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rrLji7lHcqzvb/IovFkrZwoRDiV6+/3mezRuio0FPlZYvS0s9XV79x7FhqWhrfT0B2SW2xWM59UPX6a69FREbOe3Zen5fYWSwWj7bDRoSFN7e29JhE0tn6++++51Q/WI3zaetIGsrZnl27O9o7UtPTHWx9VigUR179r4THHtuRtS0hYbrchoQDA0VGo/TeOHZs8aJFQogPa2uTEme4Nn4rIix8Ymysp9/qsiU/35G1LUQVcqywMOGxx6xjzmDL2GYsyMtTa9QbN29yfCmlUpn9i71CiKVLllCGgLzq1BaL5fDBg5mrddKFG0mJM15/7bWt27Lstgl4th22t+vlGg2G89XVx4uLomNiTCbTo9Ex5z6oYsRCdxcbGoQQh3JznW1xnpbw+OS4uPPV1Wazma5FQEZJfevWrY72jtGjw6QfVSpVc1OT/UUGanpMqVH7O98ZIYQYPHiwEOLatWt8krqrrDwjhAgLd+WoGftI7Pnq6ra//MXleaZMJlN11TnpcZTWufmqzlb+1rpP4+KnMM03SOp/nvOmpqfv2b3r6pdXv7x6Vaq0yrPIvvfww2qNeumSJUuXLZPC6Ikf/oBPUg+H0poa6aAr/ejIiU5QUFBTy8dCiHHjxgshGg2NLif1zu3bhRAJCdM/+aS1uKgoIjKys9OUkDBdGhdo3+JFi/bp9dLBprioKEQVYv98LjU93f75n63y0rLy0jLrjx821HMkgM8ktRBi7fp1QogdWdvUGvXW7dtsR93Kq8gUiuITJzdu2LBGp4vSaitOvyPDM/ShQ4d6px9y0KBBPT5vNps72jtmJs+yfTJD18ecJNLgPyFERGSkFJSOBGtvpFw2thkP7NebTKaly5bt2b1r6NChjjRVWbe7RqebmTxrQnR05ftnTCaTlKq253PGNuNLL+518C2Fjgq1nepEl5Fx03xTENTwoaRWKpVbt2X1NuRWVkJHhRYcK7RYLLJ9qxf/8PuBfQM3b97sz+KDlYPd+34iH4pMnv1UXPyUpMTE/KNHnaqqS4n/5dWr0x+bNmTo0KCgINvf3rr1t4mTJtk+s2zJkkF3KUY/MDp40Dc99qPDRk+Nm9J9zVe/+GLtuvW2ZyG6jAwHK/4gqQe4xuozZcelGb2T6p7lpWX6nBwXFm9taRFCTIiO7v87GTFyxD69PkobJb2rFStXpsyf/0XnF44sGxc/ZZ9eHxc/RQixKjPzwH5996H33Rs0npyR+PQzP3b8qG99UHziZHNTU0nJSZIack/qAOFU04Ra7ZOzNs9MnlVeWmZtMQgKCrI2bvTGWl396KOPhBBjx47tzxt45cgRqSNB/KN7UwjRdLnp7rvu7nPZuc/8ePA/GrWKi4ud2m7R8beqz1VrNJpBikHOvudOU2f3ZnHAV5M6ODjYO+2wwcGeGnLu91MzT4iOLi8ta21pkZJa6ip00PvvvidcHTci2ZOd3Wnq7K2Wbf98yGQy/fWvf/3q5lddnl+VkTFy5Ej727VYLO3t7UKIPl/ZG5Ia/pPU7rrCG54j1Yi3bt7i7CQe0oh1tUbdn0ERSqXS5Z5elUrVn02HhYex90FSBzpHTia8P2Fed9ExMVIDiFOTeFinCsk/epR9DXxzck8R+CKp5cTO/31Ocecde7Kz1Rr1jqxtjs8NYJ0qhHurA9Sp4UQN3bXKu+2apXu7OK4gL0+aM6T7yj33hgGSeiDTpMevqCfW6dM1dE/sGmnNBfn5O7K2CSHs3CWgob7+ueXLO9o7orTagmOFUjNxbyv33BsGSOoBS5PevqKeWKcXSJcyBwUF2fm/t+mlBoTtXQLKS8ukW3ONGzd+5H0jGw2N0g26pOaazNW65c89x0B1gNYPn+eLtXjpLgFvHDt2/NdvSndN7PKCyXFxm7Zspm0aIKkxoB81hSI1LS01Lc1isXz+2ecXGxqufnn1gVEPRERGyuqOAc5dlESrN0jqwFFacuqVI0eEEPv0+/2+XqlQKEJHhcr5fi6ON4u5pfnLbDa//+57n3zSOj8lhXn10CNG6ckipouLivbp9+/YtTNt4ULXbnYDH2U2mxMee+zSpUtCiKTExEaDgTIBdWo5euXIEWtVesXKlX3e7Ab+pLioaEFKinSro3Hjxu/euavgWCHFAurUcmSdoe3Lq1eHDx9GgQSO1pbWe4d9s8dH3jfy8uVGygTUqeVon35/2sKFK1au/PLq1WOFhZW/+51bVttnEyq9YXIw79l5a3Srx44d+53vjNi9c9fGTZspE5DUchSl1RafOPn6a68NHz6s8ne/c+MdZKw9YxFh4dJj6wPBNSCy2ftLly3bunmLydSxYuXKH81MokxAUstU6KhQ2qYDVvLsp7h1AEhqYGB0P2uhxQkkNbqGgjUppEvMbR9IL6CUPK3L0GxanCDrpFar1f76GZVt8FF387kad7djrYZSgleTura+zqOfaflUmgA+PPDVpEYXGo2GE2EAJLWs1dRd8JVzcLjMtqvA+gzFApKaVIKsP10d7R3/7NhQk9ogqXti2yxIavvE8c8TK3fvOm26lDW1sjlVAkkN9Hr8c3sgdl95/1drvx/P2fXTKwiSGvA2pzp7NQykA0nt2pfHwS+VJ9YJP2Dt7LWdI6V7vZuqNEjqXr88Ml+n31chnTpW9f9Y2OPKPfeGAdkKunPnDqUAdDcp9pH29vbe4p4jPUhqAMA/cc8XACCpAQAkNQCQ1AAAkhoAQFIDAEkNACCpAYCkBgCQ1AAAkhoASGoAAEkNACCpAYCkBgCQ1ABAUgMASGoAAEkNACQ1AICkBgCQ1ABAUgMASGoAIKkBACQ1AICkBgCSGgBAUgMASQ0AIKkBACQ1AJDUAACSGgBAUgMASQ0AIKkBgKQGAJDUAACSGgBIagAASQ0AIKkBgKQGAJDUAEBSAwBIagAASQ0AJDUAgKQGAJDUAEBSAwBIagAgqQEAJDUAgKQGAJIaAEBSAwBJDQAgqQEAJDUAkNQAAJIaAEBSAwBJDQAgqQGApAYAkNQAAJIaAEhqAABJDQAgqQGApAYAkNQAQFIDAEhqAABJDQAkNQCApAYAkhoAQFIDAEhqACCpAQAkNQCApAYAkhoAQFIDAEkNACCpAQAkNQCQ1AAAkhoAQFIDAEkNACCpAYCkBgCQ1AAAkhoASGoAgHcoKAKfFhEW7pb1aDSamroLnt5KnxsakM0BJLVDX0W1Rl1bV+fpr26XL60n1jkgmltbvJD4btmK48Xu5c15eSt9fuABudSpbb+KjnzQ+//V7b4VT6xTnlVmWW3Lm3+U1zbn1GcpIizc9l1R8Yd8k9qn2wrkU2V2419kZ0PuLbc+Q83Lm+v/uaALb9jZmgpI6gDC1wN8hOCLGPsBACQ14C/uD73f9sdBgwZRJvAOL7V+9Hme6Lsnkn2+c7VaXVtPR7/Pk3a07e4ODqaiA/9KaiFEc2uL7afc9rFao+5o77A+7j6ASc457uX+MchnX7Nn4YdJTa65Uh/XaPiMysQf/vwRhYBASWo4e+iCTCiVSg+tWa1R2zlmqzWaWkZbk9QUATCwvHCBLnwdXSIyYjabS0tOmc1miiIAWSyWhvr6hvp6igIktXwV5OePHzO2svLM+DFjC/LzKZCAYjKZpkyatHXzlq2bt0yMjeVojS682vphvz3O+prArE/tyNr2YUO9SqXak509fszYOXPneq5hFC6ICAv3XKfCG4WFC1JSVmVmCiF2bNteXFSUmpZGmWNgkpr5w3rz+WefqzVqlUolhFAqlZPj4i7Ufjgt4XFKJkAcKyzMP3pUejx16tSSkpMkNWzR+iELoaNChRBSG2WjwXC+unrK1HiKRVakM0Lbf25c+YqVK4+/edxisZjN5pKSk7NnP02Bg6SWo0O5uVs3b4kIC09buPB4cZFCwbAceZHOCJtbW6z/3Ljy+QsWdHaatBGR48eMDQlRcZxGF8SBXETHxFScfsfYZpTq105V9NxSYfTCVoRj/RBe3pwsvocKhT4nZ092tvDkwG2Q1HAPp2JaeKvp38sdDLLtz+hyCHH7YYCMBkkN+O0hBCQ1AOfq2o68nkIDSS1rHj19lvnfaye57E+mSF0bJDW8TZ6zMhnbjK+/9lpBXt7M5FnLV6yI0mrd+/fauXLE9ldMcwF0xyg9CCGExWKZ88zT48aNW7J06axZyUmJM7igGaBODXn5/aVLISGqkydOXL7c+NGf/pSSmvr+u+8lz36KkgFIasiIdC27ZPjwYVe/vOqW1TrY22Z9Db1tgK8mtVsuhegSAZ5Yp+/63sMPNzVdfn7DCy0tH0+Jj58/71l33eLE2ts2MTZWKvDu97jyxV5EgKTu9dsu83X68OdAocg/ejT38OHy0rJL/3PpeHGR26/C6K3AuesN4CdJ3X9ms7m4qGjs2LHRMTHs9R5FabXSBc1cKQfIjbzGfki3vTC2Gd272tKSU+PHjO1ob/f0NO3GNuPZyt9aLBbf/UAQ0wB1ansaDYa0hQulKyAmx8UdefW/3JIaFotlz+5dJaWli3+2aEFKyhdfXPXEqAaLxbIoLf18dbUQQq1RH8rNpfIOwA/r1Gt0q1Uq9dmqquPFReerq4uLityy2s8/+7yjveP59etVKvWB/fqRI0dWVp5x+5s/90HV+erqX73++tmqqoceitq6eQufLQD+ltQmk6nRYFi6bFnoqNDomJiZybPef/c9t6w5dFSoWqPO2pZlMnVkrtZ99NGfPDFNe0nJyclxcdMSHg8dFZq5WtdoMLi9DQcAST3AVCpVlFZbWXnGbDabTKby0rLYR2LdtfLsX+yd/+xPHnww4lhhYdPlJk9M056QMP18dbWxzWixWCrKK9Qa9YiRI/h4AXALGbVTr1u/fvGiReWlZUIItUb9syVL3LXmaQmPG5qbzn1QNfK+kW6czsLWEz/8QZRWOy3+m2PAPr2em7YA8MOknpbw+B/+/NH77743dOjQKVPj3Zt0CoXCozeQVSqVp8rLfn/p0qfGT+Pip9he7wcA/pPUUt757lwTCoUiOiaGIR8A/Dyp5cx2Ygq/v74xoP5YQP6Y9dQJ0h2prXPe+/0fK4QIkD8WoE7thzVNACCpZV3TJK99SEF+/sWGhu7PX2y4+NdPP7W/7PDhw4cNH678VtcLZVtbWv73xv/aX1apVIY/+N27FIrQUaNce+cJCdOZHxwkNQLCxYaG2bOfjoiM7PL8xg0b3njzzdBRob0taGwzbli3LvvFF7v/alp8fJ/z/4379zFPPPHE08/82LW3ffLE25WVZ0hqkNQIFBGRkaGjQs9W/nbxokX79Prk2U9ZLBaDwWAd/N6b70+YIEX5jm3bC/LyPmyoV6lUDfX1d999d5/nVXffffdbx9/64Hcf3B96v/TMp8Zeq/BDhgw5mHtYmuWm0WBISpwhhEhNT2ffgaRGYLl27ZoQ4tKlSz+ambQoLX1h6sJVmZl2Xm9sM7704l7pcWenSQhx03zTJEzz5sx9PS/vuw8+2L0WPHp0mLUWHBEWvk+vv2fwPcOHDbfWxM9WVfW4rY0bNnSaOv+R1I2Zq3VPP/NjrnEFSY0A0tzUJIT45JNWIURBXl5BXt7kuLjlzz3X54Kdpk5p8pZOU6dao5bq4MHBwVOnPSakORp37ZZCXAjRdLlp6bJltot3nw7B2tjSaDDkHj5sff7y5Ubbl40eHWanWQYkNeBvJkRHl5SclB5LTR8OLhiiCglRhUjV6hBVSMXp09J1p9Z2j88/+7wgL2+fXi/9mJAwPS5+ioMrbzQ0SotIP86e/TTRDJIagSs1LS01Lc2FBZVKpT4np8+Xudzpx9AOOIUrXwCApAYAkNQAQFIDAEhqAABJDQAkNQCApAYAkhoAQFIDAEhqACCpAQAkNQCApAYAkhoAQFIDQGDxxp0EpNtk9HmT0D6pNeraujr2GQCS2iOaW1vclfgAEGho/QAAkhoAQFJ7jVqjDqgWGLVGzU4H5IB7kzsRWx3tHQGSX9ZjEmENkNS+JKCGnTDGBpAVWj8AgKQGAJDUAODfaKd2lHXURyBcKhlQfyxAUvsV6UrLAKBDdhYAABEOSURBVBmoF1B/LEBS+2FNk78XgDfRTu1KTRMASGoAAEkNACQ1AICkBgCSGgBAUgMASGoAIKkBAJ7njWsUNRqNW652Y1Z7ACS1p9TUXYgIC+fqPgCQb1Kjn7w2/4ZCoTA0N1HgAEkNV3jnjIQpmQB5okcRAEhqAABJDQD+jXZqt+mtkVet0VA4/qShvv5oQYHZbHZ2QYvFsmfX7s5O06dG48LUNEoS8kpqKcL631sl/3v6eajf79/+7d8iwsI9+ufTl+i4eXPmHi8uavm4pfL9M04t+Jvyit9UlBefOPmfe3ZTjJBjndotERawafK3v/2tubVlYmys/RJQa9Qd7R39OQqS147IXK2bN2euCwvGxU8RQkyLjxdCPPlkIiUJ2SU1+s9aoc7R661PZuh01mdy9Aekg6LtCxwhrQQOWpWZuSoz09hmlDLXcSqVStqJpSWnKEaQ1AGKq+0Bkho+U+kGvMNdzWUajaam7gLlSVL7fGW5t6+E1OLR/bFTrAtSK4ez6IIiqUFlGYAQXPkCACQ1AICk9iI77cUAQFLLQm1dXUDdD4EORoCk9skKtXRVd+AcmdjvgBww9oPY6vWwRLUaIKnBYQmAQ2j9AACSGgBAUgOAf6OdegA01Nd/9NFHFxsaOk2dsY/Ejhs3PiIyMnRUKCUDgKR2A9srX5y9CUujoTF94UIhhO089Oerq61ry/7F3mkJj1PIALqg9cNpza0t0j/Hb7By22J5+UBOUmJie3t7998GBQXNTJ7V0d6xeNEiXUaGCzfoA0CdGv3S2dmZOn+BwWDQaDQHcw9LFeoMXab1BTn6A/qcnLXr1i9dsqS8tKy2pqb4xEkaQ+BzZ5luO1tVq2vrGSdKUnvX6owMg8EwKzl5T/Z/DlYqe3tZ6KjQU+VluYcOHdivn/PM0+dqahQK9g584BRTtulPUjtHo9G4peh98Xq50lOnqs9Vx02J25/T9zT/CoViVWbmlStXykvL9uzavXVbFh9QAF5K6pq6CxFh4QE1t5Gks7NzTaZOCLE/J6fLr7rcn2VslPajRoP0+KV9+2pragry8uY9Oy9Kq+UzCoDzaw86drRQCLHvgD4kJKTLr2zbqbsEt0KhyD96NClxRu7hw/puEQ+4UGNo+fjj6JgYisJ3MfbDg+rrLgghkpKS+nzlwdzDtj9GabVqjbq8tIwyRP+FhIQs+/nPN73wwm2LxWsblSaelP6xC0hqWas+V63Vage51DE4cdIkIYTJZKIY0X/Pv/DC8V+/GTshutHQSGn4Ilo/PMVoNAohHp000bXFExKml5eWtba0qFQqChP9lJSUtGHd+mvXriXPTBo58j7d6tVPJj5pZySS2+vXnlskQDrASGpPudjQIIT43sMPu7Z4lDZK/OvVjJAJ2xCxEyjdf9XlmTU6XW/LdvmVGxsQbltuG9va1q5Zs3aNmJWc/NK+Xw7y/GBQZ8M0MAcgkNQDIypKK4T4pPUT1xaXzlL36fXJs5+iMGUV01KIGNuM0+LjewuU7llj+0xpySkhRI97tvuv3BJbty2W6Ie/f+PGDenHcePHbdy8ecKECYMYs09S+yXbm97aH9/9wAOjxD86FV1w6dIlIcSE6GjKHP136dKlGzdu3HXXXc/M+fH/Wbeu+2CkAa9Hg6R2J8enZBqsVGo0mupz1Y68+O9//3uXZz6srRVCjBg5gjJH/+3asWPo0KG/fustqVUNPoexHx4kjd9oqK/v85WrM/5leLXJZGo0GKK0Wi4oR/91dnZOiI6uu9jgKzFNfZyk9qplK1YIIVYuX+HsOFYpuJcuW0YZov9CQkK2ZGV5uUma8dTuRZXNg6K0UWk/Tc//77w9u3dvyfqXSTy6XE0eHPzPQ2Zpyanz1dWT4+LoSwRAUnvDxk2bflNekf/fefFTp057/J93Cegy6+nlj69IjxsNBmmEliMzOgEgqeEGgxSKvKNHkxITF/90kTTxaW+vtFgse3btLsjLE0Ls0+u54AV+w6MNIFz5AveI0kadPVe1bPGSstLS2poaIURQUJBt60dQUNDZyt9ueH59R3uHWqPOP3qUKfTgT+ghJKl9Q2ho6KnysjeOvbE9K0sIcefOHSHE5Lg4IcT56uo7d+4sXrRICJGanr5x8ybGe4B0Bkk9MAYpFAvTUpNmzXxkQnRqevqHtbXSvW7VGvXESZMSEqZHaaOoSgMgqQeedG2YdDMXi8Vy69YtpbdmyQHguxhPPXAHSYXCczFtNpstXpyMGABJDSeYTCZdRsb4MWOnTJr08oED5DUGBFe+uLliRxH4mZ3btz/44IMvbNp43333H3z55clxcbK6LZMj31u1Ru34/CoASQ3fq1CXl5atysw48faJRoPhxV++tHXzlorT78jqTfY5KoBamP/Vrwfw40RSQ3YGDx4shIiJjX35QI5ao1YMUkQ+FEmxQObHZpDUgUWpVKamp7+Se+TFX740bNiwFzZsOJSbS7GAdCapIS9r1697/9339uze9dBDUYdyc2XVSC3+9VYMdl7DfgRIaj+vVifPfkq28/DRVQi4gFF6AECdGkDgsW3jos2apEYfX5Xg4OCvv/5a2MyIbTuNn+002S6wrkqhUBiamyhzgKSG05pbWyLCwqUaTY5eb/ukdHWJ9cl+rp8R0HCwfu2JDzlJDf8xZOhQ2x872ju6PwkQpiQ1hBBCrVa7VsVQazS1dRecX6rr5nbv2CkNg+t/Tce6KoB0Jqn9Sm29i8PUXAtWRsXB55jNZmYDlntSNxoMao2mz7sIRoSFDxky5Pr166Lb3WOlB57uK7NYLFeam0c98AAfKcC9xo8ZS5W8CxmNpza2GSfGxiYlzng0OkaXkdHndJ3Xr19vbm3pvkfVGnX/d7O0hubWlh7fxtnK32ojIpMSZ4wfM7YgP5+PEYBAqVNv3LBBpVLnHz362V8/W7xoUULCdNcutJP6yjx6arZ40aKZybPWrlt/8sTbO7K2JSRMDx0VyodJnufRnaZO6XGIKsSpEyBjm9H6mP3rLMZT+2dSm0ym89XV+/T6KK02SqudHBdXXFRkP6l7nEHCXX1lOfoDvfWVXaj9UAixJStLpVItf+65A/v1Fxsa+Ca78AW2s2fd1by+ccOGTlNniCqk6XKTSqWaM3euECIufkqfzWvGNuOcZ56eOGmSEKK2pmbFypXD7h02tNtQGV1GhvXx8hUrHL8T5itHjlRWnrH+uCc7m2Y0+EBSq1QqtUZdWXnmRzOTbt26dfly44KUFPuLDFRf2bjvjRdCVJSXp6al/f7SJSHE/aH3y3HXKhReG+bs1P3UvTw/9Z7s7NBRoaUlp9bodJcvN06cNGnP7l0Vp0/3GdYTJ03S5+RIcbwja9vkuDiTySTNKyvVss9WVVlffPLE242GRgeT+kczkyZER3c5nPhxUruwQx1fhPHUXm/92LR5jU5XXlom1arm95XUA3hQmZk8a0fWth1Z24QQUVqt3Oark3DRYHcLUlJWZWYW5OcnJSaeq6mxf4C58/WdLok/YuSIhfMXZDy38okf/KDLi69cuTJ6dJj1x+Dg4N07dw2+556IyG/mBx8eMry05FRvJ5S2P0p1bX+6V72zYWq9XAtyTOrk2U9NiI4+eeLt0aPDnvjhD+RcxdDn5CxMTa0or0iamfS9hx/mYyR/cfFTZibP+uGTTwohUtPS3n/3PW1EH/dY+P6ECdKDhITpQogQVYhCoXgt77/Hjxn7m4qK7q8vLy1bo9NJj4cMGdLe/v+kBSVbtmb1tqF169dbW8/i4qdIYV1ZeUaq0QdIOsNnklo6o1yVmekTBRcdE9P/qrRTZ4VqjcYPPnDen59aOvZLgdtoaGw0NErV2LNVVXZ6F4xtxiU/+5m1FpyQMP39d99zPIbG/fsYx9/htWvXeqtuA3JM6gAUaFUPL/cuLF+xQormLj791DgtPr7PxV/Y8Pycuf/R5cnBgwf3ebD51re+de+9w/785z+PGTPGhbedkDBdqlwDvp3U99xzj3e6y5zqK4PcSEOJuj/fnzstbN+5g4IFSe2QPxn+b4DvOS8PdwNAUsMVtpOO9vY/pQTPCQ4O9sRnTK1m2i+SGq7W0F2rvHtozZ57w3Dc119/7ZaOFoblkdRwoobuoaD30Jo994YB2Z2+UAQAQJ164M/Nezzh9cQ6vUkamBwUFGTnf6b5B0hqnzk37y2aPbFOr6GZVT6VA1q9QVIHkIb6+oryirDwsDlz5zKzmg9VDtx1wG6orxdCyHMaGZDUEEKIgvz8479+c+myZZ980prw2GN9zh8Ef2IymZISE1Wqb1qrik68zaEatuhRlAWLxXL44MFXXn01efZTqzIzH3oo6twHVRRL4HijsHBBSkrF6XcqTr8T+VBkcVERZQKSWnZu3brV0d4Rogr55mw6MpIyCSjHCgulef6EELNnP32xoYEygS3Or2VBqVRmrtZt3LBBmlGoIC9v7fp1blmz/SZUusJkYsXKlcffPL5x86Zbt26VlJycPftpygTUqeVo+XPPTYiOTlu4sLLyzNmqKjc2U0r3Bbbew9f2gafvOQkHzV+woLPTpI2IHD9mbEiIasrUeMoE1KlluScUitS0tNS0NIoiMPe+PidnT3a2dIJFgYCkBmSKjAZJHaBs77EiXbho+4CLGD2tez8BfQMgqdEVoTDgulxBw+RQIKkBn690d62Dy3iyZo1G45YDj8Yv7hHqD0mtVqv9tSph/btcuCOtTIqFNhBZVbp9SE3dBXafXyV1bX2/zsHlnPL9+Zr1s1i8Vq1Df46CXYqX4yLkm9RAgOjzsNfR3mH7Gu5EBZIa8LHTLICk5jS/ZxqNpr29XbZl66E1u3e11rXROQaS2p2VHVLbqqbuQv9Lo7eKpIfW7Lk3LJkU+4jjm9BoNPStgaQGBuDoZT0k2DkI0dABkhre032IgrOLe3nN/VwtbRQgqd3PLQPsu3w5PbFO3+W5Sxk9tGavXXtp53NC3MNrgu7cuUMpAICcMT81AJDUAACSGgBIagAASQ0AIKkBgKQGAJDUAEBSAwBIagAASQ0AJDUAgKQGAJDUAEBSAwBIagAgqQEAJDUAgKQGAJIaAEBSAwBIagAgqQEAJDUAkNQAAJIaAEBSAwBJDQAgqQGApAYAkNQAAJIaAEhqAABJDQAgqQGApAYAkNQAQFIDAEhqAABJDQAkNQCApAYAkNQAQFIDAEhqACCpAQAkNQCApAYAkhoAQFIDAEhqACCpAQAkNQCQ1AAAkhoAQFIDAEkNACCpAYCkBgCQ1AAAkhoASGoAAEkNACCpAYCkBgCQ1ABAUgMASGoAAEkNACQ1AICkBgCQ1ABAUgMASGoAIKkBACQ1AICkBgCSGgBAUgMASQ0AIKkBACQ1AJDUAACSGgBAUgMASQ0AIKkBgKQGAJDUAACSGgBIagAASQ0AIKkBgKQGAJDUAEBSAwBIagAASQ0AJDUAgKQGAJDUAEBSAwBIagAgqQEAJDUAgKQGAJIaAEBSAwBJDQAgqQEAJDUAkNQAAJIaAEBSAwBJDQAgqQGApAYAkNQAAJIaAEhqAABJDQAgqQGApAYAkNQAQFIDAEhqAABJDQAkNQCApAYAkNQAQFIDAEhqACCpAQAkNQCApAYAkhoAQFIDAEkNACCpAQAkNQCQ1AAAkhoAQFIDAEkNACCpAYCkBgCQ1AAAkhoASGoAAEkNACCpAYCkBgCQ1ABAUgMASGoAAEkNACQ1AICkBgCSGgBAUgMASGoAIKkBACQ1AICkBgCSGgBAUgMASQ0AIKkBACQ1AJDUAACSGgBAUgMASQ0AIKkBgKQGAJDUAADHKP70xz9SCgBAnRoA4Lr/D+qzAi/p1jozAAAAAElFTkSuQmCC)
ASUS Mini PC PL 시리즈
21
3. GPIO 커넥터(6핀 GPIO_Header)
이 커넥터를 사용하면 범용 입력/출력 모듈을 연결하여 디지털
신호 입력/출력을 사용자 지정할 수 있습니다.
GPIO_Header
+3VSB
+5VSB
EC_GPA3
EC_GPH0
EC_GPE0
GND
4. 전원 커넥터(5핀 PWR_Header)
이 커넥터를 사용하면 외부 전원 버튼을 연결할 수 있습니다.
PWR_Header
GND
Power_LED+
O_PWRBTN#IN
Power_LED-
+3VSB