IEEE 5-Bus System Model
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Hafizur Rahman
The IEEE 5-Bus System Model is a widely used benchmark for power system analysis. It consists of five buses interconnected by transmission l
The values of positive sequence and zero sequence resistance, inductance, capacitance, and transmission line length are calculated and tabulated in Table 2 using a (appropriate) base MVA of 100 MVA (Sb) and a base kV of 230 kV (Vb) using basic per unit principles of impedance calculation. The length of the transmission line from bus-1 to bus-2 is calculated as follows. R=0.02 , X=0.06 , B=0.06 (According to the data sheet) Transmission line length =((√𝑋∗√𝐵) /2𝜋𝑓 )∗ (𝑉𝑒𝑙𝑜𝑐𝑖𝑡𝑦 𝑜𝑓 𝐿𝐼𝐺𝐻𝑇 𝑖𝑛 𝑘𝑚/𝑠𝑒𝑐)
Length of transmission line =47 km 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xvuukm2fKMeXgspMoEOiXYABpuFjC454YC5a1l+f7778u8tSSAXK688kpxOqgbQQvocHL089OJ4/81bdrUuRoP/s+eZK/i4Na7XLSL1Mdt27aJIztt2jQpSzfZKLdCwNw/5svy3Mzd9CMbNttdPlHQqaL8cDz1PHMIk3GS7GTeax5GBWHE8ZpXrFgh97Hqml41MIk1abDadurUqRJxAXrcbrRCRUFUDKVj4jcRWSK0KI83kpgurA4FekSaDRs2yPMdcsghzpmyQ9T7oD9AnkcMBxP2M02ETrQYfcT5IgLKIhAN5c9E6Z+dSe0Qt+xTgcnsOA84rxgYNxj+OXPmpKWLyNMtS6CnyyIHP2NIj9gvJyRREO6n7obJ5PDDD7c2bdpU4lqSCJMHDvHHH38sq9iZFI+DR6SASHgm/P73v7f23XdfidaywKpmzZpyHn1GnunallxDY/vKK69Yf/rTn0o5E3PnzpUgAbqQqj7CnmKv4sJ7o2fueqGjetquZbtdpMyIhOHwEw1jsZUm1XJLCiw4Y4EjwRiiem5wspFdOjY7VTuJXL2jEEQwCaLpzlWYjJNmJ3PiNOqX1REzDb0iGltWGu6///4SoqcRXr16dfH19evXy+9w2223SSoU2G+//UTADE8UClY++YWfGaLcuHGjrGoiMujeZJ1hL1K5AP/fLRMdidHfSQJxVrvNnDlThhX16kwN0TIcBjc7d+4s/h5NUK+EoTgcDXqSGn5Htp2cBLxJasD1s9DR8CPqfWjI6dEB0UAaeK/+aFkhW/DKF7zyxFHkPoZjqdAakhvTgdBDDkDZowPZZODAgVJP/vKXv0g9ckMng/oUpYsYMa8u44gyXIaBAlbrzp8/v1S0S8NqdOqoO7rGCk8aMIw0hjFMJgxl678B/F/9tzU4T0RLcwH6FaRbECYPbBxJ8LWt086dW7/ceuNXd8GrW0xdQWaUm3uVPjqN3aTMdQNE5JhVyoUGZ5mpR6xspiPhBhmzKpT3Qm6MnjC9A9A/3pFpE/qd3DoZx16VRaL0jnYAXdH1Ah2bPn26ZNUgOhWnXUzHrhHlpnyIXLqdn7BySyq0s9QjOl507r1Qv5BJlM3Ohp2kjWDai7YVQAYAOlk6ohkm4yg7STny/7H9eUG9SCziLoRhFZKe7MnCBSb78mFSKxN+mdSpBOHcbcuKI6X4tuoN2EqAMvGbCeZKgLIy87TTTpMJ30w+ZdWYKkTnfwaTzUm0wApZVjPxTkxg1e+kP6pi2osXL5Z7Ve9GnpUP/4eJtkoBZHHQ8ccfL9/BSim4/vrr5VgZR5n0ziR3Jr9yTn+YXMuCDnjnnXdk5SCro1XjYatelNyDvJQSyd9QPVGZJO1OrO6G1bOsTOzcubPdtWtXeU5VQeQaclNOqnynqhgygTibpFIms2fPtps3by7P0rZt2xILqNyEvQ8LiHgf9IfVh0yEVo6eLHDR5YmusuAIlAGRhRF8D9/rd4+GxMxMTvfC5HT0nInkTGxWxsi5Ek0cvWVRAM/E6j2vHvI3Oa/1JUgXp06dKqtbVQNUQq6qMZM6jj4x+ZuFbOioXhjihRXmvCOTslmohB6zCIuFWSw60oTJBJ1nQQry5BmRP7qn4b0o/zgglzhgQ9AJ7sf2BCXsj5IHKyJ5b+UgS93GXoFymiULAjKmjoK37vrdo0H3jjjiiFKT9r/77jv74osvFruqHAuRE6s645KrhTCUEbKkrrn1kQ9yQX6A7imHR2wadYx30ZkjrrnmmuK65rY7YfU7F8TVoXShbtBe8HcoP+VwO1dKwuI65IZuqQ6gJIZnERAEtYuULQu6+G7+H20Ci12OOeYYKRt01+8eDSuGlfMpi0HchJVbrohjC8PQq6WxcV6dxJ4op7h4QWqQfcqWneRdKEMWu2AvKDs+tHGaKBmH2UnVAbHr1Kljq861HKdLXN3/Bf+omyPROfv0z1xBNK5SpUrOUXqQp5Dn5GdZgd4Cc+6ILNKT5JhwNb10Io7uPHhlFcL0ZalM8k1Z1NtsQ+5HPnoxSCowZBfTnJVL0C3qIB+DP0aHkoGxheFkYieDiKv7eZ/TGEWmDmNZhfmLTGzHSQSGHFSvQzLXE5pWPRE5bzAYDAaDwVAIEuc0llfw8okmuucq4PUz14JFMcz9NBjKA8z5MhgMBkMwhbKTxmlMCO3bt7duv/12SZ+Ck8gk2PPPP18WM6Syn7DBUFZhkQeLKpggTuTdYDAYDCUptJ00TmNCINJI0lbSAJC+h0SkrIa64447Mk5IbTCUBUghwkpsMhG4U34YDAaDoYhC20njNBoMBoPBYDAYIjFOo8EQE3p3LErSH/J75RtW1bufgQ+5OtMhGyvy6e2SRJcEziSrzQbkoPMmujUYDIZCwkLVVLngggtk57Bs2ke2FdR5TQuBcRo9kLD41FNPlcJmfiHDxsccc4wcM++QBNHMJ0gS7D1Mlnqelef84IMPnCt7FjhHDOGzP2+7du0k+S+7Z/z617927sgtJKY/4YQTirckJKEqu/eQzZ9j9i7ONWwbd+2118ozNG/eXJJoX3zxxZKqCT194IEHYk2QJkmyd/cSEqFfdNFFsoUYSZrZoQg5o19B33n//feLMSVZbrb0jqTg/G32q88nhdavJNdjyqJNmzaS+Bm72KxZM3nO1157zbkjf7DFIgmw+fvM+SYBfFlGvw8pVJAt28yRXPvOO+907sgP7JpFIulWrVrJT9o77Mro0aOdO8ouyJhMJLTv2Dh2ieF37Kc3ybkfZDVB19l0g32m0T1sP/WUD8PE+AbuLCdsukEdPuCAA7JqH9ENnp/k/gXBjgnJLPmUBTJJDHrGGWc4v9mSGBURkShUc++999rz5893jpLDqFGj5Fm/+eYb50xpSD5KcvK7777bOZNfMknWCiRSJVHttm3bnDO2vXbtWkmImi9UAyVydidV3rFjh60MiCTtTSXZspdU9LZKlSqSENnNwoUL7QoVKkiS2DCUY2mPHz/eOSpi7NixtnLWSiUx37hxo33kkUdKUlkS0LpRxtZWvWdJCkzC+hTMSSTr16+X5NfffvutcyaaTP9+EvQrTj1Ol3STe3/++eeyYcATTzzhnCmC5NATJkxwjvKPcugDE7OnSzZ1OA7UoaZNm9o9e/aU3zVPPvmkJHHOFyS0pv5TxiSv1qD/jRo1co7yRyZtuJdVq1ZJYv1+/fqV2Bxk+/bt9tFHH21/9NFHzhl/kA3JuTW333676Ik3mffll18uf0vz17/+VTYsgWzbx6efftpWnTjnKDvEfT4TaXRBYvG+ffs6R/7QqyDKA/RQiE4oOcpxHNxb/qXy/6LQKXmiUvPQQ1LK7hwVoZ8pm8+TC15++WXZ15itoTRHHHGEdeGFF8bqLWYDnUfUnU9UOXDWLbfcIvvrsqItH/D3vTlNzz77bNlqbMaMGc6Z0rBvLWmc3Htms4fyDTfcIB8iSW706v3Zs2fLqj03b775pkTleQ73tmNEJfXQuVvX6IVTx8Cra95j9nElCXU+oxxJ0K+49TifUM6UI1tTuiFyk6198dMBGSVJTunAvseMUBDVdtehSy+91FKdJucotzAVhMUVN910k0TeaCM06D8jGAWLamUItghZMipDtK9y5crOFUtGEa644orQCCA2i6wmyEajy8m7QJUtAd12QjmN4i9AHPsY5ht4jxldYttlth7MN8ZpdEHjxzBBGGzsTvieUD7DNffee68oJOeAoZIWLVqIMrK5PHuGAnMQGH7ivlmzZkk6HdWDs373u9+JEgFDiwwH0KAzJJbNbO+AkvF39XwIhjrZfQZl1xu716pVq0RD/Y9//MM67bTTpOLhIIwfP965kn+OP/54GVZFfm4YItUbv1MRkSnDBThR7KeqHRXkzPtiBC+55BK5hz1BWa2eKXpvV4YoCgnPEfYMGD+GZ9xGbOLEiWLsGGL3A12ko+RN/aR6u9bvf/9752g3zPWkblAPqCcYPIa+aRj5P+gS83sYBmaqx6BBg2QvYYZxnnrqKedbLDlH2XgNZq5Isn4VEoZNAbvkngdL+br326WzwvQNbB9DrEuWLHGuWNaqVavE9jHkyRAseti1a1fnavmFPaPr1KkjQ9HYWg0OiXvYPcwOMwcYWSJzhpXRPaaYsD99HNgrnuAH0178YA9/nrEssnjxYuujjz6Sd3M7wxr2jw+ye0CHib2eo3ZRYt4i5YINAewpf9vv/3ntI44jdu/oo4+WKUPYZ4bA6axShtQnyp5pUNrBxX536NChxJ7ZeUMZ5FiUl+FpN37D0xpl9OQae2Wzfyf7oxLK55zeM5I9ZQmLw4cffih7TzJ8qBoaGQJgD1V9P/tb8ztDjMCwHMNlcdF7bfLMQbDvKcNMAwYMkGP202TPSs6pxlLODR8+XIY+QTWGMjQ3dOhQOf7kk09sVfFkP9h0yLRM2OuY4VDeUxlI+4UXXii1P2/37t1l/1rg+Rla+fOf/yzH7N/JkJbew3X16tXyXd5htzD85Mz3secye5HyN9MlFb1lz2RdjoAclFMnz+be09QNw4xcf/XVV50zRbAnt/edvLC/tOpUFcubIWnKQhlHOUaGfAdQDxjSRqeBvVH79u0r1xkOUo6XnNt///1lr1utT6qhKzEUrOuT6uw4Z8LRfz9dkqpf2SLd4Wlgv+OKFSvK+91888226nA6V4pYs2aNXH/99dflmGHr+vXri55Q1gceeKA9cOBAuQbK8Za9dDPBWweyQaY6lA7UR9oJbCv7Dnvta5QdZr9k9pbW00fQR96DPfbjwH7ohRiCDiNbbbieToTtSwfqDHtLu+GcW0+wZ+xp7YZ6QFlqwuwj9o39sLnOEDc2Rzmhcox/wfdzTjmNMo1Bg72nXmUL9zuFYSKNaaIMoPxkwn69evUkkkKvUVVYmWALRBLpmbPq9qijjpIeDcMpI0eOlF4PkUhgki5hcyKd48aNk11hiPipBkSuZwtl7OVZNURCeFaiAzrCyjMRiSSiooyZpQyP9F7h8MMPl60N6XkWAlVBrPfee09yWH733XcSsaC3Ri8PiLIRydLPi6wZUuMc0KPmmHKCTIZ/kBdDD0RP6PHRK1SGLq/DZfPmzZNn0AsTGF6ld8uz+EGvGeixutE9cPckbi/KaMl9+l7+FrJ0RyyBMiDSQRlp+TKEOXjwYPmdhSaqsZdz6BP6R2QO6Gm7V01Tf4DVgvkgSfqVNK6//nqZxkCUlcjrwQcfLPaECBUwKkI0mqg0YFuwY9hFdIVhWHdUck+STaYQgSfiTk5ehhuJwhNt0ruDhdnhbdu2SWQce6Sj4anKlvaJOrknwrtBuu/3z3/+U6J+fmB7+bAgxot7aNqNn31k8Vu3bt3kd0YusbHYQsBn4Nk5x4im1z5Sr9zD2vnAOI1pwgpPcM+RYFiQMLjqGYoDQaMOHAONDP+vWrVqcqy/A2rWrCnDhGzQTqM+fPjwvCT15plq167tHJV8JsL6wIoxVtPy+eGHH2SYu1DwvMy7Ub01aaw3b94soX7mBWF4cXxefPHF4uclWbp+XpyPIAOQKkw7oLz4m3wnw5K6XPMF0wkwTjheGLcbb7xR5jQGoYer3HP2QM9jDFr9jf7y/Qx/aZC939A0ZbN69WrRZz+Y/6lx/65xzwnSuuidg5tLkqJfSQS7hHOILuDAMHzK1BbAVti2XSwXGj9ANtrp35Nlkyn777+/NXToUGvDhg1i++fPny96h1MeZocpCzp0mcgWu+XevnZPQtvkdN8POQdN98H28vGbRrZgwQKZiuElrn30s43g7tgXwj6CcRqzCEZz1KhRMleLBQfMT0wF5i5gIOi54IRwnATuuecea+zYsfJhQjSpZwoNES56bIsWLZKelntuB3LTz0s6GOZuatxOSabgbDPPj517CjnXk3QQRCdw4ujJBqGjhF769OkjRor5fH7MnDlTos9EmwB5f/jhhxKh9tK6dWuJOA0YMMA5UzZJgn4lFSIcyAP5TJ48uTjSUbdu3WK5PPLII2IPtVMJ5UE2mYKDwqI6HEQ6LgQRNGF2OBPZEk1nRCwooo+jku9oVrbg3eCtt96Sn37gGAaBHQgbgQFGeagLGuafEon3i27uCfbROI1ZhAnvTPBmpSlRH1aexoXhB4bEULY5c+ZY1113nUyO3bp1q3NH+jBBncm8qaKHMb2JlmkM8g1G7dxzz3WOdsPCJCJnDM0wtI5jFPS8DOswFSCbMIyEs4ZDFRSpyzVMa6DxJkqB3gRBow56yEaDzNARnEOv48hEbXSZhVIM19JjJ4LOkLwf/H06Tgyz6Uh7umid1c+dS5KqX27SrceZQmRr6dKlztFuWGlOo4pMsBUMlRH10rjlArmUjRsWGpSVxUdEqv70pz85R7tBtoDehdlhndczE9nSCSLCzrQpPx5++GGZelEWYboE8sPR9ovI0elzZ5LwwnQubEMUbqcxaGgasm0fmeaT76kFxmkMQc/XcRtCjV6B7O6FsDsG6ELUlVx/D8N8fkvs+Q4ijMyH1BC+prEiLQC9SOYDEdEKQg+Be3tFGBaU1B0Od/dKw56J+Vk4vqQq0NBj4/vyDStrGYp54YUXnDNFEOHjWbt37y5yZ3U4qWF0+dAjJ5IGpClgfpAuJ3qEbr744gv5//ydILSc3TIkKkDvkZWNP/74o3M2t/Ac7mdgDgwrdZkrEzTnlBV48Pnnn8tPjV4BTKOBDjLvEBiGxSnG0BHJvPPOO2V+HxEO79C0riPoD2XB32Leb9jQiXYqvOj3ohxwSpgPnGuSpl9x6nG+YPoDIx/uzgYNFo4Ew20MkzEnC2fNHZHlebEXzNljjrZ25ChfItVuFi5cKDql3z8O3OuVEzA0qMsg6SBb7CtBAw3tBfPZ0Xumm4TZYXSSVfwEGHS98epdlGzpDJG5A9tBHdftFTpHJxJ5RqWiSyrYD/SOtpj66e50MX8Z2+depe6FeYTe6VjabgXZNnZ/oZ67SdU+RtlGwI5g9+k05BX1cLFgxRCfskA2Vl6xsphVZYhI9eZkJbQbEitzjZWUH3/8sZxjRSF/t27duvZ5551nqx6kJHxWymorBbWPP/54+T8k+oTrr79ejpVRlRXYp556qq16LLZyPmxW4qreiNzH6kNWOd9zzz1y7EU1Yraq+MXPoxS2+MN38v3Aim9Wbx988MGSHJRVtqoRsmvXri1JnVmxyb18zy233CL/Z+XKlfIdfJThsQcPHlwqyXNcMi2TRx991FZGVr6nffv2IiPVo5Nn1Hz33Xci72bNmtmXXXaZrXrRxQm3VQWVZKuUJ3JmJRrvqoylXH/33Xftvfbaq3gFqBfkzP/l/yBbvXoRSPjOeVZRB/3/KOLoLSvueC/+FonalaPnXLGlXFj1yzuQyNaPpk2b2uPGjXOOiuC73B/VCMl5vfLQ/SHpMH/DDfrfqlUrua4cTjlHmaBrqsGT6/qZzznnHNEz1RDJ6ldWT6N76L/+Dq3nrNh1J9uPgv+bCUnQrzj1OF2w3+hYqrCqvEuXLrKCnvLjOdBzsjEoR8S5y7ZVZ8U+/PDD7Q4dOsj9yoF0rtj2G2+8YSsnSJLgd+7cWd7HvXqaVePYSndi9SCoA9gi5EQdcMuJD9+zePFi5+7UyFSH0oG2hFX71BXki5zJsKEcHOeOcDtM+ZABgfaFFbsdO3aU99Crp+PKlmwBlG3Dhg2ljlMXVGehRELsfJGNNtwN2Uuok9gb3ovV5mRCQHZhsOpaOWX25s2b5fihhx6SlebIF9uAn+BGdQzl+93EsY/KiZTrlCvgO3DM/8M2YiN59mrVqkk5AeVMovFswd+Lg3EaDXkjaWWC80JF0Y16ocmH3tJZaJPBTgKkfyBlRD7AMZk1a5ZzFE1co5cvkqZf6TqNuYBUOZmm3MkFSdOhdJgzZ468h3YayyJJasPpiHg72oWGjmr16tVlx65sEVf3zfC0wVCOYO4NqWUYskoHhsPYJSLXMH+PIbmg9EEGg8GQD9js4tFHH5Uk6klBdQBlykgq6yayhXEaDeUevzmrezLMyWNO1PLly50zyYIFPcyjwnHM+3ydHFDe9CsuRi65xcg3O7CQhnmRbCeYBEjHRI5HFigWAuM0GsotJCcGnKhCrXwuBOT/JH2HnvCeNMg5R+6zoFxlZYXyql9RkEaGRVastmZVqyF7kIuVqBgQicrXwrw9HdLnsYo8CZC5gjRrhcI4jYZyCzkWbduWdCKkVilvnH766c5vhlxQ3vUriN/85jeSg5BIGOl8DNmDlG2kc0HvWFHt3qzBYMgGxmk0GAwGg8FgMERinEaDwWAwGAwGQyTGaSwgJOdkMqvfjgAGf9LdQ9QNyW9Jyvzvf/+7VJLhTIizc4Ah2ZBkP5N5YOwEQQJ0EvySED0bsL2bTiZeaEim7U0enQorV66UPXlZicocMfawzgarVq2SIdmyTDqyJdkzybmxZ0aehnxgnMYC8tprr0nm/6QuSEgSyIjM/e7dTJgTxS4GbP927bXXyvyonj17Wp06dRLZBsF+uMz7IfXMxIkTnbOZQxqbJOzLbUgPdlwaPny4rN4+//zzZeU26YXc6Yk++OAD69RTT5VrzAl94403nCtFuz1wnd1l2L2D37MBu1p07NhRHINCguNKCiT26mUXJLZYQw7sVuUGGbK9GQuZbrjhBudsEXqLNZwjdjTJ1raI2AWew71jRlnCLVt2KdHyQ1b6c/LJJ1vt2rVz/kcRb775ppyns2PkacgLqjcRC5PcOzccdNBBZUaumZJumSjnUHaYcO/Awm4Iv/vd72QHCp2tX7NkyRJbGVz7gQcecM7sZs2aNbZyKuX3Y445RpIMZxNluNNOBFuW9DaJpGDOSkHCctWJkOTlwM4vfB+7nnjRu/8sWrTIOVOEcohkRxhg16dMnsdLpknZIdPk3r169bKHDRvmHNl2//797X322cc5Kgk7brRu3do52g0J23VCYnbkyKa+9+3bt9TOXamSzTJLBa9s2QmJ3V/cKAdO5OdGdZRt1VGV35Moz3QxtjD/xNV9E2ksMEQRNPQ2GTLdtm2bc6YIvR+0Ki/56cbv3J6GcsKs2rVrW8rJc85Ysu/tzJkzrUceecSqU6eOc7YI9vW86aabrEGDBkkP3A2RQPaIBlLPZJvrr79eopcMwxnKDuzbTWSF5OWg6yURHy/sBw/eHJI6igbuek1EnHrNx73XrK7X4K3H3mP2zWUPXCLkhYAhcuqOchSdM0Xv6CcfQEZe+bD3NnVOJyR2y4iRBC0jd3QrFdtHfWc0Qjn8zpmyQZBsvfaJc4ymEI3UkLqI4X5IRZ4QpXNlVZ6G3LJbywwF57nnnrNq1KhRnLSTtBS9e/eWnHr9+vWz2rZtK0NCDJeNHz9e5q9ggPfktBXff/+9NXToUNnJxA25yGjgkYkfDPXQWJMjz828efNk+BqqVq0qP4G5kjT6fPTQNkNo/B2MLsldR4wYUTxEyFCm6oWXmhOJ4aaBHzJkiHPGkHTorM2aNcs677zznDOpg44sXrxY0sl4QYfbtGljtWjRwnr33XfFcSQdytFHH2299NJL1kUXXSS5KdFZ8uxdccUV0vEhqbAe4kavyM82ZcoUOc4306dPl2eqXr26cyZ1qFsM+/tB565JkyZSNxliTcf2Ia9GjRpZs2fPds6UDeLIlvnSzIHv3r27Va1aNTnHvENS7Pj9P688+f/Yr65du1r333+/nGcaBfPpGeLmPGmhfv3rX1s7duyQ7yir8jTkFuM0Joh33nlHss5PmDBBjqnMJDn+85//bF111VXWokWLpOHBKSH/Fk4mWxwRifvXv/4l/2dPA4O1fft2mbfjZvXq1WIwvdEMDcYO3PPK3n//fZmj5pc0GnkSJSTKe/zxx4tBxkAzd4tGi7LB2NLAk1iVhQ7sWnLGGWeU6PlDy5YtpXHLxqIdQ+5hZxwWv1DuXojM6IiN/qCPXpYsWWKddNJJvpE3Ohp8D/WZeZAktSZSzrwxHAYcVvQcpwqdYz4kO/ag28x51hx33HHimBYC5m76yYfolFc+fFjU4cUdifWCk8j3Y+NwDtO1fYWUUboEydYN+kCH100q8sRekjcUu0QUmE4vyefvuOMOiXLyeeWVV0R26KOmLMrTkFuM05gQWNCxceNGiV5pMJZsF0SUjcoLRCeIOvTo0aP4GPZUpxGDhQPoHaqhQfVrmDREGcE9ZOMemnZDIzdw4EAxykR59t9/f+vYY4+V6BAOAhPMWZlITx3jjaGeNGmSDI9v3bq11FA0qxnh1VdflZ+GZEMEp1atWlblypWdM7shIkhdc3/QAy9BDTj6Q/2lflOX4dBDD7W6desmv997772iy7oed+7cWSLonGvevHmJek09wOF0DzHmC2RENNQLUVqvfPh4d8BhtTTOs1+ScxwaIoo4ghUrVpRz6do+ZMRwb1kiSLbIBZ3iQ4fWC46fHjVx4ydPIuBEEelosxAQkB8RciK66BvPgO6VdXkacotxGhPAihUrZMUczgqV14s7MuYXJYMwB6osw3Cd3/DLKaecIpGaoJXnutHSEUoiIgwFnnPOOXKs4fuZEzRy5EhppN0Q0ahZs2bxMHbjxo3l5+GHHy4/9dwsHEc3zL8EVuEakg+RYvdUBTdXXnmlOITuz7Bhw5yruyHqrOeWucHBoRFHj/zQ9TlOvUYfwT0vMl8EyYiolVc+fLRDp6FDxvC6FzpsOEW8kx52dZOq7UNGhZBPJgTJFhkiyzlz5pTaZ5j5oTiEDRo0cM4UYeRpyDXGaUwAOBf0JJmv9PbbbztnDeDnRAORQSIuQfNtJk+eLEaxb9++cszwIcPGlSpVkmMN882Yu+geBtToRlqje+0afayjml7Mvq9lA6JXmXS60B8iOHoRjZvWrVvLPOUBAwY4Z8ommcqI6Rx+kVg6fixaY5HPAw884JwtX0TJFhtIZ5eOssbI01AojNOYAJgAz2KPI4880rruuusCnZDySN26dYsnZmuY1E1uRobycbaZf6ghoojDyLycGTNmFA9PP/3006UW0wAJmLnGEDTzzLKBdhaZS2RIPpRTJonZiQb5NeBAfUa3WPXsnZOWKixoYM6kn3OaazKREZ07HGvvvGRgnmKfPn0kvyr5HZmikwnICJtRlogjWzolbqcxSOeMPA25xjiNBQYHEaPKnD0WXTBUzfynILxpETTutAp7EqwqZCjG/X4M9+Ew4vCxehLjSeoJYNUyk+cZbt61a5dEGunFL126tNTKVqKMwLwgGnbm+uiV06Cva7wLIPSxt0wY8gYWRhiSD9MSGIJjvqBGl6nf0JzuxOh7iPp4VwXrjh91m8Ut6DHR8aChvjj1mrlvDFkGRd9zCTIieuWGZw56H2Sk3+nll1+W1c+6A6fRtg+YJ0rknsUZQcSVkTs1V1kgVdkyP3Tz5s1Ws2bNnDNFGHka8oJSnFiY5N7ZZ8yYMbYypLaq/Pbf//53OUfC6mrVqtmPPPKIPXbsWLnetGlTuf7xxx/bylGyVaNhP/nkk3I/SWEpxvPOO89WBkPOJZV0ykQ15HaFChXsVatWOWeKypd3dn/uvfdeuXbuueeWuqYcSkmC6+all16SBODHHXecyParr76yq1evLp+JEyfayjG1VQMt95DMWfW47csvv1y+Txlke+fOnfI3Oe7atWtxwmJ4+OGH7SOOOMI5io9JaJsZlEW6NG7c2J4xY4b8/umnn0oCeL6PckR/NCSYJ+ky15QjaL/++uu26hw4V4ugnrZq1UruUZ0YObdy5UrR47POOkuu83+5PnjwYLn+pz/9SY75f5s2bbLffvttu0GDBmILXnjhBbmnY8eO9u233y6/p0Mmyb1VR9Y+6qijnCPbfvDBB+26devKM1Mv3JCkeu+997YrV65sX3/99XbPnj2L30GDTHm/qlWr2jNnzpRzqrMn33fVVVelZftU59Def//97VdffVWupwPfl2+8sr366qslaXqlSpXsPn36iD66mTx5sn3jjTc6R0VEyZPrDRs2FHs2a9YskZfWceQIyBX5KidW5J0NeaaLsYX5J67uG6fRkDfSLZNMdyZYv359qV1jckm7du1kB49UMXqbGZk0+HTgLrzwQucoeWzZskU6NO7OSapk4jT+5z//sevVq1ei85Y0nn/+eXEsf/75Z+dM6hTCaUyqbLMhz3QxtjD/xNV9MzxtSDwMHTPEle78HFY9e3eNyRUsuCFprt/8SUNyIXsBC9JIqZRElMNn3XbbbcUr9vMN6YjIH8lwp2o3nLPJgSwKpJlhh6hCDN9nQhJlW5blacgtxmk0JB5SR5BzDOfx66+/ds4mDyb7M7+NpMSGsgULTEibw3xYb7L2QjN//nzJWehNu5Jv2IWFnUPYkSVpMIeZxYTMHS2LJE22ZV2ehtzxC8KNzu+hDB48WHbXKAuT+z/99FNJSJrJtmCG7EN6HHZUSRdUlcSzOl9i0mABDKsc08XobWaw44VOsWQoDVsYkgtW5xk1lMboUDIwtjD/sOWuezFgECbSaCgzMEySVIcRMnEYDQaDwWBIOrEjjYSq3T+TzOuvvy7PyU9DciDljSmTYIzeZgadipjmrFyCblEHvamnDLsxOpQMjC3MP3F130QaDQaDwWAwhEKi77PPPlu20WT+ZVAeSUN+ITE8eWLvu+8+yTnM0H4uyanTyGb2BoPBYAiG3r1Oymww5IpM9Yw5b+zqwyp+puJMnTrVuZJsku6HZFouLOA77LDDZPtIkuizW1AuyYnTSI+EHTvY6zcOZJ1nWzg2/D/zzDNlv9YPP/zQuVr++N3vfmcdd9xxzlHRhvbspkD42P1hb+QkrybONx999JHoDr0tjBtbDIbt6Rqld3u6XmJc2HYMfTv++OMjV30TWbjyyiutVq1aiSzY/tK9/VnU9SSD4b777rutE088UXYYYsu25cuXO1f9iZJf1HX+5quvvmqdccYZ1rPPPuucLSKJdX7btm3W73//exnebteundWxY0dry5YtztXSRN0fR+bokvv9DzroIPl/gDNAqiRW+PL/2bkkaC/6JLFo0SKx79QPdrWaNm2ac6U0vCM7VZ166qmy/zR69MYbbzhX4xGmZxDXDrATjd7C8tBDD42sH4UmFT8EOWO70EUWax577LHWlClTnKu7ywH50B5QFnEWjYSRrXLh2lNPPSXOI9uVnnXWWc6VHKEePBZxk3uzU4YSquywwCcOyljYl112mXNkS5JddmJIN6loWU4M+uabb8rOEUppnTO2vWTJErtLly6SoHrr1q3y6d27t60MrnNH2SCXZfLjjz/ahxxySLFMOG7SpIk9fPhwOfYjSu+yrZdR5FNv2fFmr732shcvXizHa9asEb1D/4IYOHCgfcIJJ9i7du2Seo4slCF1rkZfzzUpmLNSsAtQzZo1pW7BhAkT7Nq1axcfe4mSXxz5PvbYY8U7GLEriJtc1PlMknsDdaFt27bF+q8cQklkH0TU/XFkTnJpjvVHOdPOFVt206HOU9dh3LhxsovKunXr5DgdMtGhOJCcnV1Z5syZI8fs7oJesPOVH/3797cPPvjg4t2+qE+1atUqfuc4hOlZKnZAOSWyk9GGDRvk+3r06OFcyT6Z2sJU/RB2LjryyCPl/4FyvmR3nA8//FCOKYf69esX698111wjO0H99NNPcpwO2SoX6pdyLOU9Tz/9dFt11pwrqRFX97PuNGrYCimu04jwly1b5hzZ9siRI+UF2E4rHcqq00jh//a3v5WtxtxO40cffWSvXbvWOSrayowdBNwGtCyQyzLBCKMz//znP50ztj1o0CCRUxBRepdtvYwin3o7YMAA+6CDDnKOilC9bPuSSy5xjkqyfft22RaOhl4zbdq0YpsQdT0fxDV6flDfunfv7hzZYnjZxm78+PHOmZJEyS+ufHEKeW5vo5GLOp+J08g2mjRakyZNcs7Ysr0mz06D5iXO/VEypwE/+eST5Xc/+vXrJ9sZaqirfH86uzFpMtGhONxxxx32gQceWOxI//e//xV7zzamflxxxRWyHaCGd+MZP/jgA+dMPIL0LEpPuR+90TJ96623pEyxhTfddJOcywXZsoVx/RC277zoooucI9vesWOHyOupp54Sx5DdmPguDbv3cF07demSbrlQJnzYbpT6QgeKbR/Z0hYHOB14jjjkbE6j8pKd36IhzO0OITORc99997VUL9Q5Uz4gRE2omnd3w8b0RxxxhHNkWbfffrt11VVXWVWrVnXOGN555x1J0HzIIYc4Z4rkxlDeF1984ZwpSZTe7cl6ibyOOuoo56gI5MV5P9jphnk3DCFqLrvssuJsClHXkwxDTyRmd8tDNRKSUDtIHlHyiyvfIDuZtDq/YsUKSzWeJd6JZwQ/GUXdH0fm7NCj01iptkp+unnooYes/v37O0dF9RMaNWokP5PISy+9JFNnGGoHyp/drho0aCDHXhiSvPbaa50jS3IXVqpUSe5fuXKlyJTv6t27t1znHLk4GUL98ccf5RwE6VmUnvbo0UPqsHJW5Dm///57q1evXmJTy0LO5rh+CO9M2agOjRwzBYD/S1nxznzcuzE1bdpUfmL3vOSjXCgTPthbplEpB9NSnTRZEPPdd9/JPbkicaunlecscwmYjxa3wPcEUCS2kho4cKBzxh8M47x586QBMewG57B27drOURHaudu0aZP8DCNK7/Y0vQySV5CsaKyABovtzrp3726p3nFxYx51Pckwz47nTEUeUfJLVb5hJKHO8z7gfqew+hV1fxyZk8h/9erVMqfr9NNPt44++ujAbR6Zv3bHHXfIXFrm/yUV6glOLTtcXXHFFWLvP//8c+dqMLzfhAkTpI1gaz/kxLzI559/XrYhZL4h4GifeOKJsosQ81+jSEVPWWwxbtw4mYfKnFvmke4psLinSpUq4iTipN9www3WrFmzJAhBR42AxObNm527reKFK35b2+a7XJjXu3DhQmvEiBHWjBkzIn2ITEmU08gEYSaYXnzxxbLXankCY3D55ZeXijJ64T4mvjZOcJLrQkBPkJ6WGxwYcPfs/IjSuz1RL4PkFZRGQ/deMUwYKSaF//GPf7RuueUWOR91PckgC/CTR5DuRMkvVfmGkYQ67yejsPoVdX8cmVesWNHq06ePNXPmTHEWWRRDJGXHjh1yXcOCBJxFvd2ojuIlEZwIOgDowejRo61///vf4qhELapgWz+2uGQkyr1Ikt19WOzBAqBJkyaJ48yiCK9cg0hFT5s0aWK9+OKL8jemqA405bOnQEQbW0V0/NFHHxWnbdeuXXKN92TRElvEat1ju0cWqgXZh3yXC04qu/bNmTNHFvHkksQ4jYRdO3ToYPXr108UMq5w9wRYYYphjIokoMTTp08XB8ZQEoa2qPBudKWnxxdElN7tqXoZJK+gXrBuiBkOxMCyYpVOzgMPPCBDjVHXkwyyAD95BOlOlPxSlW8Q/J8k1Hk/GfFs4CejqPvjyJzo4nXXXSe/gx56c0cbccJYnY1DvXjxYqtOnTrOleTCMGO3bt0kkoTjiP1n+8IwuI/hfDoPOM/vvfeec8WSyNIJJ5wg7QfOZSoyyJaelnXo7N5///0yPI2cGf4nws0IE+CwI3scdoIHDDXTSdGryf3YU8slr04j4/p6RwI+FBTgvVMQo0aNsoYPH57onmIuQCFJT4GSEvJftmyZtW7dOtnE3g0KvHXr1kQPvxQK5kIxhONGDw1wzY8ovduT9TJIXkGy0vN53NeZ17Nz504Zaoy6nmTq1asnUYNU5BElv6jrcUlKndfP7X6nsPoVdX86MtfD2zpKCcwZY94x0TvtiCYZ6on7/WrVqmUdcMABMnwZB6Z+4Ew8/fTTzhlL0ooxZYZIFEOqqcCzZENPyzLI75577pHAwIEHHijTIBjuBaYEAOVENI+pIgwB0yGmzSbKF8SeWi55dRrx0tkWSH8Ip8Ljjz8uSSndE37ZXD/XEzqTAhNa165dK3mZ+DBcgTIy1OJG97DpvRhKgswI3bvnBzF/iB4jhsCPKL3bk/USeZHX0g3y4rwfetK7XmwAyIGGn8Y86nqSoffOkI5bHtu3b5f5SkHyiJJfqvINIil1nnxxDNO534n3Ab93iro/jsyZ3kDuOY2eJ6mH6YkI8f+ZO0vDDMz5WrVqlfyeRKgn7jpC9Agn2Dt/TdO5c+cSUUXdcXUPDRPR6tmzp8zDw8l57bXXnCvRZEtPyzK0G4yGMKdRQ5tRt27d4ug4IyYs7tLo39u0aSM//dhjy8WOiV7iHZe+fftKXqM4KM/efv/994tzcZHLSvWsbdXoOHekRj5Tl+SCjh072sccc4xztJtu3brZytg6R2WPXJbJjz/+aB922GG26jHKMXnNyOE2YsQIOQbSRLjz3EXpXbb1Mop86q0ySJIHTOf9+vjjj23VENlLly6VY9I3kA5l7ty5cgxnnHGGrYyg/K4MrX3UUUdJfjBN1PVck4I5KwVpRMh/RzkDOQNVo2H/+9//luP169fbnTp1sj/77DM5jpJf1HWNcnLkucnZ5kc26zz2Gx1LF/SB9DDuvIvnnHOO/A7e+hV1f5TMkTd2EF0CdIlj/X065Y6un99++62kKpk1a5ZcT4dMdCgOr7zyiuSS1HpEWqoKFSrYK1eulOMXX3zRvvTSS4vzBR5//PGS+kvL4LnnnhM9Uo5k8TG5/pDJjh077EaNGtmHHnpoqdRMQXoWV0/zTbZsYZAf4tXVM888U/4edg+QL/LS9o82GfumdY8cqsg9iLJYLnF1P+tOo/LYpTJjDHgIDIfqETpXS0MDzH3eT4MGDZw7UqcsO4233367Xa1aNVGQIUOGOGeLIDFuw4YNnaOyR67LhIrVunVrqeDk3VI9vGIjAOeff74kG4YovcuFXkaRb73FILZo0UIMID+nTJniXClywuvUqVPshAMJiDGE5BIliTc5w3QDD1HXcw3lky4Yd96V5+7cubPoz/Lly52rtv3uu++KEX/99dedM+Hyg6jrs2fPFieK5z788MPt++67z7mym2zW+UydRvIokrCbOkbiZJy6LVu2OFdL1i+Iuj9K5txLQn2ut2nTxj777LPtzz//3LlqiwPprpv688knnzh3pA7/P9fgIBx33HEir+bNm5dwcseMGWPXqFGjOEEzico7dOgg+kPd4ue8efPk2tSpUyU3Ko4R4Di3bNlS3gE7gkMCUXoWpaeFIFNbGOWHeHUVXSPHIU467QdJ5R955BHnqm3/61//EruGjqKL6Os333zjXC1JWS0XniMOv+AfdXMkOt+a/plkGPrmOflpSA7MYzVlEozR28xg6C6mOSuXoFt6PrnBH6NDycDYwvwTV/cTl6fRYDAYDAaDwZA8jNNoMBgMBoPBYIjEOI0Gg8FgMBgMhkiM02gwGAwGg8FgiMQ4jQaDwWAwGAyGSGKvniYR96uvvhq5N3ISIHP6zz//LJn2DcmB/VWDEm0bjN5myocffmg1b97cOTJ4YYcjEhknPdl6ITE6lAyMLcw/JA8nuX4UsZ1GsvOzrQ3bNiUdtt5imyU2+jckB3ZWefjhh50jgxejt5nB7gyvpbDrQnlj4sSJskWa2YY0GKNDycDYwvyD7sdxB02eRkPeMHkawzF6mxkmx1446JbJ0xiO0aFkYGxh/jF5Gg0Gg8FgMOQUHI0rrrjCuuWWW6wLLrjA+vzzz50rhnzACPDZZ59tDRs2zOratatMQcklOXUa2QTcYDAkG4z+//3f/zlHBkP++fHHH2UOWxBR1w3pk2n9f+edd6x169ZZf/rTn6y+fftad9xxh3PFEIdM5f+Xv/zFOvnkk63bbrvNOvjgg62pU6c6V3JDTpxGPN+77rrLatmypXMmnM8++8w699xzrXPOOcc66aST5HcWTZQn/va3v1ktWrSwOnbsaJ1++unWhRdeKHKEH374wfrlL38p4WP3Z5999rG+/vprucdgWR999JHVunVrq1OnTlKJrr/+eut///ufczWcP//5zyLTf//7384Zy/rnP/9pnXXWWTLXA51kLti7777rXC37YKxY3HbGGWdYzz77rHM2Hr/73e+s4447zjkq4qWXXiqloxi0sgCyuPvuu60TTzxRoiWnnHKKtXz5cueqP3/961+lziKL448/3nryySedK0VEXR87dqx1wgknyN878sgjrUcffdS5UkSYTSgE27Zts37/+9/L8Ha7du3kubZs2eJcLU2c+4mKPPHEE1bTpk2tf/3rX87Z3URdb9WqVQl9O+igg6QsCw0Bk6uvvto67bTTpHyPOeYYa/bs2c7V0nD/lVdeKfp30UUXWccee6w1ZcoU56plvfDCCyXeU3+8dTAVoup/XHvKopX99ttPfj/00EMj600+SMd2L1q0SORJPfvVr35lTZs2zbmSennGIUr+UfZDk3f5qwePBZvd84li586dsjl948aN5RMHNp6/5JJL5Pddu3bZRx99tGzSni6ZbnaebzZv3mwrB7B4Q/KffvrJVsopG6jDkiVLZNNy7mPzcz69e/e2VSMn18sKuSyTH3/80T7kkEOKZcJxkyZN7OHDh8txGMizbt26tDTyu0ZVWLtXr17OkW0PGTLEbtCgga0Mp3Mmu+Rbbx977DFbGVR5b9UwO2ejefPNN+0KFSrYqmFzzhQxYcIEe9SoUcU6yof6nC9SMGelmDhxol2zZs3i8uddateuXUIf3Kxevdrea6+97MWLF8vxmjVrRCbIBqKuz5o1y1aNvq0aZjl+5pln5PlVwybHUTYhHbDf6Fi6XHbZZXbbtm3tn3/+WY6VQ2grZ1B+9yPO/f369bOVQyLvvm7dOufsbqKuq8a9hL6pDrZzJT0y0SE3gwcPFnuEHYJx48bZlSpV8n0HUA6ZrToO0n6C6jCIfnz44YdyPGzYMHv06NG2chDkPb/99ltpJ7V+pUNY/U/FnqKrjRo1sj/++GN76NCh9sEHH+xcSZ9MbWGqtnvjxo12lSpV7Dlz5sjx5MmTpb5++eWXcpxqecYhTP5R9sPNggULxDZs2LBBvq9Hjx7OldSIq/tZjzQqQVrqJcS7jwu9yRtvvFF+r1ixonjzrJ4qL6xatUqGX3SvkagiPei///3vckyKDOYr1KlTx9p///0tpRzWvHnzrIEDB8p1g2W9+OKLMpdGNVRyvPfee1udO3e2HnroITkOg2EVentulLNjvf/++yV68kR7SEkQFl0pS/Tp00eiOKmgbIZ1zz33SA/eC5Ggo446SnRUf6jPZQEizeedd548MzA36LvvvguMwLISWXU0ivWGSCHRAJ0dIOo60QH+RrNmzeRYNZDyk6E+iLIJ+UY5KZZybCVySIQL+P3ll1+21q5dK8du4t5P/SSCFUTYdepo5cqVS+hb1apVnauFZfv27ZJxBDsERK55Xl2+XjhPqh/aT8DWUNfQA2DUjkhXjRo15D3RS6KqXruVCmH1P8qeEvVioQplTLvEinPl4MhIIceFJB3bPX78eGlnzz//fDm+5JJLxMZp3U21POMQJv8o+4Hs+fD327dvb913330y0oMdybX8czanUXnJzm/RYEQIw2rIF8TYfHkBhUA5qZAYip9++slasmSJDA0ADcsRRxwhv8Ptt99uXXXVVYkxkEmAykOFVr1B50yR3Bi+/+KLL5wzpVm/fr0Mw9BRcYPxJtRPpWZ6ALzxxhvW4YcfbtWrV0+O9wRSqadAY4Uh88vXipyRPzpclmDo6R//+Ic4vJrq1atbDRs2DG3k3fcD+qbvj7pO/SWliAabB9ruRdmEfLNixQp5Bvc7aYfXT0ap3B+lg0HX6TxreSVN5yi3/v37O0eW9emnn8rPRo0ayU8vyIZGf82aNXKMreG9GRYGhverVKkiv9OZYCrFDTfcIMdemGKDI4H+4MRxzAcnir+j/wYEyZYyCrOnPXr0EKcF52rz5s3WzJkzxQkiFyh/s5CkY7uRPbLWTiJyoYPToEEDOU6lPFeuXCmy4rt0ikLO4exTLpSfJkz+YfZDO404rzzn999/b/Xq1UvKJtfyT8zqaSY507OhIlAg5SmfH4pHpJXeBb2bDh06WE2aNLHGjBnj3LEbZDNv3jxpdAy7wZjVrl3bOSpCJzHetGmT/PSDFX/Mv/UD+eNMYGyRN+kf5s+fX2xYyhsYO/KmBUW4iTTeeuutEpGgMe/Xr5/0xpMO0QecDj/9CdKdIH3T90dd19DIEtXB4NPo6hGaVGxCPuB9wP1OYfUr1fvTAX1bvXq1zPkikkQOyrfeesu5mhyYh8riEBz+oByZLGLAKcRxIZ8t7eCsWbNKOG2a6dOnS6ftzDPPdM6UBOeE+XBELnHocKJwnhjRIyLI/NAoUrGnnF+6dKk1fPhwmQc4ZMgQ50rhSNV202mjzj333HOyEhwbF7QKPKo8+ZvPP/+8RMEZUQA6OMxX5RlYixBFXPsBhx12mDVu3DjpSFDOzLnMJYlxGukJ0eAgbF6a0Ht5AiWlMhNWX7hwoTQm9NS90GgTpm7cuLFzxgD0tCpUqOAcFaGHetw9OzfLli0TZ4HFCH6QxgAHCCMxadIkqZB+ZVJeQPcuv/zywF2hmDxOZ48J4hjpCRMmWA888IBzNbmgO+CnP0G6E6RvOt1F1HUNkduRI0datWrVstq2bSvD0Jq4NiEf+MkorH6len86MPUBR5soF84iw/cMLyKnpMCCTpyLatWqiUMS5LTQyaIDS/myIAqnIajDxQIqFmuEdV6JErII7auvvhIHh8jgY489FnuUJEh/wVt+nMdJpf2eO3euROgLTaq2G+eOYAz1c/To0eKP4MB7F+TGLU+imgQjsIX8fcrgqaeeKiXTIOLaD6AzSceTvzFlypScTwlKjNOIF81wDT1HVlMTdk1S5c8lRDqYs3LppZfKXCDmL1L5OHaDEaGXySpzQ0kYTvQaBW106fH5QY+Y+Xl+4EzSAFF5MTxz5syROTE07BiU8gZ6SeMcFuHGqdSNEo0gK0DR46SD7oCf/gTpTpC+6ShC1HUNEUYcbBxHhvr0nLG4NiFf+MkorH6len86EF287rrrnCNL6ivzUJMSbcQRYeU4HXzm+4XNNRsxYoR1//33y9AxETKGRYmgeuf2v/fee9JGxmkDaEMZUqXjhgOEsxOXIP2FbJVfrkjXdjP8261bN4nw4ThS73C0NamUJ9DpIyCBzaR+pzLXMK79KAR5dRoZ10fo+kNF8UIPidA84VxC6eUBeiIoMz1N5jjQY6MHTe/BPR8PA7J161azDZgP9G4xEG700IBfz5eGmknmgwYNksg2ZQBM/GaOLXNHiO7QW0QnuYcIAMMDZcERyjYsFCGFCg0ZsiBKS262Ll26OHeUho6gjjglGRxdInx++hMUNQnSN31/1HUv2EMiZZMnT5bjuDYhX+jndr9TWP1K9f5soIdPk6JzzGfD8SeCpZ1oP0hjQ+eV6Rzszc8wO7YHiNa70al39FzHKJivy+IZRvC00xcHyshPfyFX5Zct0rHd9evXL/FeRP7Z9xo/RBO3PDWUK3WXCCFTDVIhSP5JkH1enUbG+mms9Wfw4MHSA6DX5K7oOuRbVlZeZgqOIMrlfl89ZOqu6LoHHTScWp7BiBK6d89DYZ4KPXYMsRcaaaISDKvwIUcaEMllEQJlAnryOfiVSXmBSdc401peyJthEYZo4IMPPhAH0p2AmSG2sjCNgt47UVEWRGlYLYltCmqcOe++H9A3fX/UdZwE3VHRYPe0DYhrE/IFCxV5Fvc76cU7fjJK9f50YDUrmTo0eh5lEnSOaCHvzmIMPayL06JXQ7vBbuHcuW0NNovVs96ypg1gUSTDo1Ew9YHROkbwPvzwQ5lzGBfKKBV7miTSsd0sHtGLW4D78En0vMJUylNDpLFnz54SBMP5TyUIFmU/CknOnEbmPezcudM5CoZxe1Y2MR6vIZycaTqBsgST3HFgSPQJhNcxhsxdZJKrBiWigduTVu9mC+awICvmjQD6h0PjHr4iLUHQcLR2dvRPoj5ELtwpV+jlY4hIzbKnoOcneesqQyPMXyRC4QdycjuIGFmGr2fMmCHHDKFhaBl+LQsQ5aHO6eErGloiDRdffLEcE91jyIukwUDUgUUGrGgGhhUZOuR7IOo6DRuNik5YzU+u6xQncW1CviDywtA4cuFZYOrUqdLhZ/4WuOtXnPs1QTqoCbpOpJvAgz5P3SfpMgsOCg0LmK655hrZ6QOdoiwZotT6QySMFETUG72ohfqjhySZx4pTovVPQxtAZy0K/g6RNkYIsI2MEJBajDrpJki2cexpUolju71tAe/FkLMuH+wYZcFwNUSVpxfKkjrN0DTZTlhkg02gM+omSP5R9qOgqAodi7jJvVWPSRKyKqMhySK7d+9uK0V1rvqzaNEiScZ51lln2cpRlJ8kCk2XTBODFoLp06dLsmRlVO1TTjnF7tSpk60aKudqESTGbdiwoXNU9sh1maAzrVu3tjt27Ggrw2GrHl6JZK6q0Zdkw16QvWrIRF8vuOACWxkEOa8qqSRN5Tt/+9vfSpLh119/Xa7lgnzr7ezZs0XfeG/eXxlS50pRMt86derYyrA6Z3ajjKBdrVo1u2LFipI0V6OcAklQjJxJPDx27FjnSn5IwZyVQjnA8q4nnHCC3blzZ9Gf5cuXO1dtm6Tbe+21V4nynzt3rtgtEu/zc4qTiFsTdn3Hjh12//79RV7oHPIaMWJEcSJsiGMTUiHT5N7btm2ThN3UBzZw4Hm2bNniXC1dv6LuB3SOd6fs2rRpIzrpJuw633XhhRdKmXFNOTr2559/7lxNj0x0yA0bVvBd3s8nn3wi18eMGWPXqFFDZAS8C4nbVadA7BdJyx955BG55qZSpUoi0zBWrFghCbaxV6pzIuf69Okjf5/zS5culXNh9R+i7GkuydQWRtluv7aAZNvHHXecXGvevLkk4NdElacb7GDlypXtvn37yjFl0LJlS7mfd1KdATkfJf8o+5JteI44/IJ/1M2RMDzl/plkGPrmOflpSA4MCZsyCcbobWYwvBvTnJVL0C09n9zgj9GhZGBsYf6Jq/uJWT1tMBgMBoPBYEguxmk0GAwGg8FgMEQSe3iaCceskCz0FkFxYBUUK432pAULewKzZ8+2LrroIufI4MXobWaQU61v377OkcHLu+++K7uFeBeiGHZjdCgZGFuYf0gG701m7kdsp5H0BuQNYlVP0iGfIav2SDZsSA5sj1WetodMFaO3mcF2e6mktShvsAKUHIAmz2swRoeSgbGF+Qfdj+MOmoUwhrxhFsKEY/Q2M8wihnDQLbMQJhyjQ8nA2ML8YxbCGAwGg8FgyCk4GldccYXsXsTuK+6E4IbcwwgweTXZarRr166++1NnE+M0GgzlHIw+SWsNhkJBkmN3sngvUdcN6ZNp/WfbPhKtkzyc+aDujTr2RLKti5nKn7mI7BRz2223yZ7/U6dOda7khqw7jWRIP/fcc6327dtLlvvWrVvLFkZhfPbZZ/J/zjnnHFlow+9xJmTuSdA7YCu7Vq1aicwuvPBC2TAdfvjhB9kbl/Cx+8PuMHrrLEPRbgnIrlOnTlKJrr/+etn/Mw7snIBM9Y4gmrFjx8r2l/o7V6xY4Vwp+2Cs2HGEnZfcuyfEgR0mkIubTORfaJDF3XffLbuJEC055ZRTrOXLlztX/WE7xRYtWogs2KnlySefdK4UEXUd3WJ7M/4eW1eyP64miXWevcfZxYTh7Xbt2lkdO3a0tmzZ4lwtTZz7sXtszda0adPi3XHchF1n672rr77aOu2000SG7AbDYrskkOqzcf8f/vAH0RPaTtpCdxuo95z2frx1MBWi6n/c+syeyPvtt5/8fuihh0bWm3yAH3LWWWfJPD38CebxshAsiCj5Q5SupkqU/KPshybv8lcPHou4O8Kwc4E7Yz0Z+4844ogSOx14Idv6JZdcIr/v2rVLdgDo0KGDHKdDvnfWyAYDBw6UnQ14/507d4rMlBLLtSVLlkhW+M2bN0t2eT69e/e2VSMn18sKuSwTdjA55JBDimXCcZMmTezhw4fLcRjIs27dukzmKN5BAcjIv++++9obNmyQ4549e9rKYMjvuSDfessOCMqgynsrY+icjebNN9+0K1SoILuVaDKRf7ZIwZyVYuLEiXbNmjWLy3/ChAl27dq1S+iDm9WrV8sOMYsXL5bjNWvWiEyQDURdZ7cJ1ejbqmGW42eeeUaen51nIBd1PtMdYbDr7KKhbblyCGWXqiDi3M/uYcohkXdft26dc3Y3YdcHDx4sOoeuwbhx42THFL/viUsmOuQm1Wdjd6D69evbqrMgx9dcc4190kkn2T/99JMcDxs2zB49erStHATRhW+//VbaSa1f6RBW/1Opz+hoo0aNZAeZoUOHyq4zmZKpLWQHlV69ejlHtuxc1aBBg8AdbaLkD1G6miph8o+yH24WLFggu9/QTvF9PXr0cK6kRlzdz7rTiKCXLVvmHNn2yJEj5WH01jl+4CCx7Y+G7XfYhjBdyprTuH37dtl2iIZLM23atGJ507CsXbtWfge2ZaxXr16xgpcVclkmc+bMET1TPUznjG0PGjRI5BTFjTfeaKvenPx/DLJG9bJLdIAoB7bUyhWF0FsMvp/RCgIHgG252OrT7TRmIv9swd9PF96FLU81bO/2y1/+0h4/frxzpiQDBgywDzroIOeoiBNPPLG48xt1nbqufwfsI8//0EMPyXEu6nwmTuM333wjjdakSZOcM7Y9f/58eWYaNC+p3P/ss8/K+aCGOOg6jfiDDz7oHNnS7nDf008/7ZxJHf5/Nkjl2XBMqlevbl999dXOGdtetWqV3K+dhpdeekm2ntQ8/PDDsjVjpgTV/6j6zP3ok34f7sMJeuGFF2TLvEzJxBYSdOHZ3fLnuTi3ceNG58xu4shfE6WrqRIk/yj7of2xt99+W47feustqWv4WzfddJOcSxWeIw5ZH54mNKqUxjkqyrfEhuxsIB6EMo4ShtWQn4mx+fICm5Izp4EhMY1yVopXqjdr1sxSjrX8DmyAzkboVatWdc4YmFez9957W6p37JwpkhtDeV988YVzpjTr16+XYRiGkdwwXEG5uMuE73v++eedoz0D1Zt1fosHwygMp1Cn3aQr/yRAWSunzDrqqKOcM5alGhGrYcOG8l5+cN59P/C++v6o69RfUoposHmg7R73JqnOMy1DNa4l3olnBD8ZpXJ/lA4GXVcOttW/f3/nqKitgUaNGsnPQpLKs33//ffyqV+/vnPGkiFQwAYBw/tVqlSR33/88UeZSnHDDTfIsRem2DDEyvA107045sNQNmWgnHbnzmDZUkZh9blHjx7SPiknxlKOjzVz5kyrT58+lnJsC57LuVKlSjJMqxwxmeYBb7zxhuQnVU6vHLuJI39NHHu5cuVKkRXy1ykKOUeOVMqF8tOEyT/MfiB7PrRPL7/8sjx/r169pGxyLf+cLoQh19KUKVNkLkSUsJlYyqorKgIVrDzl89MNBsp+8803W927dxeFV069nHeDbObNmycNiGE3GLPatWs7R0XojsqmTZvkpx+s+Lvrrruco90wJwadxMiMHj3a6tatm6xO00aoPIKxI2/awIEDnTO7SVf+SYB5dtQ1v+cPevag99X3R13X0Mi++OKLYvBpdJl/5SUJdZ73Afc7hZVvqvdnCitIWYDBHLyk5aGMejY6AjhoOF8avTBi48aN8tPN9OnTpdPGmgE/cE6YD9e8eXP5TtoV7BZz8l577bVihyiMVOoz55cuXWoNHz7cmjZtmjVkyBDnSuEYM2aMdARxlKk3pO6ZP3++OHJeUpV/FPxNgguVK1eW+YawYcMGmS/NMzAvOYq49gMOO+wwa9y4cdKRoJyZQ5tLcuY0Llq0SCaTXnzxxdadd97pnA2GntCtt94qwualDzroIOfKns93330nP0eMGCGTp5mQSzJ1HBovNNpMim3cuLFzxgD0tCpUqOAcFYGxBHfPzs2yZcvEWWAxghddJhgfjP0999xjzZo1S3QaZ7I8gu5dfvnlpaKMkI78kwLPDn7PH/TsQe9LwwxR1zVEbkeOHGnVqlXLatu2rSx+8ZKEOu8no7DyTfX+TGDBAnW0WrVq1nPPPefrGBSKOM9WsWJFWfg4d+5c6UTA+PHjRRf8ZMUCKu4Pe0+cIFbVfvXVV+KwEhlktxu/SJsfQfoL3mfiPE4q7TfvQIS+0JCCpnPnzuKwT5o0SZwpIt9+pCr/OBDVJBjB4if+PmXw1FNPlZJpEHHtBzRp0kQ6nvyNKVOmyPvkkpw4jYRQO3ToYPXr109eIo6g8KIZrlm9erWspibsqgtwT0dXfoYzGJ5iqJTG+YEHHpChM82uXbukl4njYigJw4leo4C8gB6fH/SIcQb90GWC4WG6BRWTlAb0qOmtlzdYyc8QVFC0Kx35JwWeHfyeP+jZg95XRxGirmuIMBIFwXFkqI9hTTf8nyTUeT8ZhZVvqvenC5EcVmfjUC9evNiqU6eOc6XwpPJsZG+gY0CUikAL0UIcTb0qVvPee+9JGxlHH2hDaVNoR1j9jPMalyD9haTXZwIB559/vjheOI1z5syRiCGdMm92DE1c+acCIzIEJLCZ1O9UdDOu/SgEWXcacfQQ+qhRoyRc7e4NMa5PJdIfImte6CExRE04t7w0znouhbuHxhDCzp07S6SoYLh/69atZhswH5AdBsKNHhrw6/nSUK9atcoaNGiQRLbpDQJzSZljG1QmgG6WNzCqpFAh/QPyIkq7bt06q0uXLnI9VfknCaIvRBX8nj/o2YPeV98fdd0L9pB0W5MnT3bOFJGUOq+f2/1OYeWb6v3pwpwxOnUM32tHNSmk8mxEmhllYyrCjBkzJGhAfaOz6kan3sEJjANBhxo1ash3a6cvDpSRn/5CNssvFxC0WrhwoUT68CewV6SzYmiXaKIfceWfCqQnYloeEUJGqVIhSP5JkH3WncbHH39cPHr2GdaQH4nhPrx4Gmv9GTx4sPQA6DXp4QzQjmauw6xJQU9cRWE1yIuGTM8jgbfeekt++g2nlncwooTu3bsRMFe0QYMG1oEHHuic2Q2NNDJmWIUPOTKBqA4585hIjbH1lgl455qUB5h0jTOt5YW8MagMuUGq8k8S9N6PPfZYWRCl2b59u9imoMaZ8+77gffV90ddJ8KtOyoa7J7X5iWlzrNQkWdzv5Oei+0no1TvTwfmrPH9zP/WQ6c4BnQGC02qz0Y00J0DVv9OnkE36AMLpIiCRcHUB4I4jOCRK5kgTlwoo7Jan+lkgV44BLr+BDnOceWfCkQae/bsKUGwCRMmpBQEi7IfhSTrTiPCue6664pXbFFRBgwYUCLi6Iaha1Y2MR6vIZzMnEZWaZYHCIvzrjjcQISRCn/RRReV6KGiRDRwceellCeYw8KEYOaNAHNRcGjQRc19990XOByt5ynqn+gl0yuY2E15AJn2MZh0ivYU9Jwd/Y4ahkbobdP79gM5ued2xpF/kqGsFyxYUDx8RUN7wAEHyKgJsCqRIS8WSAFRJCbO69WVrEhl6JDvgajrNGw0KjpJMD+5TqTbTVLqPJGYSy+9VOSiF+hRH+jwM38L3PUrzv2aIB3UBF2fOHGidc0118iiBcqNTh3DgLqMCknUsxEJI/G5dmIIorBgVMuKaQosivKuoEUf4kS/+DtE2hghoG4yQsCOLTizboJkW5brMxF7gi20oRoitDiR5513nhx724K48o/SVQ1TeajTDE2T+YBV89gEOqNugr4vyn4UFCWkWOi8QGGoioHES31IqhnGokWLJBknud+U8yQ/SRSaLpnkeCoUX375pSTmJAee6hVJPiZlbJyrRZAYt2HDhs5R2SPXZYLOtG7dWnIpKsNhqx5eiWSuqtGXZMNepk+fbquGTHT1ggsuED0GVZEl3xp5x5A9CVQ/+OADuZYL8q23s2fPtlUjLu/N+ytD6lwpSuZbp04dWxlW58xulBG0q1WrZlesWFGS5mqi5J9reI90UQ6wvCt1r3PnzvL8y5cvd67aNkm399prL1s1Ls6ZouTv2C2ScPNzypQpzpUiwq7v2LFDEgofeeSRonMkah4xYkRxImxNNus89hsdSxdyV5K3lDImR2CnTp3sLVu2OFdL16+o+wGd490puzZt2ohOugm7zqYQnPd+PvnkE+eO1OH/Z4OoZxszZoxdo0YNkREoB0NsP3rHe6KD33zzjVxzU6lSpRK5Y/1YsWKFJNg++eSTi/PO9unTR/4+55cuXSrnwuo/FLI+Z2oLlYMl9prnR67Iwl13vboaR/5RuqqZOnWq5F0m3zRQBrQh/D/eaZOTszpK/lH2JdvwHHH4Bf+omyPROQP1zyRDr4Hn5KchOTAkbMokGKO3mcFoRkxzVi5Bt/R8coM/RoeSgbGF+Seu7udk9bTBYDAYDAaDYc/COI0Gg8FgMBgMhkhiD0+TbJol4EzQTDqkqWACNklxDcmBFfXlaaefVDF6mxlt2rQplzk048LijKOPPtqk7ArB6FAyMLYw/6D7cdzB2E4j6XFeffVV390gkgb5jFjZyepHQ3Jgd4Skp2soJEZvM4O0ImydZvCH9CukUXGn8TKUxOhQMjC2MP+Q0ifOtolmIYwhb5iFMOEYvc0Ms4ghHHTLLIQJx+hQMjC2MP+YhTAGg8FgMBhyCo7GFVdcYd1yyy2y+4o7Ibgh9zBtkLyaw4YNs7p27eq7P3U2MU6jwVDOweiThNhgKBQkOWY4Moio64b0ybT+s20fW4qSPLxv374lNurYE8m2LmYq/7/85S+yU8xtt91mHXzwwZJEP5dk3WkkEz2Z1Nu3b2+deeaZskk680TiQgZ7wqR6Z4byAr0DtrJr1aqVyOzCCy+0vv32W7n2ww8/yJaCyMX9YaeIr7/+Wu4xFO2WgOw6deoklYgM/+z/GYcgvRs7dqxsf6m/073VVFkHY8U8ZXYjcu+eEAd2mEAubjKRf6FBFnfffbd14oknSrTklFNOsZYvX+5c9YftFFu0aCGyYFenJ5980rlSRNR1dIvtzfh7bF3J/riaJNZ59uJlFxOGt9u1a2d17NixxN74XuLcj91jqz32dde747gJu86+yldffbV12mmniQyPOeYYa/bs2c7VwpLqs3H/H/7wB9ET2k52zmEOuEbvOe39eOtgKkTV/7j1mfmH++23n/zO9qtR9SYf4IecddZZsrgDf4TFX2xnHESU/CFKV1MlSv5R9kOTd/mrB49FnB1hQBnbEhnrlfNjH3HEEaV2OvCDzOl169ZlUL04k3065HtnjWwwcOBA2Y1i165dshMJMlNKLNeWLFkiWeE3b94scuHTu3dvWzVycr2skMsyYQeTQw45pFgmHDdp0sQePny4HIcRpHdk5N93333tDRs2yHHPnj1tZTDk91yQb7197LHHZBci3lsZQ+dsNG+++aZdoUIF+9hjj3XOZCb/bJGCOSvFxIkT7Zo1axaX/4QJE+zatWuX0Ac3q1evlh1iFi9eLMdr1qwRmSAbiLo+a9YsWzX6tmqY5fiZZ56R52fnGchFnc90RxjsOrtoaFuuHELZsSaIOPez45JySOTd161b55zdTdj1wYMHi86hazBu3DjZMcXve+KSiQ65SfXZ2B2ofv36tuosyPE111xjn3TSSfZPP/0kx8OGDbNHjx5tKwdBdOHbb7+V3Um0fqVDWP1PpT6jo40aNZIdZIYOHSq7zmRKpraQHVR69erlHNmycxU70wXtaBMlf4jS1VQJk3+U/XCzYMEC2f2Gdorv69Gjh3MlNeLqftadRgS9bNky58i2R44cKQ+jt84J48Ybb7SVVy33UzHSpaw5jdu3b5dth2i4NNOmTSuWNw3L2rVr5Xf4xz/+YderV69YwcsKuSyTOXPmiN6oHqZzxrYHDRokcooiSO9UL7tEB4hyYEutXFEIvcXg895xnUYcALbbYqtPt9OYifyzBX8/XXiX7t27O0dFW+D98pe/tMePH++cKcmAAQPsgw46yDkq4sQTT5TtPyHqOnVd/w7YR57/oYcekuNc1PlMnEa2VKPRmjRpknPGtufPny/PTIPmJZX7n332WTkf1BAHXacRf/DBB50jW9od7nv66aedM6nD/88GqTwbjkn16tXtq6++2jlj26tWrZL7tdPw0ksvydaTmocffli2ZsyUoPofVZ+5H33S78N9OEEvvPCCbJmXKZnYQoIuPLtb/jwX5zZu3Oic2U0c+WuidDVVguQfZT+0P/b222/L8VtvvSV1DX/rpptuknOpwnPEIevD04RGldI4R5b16aefSpqeqDQP69evl3A44fzyBpuSM6eBITGNclaKV6o3a9bMOuKII+R3YAN0NkKvWrWqc8bAvJq9997bUr1j50yR3BjK++KLL5wzpQnSO4YrKBd3mfB9zz//vHO0Z6B6s85v8WAYheEUb+qtdOWfBChr5ZRZRx11lHPGslQjYjVs2FDeyw/Ou+8H3lffH3Wd+kseOg3pLoA5ScC9SarzTMtQjWuJd+IZwU9GqdwfpYNB15WDbfXv3985KmproFGjRvKzkKTybN9//7186tev75yxZAgUsEHA8H6VKlXk9x9//FGmUtxwww1y7IUpNgyxMnx90kknyTEfhrIpA+W0O3cGy5YyCqvPPXr0kPZJOTGWcnysmTNnWn369JG0TvzNQlKpUiUZplWOmEzzgDfeeMM6/PDDLeX0yrGbOPLXxLGXK1euFFkhf53XmnP777+/lAvlpwmTf5j9QPZ8aJ9efvllef5evXpJ2eRa/jldCEOCzilTpshciChhs/Lqrrvuco7KF7rBQNlvvvlmq3v37qLwyqmX824wPvPmzZMGxLAbjFnt2rWdoyJ0R2XTpk3y048gvWNODJOdMTKjR4+2unXrJqvTtBEqj2DsSLY7cOBA58xu0pV/EmCeHXXN7/mDnj3offX9Udc1NLIvvviiGHwaXeZfeUlCned9wP1OYeWb6v2ZwgpSFmAwBy9pycujno2OAA4azpdGL4zwy5s3ffp06bSxZsAPnBPmw5Fvku+kXcFuMSfvtddeK3aIwkilPnN+6dKl1vDhw61p06ZZQ4YMca4UjjFjxkhHEEeZekPqnvnz54sj5yVV+UfB3yS4ULlyZZlvCBs2bJD50jwD85KjiGs/4LDDDrPGjRsnHQnKmTm0uSRnTuOiRYtkMunFF19s3Xnnnc5Zf5YtWyZGm0nh5ZHvvvtOfo4YMUImTzMhlx14cGi80GgzKbZx48bOGQPQ06pQoYJzVATGEtw9OzdheqfLBOODsb/nnnusWbNmiU7jTJZH0L3LL7/cN8F/OvJPCjw7+D1/0LMHvS8NM0Rd1xC5HTlypFWrVi2rbdu2svjFSxLqvJ+Mwso31fszgQUL1NFq1apZzz33nK9jUCjiPFvFihVl4ePcuXOlEwHjx48XXfCTFQuouD/sPXGCWFX71VdficNKZPCxxx7zjbT5EaS/4H0mzuOk3nrrrfIOROgLDSloOnfuLA77pEmTxJki8u1HqvKPA1FNghEsfuLvUwZPPfVUKZkGEdd+QJMmTaTjyd+YMmWKvE8uyYnTSAi1Q4cOVr9+/eQlogRFz4RGubyiKz/DGQxPMVRK4/zAAw/I0Jlm165d0svEcTGUhOFEr1FAXkCPz48wvdNlguFhugUVk5QG9KjprZc3WMnPEFRQtCsd+ScFnh38nj/o2YPeV0cRoq5riDASBcFxZKiPYU03/J8k1Hk/GYWVb6r3pwuRHFZn41AvXrzYqlOnjnOl8KTybGRvoGNAlIpAC9FCHE29Klbz3nvvWatXr46lDwxd0qbQjrD6Gec1LkH6C0mvzwQCzj//fHG8cBrnzJkjEUM6ZUFZWeLKPxUYkSEggc2kfqeim3HtRyHIutOIp47QR40aJeFqd2+IcX0qkf4QWcNgrlq1yho0aJCEVfHKgTl9a9euld/3dPRcCncPjSGEnTt3lkhRwXD/1q1bzd6xPiA7DIQbPTTg1/ON0rugMgGGGsobGFVSqJD+AXkRpV23bp3VpUsXuZ6q/JME0ReiCn7PH/TsQe+r74+67gV7SLqtyZMnO2eKSEqd18/tfqew8k31/nRhzhidOobvtaOaFFJ5NiLNDGkyFWHGjBkSNKC+0Vl1o1Pv4ATGgaBDjRo15Lu10xcHyshPfyGb5ZcLCFotXLhQIn1EXLFXpLNiaJdooh9x5Z8KpCdiWh4RQkapUiFI/kmQfdadxscff1w8+muvvdY5Y0l+JIb78OJprPWH/awxllwjvM2HXIVA75rcZeUBPXFVT5YGZEJDpueRwFtvvSU/y+swfhgYUUL37t0ImCvaoEED3/2uo/SOidQYW2+ZgHeuSXmASdc401peyBuDypAbpCr/JEHv/dhjj5UFUZrt27dLdCKocea8+37gffX9UdeJcOuOigZnwDu0lJQ6T744ns39Tnoutp+MUr0/HZizxvcz/1sPneIY0BksNKk+G9FAdw5Y/Tt5Bt2gDyyQIgoWBVMfCOKw4IpcyQRx4kIZldX6TCcL9MIh0PUnyHGOK/9UINLYs2dPWbA0YcKElEaoouxHIcm604hwrrvuuuIVW1SUAQMGlIg4hqHni5WneWOExVmRisMNRBip8BdddFGJHipKRAMXd15KeYI5LEwIZt4IMBcFhwZd1Nx3332Bw9FevWNKBdMrmNhNeQCZ9jGYdIr2FPScHf2OGoZG6G0HrRZHTu46Gkf+SYayXrBgQfHwFQ3tAQccIKMmwKpEhrxYIAVEkZg4r1dXsiKVoUO+B6Ku07DRqOgkwfzkOpFuN0mp80RiLr30UpGLXqBHfWCYlPlb4K5fce7XBOmgJuj6xIkTrWuuuUYWLVBudOoYBtRlVEiino1IGInPtRNDEIUFo1pWTFNgUZR3BS36ECf6xd8h0sYIAXWTEQJ2bMGZdRMk27Jcn4nYE2yhDdUQocWJPO+88+TY2xbElX+UrmqYykOdZmiazAesmscm0Bl1E/R9UfajoCghxULnBQpDVQwkXupDUs04TJ8+3VYGRf7PBRdcIN+XDpnkeCoUX375pSTmJAee6hVJPiZlbJyrRZAYt2HDhs5R2SPXZUJy2datW0suRWU4bNXDK5HMVTX6kmzYS5DeqYos+dbIO4bsSaD6wQcfyLVckG+9nT17tq0acXlv3l8ZUudKUTLfOnXq2MqwOmd2o4ygXa1aNbtixYqSNFcTJf9cw3uki3KA5V2pe507d5bnX758uXPVtkm6vddee9mqcXHOFCV/J4kwSbj5OWXKFOdKEWHXd+zYIQmFjzzySNE5EjWPGDGiOBG2Jpt1HvuNjqULuSvJW0oZkyOwU6dO9pYtW5yrpetX1P2AzvHulF2bNm1EJ92EXT/mmGPkvPfzySefOHekDv8/G0Q925gxY+waNWqIjEA5GGL70TveEx385ptv5JqbSpUqlcgd68eKFSskwfbJJ59cnHe2T58+8vc5v3TpUjkXVv+hkPU5U1uoHCyx1zw/ckUW7rrr1dU48o/SVc3UqVMl73Lfvn3lmDKgDeH/8U6bnJzVUfKPsi/ZhueIwy/4R90cic4ZqH8mGXoNPCc/DcmBIWFTJsEYvc0MRjNimrNyCbpFHeRj8MfoUDIwtjD/xNX9nKyeNhgMBoPBYDDsWRin0WAwGAwGg8EQiXEaDQaDwWAwGAyRxJ7TyE4lLPd3p4BJKuQ3Il1A0lMDlDdY0UcqG4M/Rm8zgzywpPUy+EOeN1bFl8eUUXExOpQMjC3MPySNZxOHKMxCGEPeMAthwjF6mxlmEUM46JZZCBOO0aFkYGxh/jELYQwGg8FgMBgMWcM4jQaDwWAwGNKC6NQVV1xh3XLLLbJln3sXGUPuYSifZOzDhg2zunbtKsP6ucQ4jQZDOQejz84VBkOhYGcM9w5D5Zl8yyLT+s9ez+xDz44zffv2te644w7niiEOmcr/L3/5i2wveNttt1kHH3yw7LyUS7LuNLLYge132rdvb5155plW69atZd/LMPCMGU93f7p16+ZcLX+w5ZN7MvYPP/wg+1B7ZcT2Yl9//bVzl4EtttC3Tp06SSViWyg2jY8D220hU72NnJeo62URjNWrr74qW1i6t9wK4qWXXrJatmwp21uyvRb7y7u3v3r55ZdF7p07d5b91NkmjU3/ywLI4u6777ZOPPFEiZaccsop1vLly52r/rAHd4sWLaS+shXok08+6VwpIur62LFjZU9c/h77nT/66KPOlSKQt7u+86GBKBSUJWXKnMh27dpZHTt2tLZs2eJcLU2c+7H97M/ctGnT4i0VNXHKpFWrViXkc9BBB8n/KzT/+c9/rD/84Q/WqaeeKlsnUv5vvPGGc9WfMFkAkTz3u/L57LPPnKupE1X/49pTFljtt99+8jsLHaPqTT5Yv3699dvf/tb69a9/bZ122mmypWPU1n8atlqkvaX+usm2rkXJP8p+aPIuf/XgsYizjSCoil1im6MLL7zQPuKII0ptj+WGrZXY1oftdvRHed7O1dQpi9sIat588027QoUK9rHHHuucse0lS5bIVkKbN28ulk/v3r1tZVCdO8oGuSwTtr075JBDimXCcZMmTezhw4fLcRjIs27dutR++d1L1PVskW+9feyxx2TrSt5LNVbOWX+++uore++997bHjx8vx2y7xZZmo0ePlmO2XqxSpYo9ceJEOVaNpmwfip7mixTMWSl47po1axaX74QJE+zatWsHlvfq1atlW8HFixfL8Zo1a6TeUn8h6vqsWbNs1fDYqmGW42eeeUaen+0KNTzDqFGj5Bn0Z9euXc7V1Ml0G0HsOluvaVuuHELZ5jCIOPezTSdbvPHu69atc84WEadMfvWrX5WQj+pgO1fSIxMdcsMWkWzZp9sx5UDatWrVErsURJgsAPm9/fbbJd43E8Lqfyr2lHapUaNGsu3g0KFD5b0zJRNbiL6hF2xbye/KGbePO+442QYxDmeffbbIZM6cOc6ZIrKta2Hyj7IfbhYsWCBbJm7YsEG+r0ePHs6V1Iir+1mPNJLSwb2pOb1D5RTK5ttB0KtSjqW1//77F3+IopU3VHnIJupt2rRxzhRBmiPmK9SpU0dko5TDmjdvnjVw4EDnDsOLL74oc2lUQyXHysGRiBcbz0fBsAq9vSCirpdV+vTpI5GNOBA1YtN95i4BvWzVqFiqEZPj77//XoZGLr30UjmuXLmypTo+ljJ6cpx0iCSfd955Ur+AuUHKEQ6MwCqHxlIdiWK9IFJINODhhx+W46jrRAf4G82aNZNj1UDKT4b6NNhFIrpuu1ixYkXnan4hFYdybCVySJQF+J3o8tq1a+XYTdz7qZ9EsPyIKhPlQIueueVTtWpVuVZoqA+DBg0qbscoX579008/lWM/wmQB6INyXEq8byaE1f8oe0rUi9XNlDHtknLypK4zwsBxIXn//fclWsizo3vK+bJ69uxpqQ5v5DCwcsCsatWqOUe7yYWuhck/yn4gez7YC0Z177vvPhmZQM9yLf+sO42ERhnC0lBJ9t1339D8jl988YU0QIDjVF7BGKIkyMsNDQtOteb222+3rrrqqsQYyCRA5cGwaT0C5MbwPfoVBMMYDMMwhOFH1PWyDgY1DsiSzp9uBLdv325t3LhRHEXgJ9NQtO5Sjxk6w9FMOgwl0sjgoGmqV69uNWzYsIQT54bz7vsBGen7o65Tf59++mn5HZAtaHmCtotJsIkrVqyQgID7nXgf8JNRKvf76WCcMqHzrOWVtHYDp4rpGxrKt1KlSlaDBg2cM/6E1UeGr6tUqRL5rkyhwZHAYcKJ45gPU54ogzVr1jh3Bv89ZBxmT3v06CFOyyWXXCIBoZkzZ4oTtGPHDvmbhQS9gPr168tPYMifZyMPZxAMveN8uctNk4qu8TeQFfLv3bt38TkcTcrlxx9/lHMQJv8w+6GdRoJydMTopPTq1UvKJtfyz+lCGKIQU6ZMkd5TWGWgB4UB7dKli9W8eXOZA0KDVJ5AkR588MHI6CFOOFFGGh3DbjBm3qTFuqOyadMm+ekH84Tuuusu56g0UdfLG8wLoidP1OHoo4+2Bg8e7FwpyZgxY0RXb775ZudMcmGeHQ2Bn/4E6U6Qvun7o65raMiI6mDwaXSZD67BLt56660iaxqsfv36ScSjEPA+4H6nsPqV6v1e4pQJ8iEhMXO+Tj/9dNFHNqBIEqxsnTBhgtj2Rx55pFgGqYJDQ5t44YUXSvS1cePG8r1+4JwwH462FIcOZ5V58TidRARxoKJIxZ5yfunSpdbw4cOtadOmWUOGDHGuFIYDDjhAfrpHN3WEMcyvmDRpkszfRH5eUtE1nPPnn39eIpOMKABOJ3Nz58+fH2sUNa79gMMOO8waN26czP+lnJn/m0ty5jQuWrRInL+LL77YuvPOO52z/lDIDMs+99xz4pF/+eWX1pVXXulcLR9gVC6//PJSUUYv3EeYGqNh2A09rQoVKjhHRWAswd2zc7Ns2TJpmFiM4EfU9fIIESSMExFYjJNftHv06NHWTTfdJI1k27ZtnbPJBd0BP/0J0p0gfaNhhqjrGkYXRo4cadWqVUtkxQR8DUORDEfNnj1bkhzjJDzwwAPO1fziJ6Ow+pXq/V7ilAlD9TjaRLlowFmocP7554sjnhQoW4bZGUHKZKcZIvvUN/SFIdR7771XVip7o7YaooQsmvrqq69kNTORwccee8yqV6+ec0c4QfoL3vLjPE4qHZy5c+dKNLiQMNLJCMdTTz0lxz///LM4hBCkezhb3OMXZYRUde3www+XYAN1l++lDHger0yDiGs/oEmTJtLx5G9MmTIl51NYcuI0osgdOnSQnjEvESUo7mOVFhCRJITL+Hwmy9DLEsz/QRmjoodEGaZPny7OuKEkDF0xHOZGR2Xo8flBj5jOShBR18sjGEsaCCIWdGD0nCcN5zBe6DNbj5YF0B3w058g3QnSNx1FiLquIcKIQ4hzwVCfew4ustSNPJFG5ojSKBcCPxmF1a9U7/cSp0yI+Ljnz9OIM28wSdFGOlAMs9PRp+689957zpXUIPqF86lH7HhXIKIVBEOX/fv3l44Gq591GxuHIP2FOOVXSJARNopMLjiQ1CvyGIJeZeyF+ocfgrPtRzq6xqghAQfadb4/lbmGce1HIci604jnTXRx1KhREq7Wk6CBKKLexorPiBEjnCslIQxL7yBJPcZcgjFgoQGhb3qTRLjIe8VwvRuG+7du3SppHAwloXfLUJAbPTTg1/OloV61apVMVkfmuieKE8RE/ajr5R3mZhG9oCdNLx0YtqZ3TRoJZFZWwDEjwuenP0FRkyB90/dHXfeCPcSpmDx5snOmNNhFHYHLN/q53e8UVr9Svd9LOmWih08LJaMwmKaBE+Cex5oJjEjhHEW9K3NDa9SoIc6ldvrigIz9ZA9xyq/Q4KRjv1ljMWPGjOK5mUTlvBCcwrGmo4vd0lPEiObOmjVLfvcSR9eYUkAZESEM+p4gguSfBNln3Wl8/PHHZZjFHeZ99913xSsnPE9jrD/Mh2KOFJFFPXkVGM9nBRPKXh5gQiuOCL0jPvQKUW6G693oXo0ZLi0NMiN0796NgMnnODd+m97TSKOTWuZ6OgSRXFaqRV0vbzD84Y0c0iHko0cS6CRifN2dmoULFzq/JRd670TxWPCk0Qt90Cs/OO++H9A3fX/UdSLYuiOiQZZ6aOmDDz6QTiOdZw12sVDTUsgXx7O534n3AT8ZpXq/lzhl8sc//lGGajV6HmUSpu4wD9UdVdTBk3SHDhmxI4OGhuABbWfYuzKUTeAFR5VFatTPuCDjVOxpkqDOEDV059RlWg2rkfViLDdETnGucayx9czHBkaaKEdIR9dwPlm1fcMNN8jUEkZn4oL8w+xHIcm604hwCOPqFVtM3BwwYEBxpfGDAtUKTeFRcKT2iDv+v6eB0rsbCw1KhDGNOy+lPMHwAxOC9TwW5q7gdLuHFFgZFzTcrOXtJ3eIul5W0XN8vIlviYowx1YPfxGlIGUFdRO4/4UXXpCJ+azopFdMPSaBs6776GsqDVUhoZGhUdANDQ0tc60ZNQFWJTIkxZAXsCqSifZLliyRY1ak4iTwPRB1nUafRoUJ9sBPruvhfuRN5IMoCTAJn2FOhrMLAXMuSaeEXPTq0alTp8pUGeZvgbt+xblfE6SDUWXCaIwOPAB1/5hjjpEFB4WGZ6OTpZ+NekTkVD87nSlSEHmjf0GyoANLXeJ7gXfF2WHo1Q/0lKg/o1jYRkaxSB2GDrkJ+ntx7GlSwUbz3Pfff78c4zgTzMJ503OGU20LUtU16i51mqFpsp0wxxKbQMfHTZD8o+xHQVEVOhZxknsrxcY6lPqQ5DcMEtqedNJJkvj1hBNOsPv27Wurgnaupk4miUELjVIwu1q1arbqkdqqp+OcLQL5NGzY0Dkqe+S6TEgu27p1a1s5LnarVq0kmev//vc/56otCeRJNuxl+vTptmrIRFcvuOAC0WM3UdezRb71dvbs2bZqxOW9eD9lSJ0rRcl869SpYyvD6pyxbdUASaJ+kuYef/zxtnJg7G3btsk1klXr+u7+qIZRrucD/l66qAZC3hX707lzZ9Gf5cuXO1eLbNRee+1lv/76684Z2547d67dokULSbzPzylTpjhXigi7jn0jAfSRRx4pOnX00UfbI0aMKE6EDcrJkuvoLdfHjh3rXEmPTJN7U9bKqZU61r59e9GDLVu2OFdL16+o+wGd490ouzZt2ohOaqLKhO9i8wiu839Jyvz55587V9MjEx1yo5wMu0OHDlLuJFzm57x585yrtj1mzBi7Ro0axfUHwmSBHbvpppvspk2bFn/vK6+84lwtieq8SYLtk08+uTgBeJ8+feR7Ob906VI5F1b/Icqe5pJMbSH/n4Te6B2+xc0332yrjrBzNbgtWLZsmcgemSiHUI4hFV2j3iqHXvwYoAxatmwp38k7bdq0Sc5HyT/KvmQbniMOv+AfdXMkDKG6fyYZhr55Tn4akgNDvqZMgjF6mxmMZsQ0Z+USdIs6yMfgj9GhZGBsYf6Jq/s5WT1tMBgMBoPBYNizME6jwWAwGAwGgyGS2MPTTAIllUZU8ukkwNJ0JrHqzPCGZEDS9qSvvCskRm8zgxWi7IJh8IcFAayI1elCDKUxOpQMjC3MP6zOjrMTX2ynkSXnrJDUeykmGfIZstKO5LiG5EAaJr3huqE0Rm8zo02bNimltShvTJw4UbY/M3legzE6lAyMLcw/6H4cd9AshDHkDbMQJhyjt5lhFjGEg26ZhTDhGB1KBsYW5h+zEMZgMBgMBkNOwdEgr/Itt9wiO6q4E4Ibcg8jwOTVJPl7165dffenzibGaUwgJDg3GMoSRmdzi5Fv+YGEz8znyxc4fWylly7vvPOOJL8meXjfvn1l7/kkkfS6k6n8//KXv8hOMbfddpvsUT916lTnSm7IutP42WefWeeee65k/j/ppJPkdxZAxIUM9oRJ9S4A5YmPP/5Yemx+Wd9ZhMQ2jOy4ccIJJ1iPPvqoc8WgYQcSNuXv1KmTVKLrr79e9v8Mgl0T0E+2sTzzzDPl/zIRXoP+oovej94VpazBc7do0UJ2h2Bv1ieffNK54s/f/vY3uR+dY8N+dn/x7ocaprMvvfSS1bJlS+uiiy6yjjrqKJnT6t35IClguO+++27Z4YFoySmnnCL71oYRJc+o6+PGjZO/x1Zl7C7BDh7e4aEw+eYb9sdnFxOGt9u1ayd6sWXLFudqaaLujyPzRYsWid1D9371q19Z06ZNc66UhJ1O2O0jSXWzVatWJezGQQcdVKp83RAheuKJJ6ymTZsW7xTkBw4G38U6g0zgWWhXzjjjDNly0Etce8qilf32209+P/TQQyPrTb7AVlGnsEFxiFte2dK1KPnHtdd5l7968FjE2REGlPGzL7nkEvl9165dkuGeDPZxIHN63bp1KaXiTPbpkGk2+ULATgdknN97771t1Ug4Z4tQBsSuUqWKff/998vx+vXrJeO8e4eBskAuy4QdTA455BBbNULFx02aNLGHDx8ux36oRkp2rNAgf3Y8YScKrbvs7IAu8pk8ebKtnEvn7uyTS71dvXq17GiyePFiOV6zZo1doUIF+80335RjL5s3b7b32Wef4l0I2E3htNNOs7t27SrHEKazX331lZwfP368HKPDlSpVskePHi3HuSAFc1aKiRMn2jVr1iy2OxMmTLBr164daIei5Bl1feHChbZqmOy1a9fK8apVq+T52X1IEybfdMh0RxjqCrtoUD+A3X7YpSqIqPujZL5x40axe3PmzJFj6h8y/PLLL+XYDTt0ID99b7pkokNelJMr76I/P/zwg3PFH9UxkF1ceAbsThDskoMcBgwY4JxJj8cee0x2q+HvKWfVOVtEKvYUW9GoUSPZQWbo0KGy60ymZGoLVedUdoNp3LixfOIQt7yypWth8k/FXi9YsEBs84YNG+T7evTo4VxJjbi6n/VII72lG2+8UX5nc3b1MrISKg6Et/G6yyNEtWbPnm2piuqc2Q37zxJi79atmxyzSTqRXL2xusGyXnzxRZlLoxoqOVYNrURwHnroITn2g/2V3XupEukg7QB7ftKbJxJEuH///feX72MP0Xvvvde5u2zBylk27Nf168gjj5Tea9BqduXEyDAZUR6gZ01P/O9//7scQ5jOEmViv1WiZECvnfvi2oJ8wwjHeeedJ2UNzA1iv1+/CABEyTPqOiMpXbp0sVQnRY6JorGXsGok5BjC5Jtvvv32W+uZZ56RyCFRGOD3l19+2VKOrxy7iXN/lMzZ65z0QOz5DeyzzApP/X0a9qeuVq2ac5QM2FOa8uTd9Kdq1arOVX+wVUTzwsA2LVu2zKpRo4ZzJn369OkjkU0/ouwpUS8WqlDGderUkRXn6C46y3GhUR1U0QtGkuIQt7yyqWth8o+yH8ieD1MDGCm77777ZGRHOdo5l3/WnUYMAiFVDY0wDW8U69evl3A4TmZ5RvUunN92o3oQ0mi7lYEhDBpgHB9D0bwaDJu7gW3WrJn19ddfW1988YVzpiSE8d1DF59++qnkIaWhwjAwZK1RvUJxguIOdSQN5MMQsRvkw3k/MFI0zjQSqnMpesbm+QxXefHTWb6bur/PPvvIMRv1kwMsji3IN3TIGHJyy6d69epWw4YNA+UTJc+o6zhIbof0q6++ko4KOubFT775ZsWKFaID7nfifcBPRlH3x5E5jSDDotpJRA44nQ0aNJBjYLiUBpOpD0kCm611nfoTl6iyvvPOO62bb75ZnJwg6JDgSCA3nDiO+dABpAzWrFnj3Bn89yiDMHvao0cPcVpw5HFkZ86cKU4QuUD5m0khbt2JU15xdW3lypUiK+SvUxRyDkeUcqEzrgmTf5j90E4jgQ7qxPfff2/16tVLyibX8s/JQhgm8dJLueGGG6QhjpObj5VXzD8wlIYEp8iU3ruGBoZPeZz76QfGrHbt2s5RETqJ8aZNm+RnGDjgU6ZMkZ6+tyLT+I0dO7ZM5CgNIkg+QbLBeWHEgB4v0Z0OHTpYTZo0STm6zRzG999/X6IU5Ahkk4CkwTw7GopU5BMlz1TkjX4xZ5F6fuWVVzpnkwXvA+53CqtfUffHkTmdDvTwueeek4j1wIEDS63MnTRpksy5o0FOEsxJXL16tcxHYz4wuv/WW285V9OD+dbIje8LA1kwH44k5Th0RN1++OEHGQUkIkjAIYog/QVveXN+6dKl1vDhw2XO6ZAhQ5wrZYc45RVX13DOn3/+eYlcMt8QcEqZuzt//vzijnQYqdiPww47TEbFmB9MOTM/OJfkxGnEkbn11ltFcLwAQ1NhEG7HgLDAw1AaJoFXqFDBeuqpp+QYRZw1a5b87u61lGfoaSEjNxhLiJIRk+0Z7r/44oulJ+8FA0wkiIn8ZZUg+YSlZ6CRpoHB6Vu4cKFEEXBwUoGIE8aMkQRsQdQQXSFANuAnnyDdiZJnXHnjVKN3b7zxhjVv3jwZkkoifjIKq19R98eROXYOmSCz0aNHS7tC5FEvrKSBpCFPWpQRmJpF5I0IHM4HUzsYZqcOpQsdrnvuucc5CocoIatqsVusZiYyyGhJvXr1nDvCCdJf8JY357GRtPlz586VaHFZI6q8UtW1ww8/XIJgTC/h/1EGtN9emQYR134AnXmmE/A3pkyZIu+SS3LiNOIRk80dz53V1IRQwyoLPZO4laE8Qo9x8uTJEhonvM2quUsvvVSu6VVT5R2GtrwOjR7CoccXBOF+omhEeqhwfpWa+Ts0VtmYR1QoguQT1OslosFQPHpGhJscYDQIWu/igvGlQSHCwe4Oeo5UkkA24CefIN2JkmccedNRRp7MEyVSg51MKn4yCqtfUffHlTlDcszlJuqC44gu4vzAyJEjpd7iICUNolXu+dI4IMzXTDfa+Morr4gMUtniEH3q37+/9cADD4j98ptaEkSQ/kKYPS2rRJVXOrpGp5tA2FVXXSX/P5W5hnHsR6HIidOoQcAMUROapdFgXF/vSMBnxIgRkvGdSfeDBg2SSAReOdC4+E2wLq8gD3rY9ChwboDhrCRGbgoBvVtvOhg9NBDU86UjQ5Rn1KhRMrTinWAPRIKYM1LWt14Lkk+QbKiHRHaYNsJwPVEEeuLoX9Ac0TCYh0a0g543vfYkQfSFOcOpyCdKnnHkzUIQbBxTI+IMGRYS/dzudwqrX1H3x5F5/fr1S3x3rVq1xObRnjA1B2eIyBDtBg00sFBNj8IkCT20qyOsqUKnDV3hXflgu4jCRk3pYu4onV1G/bTTFwfk7lc24C6TPRV3eaWra8yBxHYSIUxVJ4PknwTZZ9VpZKI7w3zuiqEbYkKmjPXjJOoP4XacRzx6ohF89Jye6dOny2R8gyXzeEjc6YZhP+aaGYqgJ03o3j3niTlROCsHHnigc6Ykjz/+uNW2bdsSQw7vvvuu6KPmvffek+8t61MnkA8LzdwgH877sXXrVjF47qEOLYM4jQ/O5dVXX+0cFYEt4BN3iCZf0Hs/9thjS8hHL9wJkk+UPKOu0xkhcjZnzpwSQ9JMA0giLG5EF9zvxPuAn4yi7o8jcyb0Mydeg97RthBxI9qFQ4QzRLuh59oyasX82ULDaBArbTV6jieZL9KB9pKol24nWbDHdBm/6TQaFlrhXDLqx3xIOsZxoQxStadlmbDySlfXcC579uwpgbMJEyaktKc58g+zH4Ukq04jjQFzc9wZ4TGKzGmMm0qHBR/un+UN5ovQoLgh4kOFJxEoMOxPeoOo9AzlCbZRYkKwnveJHJlA7x5yYHjfPQ2Cisx15MuHScYDBgwo7uiArrjMGynLsIiHSfGsgAZWUOIQM+QCDIVcfvnlYhiBIXucZ61zDKViVEn7gJzd+OksDTwpUzCywPUXXnhB5udWqVJFziUJ5MD7oQdAQ0tUi0g0EF1lyIqE8BAlz6jrRIkYPsQB0vpHI+9uuDR+8s03RPkYSkcu6AJMnTpVggTM3wJ3/Ypzf5TMqZvYOS3zGTNmiJ7q1GNuktZusEMKQRFdbtglErizGALoHJCCyNsB0/MFo8qb9wx7V2RGFJJoNraRBR6ktGPFupugvxfHnpYFguqOty2IKi83cXSNqCSLaxiaJlUbC7qwCXSM3ATJP8p+FBRVoWNBYlg+USxatMhWvUz7rLPOspWjKD9J+hkHEtsqgyJJJi+44AJbNVrOldRQHn2ZS+6tKrPdq1cvSfhbvXp1+5prrrFV78a5atsPPfSQ3bRpU5GLarhtpdTOlbJDrssEPWvdurWteuB2q1atbNXDs//3v/85V21bNfqSbBjQLfTM+1E9abmuIZkt5z/99FPnTO7Itd7OnTtX6maXLl3k5xQncTco42XXqVNHEgdrqI/HHnusrRp6SYTeqVMnWzlPztVonVUNliRL5/+hs9y7bds252r2oZzSRTUA8u4nnHCC3blzZ9Efkmtr3n33XUm2+/rrrztnwuUJYdf79+9fQu/0hwTXmij5pgr2Gx1LF8russsukzpG4mTKdcuWLc7VkvULou6PkjmQAPm4446T727evLk9a9Ys58puli1bZrdp00bkpxp5OU4XviMb8J4kZufdeDYSQn/++efOVdseM2aMXaNGjRL1QTkysqEAz8D/mT17tnNlN9it7t27yz316tUrkQxes2LFCkmwffLJJ0uSaujTp4/8H84vXbpUzvH91G3O0+7y991E2dNckqktpJ4oB8tWnRd5P2RGfdJ4dTWqvDRxdE11jmTzjb59+8oxZdCyZUv5P7zTpk2b5HyU/KPsS7bhOeLwC/5RN0dCTiD3zyRDKJ/n5KchOTAVwZRJMEZvM4MIcUxzVi5Bt/R8coM/RoeSgbGF+Seu7ud0IYzBYDAYDAaDYc/AOI0Gg8FgMBgMhkhiD0+zuogl4EzQTDqksGBSNXnhDMmBVcpxdgcqrxi9zYw2bdqktEKxvMHuPux0UdbTR+USo0PJwNjC/IPux3EHYzuNrCz64IMPErWvZBCkaWB5OpvhG5IDOfouuugi58jgxehtZpD0uW/fvs6RwQvppNgCTa9eNpTG6FAyMLYw/7CDkN5tKQyzEMaQN8xCmHCM3maGWcQQDrplFsKEY3QoGRhbmH/MQhiDwWAwGAw5BUfjiiuukN2j2DHFnRDckHuYNkheTXYN6tq1q+/+1NnEOI0GQzkDI8/WWAZDUiDJcViy5KjrhvTJ1B6wfz/JsUkeztC+e3MPQzSZyp9hZXaKYde4gw8+WJLo55KcOo1koyfkqTP+B4FnzH3uj1/W/z2Zv/3tb7L1FltDsXk6O2fovSfZq5d9Wr0yYisuvd2RoWj3Fjbl79Spk1Qidsxh/884+OkquyqcddZZMkH43HPPlQUEzAsrq2Cc2OGF3ZnYfSQV2FGCbUDdvPTSS6V0EgOmibqeJJDN3XffLTtAEC1ht5bly5c7V/1htxvqLLJhp5wnn3zSuVJE1PWxY8fK1oz8PbZMffTRR50rRYTZhEKwbds22cWE4e127drJc23ZssW5Wpo492P7n3jiCdl7mx00vERdb9WqVQn9YvcxyrLQsO0c22iedtppUr7sLsKc7iC4ny100T/mfbPF4pQpU5yrluym5H5P/fHWyVSIsgdx7Sl7Iu+3337y+6GHHhpZb/JBOrZ70aJFIk/q2a9+9Str2rRpzpXUyzMOUfKPsh+avMtfPXgs4u4IoyELet26dam9xVnpg/jkk08kQzv36Y/yvJ2rqZPrnTWyzebNm23lABZnfP/pp59spZx2165d5XjJkiWSFZ77tHx69+5tq0ZOrpcVclkm7GhyyCGHFMuE4yZNmsiOLlEgTz9dVRVWduTQDBkyRHaMydWuCLnWW3bXUAZU3lM1xM7ZaN588027QoUKsjuMG3YvGTVqVLFO8tm1a5dzNfp6tknBnJVi4sSJds2aNeUZgWevXbt28bGX1atXyw4xixcvluM1a9aIjJAVRF1nZxPV6NuqYZbjZ555Rp6fnWcgyiakQ6Y7wrC7C7tosJMLKIfQVs6g/O5HnPvZtYOdS3j3devWOWd3E3VdNe4l9Et1sJ0r6ZGJDrkZPHiw2CPsEIwbN86uVKmS7zuAcshs1XGwd+7cKceqwyD68eGHH8rxsGHD7NGjR9vKQZD3/Pbbb2X3GK1f6RBmD1Kxp+hqo0aNZAeZoUOHyq4zmZKpLUzVdm/cuNGuUqWKPWfOHDmePHmy1Ncvv/xSjlMtzziEyT/KfrhZsGCB2IYNGzbI9/Xo0cO5khpxdT9nkUZC1XH3m6YHecQRR8jKPv0hilZeWLVqlQy/6F4jUUV60H//+9/lWDVmMl+hTp06IhulHLJ3LRuiG4p48cUXZS6NaqjkeO+995bN5B966CE5DsNPV9kT9v333y/Rkyfao4xLaHQlyfTp00eiNqmgbITs0UqP3Qv19qijjipRbytWrOhcjb6eJIg0s1KTZwTmBrH3dlBElvQ1qqNRrDdECokG6JRSUdeJDvA3mjVrJseqgZSfDPVBlE3IN8pJsZRjK5FDIlzA7y+//LK1du1aOXYT937qZ9ge+mHXqaOVK1cuoV9Vq1Z1rhYW9hgmTR12CIhc87y6fL1wvnnz5pZyROQYW0PdQw+gZcuWEumqUaOGvCd6SVQ1bhvrR5g9iLKnRL1YqEIZ0y6Rpoh9wsmuwnEhScd2s08+7ez5558vx5dcconYPK27qZZnHMLkH2U/kD0f/n779u1lL21GdrAjuZZ/TpzG9evXS2ibUG4cvvjiC0t58fI7FaW8gUKgnFRI3p9N+dmonKEBoGHBqdawAToboSfFQCYBKg8VWusRIDeG79GvIIJ0FeNNqJ9KzfQAeOONNyRdSb169eS4LKJ6r85v8aBxwnDtu+++zpnd6HobVGejricFhp7+8Y9/iIOrqV69utWwYcPQRt59P6Bv+v6o69Rf8tBpSC8CzEmCKJuQb1asWCHP4H4n7fD6ySiV+6N0Mug6nWctr6TpGOXWv39/56gohQw0atRIfnpBNjT6a9askWNsDe/NsDAwvF+lShX5nc4EUyluuOEGOfbCFBscCfQHJ45jPjhR/B39NyBItpRRmD3t0aOHOC04V5s3b7ZmzpwpTtCOHTsKnpYvHduN7JG1dhKRCx2cBg0ayHEq5bly5UqRFd+l81pzDmefcqH8NGHyD7Mf2mnEeeU5v//+e6tXr15SNrmWf06cRlZR3XXXXc5RNEQkMKBdunSR3tY555wjvYLyAop34403Su+C3k2HDh2sJk2aWGPGjHHu2A3KOm/ePGl0DLvBmNWuXds5KoKeI2zatEl++hGmq8gfZwJji7xJ/zB//vxiw7Kng3EjuW5QRJt6e+utt0oEgsa7X79+0vvWRF1PCkQfcDr89CdId4L0Td8fdV1DI0tUB4NPo8v8K0jFJuQD3gfc7xRWv1K9Px3Qr9WrV8ucLyJJJC5/6623nKvJgXmoLA7B4Q9KrM4iBpxCHBc2QcAhnDVrVgmnTTN9+nTpxJ155pnOmZLgnDAfjrYUhw4nCueJ+aFEBJkfGkUq9pTzS5cutYYPHy7zAIcMGeJcKRyp2m46bdS55557TlaCY/OCVoFHlSd/8/nnn5coOCMKQAeH+ao8Q5xR1Lj2Aw477DBr3Lhx0pGgnJlzmUuy7jQuW7ZMDDATvONywAEHyBAYBYZHToJJJgWXJ1BSKjNh9YULF0pjQk/dC404YerGjRs7ZwxAT6tChQrOURF6qMfds3MTpaukMcDhwUhMmjRJKqRfmeypoGuXX365b5QRmCzOcAkTwjHKEyZMsB544AHnavT1pIDugJ/+BOlOkL7pdBdR1zVEckeOHGnVqlXLatu2rQxDa+LahHzgJ6Ow+pXq/enAVAccbaJcOIsM3zO8iJySAm0ZzkW1atWkfQtyWuhU0YGlfFkQhdMQ1MFiARWLNcI6r0QJWXT21VdfiYNDZJDE5XFHSYL0F7zlx3mcVDqIc+fOlQh9oUnVduPcEYyhfo4ePVoiszjw3mTXccuTqCbBCGwff58yeOqpp0rJNIi49gPoTNLx5G9MmTIl51OAsu400svAAUwFIhAUBBCuJYRLuLi8pAUh0sGclUsvvVTmAjF/kcrHsRuMCL1MIrGGkjCc6DUK2ujS4/MjTFdxJmmAqLwYnjlz5kj0m4bdvcJ6TwU9pDEOi2jjVOpGiEaPFZ/orSbqelJAd8BPf4J0J0jfdBQh6rqGCCMONY4jQ316zlhcm5Av/GQUVr9SvT8diC5ed911zpEl9ZV5qEmJNuKIsHKcDj7z/cLmmo0YMcK6//77ZeiYCBnDokRQ2U7PzXvvvSfR1ThtAEOXDKnSUcMB0m1sHIL0F7JVfrkiXdvN8C9ZW4jw4ThS73C0NamUJ9DpIyCBDaV+pzLXMK79KARZdRoxfkzcHTRokIRI8bCBybRMfiaKiND1h4riB2FYcnIlqceYS5ATykxPE6eZHhs9aHoP7vl4GJCtW7eavWN9oHeLgXCjhwb8er5RusrcEaI79BbptXMPEQCGB5Lo+GQbFoaQMoWGi3cnKksuNqaQBEG91REmP6KuFwocWyJ8fvoTFDUJ0jd9f9R1L9hDImWTJ0+W47g2IV/o53a/U1j9SvX+bIB+QVJ0jPlsOP5EsLQT7QdpbOi8Ejw58MADZZgd2wNE593o1Dt6rmMUzNdl8QzDpdrpiwNl5Ke/kKvyyxbp2O769euXeC8i/4yAMqysiVueGsqVukuEkKkGqRAk/yTIPqtOI4aPnh6haj56iJnoGBO7GeunsdYf9rPeuXOnRBbdhUNonvAvyl4ewBFEudxhZT1k6q7ougedytB/eQEjSujePQ+FeSr02DHEXqJ0lTIBPfkc/MpkT4VJ1jjPWj7Il2EQhmSAfehxIN0Jl6m3etpE1PUkQe+dKCgLojSsliQ6EdQ4c959P6Bv+v6o6zgJuqOiwRnQNiCuTcgX5IvjWdzvpBfv+Mko1fvTgdWsCxYscI6K9AuSoGNEC3l3FmPoYV2cFr0a2g12C+fObWuwWaye9ZY1bQCLImkfo2DqA4EX1gt8+OGHMucwLpRRKvY0SaRju1k8ohe3APfR+dDzClMpTw2Rxp49e8r8VJx/5pPGJcp+FJKsD0+70Q2Gu+Hwg5V2WqGpPDRSTEaNO/5f1mGSOw4MiT6B8DrGkLmLTHLVoEQ0cHHnpZQnmMOCrJg3Asy7wcFxD1+RliBoONqrq0R9iFy4U67Qy8cQleVN9PV8JDprbhgKYf4iEQk/kIu7HmNUGb6eMWOGHDNkhmFluBWiricNojzUOT18RUNLpOHiiy+WY6J7DHmRNBiIOrDIgBXNwLAiQ4d8D0Rdp2GjUWExB/CT6zrFSVybkC+IvDA0jlx4Fpg6daoMkzJ/C9z1K879miCd1ARdJ/KtAw9A3SfpMgsOCg0LmK655hqZYoVOUZYMUWr9IRJGCiLqiV7UQn3RQ5LMY8Up0fqnoQ2g8xYFf4dIGyMG2EZGDEgtRh10EyTbOPY0qcSx3d62gPdiyFmXD3aLstCbjESVpxfKkjrN0DTZTlhkg02gM+omSP5R9qOgqAodi1STe0+fPt1WxgFrYV9wwQW2ErJzpTQktFWeviR+VT0Cu2/fvrbqITlXUyfTxKCFAHmRPFkZVfuUU06xO3XqZKuGyrlaBPJp2LChc1T2yHWZkFy2devWdseOHW1lOGzVwyuRzFU1+pJs2EuQrqpKKklT+c7f/va3kmT49ddfl2u5INd6O3v2bNEv3pP3VYbTuVKUvLdOnTq2MqTOmd0oo2dXq1bNrlixoiTJ1SgnQBISI1cSDY8dO9a5UkTU9WyTgjkrhXKI5d2xP507dxb9Wb58uXO1yEbttddeJcp/7ty5kkS4S5cu8nOKk4hbE3Yd+9a/f3+RDzqHfEaMGFGcCBvi2IRUyDS597Zt2yRhN/Whffv28jxbtmxxrpauX1H3AzrIu1N2bdq0ER11E3ad77rwwgulzLimHB37888/d66mRyY65EY5r/Jd3s8nn3wi18eMGWPXqFFDZAS8C4nbVadA7BdJyx955BG55qZSpUoi0zBWrFghCbaxV6pzIuf69Okjf5/zS5culXNh9gCi7GkuydQWRtluv7aAZNvHHXecXGvevLkk4NdElacb7F7lypXFjwHKoGXLlnI/76Q6A3I+Sv5R9iXb8Bxx+AX/qJsjYbjK/TPJMPTNc/LTkBwYEjZlEozR28xgeDemOSuXoFvUQT4Gf4wOJQNjC/NPXN3P6fC0wWAwGAwGg2HPwDiNBoPBYDAYDIZIYg9PM4GdJd+sWEs6pKZhAjZ54gzJgZ0O9N6ZhtIYvc0Mdk5JZYVieYPJ/EcffbRJ2RWC0aFkYGxh/kH347iDsZ1GVgGR/4gVhUmHFUqsngpajWcoDKRwIG+WwR+jt5lBQuxcb9ZfliGFDx1/s2d9MEaHkoGxhfmHFftxcpzGdhoNBoPBYDAYDOUXM6fRYDAYDAaDwRCJcRoNBoPBYDAYDJEYp9FgMBgMBoPBEIlxGg0Gg8FgMBgMkRin0WAwGAwGg8EQiXEaDQaDwWAwGAwRWNb/B7eRaRDu4Q+nAAAAAElFTkSuQmCC)
ref: Bhandakkar, Anjali Atul, and Lini Mathew. "Real-Time-Simulation of ieee-5-bus network on Opal-rt-op4510 simulator." In IOP Conference Series: Materials Science and Engineering, vol. 331, no. 1, p. 012028. IOP Publishing, 2018.
Zitieren als
Hafizur Rahman (2025). IEEE 5-Bus System Model (https://www.mathworks.com/matlabcentral/fileexchange/131793-ieee-5-bus-system-model), MATLAB Central File Exchange. Abgerufen.
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