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    <title>네트워크 생존노트</title>
    <link>https://wetbread.tistory.com/</link>
    <description>신입 네트워크 엔지니어를 위한 실무, 장애대응, 자격증 기록</description>
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    <pubDate>Sat, 5 Sep 2026 03:59:17 +0900</pubDate>
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    <managingEditor>성민 | 네트워크 생존노트</managingEditor>
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      <title>네트워크 생존노트</title>
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      <title>Packet Forwarding Process</title>
      <link>https://wetbread.tistory.com/entry/Packet-Forwarding-Process</link>
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Packet-Forwarding Process - PC1에서 Server1까지 패킷이 가는 과정

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PC1에서 Server1까지 IP 패킷이 이동할 때 PC, 라우터, 스위치가 각각 어떤 판단을 하는지 정리합니다. ARP, Routing Table, CEF FIB, Adjacency Table, TTL 감소, PPP Serial과 Ethernet next-hop의 차이를 토폴로지 그림으로 설명합니다.

Recommended tags:
Packet Forwarding, Routing Process, CEF, FIB, Adjacency Table, ARP, TTL, PPP, Serial, Ethernet, Next Hop, show ip route, show ip cef, show adjacency detail, Cisco, CCNP, CCIE, 네트워크 엔지니어
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&lt;h1&gt;Packet-Forwarding Process - PC1에서 Server1까지 패킷이 가는 과정&lt;/h1&gt;
&lt;p class=&quot;lead&quot; data-ke-size=&quot;size16&quot;&gt;네트워크 장애를 볼 때 가장 먼저 확인해야 하는 흐름 중 하나가 &lt;b&gt;패킷이 실제로 어느 방향으로 포워딩되는가&lt;/b&gt;이다. 이번 글에서는 PC1이 Server1의 HTTP 자원에 접근하는 상황을 기준으로, PC, 라우터, 스위치가 각각 어떤 판단을 하는지 정리한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 글의 핵심은 단순하다. &lt;b&gt;IP Packet은 출발지와 목적지 IP를 유지한 채 이동하지만, Layer 2 Frame은 Hop마다 새로 만들어진다.&lt;/b&gt; 그리고 라우터는 그 과정에서 IP Header의 TTL을 감소시키고, Routing Table 또는 CEF 정보를 보고 다음 출구를 결정한다.&lt;/p&gt;
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8vJ64403YmJi1qxZYypgPgrBli1bzGMI6cUyTVTVpk2b5cuXjx071ryBbZmcsI88wps2bSrKu64QJ3hRztPY2Fjzkkql5RXYYhDbgpYvP7777rt169aZ7n722WfmPwJVvjE39+/fn/d7O0cHDx6sWbNmjlsTys4io4I+6ptvvrEY2CRHx44dW7JkiXTbx8fHzs4uPDxcuphPnTr1p59+srGxKVStAQAAAMCKW4zmaMiQIW+++abFQvPwKy0tLTQ09NChQ+vWrTPPj6SpvaUbO3fuNF/+2GOPTZkyxRSa5D+hePfddy9fvizdVigU8+bNa9euXR4N+gRByN6W0CJZyOdcT6XG4sv8xIkTs8+n4eLi8sorr5gvCQoKym2Dzz//vPk84Aoj84FBzbvGq9VqUz/3vn37mgocOHDANLNQHv3oC/rGyGdtjxw5YlHGIviTyWQffPBBju+ogpo6daqUipoMGzbM/K55u0jz6b8EQZgwYYIpFZUolcpp06YJZX3CPvIIF/FdV4gTvCjnqcW89h988IHFUA8WClq+nJg7d+78+fNNd0eNGlWufsKpWObOnetXBLkNQFEmbt68+frrr0vtu2Uy2VdfffX111+bhp44cODApEmT0tPTy7qaAAAAAKxIhW8xmiMHB4d33nln3Lhx2VfpdLq//vprx44d58+fz2NKE9NEKxajWFrM5JNPCxcu/Ouvv6TbMpnsyy+/7N27d/ZiFq0RLRLA7Cxak+VH3m2aitjj/tKlS+Z3+/fvn2Mx8wlS8t5pjt3Mu3fvLpfLTV2nT548+fjjj0sNkaTMSCaTDR8+fNWqVffv35dmNwoJCWnWrJn5q6lQKAIDA4vyxshnbS1mFsrxmHh7e1evXv3OnTtC0WSP2hs0aGB+1zxTM8X0ksceeyz7Blu0aKFQKEphKNs8TthHHuEivusKcYIX5Txt27atqeGq1GCwZ8+ezz77rDSAQ/bHFrR8mV8E0tPTp0+fvmnTJtOSdu3amQ+sDKsVERHx3HPPmaa5Gzt2rHRWvvrqqwsWLJAW7t27d8SIEfPnz7f4nQYAAAAASkjlCUZtbW1dXFyaNm3atWvXYcOGubi4ZC/zzz//TJ482bwb7CNZTMki5WsFZT7K5BNPPDF06NAci5k62udTKbeseWRiYjGxe+3atfPTCM5ieEdzOX43lsYGNU2yZGoEaupH37x5cy8vr65du27YsEFasn//fumFMxVu1aqV+VilhXhj5LO2Fs8ut2/7tra2QpFlf887Ojrm88XKsWJyudzW1raEmijm54S1kGMli/iuK8QJXpTzdNKkSTt27DDNRyRt7bvvvvv+++8DAwNffvnlDh06mD+2oOXL1rVr1954442rV6+alrRp0+b3338vlrc3KrTg4OBXXnnF9CNBQEDABx98IN3+3//+d/369V27dkl3Q0JCBg4c+Oqrrz7//PPldqQIAAAAAJVGhQ9G89++KSoqauzYsdlbWXp7e9czWrNmjanPtYnFdBDmo1Lmn6+vr6me27dvf+KJJ/r06ZO9mHn8URFZNC00dZC0YD5PTt6ZYI6Dfkpt9EzB6PXr1xMSEtzc3Pbt22daK80vbx6MTp48OSUlxRTZmPejL9wbI5+1tQivc3uyppl8ilcePfQtmr7mVrFiby5alAaJOR7hIr7rCnGCF+U8leavf+eddyIjI82XGwyGg0bjxo2bOXNmocuXlZSUlO+//37p0qXmL0fr1q2XLFmS21lcIGU75mZuXjHKvvz+/fvmLZRPnz7t7u4ulG9zjbIvj4+PNx+ttRDPJTk5eeHChb/99pvpvVGrVq0ff/zRNJaoXC6fO3fuc889d+bMGWlJZmbmd999d/r06aVLlxbhOQEAAACAFQSj+ffTTz+Zh1/u7u7Tpk3r27evqeXgunXrssdA7u7u5sNKhoWFNWnSpKC7/vHHH4cMGSJFUTqd7vXXX1+6dGn2js+urq7mNTxz5ox5q8ZiUSzT0+fG3d1d6r0uuX//fo7Trdy7d8/8rqenZ0F31LNnT9N3eIPBcOrUKR8fH9OupWC0S5cuph73Fy5ciIuLu3DhgikdM+/+XLg3Rj45OzubT4AeHR3t4+OT4xTtQulydHQ0nxXqwYMH1apVsyiTlJRU/sP6Ir7rCnGCF/E8bd++/a5du9auXbtkyZJbt25ZrF22bFmDBg3GjBlT6PKlfBG4c+fO0qVL161bZzHP+LBhwz799FPaihbdm0YFesikSZP+/vtvoRzQaDTPPvus+XgXderUWb58uYeHh3kxe3v7JUuWTJw48dixY9ISJyenzz77rNTrCwAAAMDqVObJl/JuczR79uzhw4ebEo309PQcwy+LqXLWr19fiF37+fnNnj3bdDczM3PixInXrl2zKGbRC9hi3p5CUKvVQilq2LBhfmZVMk2RJGnZsmVBd9S0aVPzntEnTpww9aOvUqWKv7+/1OO+efPm0kK9Xn/w4EFTP3pvb2/z8Ktwb4x8skgbDx8+nL2MaXTU0mTRtdziRZEcOHBAKPeK+K4rxAle9PPU1tZ23Lhxe/fuXblyZfbRXVeuXFnE8qUpLi5u48aN5qmojY3Np59++tVXX5VQKvrTTz+ZZhZ68cUXhcquEJMvlZNUVHozLF68uHXr1tLdZs2arV27tkaNGtlLOjg4/Pbbb08++aR09/PPP8/xFw4AAAAAKF5WFIyaNysTBKFjx47md4ODg3N8lMXMKitWrNi+fXuOJS0aTFno37//xIkTTXeTkpLGjx9/9+5d8zIWwwV+++235o0NzZm39cujH3FoaKh0Q6PRCCWve/fu5ncXLlxoMf6jIAgJCQk///zzI2fUeSTzvvDnz583hZ49evQw9R/v1q2bqcyRI0dMve8tXtPCvTHyqVWrVuZ3FyxYYPHapaWlff7550KpM0UVuVUsMTExx6615U0R33WFOMGLcp5mZGSYbstkso4dOy5cuND8VxNp5u5Cly99/v7+a9as8fLyku62adNm8+bNzzzzTBlWCeWKh4fHihUr+vfv/+KLL27cuLFq1aq5lbS1tf32229nzJgxduxYaUo9AAAAAChpVhSM2tnZmd+9ffu26bZOp5s3b16Ojxo+fLirq6t5ySlTpkydOvXQoUPx8fE6nS4xMfHkyZNffPGFRUCT3dtvv92pUyfT3aioqOeee848Uhk6dKh5shkeHj548OA1a9ZERERoNBq1Wn3v3r19+/ZNnz69a9euOe7CYgabTz/99ObNm4mJidOmTRNK3tNPP23ep/j+/ftDhw7dtGnTgwcPdDpdXFzcX3/9NXToUPMgsm7dugMGDCjEvszzrLCwsOvXr2ePWc2D0bCwMFMTXYssrHBvjHwaOHCg+d2IiIgRI0bs27cvNTU1PT390KFDI0eO/Oeff4RSZzF7e0RExMiRI4OCgtLS0lJTU/fu3Tt8+HDz+dDLrSK+6wpxghflPB0+fHj27vAWvw04OzsXunyZaNCgwdq1a5s1azZr1qx169Y1atRIqLx69uz5yAab5gOMShMNPfIhFhel8vNczAcYLfRzsbOzW7Bgwfvvv28aVzQPzz333Mcff1zczxUAAAAABGsfY7RZs2bHjx833Z02bdoXX3xRv3798PDwr7766vTp0zk+ys3Nbfr06W+//bb5wm1GBa2AQqGYN2/ek08+aRruMCws7IUXXli+fLk0P4mfn9+QIUM2btxoekhkZOSHH36Y/100adLENEabIAinTp3q3bu3dLsUWv85Ozu/Z2RaEhERYXHozCkUilmzZhVuPqsuXbrY2NhILWFN4bJSqTSPotq0aePo6CgN7XrhwgVpAiWVStW5c+eivzHyX09/f/+LFy+ally/fv2ll14yL+Pg4KDX683bBpaCwMDApk2bhoSEmJZcu3bt+eefNy/j7e0dFRUllG9FfNcV4gQvynkaEhLy2GOPjR49+qmnnmrQoIGUq1qE7+bv4YKWLyu1a9fesmVLWdcCAAAAAICCsaJgdNy4ceb516VLlwYNGmS627Jly/Pnz+f4wCFDhjx48GD27Nn5mZo8bx4eHgsXLhw5cqRp9M9z585NmjRp0aJFUlLzySefXL169fLly4Xb/tNPP20ejJY+qZnhggULHllSqVR++eWXFv3W88/BwaF9+/YWwzu2b9/e0dHRdFehUHTq1EkaftT02rVv395imuxCvzHyac6cOUOHDrWYBd7cxx9/PHv27FIORmUy2TfffPP000/nNrypTCb7+uuvx40bJ5R7RXzXFeIEL8p5qtFolhnluNbNzc1ipp2ClkclNnjw4AoxwAUAAAAAVBRW1JX+scces2ipZ9KiRYtFixbl8diJEyf+/vvvec8Fkc8OrS1atJg5c6b5kqCgoGnTpkmhjL29/Zo1a4YMGWIaKDNHuc2C/dRTTz3xxBPZl1v0Fi9Rb7755vz58y3m9rHQoEED6WkWZUfZO2xmH67UvDd9bo8qyhsjP+rXr79y5crsc75LY8JOmzbt6aefFspCw4YNly9fbhod0pxKpfr666/btWtnvtAiUC5XiviuK+gJXujz1GKwCwstWrTYsGFD9erVC10eldvmzZv9Cu7EiRNlXXEAAAAAKKesqMWoIAjvvfde586dV6xYce7cuYSEBDc3twYNGgwaNGj48OGP7NAdGBi4d+/e3bt379+//9y5cw8ePEhJSbG1ta1SpUrDhg27des2ePDgfFZj1KhR58+fX7dunWnJpk2bPD0933//fSl+mjNnzssvv7xx48aTJ09GRkYmJiYqFAonJ6caNWo0adKkS5cuffr0yXHLMpnsu+++69Gjxx9//BESEpKcnOzq6tqhQ4cpU6YIpWjgwIF9+/b966+/goKCLly4EBsbm5qa6uLi4uXl1aZNm169evXs2TPvRCk/evbs+dlnn1kssSgTGBiYx6xNxfLGyA9/f//du3evWrVq165dN27cSEtL8/b2DggIeO655/z9/YWy06pVq717965YsWLXrl1h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85v5q5p5Nmu8b1og3fj3X/F/jMxvCHqDXrypFxfqjEv1xv/R68U1Op3exdHu6j93g89ebNPav9IM9vHIVqImy5YtS01N7du376xZsz777LMtW7asWLHCIug0nzI4P+WBcotTAyiK8ePHz5w5s169etKpZG+fNdilr6/vhQsXvvrqq48++igzM3PGjBnm8zLlaMeOHQ8ePHjiiSekLLXMde8csHLDtugHcS4uTgEtm056ISuurerp/tGbL2/avvfzb39NSU1zc3WuXcNn2JP98rPN50cP+W3lH3/vOexTreqEZ4bM/HKBUFq6dWqbnJq67s+dSqVi6BN9Sm2/QMXCpwKAE6c0kbpUstSlHJLFJaW7O9uVdTUqJOl9eejwibnfLqtZu0F6eqpSoTCGnll5qDEHlfybe/6bf0p3pKTz31si01JBMIj/b7ZT81hUSjXF//lvy85cfkqQZeWgDws9bKb6b0Zq/H/xv6yQVMgKRo3LxNmWHoanep3eoFAoBIPBxiZt3refVIJTVOoZlOPnvAEDBty9e1en07Vu3fqrr76qXr26IAiDBg0KCQlZt25d27Ztz58/P3To0Lp16+7du9f0qDNnzowYMaJt27br1q3LT3mgfOLUAIquSZMm0sT0knHjxs2cOVPqWPDGG2+YlqtUqitXruR9Ag4fPjw4OHj9+vVt2rQp0AkLAEXHpwKAE6eUkbpUptSlfIpPzqDFaOFJieKdO/dS0tIexMRoHn7neZg0Zt37t2Hmv002Tfezd7r/b6pp9lApJ82pN74xGTUnpa//Pipbl3jz1qhSLvvwdlY5s5z2YVGzbvTGWwqFQq1O1+sTTb/hVFbXrl2Tbhw9evSzzz5buHChIAi3b98WBKFBgwZip7969QRBiIqKymPK4EeWByocTg0gn3777bdZs2aFhYV5e3s//vjjU6ZMkZY/+eSTsbGxS5YsuX//foMGDT766KO8txMSEhIcHNy0adMcU1EAKEN8KgA4cUoCqYuVpC5li2C0yEdQqZTL5UqFXCcOhSuljFILSwv/LjRmlhbrzcPSh0v+87//TUzFLPTfh5hiTYuE9N80NFtPfFnu5bMqaVbwPw+WyaSqyGUypVKp1z9iNLSKO6K8qcXNtm3bqlSpEhwc/Nprr506dUpamJaWZpx119H0r3lroOxTBuddHijnODWAoujcufNff/2V46rnjXJ7oEXbT4uf3B5ZHgBKAp8KAE6cUkbqwklXoghGi+cXDHHgTb1eDBMNgt64XCGXW6afMoPsP+mnZQpqWT6nFqT/Pthybicxj314M+v/TaXFVVlJp+lhD8ubZaZS+f9mpg+3IBP0ekFv3Ku0Uif2stcLBunpVlo3btyYOXNmcHCwh4eHIAhxcXHSchsbm8zMzPT0dCcnJ2lKJdOYcTlOGZx3eaDC4dQASllCQsK2bdvc3NwGDRrEwQdQrvCpAODEKVGkLpxiJYpgtHgYxKmK9IKYfGaN2JmSkvrv3EYWmeR//sneKNSibahFXpq9BWlWm9GcJ2iyWJO1TGawmH3+P+1H/21nakxUs5JVO1sblcrGOOCoMVSV6yrfvGjZ29pMmzbt7Nmzixcv7tixY5MmTUzLvby8IiIiwsPD/f39w8PDBUGoXbt2HlMG51EeKP84NYAy5+bmdvny5bKuBQDwqQAoDD5OFx2pC0oIwWjx0BsZp1kSW4/aqJT9H+tsZ6syZqMW8yflkYL+p0AOd3Ja9l//6TufbQL73Ge0zyqfawGFQhFyNSz0RoStSiVejwSDTC/Po/aVRkhIiPR1dMOGDebL27RpExERsWjRoo8//njx4sWCIHTq1CmPKYPzKA9URJwapck4CZ5pDj3xz4pCHLwlZzq9PjFVLZPJktIzUzPUCrk8LVOTnKmRhryOTkq7G58il5mGKDLI5XJbpUKrF25FJ6VptIIgONgo63q5KBSyTI1Wr9eb/nboDfrq7k5eLg7G2QMFZ1sbB1sbnV7vaKdysbc1GAyujipF7oMf6fRZlTf+qRR/MTQb7hpA5cTly0rwqQDgxCkFpC4oIQSjxfrbhUim1ekcVXb9+nSKvBfzn4ngCybb4J5mMWQe3yVNO8wpji1MZWQymVqt8a1bXSYTLl26bqtSGvR6Yw30xoanlVz16tXDw8OHDBnSuHFj8+Vjx47dunXrNiMxR3BwMA36tmzZMkEQnnvuuXyWByoiTo2STBDEK7lcbjZJnilBFP9XvKnR6qKS0mOT0h8kpsWmZMSlZCRnaGOS0pJSM7WCkJyhlxkMaVpDaobGRinXGuRyOxe9TitXyB1tVcYNax+OFi3Y2Cgd7WyMm3UVjKlmql6Ivi/+9JWSrlMbo1LT1Hz68ITUzGi9Ti9XKPUZSUqZXqPVO9rZOChlBpnM2U6uFAQXR9sqLg7OdkoPJztPJ7uqrg6eLvbeLvY2SoXZn7b//PUwGH9TlJ4kgSlQEXH5svLLF58KAE6cUkDqghJCMFo8DMZBRg3GL68Gg04w6OPik86cu6p/2I2+4pLJZGlpmXq9XqvRilci8T+DYDDIZTKZXCb82+yocpo5c+Z7770nl8u/+OKLIUOGmJa3bt167ty533777d27dxs0aDB9+vSaNWvmMWVwbuWBCopTo7gYDOLwzdIgLAq5LCsOffiXQ6fT63T66KS0mw+SbkQl3o1Pvxefci8+LTlTrdYJCrnSIFPY2tq7uLkqVY4u9h72TnK5XFZFLo7rIrbeNMaZNgqFSiGNqyJTKBXiv3K5SqkwCEJapiZdrcnMVKelZySnp0m/nynkSlcnW3s7O1uVyslOpVLK1VqdVisNn2LQanRSfdU6g0YnLtQbBLVOLxNkGuNfwlSd/l5SZvr91LSUe+rMdJlBp9NrVQrB2Vbl4+7g4+5U3d3ez9u1blUXLxcHhUKuMDZ/NbWBNRjE2Fcm1l2c5c9aQwagAuDyxeXLhE8FQCFw4hT47w6pC0qGLC4p3d3ZroS2XrnpdDqFQrF+w9ZFi/90dnLPyEwXv8HJZFqt1s3VZfKkMUdOXDQ1gam4ZDJZenpG29ZNboVHrN+4y9XFSSf2rBSXy8Vv3el/rPulrOtYjkybNm3Dhg1ffvnl8OHDy7ouQDnCqWHBOF6z2MTKou95XEpGdEJqdFJaSGRcRGxqWFRydEpGaoZBrpS7uzg7OTq6O7s4OTo429vaiA/Uy4x90sUMVAwSxRhRrxd/nTN+djTo9Aa5XNBlJZni4NJKpUKpkCelZd6LTdTq1Eq9RqNOq+1h17yWZy1PJ7lCppTLopMybkYlhdxNSNUq5Eo7tUHh7e7i6eygkBs714s/+GW1IFUoZHq9mGmKv5MJgkIQ80xpXzqdQaOXOs+LCadGr09Oz0xJTYtPTkpJTY1PStaLTU1lXk52vt7OtTwdm9b08HJxEJuXOv9nYjpd1jA1JKRAecHli8tX0fGpAODEySdSF1KXkhafnEGL0eIgE8QZ2k1TLenFbvUGg0Gj0VSOYFSt0eh04hdtfdZTMw45ZxC/BMMcUwYDOeLUMEUJxt7rWZPiGf8Thw29eDs2PCrxyp3YsKik+HRtXKpW4eDm6mjvZO9craZXXZXSzdFBZSMOYyKGksaBRsXAUa8TBDGXNAhCplb8vSprD8bIMmtQUplg0MvFxphidCnP1Giv34mOTUiq7mZT18WmjoddgF/tBtU9cnvfxiann7h+7/r9lKiU+ItR93UymzreVdydHB4+FYNeZ/yToBfDT5kgqB9OB2gasdrYFFT8TGtjI3e0sZO52hkMnsYOB3K1RpuQmpah1t5NS78Wrv7j0i1dWoKbvaKqs01DH3c/b7d63q7+tT0tgmOxy4JxDxX9bytQgXD54vJVvPhUAHDiFAapC0oMwWjxMH471Bm/6cpMI1/otNrKEYzqtFqp/7zeILY7Eudekr4TG+R5zOdkhZgyGODUyE4n/lJmUBrjSWmJRqO7ejfu2LX7524+CH+QnKY22NrZV/Wu7lXN21Mpt1PInOxUNiqlQeqrbjDo9Pr0zExT1mg2UV5WImm+RvqVTmWjsFEqNDp9Sro6U6NJSU29Hxvn7aQIrF+1gXe96u4Otaq4So8y1u5hUPtws8aJmgRPZ/uBbXwFQUhMzbgdk3wjOuX8rQenQ1KdnVyqursplUpHW5WDrY1er1drxWeZY8NOKcoUdGbRrfFPiFwm83Cyl8lkdb3cZQqZRq1NyVBn6AwZWn1wTPLfl0MzM9IdVLJ6VZ1b1a3aqWG1xtU9bGzExqnSZrU6sSVpHpNQASg6Ll9cvkoCH5gBTpzCIXVBCSEYLQ5iZPhwVnqZ2O9PnMbXYNBWimBULpNpxaavOqljpl7/sE+mIMitYFZ6ACgc6VckmUwaPVOm0enDoxOvRMQeuXbvQkRCfIrGw921RrVq7do0cVAp5IJepRRHJ9HqDVqtTqPXq9MyTCmjmADm42+J1DHfVmWj1wvRiSmxiSkKmU6my7CXabvVr9qxb0tvF3tblY1UWG8Qs0WV0jjJk+W2pUat4i0x8BQEV0c7f0c7/zpVB7WpnZqhuRQZv/tixN0YjcreUWOwsbe19fFwcVQp1VqtRqfLvrl/t2uevhq7yYsxsdgjwSCTy+1tlc5KhVIuq+PuoK5TRS/I09S6uzFxm87f/+3AdXcnmxa13Lo09GlSy7Oel6uNsSWqlOoaW8RWgL+1Z8+enT59+pUrV27cuGG+fNOmTQsXLoyIiKhTp857773Xs2dPafmJEycWLVp0+fLl5OTkmjVrjho1auzYsfL/NqF95MYzMzO/++67zZs3x8bG+vj4HDhwwLR8wYIFW7ZsuX//frVq1QYNGjR58mRbW1uLzRZLHSQZGRldunTJyMg4cuSIm5tbcHDw559/fvnyZXd39549e77zzjtubm5SyeDg4P/7v/+7evWqj4/PG2+8MWjQoHwfYxQPLl/ZWfnlCwDKHqkLSgzBaPEwxoXGr8Bif3OdsTe9OBxGJQhGDTKZVnom4sdkMRUVY1/pSUkjzQEATNdMY6ZgnDVIZpzxSDgTFn3k6p1j1+7fSchwcveu6urSonENbzcXpUJmnKxIpNMLmWpxIqOHSahxtM6CXGANgkGpUKakZ56/EakQNDVcbZp5KutVdezapKG7o51Fl1hpUFCVUvzqLhMM9qocPgzoDYZ0td7RNmvMFONPYjKFQuHiqOjcyKdzIx9BEE6F3jsbHnM/JSX0ZmxipqGmV5Vq7i7SyDL5qbopDjDIpJ75gkatU0uPlQlKucHVTuFey8u/djWtzhCVkBSVmPzzseiU7RdruNl1alitS+MabX29THsyNlktv39yhwwZcuHChezL9+zZ8/bbb0u3Q0NDX3nllU2bNjVt2lQQhDFjxpiKXbt27dNPP42Pj//f//6X/40LgjB16tTdu3dLtyMiIkzLP/zww02bNpmWL1y48N69e3PmzLF4eLHUQbJly5aEhIThw4dLAeizzz6bmZkpCEJUVNSaNWvu3r27ePFiQRDu3Lkzfvz41NRUQRBu3br15ptv1qpVq1WrVnlsGcWFyxeXLwAoz0hdUEIIRouH+K1WpxXEljcyvV4ndjkXKkuLUbk4nZRB/GHcOHKqNFAATUUB4L8MxknkxS7zxuv+3bjk9cdC912OiEs1eFevUat244YNlR7O9gqZOMm7RhxsRXyUVNg4vVARfmgSu+or7sfGqXTJT7f09PVyrOfl4uKQlYdqdHr5w17n4t4MsoQ0bXicOjxeE5uc3ru+o6+Xs94Y5ppvUq/XHbweH5Ou8PVU1fNUeTnZ2DwcV9pgbEmqkMvb1fdpV99Hp9ffuJ8QlZRxOiz2xp2kWtVryI3DUOdf1lP/9x9jBYwhjVYcmkbsslDN3bl2VTedQR+XXCspQxsUEbv+xDEPR1mvZrWGd6pf3cNZqr9YsXLZwT4+Pv6NN9749ttvLZYvWLBAEIQPPvhg9OjRP//88w8//LBo0aK5c+cKgtChQ4eXX365efPmdnZ2K1eu/OqrrzZs2JBjKJnbxg8cOLB7924PD48ffvihZcuWt2/fNq36+++/BUH4/fffO3XqdPTo0RdeeGHnzp3Zg9Gi18Fk+fLlgiCMGzdOutumTZtPP/20Zs2aQUFBL7/88unTp6Xly5YtS01N7du376xZsz777LMtW7asWLGCYLSkcfni8gUA5R+pC0oIwWhxtenWijPnGkdY04vNK8XoUKerDMGowSDTaTXiMxJv6/WmyZekBkQV/NkBQLHQ6cWgUKmQp2Zojl+/u/rw9eCbcVU8PZr6Nevi4WKrEBQKRaZGm6nWSgN6WqSQRSWTabT6VrVcxwTUl8mz8ktxSnpjJ02p22aKWh+fpouMV4fFZd5P0uj0gkYvKAyarDFAc5Kq1t2I1d1PUh+7KXO2lftVsavnqfJwULraK6RtSntRyOUNq3s0rC50a1z9ZFj8/vDMrM74xfPMTIOK6jRanUwmuDjYVnV1rFvFKbNhnbtxSX9dDl8adL1NXY/RXRt0bFDd0c7G9HII5YnUhz17bhgaGio1zLS3t3/55Zd/+OEHU0S4atUqU7Fnn332q6++ysjIKNDG//jjD0EQ3nrrrQ4dOgiC0LBhQ9Oqxo0bnz17NiUlxWAwSM0zmzdvnn3LRa+D5MyZMyEhIW3btpUaw0qZrEqlSktLS05OFgTB399fWn706FFBEF566SVPT8/x48dv2bLl7NmzOW4TxYXLF5cvACj/SF1QcghGi0NWr3mt2DdRbDGqF9t4Cwbj5EviwKNCRWaQy41NXx+2FjWIrXgK2BgIAConqd+lsT2mPCE146/gm+tP3IjJkNev4TO4RyN3ZweDwaDR6NRawaDViUONGvuwF381xJFMhbhMxd7QNB9npauDwsVOYauQpWv0qWrDgxTN/WTtvSRNlDEPVSgEhTgtvGCnkMnESuVKIZPZKQWlQpw5KTFDfyoi9fitFA97ZTVXmxquNtVdbJxs5Q4quUZvSEzXpah1MSm6f2KzWp4W+7OUGtUaxKas+rRMtTjYgCDU83L19W4dn5wWfj925uaQKnaXhnfwe7xNXTfj6AFi53qzaLV8cnd3T0tLW7du3YgRI/78809BEKKjo7MXk7qZd+7cuUAbP3/+vCAI3t7evXv3TkhI6Nev34wZM+zt7QVB+O6776ZMmfL6669LJQMDA7/++uu8t1a4OkiWLl1q3lxUnB9MpfLz85NuP/744x999JF0W2rW2qBBA0EQ6tWrJ/W1L8Qe8Uhcvrh8AUBFQuqCEkMwWgwMxkaiOp1OJhe7K+r0WnGqInHyJbHpaDn/SvZIcrn4RIwz0Qtic1ExIZUmFyYcBWDVxLaWBnG8EZ1ev+zglaUHrqrldu2aN+7q4WivspXah4q9xI1/BoprROasad2NTNuUksgMjf74zVSVUu5gI7e1EUc41egMap0hJVOv1RtUCpmNUq7KGmZU2pSxXnkxjv1pbP+pkAlK4xNJ0+ivRmVcuZ/hbKewVcpUxoFUM7QGtVafkqlXymVKaWhVsyqbavzfvvKFIW3BtAm1VicYBGd7u3YN6zSvWy0iLnXBvqu/7rn8XI/G47o3UcjlxhG/LUcJKFeeeuqpBQsWfGrk6upqY2Nj8bEhLS1txowZmzZt8vb2fv/99wu08ejoaBsbm+nTp9+7d08QhHXr1rm4uEgb0el08fHxppKhoaHJyclVqlTJcTtFqYNUjZ07d3p5efXv3z/HAsHBwTExMV5eXtK+BEFwdHQ0/atWqwu6RzwSly8uXwBQsZC6oOQQjBYD8TufwZiBGr9n6sUe9FktRnV6nVwmr9D9zQ0GudT0NasnvZSNik/JYHzmFfm5AUBhZQ3KKRP2XLw9Z0twst6ubbPmvt4eCqVcozU2aRRbZRbnFVKa00khV5hyRmlaPFOOJpfJHG1lBoOQrtWnaYyDnRhjWTsbse++3jj8icEiT31ELipt4d9SBkFQyGUOxuhTozNkao0/mhnTYZkgONrKjeOC/lth8XOGOOKnGLDKjAfNOJVzsf1iKI3MqjcY0jLVCoWifjW3elXah0XFLTocvvbo9befbNPHv/a/L1a5NGXKlNTU1C1btqhUqo8++mjy5Mne3t6mteHh4RMnTgwLC2vWrNnChQt9fMQ5r/JPqVSmpaVNnDhx+PDhf/3117Rp07Zv3y4lmx9//HFERMS0adOeffbZZcuWff311zNnzly2bFn2jRSxDoIgrF69WqvVjh49Wqn8z8fOGzduxMfHL168eMGCBTNmzNiwYYMgCDY2NpmZmenp6U5OTlIff6mJK4oRly8uXwBQ4ZC6oOQQjBadzKDXazSZWm2GQqGQyxVSdGiMDcVvguJv8tKsw9laWFaIKd0N8qyEVxpjNGvyJeNXXOlLLwBY55B8McnpX246uf1idOfmjZrX9bFRyDM1Wp1aLzyc6agYKeSitEx1XHK6KdZ0c3KwtVGIv1UZL8ji1Vkc2FqmNHYgl37AMs1EX4i2mlJwmj0+la79CrEZ6cO/Y8YdSDWRy8VhZYzpp0wvCAnJaVqdzpiNGuxUNi6O9tLI+cX4B0Tam8FgUKu1MkFoVL2Kr7fHpZv3Xl92YqB/+HtD2ldxti+Ho45KbGxs3n///enTpwuCIE0f37hxY2lVdHT06NGjY2NjX3311alTp9rYiMOnFki1atXCwsKGDRtmb2//+OOPT5s2LSEhQVp16tQpQRDGjh1rb28/bty4r7/+OsehPIteB61Wu3r1aqVSOXr0aPPlarVapVK5u7u//PLLCxYsuHr1qrTcy8srIiIiPDzc398/PDxcEITatcV0G8WFyxeXLwCogEhdUIIIRotKJpNp1Ork5DiNWq1QKpRKG41Wo9bYGcQZWuP0Br2NjUphpFQoH/b/M32JNY7ZKflP48tyFJjKDQatTmdsK5r1vTtrziXjTzZlXTuUOL3BoNHqXlmw806qzMM4YKIVHnSlcZ4Z8QSQOh9mO0ONIx/K7sbET+zV8NmezY3T0ZSjsxjFS6vXK+Xy6/fiX/xpt42T1+je7au4OKertZlarZQIFjuZTB7xIO5edHQVB4WPu33WRPaCEBoWGZumq+ld1d3ZWalQONqrbBRyjTjlvfhTluxhW9Jcq5R3i1HjuW7RYjTHUtIPfwqFXKVUGgQhLUOTodakZ2befRCjzUxr6OPiqlLo9YJcLiQlaY5cS3Zzca9fq5p0WhUj40ER/8nUagVB1rZBzTrergcvhj89Z+uiV/o28HGXXjih/Pnoo48+/PDD8PDwWbNmCYJg6m/+zTffPHjw4NNPP33mmWcKt+V27dqFhYUtXrz4+eefX7t2rSAI9evXl1Z5eHjcuXNn8+bNTz311ObNmwVB8PT0zL6Fotdhx44dDx48eOKJJ6pWrWq+/JVXXvn444+rVKkiDT9ao0YNaXmbNm0iIiIWLVr08ccfS6OadurUqXC7RnZcvsxx+UL5xGdvPnsjO1IXlCiC0eLw8CujQTBotRqNWq3VquUyITz8WkxMrL29g1KpVNqobJQ2KluVra2drcpWpbIVl9nYKJXioG3Sl1xj5CgNhf/wK2k5SEgfTr4kfXrMikelaLesq4YSp9cb5HLZH0evxuodH+/a2CCUUOxTMKX/zktIzdDpDfYqG0c7lUrsKK2TTtT/9C+WCdGJaYv2HH88oL6bk615B2dUJnq9QSmXH/nn3gs/7W7ZuHFgcz+dXkhXa7PGES0BMuPM751r23Tt3crZwVZlNoSnWqtLTFMfvX7/6D8RaVq5XOVgkCm93J29XJ1lMkOmRmztb4oLc9n2I+qcd88GqXe/SmWjUCgSU9NvRsUbdFq5PlOdkdaomtOIPvUaVnMVV8rFDv7GUEb8oeXS7ZiD4WpBYf+wSWsxk069dLXW1dFpSGf/oEs3Bs3e+tsrfbs08pGuaUI5s2nTpvXr10u3mzZtOnToUOn2nj17BEGYYWQqfOPGDUEQhg8fbjAYpL7neRg/fvyGDRvmGklLJk2aJN0YPnz4d99996GRtGTEiBGmVaaNF70OUvf85557zmL5sWPHevbsaV5V6cbYsWO3bt26zUgQBAcHB/Mpm1AUXL7McflC+cRnbwmfvZEDUheUGILRYvDvtBIGgyyrC6HxrvGGGJVq1UJ6unFGXSkFFYeeE1NRMRe1UalUdrZ2KjEttbGxUdnYKKXZ7Y3DsUlNSh/2wpeV1RijGuMYo+Zd6cVOkeV8RgsUkXGAQlm6Wrv8wJV2bQJkgpCp1pR52CcTxIZpYjVKp+2qTG7QaRq7ae1Vssi4hMgofYZB4enibCdmPYJaK54XEoPB4O3uWL1WvWX7L059sp2xR3NpVBClTC6XXbsb/8qv+1o1adLD3y9To9cbxGn3cixcPO9Rmfg1qXGdGu4uKpv/tne0U8ntVDZD2vkNaecXn5px/J97YdHJd5Kij92+I1eqfKtXdXd2yBrr8+Hl+z8pqVl7UvOxQf9d+rC02W8ABnE6+Ky/UYJcLs9Qa0Nu3U9KTvJ0VFR3sanjYRfgV9evmrvlkzBuQiUXVEpFLR8vr8SkuFQpTS764clluTgXos5gkPdsUV8mk73y676Nbw5sWN2yYuXBnDlzPv30U61W26tXrw8//NA0EKep23t2+fzppWHDhj///PPs2bPDwsKqV68+adKkPn36SKtee+01Ozu7tWvX3rt3r3r16iNHjnz++eezb7yIdQgJCQkODm7atGmbNm0sVv3888+fffbZnTt36tSp89xzz40cOVJa3rp167lz53777bd3795t0KDB9OnTa9as+chnivzg8sXlC+Ucn71FfPZGbifIwxukLih2BKPFQJxUwvBv6xvTWKJ68ftyVmf5h7NwSMmo2ARHq9PqdNpMISMla/oImdjdXqlUKpQqW5HKxkb6VyZXSPNaiM02H/6XtbeSZzAYdDqxfZx462GjVuMTFmfyKA9tWlFC9Hq9QiHfcPiKratXVVeHDI1WzAJzUToNJMU+FDp9XFKa2A6udN564qwyQjVnJ79qDn39nRJT0y9FJpy+Gf8gRS5T2Hq6OBo70WfVTq3WNqnrs+PEqRf6tXS0tZGmvkElk5yheXv5Id86dQOb+2ZqxB7rOaai0pAjKmOKX8Q9GgRBpRT2X08+G6n0dFTUcVfVdVfZ/3ekR53e4O5oN6BNPUEQ4lMzbkUn3k3IOHfrwdGwZGcnZ29Pd3uVrZ2t0tFOpdPppZ7m0jjRKrHvgso44p5lPeVyuUIcASYrvtQbDDYKhY1SodXpUzLUao0mMSX17oNYF5W+SwPvxtXr+Lg51KziIj1WmqLP/LlrDcL9JG14nPpekjY+TavWGexVYr/7Ih4dgyBodTqdPudf6aRhVjM1usDmvumZ6reXH1o5dYCzXYFHySxGUltLC4OM8llYkmM7zRzL9zTKvlyhULxklPfGi1gHqZt8jk0+AwMDd+3aleOWczsgKCIuX1y+UM7x2VvEZ2/kgtQFJYdgtHgZE0Px25nU41wnTk9vEKeYkMsMuqz5gY3xqFyMOo1JkrGFqZSVGvQajdgTPy0jXdyMTKZUKOQKhcrYmlTsg2+rEoNTY04qBpXGlLJUJl8Sn4jUYFTQ68X/M35NNq4n+KmcxMBCLkvN0Kw59E+7tm0FufE9m72Msf2m1DxaZ5z5pQTrJO5CsDOk+1VT6EqxO73BIKgzU4LDU1MzMtv7eVVzd+rjXzP0XvzZ2/HXY5LsHFz+bUxnMHg62jl7eK8NCnmhXyu9QWycUnoVRanYfDI0MkU+pl096feiHH8PMBgEW5WN3mCISUrLVGuKusuHe7hlnK9IKRdndqrioKhfxdbHxcbHza6Ks61KITf+ciWele6Odu717FoJwmMtaqZkaM7fjg26cvderFZh46CV2Tg52Neq6qbXi3+f5IKgFuR7QtMaVtV5OChcbLNmJ1JrDQnpushEze0kvUohfgoVZIKjrSoqITU2KcWgVaszUt3shE6+VTr3buXuqLJTZUWN0uxP4uRLxqtFfJrmXkL63YTM24maiHh1hs6ge/gU5MXU5lsul7k7OTjb26ar1Xn9vGcwdGtWb9X++M0nQ58NbFIMO0Y+JCQkbNu2zc3NjZSznODyxeUL5Rmfvf89FHz2xqNPF1IXFCeC0WJi6j0v3TFI4aixyahOjIr0ckGmMyahRgadsS1Z1vCiWW1IH/agNy4yfjvV6XU6vU6jVqcYg1KFTK5UKsSY1NbWztj1XqFQysUvslkNOktiZFKDwaDVaqVJZ/RiI1hxzigxDRC/AjPMaKWlN04ftPtsmMLJo6qHozpTa2qQZXzZDWJoL5erdYa45PTU9NSk5FRvT1cPFxdjQ7mSGmlRb9C3rFMloI5Lti6/JZk/GtNNmUyWnKENjUquU8VRIZfV93Gv7+MedD3++K10W5us8ROlBuP+fjXXHzs9oltTJ3uV3jgCYwnWDaVu5aGrzevUdHNySk7PzHGWc4PBYKNUhN+PiY+Pq+lu5/zviKCFZZoESSFtXzDohdRkw5lEQS4T6ns71/dyblzd1dleJe1KmoNeLK5QuDoqApvUCGxSQxAMZ8OiT92Iik1POvdPbN0a1V3sbcV+5oKQlKE/cStNDFVNg0fLxD9BcrlgbO+a1Vz0fGiEozyzoadtbQ+HTo3qezrbm9fR+DOA2ERUbqyEXm+4EZ10PSo55E5iUrpGpZTZyGQqQXwK0riixfLXQ/w7pBPCb0XplfaNalfPo0+9Vmtwc3JqXsd75aGrBKOlxs3N7fLly6W3PzwKly8uXyjP+Oz9Lz57IzekLigZBKPFwPz7nfjLxcPOgVJXejFGFASZOOCgXGYcEEMitrrMui1ICw0yY/uyrKmYpKz04X/it1QxZM3U6DMyM2XJ4hKFQiEOSqpS2dnZqVQqG3EeJ2nu7P9GlkX7Vm4QDDqxaZFBrLugMwhiq1HzEQNQ+RhnJBAyNdplB0JaNm0hF+OXfyemVinlekGWnK5OTElUCZqGXnbdO9TycrEPjkw5divTzkZRcoG5jUJxKUp9OSrmPydd1mTxJUguk6m12rSUhJ6NPOp7O4stodK0R2+mhD5Q2yrlWT9YGn/P0Oj0Xu5OLh7V1h268kK/luKkZeSilcu9xIzObapkarUKec4/AchlskyNrnFVmy7t/ap7uDjYKkvu3WkwGNRanUZvUCmNoalR1h8PszJ6sVearLWvd2tfb71ef/5m9N9XEwVHe7le7FOvkIkBqDSY9b8/a/z73AwKhTIhIaFPA/vuTfw8jIOWSp33TZ0gso8nIJMJ3q723q52vZtWM268ZE4D4+ir9+OTL0QkhMRmODraG+cJzIFCLk5V36BGlQvXcu0YDlR6XL6k48DlC+UQn70t8NkbOZwm/7lN6oLiRDBaTCxySONdqcVoVudi8RukcW4m8eun1HRUbB8qjbFtvCFlozIxcZRSUmM6mjVAqTGLFP8zTuhi/Aqr1+r0Gq06NS1VJpMp5HKlOCapyt7WXpy/ycZGLCv16JcGOX3E3MJ5PDWD3jjGqNnsHdKzlXptohLSG8SgZMeZMI3SuUYVl0y15t9u9DLZ/YQUtTrdx0netYmrf213N0f7q/dTtl6KvRGbmZKhLfH2m/9taiYOv6hQujjaij8dlNw+ZQalXDa6Y+0G3s46veHC3bSTt1KTMnS2ymwdqWXiLwktGtTeeOzEyG5NHO0YabSycbS3q+flmpCuz3VQXePPCH4+VRvWcCyFVNzGLBLNpT7SL2ZZf5zkcnkL32pRarsr0RqVQiYGiQaDUhzhWprVTCwkDp6i02t0OoNe/Kul0eqqezh3b+7u4aAwDSkstSXNo5Gmi704dGmJkwu1q7rJbJwiMxLUekNu1wHxj6leX7uqq2Pp1Aool7h8cflCucVnb0t89kaOSF1QMghGi4l565yHd8UEUep6nvVNOSsHlYYWlSarMbYXlZYI0jdNY1Iq/WvsnytFpVmp6MOmacbSWZM9GfcpfonVqtPTUhOEeLElqUpMSMW5m1Qq43Cmxsl5s5oDyQrclV6c2UL/76T0xlnpxc6cdKWvrD9Zy8Umb0v3Xmzdso1MIZPpspqLyuSytNQUfy+hg1+t2g9nWbl0O+bKvUSdXqjvKsjdSiEI+s8u5DIhQ6O5myaTq+xKMKk3CEql4vDNzEvRujS1LipZa2cjd1DJpTm+/1s5cXooL3dHW5eq20+HjujWVKc3ZJ/WBhVXukZnI9M72SoSM7RiV/rsY0eIkxTJz95Jv52g9nZSOqjkNkXvTZ81F4FpLngx0LzzIP52VKyHg7JLI5+6Xi7/rcJ/J5Q33ohL091L1t5P0txJ1CRm6GyMw5KKnd/ligeJydHxSYlpGRqteLY729u5OTlU83C1t7XR6XRKuSxRbdh4MbGas42Pi6KGi8rLSUxRzaqWFbxmTXBvPCRxKRnnb8ZcvhPv6uxcz6eKo53KOBmhGMTqcmnXWQipan1cmnhK6g0yhdT7IttxMw5PrHext5Eb1KkZ4nxZgHXi8sXlC+UTn71zOih89kZOSF1QMghGi5MpI5FGahP70RuJi6Q8NGuSpYdz0z/sWZ+Vg2bN7J3VjPRhKpo18UXWjaxZdh/uSFryX1qtOIVTamqKTCazUSht7ezt7exsbe2USqW4GeM4oVLJfDUiNbZNlSZ6EhvAGv8R5FljmqLyMc4VJmw/fSNT6VSjirNanTW6qEwm9hOvW9V5eJuqpp5oUQlp9vYOj7epIr6tjFMFlkIFLe5navXbL8UlZBqUZjPEFzPjiZKcqbsTm5SUkmynUsmU4pT0tkqlQTBotcaZ1czL6vWtGtZdvv/M4I6NVEqFdGKXUNVQymLTdGH3Yzo1rXchIjmrQb8F4xIbhSw+TR+dkvmw1X6RGATB1kaZmqnJUGvTMtIj7j9Q6NVt6ro39nGp5mrv7JDVCtI4umjWyBcSnUGIScmaCz4hQ5eUodfo9CpxgGDxbJXL5Zka7ZWwsBousu6+7h5Obk62Sp3e8CA5Iy5VfSki3MbRw7d61UyNVin+WGK4/iDz2gPBxTbD2VZe1UlZ211Vx91GJQX/WT8HGg+Acdd2Nsqank4KheLqvYTl+y/cTdTUrlbV081VqZA729saZ38y/r5XFMaJ7xUyQakQh6ox7/9vXkbKbGt52B0PuR+TUZITxAHlG5cvLl8on/jsnQM+eyOPU4bUBcWNYLS4mL74/ptYSlPSG+dzf9hfXppbyTwkzfo2J40tKt79d1xR46ikUos041RHxvJyQWb8WmecGN7Yr94y3My6UBhjVkOmOjM9Mz0xUVAolLa2tg52DnZ2dkqlSi6TGTNOU9sZWV7z+Ypd6cW9PmwBqxMnkzLoxNY5xXYAUV4Yg3ph6b4LrZq1VIghqWkUQUGlkEWnGtadje3m6+zjKmYx6RrdtrN34jW2bs6Oxt8ASvAdIc3ZohDns7bci0opt8+aFrsE967W6bvVd+vqVzsuJfPsrfjTtx5Ea5WOjo4ezg5iB3pxJN6sU1yj1deo4nzexXPz8X9GdGuq15fQfFQoAxqZ7Yl/7nRrVq+OhyoiXi1ep3Ppvq1UiPFojtlpQckE2a2o2Mz0ZG1mWpPqLhMGNfD1crFTKU1nnNRIU2rabTAIiRm6hHTdzXjN7Xh1ilqvNf6epRB/KhNPFuO4KGJJuVym1ahf6FY7wLdq9omkktPS/7qcEJ2pVxoHdZHLBXvj36tMrSFNo41K0V6NzrRRyGq62tRys6nmrHSxU9gqs+qjNwgOtsoGPm4NfNwCm/hotNqkdM2J0KjDVyMStLJkO6caXlWd7MTfFYp4ZKTQWUqEczpu4jA0gsFQ28NGIQgn/rmTIbMt4h6BiovLF5cvlE989s75sPDZGzkgdUGJIBgtBpZjDJrmBTY2GTV2Phe/f5qNImoekorhonHeJXGReMuUd8pkgk7qY5+1VXH5v70ApSamOdTn35mFs2bhEO9otWq1OiM5OVEuV9jZ2trbOzrYOShtVMYaiJXM9dmJbUzFMUal52MwiLfFGS/EFoK0Ga1spFnUd58LVyud6nm7q3U6ixhSIRPuJ2s3X0poVdOhTU0HXy+XqY+5bLv4ICzBYF+S0y5J72m5TJaWqU1Rax7GpA9XlVZT1WCNMi5d39TbvkfT6r2b+QSHPwi+nXj7XqLK1sHd2VGclsr4C4Y07ECrhnWX7T81uGNDlY2SRqOVhouLy9nbMUeuRPRpWUcQDHcSNcYBN/N6SNHfn3pB8HPV9upYt1419/9uOasxsvHHM8P9JO39ZDGyvJekSczQS7MqyWSCjfHfrGoYI1HpXao3GBztFN6uDgq5XCf90JXVI14s72incrZTRWUapAEDTBRyQYxKjX8ANDrDjdjMazGZNnKZj7PSx1VZ1VFZ3dXGwUZuXkMbpdLTWfn/7N0HfNRkHwfwJ8nN7kFb9t5L2QrKEBUUQVFAUMAtDtwDBwiiKIgbcaCggi8ogggOhigyZW/K3rst3b2d5P08eXK59Hotbem+3/f1LXe5XC7X3mX88n+e59Z29W9tVz/b7lx34Oxh2iNoiR2B+MaGC1SDUyPSmBBh/XvXiR1nUkPCYkvqRQEqHWy+sPmCCgjH3gXAsTfoIXWB0oNgtKSwU0n9RQylh1FvU3qJDtThbTiv3qDZidpqnuQaeYl1KcqGqNeKQtl0/TBKvgbxPrqTV9alqLYu7GokLf/0ZGU7s7IyeUGwmMyhoeFWa4jRSKv/lFXN02ciC0FpO2nCRpNifYyyqLTEfn9QYciEzFyxs33LtoLAu0XRv4qMcCYD/ctvPWU7nynWizal2z0pDsHIe5S8RS7d4SndHt6d0SwmRC20LnOi7HHY3btO5WTZwzrUj+3UuHqnxtWTM23rD104cDGVj4gxCDRD4jjO5fLUrBZOrNG/bT4yqFtzjyQbSqSjSagABEv4j+sSE2IiWteOMvDc2UzRLUpK9lgqXwCOEI8o9byqSYMYQZTp+EK+GlSOs7mlC5meE2nupGxPtkvKcog8rQzlQkxKZah3IVrn17mWTJsOcKzHT1pAmjtfpNt7uueh7Rj8eEf0ozsIgXAmJXU9m+U5me42G/lIMx9lFepEGetFGcMtuT73oiyHWc092za8tCst3U67My696nJJ6ey1RoQQH2lJPJ3604b9oik8zwYNILhg84XNF1RAOPYuAI69ITekLlAqEIyWANaSj/6P5Z7ec2OWIdIYkQ00rxt9Xg1DZVoRmqtfUVY3qsSgfiGpOgATG3UpdxN2XX+juddLXTP1Nl0PJSRVFiCLojsrx5mVnSEYDFZLaHhYuNUaJgg09GLxp/petB7yWC+jyg+1oX5J/Pag4qDDBPG0XDTFabwxLtLtEX2ta5VPoExkniNGg8HlkWxO18bDqVuNpupRYQae1kQroXrpZn8mo3DH1fUTIi2kAvCwLIzj4iJC7ujYMDnLsXB3hi+xoiN9851aNvpx7a47r22mH6kGKjVZlk0GY5pL+mb59kdubt+6blSIyXU2w5PppI0DhNLp6NYo8EsT00NMXJ0ok8XIRZoFSen0NsMuJWV7nCIdzkiWiYHnQk30O0vr+QN2QZ1HATOwq2TqEH8FYq9lEjizMsx9ml1MtYkn09wbeRJpEeLDDSFGPsIipNs9do90PsOTZqcDOgmlE1JySs+qHEdfunqEMdxqTDydNuOvXUluo8Vs1LrYBghC2HwF+p3Qn9h8QXnBsXeR4Ng7yCF1gdKDYLSEqIP/ajWcSh+jNGAUaZWlt7bGm5yyGJSW4WipqDcWZUMtqSPRs2pRrXW92qQ+1+luriJVha4hPburBaRsSChtmpqQEo/bneG8lJF5yWQ0h4VGhIdHWiyhgsD5Ro7yLkjB2t3TBvioGK1K2PjUMiEzlu/s1LqVyWSwOVz6ZvSCwPM8b3d5ziel8ZKrRhjf/aqolCznsUy3UTCzsZhKH7ficI7A5QR6JG+5c+msgXKR4lxKWuMYoX/7uuxyxaVs96bTLo5X2hyzrQHHOZ2eOnERW/mQpduO9uvUmB37lvr6QemTZMlsMp3Kcnz8+5aRPVt1a1ajaZyQlO1JyRZzXJLA+y4QlMhHki3EIHBOkRxKdsq6Qec5ZfQhThnrSSuT1IaE0ipYae+37Bn+bZAufy2DvUqu9fHuUViLe+3KnKxcfuMJp1sZOthLco6HPcpm5jnO4P0ilPhGQ5aJRyIhJi421BAXZhBl/t+9Z2avTUxycCFmMy2BJagZhaCGzRc2X1Bx4Ni7kHDsDbk+DUhdoBQgGC0h3trMXM3adaPS+1WM0lGUlJpMloeqg86r7efVkeh1gSlbOJtNCUx9fYgGXhPvymjdjWr/105p1WyUTVReS3Y6bTZbdsqlCyHWsIiI6IiIKKPRzBrge+tFWZep9NxS6ToVpTdVBx2bhSfLtx9Ldxmb1Ix1ujxquahMDAIvEy7D5kjLzAoTPF1qh13buFZkKC3bPHzJff5oJu0VoqzSBqdIS5b12EhioiiVzQBHHMe7XPZu9UOubVqdfQMTL9o3n7TluCSzQfnm+uaVDQahY6sms1buvKVDI6WjYQxPXyUoHYxYzKY0l+fzFbv2nU4ZdG2z2lHmmBAxOdudkiO6RPoZ5eloeSWwlWSfKJYqCkLu3jT9GssTYjEZ6EfUQ8cCo+3uOU7guRCjwSOKbCLb7eiXXCQsYzUaBKNB8Ih0jHvl2h+tGTcaBJreujxK9aq6znQ0ptwprX6dS4QWwhKOln1VDxdiwwwWo3Axw/nLxkMr959zEaPFZBAlqey2UwAVFjZf2HxBhYFj70LCsTf4IHWB0oFgtKRoPX+qGaRWXElHK2Jln94Bl1g0QlMc3V2WnKplQOwMmHZLqlsy7exTvacrHQ10gukdZYO14feW8vinoyzu1NWPqie3kiRmZqVlZKaaTObIiOjY2OoCrRUUJI+Hjb6knBhLssSa5qMCrirQArs5q/Z2atPCZDbY7W42oAzPcylZtuzszLqRhh6tI6+uH8fzfEqWY0Vi8rFUd6bdYzLw5dvrts3psZjNkaFmFtCUNlkmUWGWRjUj7W7Z6ZG2nbEdSnYYeM5i5P0ujdCeRt1i3biIDbJZLRpVmlpD1SBJstEgiCJZuuvUgTOX7ujS7JomCQ2qhcSHuZJzPJl2Kccte5QyYdrPRAl+NnMvKtdHjudPXEzPsTsMRHK4XBnZtpiIUHotTTCFh1hrVosMtxqdbo/L7dH2NPmMWqQtXC0YZbsJQeBDTUaZkHOXsi5lZPGyKEliWla2wPORYSEcJ0icoW5CtNkg5OpqxdepS4B1vhLKkFO031KB48LMfLiZiwsVrGZjhs3994Fzv2w5fCzVbjSZDbQ7b1zGA/DB5gubLyh3OPYuyu8Kx96gQeoCpQLBaAng8vTIxs4BaXaorxj1jUqv3KUFncqZKWsz7+2fVC0UVQed907xvpS3Jf1lTy210hzfIE3eM0M1F/VLSPW32Wo5nfYLF7JSUy+6PXJOzs0Wq0UJe9Wm9LR6lCa1UHUuWf+3/8zZTLFH9SiXy8MrDXQ5jrPZHbUsju5X164dG6HNn2l3xoWQmuFmA28u58CBI2nZjhMZsk2iBXqlTVbKAJ0e8uve9DAT7xaJwyOZlWiYPpRnfkmWTSbjNW2a/fDv3ls7NaIBE4pGq1gjOEKsZtOJNPv0ZdtXJ8bd1LZe58YJDasZHC4p1e5Jt4lZLsnpocndZTLIK14TQRCSLqVZxcx6MUKjhEiLUVCOHeVMm+tYUmZKjn3fkeQMJ6kbH1s3IYZmtbR6lPZ0XcBiOZ424TcItFNsnuNSs2ybDpyQRXfdaFMtK2kcH14twspxMbQPa1k+n247mZJzMclZp2bNkg6D8zTI8LaaNwskzCxEWoXoEINJ4LOd4qp95/7ae2bX6UtumTebTGzvlqcTAYBgh80XNl9QvnDsXUg49gYNUhcoPQhGS/E7yzJE5T9WG+odZ0ltOK+1rFfasmvN6HWpKLsgousyztt/IXuZAK0h9UGo3xRdG3p9uahvYCXfLW2sJlooKkmpKecuXbpQu3YDj+j2PsqeUSq/PihjsqxGil8t29mpTYuwEIvdrvYuKklydKj5ng41le7hlfHCJPlcur16TGStWNphfLn/sWSZNK7Bcaftu87m0JrNUl4j9mUTOCJwnN1Nv6Jmg/qiAXMXQelptGH16E27hbV7T3VvXY/2NIqIpgphG0OTgZclbvOR8/tOJ7eoFdO9ZZ1rmlSvGWGqGUGyHJ50u5jmEHNcdJspKc3btRC/pD6wPOE8ktwkIWRQu3oBP4ySJB29mJ6c6dh+InXjzjMiZ2pYKyE0xGrkxAIWK0pylsMteVznklPTMjIaxYX0axFVLza0UfXIiJDAY6BtPp6646LS43DJfc61hSmDSrGdJwk1cVEWPtJiCLXQ9vrJWe5NR86s2X9277l0m1u0mM0m1g8MMlGAfGDzhc0XlBccexcejr3hcp8OpC5QAhCMlmw3wNpddTx33fhF3lSUhktqAakym9bFqPKTDWDDBqnXDbvEhmnyLtu7CbjcKbUuudQNweQbgClXf6Ms8dSVjiqhF1sPehZP11oUPR7RJUuEFwxatAqVnSTT1r4b9p85le7p2S3O6XTTIeYVAsc5RLJ4b8b1DUNjQgySTAeS3n8mdc7GswmxMSZBaaBaAWI+USIWI63XLMuyMGWAGXLZF5UJMZuNndo0/2rZzuta1lVqvivArwxKFN18ynKY1eT2SNuPXdx54uKimLDrW9bt2DChUfXIxvFWh8uV7RQzHGK6XXKKstOj9EnCcbTL0BKpraT9mcoOYll9zF47QogKESLMvFEZ912U6PUMk4FvUiOmSQ3StVlNm8N1OjV73YHze06cM5tNfPOmARdpEPjMrKz9h881iDbe3b5Oq9pNQ8wGgyCwRz1KP6oGeo/uqLKcUqZDPJPhOZlt5DkPV9L9h7JuKMwGzizwkRY+3MKHmw0moyHD5tp3Jn3bsaR/9585k27zSMRkMIRYTPS6JDJRgELA5gubLyh7OPYuHhx7A1IXKCUIRktIrtNatcWkt1xUPT/zpqK+QZbUgZjUnFRtX68+qra+V0JS7/J1BaS+GNa/XjTQTd9YF76yUN0QTN6KUV2zerbLVlZN4mR6Wi1zdMhtdprtoWP7FlAmB5UKy/Wm/7G9Q5tmISHmHLsz12D0HEmxiUsPZHWuY20SZyGE63tVnfrVUv89mk1CI4gklf9ngA4PRSosWjTqcjepEbNhB1mbeLpH67oYnr6qEiWZ54jJaJAk8WRK5sEV2xdFWNvUTbiqQXznJjUaxEXEhUuiKGU6pSyHmO2UbG452yW5RVpDqjW0L164z2pP7G5pf5Jz30USZuZrhBviwoT4UCEhzKB1BMzqVUMspmY1Y5rVjCGEnEzOrBZOaz/133qG4/gbW8YP6VzXqPuCsR0Fx9H29YSQdLt4IUtMyvEkZ3su2URRop1yCFfWq4X3kp0yzL0sG3guwsxbjKwXUSHMzAs875LIsQsZW44lbT+RkngmJTnbaTGZDAJnNtLXVrobLvcNE0Blgs0XNl9QlnDsXapw7F2VIXWB0oFgtASoQxD5zsLUGjo6UhEtGGWVlWwUeiUbVbsVZS3nWR+ivvb13uHnlcWoXYqqYy/RR3L1MKrkpHnXx7/6SJuQe0R6LRJVf/oGqVd+StqI9crZtKSsLh3imONoKiqJHpfTWbK9yEG54Aj578DZE2nO3tdXU3oX9U81TALty2/tCdslm3h1rRCzwNVLiK6XZbiQ5THwWge4vqWVtUDfggpFkuXQENM1V7X48s8d17Wo7WtHDVWOdmXJyPPGELPN6V6199iaxBM1okJrRIV2bla7S5NaNWKsdaJNRkFweqRspzub1lpKWU7J4WEXptQB1jmlQ1t1QPdAQxjlPcXiOTpsPccRlygfueQ6nELbm4eb+WqhhjpRhhp0rHZfR7ge2i6d1Ivz9R2cV0JUqEyIW6TpJHsJjiOizCVneU5nuC9meWillZOOMWUSOAPPGYTC7hP070sdU551eujNiM0CF25WwlCLEGIymI282yOm2zx7z2ZvO3ph89ELZ9NykjJsbkm2mk3hVhOR6baItZ0v5B8LAPSw+cLmC8oMjr1LG469qySkLlB6EIyWHJnIPMs0WRt5Gh7SEYpkkZ6wcSLrP1TrV1SJc/Q5KUtE2YgVvmhUG3hNF5CylvXsVdUaI3UNtFXRz0DHSlJX0LsUb+jpfVRXKOq7wXj7NpU5nuNppQ79VwlyeafdLiIYrfw4jpuzak/nti0jwqzZNierC9ajg21xxMBx+y46z2R6rAYuzS66lKwk7/BbJZBRyoE+1MXul7s0FXLxHEdsDlfzunEb9xzcdOjctc1rle5qQQVAt6SSzPNcuNUsidKF1MzTyWk7j1/4duXOhGqR1zat07pubL1Ya52Y8EZxITxHHG6PzSmmOySbS8p2yk6RXlNzibJbpN2a0ISU9WmiKynNb+vLqkctBjqjRyIpOWJKjngkxSXwpEa4sW60IS7UEGbizbRnTt1y1J2O+lN9D8rLGQW680p3iGk28UK250Sa20b7S5WV5u2cSaAhJot0vZcFA/Cttjf8pa3dlRjTKHAWgeN5YhL4UDMXYuQjzUKo2WAyCBLhLmXbD19IO5Vq23UiZdvRc2dSc1yS5PHIBoNgMgoWnpeUElF0JQpQUrD5wuYLShuOvYv/qyvsbxjH3lUXUhcoBQhGS4p3LHolU2JnaKxilP6n1nay807WpRwb+l3pY1RNS9UB6Vl0SatHvQPSq2ea3qA0d/24/h+tvbzvca1GlN3zDUevn6irE811V/2/GvIqa6Ocm/O8stJqy3qo7HYcu7DvTOZj19YiohRqNhZwCMKZaJVZplM2GwSLMVBqGehohbuylLLwzyp2JpsrDCr6ci/zdIUky2EWU9e2zb9fubtri9rFXVOoZFhjcDo6k1GJ+WTZLYqHz6clnkkTZbFmdHjruvF1YsMaVAttUSu2QXxE3WirSSCiLLk8ksMtZbtkh1uyeyS7W3J6iN0juzwy7b7Cm5AGan3vuyfTUcLUhu0y7aZTPpXuPpbqNhm4+FAhLlSIDzMkhAshujJS/aU2wtHWtcnZUnKOJymbRqLZTonnaOpK6zp5jh1AqJForuhTDtAuno7nR+8KNAmlnQKbBWI18RYDZzEIoUbOTP/jBY42k0/Ndu84mbL/bNqJS1mnkjL3n005n5ZlMBhNBt7A84LAm8wGpTsa2s8LuhIFwOYLmy+oXHDsjWNvKC6kLlAqEIyWEO9pYa7zUzUWlXwxqK8zUeWUTglG2QD03hRUrR1VT/XUeNTXZp7VkDLeOtKA66Ld0kp//OJRfRiau2I0dzLKmkqr3aQqrRzVelflTkn9/qAcTV6wuWv7lpwkpdsdrB2rgn06lVvqBC2L4dwsDdQeZQ/55vJ+aL3XAny9TWhRjm4cMd0StGf7FqQ1udVm1hdNq3E++6m7DqB99tUPtH5m/ahk+qsJWoKjfVmUf3NN8cZAum4p1OfmXofcjyqpUGaOo2nNqG37pL92HL+pXYMS/RtCRccK8Nmn3mjgTQaBF4yZdteqfafcHtlqNiREhcaGWaOsxtZ1YlrXqVYzJrRGhLlaCG+igSonyZwkEweNRyW7S7K5aVTq8MhOD3F4JGUYJPYquT+iNDT07TNoTyg87ZBXlsl52hbeYzG6wk18lJWvFmKICeFDTDwbTc0jyVku6XyWeCnHQztCdUq0ZpznzAblGh4bEMlbLu6dwPZZrPm/b+fA87R21WzgLAKxmASrkQ8xcCYjbzHQwJbniEeSHC4x2ymeTHWcS83ZfSo58cylSzmu1CxbUkaO0+kyGASLyRAVapEJr4wCqFx3VPeaZf6HBAg+2Hxh8wUlDsfeOPaGYkLqAqUDwWgJUNMib3rEewNSWijE2goq5aBarajyk3YnyopFdUPnsgJSdRx633Rd0SgblanQ9XH6hEhXLao8pC8f9YVFebocZaefRJbUYlG1BziOow2soSrYcTy5RsOWC/Zl2d0e2htE3irkAtMHrfltkeV+Tj5LKMaC5SLeL9QS9Q30i7EiHCFOUWocH2YOj91x7CKC0WCmbl7pOEVcuNXIc7SS9FK2PSnTQWSy5USK2XCM5wWria8fG9asZnTj6pExoea4MGNsiCk6zFgjwmiiJdv0I+kWaf+eNMd0im6PbHPRofFsHvoCNrfskem1Nbd3JCK3t+sTjhAT4TwibQhAG8jbxZNpbt1FEYoOBK90/CnwnMVI90cG2o+Kb5NgFNQvhkGpSDVwnNVE09sQI2cSOAsNf0mYRTDynIHn2UhNLg/tMSDL4b6YbkvNdiXnuJMzHUcvZhw4c+l0alaOkw7r53SLoigSjhh5zmoyhJoNdEeqVobSvRGyUIByhM0XNl9QInDsffmtDY69IQ+kLlB6EIyWFHa+xoretD5GFb7xcem/LApl3aGxQeqVqFOtG9Uln0rVjVpJqszpq0rT8lLfawe4m6tcVCmw0/Ubx5JPraqNnaf7qu10BaSS2pSelbnyytj0LLSlt0mZa9SoUdm/aJVx9OjRAFMlWgAqSkQU1Ri8Iqng4yoVivaV9IhSeHi41ezMb058vCs+w70zSmpRtHk7bVMg0RxQEMw0YqTdqEh0yytmOaVdZ9O3n05XBkkiZoGvGR1aJyY0LsIaYTWGmQ1xYYa4cEt8hDkmxBRhNVULNVijBKWJuTKWkboBJ3a3sr3nZLuL7o3Yp9EjyXaPrB8GTN0n6PobVSu+WeGzzFmNnCAoJZvKRzrUpPaXbTXSnYGvApwQu4c43WK203Mu1Z6a7byQaU/OclzMdNpcYobNdTHDdiol63yGzen2sKJRA73gJtPdCUfosPIGnu2BlOELS34LgG8ZBC1svrD5gopyKI5j7/I79sZhQFmfaZYwpC5QKhCMlhBvGaV3WCXe2y+n1pReSRKV0lFtAHo1C1UmKR2QKqPSK+mp2g+p2tBenaa1K/Ybc8PvxFHfxaiupbCvODTXI75K0VwVo75bvkiWtZ5neaiy+hUuRIPiULNvySNLbnWwrQDwxy4+tR8lUZYlj8lokOV8g1EIWjQH9DYH0PYmBoHjiVqnLxMuOdt5LtMpibKofG2tRj7Magw3G0NMRouJtxiNAs9bjSQuzBgfbokJMYSZjdFhxhCjIcRkCLcKJp4TBMEoEKuR5wkXaaHdfeq/2cqFL3pDkuiuS10x5acS4HKiJOcowy55RDHdJmc6PDaXaHd6LmW7cpzuC5n2i5mOlGxXtlOUZNnp8dhdos3pzrTTRx1OD8dztM9TgTMp1aAhJloqyy4hsh2l1oeLrnEDAFR02Hxh8wVFhWPv0oZj7yoLqQuUDgSjJYOeZXo74KQDQ9A6HForqp3nKSWbopom0hiUngArHXjScTRYXMoCU1ZAqjaeZ4My6fptVMdmyj+sChyZ+nWRqO9mNFfhKOtfTklyvf/j1dRMGZWeoyMHs2CU5yWt51Oo1GRZpmNKK3/MwH9PpbfCwJNzLyi/FyD5fmSDJW+l3yulYw0BPfNCkcZuUi6xKRWZxCBwtHNSFpvytCm7KJM0uyeVNp5nX1F28YoY6Ww0UaV7I6UXFEHgJMK5JVrcyZo2eDyuaiF0LCPWX6dHkmJDjdEh9Kgg1ea+lOUy8Gy0d+L2iEnZLl4w0KGkaDkryzFlkV3+kyUam0r0pyiJSgN81pU2fTFBqQkNtxgjLCY1AmXdb3sj0dxjNQFAFYHNF0CBXxAce5c6HHtXSUhdoJQgGC0JrBrU29Kc4yQlOlRHmFfiUbVkVG2RrmSfStN00dvJqNqsngWmbPx6tbhUodbx+canVwVu+Ow/IHCum1pTeTVl9Sag3jlypaL0tFcdel6teVX+xysHvEh4qgiZkCynbMtIszudSpNYP0rWL/hvK1iNtH4Kr3xU2IdKKTxTh2rP1eVCrtGOWE+GfmtTZTMS2kuiJIs0GAK4gpxU2XxztN9n+jU00C2x0pjdO0Ce8qVl7dzpVTdlRHilyJSw/ka1/YBwJlsmtCdSdbdwMsMjKdfzlC6xtdnoToF+i91K36VqcwK19xVWksFxtCtS2pGot+sVZUZ2aVD52NM4VOu62vtcAAga2HwB5PpG4Ni7bLY8OPauYpC6QKlBMFoyfKkozUWVISq00aq1IbG9XX0qcRK7zZrRswBUOY1l4yxp/2gN6LVYU32ul7fDOO+9vLSSUP0P1lReS6F8QWjeMeu9da+0ZolW/yjvlJ5iq7kYzm8rPZnwx9M9F47vdzsdtCJY18Ugy1i8w23lnsjzvGDQJhKOCAajt1dCQh9SI3UiCEqvh0rCyvO090D6GaL1bjQ/pR8njrC73uHntZHMtEHJctU7+25WHhxtjExDLRcdAadyrTtUXNoXgrXk9AaahFX6a5fRtKsY3k5F1Q5SaFN62TvQvLqDUr62Skmo+hIy3VUpy1d3SNq3Tyv19I7ol3v0Pl9zBAAAbL4A9LtvHHuXOhx7V0lIXaCUIBgtCbRJPK2j9HbBKSt9jPpGsfZmo9rw3XkS0lyDf7NiUVZDyiZ4/9VqRPUjZuS/Vto/WneiuknamWygxvW6XJSdJysrq/YxSrNfwhPWlL5qduocXNhHkDZ4VWJKtZtcLZ9U72upKJvIy7IsejzeB+m/kseTax72ZO/SvHOpy/cVnKpd8yr/o60j6BdJiU59QbzWg69SGKfdUF8i4HvSfe4rRNt9b3OeAD0S6OHjXfE1e+NvUlX4yke9uwrvnsH37al6sSa+ZRC0sPmq7LD5qjJw7F2Ox974HlViSF2g1CAYLQksqvEmON6aSn/eMrEACam3fT27wapslLpRdTT7XOWirNSnMLTQM9da+D3gNwiTNw/NvcLKu6RZlDf8JUoq6k1soVJT/87KZ9aXu/tSUV/QqaWZyg8lvtRGivE+riagrE/EXLGqr+m9Pjn1jX7NhtAmokg8vvxS+ZZ4R/pSV8abrCovpPQ045+fKgWteYempD8uk0yWGtrJMK0Y1X2zAAAAACDo4Ni7LODYu+pB6gKlBsFoyfD2LsoKKtWcMz+6CJLzpZ0s99G6j1Oa0avt6dWIlHUKqvRImmvxfq/l1+hYbTKp5Evef3V1ob5ZvePS5xO70onKO1TSUZmXJW+jTKjk2AfNm2HqE04WRCozeZNNfdt5b1mpvv07iya1p+RJRX2z+Rbhm+CdgzW3z1VMrW9Pr/Q8oV4BFn1vQ/cOvKN6K7WlWveL+sQ21y+gzA7OtKG+AQAAACAo4di7LH7LOPauipC6QClBMFoyWCUla04vXS4Y1dH358nGyVB6HfUlNTQiYvtOZZJ3DKYi7E283cf5Qk99K+Mi1K8pmyGBbYxo3Z06ug5UfkpPD3mSUL9ORWlPoOqUXA9pT9EHoOpk71S/hvn69vW+nDRX56K+tFRX+Elv6ipJA78XreCZdZJIb4paNbYv36XdmvoVmerrSks8LeU4IklK76JIRgEAAACCGY69cewNxYLUBUoJgtESoLbvpaGoflR6X613EZfnrejUmtVrXYsqw2DkWVy+5W+5m9HnGrJJf7fgNfRVrLOGy76OAqSivzWoiLzBeN6IM1dnoLkzUH0j+lw1od4DHV/6qTv0yfP0vP2Q+qJPfR+ihe7Pli2LBf66bn7VSwpsdBg2oJioZJS+laT1pKyzCLrL1a2A36/Jf3ohcXQcM1blipb0AAAAAEELx9449oZiQOoCpQfBaIkWdaspIr0ty7LH41Hapxe3Qqxi9ETo8bhlmYiiyMYSZ29TyYaEYiZEUMFoRYz+qWiu0FMLSdVAVJtJ6/bTPyTVd03q3+Uofdib8tNHtXbw+nJRLfT3PVK4N6Qrr/aOHMbG3Gb/qt1LqP1MsLRUkjxqB6TqqGisCT7rO4IWR/sWJxW3YpR+idQK7uIsAgAAAAAqPxx749gbigepC5QSBKMlgwVCWjejhOMEQYiJiRFFkeeFAhPOihiR0MjIu16CweBw2ENDQ5VORllCxOeaA6oGWiWZOwZVg0jaiJ7SV4Dq28X78k4t2PQNx6S1ts/TrJ5G7GrnuUoRcq5+RbX5fSWj3ub+yj19vKi1gfeNaObtsVeZSLv99XbNq87DqJ9iFtKyPiuUVFSNSj0e39fTe8FDrSdVVyRXq/vLprayLCrN+/HFAQAAAAh6OPbGsTcUEVIXKCUIRq+c7NcNMCdwoiRZQ0K/mTnH4/F4h5LRRkIKqCxLL3PnMt51KyCtcblctWrVWLp8jdFoVLtlpM9hN6DS01LD3GMqadWcJFc1qBZzelszaHGpb8wmXW+euurSAE31Azaw9w1Vn/f/Km0FcvG9Be2tac311TJRNR5VBjRTm9p741JlwDMthKVVrEquyn7QHktFtUteVkrKq03vvR3/Xq6+m+NkUVTKTXFJAQAAACB44dgbx95QjO8NUhcoPQhGS4bWiF4mnEHg7XbHpMmfmYwmjqc9j9IRZNjITFrdmRKsKINls4lqH6XeHh3V8FFtuqz99EVJvmbJvso3b7jJBnjR/qfclbw3Wdt+9o/k+0l/SPoptDtEWfQ9LnmysrPDwkIl2l2jMg4Pq72rEM394Yp4Pzje7kR9HzK/sZW0u0p2qY7GlCsw9UWj6jKU4srAAzTlGuYpVxjqC9xz9Tmq/cgHCyi970kNN7U4lL1LNRFVUlG1NFUZl4noJ2qXMHTXMmi/ujJtak+fIEmS7HH7ul3lBPbtLmjlOI4+iw5K7+s6GAAAAACCDY69cewNxYPUBUoJgtGSoR+ciKcdjJK0tAzW6twbhwosDVWrzdQR7AX1tj4wVW+ztsa+drve1slaKZ8uJWLlqErdnzf29Naw6WNQb3eKauyp/PCGoaKahKoPSEr2Q3+yYjlZknme0G4BJIm2+5B0PUhCJad8TtSRlHRjHuli0FwfwVzDuOvu5h52Se2OVFdk6uuH1D8qLWCc+nxrRvOj9h+qNJFnbe71A5fpWtt7H1KneEc705rF+8ejyty0xb/aVF8WlC+XROiXQ1QvYLIvtzo6We74kwajypUG5KIAAAAAQQzH3jj2huJB6gKlBMFoyfDGmmq4STjeaBTYCNfecJTWlKmxCafkoeoQ9lo0yhJU5QctxtN6LFVyIpaOKqWnNMCh+Ywygac1cVqxqFoLRxNSJQhldXO0X0OZsISTeH+qJaJafahSLqpEPCw4pTdZPCpJbHZJFGUiEloVy2IrrZkyVIl2CfSWNkiSFsfnF4PqCpi1HkX1sWkhBrLP1T+pb+T63Dlp7grS3O3p9euvv+Ud1ollm8qhl7fXUuW7QtvMq9moUi3qC0O9SarumWp6ymbTglXvaE4y720ZT78hypfJO2qT8lM3lD0NRtWhn1AxCgAAABC0cOxN4dgbigypC5QSBKMlxJsfKRmOt1GtPmryBUHq4PXeCx7acPZqJKrMqpWOege60QImVkCqb+/MkhmW9Cj1aPQn7QhRrQ/leMLLRGYj3ahjYst0khKX0ufLktLmmI0TztOhuVl0RVNWNmI4/R/Hc7LEcxwtFmXrU1K/PChfyqeE/an1reDzT0Vzjz6vFTN7P6X5lpT6x6n+Yz1p5aq+8ex9Uanv8Mn7kEbtPlS9WqBrrJ674lOdot31hZxKPqplpuyzrQxQn/tTnvsJ+oVy2jeO41idtTJ0vdqThvJmZSKLojJdvWIBAAAAAEEIx9449oZiQuoCpQPB6JXSdZ2oRURasafaW6hWOar/v9LDKJusFIKq8ahuGWywbqU5vW+ivvKOrQAbUZuGNWopnDqyjPcfWZa8nS+ypyjRp1LYpiRAkqQUoPKEU24og8NoL8RazdOVkGi2SuNX9SFauOrtLBIqNyWm08ZT8gX63ubwulTT15o+9wD0lwlPtWTfr309+5/yeVODeS0nZQmkfiQl7bOfz0Bm+tHp1RVWupPwfkXUClBfg3nvc9SOSJUvldJBr1Kb7W2Er68h1aLVXEPRa63xlefTvjSIrKSktMpaZNXfPM+rNdql8icEAAAAgEoCx9449oYiQuqCj0ypQjB6pZRx53ml7TtPlP9YEag6cDWtGFN+ckrLeoHeZz2Nsm5G1btqXqoN0MTSJe9dLXXV9dXojYyU3g69YZDahSi7I3l7G1UK2JSboq6LUfqfEtVIHC9JEk87D+XU5vPKkyWJSLwsSiw7pemoRP/H3rZSAMfxvIcOQQOVG8vCdQN66fJurTI4d9+2utbx+vHBtPm0qFQfsmqJpzayfZ7uc71zaxFt7mBUNyiTP98U1pt7nsfVcZjUL4w6j69LUS5Pm3lva3lv6Kk9w6+3U9a1r342X5krjUhpbxaiR5Y4SfSw3nmRjQIAAAAELRx749gbigqpCz4zpQrB6JWqVi3W6bRbDOEms5kNv6IMsySwTJSOuaQGo1pCqnZC6u2BVBt5SVdfyuIing7homvfzJoJqzEVTVeUjMcbsrCGwL42x8oQSWz0JaUiVJY4WfB2Kqr0Gqo04+BpD6Qir3Y3KtG+SNVOR9UWwYwyOpNEK+C802WZuB326Kg4lsqicrQyU8sl9fGkX31o3i5HCxqLKVdXpL6+R/Pc9VWR6gpFfQGpuh6+HLIwF8q0LFP5QrCFqIWjuSo7dW3qlVb0SlUp66NXF6z6RmHKXTHqHe1eW65vnHvdT2+6qr4VScp0eIhRxPBLAAAAAEEMx9449oaiQeqC1KVUIRgtPkEQJEnufcN1O3bsXfDrMm/8UliVeggWlm/Vqhn35vjnve8a1d2VlTrAkFboqY81ddWgeUZeyv+2Lkv1a1mvj/r9xqbX9czg38eor270MgG8Nga9Njy9t0w01yDzWm7JeqBQv4i52ufrOh7VLV1dsH5OLWf1ZaPaFN1tusXgSaZLtjk8JF4tvIbKyGA0eVyOXJ8MqCQ4whlNpvJeC4Byg81X5YXNVxWDY2/194BjbygEpC5IXcoAgtHiU3ITLvlSWo7I9ezdS99VYRWnDBFFOMEteg4cPVW/Xm10nFgFqN2JBkw/fQWjbDofoIbUv1A097PyjumUKyfNNeiTrwW9Ph/VZZb5vwlvRbW3oNObf2pX5ll4qfQo4R0zXunKVC0U1fUo6tfBKP3JQtVcuSdHaO+7uYfV9Oah3lJTdVwzek/pphepaOVmDgkTDAZbZjrHs64SoDLgOFkUrWERJpO5vFcFoNxg81UpYfNVdeHYG8feUBhIXZC6lAEEo8UnyzLPc8tWrjcZLDHxYW4P7Y0zWKhDN/FLV6zr3K5VdFQk22CV92pBcXgjQd0ISb4R5rW0VGsG7xtlXjdQmPZkb8ejau+jAZrV5x6b3ldDmnuEel/Lel/ZaO6uRAssF2XJpK5cVGtTz8adZ0mot99QbT5fZ/jeAZb0XZJqnYPmSkJ51hRfn42yzkjVzk59FaZsoLUguXxSdfG8EBYZm5Oeyno7gUpA+dpJkhQZFWO355T32gCUG2y+Kh9svqooHHvj2BuK8n1B6oLUpdQhGC0mJWnhMrOyd+89WDOhussj0k43g6oUTCIGA6kWE7N+887+fXrQoZuQi1ZWbBz23OMf5Srl9K8P9Q4vr0tFdXlonrHpteTU18Eopx+PnvaCy9aAV1JFtXddNr861pcyj7fFjUyUefTrrxuV3jfYJw1CfYmpVsGpxZVaMSn96iqzavGoMps61JI6l/Zr8s9M9a3mtdA1UN+jlbsHDVBUt4rOsOjQiKjsrHSeF/BbqRREjzsyMjo0NCJCzijvdQEoN9h8VUbYfFVROPbGsTcU7quC1AWpS5lAMHpFFy5Wr98WHh7J85wkEd5bDRYkWGwVFhry38ZdN/W8xmwyoWi0kmKHZizcpIGjt6NPtYjU18+nN+jUxpZnlZ7eO9pt5Z7ydVBLQXXFqLrC0lzjPfkNc+9rZK8+oLRHV18gT7moeleNHPUDw/se9hshzFcAqlSU8kqkSb/XajTKVlBpJq9fjrJgyVeHqq8nZR2ZMjzLWrUkVO1inw3XhGi0Uru5acSPxxzxdRq5jiW6HDb6UcdftAKj3V1IktlirVu3QardObRpVHmvEUC5wearcsHmqwrDsTeOvaGwXxakLkhdygSC0eJ/P+0O58Ytu+Niqyl3+aIMvFRFSLJsEniD0bx5257uXTtKktJ4GCodb0DI0zxTjTJprhmw/1BflSgt8Mx3hoBFo7qOSr2zeSN2+sK+gZjYnPreRbUfBX3GtJ7cvQ3nfTfYgPO0Hb3Sz6fSpp72EMnRUm9WvUqnCexfpeZTlgmdQ+1jVC0EpYvi1WpTXlLGZ/JWmNJqV62vUvpc2p+oLKm1trIs0V9wKf8pofQNbFdz4c4dJK5JrYbNzxxJdDnsygc3+HYAlQMnSqLZYm3UuIWLCBbb+Xu6tCvvVQIoN9h8VSrYfFVpOPbGsTcU5ouC1EWB1KUMIBgtDpa3bN2xj+eNBoF3uz1KpkSCkCzLMVERq9dt69q5nSAIKBqtjJSaR1nyuD0eN6/0icBxRPlHzT1zjbCkxKferJPNzCmjCrEuNekN2kBeCTppESb9ZqgT1YTQu0Slv0+1PpOGj6zZuVqC6W2JrkzUxmBSQ86C34wuIGX/aMMvKbWbEisMZQ+wDJQ+okySJdqsXp2oTPDdZnOrEyU6l/dRogSgeZ9CZ9MWLhPR4xJFD09MwbmtqDLqRFuf6lFn/F/H6zVsWrthy3PHD9pzMtDfaMUkip6QsPAGDZoJBsOJI4fe71+/ZiQGX4Lghc1XJYLNV9WGY28ce0OhvilIXXy/CqQupQvBaJF5h7OWV6/bVi0mmlaVBfEQHKIsm4zG7Bxn4sGjbVs1VYpGkfpUNpKHE4z1W3ZwOh3eFvG+IZe0uXINkeQr3fS1tNff1FV36oZR0k1kP309b+Zu++5NQrXBlHJ1JZovbxekvrveJFU3bJJfeqoFp978VH3U+2RtIvtf7ptKg3nWBN/vKbpQlnU1qtyJiIrZd+CQ0x1UvRFXNTIhgzrUOXg+a97+Y9Wr16rXrO2F00fSk895C5SxASx39E+gXJYg1eJq1KnbyOl0HD527OGOMQPb1ZRo4z38jSBIYfNV4WHzFTRw7E1/Czj2hoIgddFD6lLaEIwWs6J7T+KRrGxHbFSMy+0K5ihQUEr9qsfH/716c9tWTREKVEYP3ND2553bIqrVsFgsgnC5wWTyJo/6qXm+Cpf9buTuDtTvWbmrQwuTOgUoKFVOMwK+8uUWF7g4NXc9qn50poK5nM6jJ0+TjPPd7+x1mVmhIqORG/fyLS2c7j0/Jx6Li69Zq0GLsKhqSaeOOuxZtPSZU7rEDcLeVcqdUowuSSLhOKs1rFbdhtFRManpqWdPn7ivc8JLfZpJATc3AMEDm68KC5uvIINj7/zg2Bt8HwakLjpIXUobgtFiWvnvxhoJ8bS7waAflViUZLPJcPTE2eMnzzaoVwut6SudDx7pfd2GgwfOpCSlZTjcHn2VqKoESqIrV1W1VPLL4LjoeFNEiOW2a25pVTeuBJYP5UTp/kE2CtzEgW3rVjv+wd9H7bbqsfEJYW06p5w7np50zmHPpl3O8jyS0TL+u4iiKBFitYbGxtesXrOuLIlnzp+1ZVyccEvDB7vV02Ys09UCqEiw+aqYsPkKQjj2zgPH3hAYUhcNUpdSxaVm2qPDLaX7IlWIJEk8z588ff6TL+c1bVDf7fEEc7moxiAYchyOyAjzwyPvlCRaUVveawQAUIpYhwkcx60+mDT5z8STdktUVGx0fA23w5568Uxq0hlHVjrHC6xyVOmUVmQNxiTCueh1Al4d4EzphNc7Ghntmdc71TeOWe5/lc2r2tuv94ba0YXaBTC9EEE7eNE9UVmkRDi35LtEwTqA8PaN6+0PQu1Ygvahy+o2WJt0b19gStcQvm551Y571c522cza4+wkx9v3bu6F+Hr59T5EX8XXRa9vKbp4WXnLyqhvas/F7IbSmwXdO4eEhldLqBEfX8toNicnXUy+lNwyWh7br/m1DWPZu8HuGgCbL2y+AAAqPqQuASF1KSVpWQ5UjBbH36s31q5RQzDwonKSiWxUFD2hVmvioaOXUtNjY6JQNAoAVRvrTlSU5B7N4lvXjprx76HZ6/ZnZFyKqVajVoOm0fG1MlOTUs6dsOdkSJIoK1fUvJ3RQon8/mnYK4kix0kcL4SERiTUqBMdXS0kNOTSpdQLJ48R26WnezZ68LqGkVajKMmCkjkDADZf5Q6bLwCAQkLq4gepS+lBxWgRsLzvUlr65Pe/adyosUhPyXCmpf5mjAZjanpGowbxg+7og6JRAAgSauhGyIHzmR8vS1x9KEmISIiOqRYaHiUYTOmpSannT9gy0xw5WZLk4QUD4QUX4enOBBWjRa8Y5ZWaUZkeF4qCIFhCwkLDIuNpJBonelwZmRkp6Rli5oW72td8sleT+rEhrK962isTAGDzVa4F79h8AQAUElKXAn4zSF1KQ1qWA8FoEbDRbBcs/uvo8Yux0VHu4B52yQ/P8TJHjh079sarj4VYaecM+OUAQDCQZJk1ZCeEbDiS/PPGYws2HQupVjM8IjoyJi4kIsphy06/eDYzLTk79aLdYXfzBoE3cjSu43iBJzJPOHrVDU3pAyQLSp+g3kpbTqLt+iWzNSwqOi4yOjYmvrrFEpqdlZGWmpKRnW3IuTiwY/3br67drXE1pRGWzPobAABsvsqhJxBsvgAAintojdQlP0hdSgOC0SJghzoOp+vNdz9vWL8xx8mShEaRuX4/JpPp7PkLXTu37N3zGhSNAkBQoWWMkmxQqkf3ncv4fevxuRsOZ4gma0RMdLXqMdWqE1my22y2nMxLKRfTLl10u51K8aPEcwZe4JVqItreW6ZdlwZ1H6NKl6HKsmRJEkVZlpQOWTmT2RoTR3+TIWERIWarREjKpeS0tOTstJSaofzI6xr3v7p2w7hQViVKn4BMFACbL2y+AAAqFaQul/39IHUpcQhGi4AlfSv//W/D5sS6NWs6XSgX9SfwvEeSz5w7Ne7lR01GI3oaBYBgIyp7CpbIZdjdv28/sXjr8b1n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&quot; alt=&quot;Packet forwarding basic topology&quot; /&gt;
&lt;div class=&quot;caption&quot;&gt;기본 토폴로지: PC1과 Server1은 서로 다른 IP 네트워크에 있고, R1과 R2는 Serial PPP 구간으로 연결되어 있다.&lt;/div&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 이 토폴로지에서 무엇을 봐야 할까?&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;장비&lt;/th&gt;
&lt;th&gt;주소 정보&lt;/th&gt;
&lt;th&gt;역할&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;PC1&lt;/td&gt;
&lt;td&gt;&lt;code&gt;192.168.1.2/24&lt;/code&gt;, MAC &lt;code&gt;1111.1111.1111&lt;/code&gt;, GW &lt;code&gt;192.168.1.1&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;Server1로 HTTP 트래픽을 보내는 출발지&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;R1&lt;/td&gt;
&lt;td&gt;Fa0/0 &lt;code&gt;192.168.1.1/24&lt;/code&gt;, MAC &lt;code&gt;AAAA.AAAA.AAAA&lt;/code&gt;&lt;br /&gt;Se1/1 &lt;code&gt;192.168.2.1/30&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;PC1의 Default Gateway&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;R2&lt;/td&gt;
&lt;td&gt;Se1/1 &lt;code&gt;192.168.2.2/30&lt;/code&gt;&lt;br /&gt;Fa0/0 &lt;code&gt;192.168.3.1/24&lt;/code&gt;, MAC &lt;code&gt;BBBB.BBBB.BBBB&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;Server1 네트워크에 직접 연결된 라우터&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Server1&lt;/td&gt;
&lt;td&gt;&lt;code&gt;192.168.3.2/24&lt;/code&gt;, MAC &lt;code&gt;2222.2222.2222&lt;/code&gt;, GW &lt;code&gt;192.168.3.1&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;HTTP 서비스를 제공하는 목적지&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;div class=&quot;note&quot;&gt;스위치인 SW1, SW2는 같은 VLAN/브로드캐스트 도메인 안에서 Ethernet Frame을 전달한다. 반면 R1, R2는 IP Header를 보고 라우팅 판단을 하며, 이때 기존 L2 Header는 제거되고 새 L2 Header가 만들어진다.&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. Step 1 - PC1은 목적지가 같은 네트워크인지 판단한다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;PC1의 주소는 &lt;code&gt;192.168.1.2/24&lt;/code&gt;이고 목적지 Server1은 &lt;code&gt;192.168.3.2&lt;/code&gt;이다. PC1은 자신의 Subnet Mask &lt;code&gt;/24&lt;/code&gt;를 기준으로 목적지가 &lt;code&gt;192.168.1.0/24&lt;/code&gt; 안에 있는지 계산한다. 결과적으로 &lt;code&gt;192.168.3.2&lt;/code&gt;는 원격 네트워크이므로 PC1은 Server1에게 직접 Ethernet Frame을 보내지 않는다. 대신 &lt;b&gt;Default Gateway인 R1의 MAC 주소&lt;/b&gt;로 Frame을 보낸다.&lt;/p&gt;
&lt;div class=&quot;topology-wrap&quot;&gt;&lt;img class=&quot;topology-image&quot; 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165dy/xu3LVrVw0NDR8fH+ruyZMn3759u3Hjxqoa4VTifIaEhNjY2JBqExQU5OHhQd1ms9lyv66qSnBwMPNuqVeVKrkc3bhxY+nSpXT7tVixmzdvnjx5sm3btjwe78cff7x8+TJdPiEh4eLFi1evXv37779LHfb0+fPnq1atCg8PZy7MFouJibl27dqWLVtWrlxZajQmuyp57LX1OSKLkh8ToWInT57ctm1buQPOPnny5Ntvv2WOIhIudv78+SNHjrRr167GTimlZ8+ex48fp27funXrxo0bgwYNYhYoLi5etWoVfeU3NDSUPmRz3byMSGD+uFKvW4weO3aMvq2rqzt37txevXo1btxYVVU1IyMjNDTUw8ODHkE1Njb27t27ZY0kW93OitF31dXVAwMDa6UmAAAAANAA1LMmhxKz3IaHhw8YMGDPnj3Se35VyKVLl6ZOnSrxvZEpMjJy7Nix7969k7KT4ODgWbNmMb/u0rKzs+fMmYPJWAkhEt9kTE1NqRt+fn7M5W5ubvK1C6tarq6ud+7cOX/+/LffftunTx8LCwsdHR2umK6ubrNmzfr27btgwYILFy7cunWrylPRGhAWFjZu3DhmKtqkSZPt27dv27aNGYO+ePFi8ODBy5Ytkwj15HP37l3mXWY2V+X4fP7atWvpyY7GjBkjpTkkVZ7ZJ7RNmzZVWx8ej7dp0ybmkpKzeFfJ5SggIGDRokUSkQ0hJDc3d968eTweb9WqVaWeeR6Pt2zZspJ9os+cOTNp0iSJVFRCWlrasmXLKtNoukoee219jshCysdEbm7u/PnzmdPTlRQaGjpjxoxSx1bOzMxcsGBByYdTfaeU4uLiQk83JxQKFy1atGHDhvfv3/N4vJycnHv37k2YMMHX15cuP3Xq1CqZxqcmLyPV0WK0UaNGEQxSBhi9f/++tQyOHj0qx1FCQ0Pp25s3b/7mm29sbW21tLSUlJQMDQ179uwp8Zsus+UvAAAAAED9Vc+C0SlTptB9Pym5ubl//vln9+7dN23a9OnTp0ru39/ff/ny5fQUPVZWVkePHg0JCbl79+6CBQvovth5eXkLFiyQMmHxokWLeDxeWWuLi4uXLVum4PMdFxcX79ixg7mkZ8+e1I2AgADmcicnJ1I3sFisDh06LF269MCBA1QP4ndiL1688Pb23r9//5IlS0ptpVXHBQcH//jjj8OGDWNO/mNubn7q1CkjIyMtLa2TJ08yp9rg8/kXLlwYPnz49u3bK3PczMxMT09P5pK7d+9KPPtVaMuWLa9evaJua2hofP/996SWUCGRm5ubv78/vbBZs2YSQ45W1eXohx9+KGttYmLid999R7eiLSkrK0ti7d27d1evXi3j5evw4cMnTpwgFVdVj71WPkdkJP1jgs/nr1ixQspDW7x4sUQMx/Tx40eJfLBaTymFw+GsWbOG3hWfzz98+PCgQYNatmzZrl27mTNnvnz5ki5sY2MzY8YMUmk1fBkpicvlqqioULclfn6gnyAulysUCnk8Hp/Pp3+bqT6Vn9KqrBcAcwLDUkNt2UNeAAAAAIA6op4Fo2pqaocPHy7Z5zErK2v//v0uLi4bNmzIzs6WWEv/jV7WcmoVn8//6aef6L/7dXV1T5061bNnTxUVFXNz8yVLlkyePJneNjIyUspf/NHR0TY2Nvv27Xv9+nVwcPD58+cl+s7HxMTcuXOHKB4+n5+SknLr1i03Nzdmeygulztu3DjqdkpKCnMTiQhDofTu3bvcxkHMfvSEEAcHh3I36d27N12ex+Nt3rzZw8OD+U24e/fuFy5coIf/MzIyOnPmjLOzM/NA5ubms2fPrsyj+/vvv0u+W3/88cecnBxS1by8vA4cOEDfXbp0qZRBGKsJff6pkIgZQxsYGOzbt4+OV6r2chQTEzNp0qRHjx49f/58w4YNysrKzLU3btwghIwYMeLBgweBgYFbtmyRKMBswV1UVLRmzRpmsqOrq7tmzRo/P7937949e/Zs586dVlZWzM23bt1Kt2qs+UtxFX6OVLno6GhbW9v9+/e/fv06KCjo9OnTHTp0YBb48OGDlI+J8PBwBweH8+fPv3379vHjxwsWLJAo4O3tTd+W+5TK+JTRnJ2dV69eXW47UGNj44MHD5Y1qG6dvYyUdXGm81CJZuZ0xYqLi+3s7Fq2bNm8eXNbW9vTp0/XwWCUOer3ihUr9u/fHx4enp2dXVxcnJKS4ufnt2jRInrmOkKIvb19FdUXAAAAAKA21bNglGpXdfny5b59+5ZcVVhYePjw4QEDBkjvgViWGzduREZG0ncXLlxoZGTELCDRnkvKV9ZmzZqdO3euX79+mpqaqqqqHTp0OHDggMT0Qbdv3yaKhPqi2Lx5865du86bN09iTtvZs2fTeYrE3NzVMW1x5eNIOTDjyLpDSUlp//79dOippKS0fPnyY8eOSQxUqqOjc/jw4Z9++omaUYfD4Wzbto0eFlYOjx8/pvt7mpiY0D1wo6KiFi9eLKUlnRx8fX2XLl1K3+3bt++0adNIndGnTx9PT0+JURGr8HLk5OT066+/Ghsb6+npTZgw4ZtvvpEo0LZt261bt5qYmKirq48ePXrevHnMtcwu85cvX2ZO6a6urv6///1v2rRppqamXC7XwMBg6NChHh4ezBl1cnJyzp07J9uZqPrHXvOfI7KztbX18PDo27evpqammppa165dT506JTHmppSPiVatWp04caJDhw7KyspGRkZLliyZMGECswCzR3wNnFLa1KlT//nnHyk/PPTs2fPy5ctVMu1STV5GqhA902CdCkaZYy5nZmZu2rRp4MCB7du3b9GiRdeuXadPn86cgdDc3FzuodIrz83NjRnNY4BRAAAAAFCsYJRqXbV///7Dhw+X2m05OTl5ypQpcnyvY7avodIKiQISX+SYDb4krFixQltbm7mEzWZL5BH4U542atQoZm4lMWd0fn6+rE8hyEVFRWXfvn19+/YdPXr07du3Z8+eXWqDLxaL9fXXX9+5c2fEiBGLFi2SaN1WIdHR0YsWLaIaHrJYrE2bNm3ZsoXugevr6/vtt99W1fN+586d+fPn0xFJkyZNtmzZIsvIhhwOp7q/e6uqqu7fv//AgQMmJibVdzmaNWsW866rq6tEgTlz5tAnnxAiMWEOM2SRGMxx9uzZJWe50dbWnjt3LnMJPVO5jKrwsdf854jsVq5cKTHupIqKyvz585lLpLzqFi9eLNG2d+zYsWWlbzVzSmn9+vXz9fX95ZdfevXqZWxsrKSkpKmpaW1tPWHChNOnTx89erRRo0ak0mryMlK1Sh0ZtiwzZsyIqKA///xTjlq5urqOHz9elpJaWlo7duzAlPQAAAAA0DDUs1npmVzEnj59euDAAYmv63w+//vvv79582aFJhqmxx+klNu+r+ScJBQ2m00Pl8nUvn175t0aG8lORtLnGS/ZlbJKqKurL1u2TGJycD09vYSEBPpucnIyc3YLqA7Kysr79++XpaSJicm2bdtKLv9RTJY9xMbGTps2jW4XPGXKFGo0gHnz5u3evZta6O3t7ebmtmvXrmbNmpFKOHDgwObNm+mu37q6ugcOHKj5NshlKSgo+O677/755x+J8RCq8HIk0UOWEFLyqihxaTI3N2feZQ6byJzMvWSESpN4OBW9elThY6/5zxEZcTickk86IaRLly4yfkx07txZYonEZGLMyZdq8pRSVFVVJ4uR6lGTl5F612JUbhs2bLC0tNy5c6eUicjat2+/ceNG5qjTAAAAAAD1Wj0ORildxV69erVmzRrmNNk5OTlUz1/ZdyUxtGW5ymqKoqWlRXU3liDRhrS6R0Crs1RUVLS1te3t7Xv06DF27FiJ00IIMTQ0ZAajz58/lx7aNmASSU2NGTFihEQEViGzZs1auXJlqasCAgLmzp1Lxy4ODg70m/S77757//79rVu3qLshISFDhgyZN2/ejBkzNDU1K1qH9PT0VatW3bx5k16ipaV19OjRFi1akFpC5YNxcXEHDx6kpyTKy8ubO3euh4eHRNBQVZcj6g3FvFvyZwZjY2Pm3VIvX6UOcyERoZa1w4rGQFX42Gv+c0RGWlpaXG4pn7/6+voyfkyUvHJKmfe85k9ptaqxy0j1XZyZ81DVHSwW65tvvhk7dqynp+eDBw9CQ0MzMjKKioq0tLSaNGnStm3bIUOGODk5ydLivlwZGRmyfLJ37dq1uodkBQAAAAAFV++DUUr79u09PDymT5/+5MkTeqGvr2+FvtBKzCcrt7K+M0h81azaL2l1n+ytxjp16sTsyHn16lUZ+/fV9ziyYcvOzt6zZ8+hQ4foWZ7MzMz27t1L98dks9nbtm2bNm3aixcvqCWFhYXbt29//vz5sWPHKnSs27dvr169mtnaTkdH59ChQ23atCG1rWnTpuvWrdPW1qbbteXl5S1evPjy5cvMrqlVdTmiTqz0ArLHHBJzVZe1Z4l5t5mTSsmiCh97zX+OVFJlPiakPI+1ckqXLVt24cKFcn8sqbOXkTooMTGR2dD45cuXJfPxytPT05suRuqAimb6AAAAAAAKGoxSk8asWbNmyJAh9JK4uLgK7UFHR4fZf/DFixe6urpy1KSsr6ASyaBEy6BaV02d5eXQo0ePI0eO0HcfPXr09OlTiamrFFDXrl0r8xXx22+/ZQ7kWsN4PN5XX33FbIVqYWFx4sQJiXeBmpra0aNHZ8+e/fjxY2qJpqbmb7/9JvuB3r1799tvvz169Ii50NLS8sCBA/TELHXBd9999/jx44CAAOpuWFjY7t27v/vuuyq/HFUtPT29xMRE+m5iYmKpU+gwW3xTo3lW6Ci1+Nilf46wWCzmCMgFBQUSrWtl7wdQVFRUkx8TdfPlVGcvI3J4+fIlPcarsrLy27dvq/VwiqOuDToEAAAAAA1PPZt8Scq4VyWnjyh3ZgCJr6YS3UIfPnwod5Of0NDQkssl5hdu3bq1fPtv8Hr06NG0aVPmkiVLliQnJ1fmtSG3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&quot; alt=&quot;PC1 ARP and frame to R1&quot; /&gt;
&lt;div class=&quot;caption&quot;&gt;PC1은 Server1의 MAC을 찾는 것이 아니라, Default Gateway인 R1의 MAC을 ARP로 찾는다.&lt;/div&gt;
&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;만약 PC1의 ARP Cache에 &lt;code&gt;192.168.1.1&lt;/code&gt;에 대한 MAC 주소가 없다면 PC1은 ARP Request를 보낸다. R1은 자신의 Fa0/0 주소가 &lt;code&gt;192.168.1.1&lt;/code&gt;이므로 ARP Reply로 &lt;code&gt;AAAA.AAAA.AAAA&lt;/code&gt;를 알려준다. 그 다음 PC1이 만드는 Frame은 다음과 같다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;계층&lt;/th&gt;
&lt;th&gt;출발지&lt;/th&gt;
&lt;th&gt;목적지&lt;/th&gt;
&lt;th&gt;의미&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Layer 3&lt;/td&gt;
&lt;td&gt;&lt;code&gt;192.168.1.2&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;&lt;code&gt;192.168.3.2&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;최종 목적지는 Server1이다. IP 주소는 최종 목적지를 바라본다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Layer 2&lt;/td&gt;
&lt;td&gt;&lt;code&gt;1111.1111.1111&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;&lt;code&gt;AAAA.AAAA.AAAA&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;현재 Hop의 목적지는 R1이다. MAC 주소는 다음 L2 도착지를 바라본다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. Step 2 - R1은 Frame을 벗기고 라우팅한다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R1은 Frame의 Destination MAC이 자기 MAC인 것을 보고 Frame을 수신한다. 그 다음 Ethernet Header를 제거하고 IP Header를 확인한다. 여기서 중요한 일이 두 가지 발생한다.&lt;/p&gt;
&lt;div class=&quot;flow&quot;&gt;
&lt;div class=&quot;flow-row&quot;&gt;
&lt;div class=&quot;flow-label&quot;&gt;TTL&lt;/div&gt;
&lt;div class=&quot;flow-body&quot;&gt;라우터를 하나 지날 때마다 IP Header의 TTL이 1 감소한다. TTL이 0이 되면 라우터는 Packet을 버리고 출발지에게 ICMP Time Exceeded 메시지를 보낸다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;flow-row&quot;&gt;
&lt;div class=&quot;flow-label&quot;&gt;Route Lookup&lt;/div&gt;
&lt;div class=&quot;flow-body&quot;&gt;R1은 목적지 &lt;code&gt;192.168.3.2&lt;/code&gt;에 대해 Routing Table에서 Longest Prefix Match를 수행한다. 예제에서는 &lt;code&gt;192.168.3.0/24&lt;/code&gt;가 Serial1/1 방향으로 reachable하다고 판단한다.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;topology-wrap&quot;&gt;&lt;img class=&quot;topology-image&quot; 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alt=&quot;R1 routes packet to R2 over PPP serial&quot; /&gt;
&lt;div class=&quot;caption&quot;&gt;R1-R2 구간이 Serial PPP이므로 R1은 next-hop MAC을 ARP로 찾지 않는다. PPP Header로 다시 캡슐화해서 내보낸다.&lt;/div&gt;
&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 많은 사람이 헷갈리는 지점이 있다. R1이 라우팅한다고 해서 IP Packet의 출발지/목적지 IP가 R1/R2로 바뀌는 것이 아니다. &lt;b&gt;IP 출발지와 목적지는 여전히 PC1과 Server1&lt;/b&gt;이다. 바뀌는 것은 L2 캡슐화 방식이다. PC1-R1 구간에서는 Ethernet Header였고, R1-R2 구간에서는 PPP Header가 된다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. Step 3 - R2는 Server1의 MAC을 알아내고 Frame을 만든다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R2도 R1과 마찬가지로 PPP Header를 제거하고 IP Header의 TTL을 감소시킨다. 그리고 목적지 &lt;code&gt;192.168.3.2&lt;/code&gt;에 대한 Route Lookup을 수행한다. 이때 &lt;code&gt;192.168.3.0/24&lt;/code&gt;는 R2의 Fa0/0에 직접 연결된 네트워크이다.&lt;/p&gt;
&lt;div class=&quot;topology-wrap&quot;&gt;&lt;img class=&quot;topology-image&quot; 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&quot; alt=&quot;R2 ARP and frame to Server1&quot; /&gt;
&lt;div class=&quot;caption&quot;&gt;R2는 Server1과 같은 Ethernet 네트워크에 있으므로 Server1의 MAC 주소를 ARP로 학습한 뒤 Frame을 만든다.&lt;/div&gt;
&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R2의 ARP Cache에 Server1의 MAC 주소가 없다면, R2는 &lt;code&gt;192.168.3.2&lt;/code&gt;에 대해 ARP Request를 보낸다. Server1은 &lt;code&gt;2222.2222.2222&lt;/code&gt;를 ARP Reply로 알려준다. R2가 최종적으로 Server1에게 보내는 Frame은 다음과 같다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;계층&lt;/th&gt;
&lt;th&gt;출발지&lt;/th&gt;
&lt;th&gt;목적지&lt;/th&gt;
&lt;th&gt;의미&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Layer 3&lt;/td&gt;
&lt;td&gt;&lt;code&gt;192.168.1.2&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;&lt;code&gt;192.168.3.2&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;IP Packet은 여전히 PC1에서 Server1로 가는 Packet이다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Layer 2&lt;/td&gt;
&lt;td&gt;&lt;code&gt;BBBB.BBBB.BBBB&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;&lt;code&gt;2222.2222.2222&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;마지막 Ethernet 구간에서는 R2가 출발지 MAC, Server1이 목적지 MAC이 된다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;5. 핵심 정리 - IP Packet은 유지되고, Frame은 Hop마다 바뀐다&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;구간&lt;/th&gt;
&lt;th&gt;L2 Encapsulation&lt;/th&gt;
&lt;th&gt;Source MAC / L2 Source&lt;/th&gt;
&lt;th&gt;Destination MAC / L2 Destination&lt;/th&gt;
&lt;th&gt;L3 Source -&amp;gt; Destination&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;PC1 -&amp;gt; R1&lt;/td&gt;
&lt;td&gt;Ethernet&lt;/td&gt;
&lt;td&gt;&lt;code&gt;1111.1111.1111&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;&lt;code&gt;AAAA.AAAA.AAAA&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;&lt;code&gt;192.168.1.2 -&amp;gt; 192.168.3.2&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;R1 -&amp;gt; R2&lt;/td&gt;
&lt;td&gt;PPP&lt;/td&gt;
&lt;td&gt;MAC 없음&lt;/td&gt;
&lt;td&gt;MAC 없음&lt;/td&gt;
&lt;td&gt;&lt;code&gt;192.168.1.2 -&amp;gt; 192.168.3.2&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;R2 -&amp;gt; Server1&lt;/td&gt;
&lt;td&gt;Ethernet&lt;/td&gt;
&lt;td&gt;&lt;code&gt;BBBB.BBBB.BBBB&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;&lt;code&gt;2222.2222.2222&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;&lt;code&gt;192.168.1.2 -&amp;gt; 192.168.3.2&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;div class=&quot;good&quot;&gt;정리하면, 라우터는 Packet을 &amp;ldquo;그대로 중계&amp;rdquo;하는 것이 아니라 L2 Header를 제거하고, L3 Header를 확인하고, TTL을 감소시키고, 다음 구간에 맞는 새로운 L2 Header를 붙여서 내보낸다. 이것이 라우터의 packet-forwarding process를 이해할 때 가장 중요한 그림이다.&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;6. R1과 R2가 Serial이 아니라 Ethernet이면 ARP를 사용할까?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;결론부터 말하면 &lt;b&gt;IPv4 Ethernet 구간이라면 ARP를 사용한다.&lt;/b&gt; Serial PPP 구간에서는 MAC 주소가 없고 상대가 하나뿐인 Point-to-Point 링크이기 때문에 ARP가 필요 없다. 하지만 R1-R2 사이가 Ethernet Routed Link라면 이야기가 달라진다.&lt;/p&gt;
&lt;div class=&quot;topology-wrap&quot;&gt;&lt;img class=&quot;topology-image&quot; 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alt=&quot;Ethernet next-hop ARP between R1 and R2&quot; /&gt;
&lt;div class=&quot;caption&quot;&gt;R1-R2가 Ethernet이면 R1은 next-hop IP인 R2의 &lt;code&gt;192.168.2.2&lt;/code&gt;에 대해 ARP를 수행한다.&lt;/div&gt;
&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;예를 들어 R1의 Routing Table에 다음과 같은 결과가 있다고 하자.&lt;/p&gt;
&lt;pre class=&quot;angelscript&quot;&gt;&lt;code&gt;192.168.3.0/24 via 192.168.2.2, GigabitEthernet0/1&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 경우 R1은 Server1의 MAC을 찾는 것이 아니다. R1 입장에서 다음 Hop은 &lt;code&gt;192.168.2.2&lt;/code&gt;, 즉 R2이다. 따라서 R1은 &lt;code&gt;192.168.2.2&lt;/code&gt;에 대해 ARP를 수행하고, R2의 Ethernet MAC 주소를 알아낸 뒤 Frame의 Destination MAC으로 사용한다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;R1-R2 링크 타입&lt;/th&gt;
&lt;th&gt;R1이 next-hop MAC을 알아야 하는가?&lt;/th&gt;
&lt;th&gt;이유&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Serial PPP / HDLC&lt;/td&gt;
&lt;td&gt;아니오&lt;/td&gt;
&lt;td&gt;Point-to-Point 링크라서 L2 next-hop을 MAC으로 구분하지 않는다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Ethernet&lt;/td&gt;
&lt;td&gt;예&lt;/td&gt;
&lt;td&gt;Ethernet Frame을 만들기 위해 Destination MAC이 필요하다. IPv4에서는 ARP로 next-hop IP를 MAC에 매핑한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;IPv6 Ethernet&lt;/td&gt;
&lt;td&gt;예&lt;/td&gt;
&lt;td&gt;IPv6는 ARP가 아니라 Neighbor Discovery를 사용해 next-hop의 L2 주소를 찾는다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;div class=&quot;warning&quot;&gt;Ethernet에서 static route를 설정할 때 단순히 exit interface만 지정하면, 장비와 환경에 따라 최종 목적지 주소에 대해 ARP를 시도하거나 Proxy ARP에 의존하는 비효율적인 상황이 생길 수 있다. Ethernet next-hop이 있는 경로는 보통 &lt;code&gt;next-hop IP&lt;/code&gt;를 명확히 지정하는 것이 좋다.&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;7. Routing Table, ARP, CEF는 서로 어떤 관계인가?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;라우터가 매 Packet마다 Routing Table과 ARP Cache를 느리게 하나씩 뒤지는 방식으로 동작하면 비효율적이다. Cisco 장비는 일반적으로 CEF를 사용한다. CEF는 Control Plane의 Routing Table과 Layer 3-to-Layer 2 매핑 정보를 바탕으로 Data Plane에서 빠르게 참조할 수 있는 구조를 만든다.&lt;/p&gt;
&lt;div class=&quot;topology-wrap&quot;&gt;&lt;img class=&quot;topology-image&quot; 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alt=&quot;Router control plane and data plane structures&quot; /&gt;
&lt;div class=&quot;caption&quot;&gt;Routing Table과 ARP/NHRP 같은 매핑 정보가 CEF FIB와 Adjacency Table의 기반이 된다.&lt;/div&gt;
&lt;/div&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;구조&lt;/th&gt;
&lt;th&gt;위치&lt;/th&gt;
&lt;th&gt;역할&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;IP Routing Table&lt;/td&gt;
&lt;td&gt;Control Plane&lt;/td&gt;
&lt;td&gt;목적지 Prefix에 대한 최적 경로를 보관한다. Longest Prefix Match의 기준이 된다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Layer 3-to-Layer 2 Mapping&lt;/td&gt;
&lt;td&gt;Control Plane&lt;/td&gt;
&lt;td&gt;Ethernet에서는 ARP Cache, DMVPN에서는 NHRP Cache처럼 next-hop L3 주소를 L2 도착 정보에 매핑한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;CEF FIB&lt;/td&gt;
&lt;td&gt;Data Plane&lt;/td&gt;
&lt;td&gt;Routing Table에서 파생된 빠른 forwarding 정보다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;CEF Adjacency Table&lt;/td&gt;
&lt;td&gt;Data Plane&lt;/td&gt;
&lt;td&gt;실제 Frame Header를 만들기 위한 정보를 가진다. Ethernet이면 next-hop MAC이 포함된다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;8. 예시 명령어 정리&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;show ip route&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;특정 목적지 IP 또는 Prefix가 Routing Table에서 어떤 경로로 선택되는지 확인한다. 출력에서 봐야 할 것은 Routing Protocol, Administrative Distance, Metric, next-hop IP, outgoing interface이다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;show ip route 192.168.1.11
show ip route 192.168.1.0 255.255.255.0&lt;/code&gt;&lt;/pre&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;show ip route longer-prefixes&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;특정 큰 Prefix 아래에 더 구체적인 경로들이 있는지 확인한다. Longest Prefix Match 문제를 확인할 때 유용하다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;show ip route 172.16.0.0 255.255.0.0 longer-prefixes&lt;/code&gt;&lt;/pre&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;show ip cef&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Control Plane의 Routing Table이 아니라 Data Plane에서 CEF가 실제로 어떤 next-hop과 interface를 사용하려 하는지 확인한다. Routing Table은 정상인데 트래픽 흐름이 이상하다면 CEF 정보를 같이 봐야 한다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;show ip cef 192.168.1.11
show ip cef 192.168.1.0 255.255.255.0&lt;/code&gt;&lt;/pre&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;show ip cef exact-route&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;특정 Source IP와 Destination IP 조합이 실제로 어떤 interface와 next-hop으로 나가는지 확인한다. ECMP, Policy, CEF hashing 때문에 목적지 하나만 보는 것보다 정확한 판단이 필요할 때 도움이 된다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;show ip cef exact-route 10.2.2.2 192.168.1.11&lt;/code&gt;&lt;/pre&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;show ip arp&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Ethernet 구간에서 IP 주소가 어떤 MAC 주소로 매핑되어 있는지 확인한다. R1-R2가 Ethernet이라면 R1의 ARP Cache에는 R2 next-hop IP에 대한 MAC 주소가 있어야 정상이다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;show ip arp&lt;/code&gt;&lt;/pre&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;show ip nhrp&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DMVPN 같은 NBMA 환경에서 Tunnel next-hop과 실제 NBMA 주소 매핑을 확인한다. Ethernet의 ARP Cache와 목적이 비슷하지만, 사용하는 기술과 매핑 대상이 다르다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;show ip nhrp&lt;/code&gt;&lt;/pre&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;show adjacency detail&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;CEF Adjacency Table에 저장된 실제 L2 Header 생성 정보를 확인한다. Ethernet adjacency에서는 Destination MAC, Source MAC, EtherType 같은 정보가 포함될 수 있다.&lt;/p&gt;
&lt;pre class=&quot;dart&quot;&gt;&lt;code&gt;show adjacency detail&lt;/code&gt;&lt;/pre&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;9. 장애 분석 관점에서 보는 순서&lt;/h2&gt;
&lt;div class=&quot;flow&quot;&gt;
&lt;div class=&quot;flow-row&quot;&gt;
&lt;div class=&quot;flow-label&quot;&gt;1&lt;/div&gt;
&lt;div class=&quot;flow-body&quot;&gt;PC가 목적지를 Local/Remote 중 무엇으로 판단하는지 확인한다. 잘못된 Subnet Mask나 Default Gateway가 있으면 첫 단계부터 실패한다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;flow-row&quot;&gt;
&lt;div class=&quot;flow-label&quot;&gt;2&lt;/div&gt;
&lt;div class=&quot;flow-body&quot;&gt;PC의 ARP Cache에서 Default Gateway MAC을 확인한다. PC가 원격지 Server의 MAC을 찾는 것이 아니라 Gateway MAC을 찾는다는 점이 중요하다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;flow-row&quot;&gt;
&lt;div class=&quot;flow-label&quot;&gt;3&lt;/div&gt;
&lt;div class=&quot;flow-body&quot;&gt;R1의 Routing Table과 CEF FIB에서 목적지 Prefix가 어느 next-hop/interface로 나가는지 확인한다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;flow-row&quot;&gt;
&lt;div class=&quot;flow-label&quot;&gt;4&lt;/div&gt;
&lt;div class=&quot;flow-body&quot;&gt;Next-hop 구간이 Ethernet이면 ARP/Adjacency를 확인한다. Serial PPP면 ARP가 필요 없다는 점을 구분한다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;flow-row&quot;&gt;
&lt;div class=&quot;flow-label&quot;&gt;5&lt;/div&gt;
&lt;div class=&quot;flow-body&quot;&gt;마지막 라우터가 목적지 Host의 MAC을 ARP로 학습했는지 확인한다. 직접 연결 네트워크에서 ARP 실패가 나면 Routing Table이 맞아도 통신은 실패한다.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;10. 마무리&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Packet-Forwarding Process는 라우팅 공부의 가장 기본이지만, 실제 장애 분석에서는 계속 다시 돌아오게 되는 기준점이다. 특히 &lt;b&gt;IP 주소는 end-to-end 관점, MAC 주소는 hop-by-hop 관점&lt;/b&gt;이라는 구분을 정확히 잡아두면 ARP, TTL, CEF, Routing Table을 훨씬 자연스럽게 이해할 수 있다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;네트워크 엔지니어로서 이 흐름을 설명할 수 있다는 것은 단순히 이론을 안다는 뜻이 아니다. 장애가 발생했을 때 &amp;ldquo;PC 문제인지, Gateway 문제인지, Routing Table 문제인지, ARP/Adjacency 문제인지&amp;rdquo;를 단계적으로 좁혀갈 수 있다는 뜻이다. 이 능력이 실무와 면접에서 꽤 큰 차이를 만든다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;추천 태그&lt;/h2&gt;
&lt;pre class=&quot;tags routeros&quot;&gt;&lt;code&gt;Packet Forwarding
Routing Process
CEF
FIB
Adjacency Table
ARP
TTL
PPP
Serial
Ethernet
Next Hop
show ip route
show ip cef
show adjacency detail
Cisco
CCNP
CCIE
네트워크 엔지니어&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;</description>
      <category>네트워크 이론</category>
      <category>Adjacency Table</category>
      <category>ARP</category>
      <category>CCNP</category>
      <category>CEF</category>
      <category>fib</category>
      <category>Routing Process</category>
      <author>성민 | 네트워크 생존노트</author>
      <guid isPermaLink="true">https://wetbread.tistory.com/77</guid>
      <comments>https://wetbread.tistory.com/entry/Packet-Forwarding-Process#entry77comment</comments>
      <pubDate>Thu, 11 Jun 2026 09:11:35 +0900</pubDate>
    </item>
    <item>
      <title>IPv6 에 대하여</title>
      <link>https://wetbread.tistory.com/entry/IPv6-%EC%97%90-%EB%8C%80%ED%95%98%EC%97%AC</link>
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&lt;div id=&quot;tistory-ipv6-article&quot;&gt;
  &lt;div class=&quot;article-body&quot;&gt;
    &lt;h1&gt;IPv6에 대하여&lt;/h1&gt;

    &lt;p class=&quot;lead&quot;&gt;
      IPv6는 단순히 IPv4 주소가 부족해서 나온 긴 주소 체계가 아니다.
      주소 형식, 자동 설정 방식, Router Advertisement, DHCPv6, Relay 동작이 서로 연결되어 있다.
      특히 네트워크 엔지니어라면 SLAAC, EUI-64, RA Flag, Stateful/Stateless DHCPv6의 차이를 명확히 이해해야 한다.
    &lt;/p&gt;

    &lt;h2&gt;1. IPv6 주소 형식&lt;/h2&gt;

    &lt;p&gt;
      IPv6 주소는 128bit 주소 체계다. 일반적으로 16bit씩 8개 블록으로 나누어 16진수로 표기한다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;2001:0db8:0000:0000:0000:0000:0000:0001&lt;/code&gt;&lt;/pre&gt;

    &lt;p&gt;
      IPv6는 연속된 0을 줄여 쓸 수 있다. 위 주소는 다음처럼 표현할 수 있다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;2001:db8::1&lt;/code&gt;&lt;/pre&gt;

    &lt;p&gt;
      일반적인 LAN 구간에서는 보통 &lt;code&gt;/64&lt;/code&gt; prefix를 사용한다.
      이때 앞 64bit는 network prefix, 뒤 64bit는 interface identifier 역할을 한다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;IPv6 Address = Prefix 64bit + Interface ID 64bit

Prefix       : 2001:db8:a:a::/64
Interface ID : xxxx:xxxx:xxxx:xxxx
Result       : 2001:db8:a:a:xxxx:xxxx:xxxx:xxxx&lt;/code&gt;&lt;/pre&gt;

    &lt;h2&gt;2. IPv6 주소 할당 방식&lt;/h2&gt;

    &lt;p&gt;
      IPv6 주소는 여러 방식으로 설정할 수 있다.
    &lt;/p&gt;

    &lt;table&gt;
      &lt;thead&gt;
        &lt;tr&gt;
          &lt;th&gt;방식&lt;/th&gt;
          &lt;th&gt;주소 생성 주체&lt;/th&gt;
          &lt;th&gt;특징&lt;/th&gt;
        &lt;/tr&gt;
      &lt;/thead&gt;
      &lt;tbody&gt;
        &lt;tr&gt;
          &lt;td&gt;Static&lt;/td&gt;
          &lt;td&gt;관리자&lt;/td&gt;
          &lt;td&gt;관리자가 IPv6 주소를 직접 설정한다.&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;SLAAC&lt;/td&gt;
          &lt;td&gt;Host&lt;/td&gt;
          &lt;td&gt;RA로 받은 prefix와 Host가 만든 Interface ID를 조합한다.&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;Stateful DHCPv6&lt;/td&gt;
          &lt;td&gt;DHCPv6 Server&lt;/td&gt;
          &lt;td&gt;DHCPv6 Server가 주소를 할당하고 lease를 관리한다.&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;Stateless DHCPv6&lt;/td&gt;
          &lt;td&gt;Host + DHCPv6 Server&lt;/td&gt;
          &lt;td&gt;주소는 SLAAC으로 만들고 DNS 같은 기타 정보만 DHCPv6로 받는다.&lt;/td&gt;
        &lt;/tr&gt;
      &lt;/tbody&gt;
    &lt;/table&gt;

    &lt;h2&gt;3. SLAAC&lt;/h2&gt;

    &lt;p&gt;
      SLAAC는 &lt;strong&gt;Stateless Address Autoconfiguration&lt;/strong&gt;의 약자다.
      Router가 RA, Router Advertisement로 prefix를 알려주면 Host가 스스로 Interface ID를 만들어 IPv6 주소를 완성한다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;Router RA
Prefix : 2001:db8:a:a::/64

Host
Interface ID : Host가 생성

Result
2001:db8:a:a:xxxx:xxxx:xxxx:xxxx&lt;/code&gt;&lt;/pre&gt;

    &lt;p&gt;
      Host는 RS, Router Solicitation을 보내 RA를 요청할 수 있고,
      Router는 RS를 받지 않아도 주기적으로 RA를 보낼 수 있다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;RS, Router Solicitation
Host -&gt; ff02::2
ICMPv6 Type 133

RA, Router Advertisement
Router -&gt; ff02::1
ICMPv6 Type 134&lt;/code&gt;&lt;/pre&gt;

    &lt;div class=&quot;note&quot;&gt;
      IPv6 default gateway는 DHCPv6가 주는 것이 아니라 RA를 통해 학습한다.
      Host는 RA를 보낸 Router의 link-local address를 default gateway로 사용한다.
    &lt;/div&gt;

    &lt;h2&gt;4. Interface ID 생성 방식&lt;/h2&gt;

    &lt;h3&gt;Random 또는 Stable Random Interface ID&lt;/h3&gt;

    &lt;p&gt;
      Modern Windows PC는 기본적으로 EUI-64를 사용하지 않고 random 또는 stable random 방식으로 Interface ID를 만든다.
      이 방식은 MAC 주소 흔적을 IPv6 주소에 남기지 않기 때문에 privacy 측면에서 유리하다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;Prefix       : 2001:db8:a:a::/64
Random IID   : 5850:6d61:01fb:ef3a
IPv6 Address : 2001:db8:a:a:5850:6d61:1fb:ef3a&lt;/code&gt;&lt;/pre&gt;

    &lt;p&gt;
      Random으로 만들면 이론적으로 중복 가능성은 있다.
      하지만 64bit Interface ID 공간은 매우 크고, IPv6는 주소를 실제 사용하기 전에 DAD, Duplicate Address Detection을 수행한다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;1. Host가 Interface ID 생성
2. IPv6 주소를 tentative 상태로 둠
3. Neighbor Solicitation으로 중복 여부 확인
4. 응답이 없으면 주소 사용
5. 중복이 확인되면 해당 주소 사용 불가&lt;/code&gt;&lt;/pre&gt;

    &lt;h3&gt;EUI-64&lt;/h3&gt;

    &lt;p&gt;
      EUI-64는 MAC 주소를 기반으로 IPv6 Interface ID 64bit를 만드는 방식이다.
      예를 들어 MAC 주소가 다음과 같다고 하자.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;MAC = 00:50:79:66:68:01&lt;/code&gt;&lt;/pre&gt;

    &lt;p&gt;
      먼저 앞 24bit와 뒤 24bit 사이에 &lt;code&gt;ff:fe&lt;/code&gt;를 삽입한다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;00:50:79 + ff:fe + 66:68:01
= 00:50:79:ff:fe:66:68:01&lt;/code&gt;&lt;/pre&gt;

    &lt;p&gt;
      그 다음 첫 번째 octet의 U/L bit를 flip한다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;00 = 00000000
       ^
       U/L bit

flip 후

02 = 00000010&lt;/code&gt;&lt;/pre&gt;

    &lt;p&gt;
      최종 Interface ID는 다음과 같다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;0250:79ff:fe66:6801&lt;/code&gt;&lt;/pre&gt;

    &lt;p&gt;
      prefix가 &lt;code&gt;2001:db8:a:a::/64&lt;/code&gt;라면 최종 IPv6 주소는 다음처럼 된다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;2001:db8:a:a:250:79ff:fe66:6801&lt;/code&gt;&lt;/pre&gt;

    &lt;h3&gt;왜 U/L bit를 flip할까?&lt;/h3&gt;

    &lt;p&gt;
      MAC 주소의 U/L bit는 Universal/Local bit다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;MAC의 U/L bit
0 = Universally administered
1 = Locally administered&lt;/code&gt;&lt;/pre&gt;

    &lt;p&gt;
      IPv6 Modified EUI-64에서는 이 의미가 반대로 해석된다.
      그래서 IEEE MAC 주소의 U/L bit를 IPv6 Interface ID로 옮길 때 값을 뒤집는다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;IEEE MAC U/L bit와
IPv6 Modified EUI-64의 u bit 의미가 반대이기 때문에
U/L bit를 flip한다.&lt;/code&gt;&lt;/pre&gt;

    &lt;div class=&quot;warning&quot;&gt;
      EUI-64는 학습과 시험에서는 매우 중요하지만, 실제 PC OS에서는 privacy 문제 때문에 기본으로 사용하지 않는 경우가 많다.
      MAC 주소 흔적이 IPv6 주소에 남으면 장비 추적이 쉬워질 수 있다.
    &lt;/div&gt;

    &lt;h2&gt;5. RA Flag&lt;/h2&gt;

    &lt;p&gt;
      RA는 Host에게 prefix, default gateway, 주소 자동 설정 방식을 알려주는 ICMPv6 메시지다.
      RA에서 자주 보는 flag는 다음과 같다.
    &lt;/p&gt;

    &lt;table&gt;
      &lt;thead&gt;
        &lt;tr&gt;
          &lt;th&gt;Flag&lt;/th&gt;
          &lt;th&gt;위치&lt;/th&gt;
          &lt;th&gt;의미&lt;/th&gt;
          &lt;th&gt;Cisco 설정&lt;/th&gt;
        &lt;/tr&gt;
      &lt;/thead&gt;
      &lt;tbody&gt;
        &lt;tr&gt;
          &lt;td&gt;M flag&lt;/td&gt;
          &lt;td&gt;RA Header&lt;/td&gt;
          &lt;td&gt;주소를 DHCPv6로 받아라.&lt;/td&gt;
          &lt;td&gt;&lt;code&gt;ipv6 nd managed-config-flag&lt;/code&gt;&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;O flag&lt;/td&gt;
          &lt;td&gt;RA Header&lt;/td&gt;
          &lt;td&gt;DNS 같은 기타 정보를 DHCPv6로 받아라.&lt;/td&gt;
          &lt;td&gt;&lt;code&gt;ipv6 nd other-config-flag&lt;/code&gt;&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;A flag&lt;/td&gt;
          &lt;td&gt;Prefix Information Option&lt;/td&gt;
          &lt;td&gt;이 prefix로 SLAAC 주소를 만들어라.&lt;/td&gt;
          &lt;td&gt;&lt;code&gt;ipv6 nd prefix ... no-autoconfig&lt;/code&gt;로 끌 수 있음&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;L flag&lt;/td&gt;
          &lt;td&gt;Prefix Information Option&lt;/td&gt;
          &lt;td&gt;이 prefix를 on-link로 판단해라.&lt;/td&gt;
          &lt;td&gt;&lt;code&gt;ipv6 nd prefix ... no-onlink&lt;/code&gt;로 끌 수 있음&lt;/td&gt;
        &lt;/tr&gt;
      &lt;/tbody&gt;
    &lt;/table&gt;

    &lt;p&gt;
      RA Flag 조합에 따른 Host 동작은 다음처럼 정리할 수 있다.
    &lt;/p&gt;

    &lt;table&gt;
      &lt;thead&gt;
        &lt;tr&gt;
          &lt;th&gt;조합&lt;/th&gt;
          &lt;th&gt;의미&lt;/th&gt;
          &lt;th&gt;Host 동작&lt;/th&gt;
        &lt;/tr&gt;
      &lt;/thead&gt;
      &lt;tbody&gt;
        &lt;tr&gt;
          &lt;td&gt;A=1, M=0, O=0&lt;/td&gt;
          &lt;td&gt;SLAAC Only&lt;/td&gt;
          &lt;td&gt;RA prefix로 주소를 만들고 DHCPv6는 사용하지 않는다.&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;A=1, M=0, O=1&lt;/td&gt;
          &lt;td&gt;Stateless DHCPv6&lt;/td&gt;
          &lt;td&gt;주소는 SLAAC, DNS 같은 옵션은 DHCPv6로 받는다.&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;A=0, M=1, O=1&lt;/td&gt;
          &lt;td&gt;Stateful DHCPv6 Only&lt;/td&gt;
          &lt;td&gt;SLAAC 주소는 만들지 않고 DHCPv6로 주소와 옵션을 받는다.&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;A=1, M=1&lt;/td&gt;
          &lt;td&gt;SLAAC + Stateful DHCPv6 가능&lt;/td&gt;
          &lt;td&gt;SLAAC 주소와 DHCPv6 주소를 둘 다 가질 수 있다.&lt;/td&gt;
        &lt;/tr&gt;
      &lt;/tbody&gt;
    &lt;/table&gt;

    &lt;div class=&quot;note&quot;&gt;
      A flag와 M flag는 우선순위 관계가 아니라 독립적인 힌트다.
      A=1, M=1이면 Host가 SLAAC 주소와 DHCPv6 주소를 둘 다 만들 수 있다.
      Stateful DHCPv6만 사용하고 싶다면 A flag를 꺼야 한다.
    &lt;/div&gt;

    &lt;h2&gt;6. Stateful DHCPv6와 Stateless DHCPv6&lt;/h2&gt;

    &lt;h3&gt;Stateful DHCPv6&lt;/h3&gt;

    &lt;p&gt;
      Stateful DHCPv6는 DHCPv6 Server가 IPv6 주소를 직접 할당하고 lease를 관리하는 방식이다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;주소     : DHCPv6 Server가 할당
DNS      : DHCPv6 Server가 제공
Lease    : DHCPv6 Server가 관리
Gateway  : RA로 학습&lt;/code&gt;&lt;/pre&gt;

    &lt;h3&gt;Stateless DHCPv6&lt;/h3&gt;

    &lt;p&gt;
      Stateless DHCPv6는 주소는 SLAAC으로 만들고 DNS, Domain Search List 같은 옵션만 DHCPv6로 받는 방식이다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;주소     : SLAAC
DNS      : DHCPv6
Lease    : DHCPv6 Server가 주소 lease 관리 안 함
Gateway  : RA로 학습&lt;/code&gt;&lt;/pre&gt;

    &lt;h2&gt;7. Cisco 설정 예시&lt;/h2&gt;

    &lt;h3&gt;SLAAC Only&lt;/h3&gt;

    &lt;p&gt;
      RA Router는 prefix를 광고하고, Client는 RA를 받아 SLAAC 주소를 만든다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;R1, RA Router

ipv6 unicast-routing

interface e0/0
 ipv6 address 2001:db8:a:a::1/64
 no shutdown&lt;/code&gt;&lt;/pre&gt;

    &lt;pre&gt;&lt;code&gt;Cisco Client

interface e0/0
 ipv6 address autoconfig
 no shutdown&lt;/code&gt;&lt;/pre&gt;

    &lt;h3&gt;Stateless DHCPv6&lt;/h3&gt;

    &lt;p&gt;
      주소는 SLAAC으로 만들고, DNS 같은 기타 옵션만 DHCPv6로 받는다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;R1, RA Router + DHCPv6 Server

ipv6 unicast-routing

ipv6 dhcp pool DHCPV6-STATELESS
 dns-server 2001:db8:a:a::53
 domain-name example.com

interface e0/0
 ipv6 address 2001:db8:a:a::1/64
 ipv6 nd other-config-flag
 ipv6 dhcp server DHCPV6-STATELESS
 no shutdown&lt;/code&gt;&lt;/pre&gt;

    &lt;pre&gt;&lt;code&gt;Cisco Client

interface e0/0
 ipv6 address autoconfig
 ipv6 dhcp client request dns-nameserver
 ipv6 dhcp client request domain-name
 no shutdown&lt;/code&gt;&lt;/pre&gt;

    &lt;h3&gt;Stateful DHCPv6&lt;/h3&gt;

    &lt;p&gt;
      주소도 DHCPv6 Server가 할당한다. 이 경우 Client가 SLAAC 주소를 만들지 않게 하려면 A flag를 꺼주는 것이 좋다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;R1, RA Router + DHCPv6 Server

ipv6 unicast-routing

ipv6 dhcp pool DHCPV6-STATEFUL
 address prefix 2001:db8:a:a::/64
 dns-server 2001:db8:a:a::53
 domain-name example.com

interface e0/0
 ipv6 address 2001:db8:a:a::1/64
 ipv6 nd managed-config-flag
 ipv6 nd other-config-flag
 ipv6 nd prefix 2001:db8:a:a::/64 no-autoconfig
 ipv6 dhcp server DHCPV6-STATEFUL
 no shutdown&lt;/code&gt;&lt;/pre&gt;

    &lt;pre&gt;&lt;code&gt;Cisco Client

interface e0/0
 ipv6 enable
 ipv6 address dhcp
 no shutdown&lt;/code&gt;&lt;/pre&gt;

    &lt;div class=&quot;warning&quot;&gt;
      Cisco IOS에서 &lt;code&gt;ipv6 address autoconfig&lt;/code&gt;는 SLAAC 주소 생성용이다.
      Stateful DHCPv6로 주소를 받으려면 Client 쪽에 &lt;code&gt;ipv6 address dhcp&lt;/code&gt;를 설정해야 한다.
    &lt;/div&gt;

    &lt;h2&gt;8. DHCPv6 Message 종류&lt;/h2&gt;

    &lt;p&gt;
      Stateful DHCPv6의 기본 주소 할당 흐름은 다음과 같다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;Solicit -&gt; Advertise -&gt; Request -&gt; Reply&lt;/code&gt;&lt;/pre&gt;

    &lt;p&gt;
      DHCPv4 DORA와 비교하면 다음처럼 볼 수 있다.
    &lt;/p&gt;

    &lt;table&gt;
      &lt;thead&gt;
        &lt;tr&gt;
          &lt;th&gt;DHCPv4&lt;/th&gt;
          &lt;th&gt;DHCPv6&lt;/th&gt;
          &lt;th&gt;의미&lt;/th&gt;
        &lt;/tr&gt;
      &lt;/thead&gt;
      &lt;tbody&gt;
        &lt;tr&gt;
          &lt;td&gt;Discover&lt;/td&gt;
          &lt;td&gt;Solicit&lt;/td&gt;
          &lt;td&gt;Client가 Server를 찾는다.&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;Offer&lt;/td&gt;
          &lt;td&gt;Advertise&lt;/td&gt;
          &lt;td&gt;Server가 자신이 응답 가능함을 알린다.&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;Request&lt;/td&gt;
          &lt;td&gt;Request&lt;/td&gt;
          &lt;td&gt;Client가 특정 Server와 주소를 선택한다.&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;ACK&lt;/td&gt;
          &lt;td&gt;Reply&lt;/td&gt;
          &lt;td&gt;Server가 최종 응답한다.&lt;/td&gt;
        &lt;/tr&gt;
      &lt;/tbody&gt;
    &lt;/table&gt;

    &lt;p&gt;
      DHCPv6 주요 Message Type은 다음과 같다.
    &lt;/p&gt;

    &lt;table&gt;
      &lt;thead&gt;
        &lt;tr&gt;
          &lt;th&gt;번호&lt;/th&gt;
          &lt;th&gt;Message&lt;/th&gt;
          &lt;th&gt;의미&lt;/th&gt;
        &lt;/tr&gt;
      &lt;/thead&gt;
      &lt;tbody&gt;
        &lt;tr&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;Solicit&lt;/td&gt;&lt;td&gt;Client가 DHCPv6 Server를 찾는다.&lt;/td&gt;&lt;/tr&gt;
        &lt;tr&gt;&lt;td&gt;2&lt;/td&gt;&lt;td&gt;Advertise&lt;/td&gt;&lt;td&gt;Server가 Client에게 응답 가능함을 알린다.&lt;/td&gt;&lt;/tr&gt;
        &lt;tr&gt;&lt;td&gt;3&lt;/td&gt;&lt;td&gt;Request&lt;/td&gt;&lt;td&gt;Client가 Server에게 주소/옵션을 요청한다.&lt;/td&gt;&lt;/tr&gt;
        &lt;tr&gt;&lt;td&gt;4&lt;/td&gt;&lt;td&gt;Confirm&lt;/td&gt;&lt;td&gt;Client가 현재 주소가 해당 링크에서 유효한지 확인한다.&lt;/td&gt;&lt;/tr&gt;
        &lt;tr&gt;&lt;td&gt;5&lt;/td&gt;&lt;td&gt;Renew&lt;/td&gt;&lt;td&gt;Client가 기존 lease 갱신을 요청한다.&lt;/td&gt;&lt;/tr&gt;
        &lt;tr&gt;&lt;td&gt;6&lt;/td&gt;&lt;td&gt;Rebind&lt;/td&gt;&lt;td&gt;기존 Server 응답이 없을 때 다른 Server에게 갱신을 요청한다.&lt;/td&gt;&lt;/tr&gt;
        &lt;tr&gt;&lt;td&gt;7&lt;/td&gt;&lt;td&gt;Reply&lt;/td&gt;&lt;td&gt;Server의 최종 응답이다.&lt;/td&gt;&lt;/tr&gt;
        &lt;tr&gt;&lt;td&gt;8&lt;/td&gt;&lt;td&gt;Release&lt;/td&gt;&lt;td&gt;Client가 주소를 반환한다.&lt;/td&gt;&lt;/tr&gt;
        &lt;tr&gt;&lt;td&gt;9&lt;/td&gt;&lt;td&gt;Decline&lt;/td&gt;&lt;td&gt;Client가 주소 중복 등을 이유로 주소 사용을 거부한다.&lt;/td&gt;&lt;/tr&gt;
        &lt;tr&gt;&lt;td&gt;10&lt;/td&gt;&lt;td&gt;Reconfigure&lt;/td&gt;&lt;td&gt;Server가 Client에게 재설정을 요청한다.&lt;/td&gt;&lt;/tr&gt;
        &lt;tr&gt;&lt;td&gt;11&lt;/td&gt;&lt;td&gt;Information-Request&lt;/td&gt;&lt;td&gt;주소 없이 옵션 정보만 요청한다. Stateless DHCPv6에서 중요하다.&lt;/td&gt;&lt;/tr&gt;
        &lt;tr&gt;&lt;td&gt;12&lt;/td&gt;&lt;td&gt;Relay-Forward&lt;/td&gt;&lt;td&gt;Relay가 Client 메시지를 Server에게 전달한다.&lt;/td&gt;&lt;/tr&gt;
        &lt;tr&gt;&lt;td&gt;13&lt;/td&gt;&lt;td&gt;Relay-Reply&lt;/td&gt;&lt;td&gt;Server가 Relay에게 응답한다.&lt;/td&gt;&lt;/tr&gt;
      &lt;/tbody&gt;
    &lt;/table&gt;

    &lt;h2&gt;9. DHCPv4와 DHCPv6의 차이&lt;/h2&gt;

    &lt;table&gt;
      &lt;thead&gt;
        &lt;tr&gt;
          &lt;th&gt;구분&lt;/th&gt;
          &lt;th&gt;DHCPv4&lt;/th&gt;
          &lt;th&gt;DHCPv6&lt;/th&gt;
        &lt;/tr&gt;
      &lt;/thead&gt;
      &lt;tbody&gt;
        &lt;tr&gt;
          &lt;td&gt;초기 목적지&lt;/td&gt;
          &lt;td&gt;&lt;code&gt;255.255.255.255&lt;/code&gt; broadcast&lt;/td&gt;
          &lt;td&gt;&lt;code&gt;ff02::1:2&lt;/code&gt; multicast&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;Client 초기 주소&lt;/td&gt;
          &lt;td&gt;&lt;code&gt;0.0.0.0&lt;/code&gt;&lt;/td&gt;
          &lt;td&gt;link-local address 사용&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;UDP Port&lt;/td&gt;
          &lt;td&gt;Client 68, Server 67&lt;/td&gt;
          &lt;td&gt;Client 546, Server 547&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;Client 식별&lt;/td&gt;
          &lt;td&gt;MAC, chaddr, Client Identifier&lt;/td&gt;
          &lt;td&gt;DUID, IAID&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;Default Gateway&lt;/td&gt;
          &lt;td&gt;DHCP Option 3&lt;/td&gt;
          &lt;td&gt;RA로 학습&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;Relay 방식&lt;/td&gt;
          &lt;td&gt;giaddr 사용&lt;/td&gt;
          &lt;td&gt;Relay-Forward / Relay-Reply 사용&lt;/td&gt;
        &lt;/tr&gt;
      &lt;/tbody&gt;
    &lt;/table&gt;

    &lt;p&gt;
      DHCPv6는 Client가 global IPv6 주소를 받기 전에도 link-local 주소를 이미 가지고 있다.
      그래서 Solicit 이후 Advertise부터 Client link-local 주소로 unicast가 가능하다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;DHCPv6 Solicit
Src IPv6 : Client link-local
Dst IPv6 : ff02::1:2
UDP      : 546 -&gt; 547

DHCPv6 Advertise
Src IPv6 : Server address
Dst IPv6 : Client link-local
UDP      : 547 -&gt; 546&lt;/code&gt;&lt;/pre&gt;

    &lt;h2&gt;10. DHCPv6 Relay 동작 방식&lt;/h2&gt;

    &lt;p&gt;
      Client와 DHCPv6 Server가 같은 링크에 없으면 DHCPv6 Relay가 필요하다.
      DHCPv4 Relay는 &lt;code&gt;giaddr&lt;/code&gt;가 핵심이었지만, DHCPv6 Relay는 Client 메시지를
      Relay-Forward 메시지 안에 넣어 Server에게 전달한다.
    &lt;/p&gt;

    &lt;pre&gt;&lt;code&gt;Client -&gt; Relay
Message : Solicit
Src     : Client link-local
Dst     : ff02::1:2
UDP     : 546 -&gt; 547

Relay -&gt; Server
Message : Relay-Forward
UDP     : 547 -&gt; 547

Server -&gt; Relay
Message : Relay-Reply
UDP     : 547 -&gt; 547

Relay -&gt; Client
Message : Advertise or Reply
Dst     : Client link-local
UDP     : 547 -&gt; 546&lt;/code&gt;&lt;/pre&gt;

    &lt;p&gt;
      DHCPv6 Relay-Forward에는 다음 정보가 중요하다.
    &lt;/p&gt;

    &lt;table&gt;
      &lt;thead&gt;
        &lt;tr&gt;
          &lt;th&gt;필드&lt;/th&gt;
          &lt;th&gt;의미&lt;/th&gt;
        &lt;/tr&gt;
      &lt;/thead&gt;
      &lt;tbody&gt;
        &lt;tr&gt;
          &lt;td&gt;link-address&lt;/td&gt;
          &lt;td&gt;Client가 위치한 링크를 Server가 판단할 수 있게 하는 주소다.&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;peer-address&lt;/td&gt;
          &lt;td&gt;Client의 link-local address다.&lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
          &lt;td&gt;Relay Message Option&lt;/td&gt;
          &lt;td&gt;Client가 보낸 원래 DHCPv6 메시지가 들어간다.&lt;/td&gt;
        &lt;/tr&gt;
      &lt;/tbody&gt;
    &lt;/table&gt;

    &lt;h3&gt;Cisco DHCPv6 Relay 예시&lt;/h3&gt;

    &lt;pre&gt;&lt;code&gt;R1, Client-facing Relay Router

ipv6 unicast-routing

interface e0/0
 ipv6 address 2001:db8:a:a::1/64
 ipv6 nd managed-config-flag
 ipv6 nd other-config-flag
 ipv6 nd prefix 2001:db8:a:a::/64 no-autoconfig
 ipv6 dhcp relay destination 2001:db8:d:d::2
 no shutdown

interface e0/1
 ipv6 address 2001:db8:d:d::1/64
 no shutdown&lt;/code&gt;&lt;/pre&gt;

    &lt;pre&gt;&lt;code&gt;R2, DHCPv6 Server

ipv6 unicast-routing

ipv6 dhcp pool DHCPV6-STATEFUL
 address prefix 2001:db8:a:a::/64
 dns-server 2001:db8:d:d::2
 domain-name example.com

interface e0/0
 ipv6 address 2001:db8:d:d::2/64
 ipv6 dhcp server DHCPV6-STATEFUL
 no shutdown

ipv6 route 2001:db8:a:a::/64 2001:db8:d:d::1&lt;/code&gt;&lt;/pre&gt;

    &lt;h2&gt;11. 네트워크 엔지니어 관점의 핵심&lt;/h2&gt;

    &lt;ul class=&quot;summary-list&quot;&gt;
      &lt;li&gt;IPv6 주소는 보통 prefix 64bit와 interface ID 64bit로 구성된다.&lt;/li&gt;
      &lt;li&gt;SLAAC은 RA prefix와 Host가 만든 Interface ID로 주소를 생성한다.&lt;/li&gt;
      &lt;li&gt;EUI-64는 Interface ID 생성 방식 중 하나일 뿐이며, Windows는 기본적으로 random/stable random 방식을 사용한다.&lt;/li&gt;
      &lt;li&gt;RA의 M/O flag는 DHCPv6 사용 여부를 알려주고, A flag는 SLAAC 가능 여부를 결정한다.&lt;/li&gt;
      &lt;li&gt;Stateful DHCPv6에서도 default gateway는 DHCPv6가 아니라 RA로 학습한다.&lt;/li&gt;
      &lt;li&gt;Cisco Router를 Client로 쓸 때 &lt;code&gt;autoconfig&lt;/code&gt;는 SLAAC, &lt;code&gt;ipv6 address dhcp&lt;/code&gt;는 Stateful DHCPv6용이다.&lt;/li&gt;
      &lt;li&gt;DHCPv6는 broadcast를 사용하지 않고 multicast와 unicast를 사용한다.&lt;/li&gt;
      &lt;li&gt;DHCPv6 Relay는 DHCPv4의 giaddr 방식이 아니라 Relay-Forward / Relay-Reply 구조를 사용한다.&lt;/li&gt;
    &lt;/ul&gt;

    &lt;h2&gt;12. 한 줄 정리&lt;/h2&gt;

    &lt;pre&gt;&lt;code&gt;IPv6 주소 자동 설정은 RA, SLAAC, DHCPv6가 함께 만든다.

RA는 prefix와 default gateway, DHCPv6 사용 여부를 알려주고,
SLAAC은 그 prefix로 Host가 스스로 주소를 만들게 하며,
DHCPv6는 주소를 중앙에서 관리하거나 DNS 같은 추가 정보를 제공한다.

DHCPv6 Relay는 Client와 Server가 다른 링크에 있을 때
Client 메시지를 Relay-Forward로 감싸 Server에게 전달한다.&lt;/code&gt;&lt;/pre&gt;

    &lt;h2&gt;참고 RFC&lt;/h2&gt;

    &lt;p&gt;
      이 글의 기본 개념은
      &lt;a href=&quot;https://datatracker.ietf.org/doc/html/rfc4291&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt;RFC 4291 IPv6 Addressing Architecture&lt;/a&gt;,
      &lt;a href=&quot;https://datatracker.ietf.org/doc/html/rfc4862&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt;RFC 4862 IPv6 Stateless Address Autoconfiguration&lt;/a&gt;,
      &lt;a href=&quot;https://datatracker.ietf.org/doc/html/rfc8415&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt;RFC 8415 DHCP for IPv6&lt;/a&gt;,
      &lt;a href=&quot;https://datatracker.ietf.org/doc/html/rfc7217&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt;RFC 7217 Stable Privacy Addresses&lt;/a&gt;를 기준으로 정리했다.
    &lt;/p&gt;
  &lt;/div&gt;
&lt;/div&gt;</description>
      <category>네트워크 이론</category>
      <category>DHCPv6</category>
      <category>EUI-64</category>
      <category>IPv6</category>
      <category>ipv6 address</category>
      <category>Neighbor Discovery</category>
      <category>RA Flag</category>
      <category>Router Advertisement</category>
      <category>SLAAC</category>
      <category>Stateful DHCPv6</category>
      <category>Stateless DHCPv6</category>
      <author>성민 | 네트워크 생존노트</author>
      <guid isPermaLink="true">https://wetbread.tistory.com/76</guid>
      <comments>https://wetbread.tistory.com/entry/IPv6-%EC%97%90-%EB%8C%80%ED%95%98%EC%97%AC#entry76comment</comments>
      <pubDate>Wed, 10 Jun 2026 15:48:24 +0900</pubDate>
    </item>
    <item>
      <title>DHCP에 대해서</title>
      <link>https://wetbread.tistory.com/entry/DHCP%EC%97%90-%EB%8C%80%ED%95%B4%EC%84%9C</link>
      <description>&lt;!--
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DHCP에 대하여 - DORA 패킷 구조와 DHCP Relay 동작 분석

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DHCP Discover, Offer, Request, ACK의 패킷 구조를 실제 DHCP Relay 토폴로지를 기준으로 분석합니다. giaddr, hops, xid, chaddr, Client Identifier, Server Identifier, Lease Time의 의미와 DHCP Message Type 전체를 정리합니다.

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DHCP, DHCP DORA, DHCP Relay, DHCP Discover, DHCP Offer, DHCP Request, DHCP ACK, DHCP NAK, DHCP Inform, DHCP Decline, DHCP Release, giaddr, chaddr, xid, ip helper-address, 네트워크, CCNP, CCIE, Wireshark, 패킷분석
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&lt;h1&gt;DHCP에 대하여&lt;/h1&gt;
&lt;p class=&quot;lead&quot; data-ke-size=&quot;size16&quot;&gt;DHCP를 공부할 때 가장 많이 외우는 단어는 DORA다. Discover, Offer, Request, ACK. 하지만 실무에서 중요한 것은 순서를 외우는 것보다 각 메시지가 어떤 L2/L3/UDP/BOOTP/DHCP Option 구조를 갖는지 읽을 수 있는 능력이다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이번 글은 아래 DHCP Relay 토폴로지를 기준으로 DHCP 동작을 정리한다. Host A, B, C는 서로 다른 VLAN에 있고, R1은 각 VLAN의 Default Gateway이자 DHCP Relay Agent다. R2는 DHCP Server이자 DNS Server 역할을 한다.&lt;/p&gt;
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&quot; alt=&quot;DHCP Relay topology with Host A, Host B, Host C, SW1, R1 default gateway router, and R2 DHCP DNS server&quot; /&gt;
&lt;div class=&quot;caption&quot;&gt;DHCP Relay 테스트 토폴로지&lt;/div&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 테스트 토폴로지&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;구성은 다음과 같다. Host A, B, C는 같은 스위치에 연결되어 있지만 각각 다른 VLAN에 속한다. R1은 Router-on-a-stick 형태로 subinterface를 사용하며, 각 subinterface에 &lt;code&gt;ip helper-address 10.0.0.2&lt;/code&gt;가 설정되어 있다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;구간&lt;/th&gt;
&lt;th&gt;인터페이스&lt;/th&gt;
&lt;th&gt;역할&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Host A&lt;/td&gt;
&lt;td&gt;Host A &lt;code&gt;e0/0&lt;/code&gt; - SW1 &lt;code&gt;e0/0&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;VLAN 10, &lt;code&gt;192.168.10.0/24&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Host B&lt;/td&gt;
&lt;td&gt;Host B &lt;code&gt;e0/0&lt;/code&gt; - SW1 &lt;code&gt;e0/1&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;VLAN 20, &lt;code&gt;192.168.20.0/24&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Host C&lt;/td&gt;
&lt;td&gt;Host C &lt;code&gt;e0/0&lt;/code&gt; - SW1 &lt;code&gt;e0/2&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;VLAN 30, &lt;code&gt;192.168.30.0/24&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;SW1 - R1&lt;/td&gt;
&lt;td&gt;SW1 &lt;code&gt;e0/3&lt;/code&gt; - R1 &lt;code&gt;e0/0&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;802.1Q Trunk&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;R1 subinterface&lt;/td&gt;
&lt;td&gt;&lt;code&gt;e0/0.10&lt;/code&gt;, &lt;code&gt;e0/0.20&lt;/code&gt;, &lt;code&gt;e0/0.30&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;각 VLAN의 Default Gateway&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;R1 - R2&lt;/td&gt;
&lt;td&gt;R1 &lt;code&gt;e0/1&lt;/code&gt; - R2 &lt;code&gt;e0/0&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;&lt;code&gt;10.0.0.0/24&lt;/code&gt; Server 구간&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;R1 subinterfaces

interface e0/0.10
 encapsulation dot1Q 10
 ip address 192.168.10.1 255.255.255.0
 ip helper-address 10.0.0.2

interface e0/0.20
 encapsulation dot1Q 20
 ip address 192.168.20.1 255.255.255.0
 ip helper-address 10.0.0.2

interface e0/0.30
 encapsulation dot1Q 30
 ip address 192.168.30.1 255.255.255.0
 ip helper-address 10.0.0.2

R1 e0/1 : 10.0.0.1/24
R2 e0/0 : 10.0.0.2/24&lt;/code&gt;&lt;/pre&gt;
&lt;div class=&quot;note&quot;&gt;&lt;code&gt;ip helper-address&lt;/code&gt;는 Client VLAN에서 발생한 DHCP broadcast를 DHCP Server에게 전달하기 위한 설정이다. 이 토폴로지에서는 R1이 DHCP Relay Agent가 되고, R2가 DHCP Server가 된다.&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. DHCP 패킷을 볼 때의 기본 구조&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DHCP는 UDP 위에서 동작한다. DHCP 메시지를 분석할 때는 단순히 &quot;Discover냐 Offer냐&quot;만 볼 것이 아니라 다음 구조를 순서대로 보는 것이 좋다.&lt;/p&gt;
&lt;pre class=&quot;pgsql&quot;&gt;&lt;code&gt;Ethernet Header
IPv4 Header
UDP Header
BOOTP Fixed Header
DHCP Options&lt;/code&gt;&lt;/pre&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;구간&lt;/th&gt;
&lt;th&gt;확인할 필드&lt;/th&gt;
&lt;th&gt;확인 이유&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Ethernet&lt;/td&gt;
&lt;td&gt;Src MAC, Dst MAC&lt;/td&gt;
&lt;td&gt;현재 L2 구간에서 누가 누구에게 프레임을 보내는지 확인한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;IPv4&lt;/td&gt;
&lt;td&gt;Src IP, Dst IP&lt;/td&gt;
&lt;td&gt;Client broadcast인지, Relay가 Server에게 보내는 unicast인지 확인한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;UDP&lt;/td&gt;
&lt;td&gt;Port 67, 68&lt;/td&gt;
&lt;td&gt;Client와 Server 사이인지, Relay와 Server 사이인지 확인한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;BOOTP&lt;/td&gt;
&lt;td&gt;&lt;code&gt;xid&lt;/code&gt;, &lt;code&gt;chaddr&lt;/code&gt;, &lt;code&gt;giaddr&lt;/code&gt;, &lt;code&gt;hops&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;Client 식별, Relay 여부, Client subnet 정보를 확인한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;DHCP Options&lt;/td&gt;
&lt;td&gt;Option 53, 50, 51, 54, 61&lt;/td&gt;
&lt;td&gt;Message Type, 요청 IP, Lease Time, Server Identifier, Client Identifier를 확인한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. DHCP DORA 흐름&lt;/h2&gt;
&lt;div class=&quot;flow&quot;&gt;
&lt;div class=&quot;flow-row&quot;&gt;
&lt;div class=&quot;flow-label&quot;&gt;Discover&lt;/div&gt;
&lt;div class=&quot;flow-body&quot;&gt;Client가 DHCP Server를 찾는다. 아직 IP가 없기 때문에 Client VLAN 안에서는 broadcast로 시작한다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;flow-row&quot;&gt;
&lt;div class=&quot;flow-label&quot;&gt;Offer&lt;/div&gt;
&lt;div class=&quot;flow-body&quot;&gt;Server가 Client에게 사용할 수 있는 IP 주소를 제안한다. 제안 IP는 BOOTP의 &lt;code&gt;yiaddr&lt;/code&gt;에 들어간다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;flow-row&quot;&gt;
&lt;div class=&quot;flow-label&quot;&gt;Request&lt;/div&gt;
&lt;div class=&quot;flow-body&quot;&gt;Client가 특정 Server의 Offer를 선택하고, 해당 IP를 사용하겠다고 요청한다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;flow-row&quot;&gt;
&lt;div class=&quot;flow-label&quot;&gt;ACK&lt;/div&gt;
&lt;div class=&quot;flow-body&quot;&gt;Server가 최종 승인한다. ACK 이후 Client는 IP, Gateway, DNS 등의 정보를 적용한다.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;흔히 DORA는 모두 broadcast라고 말하지만 정확히는 상황에 따라 다르다. Host A가 Client VLAN 안에서 처음 보내는 Discover는 broadcast다. 하지만 R1이 이 Discover를 R2에게 전달할 때는 broadcast가 아니라 unicast DHCP 메시지가 된다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. DHCP Discover&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;Host A가 VLAN 10에서 보내는 Discover&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Host A는 아직 IP 주소가 없다. 따라서 Source IP는 &lt;code&gt;0.0.0.0&lt;/code&gt;이고, Destination IP는 &lt;code&gt;255.255.255.255&lt;/code&gt;다. 이 프레임은 VLAN 10 broadcast로 전송되고, SW1을 거쳐 R1의 &lt;code&gt;e0/0.10&lt;/code&gt; subinterface에 도착한다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;Host A -&amp;gt; VLAN 10 broadcast

Ethernet
Src MAC : Host A MAC
Dst MAC : ff:ff:ff:ff:ff:ff

IPv4
Src IP  : 0.0.0.0
Dst IP  : 255.255.255.255

UDP
Src Port: 68
Dst Port: 67

BOOTP
op      : 1, BOOTREQUEST
hops    : 0
xid     : Client가 생성한 Transaction ID
ciaddr  : 0.0.0.0
yiaddr  : 0.0.0.0
siaddr  : 0.0.0.0
giaddr  : 0.0.0.0
chaddr  : Host A MAC

DHCP Options
53      : DHCP Discover
55      : Parameter Request List
61      : Client Identifier, 있을 수 있음
12      : Host Name, 있을 수 있음&lt;/code&gt;&lt;/pre&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;R1이 R2에게 Relay하는 Discover&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R1은 VLAN 10에서 DHCP Discover를 받으면, &lt;code&gt;ip helper-address 10.0.0.2&lt;/code&gt; 설정에 따라 DHCP Server인 R2에게 메시지를 전달한다. 이때 R1은 DHCP Relay Agent로 동작한다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;R1 DHCP Relay -&amp;gt; R2 DHCP Server

Ethernet
Src MAC : R1 e0/1 쪽 MAC
Dst MAC : R2 e0/0 쪽 MAC

IPv4
Src IP  : 구현 또는 설정에 따라 달라질 수 있음
          예: 192.168.10.1 또는 10.0.0.1
Dst IP  : 10.0.0.2

UDP
Src Port: 67
Dst Port: 67

BOOTP
op      : 1, BOOTREQUEST
hops    : 1
xid     : Host A가 만든 xid 유지
giaddr  : 192.168.10.1
chaddr  : Host A MAC 유지&lt;/code&gt;&lt;/pre&gt;
&lt;div class=&quot;note&quot;&gt;DHCP Server가 어느 pool에서 IP를 줄지 판단할 때 가장 중요한 값은 &lt;code&gt;giaddr&lt;/code&gt;다. 이 예제에서 &lt;code&gt;giaddr = 192.168.10.1&lt;/code&gt;이면 Server는 VLAN 10 Client에게 줄 주소를 &lt;code&gt;192.168.10.0/24&lt;/code&gt; pool에서 선택한다.&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 중요한 점은 Client의 MAC 주소가 Relay와 Server 사이 Ethernet Header의 Source MAC에 존재하지 않는다는 것이다. Relay와 Server 사이 프레임은 R1이 새로 만든 프레임이다. 실제 Client MAC은 BOOTP의 &lt;code&gt;chaddr&lt;/code&gt;와 DHCP &lt;code&gt;Client Identifier&lt;/code&gt;에 남아 있다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;5. DHCP Offer&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R2는 Discover를 보고 Host A에게 줄 IP를 제안한다. 제안된 IP 주소는 DHCP Option이 아니라 BOOTP Header의 &lt;code&gt;yiaddr&lt;/code&gt; 필드에 들어간다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;R2 DHCP Server -&amp;gt; R1 DHCP Relay

UDP
Src Port: 67
Dst Port: 67

BOOTP
op      : 2, BOOTREPLY
xid     : Discover의 xid와 동일
yiaddr  : Host A에게 제안하는 IP
giaddr  : 192.168.10.1
chaddr  : Host A MAC

DHCP Options
53      : DHCP Offer
54      : DHCP Server Identifier = 10.0.0.2
51      : IP Address Lease Time
1       : Subnet Mask
3       : Default Gateway
6       : DNS Server&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R2는 &lt;code&gt;giaddr&lt;/code&gt;가 0이 아니므로 Offer를 Client에게 직접 보내지 않고 Relay Agent인 R1에게 보낸다. 이후 R1은 VLAN 10 쪽으로 Offer를 다시 전달한다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;R1 DHCP Relay -&amp;gt; Host A

Broadcast로 전달하는 경우:
  Ethernet Dst MAC : ff:ff:ff:ff:ff:ff
  IP Dst           : 255.255.255.255

Unicast로 전달하는 경우:
  Ethernet Dst MAC : chaddr의 Host A MAC
  IP Dst           : yiaddr, 제안된 Client IP&lt;/code&gt;&lt;/pre&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;6. DHCP Request&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Host A는 R2의 Offer를 선택하면 DHCP Request를 보낸다. 이때 &lt;code&gt;Option 50&lt;/code&gt;에는 요청하는 IP가 들어가고, &lt;code&gt;Option 54&lt;/code&gt;에는 선택한 DHCP Server Identifier가 들어간다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;Host A -&amp;gt; VLAN 10 broadcast

IPv4
Src IP  : 0.0.0.0
Dst IP  : 255.255.255.255

UDP
Src Port: 68
Dst Port: 67

DHCP Options
53      : DHCP Request
50      : Requested IP Address
54      : DHCP Server Identifier = 10.0.0.2
61      : Client Identifier, 있을 수 있음&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Request가 broadcast로 나가는 이유는 여러 DHCP Server가 Offer를 보냈을 때, 선택받은 Server와 선택받지 못한 Server 모두에게 Client의 선택 결과를 알리기 위해서다. 이 토폴로지에서는 R1이 이 Request도 다시 Relay하여 R2에게 전달한다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;7. DHCP ACK&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R2는 Host A의 Request를 승인하면 DHCP ACK를 보낸다. ACK에는 최종 할당 IP와 함께 subnet mask, default gateway, DNS, lease time 등이 포함된다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;R2 DHCP Server -&amp;gt; R1 DHCP Relay -&amp;gt; Host A

BOOTP
op      : 2, BOOTREPLY
xid     : Request와 매칭되는 xid
yiaddr  : 최종 할당 IP
giaddr  : 192.168.10.1
chaddr  : Host A MAC

DHCP Options
53      : DHCP ACK
54      : DHCP Server Identifier = 10.0.0.2
51      : IP Address Lease Time
58      : Renewal Time, T1
59      : Rebinding Time, T2
1       : Subnet Mask
3       : Default Gateway
6       : DNS Server&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;ACK를 받은 Host A는 이제 DHCP lease를 획득한 상태가 된다. 이후에는 할당받은 IP를 사용해서 일반 IP 통신을 할 수 있다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;8. Relay된 DHCP 메시지인지 판단하는 기준&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DHCP 패킷이 Relay를 거쳤는지 판단할 때 가장 먼저 볼 필드는 &lt;code&gt;giaddr&lt;/code&gt;와 &lt;code&gt;hops&lt;/code&gt;다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;필드&lt;/th&gt;
&lt;th&gt;Relay되지 않은 Client Discover&lt;/th&gt;
&lt;th&gt;Relay된 Discover&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;code&gt;giaddr&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;&lt;code&gt;0.0.0.0&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;Client VLAN의 Gateway IP, 예: &lt;code&gt;192.168.10.1&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;code&gt;hops&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;&lt;code&gt;0&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;&lt;code&gt;1&lt;/code&gt; 이상&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;UDP Port&lt;/td&gt;
&lt;td&gt;&lt;code&gt;68 -&amp;gt; 67&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;&lt;code&gt;67 -&amp;gt; 67&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Ethernet Source MAC&lt;/td&gt;
&lt;td&gt;Client MAC&lt;/td&gt;
&lt;td&gt;Relay 장비 MAC&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;code&gt;chaddr&lt;/code&gt;&lt;/td&gt;
&lt;td&gt;Client MAC&lt;/td&gt;
&lt;td&gt;Client MAC 유지&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;div class=&quot;warning&quot;&gt;Relay와 Server 사이에서 캡처한 DHCP Discover의 Ethernet Source MAC은 Client MAC이 아니다. Client MAC은 BOOTP Header의 &lt;code&gt;chaddr&lt;/code&gt;와 DHCP Option 61 Client Identifier를 봐야 한다.&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;9. 실제 Relay된 Discover 패킷 예시&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DHCP Server가 Relay 장비로부터 받은 Discover를 분석하면 다음과 같은 형태가 된다.&lt;/p&gt;
&lt;pre class=&quot;yaml&quot;&gt;&lt;code&gt;Ethernet
Dst MAC : aa:bb:cc:00:f0:00
Src MAC : aa:bb:cc:00:e0:10

IPv4
Src IP  : 192.168.10.1
Dst IP  : 10.0.0.2

UDP
Src Port: 67
Dst Port: 67

BOOTP
op      : 1, BOOTREQUEST
hops    : 1
xid     : 0x8167702f
flags   : 0x0000
ciaddr  : 0.0.0.0
yiaddr  : 0.0.0.0
siaddr  : 0.0.0.0
giaddr  : 192.168.10.1
chaddr  : 00:50:79:66:68:01

DHCP Options
Option 53 : 1, DHCP Discover
Option 12 : Host Name = VPCS
Option 61 : Client Identifier = 01 00 50 79 66 68 01&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 패킷은 &lt;code&gt;giaddr&lt;/code&gt;가 &lt;code&gt;0.0.0.0&lt;/code&gt;이 아니고, &lt;code&gt;hops&lt;/code&gt;가 &lt;code&gt;1&lt;/code&gt;이며, UDP Port가 &lt;code&gt;67 -&amp;gt; 67&lt;/code&gt;이다. 따라서 Client가 직접 Server에게 보낸 Discover가 아니라 Relay Agent가 DHCP Server에게 전달한 Discover라고 판단할 수 있다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;10. 여러 Client가 동시에 DHCP를 요청하면?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Host A, B, C가 동시에 Discover를 보낼 수 있다. 모두 broadcast로 시작하기 때문에 헷갈릴 것처럼 보이지만, DHCP에는 Client와 transaction을 구분하기 위한 값이 있다.&lt;/p&gt;
&lt;pre class=&quot;yaml&quot;&gt;&lt;code&gt;Host A
xid    : 0xaaaa1111
chaddr : Host A MAC
giaddr : 192.168.10.1

Host B
xid    : 0xbbbb2222
chaddr : Host B MAC
giaddr : 192.168.20.1

Host C
xid    : 0xcccc3333
chaddr : Host C MAC
giaddr : 192.168.30.1&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R2는 &lt;code&gt;giaddr&lt;/code&gt;를 보고 어떤 VLAN의 pool을 사용할지 결정하고, &lt;code&gt;xid&lt;/code&gt;, &lt;code&gt;chaddr&lt;/code&gt;, &lt;code&gt;Client Identifier&lt;/code&gt;를 보고 각 Client의 요청을 구분한다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;11. DHCP Message Type 전체 정리&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DHCP에는 DORA만 있는 것이 아니다. 운영 환경에서는 Decline, NAK, Release, Inform도 자주 만난다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;Option 53 값&lt;/th&gt;
&lt;th&gt;Message Type&lt;/th&gt;
&lt;th&gt;방향&lt;/th&gt;
&lt;th&gt;의미&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;1&lt;/td&gt;
&lt;td&gt;DHCPDISCOVER&lt;/td&gt;
&lt;td&gt;Client -&amp;gt; Server&lt;/td&gt;
&lt;td&gt;Client가 DHCP Server를 찾는다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2&lt;/td&gt;
&lt;td&gt;DHCPOFFER&lt;/td&gt;
&lt;td&gt;Server -&amp;gt; Client&lt;/td&gt;
&lt;td&gt;Server가 사용할 수 있는 IP를 제안한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;3&lt;/td&gt;
&lt;td&gt;DHCPREQUEST&lt;/td&gt;
&lt;td&gt;Client -&amp;gt; Server&lt;/td&gt;
&lt;td&gt;Client가 특정 IP와 Server를 선택하거나 lease 갱신을 요청한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;4&lt;/td&gt;
&lt;td&gt;DHCPDECLINE&lt;/td&gt;
&lt;td&gt;Client -&amp;gt; Server&lt;/td&gt;
&lt;td&gt;Client가 제안받은 IP가 이미 사용 중이라고 판단했을 때 Server에게 알린다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;5&lt;/td&gt;
&lt;td&gt;DHCPACK&lt;/td&gt;
&lt;td&gt;Server -&amp;gt; Client&lt;/td&gt;
&lt;td&gt;Server가 IP 사용을 최종 승인한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;6&lt;/td&gt;
&lt;td&gt;DHCPNAK&lt;/td&gt;
&lt;td&gt;Server -&amp;gt; Client&lt;/td&gt;
&lt;td&gt;Server가 Client의 요청을 거절한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;7&lt;/td&gt;
&lt;td&gt;DHCPRELEASE&lt;/td&gt;
&lt;td&gt;Client -&amp;gt; Server&lt;/td&gt;
&lt;td&gt;Client가 더 이상 해당 IP를 사용하지 않겠다고 반환한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;8&lt;/td&gt;
&lt;td&gt;DHCPINFORM&lt;/td&gt;
&lt;td&gt;Client -&amp;gt; Server&lt;/td&gt;
&lt;td&gt;Client가 IP는 이미 가지고 있고, DNS 같은 DHCP Option 정보만 요청한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;Lease는 DHCP Message Type이 아니다&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DHCP Lease는 메시지 종류가 아니라 IP를 사용할 수 있는 임대 시간이다. Lease 관련 값은 DHCP Option으로 전달된다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;Option 51 : IP Address Lease Time
Option 58 : Renewal Time, T1
Option 59 : Rebinding Time, T2&lt;/code&gt;&lt;/pre&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;12. 네트워크 엔지니어 관점에서 중요한 이유&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DHCP 장애는 단순히 &quot;IP를 못 받아요&quot;로 끝나지 않는다. 실제 현장에서는 Client VLAN, Switch trunk, Router subinterface, DHCP Relay, DHCP Server pool, routing, firewall policy가 모두 얽힐 수 있다.&lt;/p&gt;
&lt;ul class=&quot;summary-list&quot; style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;Host가 Discover를 보내는지 확인한다.&lt;/li&gt;
&lt;li&gt;R1이 VLAN별 &lt;code&gt;giaddr&lt;/code&gt;를 넣어 R2에게 Relay하는지 확인한다.&lt;/li&gt;
&lt;li&gt;R2가 &lt;code&gt;giaddr&lt;/code&gt;에 맞는 pool에서 Offer를 만드는지 확인한다.&lt;/li&gt;
&lt;li&gt;R1이 Offer와 ACK를 다시 Client VLAN으로 전달하는지 확인한다.&lt;/li&gt;
&lt;li&gt;Client가 Request를 보내고 ACK를 받는지 확인한다.&lt;/li&gt;
&lt;li&gt;NAK, Decline, Release가 보이면 DHCP 상태 관점에서 해석한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;결국 DHCP 분석의 핵심은 DORA 순서를 외우는 것이 아니라, 패킷 안의 필드가 어떤 장비의 의사결정에 사용되는지 이해하는 것이다. &lt;code&gt;xid&lt;/code&gt;는 transaction을 구분하고, &lt;code&gt;chaddr&lt;/code&gt;와 &lt;code&gt;Client Identifier&lt;/code&gt;는 Client를 식별하며, &lt;code&gt;giaddr&lt;/code&gt;는 Server가 어느 subnet pool을 사용할지 결정하게 한다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;13. 한 줄 정리&lt;/h2&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;DHCP Relay 환경에서는 Client의 broadcast Discover가 R1에서 unicast Discover로 바뀌어 R2에게 전달된다.

이때 Ethernet Header는 Relay와 Server 사이의 새 프레임으로 다시 만들어지지만,
xid, chaddr, Client Identifier는 Client 식별을 위해 유지된다.

Server는 giaddr를 보고 어느 VLAN의 pool에서 IP를 줄지 결정한다.&lt;/code&gt;&lt;/pre&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;참고 RFC&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DHCP 기본 동작은 &lt;a href=&quot;https://datatracker.ietf.org/doc/html/rfc2131&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt;RFC 2131 Dynamic Host Configuration Protocol&lt;/a&gt;과 &lt;a href=&quot;https://www.rfc-editor.org/rfc/rfc1542&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt;RFC 1542 BOOTP Relay Agent 동작&lt;/a&gt;을 기준으로 정리했다.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;</description>
      <category>네트워크 이론</category>
      <category>dhcp</category>
      <author>성민 | 네트워크 생존노트</author>
      <guid isPermaLink="true">https://wetbread.tistory.com/75</guid>
      <comments>https://wetbread.tistory.com/entry/DHCP%EC%97%90-%EB%8C%80%ED%95%B4%EC%84%9C#entry75comment</comments>
      <pubDate>Tue, 9 Jun 2026 14:42:37 +0900</pubDate>
    </item>
    <item>
      <title>과연 두 Host는 통신이 될까?</title>
      <link>https://wetbread.tistory.com/entry/%EA%B3%BC%EC%97%B0-%EB%91%90-Host%EB%8A%94-%ED%86%B5%EC%8B%A0%EC%9D%B4-%EB%90%A0%EA%B9%8C</link>
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과연 두 Host는 통신이 가능할까? - 서브넷 마스크 불일치와 ICMP Redirect 분석

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같은 스위치에 연결된 Host A와 Host B의 서브넷 마스크가 다를 때 ping이 어떻게 동작하는지 ARP, ICMP Redirect, 라우팅, 포워딩, TTL 변화 관점에서 분석합니다.

Recommended tags:
네트워크, 서브넷, 서브넷마스크, IPv4, ARP, ICMP, ICMP Redirect, DHCP, 라우팅, 포워딩, TTL, CCNP, CCIE, 네트워크엔지니어, 패킷분석
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  &lt;div class=&quot;article-body&quot;&gt;
      &lt;h1&gt;과연 두 Host는 통신이 가능할까?&lt;/h1&gt;
      &lt;p class=&quot;lead&quot;&gt;
        같은 스위치에 연결된 두 Host가 있다. IP 주소도 둘 다 &lt;code&gt;192.168.0.x&lt;/code&gt;로 비슷해 보인다.
        그런데 두 장비의 subnet mask가 조금 다르다면, 과연 두 Host는 정상적으로 통신할 수 있을까?
      &lt;/p&gt;

      &lt;div class=&quot;quiz-box&quot;&gt;
        &lt;h2&gt;Quiz&lt;/h2&gt;
        &lt;p&gt;
          다음과 같은 네트워크가 있다고 가정해보자. Host A, Host B, Router는 모두 같은 스위치에 연결되어 있다.
        &lt;/p&gt;

        &lt;pre&gt;&lt;code&gt;Host A  : 192.168.0.10 /26
Host B  : 192.168.0.20 /28
Router  : 192.168.0.21 /26
Gateway : 192.168.0.21&lt;/code&gt;&lt;/pre&gt;

        &lt;p class=&quot;quiz-question&quot;&gt;
          Host A에서 Host B로 ping을 보내면, 과연 통신은 성공할까?
        &lt;/p&gt;

        &lt;div class=&quot;quiz-options&quot;&gt;
          &lt;div&gt;A. 같은 스위치에 있으므로 당연히 통신된다.&lt;/div&gt;
          &lt;div&gt;B. subnet mask가 다르므로 절대 통신되지 않는다.&lt;/div&gt;
        &lt;/div&gt;
      &lt;/div&gt;

      &lt;p&gt;
        정답은 단순히 &quot;된다&quot; 또는 &quot;안 된다&quot;로 끝나지 않는다.
        이 글에서는 IPv4 주소를 2진수 비트맵으로 읽는 방법부터 시작해,
        Host A와 Host B가 서로를 어떻게 다르게 판단하는지, 그리고 그 결과 Router forwarding과 ICMP Redirect가 왜 발생하는지 순서대로 정리한다.
      &lt;/p&gt;

      &lt;div class=&quot;seo-summary&quot;&gt;
        &lt;strong&gt;핵심 요약&lt;/strong&gt;
        같은 스위치에 연결된 두 장비라도 서브넷 마스크가 다르면 서로를 같은 네트워크로 판단하지 않을 수 있다.
        이 글은 &lt;code&gt;192.168.0.10/26&lt;/code&gt; Host A와 &lt;code&gt;192.168.0.20/28&lt;/code&gt; Host B의 ping 흐름을 기준으로
        ARP, ICMP Redirect, 라우팅, 포워딩, TTL 감소가 실제로 어떤 순서로 발생하는지 설명한다.
      &lt;/div&gt;

      &lt;h2&gt;0. IPv4 주소는 비트맵이다&lt;/h2&gt;
      &lt;p&gt;
        IPv4 주소는 사람이 읽기 쉽게 &lt;code&gt;192.168.0.10&lt;/code&gt;처럼 10진수 네 덩어리로 표시한다.
        하지만 실제 장비가 보는 IPv4 주소는 32개의 0과 1로 이루어진 값이다.
      &lt;/p&gt;

      &lt;pre&gt;&lt;code&gt;192.168.0.10

192      .168      .0        .10
11000000 .10101000 .00000000 .00001010&lt;/code&gt;&lt;/pre&gt;

      &lt;p&gt;
        이 32비트 중 앞쪽 일부는 네트워크 영역이고, 뒤쪽 일부는 호스트 주소 영역이다.
        어디까지를 네트워크로 볼지는 서브넷 마스크 또는 prefix length가 결정한다.
        예를 들어 &lt;code&gt;/26&lt;/code&gt;은 앞의 26비트를 네트워크 영역으로 본다는 뜻이다.
      &lt;/p&gt;

      &lt;div class=&quot;bit-map&quot; aria-label=&quot;192.168.0.10/26 비트맵&quot;&gt;
        &lt;div class=&quot;bit-row&quot;&gt;
          &lt;div class=&quot;bit-label&quot;&gt;192.168.0.10&lt;/div&gt;
          &lt;div class=&quot;bits&quot;&gt;
            &lt;div class=&quot;octet&quot;&gt;
              &lt;span class=&quot;bit network&quot;&gt;1&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;1&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;
            &lt;/div&gt;
            &lt;div class=&quot;octet&quot;&gt;
              &lt;span class=&quot;bit network&quot;&gt;1&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;1&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;1&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;
            &lt;/div&gt;
            &lt;div class=&quot;octet&quot;&gt;
              &lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;
            &lt;/div&gt;
            &lt;div class=&quot;octet&quot;&gt;
              &lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit network&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit host&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit host&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit host&quot;&gt;1&lt;/span&gt;&lt;span class=&quot;bit host&quot;&gt;0&lt;/span&gt;&lt;span class=&quot;bit host&quot;&gt;1&lt;/span&gt;&lt;span class=&quot;bit host&quot;&gt;0&lt;/span&gt;
            &lt;/div&gt;
          &lt;/div&gt;
        &lt;/div&gt;
      &lt;/div&gt;

      &lt;div class=&quot;legend&quot;&gt;
        &lt;span class=&quot;network-legend&quot;&gt;Network 영역, /26 기준 앞 26비트&lt;/span&gt;
        &lt;span class=&quot;host-legend&quot;&gt;Host 주소 영역, 나머지 6비트&lt;/span&gt;
      &lt;/div&gt;

      &lt;p&gt;
        비전공자 입장에서 핵심은 이 정도로 잡으면 된다.
        IP 주소는 단순한 숫자 문자열이 아니라 32칸짜리 비트맵이고, 서브넷 마스크는 그 비트맵을 어디에서 자를지 정하는 기준이다.
        장비는 이 기준으로 &quot;상대방이 내 로컬 네트워크 안에 있는가?&quot;를 판단한다.
      &lt;/p&gt;

      &lt;h2&gt;1. 테스트 토폴로지: 서브넷이 조금 다를 때&lt;/h2&gt;
      &lt;p&gt;
        테스트 환경은 단순하다. Host A, Host B, Router가 모두 같은 스위치에 연결되어 있다.
        기본 게이트웨이는 두 호스트 모두 Router인 &lt;code&gt;192.168.0.21&lt;/code&gt;로 설정되어 있다.
      &lt;/p&gt;

      &lt;div class=&quot;topology&quot;&gt;
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&quot; alt=&quot;Host A, Host B, Switch, Router topology with Cisco icons&quot;&gt;
      &lt;/div&gt;

      &lt;table&gt;
        &lt;thead&gt;
          &lt;tr&gt;
            &lt;th&gt;장비&lt;/th&gt;
            &lt;th&gt;IP 설정&lt;/th&gt;
            &lt;th&gt;자신이 인식하는 로컬 네트워크&lt;/th&gt;
            &lt;th&gt;기본 게이트웨이&lt;/th&gt;
          &lt;/tr&gt;
        &lt;/thead&gt;
        &lt;tbody&gt;
          &lt;tr&gt;
            &lt;td&gt;Host A&lt;/td&gt;
            &lt;td&gt;&lt;code&gt;192.168.0.10/26&lt;/code&gt;&lt;/td&gt;
            &lt;td&gt;&lt;code&gt;192.168.0.0 ~ 192.168.0.63&lt;/code&gt;&lt;/td&gt;
            &lt;td&gt;&lt;code&gt;192.168.0.21&lt;/code&gt;&lt;/td&gt;
          &lt;/tr&gt;
          &lt;tr&gt;
            &lt;td&gt;Host B&lt;/td&gt;
            &lt;td&gt;&lt;code&gt;192.168.0.20/28&lt;/code&gt;&lt;/td&gt;
            &lt;td&gt;&lt;code&gt;192.168.0.16 ~ 192.168.0.31&lt;/code&gt;&lt;/td&gt;
            &lt;td&gt;&lt;code&gt;192.168.0.21&lt;/code&gt;&lt;/td&gt;
          &lt;/tr&gt;
          &lt;tr&gt;
            &lt;td&gt;Router&lt;/td&gt;
            &lt;td&gt;&lt;code&gt;192.168.0.21/26&lt;/code&gt;&lt;/td&gt;
            &lt;td&gt;&lt;code&gt;192.168.0.0 ~ 192.168.0.63&lt;/code&gt;&lt;/td&gt;
            &lt;td&gt;-&lt;/td&gt;
          &lt;/tr&gt;
        &lt;/tbody&gt;
      &lt;/table&gt;

      &lt;div class=&quot;warning&quot;&gt;
        이 구성은 정상적인 설계가 아니라 테스트를 위한 의도적인 서브넷 마스크 불일치 구성이다.
        실무에서는 같은 L2 세그먼트의 호스트들이 서로 다른 방식으로 네트워크를 판단하게 되어 장애의 원인이 될 수 있다.
      &lt;/div&gt;

      &lt;h2&gt;1-1. Host A와 Host B의 서브넷 판단이 다르다&lt;/h2&gt;
      &lt;p&gt;
        먼저 Host A 입장에서 보자. Host A는 &lt;code&gt;192.168.0.10/26&lt;/code&gt;이므로 자신의 로컬 네트워크를
        &lt;code&gt;192.168.0.0/26&lt;/code&gt;으로 판단한다. 이 범위에는 &lt;code&gt;192.168.0.20&lt;/code&gt;이 포함된다.
      &lt;/p&gt;

      &lt;pre&gt;&lt;code&gt;Host A 기준
Local network: 192.168.0.0/26
Range        : 192.168.0.0 ~ 192.168.0.63

Destination  : 192.168.0.20
판단          : 같은 네트워크
동작          : Host B의 MAC으로 직접 전송&lt;/code&gt;&lt;/pre&gt;

      &lt;p&gt;
        반대로 Host B 입장에서 보면 상황이 달라진다. Host B는 &lt;code&gt;192.168.0.20/28&lt;/code&gt;이므로 자신의 로컬 네트워크를
        &lt;code&gt;192.168.0.16/28&lt;/code&gt;로 판단한다. 이 범위는 &lt;code&gt;192.168.0.16 ~ 192.168.0.31&lt;/code&gt;이다.
        따라서 &lt;code&gt;192.168.0.10&lt;/code&gt;은 Host B 기준에서는 다른 네트워크다.
      &lt;/p&gt;

      &lt;pre&gt;&lt;code&gt;Host B 기준
Local network: 192.168.0.16/28
Range        : 192.168.0.16 ~ 192.168.0.31

Destination  : 192.168.0.10
판단          : 다른 네트워크
동작          : 기본 게이트웨이 192.168.0.21로 전송&lt;/code&gt;&lt;/pre&gt;

      &lt;div class=&quot;note&quot;&gt;
        핵심은 이것이다. 같은 스위치에 연결되어 있어도 각 호스트의 서브넷 마스크가 다르면
        &quot;상대방이 같은 네트워크인가?&quot;에 대한 판단이 서로 달라질 수 있다.
      &lt;/div&gt;

      &lt;h2&gt;1-2. Host A에서 Host B로 Ping을 보내면&lt;/h2&gt;
      &lt;p&gt;
        이제 Host A에서 Host B로 ping을 보낸 상황을 순서대로 보자.
      &lt;/p&gt;

      &lt;div class=&quot;packet-flow&quot;&gt;
        &lt;div class=&quot;flow-step&quot;&gt;
          &lt;span class=&quot;tag&quot;&gt;Step 1&lt;/span&gt;
          &lt;strong&gt;Host A가 ARP로 Host B의 MAC 주소를 찾는다.&lt;/strong&gt;
          &lt;p&gt;
            Host A는 &lt;code&gt;192.168.0.20&lt;/code&gt;을 같은 네트워크로 판단했기 때문에 Router에게 보내지 않는다.
            대신 &quot;192.168.0.20의 MAC 주소가 누구냐?&quot;를 묻는 ARP Request를 같은 L2 세그먼트에 브로드캐스트한다.
          &lt;/p&gt;
          &lt;div class=&quot;step-diagram&quot;&gt;
              &lt;img class=&quot;topology-image&quot; 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&quot; alt=&quot;Step 1 ARP request from Host A to Host B through the switch&quot;&gt;
            &lt;/div&gt;
          &lt;pre&gt;&lt;code&gt;ARP Request

Ethernet src : Host A MAC
Ethernet dst : ff:ff:ff:ff:ff:ff
ARP Sender IP: 192.168.0.10
ARP Target IP: 192.168.0.20

의미:
Who has 192.168.0.20?
Tell 192.168.0.10&lt;/code&gt;&lt;/pre&gt;

          &lt;p&gt;
            Host B는 자신의 IP를 묻는 ARP Request를 보고 ARP Reply를 보낸다.
            이 응답을 받은 Host A는 ARP Cache에 &lt;code&gt;192.168.0.20 -&gt; Host B MAC&lt;/code&gt;을 저장한다.
          &lt;/p&gt;

          &lt;pre&gt;&lt;code&gt;ARP Reply

Ethernet src : Host B MAC
Ethernet dst : Host A MAC
ARP Sender IP: 192.168.0.20
ARP Sender MAC: Host B MAC

의미:
192.168.0.20 is at Host B MAC&lt;/code&gt;&lt;/pre&gt;

          &lt;p&gt;
            ARP는 IPv4 패킷이 아니라 Ethernet 기반 주소 해석 프로토콜이다.
            따라서 ARP Request/Reply에는 IP TTL 필드가 없다.
            이미 Host A의 ARP Cache에 Host B의 MAC이 있다면 이 과정은 생략될 수 있다.
          &lt;/p&gt;
        &lt;/div&gt;

        &lt;div class=&quot;flow-step&quot;&gt;
          &lt;span class=&quot;tag&quot;&gt;Step 2&lt;/span&gt;
          &lt;strong&gt;Host A가 Echo Request를 보낸다.&lt;/strong&gt;
          &lt;p&gt;
            Host A는 &lt;code&gt;192.168.0.20&lt;/code&gt;을 같은 네트워크로 판단한다.
            ARP로 알아낸 Host B의 MAC 주소를 Ethernet 목적지로 사용해 Echo Request를 직접 보낸다.
          &lt;/p&gt;
          &lt;div class=&quot;step-diagram&quot;&gt;
              &lt;img class=&quot;topology-image&quot; 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&quot; alt=&quot;Step 2 ICMP echo request from Host A to Host B&quot;&gt;
            &lt;/div&gt;
          &lt;pre&gt;&lt;code&gt;Host A -&gt; Host B

IP src  : 192.168.0.10
IP dst  : 192.168.0.20
MAC src : Host A
MAC dst : Host B
TTL     : 64&lt;/code&gt;&lt;/pre&gt;
        &lt;/div&gt;

        &lt;div class=&quot;flow-step&quot;&gt;
          &lt;span class=&quot;tag&quot;&gt;Step 3&lt;/span&gt;
          &lt;strong&gt;Host B가 Echo Reply를 보낸다.&lt;/strong&gt;
          &lt;p&gt;
            Host B는 응답의 목적지인 &lt;code&gt;192.168.0.10&lt;/code&gt;을 자신의 로컬 네트워크 밖에 있다고 판단한다.
            그래서 Echo Reply의 IP 목적지는 &lt;code&gt;192.168.0.10&lt;/code&gt;으로 유지하지만, Ethernet 목적지 MAC은 Router의 MAC으로 설정한다.
          &lt;/p&gt;
          &lt;div class=&quot;step-diagram&quot;&gt;
              &lt;img class=&quot;topology-image&quot; 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&quot; alt=&quot;Step 3 ICMP echo reply from Host B to the router&quot;&gt;
            &lt;/div&gt;
          &lt;pre&gt;&lt;code&gt;Host B -&gt; Router

IP src  : 192.168.0.20
IP dst  : 192.168.0.10
MAC src : Host B
MAC dst : Router
TTL     : 64&lt;/code&gt;&lt;/pre&gt;
        &lt;/div&gt;

        &lt;div class=&quot;flow-step&quot;&gt;
          &lt;span class=&quot;tag&quot;&gt;Step 4&lt;/span&gt;
          &lt;strong&gt;Router가 Echo Reply를 Host A에게 포워딩한다.&lt;/strong&gt;
          &lt;p&gt;
            Router는 목적지 IP &lt;code&gt;192.168.0.10&lt;/code&gt;을 보고 라우팅 테이블을 조회한다.
            &lt;code&gt;192.168.0.10&lt;/code&gt;은 Router의 directly connected 네트워크인 &lt;code&gt;192.168.0.0/26&lt;/code&gt; 안에 있다.
            따라서 Router는 이 패킷을 Host A에게 포워딩한다.
          &lt;/p&gt;
          &lt;div class=&quot;step-diagram&quot;&gt;
              &lt;img class=&quot;topology-image&quot; 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&quot; alt=&quot;Step 4 router forwards ICMP echo reply to Host A and TTL decreases&quot;&gt;
            &lt;/div&gt;
          &lt;pre&gt;&lt;code&gt;Router -&gt; Host A

IP src  : 192.168.0.20
IP dst  : 192.168.0.10
MAC src : Router
MAC dst : Host A
TTL     : 63&lt;/code&gt;&lt;/pre&gt;
        &lt;/div&gt;

        &lt;div class=&quot;flow-step&quot;&gt;
          &lt;span class=&quot;tag&quot;&gt;Step 5&lt;/span&gt;
          &lt;strong&gt;Router가 Host B에게 ICMP Redirect를 보낸다.&lt;/strong&gt;
          &lt;p&gt;
            Router 입장에서는 패킷이 들어온 인터페이스와 나가는 인터페이스가 같다.
            Host A와 Host B가 같은 L2 세그먼트에 있으므로, Router는 Host B에게 &quot;다음부터는 나에게 보내지 말고 Host A로 직접 보내라&quot;는 의미의 ICMP Redirect를 보낸다.
          &lt;/p&gt;
          &lt;div class=&quot;step-diagram&quot;&gt;
              &lt;img class=&quot;topology-image&quot; 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&quot; alt=&quot;Step 5 router sends ICMP redirect to Host B&quot;&gt;
            &lt;/div&gt;
          &lt;pre&gt;&lt;code&gt;Router -&gt; Host B

ICMP Type : 5
Code      : 1, Redirect for host
Gateway   : 192.168.0.10&lt;/code&gt;&lt;/pre&gt;
        &lt;/div&gt;
      &lt;/div&gt;

      &lt;h2&gt;2. ICMP Redirect 메시지의 의미&lt;/h2&gt;
      &lt;p&gt;
        ICMP Redirect는 &quot;이 패킷을 버린다&quot;는 의미가 아니다.
        Router는 이미 받은 Echo Reply를 Host A에게 정상적으로 포워딩한다.
        동시에 Host B에게 더 좋은 경로를 알려준다.
      &lt;/p&gt;

      &lt;pre&gt;&lt;code&gt;Router의 판단

192.168.0.10은 내 directly connected 네트워크에 있다.
그런데 Host B와 Host A는 같은 L2 세그먼트에 있다.
Host B가 굳이 나를 거칠 필요가 없다.

따라서:
1. 기존 Echo Reply는 Host A에게 포워딩
2. Host B에게 ICMP Redirect 전송&lt;/code&gt;&lt;/pre&gt;

      &lt;p&gt;
        Redirect 메시지 안에는 더 적절한 gateway 주소가 들어간다.
        이 테스트에서는 Router가 Host B에게 &lt;code&gt;192.168.0.10&lt;/code&gt;을 gateway로 알려준다.
        의미는 다음과 같다.
      &lt;/p&gt;

      &lt;pre&gt;&lt;code&gt;Host B야,
192.168.0.10으로 갈 때는
나 192.168.0.21에게 보내지 말고
같은 L2 세그먼트에 있는 192.168.0.10으로 직접 보내라.&lt;/code&gt;&lt;/pre&gt;

      &lt;p&gt;
        만약 Host B가 ICMP Redirect를 받아들인다면 이후에는 &lt;code&gt;192.168.0.10&lt;/code&gt;으로 가는 임시 host route를 만들고,
        Host A의 MAC 주소를 사용해 직접 보낼 수 있다.
      &lt;/p&gt;

      &lt;pre&gt;&lt;code&gt;Redirect 반영 후 예상 흐름

Host B -&gt; Host A

IP src  : 192.168.0.20
IP dst  : 192.168.0.10
MAC src : Host B
MAC dst : Host A
TTL     : 64&lt;/code&gt;&lt;/pre&gt;

      &lt;h3&gt;그런데 왜 Host B는 Host A의 MAC을 바로 쓰지 못할까?&lt;/h3&gt;
      &lt;p&gt;
        ICMP Redirect를 받았다고 해서 Host B가 곧바로 Ethernet Destination MAC을 Host A의 MAC으로 바꿀 수 있는 것은 아니다.
        Redirect 메시지에는 &lt;strong&gt;MAC 주소가 들어 있지 않고&lt;/strong&gt;, 더 좋은 next-hop의 IP 주소만 들어 있다.
      &lt;/p&gt;

      &lt;pre&gt;&lt;code&gt;ICMP Redirect가 알려주는 것
= 192.168.0.10으로 갈 때 더 좋은 gateway IP는 192.168.0.10이다.

ICMP Redirect가 알려주지 않는 것
= 192.168.0.10의 Ethernet MAC 주소&lt;/code&gt;&lt;/pre&gt;

      &lt;p&gt;
        따라서 Host B가 Redirect를 실제로 사용하려면 다음 과정이 필요하다.
      &lt;/p&gt;

      &lt;pre&gt;&lt;code&gt;1. ICMP Redirect를 신뢰하고 받아들인다.
2. 192.168.0.10/32에 대한 임시 host route 또는 redirect cache를 만든다.
3. 192.168.0.10을 on-link next-hop으로 보고 ARP를 수행한다.
4. ARP Reply를 통해 Host A의 MAC 주소를 학습한다.
5. 그 다음 패킷부터 Destination MAC을 Host A MAC으로 설정한다.&lt;/code&gt;&lt;/pre&gt;

      &lt;p&gt;
        그런데 이 상황에서 Host B가 &lt;code&gt;192.168.0.10&lt;/code&gt;에 대해 ARP를 보내지 않는다면,
        가장 먼저 봐야 할 이유는 Host B의 서브넷 판단이다.
        Host B의 &lt;code&gt;/28&lt;/code&gt; 기준에서 &lt;code&gt;192.168.0.10&lt;/code&gt;은 로컬 네트워크 밖의 주소다.
      &lt;/p&gt;

      &lt;pre&gt;&lt;code&gt;Host B 기준

Host B IP      : 192.168.0.20/28
Local network  : 192.168.0.16 ~ 192.168.0.31
Host A IP      : 192.168.0.10
판단            : 로컬 네트워크 밖&lt;/code&gt;&lt;/pre&gt;

      &lt;p&gt;
        호스트는 목적지 IP가 자신의 로컬 네트워크 안에 있을 때만 그 목적지 IP에 대해 직접 ARP를 수행한다.
        목적지 IP가 로컬 네트워크 밖이면 목적지의 MAC을 찾는 것이 아니라, 기본 게이트웨이의 MAC 주소를 사용한다.
      &lt;/p&gt;

      &lt;pre&gt;&lt;code&gt;로컬 목적지일 때
= 목적지 IP에 대해 ARP

원격 목적지일 때
= 기본 게이트웨이 IP에 대해 ARP
= Ethernet Destination MAC은 Gateway MAC&lt;/code&gt;&lt;/pre&gt;

      &lt;p&gt;
        따라서 이 테스트에서 Host B가 &lt;code&gt;192.168.0.10&lt;/code&gt;에 대해 ARP를 보내지 않는 것은 자연스러운 동작이다.
        Host B 입장에서는 &lt;code&gt;192.168.0.10&lt;/code&gt;이 자기 네트워크 밖에 있으므로,
        Echo Reply를 보낼 때 Host A의 MAC이 아니라 기본 게이트웨이인 Router의 MAC을 목적지 MAC으로 사용한다.
      &lt;/p&gt;

      &lt;div class=&quot;note&quot;&gt;
        정리하면, Host B가 Host A의 MAC을 목적지 MAC으로 지정하지 못하는 직접적인 이유는
        &lt;code&gt;192.168.0.10&lt;/code&gt;이 Host B의 &lt;code&gt;/28&lt;/code&gt; 로컬 네트워크 밖에 있기 때문이다.
        Redirect를 받는 것과 Host A의 MAC을 아는 것은 같은 일이 아니다.
      &lt;/div&gt;

      &lt;p&gt;
        이 경우 Router를 지나지 않으므로 TTL은 64 그대로 유지된다.
        반대로 Redirect가 계속 반복되고 TTL 63짜리 포워딩 패킷이 계속 보인다면,
        Host B가 Redirect를 실제 라우팅 결정에 반영하지 않는다고 해석할 수 있다.
      &lt;/p&gt;

      &lt;h2&gt;3. 라우팅과 포워딩을 결정하는 기준&lt;/h2&gt;
      &lt;p&gt;
        여기서 &quot;라우팅을 할지, 포워딩을 할지&quot;라는 표현은 실무 대화에서 자주 쓰이지만,
        정확히는 라우팅과 포워딩은 서로 다른 단계다.
      &lt;/p&gt;

      &lt;pre&gt;&lt;code&gt;Routing
= 목적지 IP를 보고 어느 방향으로 보낼지 결정하는 과정

Forwarding
= 결정된 방향으로 실제 프레임 또는 패킷을 내보내는 과정&lt;/code&gt;&lt;/pre&gt;

      &lt;p&gt;
        장비 종류에 따라 판단 기준은 다르다. L2 스위치는 MAC 주소를 기준으로 프레임을 전달하고,
        라우터와 L3 스위치는 IP 목적지를 기준으로 라우팅 테이블을 조회한 뒤 포워딩한다.
      &lt;/p&gt;

      &lt;table&gt;
        &lt;thead&gt;
          &lt;tr&gt;
            &lt;th&gt;장비&lt;/th&gt;
            &lt;th&gt;주요 판단 기준&lt;/th&gt;
            &lt;th&gt;처리 방식&lt;/th&gt;
            &lt;th&gt;TTL 변화&lt;/th&gt;
          &lt;/tr&gt;
        &lt;/thead&gt;
        &lt;tbody&gt;
          &lt;tr&gt;
            &lt;td&gt;L2 스위치&lt;/td&gt;
            &lt;td&gt;Ethernet Destination MAC&lt;/td&gt;
            &lt;td&gt;
              MAC Address Table을 보고 같은 VLAN 안에서 프레임을 전달한다.
              IP 주소나 서브넷 마스크를 기준으로 경로를 고르지 않는다.
            &lt;/td&gt;
            &lt;td&gt;TTL 변경 없음&lt;/td&gt;
          &lt;/tr&gt;
          &lt;tr&gt;
            &lt;td&gt;라우터&lt;/td&gt;
            &lt;td&gt;IP Destination Address&lt;/td&gt;
            &lt;td&gt;
              목적지 IP가 자기 자신이면 직접 처리하고, 자기 자신이 아니면 라우팅 테이블을 조회한다.
              경로가 있으면 다음 홉에 맞게 새 L2 프레임을 만들어 포워딩한다.
            &lt;/td&gt;
            &lt;td&gt;포워딩 시 1 감소&lt;/td&gt;
          &lt;/tr&gt;
          &lt;tr&gt;
            &lt;td&gt;L3 스위치&lt;/td&gt;
            &lt;td&gt;MAC + IP Destination Address&lt;/td&gt;
            &lt;td&gt;
              같은 VLAN 안에서는 L2 스위칭을 하고, VLAN 간 통신이나 Routed Port/SVI로 들어온 트래픽은 L3 라우팅을 수행한다.
              실제 전달은 ASIC 기반 하드웨어 포워딩으로 처리되는 경우가 많다.
            &lt;/td&gt;
            &lt;td&gt;L3 라우팅 시 1 감소&lt;/td&gt;
          &lt;/tr&gt;
        &lt;/tbody&gt;
      &lt;/table&gt;

      &lt;p&gt;
        이번 테스트에서 L2 스위치는 단지 프레임을 전달할 뿐이다.
        Host B가 Router의 MAC으로 Echo Reply를 보내면 스위치는 그 프레임을 Router 포트로 보낸다.
        그 다음 Router가 목적지 IP &lt;code&gt;192.168.0.10&lt;/code&gt;을 보고 라우팅 테이블을 조회한 뒤 Host A 쪽으로 포워딩한다.
      &lt;/p&gt;

      &lt;div class=&quot;note&quot;&gt;
        정리하면, L2 스위치는 MAC으로 전달하고, 라우터는 IP로 경로를 결정한다.
        L3 스위치는 두 역할을 모두 할 수 있지만, 어떤 기능이 동작하는지는 VLAN 내부 통신인지 VLAN 간/L3 인터페이스 통신인지에 따라 달라진다.
      &lt;/div&gt;

      &lt;h2&gt;4. 라우팅할 때 프레임은 다시 만들어지고 TTL은 언제 바뀌는가&lt;/h2&gt;
      &lt;p&gt;
        Router가 패킷을 포워딩할 때 Source IP와 Destination IP는 일반적으로 바뀌지 않는다.
        대신 Ethernet 헤더는 다음 링크에 맞게 새로 작성된다.
      &lt;/p&gt;

      &lt;pre&gt;&lt;code&gt;Host B -&gt; Router 구간
MAC src : Host B
MAC dst : Router
IP src  : 192.168.0.20
IP dst  : 192.168.0.10
TTL     : 64

Router -&gt; Host A 구간
MAC src : Router
MAC dst : Host A
IP src  : 192.168.0.20
IP dst  : 192.168.0.10
TTL     : 63&lt;/code&gt;&lt;/pre&gt;

      &lt;p&gt;
        라우터의 동작을 논리적인 순서로 표현하면 다음과 같다.
      &lt;/p&gt;

      &lt;pre&gt;&lt;code&gt;1. Ethernet 프레임 수신
2. Destination MAC이 자신의 MAC인지 확인
3. 기존 Ethernet 헤더 제거
4. IP 헤더의 Destination IP 확인
5. 라우팅 테이블 조회
6. TTL 1 감소
7. IP header checksum 재계산
8. 새로운 Ethernet 헤더 생성
9. 프레임 전송&lt;/code&gt;&lt;/pre&gt;

      &lt;p&gt;
        여기서 TTL은 Layer 2 Ethernet 헤더가 아니라 Layer 3 IPv4 헤더 안에 있는 필드다.
        라우터가 IP 패킷을 포워딩할 때 TTL은 1 감소하고, IPv4 header checksum도 다시 계산된다.
        논리적으로는 라우팅 테이블 조회로 출력 방향이 결정된 뒤, 새로운 Ethernet 헤더를 붙이기 전에 IP 헤더의 TTL이 수정된다고 보면 된다.
      &lt;/p&gt;

      &lt;h2&gt;정리&lt;/h2&gt;
      &lt;p&gt;
        이번 글의 핵심은 IPv4 주소를 비트 단위로 이해하고, 그 비트 해석 차이가 실제 패킷 흐름에 어떤 영향을 주는지 보는 것이다.
      &lt;/p&gt;

      &lt;ul class=&quot;summary-list&quot;&gt;
        &lt;li&gt;IPv4 주소는 32비트 비트맵이며, 서브넷 마스크는 network 영역과 host 영역을 나누는 기준이다.&lt;/li&gt;
        &lt;li&gt;Host A는 &lt;code&gt;192.168.0.20&lt;/code&gt;을 같은 네트워크로 보고 ARP로 Host B의 MAC 주소를 찾은 뒤 Echo Request를 직접 보낸다.&lt;/li&gt;
        &lt;li&gt;Host B는 &lt;code&gt;192.168.0.10&lt;/code&gt;을 다른 네트워크로 보고 Echo Reply를 Router에게 보낸다.&lt;/li&gt;
        &lt;li&gt;Router는 Echo Reply를 Host A에게 포워딩하면서 Host B에게 ICMP Redirect를 보내 더 좋은 next-hop을 알려준다.&lt;/li&gt;
        &lt;li&gt;L2 스위치는 MAC 기준으로 프레임을 전달하고, 라우터는 IP 기준으로 라우팅 테이블을 조회한 뒤 포워딩한다. L3 스위치는 상황에 따라 L2 스위칭과 L3 라우팅을 모두 수행할 수 있다.&lt;/li&gt;
        &lt;li&gt;라우팅 과정에서 기존 Ethernet 헤더는 제거되고 새 Ethernet 헤더가 만들어진다. 이때 IP Source/Destination은 유지되지만 TTL은 1 감소한다.&lt;/li&gt;
      &lt;/ul&gt;

      &lt;p&gt;
        실무에서 이런 현상은 단순한 ping 테스트에서도 장애 분석 포인트가 된다.
        같은 스위치에 연결되어 있다고 해서 두 장비가 반드시 같은 네트워크로 인식하는 것은 아니다.
        IP 주소, 서브넷 마스크, 기본 게이트웨이, Ethernet MAC, TTL 변화를 함께 봐야 실제 패킷의 이동 경로를 정확히 이해할 수 있다.
      &lt;/p&gt;
    &lt;p class=&quot;caption&quot;&gt;Cisco icon images were extracted from the local Cisco Icons.pptx file for this study note.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;</description>
      <category>네트워크 이론</category>
      <category>네트워크 #서브넷 #서브넷마스크 #IPv4 #ARP #ICMP #ICMP Redirect #라우팅 #포워딩 #TTL #CCNP #CCIE #네트워크엔지니어 #패킷분석</category>
      <author>성민 | 네트워크 생존노트</author>
      <guid isPermaLink="true">https://wetbread.tistory.com/74</guid>
      <comments>https://wetbread.tistory.com/entry/%EA%B3%BC%EC%97%B0-%EB%91%90-Host%EB%8A%94-%ED%86%B5%EC%8B%A0%EC%9D%B4-%EB%90%A0%EA%B9%8C#entry74comment</comments>
      <pubDate>Tue, 9 Jun 2026 09:27:29 +0900</pubDate>
    </item>
    <item>
      <title>[Data Center CCIE] - Fibre Channel - 2</title>
      <link>https://wetbread.tistory.com/entry/Data-Center-CCIE-Fibre-Channel-2</link>
      <description>&lt;h3 data-ke-size=&quot;size23&quot;&gt;Flow Control&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;Buffer-to-buffer credits.&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;FC fabric에서 packet lossless를 달성하기 위한 기술.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;per hop basis로, link로 연결된 포트 간에 사용.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;transmitter가 port login request를 보내면&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;receiver는 본인의 frame buffer size와&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;수용가능한 frame의 개수 정보가 담긴&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;accept frame을 응답한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;transmitter는 본인의 table에&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;BB_credits 값과, BB_credits_CNT값을 저장한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;transmitter는 frame을 하나 보낼 때 마다&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;BB_credits_CNT 값을 1씩 줄이고,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;receiver가&amp;nbsp;&lt;i&gt;receiver ready&lt;/i&gt; signal을 보내면 1씩 증가 시킨다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;BB_credits_CNT값이 0이 되면,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;transmitter는 송신을 중단한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;End-to-end credits&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;per hop basis가 아닌,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;source - destination 간에 사용.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;source port가,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;ACK frame을 받는것과 상관없이&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;보낼 수 있는 최대의 frame 수.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 credit은 N port login때 결정되고,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;ACK frame을 받으면 다시 채워진다.(초기값으로 돌아온다)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;Switched Fabric Initialization&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;위 내용에서, transmitter가 port login request를 보내는데&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 때, transmitter를 initiator라고 한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Initialization에 대해 살펴보자.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;Principal switch selection.&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Fabric내의 다른 switch들에게 domain ID를 분배하는 역할을 한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Fabric 마다 오직 한 대의 principal switch가 존재.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Run-time priority 값과 WWN 값을 기준으로&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;principal switch를 뽑는다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;run-time priority 라고 해서,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;처음에는 running time이 제일 적은 switch라고 생각했는데&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;priority value가 따로 존재.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;run time priority값이 낮을수록 우선순위가 높다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;default value는 128이고, 설정 가능 범위는 1~254.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;다음으로는&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;WWN 값이 낮을수록 우선순위가 높다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;priority 값이 동일해서&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;WWN을 통해 principal switch가 된다면&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;principal switch의 priority 값은 2로 변경된다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;principal switch를 selection 하는 과정은 꽤나 복잡하다고 한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2대의 스위치가 처음 연결 되면, Link initialization phase 를 거친다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;1. Exchange Link Parameter (ELP)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;BB credits, timer 정보들의 교환&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2. Exchange Switch Capabilities (ESC)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;3. Exchange Peer Parameters (EPP)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;4. Exchange Fabric Parameters (EFP)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 때, principal switch가 선택된다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;Domain ID distribution&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;domain ID는 FCID의 한 부분으로&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Fabric 내에서 switch를 구분할 수 있는 ID다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;preferred / static 두 가지 type이 있다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;기본적으로 장비는 preferred mode에, ID가 0으로 되어있다고 한다.&lt;br /&gt;이렇게 설정되어있다고 해서 ID를 0으로 사용하는 것이 아니라&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;0을 사용하겠다고 principal switch에게 request를 보낸다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;(만약 ID가 설정되어있지 않다면, (아마도 default 설정도 되어있는 것을 빼버린다면)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;랜덤 ID 값으로 request를 보낸다)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;principal switch는 요청받은 ID가 사용가능한지 불가능한지 판단.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;만약 불가능하다면 다른 ID를 할당해서 보낸다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;static mode는 ID를 설정하고,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;만약 요청한 이 ID에 대해 승인이 안 나면 다른 ID를 사용하는것이 아니라.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그냥 Fabric과 별개로 본인 혼자가 되어버린다. (고립되어버린다)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;FCID allocation&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;Fabric reconfiguration&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>네트워크 이론</category>
      <category>Buffer-to-buffer credits</category>
      <category>End-to-end credits</category>
      <author>성민 | 네트워크 생존노트</author>
      <guid isPermaLink="true">https://wetbread.tistory.com/72</guid>
      <comments>https://wetbread.tistory.com/entry/Data-Center-CCIE-Fibre-Channel-2#entry72comment</comments>
      <pubDate>Sun, 29 Mar 2026 17:27:51 +0900</pubDate>
    </item>
    <item>
      <title>[Data Center CCIE] - Fibre Channel - 1</title>
      <link>https://wetbread.tistory.com/entry/Data-Center-CCIE-Fibre-Channel-1</link>
      <description>&lt;p data-ke-size=&quot;size18&quot;&gt;&lt;span style=&quot;font-family: AppleSDGothicNeo-Regular, 'Malgun Gothic', '맑은 고딕', dotum, 돋움, sans-serif;&quot;&gt;Computer data storage와 server를 연결하는데 주로 사용되는 data 전송 protocol.&lt;/span&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size18&quot;&gt;&lt;span style=&quot;background-color: #ffffff; color: #0a0a0a; text-align: start;&quot;&gt;발음은 프화이버 췌눨(/ˈfaɪbər ˈtʃ&amp;aelig;nəl/).&lt;/span&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size18&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size18&quot;&gt;Buffert-to-Buffer credit mechanism을 사용해서&lt;/p&gt;
&lt;p data-ke-size=&quot;size18&quot;&gt;loss 없는 전송을 구현한다고 한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size18&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size18&quot;&gt;기본적으로 광케이블에 사용되는데&lt;/p&gt;
&lt;p data-ke-size=&quot;size18&quot;&gt;Copper cable(UTP등)에서도&lt;/p&gt;
&lt;p data-ke-size=&quot;size18&quot;&gt;FCoE(Fibre Channel over Ethernet)이라는 protocol 통해 사용가능.&lt;/p&gt;
&lt;p data-ke-size=&quot;size18&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size18&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;Topology&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;- Collapsed-core (single-tier)&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Core Switch에, storage device와 server (host)들이 함께 연동되어있는 구조.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Core Switch의 포트를 최대한 활용한다는 장점이 있지만 규모적으로 한계가있다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그래서 비교적 규모가 작은 곳에서 사용한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;- Core-edge (two-tier)&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Core Switch에는 storage device가,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Edge Switch에는 server(host)가 연동되는 구조.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Fan out과 oversubscription에 대한 내용이 나온다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Core에 40GB 속도를 지원하는 1개의 포트에 storage가 연동되고,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;10GB 속도를 지원하는 8개의 포트에 server(host)가 연동이 된다면&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;각 server에서 10GB 대역폭의 traffic을 발생시키면&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;결국 Core로 가는 것은 40GB가 한계이기 때문에&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;40GB의 traffic에 대해서는 normal하게 핸들링이 안된다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이것을 oversubscription이라고 하는 듯.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Fan out은,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Core Switch나 Edige Switch에서&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여러 장비들을 연동함으로써 퍼뜨려지는 방식을 의미하는 듯하다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;- Edge-core-egde (three-tier)&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;core-edge 구조에서, storage device가 더 늘어나 core switch의 포트로는&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;수용이 안 될 대, storage device 쪽에도 edge switch를 배치한 구조.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;Port Type&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;일단 지금으로써는 종류가 너무 많고,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;각 포트 타입에 대한 설명을 읽었을 때&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;크게 와닿지 않아서 나중에 다시 정리해야 할 듯하다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;종류만 열거.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;E&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;F&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;NP&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;TE&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;TF&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;TNP&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Fx&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Auto&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>네트워크 이론</category>
      <category>Fan Out</category>
      <category>Fibre channel</category>
      <category>oversubscription</category>
      <author>성민 | 네트워크 생존노트</author>
      <guid isPermaLink="true">https://wetbread.tistory.com/71</guid>
      <comments>https://wetbread.tistory.com/entry/Data-Center-CCIE-Fibre-Channel-1#entry71comment</comments>
      <pubDate>Wed, 25 Mar 2026 08:12:30 +0900</pubDate>
    </item>
    <item>
      <title>BGP route summarization</title>
      <link>https://wetbread.tistory.com/entry/BGP-route-summarization</link>
      <description>&lt;p data-ke-size=&quot;size16&quot;&gt;2026년&amp;nbsp;2월&amp;nbsp;10일&amp;nbsp;07:30&amp;nbsp;도착&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;BGP에서는 summarization을 aggregation이라고 하는듯.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;route aggregation을 설정한 라우터에서&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;해당 aggregation된 route에 대해서는 next-hop을 Null0로 하여&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;loop를 방지한다고 하는데, 왜 그럴까.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;일단 route aggregation을 하면 BGP 테이블에&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;해당 prefix가 광고가 되고,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;본인의 Table에 있으면,&amp;nbsp; RIB에도 해당 route가 설치가 된다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;BGP table에서 next hop이 본인인데,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;172.16.1.0처럼 connected된 interface도 없는&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그런 aggregation 적용된 경로는 interface도 없고...&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;일단 첫 번째 이유는 이거 인 것 같다.&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;901&quot; data-origin-height=&quot;355&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/ccu6qY/dJMb99L2qyc/ISayOCEwQVMyaM8SZWHm91/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/ccu6qY/dJMb99L2qyc/ISayOCEwQVMyaM8SZWHm91/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/ccu6qY/dJMb99L2qyc/ISayOCEwQVMyaM8SZWHm91/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fccu6qY%2FdJMb99L2qyc%2FISayOCEwQVMyaM8SZWHm91%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;901&quot; height=&quot;355&quot; data-origin-width=&quot;901&quot; data-origin-height=&quot;355&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;figure class=&quot;imageblock alignLeft&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;760&quot; data-origin-height=&quot;336&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/Z1zAg/dJMcaf6zLij/13uyqxW5e1QSk4P567x80k/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/Z1zAg/dJMcaf6zLij/13uyqxW5e1QSk4P567x80k/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/Z1zAg/dJMcaf6zLij/13uyqxW5e1QSk4P567x80k/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FZ1zAg%2FdJMcaf6zLij%2F13uyqxW5e1QSk4P567x80k%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;760&quot; height=&quot;336&quot; data-origin-width=&quot;760&quot; data-origin-height=&quot;336&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;조금 더 구조적인 부분을 고려해보자.&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;2769&quot; data-origin-height=&quot;1513&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/rb6i8/dJMcabiPCHM/SWL48WZWnUKMmnCiaw0oY1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/rb6i8/dJMcabiPCHM/SWL48WZWnUKMmnCiaw0oY1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/rb6i8/dJMcabiPCHM/SWL48WZWnUKMmnCiaw0oY1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Frb6i8%2FdJMcabiPCHM%2FSWL48WZWnUKMmnCiaw0oY1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;986&quot; height=&quot;539&quot; data-origin-width=&quot;2769&quot; data-origin-height=&quot;1513&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이런 구조에서,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R1도 172.16.0.0 / 16&amp;nbsp; 으로 aggregation을 하고,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R3도 172.16.0.0 / 16 으로 aggregation을 한다면,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;만약 R1 R3에서,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;본인이 aggregatino한 대역에 대해서 Null0로 설정하지 않는상황에서&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R1에서, 172.16.10.5로 ping을 보낸다고 가정을 하면&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R1 -&amp;gt; R3 -&amp;gt; R1 -&amp;gt; R3 ...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이렇게 loop가 발생할 것이다...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그래서 Null0 로 설정하는 것 같다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;route aggregation을 하면,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;기본적으로&amp;nbsp; aggregation 된 prefix와, 해당 prefix의 component가 되는 대역들이 전부 advertisement 된다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;aggregation prefix만 광고하려면,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;summary-only 옵션을 줘야한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;특이사항으로, 만약&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R1 - R2 - R3 이런 구조에서&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R2에서 aggregation을 한다면,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R1에서 받은 component의 AS_PATH attribute를 무시하고,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R2에서 새로 만든 prefix로 인식하게 된다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그래서 R3에서는 AS_PATH가 R2밖에 없다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;component prefix의 AS_PATH를 유지하는 옵션이&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;AS_SET이다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;BGP에서 prefix filtering을 하는 4가지 방법.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;prefix filtering은 outbound / inbound 2방향에서 할 수 있다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;1. distribute list&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이건 ACL을 이용하는건데,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;ACL의 source부분은 network portion을 destination 부분은 mask 부분을 나타냄.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1602&quot; data-origin-height=&quot;495&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/cXDxTc/dJMcabwkAKC/kYYcK0Mfxe3Uungsa6p3x1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/cXDxTc/dJMcabwkAKC/kYYcK0Mfxe3Uungsa6p3x1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/cXDxTc/dJMcabwkAKC/kYYcK0Mfxe3Uungsa6p3x1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FcXDxTc%2FdJMcabwkAKC%2FkYYcK0Mfxe3Uungsa6p3x1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1602&quot; height=&quot;495&quot; data-origin-width=&quot;1602&quot; data-origin-height=&quot;495&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2. prefix list&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이건,,, prefix list를 어디서 본 것 같긴한데,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;다시 한 번 봐야겠다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1607&quot; data-origin-height=&quot;517&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/cL1EfF/dJMcabXpgpp/k3Yo7X6z2ksCZey9Ydavk0/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/cL1EfF/dJMcabXpgpp/k3Yo7X6z2ksCZey9Ydavk0/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/cL1EfF/dJMcabXpgpp/k3Yo7X6z2ksCZey9Ydavk0/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FcL1EfF%2FdJMcabXpgpp%2Fk3Yo7X6z2ksCZey9Ydavk0%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1607&quot; height=&quot;517&quot; data-origin-width=&quot;1607&quot; data-origin-height=&quot;517&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;ip prefix-list prefix-list name [seq sequence-number] {permit | deny} high-order-bit-pattern/high-order-bit-count [ge ge-value] [le le-value].&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;high-order-bit-count &amp;lt; ge-value &amp;lt;= le-value&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;ip perfix-list RFC1918 seq 10 permit 10.0.0.0/8 le 32&amp;nbsp; 같은 경우에,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;10.X.X.X 대역에 prefix가 32보다 작은 것들,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그런데,,&amp;nbsp; prefix가 le 32이면,, 모든 prefix를 포함하는건가??&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;ge 16 le 20 이면, prefix가 16 ~ 20인 거라고 생각이 되는데&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;prefix는 기본적으로&amp;nbsp; high-order-bit-count ~ le-value 까지 또는 ge ~ le value 까지 인듯하다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>네트워크 이론</category>
      <author>성민 | 네트워크 생존노트</author>
      <guid isPermaLink="true">https://wetbread.tistory.com/70</guid>
      <comments>https://wetbread.tistory.com/entry/BGP-route-summarization#entry70comment</comments>
      <pubDate>Tue, 10 Feb 2026 17:50:23 +0900</pubDate>
    </item>
    <item>
      <title>BGP</title>
      <link>https://wetbread.tistory.com/entry/BGP</link>
      <description>&lt;p data-ke-size=&quot;size16&quot;&gt;이틀전에, 고객의 내부 라우터와 SP의 라우터가 eBGP session을 맺는 경우는 어떻게 해야하는가에 대한 의문,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;eBGP는 기본적으로 TTL이 1로 설정되어서 multi hop으로 맺는것이 기본적으로 안 된다는 것을 알게 되었다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;물론, TTL 설정을 바꿔서 multi hop eBGP session을 맺을 수도 있겠지만,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;기본적으로 eBGP는 direct 연결된 peer끼리 맺는 것을 추천하는 것 같다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1669&quot; data-origin-height=&quot;650&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bErJwQ/dJMcahQOLF0/tbUwtkkMcLwwVyDHSwL13K/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bErJwQ/dJMcahQOLF0/tbUwtkkMcLwwVyDHSwL13K/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bErJwQ/dJMcahQOLF0/tbUwtkkMcLwwVyDHSwL13K/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbErJwQ%2FdJMcahQOLF0%2FtbUwtkkMcLwwVyDHSwL13K%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1669&quot; height=&quot;650&quot; data-origin-width=&quot;1669&quot; data-origin-height=&quot;650&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;현재 상황에서,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R2는 10.34.1.4 reachability 못하기 때문에,&amp;nbsp; R2의 BGP 테이블에는 있으나 라우팅 테이블에 등록은 안됨.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;근데 갑자기 헷갈리는게,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;iBGP가 광고한거는 internal AS에서 다시&amp;nbsp; 광고 안 한다고 했는데,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;iBGP 가 광고한거&quot;의 기준이 iBGP가 가진 prefix를 advertisement 할 때의 이야기인지,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;eBGP로 받은 prefix를 iBGP 내부로 advertisement 할 때의 이야기인지 헷갈린다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이게 왜 헷갈렸나면,, 교재는 에서는 4대로 예시를 들고있는데&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;나는 좀 더 사용해서 헷갈렸다.&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-filename=&quot;스크린샷 2026-02-03 171736.png&quot; data-origin-width=&quot;1726&quot; data-origin-height=&quot;667&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/rDBRN/dJMcacBYNBh/CHMyZ1mh7mBWNE4ENbFKw1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/rDBRN/dJMcacBYNBh/CHMyZ1mh7mBWNE4ENbFKw1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/rDBRN/dJMcacBYNBh/CHMyZ1mh7mBWNE4ENbFKw1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FrDBRN%2FdJMcacBYNBh%2FCHMyZ1mh7mBWNE4ENbFKw1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1726&quot; height=&quot;667&quot; data-filename=&quot;스크린샷 2026-02-03 171736.png&quot; data-origin-width=&quot;1726&quot; data-origin-height=&quot;667&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;1,2,3이 65100&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;4,5,6이 65200&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;7이 65300&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;AS를 가지고 있다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;loopback ip는 자기 번호 ex)1.1.1.1 2.2.2.2 이렇게임.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;4,5,6이 full mesh iBGP 맺고있는거를 깜빡하고&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;4번에서 4.4.4.4를 bgp network 명령어로 광고를 했는데.&lt;br /&gt;왜 6번에서도 1.1.1.1이랑 4.4.4.4가 보이지?&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;iBGP의 peer가 advertisement 한거는 아예 보이지 않아야 하는데...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;생각해보니 4번과 6번도 iBGP peer 를 맺고 있었다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;next-hop self&lt;/i&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;기능...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;만약에,,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;eBGP로부터 200개의 prefix 정보를 받고, 그거를 iBGP peer에게 전달해주면&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;개는 next-hop reachability문제를 해결하기 위해&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;IGP를 사용하거나&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;또는&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;BGP network 명령어로 200개의 prefix정보를 하나씩 다 입력해서&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;iBGP에게 넘겨줘야 할 것이다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;매우 비효율적이 될 것이다...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그런데 eBGP에게 받은 prefix를 iBGP peer에게 전달해줄 때,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;eBGP로 부터 받은 next hop 정보를 그대로 전달하는게 아니라,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;next-hop self,, 즉 next hop IP를 본인의 IP로 전달하면&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;iBGP peer는 reachability 문제를 해결할 수 있을것이다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;iBGP가 광고한 prefix는 다시 광고하지 않는다는 점 때문에,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이를 해결하려면 iBGP peer끼리는 full mesh 형태를 맺어야 한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;만약에 iBGP peer가&amp;nbsp; 10대, 100대 이렇게 늘어나면 full mesh로 하기 힘들어진다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 때 사용하는것이 바로&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;route-reflector&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그리고&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;confederation..&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;confederation설정할 때 조금 헷갈리는게&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;bgp router &amp;lt;as number&amp;gt;&amp;nbsp; 여기에서는 내부적으로 사용할 번호를,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그리고 bgp confederation identifier에 eBGP와 맺을 때 사용하는 번호를 입력한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;나는&amp;nbsp; 공식적인 as number를&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;bgp router 선언할 때 쓰는게 좀 더 와닿는데...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;confederation 의미를 찾아보면,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;약간 느슨한 연합이라는 뜻인데&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;공식 AS 안에서,&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;약간의 느슨한 자기들만의 confederation을 맺는거면,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;아무튼,, 이것때문에 살짝 헷갈림.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <author>성민 | 네트워크 생존노트</author>
      <guid isPermaLink="true">https://wetbread.tistory.com/69</guid>
      <comments>https://wetbread.tistory.com/entry/BGP#entry69comment</comments>
      <pubDate>Thu, 5 Feb 2026 17:52:24 +0900</pubDate>
    </item>
    <item>
      <title>BGP 기초 내용</title>
      <link>https://wetbread.tistory.com/entry/BGP-%EA%B8%B0%EC%B4%88-%EB%82%B4%EC%9A%A9</link>
      <description>&lt;p data-ke-size=&quot;size16&quot;&gt;BGP peer와 session을 맺을 때,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;보통 loopback interface를 이용해서 peer를 맺는데,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이때 사용하는게 보통&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R1(config-router)#neighbor &amp;lt;&lt;i&gt;neighborIP&amp;gt; &lt;/i&gt;update-source &amp;lt;&lt;i&gt;interface&amp;gt;&lt;/i&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;인데,, 여기서 순간 의문인것이,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R1에서,&amp;nbsp;&amp;nbsp;&lt;i&gt;&amp;lt;neighborIP&amp;gt;&amp;nbsp;&lt;/i&gt;로 갈 때,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;실제 packet의 source가 &amp;lt;&lt;i&gt;interface&amp;gt;&lt;/i&gt;로 되어서 가느냐..&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그렇다면 내 loopback0 IP에 대한 routing 정보가&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;상대방에게 있어야 하는건가?&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그런데, 서로다른 AS의 라우터가 상대 AS에 속한 라우터의 loopback0에 대한 라우팅 정보를 가지는게&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;상식적으로 말이 되는건가 ??&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;아래 예시에서는 R1과 R6의 AS가 65100으로 동일하지만,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;라우팅 정보가 있냐 없느냐에 대한 초점으로만 보자면...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1617&quot; data-origin-height=&quot;597&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/Gdk3t/dJMcagRTIHW/rtlI9REyR3jHw5QSggG5K1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/Gdk3t/dJMcagRTIHW/rtlI9REyR3jHw5QSggG5K1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/Gdk3t/dJMcagRTIHW/rtlI9REyR3jHw5QSggG5K1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FGdk3t%2FdJMcagRTIHW%2FrtlI9REyR3jHw5QSggG5K1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1617&quot; height=&quot;597&quot; data-origin-width=&quot;1617&quot; data-origin-height=&quot;597&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R1은 6.6.6.6을 neighbor table에 등록,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R6은 10.10.123.1을 neighbor에 등록하고, update-source를 loopback 0로 설정.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;아래에 log를 보면 알 수 있겠지만,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R1에서 6.6.6.6 라우팅 정보는 없고,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R6에서 10.10.123.1 라우팅 정보는 있다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;일단 결론적으로, R1과 R6는 BGP session을 맺지 못한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R1#show&amp;nbsp;ip&amp;nbsp;int&amp;nbsp;brief&amp;nbsp; &lt;br /&gt;Interface&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;IP-Address&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;OK?&amp;nbsp;Method&amp;nbsp;Status&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Protocol &lt;br /&gt;Ethernet0/0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;10.10.123.1&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;YES&amp;nbsp;manual&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;Ethernet0/1&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;unassigned&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;YES&amp;nbsp;unset&amp;nbsp;&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;Ethernet0/2&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;unassigned&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;YES&amp;nbsp;unset&amp;nbsp;&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;Ethernet0/3&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;unassigned&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;YES&amp;nbsp;unset&amp;nbsp;&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;Loopback0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.1.1.1&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;YES&amp;nbsp;manual&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;router&amp;nbsp;bgp&amp;nbsp;65100&lt;br /&gt;&amp;nbsp;no&amp;nbsp;synchronization&lt;br /&gt;&amp;nbsp;bgp&amp;nbsp;log-neighbor-changes&lt;br /&gt;&amp;nbsp;neighbor&amp;nbsp;6.6.6.6&amp;nbsp;remote-as&amp;nbsp;65100&lt;br /&gt;&amp;nbsp;no auto-summary&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R1#show&amp;nbsp;ip&amp;nbsp;route&amp;nbsp;6.6.6.6 &lt;br /&gt;%&amp;nbsp;Network&amp;nbsp;not&amp;nbsp;in&amp;nbsp;table &lt;br /&gt;R1#&lt;/p&gt;
&lt;hr contenteditable=&quot;false&quot; data-ke-type=&quot;horizontalRule&quot; data-ke-style=&quot;style6&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R6#show&amp;nbsp;ip&amp;nbsp;int&amp;nbsp;brief &lt;br /&gt;Interface&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;IP-Address&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;OK?&amp;nbsp;Method&amp;nbsp;Status&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Protocol &lt;br /&gt;Ethernet0/0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;10.10.56.6&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;YES&amp;nbsp;manual&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;Ethernet0/1&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;10.10.67.6&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;YES&amp;nbsp;manual&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;Ethernet0/2&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;10.10.68.6&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;YES&amp;nbsp;manual&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;Ethernet0/3&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;unassigned&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;YES&amp;nbsp;unset&amp;nbsp;&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;Loopback0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;6.6.6.6&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;YES&amp;nbsp;manual&amp;nbsp;up&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;up&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;router&amp;nbsp;bgp&amp;nbsp;65100 &lt;br /&gt;&amp;nbsp;no&amp;nbsp;synchronization &lt;br /&gt;&amp;nbsp;bgp&amp;nbsp;log-neighbor-changes &lt;br /&gt;&amp;nbsp;neighbor&amp;nbsp;10.10.123.1&amp;nbsp;remote-as&amp;nbsp;65100 &lt;br /&gt;&amp;nbsp;neighbor&amp;nbsp;10.10.123.1&amp;nbsp;update-source&amp;nbsp;Loopback0 &lt;br /&gt;&amp;nbsp;no&amp;nbsp;auto-summary&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R6(config)#do&amp;nbsp;show&amp;nbsp;ip&amp;nbsp;route&amp;nbsp;10.10.123.1 &lt;br /&gt;Routing&amp;nbsp;entry&amp;nbsp;for&amp;nbsp;10.10.123.0/24 &lt;br /&gt;&amp;nbsp;&amp;nbsp;Known&amp;nbsp;via&amp;nbsp;&quot;ospf&amp;nbsp;1&quot;,&amp;nbsp;distance&amp;nbsp;110,&amp;nbsp;metric&amp;nbsp;40,&amp;nbsp;type&amp;nbsp;inter&amp;nbsp;area &lt;br /&gt;&amp;nbsp;&amp;nbsp;Redistributing&amp;nbsp;via&amp;nbsp;eigrp&amp;nbsp;1,&amp;nbsp;rip &lt;br /&gt;&amp;nbsp;&amp;nbsp;Advertised&amp;nbsp;by&amp;nbsp;eigrp&amp;nbsp;1&amp;nbsp;metric&amp;nbsp;1&amp;nbsp;1&amp;nbsp;1&amp;nbsp;1&amp;nbsp;1 &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;rip&amp;nbsp;metric&amp;nbsp;0 &lt;br /&gt;&amp;nbsp;&amp;nbsp;Last&amp;nbsp;update&amp;nbsp;from&amp;nbsp;10.10.56.5&amp;nbsp;on&amp;nbsp;Ethernet0/0,&amp;nbsp;1d18h&amp;nbsp;ago &lt;br /&gt;&amp;nbsp;&amp;nbsp;Routing&amp;nbsp;Descriptor&amp;nbsp;Blocks: &lt;br /&gt;&amp;nbsp;&amp;nbsp;*&amp;nbsp;10.10.56.5,&amp;nbsp;from&amp;nbsp;5.5.5.5,&amp;nbsp;1d18h&amp;nbsp;ago,&amp;nbsp;via&amp;nbsp;Ethernet0/0 &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Route&amp;nbsp;metric&amp;nbsp;is&amp;nbsp;40,&amp;nbsp;traffic&amp;nbsp;share&amp;nbsp;count&amp;nbsp;is&amp;nbsp;1 &lt;br /&gt;R6(config)#&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;hr contenteditable=&quot;false&quot; data-ke-type=&quot;horizontalRule&quot; data-ke-style=&quot;style6&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그럼 여기서 드는 또다른 궁금증...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;고객 입장에서야,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;내부 라우팅 프로토콜에서&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;default-information originate를 써서,&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;peer를 맺고자 하는 router의 loopback IP 에 대한 경로가 없어도&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;default route를 통해 packet이 나간다고 치더라도,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;SP 입장에서는,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;잠깐만.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;가정을 처음부터 다시 하자면,,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;상상을 해보자.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;AS 65100에 라우터가 5대가 있고,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;각각 1번 ~ 5번 이라고 하고,&amp;nbsp; 5번 라우터가 인터넷과 연결된 라우터인 상태.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;span style=&quot;letter-spacing: 0px;&quot;&gt;&amp;nbsp;1 - 2 - 3 - 4 - 5&amp;nbsp; &amp;nbsp;-----&amp;nbsp; &amp;nbsp;ㄱ-ㄴ-ㄷ-ㄹ-ㅁ&amp;nbsp; &amp;nbsp;-----&amp;nbsp; e - d - c - b - a&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp; &amp;nbsp;(AS65100)&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; (AS65200)&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;(AS65400)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이렇게 ...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;굳이 1번 라우터를 이용해서 e라우터랑&amp;nbsp; external BGP session을 맺고 싶어.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;상대방은 다른 AS(65200)를 거쳐야 도달할 수 있는 라우터라고 치자.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;AS 65400인 상대방도 5개의 라우터가있고,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;각각 a~e 라고 하고, e 라우터가 인터넷과 연결된 라우터인 상태.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그러니까 내 1번 라우터와 상대방의 a 라우터를&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;BGP session을 맺을거야.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;전부 공인 IP를 사용한다고 가정을 하고,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;AS 65100, 65400 에서는 각자 내부적으로 OSPF를 돌리고있고&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;5번, e 라우터가 각각 default router가 된다..&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그러면 1번에서 출발한 BGP packet은 5번으로 간다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;5번에는 static default routing 설정되어 있을거니까 ㄱ라우터로 보낸다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그러면? AS 65200은 어떻게 AS 65400쪽으로 보내지??..&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;결국&amp;nbsp; AS의 단말에 있는 라우터끼리는&amp;nbsp; connected 상태의&amp;nbsp; peer를 맺어야 할 필요가 있다는건가?&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그러니까 hop count가 1인 peer를 맺을 필요가 있다는거지&lt;/p&gt;
&lt;hr contenteditable=&quot;false&quot; data-ke-type=&quot;horizontalRule&quot; data-ke-style=&quot;style6&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;일단 이 의문은 잠깐 미뤄두고,,&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;IGP와 헷갈렸는데.. IGP 같은 경우는&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;본인의 interface가 가지는 network만 광고할 수 있는데&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;BGP는 connected 뿐만아니라 IGP나 static route로 배운&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;RIB에 있는 network 정보를 광고 할 수 있다는 점...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이거를 계속 유의하고!&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;bgp router 설정에서&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;network 명령어로 어떤 prefix를 설정하면&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;제일먼저 RIB를 살펴보고&amp;nbsp; RIB에 있으면 실질적으로 BGP peer에게 광고를 한다...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;hr contenteditable=&quot;false&quot; data-ke-type=&quot;horizontalRule&quot; data-ke-style=&quot;style6&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;internal BGP peer를 multi hop 으로 맺으면,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;bgp로 광고한 prefix가 상대 peer의 RIB에 install은 되지만&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;실질적으로 중간의 under lay router들은 bgp로 광고한 preifx에 대한 정보를 모르니까&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;통신이 안된다...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그래서 어떠한 기술이 더 있었던것 같은데...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;마침 아래의 내용이 나오네&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1406&quot; data-origin-height=&quot;882&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/tQsMf/dJMcaaRHeii/SrBBxXnQSRwtKQkEWxHBl1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/tQsMf/dJMcaaRHeii/SrBBxXnQSRwtKQkEWxHBl1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/tQsMf/dJMcaaRHeii/SrBBxXnQSRwtKQkEWxHBl1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FtQsMf%2FdJMcaaRHeii%2FSrBBxXnQSRwtKQkEWxHBl1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1406&quot; height=&quot;882&quot; data-origin-width=&quot;1406&quot; data-origin-height=&quot;882&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이때 가능한 기술은,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;BGP를 IGP로 redistribution 하는건데.. 이건 비추천하는 방식이다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;왜냐하면 BGP는&amp;nbsp; 매우 방대한 routing 정보를 가지고 있기 때문에&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이거를 IGP로 redistribution 하는 것은,,,&amp;nbsp; 좋지 않다는 이유다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그러면, 또다른 방법은,,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;iBGP를 full mesh 형태로 session을 맺는것.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1488&quot; data-origin-height=&quot;1206&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/ZOQiI/dJMb99SLtGa/6OhlZYWkkMmrgxZtojzcf0/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/ZOQiI/dJMb99SLtGa/6OhlZYWkkMmrgxZtojzcf0/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/ZOQiI/dJMb99SLtGa/6OhlZYWkkMmrgxZtojzcf0/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FZOQiI%2FdJMb99SLtGa%2F6OhlZYWkkMmrgxZtojzcf0%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1488&quot; height=&quot;1206&quot; data-origin-width=&quot;1488&quot; data-origin-height=&quot;1206&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;eBGP 끼리는&amp;nbsp; AS_Path를 이용해서 loop prevention을 하지만..&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;iBGP는&amp;nbsp; AS_Path를 이용하지 못하기 때문에.. iBGP로 받은 라우팅 정보는 전달 불가능.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;RFC 4271 prohibits the advertisement of a route received from an iBGP peer to another iBGP peer. RFC 4271 states that all BGP routers in a single AS must be fully meshed to provide a complete loop-free routing table and prevent traffic blackholing&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그래서, full mesh를 해야한다고.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이때 R1, R3가 IGP를 하든 static route를 하든, R2에서 10.12.1.0, 10.23.1.0을 BGP network로 광고를하든&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;R1과 R3가 통신이 되는건 기본으로 깔고간다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>네트워크 이론</category>
      <author>성민 | 네트워크 생존노트</author>
      <guid isPermaLink="true">https://wetbread.tistory.com/67</guid>
      <comments>https://wetbread.tistory.com/entry/BGP-%EA%B8%B0%EC%B4%88-%EB%82%B4%EC%9A%A9#entry67comment</comments>
      <pubDate>Sat, 31 Jan 2026 14:05:17 +0900</pubDate>
    </item>
    <item>
      <title>BGP - Path Attributes</title>
      <link>https://wetbread.tistory.com/entry/BGP-Path-Attributes</link>
      <description>&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Well known - mandatory&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Well known - discretionary&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Optional - transitive&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Optional - non-transitive&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;위에 3개는 이해가 가는데, 4번째 Optional - non-transitive는 살짝 이해가 안 간다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;BGP router가 recognize 안 해도 되고, transitive도 안 한다면,&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;해당 router에서만 사용되는(?) 그런 요소가 있다는 것인데...&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;아, 자세히 보니까 AS to AS 로 전달이 안 된다는 것은&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;AS 내부적으로는 사용하는 path attribute다... 이말 이군요&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>네트워크 이론</category>
      <author>성민 | 네트워크 생존노트</author>
      <guid isPermaLink="true">https://wetbread.tistory.com/66</guid>
      <comments>https://wetbread.tistory.com/entry/BGP-Path-Attributes#entry66comment</comments>
      <pubDate>Sat, 31 Jan 2026 11:57:31 +0900</pubDate>
    </item>
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