnjAt7a49LwDSXEzOfPccPbQ2Sgui4ECXICIKikC/pFERl63VBFw+Lw8hiCOXUiMJMyUTlxvuBGcPvOpGqQ612dbOq8VgWYSGgvSgeld6ccQv5nJqopCeo9ilYCAgf4aWT1VNpU1JEEjqz+ItklrhjwZeWFZjI1iKBPdC7Tf2qADkGCYeTCqIOQNaeqgx41VODDRtyYotdW4PHYe8cDQtJFQhTSe1TWR1rJgQqPDqwmulBHxKwv4OBrXRtNmKm+D85Mc/b7YODFYUbVj43ZGCo+hTUidhYDPf5tbKnn650VBDNVW7zI5RyhInmTG1dle2x70IdbM0JnB8ycHPYWmyo2tl7m+kGclWNF05xYh2FA9juddYNa0re30+jw8o2f10eFTz7vdTwbCrbPnCiJ5nr2mdu1Du6QmLQn3n9sjtje3Njsx43reIr5vf7D8aMRpj66CxOgWSM4bNYtI9aBHQC7cyrALTz8sJ7w0FUNARAQRC4CHHk8+TEiciD1FWSGjcyQENYtURTA83XYeuYpyGtH1MERnTerkYhmjezCN+T9Q1hA+VVQ+IHR2iXfKksvFCwKiSgujCfX0aHo4qk2kDTLyB6mGxxXlvBHStnRes6LCYE4aLAx16FCY3+QDQB67y2nk80wKg8NQ36DVoZ+w0m9A7YI5iVEbQAuLEga/NWuduAag3MGYDLiRlE6GIo1joNsCRwQQVnj49Q0uzNgIekWEmIIch6NE18Ov1qAqGfQushoaDxa+yy6Qboclad1iWaM3ms8amB/P2qB/WK36/pALXgpX1n6osnbRtRVcbS14tcw6EfJgcs6Nne6mcKV/1m+lr872zvZ2pv2yH/GgO9Zuq1wXrgjN8dTZRNGzZddtWy47je6YCwF4iksaA0llyA5P6qORnNfJVQYkzDt0ScSP5nRJTgdkwswjx4uV5ptQnCWv5A1SYPFdxkACcSKMcE9bc3hI+C5GUZ3WqgXQATCA0DuaRUxVhU92OcignCCQPOBEI7SximFi1BQpcy6O5jAPFIGn+I0XSbwketIb1S/N8YTNBeOV9pGug0BUgO9xAnmBziYaw/b2WkdlyKlqDEYTsqAr9BrWVAxcCEgRx5ilXNlJl09y9uIi4D6QGoArjoG6ZKQ3cWp5OD5ZXBnjoZgSj0kKIDLMFT09mDl8NgrNDvyFSxRjAkFwUH3Re0gi73XbZadtKJJDVzOArATQDmHsA2a0M+ms6HZNCEAFa95wb/PizxUcUmPbHX+2+BPpGbMQsB5gPMPFV+lHZIUo2DC1YGAiJXIxv8PWWOOsCcFNZocc5XUESRs6pJCoASQ0xIpDKM2kxhXQ2cNPjZiOLMzYtEZSWPNYOYTHLHdIKlxs0BQaqj2Y1CiQ5Qs4XmKQTjcWM4cjyd6h1FhMwxQGSCosT2LzThW4LGiWijm1dyU+XCrDNd8NZAFiLpMFAim47kHl3GAGMe7tDe419VCNvbmsPhnPJhMkqwn0XpAgeI0oVlYuXMJx1gYQYXueHkh09zPwblZ4pAqvHVmGEQYHvwBiBXFgLGOeuJh+89Q4InQwrIMuSDFIdK7DwQd9MJxkp5O4A46dnezuS0bSpsEKABz1BMhlnK+5rvREisCNRoDESJF4dShb5FV6pokM4YV4D8xAz8WM4ViKZ1OywLgdtpDfjqxfIa/d57N7g3YnBz8amWwAO6oYv0CUDkuXg0xaIokBAKJ6IMBQFJgGAaMNTDJtJBPKaCI3NJ4bncRAKlJRFkimC2gu+AfDtSzFNxogcv9l4DUY+Zd6D6tugFsx2KF4YSyVevd8MuC0VQWkyoCjpj7osCNxQ0FBXjpFhwMOXQfSfZL0TdaYJgpE2AdYWTZpPK0jhRH0L7jY0Hv4Ea5js02mNOStrK9weaBmOwW4z2SZ42Umk2Ynk9lDp8cBejxbiGdZBJSQtEakAyHFmiK1KRolANCNInBrIQBNrWyCWnYSopdIPu7SBnrBAeQLsZ8MjYWFmdDzg/GsLKgYtZMlzKdmECIP+wUjBUS4RBitWG8EViXhJoiejjDpPP5igb68qpL0agi7Qvh9DrmsMWNBNTTkLM1jHA+sRiQLp1m3LRXh8jdizq3stgy8VqYl3LQAACAASURBVKQJy+Ave66IF58lMWVYxzCdj8QwI1D3jWkeOet2YDIAyd6ByQYOlygijRNOMsnShxh2KPYeFq+R8D9LrSOjN1DH0BIFO6Eor8TbfXbTtGFwFCksR+NKdszIGvlkGjlC1FhSTWbyCCCBmgajFFpxcboQ6dYuYXsz9Swr2970biuBQCrJRCNMLov4ZCYQYqRLMX5Lv7v1IF96lMnXAqE2qBdTulvxLvgKqYRShogBJCnKcgVRIQsbw0EGLUwUyWdRLEh8gfjLSPJ8QlE4iwij5ZLDTANFKehYHB7JvpGWw1ooHmoIBBaKIS5OpoNfKssVKrfSErccvFZCkXBZ6WVV1eI7zDa3pVUsOq2NRHWezch21oUF8VwSFotCCJs7X8AkKDI3ClFtUH1JUB/wRS9A2ot0BETTtoHvoBIm0QFphD/xjnkeabLMlQ4iiyU1kqHIioRGGwNCy5E2L5QLbIrZrQQvBZ4dQUA5Z/9Ev1MEgAChBJ3pPcf0nGEGB5hshvEHmJY2Zs1apqpmuR4bPNbo6Ysa23TUS+42PNzF57tMN5YgQY4siWIRdIFzedNAKC9mqcFrxOSwIg4GQKGvkVT75JJ4zDF9DVMU8gaHYzDDm0Q6EJksX7R4OVLlUhFw0/k2ItzWZec74HrsXwZeIxCXa4V38q38QokJAlatoIVpCKHS2AymeqRUjtOw2JckIPQZf20YM5btoiRhBignSSy0ONj5OBmX0nSG6L2aqWo61rxB8CFS66l5MsKNFyxZq/dA/HS5GOhFLgE+F2jl0s7122X7SAlUJhFnJqOMojAuF6IQGK+fdMIr31yXle7yHeganDZnkAuix73811t0Dx4FLNoCR+lNXX5Mnx0ZZF74CfPOQSY+WSpqQxPzwb3M/Q8R3W3xm25t06fxINWgRRRzP8TYS8xSvBVfswiF/DBr1+LLNF26YGtZYnBl99qSb7noQi4Dr11+Tyhapd4DvwHJuTdE1NiQ6zBnchpJWMSlTBtP5lpZS4sSrc3iJ+IKxRQ21kDomcHDqjdMzIIifQnpSKyrX7rDFOJXbL7Sdecu1WV7EavSe5752Y+Z40cJu0l2ZusO5vFPMO1rocpfdvSN3+Gxebbat26xr8KICdLR3cybqjAvv0iekylSQ2kH+pi3X2e8PuaBh6+h7OPj4/39/Zp2aQmeUd1jFJovPfPzXLQkAcQZV462sBxz8M3BHprnpCvutpQVHAFuJNJt+fBAalc8h/xoHX9Nd7zqpec/YBl4jfDPZbVDZUjfYI2Tlj4Ts5JsRH0rvsp9R/FI8pN1FvlrfS6eUNppnYszighNf8RxsRJsxdOtI4v3Kp00/c3q7KbvuNJn5O8fHmS+/3fMhfNMOgXVHDPFmPeOkIKiE96x+0rn3rjfrCpeAgC9fSKRGB0dzaHwK7KNWNuK3AoNkhsbG0MFpys11+nWsDmy2ezg4GAmg/RJs7cgx/5/Fe5aXZkhVEiAcaZ7X/fZ//t//9rsExbwHYymqiruO3Vsxdo7t37m/536eoUPOKcoGsVHAV/xQqbJD6z3rKsSMUORCC4RpOK/sjRaVywKHfIqno/kEVZ1djR7fpxM7CltUx/KO2629xlNcG2FK+I137mlXy0ggAuYvsRMZeKb78Qr7EczIxgOM+HRULiw1XuUMMfX6W05x0UwtUtRXnnloMRc6gNxGKRicnIyHkeesEtbwMxvSsc7z3QLCsl8QH6A3p1KMSffey+Te+c3B9LkbteyQRojkcisR/ZaLrSAcwCXoiipFHIQr5BlmkwmcbsFFG0ZDkGl0mnMHFKmC/8yXHeuS+AWuB04dLoCVTwQz0GdXdJ3rEfOmVkOCiOTGR+bPHCqZ65LXmWfx+Px+zHF6ZJlgAnuU/34VU6+7Gc8wqxpBGQTs0oDzqvLPiTLa7fBc90U5N51cwfOYdI7uSgkwRKGy24w745rFJN5r3e1H65et6tdgdDKVWtZRKHIOLhgkdqAMsIEGwJClV/0YOVpeIbImseWBWrFtRVJAw8TlF440WCBTmaMVNYWSxewAkuJyYooWzdYINaZdOaHL/4PIxubXjU8LuA1bNN3tku82+toRyqeWRppIn7mzTeeS/6qD1FA17RBDmFirIw0olMWBMHtduPvNRV20Sc5nU6Xy4VxoEWfufgTeJ6vqalxODDxbiWEB3FDXq9XumyIE/cOMgWfkbLFooxKkmhNbWIg0N7Y9syue6b2LPwDeC0QCEy/nepqjKOmU0//wq8FSSGihFnW0LwgT8xEPHvq4rgVqVYGrwgh0T8KIscFPHKl31njESo9diyJiala3cPWxPfF3BTHrkTDzCzSMvCaNXY586oL+AYOArJgk85q8e52V71/QSW5OGmMJY2+KHfIyE8kMTfU6j4IcosohaZrx44ezSUwg3HGhl5xtuTzNsznImr6rA3z7PCyeu9ZvyzwK27U3NxszQy+7OILvMSCD8MzC6Kpq6sD1yz4pCUdWFlZWV1dDcZZ0lUWdrLdbq+wthWg0WIPgYYD3cxROgyA/uRZ5rVfMSNDxGVR3ATBsXb93Q9/+O679sxxyuJ3dY3p3z2UvboqMfeVYeDAMiEhIZgvfG4k+bf/dELEHAIrNzVkqNg1WOOhJvLlrKnzb2oOb24JBt32xgB/b4fr/ChWMF+g/jB3CVZm70o8efPXBFnVEJWrFkysSbSgkjQGuEY/t6lOvK1B/ttfj4xek10FIf/UU5+y6bNdJI3WNr20cjJRdfoEf/ANBi7haRtcr9sfeDC06+78tWpAoJiGhoZgMLgC0lgseLlHnlaN6/Zx5e+18necAzy7zDz6EWZshEkmyKu4hauYXXcyO++Y4/gbvYsX7a5grSy7OEyXInbSFK8hTXEBidlOjGQOnTn1u3s37+ywe2Vufa0dUxWsWNzr3hkvEZsFsclV7kF4/iqHzPczUYfhJyPzOJhISv3ui+9gKTzEDeIxnTJiiGaHKDiWaavxb2ipbKr0ItVajcf24HrPyycSg9FFW4JOh/Opp55yIc3HzA3a/nSFHz/adF1Y28FNjjPnz5Ewy/LGbt5Wvef+4JYdVrRcee9i3qGpQT2ERrOSArmYAtJjF48AHlmsYPPxTzObtzO9PSR+DV87NzGta0jY4/JtGM+0RiOXekWEU4kOt+Ty8pglfxmv8XbdJjkNRhiOq5FEtibgQNodn8ymVAZRVgvfptTAhZ+y9COXidcIsc2miQUVDoY+NutkRNsOJZE1GCYaUnwQQ49oxWRiB0lVDO9aciB3MTJw9/r87euqEM27rclx8Fx8gEwhWZwfB5wCKwkO0auXEEVzOJiPPcEcOUieVHTCcKy0rGF23SGt2yB5rWWYrn4VesT7BgFMRK6pY5AdGA8JBtMRFRSqYLDUedHAWxYYLOfXNQnb7NsTCcOUHGhrUCWmRVZB2YC9inBdnrEJmu51O2QEmhIhxVQq5IDFFJ7F8AZOW3HTdTHlmw1L6XtpfHOeXxe+Gxqa5A6wWLQASb4Jr5E5CNiIG45M7EBy8NzYaLwykF5br4a9UqVHcEvIPATeW6S6uPDD8TgiETWMCMyG6b9Qil9b08HUNzLOFfJVLRxAeuRNgQC0NoTgXlMU7kLKX1QCFnLkEo/B6i1hl+QK+lsq3bCQkFx3cCKD3P0G8k0vUIKsw1aswNPruxy8tkyZ49B58JLM2BwCph3AkYnvRV6z9DUsZ8CKslHg1AIfzxBeQzVEDgspkhUPFrUtYoiheF3MCe5YR150owisFgTQZTsEWx1WbneSedTFMPiiWmkN6JlI678mJKyt9ARkzGU0h6LZN0+NwqgiA2YLBAG8tkAGXOAFF3zYMvAaCSO77nomUd5syDsg2iuDrvqK0mgUVq5GXiOiLy9mK4ZKL+YMeixF4GZBwOKKhRLLFQqNNZLX18id1TVX4B5yL4uYkMP10NmJXxwd5ZwBMo90gfcvqmrE/b7S9LY4RrgCTNf5J6KXdYSE1s5Qe1jACmNY7eXY+SiWQViE5wLa30rDe51RoZd/HyJAungWmVSXXnWLtq4kEshrfbB7BLkqe8cyF5G3wuFhONhJ4LWF3d06ijDjlW6y9HrMcYVl4LVFm3VzFIPkU/fauce3BAosBg2s9Q6KWODqlj4IL14QGfJcnEtCwvH8hbHUy0eHx5OYYyoR99pCcMYxxcNWHOW5akz3UQSuBQEks0WGbmQAu5aTp52D+LWLY4l9xy6QQQMygkD0MGSdaKr0rakNeJ1SKqedGYz95kwEa4PEFSZr2HnJaTIcYunLgjTtcvN/xCqjdn6lRW45eA1lXnKxwWsIaL6jtbSQ23wojcYyI+MKFg07OZA8NYTMoE7kZrMCahZAbOVDSBvSjSJwayLglNjWIH9qxMRSKUupAdhpLKG+cnJcFLH6NLw8JLkXUqYMxDSsybuWpIDFLBu2OuSO6zoyVQsmj6VESEDWgpSIUtEgakGnrdZbzIK4lPIu7tyl8xpZeBV5iRdV28vLiPMxe2A0liajm2XewXWRhBKriNpFHi48LKJ85NzEqYuTA9HcYMJAekkbZ0d2toVqxdZdcW2sOEGJ7fImoHtuCQT8sm17nTCcyGOJlMWEkc1ROU6wO3xVDqeLjBuQNfEQR6r3TGZG4iPxnHFXZ83WtvD6lvCrp5IHejP9USxzvbjIA0gZiLI1xK8NL51n5ij/FXYt9X6W/cgmciRL2lI2dANYp+tPfvAmVnpHfBlUYqIVS9zmlsq7N9Svawgh++7hs6MHzkX6o0jw6JA99oJNIhM+SAeyiA35DNwSmJMy2yJAo4fePAggcrM5wG+pFd9WzVFlSdYoLFArLtfHI8E+IqusSdii7MqlkwfPxzXNeOLeNkR5PrLBw7FYXBmrki8ahpagsL5KqL7l9DWspbqrQcpqZhaZN5e2YbxT8oYL6DwELGxjZVtn8mejRuzwwIXx1J7bmra2VTbWBA71Zg725iIZBOpaydgXc1OwWcjJ7W5EIMliTqPHUgRuJgSQinVHvYhEqkcK5kB0CdSGzn36UCWMUcw6kByI5VAztt6o9mbXyI41YUngtjW74Mn+2ZHJyfRCgcACchtrxTubpSb/invXFhc3PFeN4MVsC/FDCSGD3iO+NGpDXK7Dy7JY370Ul4tJBrqaG1Oy+b60zTa0Z0N1YwiTj0RJEH95KplSFmdOohGDDq4jTLRiMpmdbhSBWxMBGEmwRrfWiZKt8C7PnBtX0ku0SIs4gOPQ8yOaTbAbkhlV02+eiXpksbXaE3AI2xqxmrX/pfdiwzHzyoMWEK4KF4/JpDubZMyWR5TcysO8PHYoVM2cZiJV90Ti2nsPQGoTsDYrlpwuxeVirgEniFpOnFDSB89F60PO5kp3nV/AGAOWOj7cm40vuDlBY34ntzYsbKgSsbriygNN70gRWEYEICzVHk7EBE4Bw6PMhXF1LFHIwD927fJ3qXRYPBzUpuj5vlhuf9e4XRKaKzlQ1V3tLkR+vN6dvBjRctrsUQuIGMwspHWrC4od1fbN9XJzCL73G6NALJXXimDA4Ec0BmZxHtMMLHCH1NnLspFQXCyaI9swlhDNmm90jwGnprC7yic8ttWPJb9ODpjR1NWakqy3yHgd3IZqcXuDhLGkZSkbvQhF4IYjEHRxW+32ugB/tI8/McgORdlERodHyAqVX0LpoLhBaxNlXc8f7Bmr9DmwymW1H0ta2j682Y+JVKaZ6otiLeDSLcBd0EecMu93C2ur7JsbHR1Vkt9xI309yyPkqBhGPXx22W9nXzuTHl/szKYrNAFmbaDzkGSMDxy+MOqGkcrbGsPuCoft8/eFv//m+Ftn8pHUlexfWJyA+L4Ox64mucJN7c8rYE1/uvUQgK8NFkytT9jeKHcN5Y5dzJwczCQyWD5qiZOAIHeCYHdK7uBL7wwh88Rju5sdIlG+9m4NhlzCC0ejuBH8c9Acse5SbUDc3Oja2uJsCkkuCW66G4zk8vAaKoGK+By2Xc32Kq/tWF/u5FBueBJa8Wxl9dqqW1SMRaf/QE8CMR9+t+yRiYaL3gPvvzqZQI7Jy68s8GyNX1hfK29tcjQFRSTwuNFoX15GuocisFQE8FSDXMIe3mV3wgAcjbv7IkrfhDI0qUfT+bQ2lXyVkJCiF154Z/CVI70YnDN4h83mmddLXVIpXIqqvXoy8nbXkKFhpQWG5cWcaVcLkHSpymdvCEqNFVIdFj73ig7JBo67GcRs2XgNjQOmgWYEjQozB5qCwvkxtXdcGYgq6ZyJZHQLnHoxdyMTiEnvgXVIj/QmJI59cGu9yLMVbuHOdjdGXvZ3J/qjWDqenA2r02Xn6kP25kq5NSw1h4A+cV6i7elGEVitCEAKkPrRLWFODl8fFDfUOUBqeMUy+cmsmVTMtIo12w1VKyRVI543EUslOXjZjQRE8wsGPEGITpDdmsIomonl4xA873aIjV5XOOCu9DsqPJLfyXsdoFQO8njzYLucvIZagTuwkHtLhVjp4ZtCYltY6hkTR+JqNKUns/msUsCqBDOMRpYdiGQPndHPuYRM3ob1b9i5LUWMKbAYVRBl90gy9kZXBHogz8BHiu6Dy2aQK0qXBSiMgkfmgi6hyie1VclNFehDBGjFNw/ctCQUgeuKAJQlh4SXWO0TIU0YzUsrBgbZsDAIXviQyCHfl4zF20liDp6HTJFUHsWZVGQ8lLwwgaeArKtkvhRbcNg4r01kJXjPnHwBNpnfwQfcYsAteRwi5l3dnOrCUq3wKzcSkEkpxnBM7ZtQ+yLqSEwDslj4QSeg4dZswdR0JW2oKUzklWSXKxB2OFy8KFyWp4gMSmAxBBWLImfSSiqWS0/quSw0Xh4jN7LT5fGG/e6agNwQsjeGJFj7RUP1ysWjv1IE3icIgONggSIYK5EzEoqJz6rB4IW5WEQSiyspWRRFQuKtqe1QMBChgZfMk1B2j92GealwsWGI4GawNK/ccNeX14r3LlqgmmFisi4U4+G4PhLXsfzKRDqfVPLIV2cYeUAKbUxyOCTY/UjhOTv/WonXdCzwrmEhc8VWyEkMVgyDKcrXBOwNYXd1QPY5Ed1GtLObsw+5ckvQXykCK4AAcXhPc3pP+zj75rOtSqhysw+5eb+vBK8Va08CQbAKjlHAfF2sSJhWiM0P9S2eNTKIfcvDRLUZJGUdiAlLwRMUyR8LTdKBFAqgLMznQCwi9GGvTPoQeBOsPoQTBRtCQEhHcgthf/M+FbRkFIFbG4GV47XpOME+RbaTom6sYOUb2Jgmg8QpcL2B/kpaMU6wSA1MRV4IQyNONjJrXeQYDG/jBV8pWW+Uctl0cOlnisD7HoEbw2vve9gpABQBisB1RIB4o+hGEaAIUARWEwKU11ZTa9K6UAQoAgQBymv0OaAIUARWGwKU11Zbi9L6UAQoApTX6DNAEaAIrDYEKK+tthal9aEIUAQor9FngCJAEVhtCFBeW20tSutDEaAILHM+DwooRYAicH0R0CYzw0ef++ZL3anc9EVUbtv7+Xt2bFwXvKabp7oPvTxwYcK94/O3N1zDoie5gYvH3v7pD/f1YrXM8v0lp3fnk3+4p91b7SzvWsF3qq+tINj0VhSBpSNgpJXxrle+//ap8+OTurWpOT1++vCLR44eHYpd2/Vzg2ffOvbmS6dHGZL8a9GbOjF2+vjL3z90Pp5JFYuUi6WHT7zyg8Nn+uKpRV9uGU5Ysr6GdGr5xGj/eCyVU6eVxxmoCoarAvZpuxb+0chlE+nxETPQHnIgu8fCT5x5pDJ5YVzhDHu4+RrLMfNy9BtF4GZBQGKYez/6u5/+wGOdTSiSkWMiv/7zz70zePC9i/fV+rnpIinxQqCuHYm7OX6WWJW+5gPtLmVgNDoxHEkULpwaW9Me8gt6bnQ8MjqZIPGtgeqWkN9jF00kpUwNjms2I66oPGMP1jQHHNbcbQuVCpfvI0//xe/fXuMhKqMyHDvz6h997KWe+6rqO3zuFV/qYMn6mqkwYy9/6wtPfHT7jO2Zr33r+R6rvtfwJ3365M9+9B8e+c4bE5nENZxePqXn+S9+7S+/9sVrL0f5QvSdInAzI8CJTOXm225TQv5YBArbDJH8yAOPfOfVohzNEqvS12++MfGbH/zJ3/34f/71s29894uPfOd1cnDPgW997d8Tgb5n+/Y/+97rF4ZRfax4de4fvvqVv/6z3/vIMx995pkvPn+cYeZdKNnuk+o23rVrmGUyyenW8krBeM3K0PQCFkzjng8+89u7Prurtbg7dujNF1Pdf/PzE3/z2FqGQabhxW0kaTiuSfJ1XuOGpo28/uqFduPcWLv91V+Ob7gnxGDlarpRBFYhAqbGRN47ftxubvdv8SUyk4f//rf/PLP9X/27L2xda+vpO/BPX//zf2I+u+eh2pliVZIyvsBs/NBXPsvKm2uGqj/0V5+5qyJz+tv/+e20q+UbL/5mi8yc/vU3DhxEFp3P3SsXtKx5+H+Zv/X7v/Nv7tvZXAFP3LyirSbUybO/qd/7z+vqOlw3APJl4TWU2x+q7diwc+fGYhVy7lTXy+90n+2LM20eRsjAK7n/lVePDzDQn3fu/fyeHRurg8T9eeq5b0bbn9q1dsbX+sK5/a/94B+PJtjMVxryX37o7o2iduLwvm8+fwh9BnPb7g/d84EPratBWyaPv/jaWGSoW0kle5K7n/zD+9u99qKP0tTVZNf+Mc+6pnVyk2dsf1d81+0eO00IfgMeMHrL64EAXD5v/OybF/a9FPDg8qbOZC/qNU/eu31jE9YwiI0c07Zu2rHr3vu3tLChxsDwz3/37dF71o8G5iwJkny5Kpprw1VjlZnwmk1hX/LtE68LesOmOx+/Z2d1gWkda/vSezlH+MLWDY0mz6Q6Gju2bbmjs9M962pQ83757a/0/aNTJM6nfErJxd40f+uBApKMzzpyJb4uF6/NLCvWvSEpIdEjwAsZPfvL5w+8dqZrjBM9eq7vlRf3ew1ZfKA2Y7k/Lxp3tdeC10reUHx11kBVQ9pvpJnUsVJhLtJz9Pz+X7xyOs42ykyy+/ARj1rtefI2vyN97vALv7wQy/ib2hibaeJupVIoem746E97xY33da53+SfP/epQT3LbJqckXp/azqw7/UYRWAkEsAZyPq/rqVj/eM8b51wPPf1vbtu6rT6g9k5EIl1VO++tDYbdWAMk6G/bdgd3iMllk9q82tWl8kJg0yOjI2p/sov/xf+YIMObfQNd5/2Va6M5ppHoZ+srAh7vbFIjF4CJhfLoeonHDCx11fXKhb7bBtdUr5nr+Es3vQ6flkvSE5Mj508fO1Ya5Y0dON6bizCdjb48n+967dk3x6ruf/zrX3y8Lh7Z97Xf+58H90u+DZ+sm0c/re38QDCYFE+eTz79Fx+7PRw78739Bw+Nuf7gv3xtT8g3+L/+4u8vvPijw3d3PtQGOPp6pdbHbv/Clz9BvpS3fDwXPf6zV73rdoc23ladfTfpfGFfb6zDLYu+5apu+Vb0nSJwIxC4NG7g69333s9SPzQ/ecf6unoobxktn04MFZy5UrF4G+f21tp0eVHF7D19aPjQwL7SSbZ199YG3FeRnZnjBkw8NXrguw9/Zqz3ty5EN9+6vPbaC9/6xl9+eypxbeH2z/wfz3xx7yYzx4yNjDR9pGbT1rvbGI6RKx/++Af/5kcTXRfOTtZtXQjUk2cvdAUn42ufeLhSxuXbOjcZPZl333t37CGY9wxzX0P1ps7ppIZ9iclsz8l/2Pv4NzfVra3m+/vZbfo3Xj7+ZIXT7bu26J6FlJMeQxG4EQj4WnZu//R/Hvq3j7/t+zbj/PCDlQ6xsn67jfGXCqMY2ujAO4bnI4sq3H2Pfe72vX/84IbyScT+UgYmh8rfr/7uEx2bdn5MeKvu6odejyOuQsILvuW9j372GYwbNGQip599+mXnv979gU8+tgaLTBnM2OBpVS6HgHAMW1XZYderyibjAm5QYI4ff+PtV3f/HQaVbUw2MeSqXvtwe+lEK1P4zIskJodO7P+v2nM//vLzzj+VWS09GU9oatuJ+zqcnUHvzGPpN4rArY4AlmNrfviff+zn3zuaUCpaPo+gDFfTu//PsXeagg0N29jBvn3P/3j91t9rCdVWFcb9cp1xYmI8nwsyI11vvPPmc0eYDz4xHQCbwIQ3b7rtuYNZdt/hnZt2yBh/+/b/2c/ftvGep6p904+8yueEljt9+CebhN/3+1bcCEXRlovXSuMGnVq61fNV85fdauRUT6yjooJlnO4g1ukqoQA6y2SieWVxIcjhcP1dO//F7Y1Y85hcxxuqa9/iY8Rk6aIz3nIDI2cH9+3f9tTn76txFIcRMkp2+LV/3Dd4V+NAnbd+cQr5jGvTLxSBmw8Bm030BHc/vuPn3zlwmvvRwSf+YONt/+wLd/zk8LPfefsf/htrqnH5/t95cMu6Sr9UYJrqdz/4/A//4x++KvMtjbzh3b2ZYURUyV1X3bCPPXLkm/9b+Pf/cFfnEx+M/eTogT/90hdqZSbLOmv33Lm2xk+WHrnCNnPcgFGg4Ml7nnlow5qWsvBf4eRl/2m5eK1UME50VG379J0nv/LTE0d/lt/Q+nR9sLK2Of1mfrhqILa1wq1l+w69lxYEwR9w8ba0w8sm84quaoySmhw5e3BQ9yuzqigH/CFv81pHx0Of+WSjw5kf7nk3Op60e1wMO1cgsxY5Nzo6eqHyU196+rHOkMNy4aUzEyc9L/3B4OC95yIt9fWkHelGEbhVEeBc9oq1e56s6GjwlzzUiF+r2vbBjxwXI/6CKYmOum2ffnoo/9LB7sFxpsLfccenH17f4ZPx3PsbO3Z+es/BF86ncrpcs6N1y4bt3FiTQ5DkujW3b7o9XTiYwGKizrrtH759WFTHf3PMKDBSy9YPbSMjEtxkZtZ9pxCUQhXt6+9/Yuw8BkIxckD2c5KzZvNTNKpJKwAAAydJREFUD27s8IVuhMAtM69ZCXj9nXc++PKRt1/96fO/fuSzj1fUrxF6jpxlXvl1I1OXiuzb31W3c8eW1uagQ8jXra+fGO/tOnrQjGaO9Bx/Z0S/l1isnCSQRVjH+rqG1+yort8iNkTf2//cm2v2hNy5k2/9PDqqt378gbqyB2EKXXzIRc5fHI8lA7+9Z41TKo9LuES5ecc/U/7r2MWL5yO5+hqqsU2HjH6+xRAQA87mez/7n6aXGpGZ/s69X+qc2uffufdLO/dOfS1/EAMtzQ99+T89VP6O90dLn127P9Gw+xNlm7S2c+9v4zXtOHy8/L7l3+WGlrsavnxX+ezy7hv4fn1iVdvuvnen0Sn95A++0x3PrNv71c+1u08/98ntO+967NE/cu647/4nHlkbYHyye9Nj/1Z84++/+NSe7U//6fdO7Pz6Y6KX+BndtaFW58bG//7VvX/1j2/EPY88cf99O5x/9Ohjd+3c/uB/+TUTvuerezfNHRN4/tT+ke6Xpbu2VEpYjK+8CdadfG+Mjew/hS6FbhQBisDqRmDJ6+xhfqgeH76gMG6Xv8ZTVoXy2ehwJJ6JyfWdlU6hkIoOj42NxTPEPxasWxMO+GSMVJN4l3j/hZFkMqtLLpe/qoa5mHY2B5w+kc3EJgf7h9PB6lYcbDPjk+PnBqNkUq7TV1lZWRP0YBLcHPfNJYdj6RRjb67xCWSx0dI2dyHLv9J3igBFYHUhsGReW11w0NpQBCgCqwCB62OHrgJgaBUoAhSBWxYBymu3bNPRglMEKALzIEB5bR5g6G6KAEXglkWA8tot23S04BQBisA8CFBemwcYupsiQBG4ZRGgvHbLNh0tOEWAIjAPApTX5gGG7qYIUARuWQQor92yTUcLThGgCMyDAOW1eYChuykCFIFbFgHKa7ds09GCUwQoAvMgQHltHmDobooAReCWRYDy2i3bdLTgFAGKwDwIUF6bBxi6myJAEbhlEaC8dss2HS04RYAiMA8ClNfmAYbupghQBG5ZBCiv3bJNRwtOEaAIzIMA5bV5gKG7KQIUgVsWAcprt2zT0YJTBCgC8yDw/wMSeCcwQKMkHgAAAABJRU5ErkJggg==" alt="说明: C:\fake\image5.png" class="fr-fic fr-dii">
A、10.0.12.1可以Ping通10.0.12.2
B、RouterA的子接口学习不到RouterB子接口的MAC地址
C、RouterB的子接口学习不到RouterA子接口的MAC地址
D、由于RouterA和RouterB的子接口编号不一致,所以RouterA和RouterB不能通信
发布时间:2025-08-20 19:13:23