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3A6bBxZm5xIPabb736jfffvCYJgDRWoVevVqtnT595/vz5UyeXAZw+sXxicanZaLRbbd/3le+V+wsuXSCMFeWC4RwcHByOBx/HBsywUlqC7VCUgAXCMBBTmnulmMNJUKQDFRrXDjX+zD/Wuk7HcM9P9MTHqiRSMKZPrcWOZVmXh/gWjqnu8lD75zEMsS1tAZBWliknEBBYjgwBqObQVhSUwO+LzeIIwNwXL9RWllb7O032X/3hD658cBVApzF5fnblxIXno5OLt338t7/zTwG8n2yvpgNEfqc9tTy/+MzSMoCFmdmJcwutRnNhZnamPdms1QHEQRwHoa+9Isvx6AhDCAYwgADBkZVXSj2Q9PuAVrGKAbQRxLXqbKO12Ji6NvXOB5XXALxy6cpXf/DNze7O3UF/3aQS+QBqtfr0ydOnTp58/tnnzp5eWZ5bALAwMzfZbNXCCoJg/0nF2VnB0B39dXBwcHgcGLBQGdJSMGAz/LD4vGDGQ/MgSi00BweHzxL6kQaKBMbCFp6Fn4ufCwASAkQo6GkEk9NzLzwHIJ1pXOxurSfdH//R12FVpz4FYPHZc/PPP7cK87t/+dW/vPj2pcEOgH7Fjxdm5xYWVpZOPbu0fO7EKQDzUzOTJ6bjSqVRn6hWqp72AChiYgbzoVTLRaKK4X9jI/Ghho4JseWYw4n6TG2Fp2qtAQDgbqC28u6dNWPyYFpPtVttAJPtztKXXlicXzhz6tTizNxUowWgVavHYQgeTsJUJpUDHdxkOC8IBwcHh2PBx/CC+D+CtgeKeegFke97QRjI0DZ8KBKOBZZdVmQHh88KEo8BkDG+UAQdGCDNUCQWZpUr1VxcbJ8+iU5jiwTApc31Nz94/9KNq78cL7dOLk49/yyA6zr/f1/+66++/qN1gl+L40YTwMzM3NnTZ8+unDmxtDQ7Pz89Nw2g3mhM6aoq5MwUH+S7KMWF9z85yH3H5pXbsB4oLG6SGVgACjA9k24MugAu37l99eaNrc3NfLfnDUzLiwA04xpPt9vt9kxnql6vBZ4GoJkJBLFgBtn9kkMK9QwB2MmhOTg4ODxyBvw7YdsDxaSaflABqazUgmAFK2LKSDgGQCBI6QcscAzYweGzgoooAJJbX+ARZ1k6gNG1KgBvujP3+XN3TCpx3E2zN197C8Dq1Vszzcml+UX60vk+499//68A/LtXf5RUVC/wwmbj3Lnz5848C2Bpan7lxMnF2fn2ZLveboX1CgDylC++FIdRJX2ERWnuVQABakR5DxqBx9VY6CLRQCAEgCzDcunpxTSQHEBP8iTPkiTJewNK8qryAcRhROwFUajDA4yWCx1JC2YUu4TSVF2gqJATg3BwcHA4Fnw8LwjIvX69xZ/2oOkFEAERREAf7Qfs4ODw9CBMAUCMKIFmseBKXJk4tQig/szy1XyvcmL2vRs3vv+dH1LPAHh28cQzMydOdOb+uOX/z//LP7m5uwegMd/Z7fc6U9N/+zd+o9loP/vMMwBmOzOLs3OdiYlqtcoVv5x/8jzTpf8VDV2z7JA/jkgwCiFtOUCCx64gwCApEiCDRimAIAi1BhCQzvwQlRomhK3oYgZUhB7gD8tA+wwYdChdoxywT7u508HBweH48DFswL8dtjxw1fcmtB+IcJ6jSJOhKIeVkgczABZiCxYmgTwh2XgfvhbE46OH9lF1x6dezvH0EI6nPccfOw/zYWbc/knjNnUOVbjukoxiyYbcUgCyw7BXKT8iAdDq+QAUS0RhP8u3PFM9vVy/sAKgF3iZlVsXr1985Y2KqkwuLgGITky3zq/88IOf/g+vfK/b7RaPnp2dPX369MrKyrlz506ePDk/Pw+gWq02Go1KpVKEqY260PGMTQcHBweHpxwfxwaMfV+6kRlFqEwIZ6k0Epc2GCrjOuwT0hAPXw/4OERc5cH/fERo4kfU/VjKOU6rCI6DqT8ZfPsjcivSEXvcMTuglNQWRPuZCGk/XotGAtHFd4oLfO0D2Da9uyqtnJqZXjlRWZjZzXMA67fW3n3tnd7dnUbcfOaFL+iFSQBbE8E/+cYffeudN7aj+uTk5NmzZwFcuHDh7NmzS0tLi4uLk5OTURQB8DzP87x7tk+O/jo4ODg4HDsDBpXLsDBghi53Uix+pSjEoTWbwfLEeEF8lCLuY1PQI0siY1FLefjlHOtCkcepxzzcLmHH3aUcJah1ZBUMl3yXBEL2AJkmQFjIFtcXIVzFOCfsDgYAdLux6Uv9/LJ3+sTl9bU7N9cAXPzRW7SbnFw6ffK5c5jtrE94AP77f/m//WRzw5+OF5uLKysrL7zwAoBz584tLi5OTU01m80oinzfL8juwazFjvs6ODg4ODwkBmwIjNLlbpT+rVA9M1RGopQxIYARKJTffAoY8JOy2toHk0QmenzqLmM9zh5JgfmppkRjM+AjtqBHN5gZjuWRZ+rIHeLgGxRhIcjQ2SKfqAKQenzqxXO79eDq9t21tTtvfe8VAC1E84sr82dW7Ez7jWTzd/7gTwC8m3f1fD1sN1+88OKZM2eef/55AEtLS5OTk61WKwxDZr6v2Icyszgq7ODg4OBw/AyYJIPNIYpHaZFFCAZS+gHL8OSUASsWyFmejJb4CBooD/2RY93xCPp4RBUeft1lnMcdfZ5gSZ7igfpR2cUf7P3CY77ZnA0BVqCkfHwR3sogEBMBzCgS5UAya4UAosmXzgOIp9qDQPV7e6+//Fr3xsa81wSwsnS6cXIJp2b/6NJP/vm3/2QrUgCyODizdOZv/eqvnTt9YXl5eXl5GUC9Xg/DMAxDAHmej0jw/abfwh7s5nEHBwcHh2NkwJZhBDkkJ/GGbqVCYIgZpcMYqhEpKZfMJ0YLjZ6QJx6HwZYefjnHazF66LuUh7l/OZrfj3nh2MK3hkAylCsoNV6IQZbg+X6v38sNAOgwSMVmhOZke25x4e50A0CqeW9j5+W//G6Uq1PB5LnzzwPwZiYHi+3/7g//z+/3bu80KwhDAH/ry7/0G1/8pZXJxeazy9PT0+12G4DWesRrlVIfynEPpix2cHBwcHA4RgYsw7g3e8DhwfIwPK7wEpZy0bUoRINgXEqjh8ksXTkdA76nmOOWU4aZyfbFu4gsgQT9NLOeR54CkHsqh+bQj2Ym49npbnMCwO0r11/++nfmwoZvaeHEcnxiDsBGLfhnf/pHr+2uJxMxhfqXf+FXAPy9v/kb82H9pfMv5jPVOI4Ll18RsdYSETM7K6+Dg4ODwyNmwAXxtcNFsQyDEWCYLVkOc+Vi6RXXxg4On5xvP3QGPLyU9oVfynmABiYPoihnBrCbJUGtOru81JiZHmi+ce0GgPdefZNA9XpjotGqnD25MV0F8Hs//PafXXkz7zTjWvzLL37pN/7m3wFwcv7EXHsqmG5HNV8pVXj3WmuHJXD018HBwcHhUTNgKZguHfI6lKFKmj3wuUURPw4qjMQOnyLIlfOzWMGxbcBju0FYKg9z1JALWypy3FAQR31j+nkCwG9MzCwvteZmUsjq1sZr330dQGjpxPTSRGdy6fnn1qvqd771VQBfv/rW3nT95JnTv/TCz//yiz+/vHgSwOTsXHNhdk9MSysRKRhwofhbMGBHgh0cHBwcHjEDzggCZEQJERMxl/pHzGxJDMMOSUGRC6PMikxHxfAcsbaJPBnm40+Q3MGRWUe6jx0ZP7CNDgap3u9Eraxn2ApjMBzCBKMtfGN9S9IfVCtVAJ2p+emTZ68NdnY8/advvP6r6z0ArfmF25I3Xjr3/kTwb1/90bevfAAgp3i5deJXnv3FX/r8L5xcODE/MwOg0ZxQJo8048MC3ZzqmYODg4PDo2fAB7OKAveZgQ98Yg9I6I9NY58U9wnn5uHwBEEO8OBDvw+d+Ed80wy/xMMPScACQ0hYVDWstFsAJqY727s7URx874ffDzKpVhsA4HnnLjyzPejdweDHr77ihQGAeiX+8s/93IXPPb+0tNTpdCrVGAB7GkRu8+Lg4ODg8PgyYENgKnO/GUANF0hLsAQzjJMDILZUgWD5yNPbcTNWPQkM2FmvHB45DB0aTDT0zqcDvsU0dOg/1J/JskBZKKHCv0lAlmigaTdPpk+ebJ85A6BrhbV6+Tvfk82dBS+kZh3A5NlTWT2WavR//8HvbaWJ36oD+MWv/PqLP/flM6fPTM/PTdRqUTUCAE0CC8eBHRwcHBweWwZcqKEZRqF9ViqUMohgqZAFHWaGYoiA7VAg4gj6OL4LgWPADg4/Q/+8l9eCDvdaln0dQzpMnT0LDXiGlBAAw9TTGCiunZxvXXh2vZBDy/HGd//arO/M+fWOV68sLwLIm7Udn/71n331ZncnnJk6/6UvAvjcF7909ty5uemZeqMRBQF0+chMDEF57lU5ODg4ODymDJiG5l4FKxAuCSAzDB9K/0bDhdZ+lBraEb6+Twp9fAqq4PCZAh+munbYgUkObeeErRUM0yozAAsY5lTxiZVTN7s7kwsLAF7+9ve3tramOZivNjteZaddB2Dr8Xpv+81rV1QjPnnu2ZXnzgM4dXal0WlXqzWtNUZWXwKTss6ZyMHBwcHhsWXAhUJ+4fCQM9iWZFcIRqQgwfurp8CiOD09cm07iiM+IYviU1AFh88SRpSXj+zFuRWtvUGasfYktwASMCqVs+fPZsS1Rvu9n74H4NaNm20dTPhxrFQjijZrMYBNtt969WUbh/H01PSJpbPPnQMQ1+pxXNWeFwT6wAiR0U8HBwcHB4fHkQHnDBLkDMtDr99i4WRYwBCEhp4RAghESk00BweHx2izNhy5o+OL0i/i8FDVWu3u7TUbre29ATwNwGp94pkVr1rVfuXixcsXX3sDQCeodMJwttrWOUe1arfiA3jv+tW3bl332s2Fs2e++Eu/OLe0BKDd7tSq1Yrnl8GzLACIhErhRAcHBwcHh8eSAVuCBSzBEAwNLUgWTDDAQRtw4SVcfMXpATs4PEIclDzbZ7lFPNwB2kmjBDdDGGNUxV/rbXm1et8IgGcvPBc024C68tMPbr7z3oyEAFpSmZ9oJ7t7wdR0WlG7YgC8fvn9VHFndmb5mbPt6en6RBNAY6JRCXyNg2l1Ci8IWFj3phwcHBwcHlMGLEM/4IOxNXQw1u2ADbiw6owibBwcHB4J5L4/WQ4ltflQdQgAJs28OMpsPrDp7MoKgOrcdDowO3c2rl+6rPbSyUYbwFRlwvQGoefrSmgDvd3vAbh261ZtstWenn72ufPV2kS1VgMQBAHTUD1RRm7y94bqOTg4ODg4PGYMGCRlilSyICkXMGKibGghLviuBQhQwNAW/DTjSamePCHN8tRTofFa5kM1Vehn0BIkUqNvFp5KloRlP4u50HBoU/mz+DzwVCqWoyBstxpz0wC6Jkn6yaX3LqnETlXbbVUFUKOgl+Rxq2pACXB1ew9AXwWTE516ozM5OdOsNyt+CEATsxwwRA8JsCWGfIKkd08I2B7o4qMWKHQksW8DL47OFIb7BHeG5uDg4PDIGbClkvgaJgsiO5TJJzJS+AHT0DBMZGELIw895VM4PyGU7SEzjLGb5elnQmO1zH5qtwPOu3Q/372PIlvSAJgEAIsZifuSHFJIswTByLcJAu6RWJLq1NTMyumsiFez8vpPXjN3uvN+va0rDS8AoJK8GkRaMYgM7OW1OwC8iUa9M9memqpW4matGjIB8BlEw/3xvgmaSEgR02fECnxP9iCCAOYwA973VHGWcQcHB4fHgQELwQosQQBLZUYMGWqf4YA7hAiYIRb0GSA0TwqelBfhOsyDRt8+XR36LcjQeVeG3FruH7PKkkCkoFjWkiWRYtwW92GgIL/KFjnMSwf/rSDQcbR09pnVza2p6VkAr/7g5XS72/bDCT+KlecXO1yYHAJYEWMl2969A4A5bzTjdqter4VhQJ5fBL3ZInAWlu/h7wKwfcpdgXPFxQ7jHq6vDu8IcDhg0cHBwcHh0TNgM/T6LTNiDFdfQ6UNwx6cwoe+hk+9FsQTk72ZnoxmcR3mQaNvNLbu0ZmmI+9MYkdOv6rNgXkAACAASURBVJakSGssDAIV1mgjH5585q7g+VNnMuU3W5MbqxsA7t5cn/ZrE/BrrCKBsjmA3OYgEqtFEmPFkAGgK348UQ0nQo60eJwrAWBgLEgBVCTLoVKConADUPS0M2AwDV9fscngYTY+df/rozLFpqPBDg4ODo8BA+aS7xYkuMiIIQAzDMrPSy8IgSWwBdNn4BzPrVGuWY6/Ze7JLENy4DZDay7oQ7xGQ2uwL7uLnFH6+x7abIwSmu/f4MRzn6NqXci/u7b61g9eATDpxQ3Rk35UgwpFyBoAxqYQVhQoAotErSYA0TpoTFBUMb5nAm2UBpCCGTDgIiVHUWQLWJAAzE95j2HkKKMpWIYCdKowCdvSDH+AF5cbA5cqz8HBweHRM+CcBEBGkpFoKpcwIjEkeZEz+YAxSgmEYZ0esIPDpwHLh0/P7xEvGxoLzX0U2eYZa13Et6XWWqV0JeLAN0Q7vR6AKI7jWtX3fa10GIa1Wh1ArRqL1G2arl+/cevtD6oZAWj5/nylXjXkGwNjC1bNTFDKptlgp0ue9kMNIAzi2db0SxdeiHUUiI4QAbCSe6RIwLKfmFmGGotPQ8isjH4AQ1O9lB9KmA2g1CBNVRiCPACJNRrKBx+UqIMp4uAgEAPxXCicg4ODwyNnwIZABMswDEOFJQdkhxHmh2XRRKAE/BkI8X5SKP5DjjQau1me+oio8VpmJLSC++QBRi12SPp3+GUVR1aonyUAulmqdDQzOXXy7JmpufnNnV0A1lprLQDNSnF5ExFZf/fm1p31jRurdnt30q8AmAziCMwmJ4IQClZtIXmeGzEmScDqxOIMgHZ98ly9cyqo+RxyStA5ACQpPB+WhyZpLitzUBriqQUhA5IkDANYe3d3A0C1MVnYf9XBvcs+nXZxcA4ODg6PBwMu9M7MSPhsuBrTMEeGObCGKZQG4KfeBvykeC8+5ENm+4SU80npMKNxRIA5mMvtgFuwfAjtwg6kn/WhPABTK6eXzzzTnprOhW6vb2WpAZCnabLXT7p7yc7u3vZOf2cXQDYY6ERLnkXgmUp1slIFEBPrPNcEKyJDPyhbENkcEFgxjWs3AeQ3V1+7uXr5z78mgc+hF0SVglWzBdvCBlxqyRRabJaeBgfwYiPBTEQkIiICUOHdwcwVDzbyfu23/lHKuLm3A+BsYzIHcisR0X3dXsjJoTk4ODg8Jgy40IIQLrUgRjnh6HCmjGIpLpLGfRayIhsnCPzpNou4DvMRoMMSEKMz9IMBbTRsy9u235runFxeAXBi+VQQVu9sbN+8dnNrfef6xQ8AhJYrhkMjFUs14lldARDomm16AauAybei0wyAynJPsdJsjM1VqRwswhBWIC0Ewi9nCYA0SXfevbj303eM4gHJdp4VuxufNQuUAGA7FJMpZo8gf+KpnjUWACtmYivWGEMgz/MAaE9np08MQn3zxHc3Kt5GoAFMnVoOai3FlAG+Apl7GbDzIHNwcHB4XBjw/i+j6XkUQlPkwiBgqK9kPwP2PAeHR7KXOWgzPZjmbeQRMdpH1GenOzNzMyeXAFRa7e272+9fufL+Tz/o3tmerjYBVK3XIN1WYYO8imUvNwDI2K4PhqXMcJaFSgGIojDPs71+z69EBJginEsIAlVIhQu3kz4AvxL1/bArmQRezmwhAKIgTPpp4RxFMnKigGEIIU6efAZsLQClFBFZa40xRCUD9n1/PaptUX77g2vddlWdmAeQZRmJsVYmlB7pSx5IXQ0nCOzg4ODwWDBgZQFCxugryVThAgyI1TQkwMW5H2CpWBYFgJKxJ/GxV8RxzpnNuJk71MNepMb0L8jH3408VGoyNhF6Ul7EeO2Z8dDnQSwXPwUktrgdkRZrRciSKnegQp4fBkFQXT5z5uyzNRUAuPn2B7ff+WD34rXp7d4XKvVO6gGIWUeatRkQ+pC8MEWKstUkHLYsDAyAbmpY4PkBcoExHgOAVlrI5pISk+/7sakCsAkCkILOLYnmrAiiTTNNPOJ4ygCAB1AOkjLlRyHMRgIiIgETkQDWAhBjYYUAzYqAYq6x1uaxlnti0FAGoOVZDoIqJMup/FlgR6dFcxJARAwiIi4VjmFyU2wqDrhWlxNEPQuMMXmpsAFiBpOFGBFPeQCMMUTwlbakjDWKGICvvOmuqbarb1z8aVfNS1MBaPc2Z8Kg5ddDCxASBQA5QEAEq3PRxiIYt5flQwvFyE5B1payE/Yehk0H8mQr6x91Wzr0u3zYx08p8sOtMPoPxhRe+kyE+5c7Onw4IwKRsjMd+nxkQaLRhqr4EogOKR6KCB9KL36o0xP0gQ8FuH83JQ/YXzndEQfHgI9Y8Al8wD1NhhYLQ0Mp/gNGqdHMOr6b7NiEhh7q0x62H/DDX2rkyXjaE/Mi5JNdR7CCIrEbD5OQW0gmObPnedoYAZBZiSfi2dm5qcUVu9N/98pFANfffT/Z2Il9v7XQrEfVUPsAKMuyPJPcaGs5txoKgCbpSznMR+yySB3HAsi+hnAOMUzG9wyhT3ZvtgWAmFQYhPU4qkRWsy43w4YUj2gBl4may198rQX7cXgkgEjxZ5qmADxiRQyRPM9NbgoGzEA9tSIiRUCfMQCssWItRIIiJrfgysZaa8RYa0VEJlRQPAjFpcaIsQXVJiu+1uXTpSTThbaGQNbiTKSk3AQQlZt9A8ltAgCaoJVFZsRCqyj2AJg4zOvRhjaX7txWc1VshAAkN3k/YV3Kdmjaf8sWUOoTbT6tOkSAAUCYS+dttf+k+yNP6WP0f/oMmanVg6aAoZBf4fhNdFjFWcSUyyPtc2crRkR45P5dXiKjPgmAlAWIQFJuWWjIs4vsMXxoOz20QSmN+3JEyn3vVR7BzO7g8KQz4EK6yDCIUSSZKhR/S7HSe0LRZTQwnwCq5zI4uBfxOLenOSwEUSRWMAd+F+UZVjmsIQJQqdYmlxcXT51KdpNbV2/cvnELAAym5xeWZuan2h0N+EVRBgkN+tztZ3c2s40tSTIAWvmglIbMd+RbQUNGrJTORQD0c5P57DUmqp1mUI3vLi0CIMUp0/qgd3NtbXVjLRULIKxEaV4a0viAfkW5Sis14mPFYVJJtYFarQaAhQgQa+FBBex7PgBP60ZOBFJErJRmBqBZMRGD4qhCMjyZMkJiyQoDIlJNBhg9yghEYG1xrEUiYixZEWNsbmxuABhjYK21EtteQV4BILdkLAOKmJkNBIBlMooo9PxaHNSrKvQBCNONdnv1zuqNtURvbszPzwKQxPgTGsaCFYZ5McCFEjBZAqnxO3VKMgrWUIXN0Q7F5w51RcJBr7Yjx9GHiHbIZyeDHT14xioILhFZgYgVK6NPAO4VHS03RUeyWZ5nWZZl+dbmVp7nxR4vyzIAzEzD00gjXd8PoiiKojiMKmFYARAGMUExe0xqNDJFYItSfGhumw8puXNPdHD4mAzYcJnQtKTCPDS80X2ToJS+wg4ODp8K7MFz0PtShQkEii2EFce1CQCT09O6Ht/e3crW0p1ul7UC8OwLLwTa60xP3bh56/LVywW3y3u9KLdTOmwaChVHIADagrl8qD1wtqNECKSYrSAviKXve+2J6uJs2GlY33/bswB+/OMf/uiVl3d6e/VWo1qvk68LasVK3UunpOTBhRsS0cFzYLCAiAZX+ii8bE3paOtpzVx+f3t7s3BjYGZPKQCKWIEY1Nvb85X2fR9AFIRxFFXCyPd9pdSMr4tbhX4QhmEljOKgEg5ZddIfKAvNrIgL9xPNXDyxurmtWfmsACgjlFvObem2oRiAigIJvUxhQLYn+Z3+HoDtve7/8+2vrXV3eoGqbUVnwgjA3vYuT8JkGTzvHkujgHIIiPxPtpekkYXxQ/0VCOAyqefIKug9YDs6MveO9mDOhlgugGQBWLEiVrEaevoAkCzPrOxtb+2urq6urq4CWFtbW1/f2NjY2NvrW2sH/QRAr9fLMgOAWRfnGQCiqvi+H4aVMAyjKK5VJwA0Gs04rn3+cy/UahPNZqsa1wEQQTF//N7hWLGDY8AfZ6wLIScYOpDsjWDowFa0GFws2NezHN+o9+DNOI17RxnPMDeeNudx5DQ9DpXQ42jPR2GioYdbzjH7p4x14YiG2iIDHB0KmbIiIkaIfU9FEzUAXrVyt7uzcXVj50Z30Ov72gPw9p9f2t7tbnR3RKtuntmCfRIawJla+0JzZoHCFjMAnxXZYU6HA8eow5NzAhiKAQT1anVxIWnWbjJ+9PrLv792E8BgMOBOa7p5qjpR14EfxhUAca3GirHPcctfSOTA5AHsnxeXrhbbW9sFAxZjxJYnxQVLMMZUvPlCeswak5rSY1isJRHJW6mg4M2wVmDZ7KG/xyAyvdHbEGthZeRwzIJKGCmQB/a09pQGoLTSxARq64pijrQPIFRewDogZpCIFF4pg57p5el22t/o797p7mx0twHs9npqIo7r9VNnnzl19uwXzn0OwEyrUwlDZl227NA6qwh5IRL3yWZ2usckOKTDhYUSTJaQDRPaF+cJBmgVvxSRfIUrBjOA3BpVeGDfP2HK08+frJVR2kIRAQpHIDEmp/19BtKsv7W1dWv1JoBr167euXPnvXff6nb37t7d3N7eBrC31xsMkmSQZFlujGRZDiBLM2MsERMxUWk9Ym2YmZVSzJ7nxXEFwMTERCWu/Pmf/1mz2VxcXFhaWgQwOzc7NTU1NTlZi6vWxiMPJREZ3vAj5i1rwcrRIQfHgB8MU0j/8tALYpgRg/jA6jX0Oxoelh4L9aBxZ9sjovKOlq044kI5hnKOV5LHqj0/AZH99K+Uh0vUady+dMSFlg4595UkeF8kmCxgBAy7lw4A2K3NzZ3dtbW1JEWepdlOCsCkudWkm9U+GUsaoQegVqvVVSBWbVmq9BLOGIAX6LhwcGURwHJJDYsiihFjTdSZAODPLWwH0RrJ//eD711cuymzcwAWV1aWl5fnFxaa7VYljqO4AiAIQ8/zhsSW6GDONEBretDQKk6KZQRrxZa+DSKSWCsiVsQaY0sGbKwIWcmzzOQmS1MASZpkSZpnuTVGRHZtt7jcGGNzk+e55MYYU+wntjc3bW5MnifW9oes2uS5MeYnOoUVZD0AlFgYQW6KwhVZgjJrMoh4bAPlNTv11hkAM83GM43mZL15Ym5heW5hemoWQL3RYmb4bItEJGZkVYRWZOgTubZry/cPDWEIJDU5AFDpiS0wxprizQakKWcAmkjr0kM5yVIMTYxyP+n9bFiCiU0+8j5XzMxZlrLiNEs2724CuHb96tvvvPXBB+/fuHHj9u1VAHfv3h0M+tubu2ma9nuDJEkB5LmxtvBaP7zrK2IVC+fC0sKuikhLKmRWisBTj7VHYej7gapWo2azDqDZaszMTJ08eWJubvYLz//6zMwcgE6n43mesTkVYaVCAJTSUhBjcjZfB4ePy4ABQyUV3g/SYJQpTelDAuCOwzvzOBibPZolHcGuaBwzIYYHvg8opxwDQxy7nA+XAY8dKEYPudHGbM8ju+8DL8yHWZHpgBphmZlcYMsBp0SQJymAnsCmWag9qvlpX2NHAOg+TC4EWNI5WxsoAJML09NxPbi7l693e1luxS/MkDw0So6UaW35F0EkCCJhH4D4/o6ib7z1xsWkV7nw7PmVcwBWTp8+vbLSbDSqtVqj2YyiCICIVVoTDbkvlwfpRW/XD6i7DFXGRuPCiuzrzgBhQlJED5XukIW/bumIaa01Q2uxMUUcnBVBT5Kh9auEWGtteU+T59Zak+fWmCLS3xhTMOC9rPwTwCBJer1ePxkYY0BUlNPzvEqlEsUVT2nWKgojAJVKhTpRQ4dTfnUyrIZhCIDDIPe8jCkHfEKhrTHUcCBPfbL0iPbQHkkIFmVIFUsOwBMFa8lYyXLklliXj1chiGBz+H4xkXNuoaE9394/rD4zjhB51veGzirGZrvdvfW19dffeP3NN998//33Aayurt64fmN7ZztN0sFgAGAwSNLMSF7Ok+XJBoEYSrNHpDSXRHQ0Kmh/ukpzHoZ3Gltu7pBmBsDubkoE7W173ioApSgMg1ar2Ww2W82vnzlzBsCFCxdOLZ8+eXJ5dnbO94IszwAoVSECERdBe8NBROTosINjwB8xoxJomAAZwxzIRPfEyuwv43LYifBTZBEfMVzHYmxkx2Sr9ijCfdQ9+Yh7PvhCOgZpso8q53hEb0yMrSFtjmi045jgacz2pLFehNnv9sICImEZMmBAa09ErEGepFvJJoDMmEE/TZIkaQWml6GXAPBS+OQFnhd4OvDgNaoAFqYmW0GcdlMlooduoNoccDwmW/yhhknOjTGVIJK4CiD1vL7Yd1dvxWcW1HT78xfOA1hcXFxaWmo1GtVqNa7ViqKbNFVag2g/Kv5Q5e2DWqpQeBg10T1tpJMDXz7wj0LI89xSeYgPJiJiLgLqkOwNShvwkAEbY0Z2ZaiSfIyeVn5HbEuUEclMDmCQZ70sSYozbEi9WgOQpikZG7AOlPaICyeKwPPXFibqojuiPdHlkXNAomgAWFjCkAGDC/LK/GnoqdOI/hbuN6IgulDk6PXBGnvpd377f/+X//SfzU20AfyX/+gfnvwvfguTHbCP3BQaxb4fgrHT3Y2rtQ9/xGeAB3seAXmapwAuXrz08ssvv/rqq++9997a2p21tTUA/X6/30uSJEnT/Q6rFDwfWiMIgsIf3Q883/d939eaPc8bykXr4hdjTJqmuUkBDBKTZVkyyJIkSdOsUETJMmNyyTIxBqlBNigf1KV0++7dW+Gg2Vm9cvUSgNdf/8nKysqLL7704osvLi+frtcaALI8UUoxKSIGpIi6ExFy0v0OjgF/JCMdzXWW9mku072EaBSCIZ9kbqSx/mlc09z4RH1cgihj2pUfssVy/AoeS2nGKufjJWcxVnsK7VuS7ufJxhiyQqRAVHjKwljFHIVhNx1oSOj7AGqBH+tIeUGiqccSd9oAphvNSHgbpIwEIL9oxzSDZpZ7ylAefftKJ0nSqFQADITevnixPtnZjSrt+fkTi4sApqenp9qdiXpdaV04ZwBQSpfiYvRhu1gxD2oOZjqi+SRUtH/6dCBAiwB4Q9N5ORdZlJH61Xr14HNExA6vK0i2KfMal2quImLEWmvjLBVrc7EAYkZDUc7IxZrhqTYZ8UCR8nxhbaEKsqu9LA6qlryckA4rYW0OMYC5R2prqPT6iWjJAY1fg1GGZSHYdGcHwGvf+Muv/6s/uPzDl6Nuuqyiie0EwNf+13/x2ne/98IXX3rp1/7Gc+efs54CoH1tFOrVmjw5SeA/dfSS3UuX3v/BD34A4NVXfnL58pXbt2+vr9/Z3t7u9VIAJgcRmMn3tdYaQKVSqVQqUWSjKKrVavV6HUC1VqnG1bgah6FPBGsNAGNzKXzQFXgYc5nleZpmvX5/r9vv7vZ3dvYAbG/t9fbSwSDr7iZ7ewOTlUPEWsoSylMaZHc9bwvA3bsbdzfvXL9+7a233nrxxRfPnTsPYPnk6SAIwzDS2iOoYSSfo78On1GQ/Mwn2X/3fEeBPE9Foa8VS5HpVIw+YJYc0mKWMjFcYdBwcHD4FAftYSYo9+p/HsRAWyUIcgDwDJQwgIw5UVSfagM4vXJWeknvyppc26htZsthE8AEPNGopgiMTbTJlAXgWcuCvubE91phqzMxBWB1pvE/XvzrO8/NT1en/u6ZL77w6z8PoNVqtdvtIAj2fR4wdD/87MIeILiHjnKyNNeB7iYJAC8M+iZnpfsmV0q3UgPAeKpHJgM8qAASZjkAEgUhKDIag+HdPSAsXIqTAVgQaADbWaK9MGTuXVv//u/+4bf+xb8C4K9tdEAzURDCRFpCnwGYLOUdNYiDG754nz/z/H/69wB4z57ZUqSr9bOnz/ogPaLVJFBiYVKTharyZLwEefCfhYGHLSQ3NmFVWHLs+p3br7/xk7/69hvvvvvue++9W5DL3d2d7e2dJLVKwfc1AGYTVbx6vdZoTLRaTQAzM9OTk5NBGJrcZpkZ9FMA/X7a76VpmptcmFUpacJQqjDKCiDlCLcVAJ6noopfqYRBWDwFInZra2tra2t19fb6+h0AO9vdXm/Q7ydpmpGJjRSChhKEFITUaFVOn15aPnUCwEsvvXTu3PmzK+ejcEJxFIZ1AExsDVgPt9Y02ksWw9YeHrXsZmAHADtA3QBdgSX4MogJwAbEAjWgMsh9KaOly2HGDCMI7jNhHKCgD3+B0B9vCqcPEdu2w8xJ9qCi5PDA1CnmODh8Cgv3A+PEwAeSG8iHXjgcjMXvcu9+tWRnP/vcUyT7LQxdg8Gg8K9tNpunTp0qPFx939dDwTKH+8D3ZCfwfA2LuFAAsAhZA/CyLFBaSSG7Bta8B0MQBRKxAGiQIoxHht79BAmFvTdUyLPi03oQ3F27Lb30v/nN/5yvrC6JD2DOi2aCqOF7oUZuUpEcQHWiHS5Mx/MzJ2cab+V7f/y1bwKQt9+ce/5Ca3ru9NIKjfTsZOS0SgdF7p603eR9f4qASCmdpHsALl+++M2/+PrXvva1a1c3Nzc3C4eHbndgLLRGpcJB4AVBAGBystNutyen2qdOnZqZmQKwvr7+9ttvF87k1sDzfABhUA2CKAwVhGu1iWKMeJ6nNStNwxMIC6C7m/i+rzQlSa+7t71xtw9AKfZ81el0pmcmnz13dntrF8C1a9cvX756e3W91+sN9jhJLIDc5KaHJEV/kPT7vRs3VgGs3d68emV168uDs2fOtVuzzB4A36uwJmsPbAOwT4KJGM6M5XAftgFDWTPykAOSD7IcgPYCAxNC+b5CLmALIFOUkZg8QZ7Vgur9q4nII6OJH9sP2ACWYIexbkVIqTmspl5mjKPPgkiOg8NDsh+O8hHIYb8joaOMM3LQZ6mQvhpqGtoDo1U+ju+NUoqZi2iwbndQqVR2fT+O44mJiYIBB0FQ8ONHOLU9fq+QsR9BYYevTGDF9AfKgrUHALt7EIHWlTRDYpD6AMBWhRQFlCDNLSnWAMTzie6NweDha848yqytWAOA8vzVP/3a//WP/6epxM6F4QICAMtxw8+M6Q9U6GesEYcA4umZdH6+32r85PaNV9Zv9Fo1ANjY9Nbufu4LX5I0F33APVkwFMl8WqZ5sVZyYtnYWP/OX38LwF/8xTfeeeettbXba+s7W1vdwuFBa/IVKYVmszE5ObWwsABgbm5uamoqTZMb12+8+srrAJi5UomrlcD3/UqlWqnEAKIwjqJqGFY8zwuDitKq2DH6vi7MwAJb7HCUosFgMBj0jcmsZEkyALCzu9Xt7v7/7L1pkKXXeR72vGf51ruvvc/0rFhJEASpNbFdVjmOrVhxqlKWXanKj6SSlEqpRJJTFcVbmChSVSxbluWyrFjWllAiJSsRCZJYCBAkQewDYDCYfcEsPT299+2+67ecJT++e2/fWUCRAAUSZL8/pnpu377Ld75zznPe93mfJ4oGvV6XMZ71mD7wwP0HDizcvLm8trZ+49pKp00A2u1OqmxmQbPbigf9bQBpfLm1Peh2VKcd3XdfXK83ARTyBc/3hQiygo3dYwONc3L7R9n9uDMSmMgmsITeAK6bTw2AgCfGaCcBDIcGuAbAQycBYjLMF++WUvkQIGBNIzW0rCWOjXZmdmdeapxb2t/99mM/vjNb810eGJioVGbsV033oENk+sHDDjY2RLqaQTEoBgCKbkfVd2aC7vVhrM1axwBEaVSpVPr5vO/7juNkDT1CiGxRy+QRxu4VP9hDOBxHPcK/DIbBwBq2uf6P//ufj1fWARS5dLQxcSw5d6QUqgggmG8e+as/WvrIkY7HSvX64sIiAC5FZmlhh9YWQMYnNoBF26qSdNXqGoDf/IVfvP7cNx6K00N+OB8EeU0AxKCtE5NywcKgPD/Dp+oATM4/w/HcS19d3m3JetVVAYCHFw4/9tgPe9xFrBgknDEC1qOzGX3oBwaZtKfdWt9869Sbzz337CuvvARgY3N9d3dndbWVpMOkLwDPcwqFwszM7NGjxxcWFlrbOwBard2Ty6eJKAzzBxaOAwh8XzpOszEV5sJSsRKGuexw6HthLpf3fZ+IWGatwrkQnDGW1XFGmicRAG10mkZRNMj0JdI00Uatr6/HUdRut1s7OwC6na4U3n3HH/zoRx69evX8+voGgOvXl1ZurXW7UZroQc/2eymAJGptb0Uba+0b15cfeeTyI488DODI0cPVaiUMGo7jSilH05Rl/uHvUsmxt1eh9uMHLlzdb5DTff3Ub//ip5Kd3RQpAL+U625sV7kXkuxqHRxfBHD/f/ITxQePDBzuhGH5yP3fC8D3vSBgxSwDNFnFLJE1IzcnS/YOvoMhO+7KtvsweD/24zuRQLwNodo7f76HvoIdHlzBoEfUYQ4YQsr3EHAm720ILEtPjifuN7HnMAYT+V3GmOu6nucFQZClfse75uQa94POAzYAR6qN4WyQ9gEE0oHVSNJn/vCzrTffbloB4FCpwqOE0tT3nCTulSsNAEkvja8tbYViOxSx0c2pGQA5T2QGFURgt3vsATYkwTv9f/7f/X0A/Zff/OiA7ivWQ2jEkZACQN8mYbNenFtIG/VurXKy1wLw/KmXXtpYF1Lmp+pHH7jvox97FMDc/Hzg+YUg5wq515U41L80IPpwLvIWMNpozocNYUkSv/rKKy+8+PzLL7+0tLS0vr4KYGurlabgHEKi0cgHQQBgemr20Uc/XqlUb95cfvONt4g4AN8PZqbnC4VSqVSpVqsAGvWpUqmUy+d8L8jlclm+Vko5nB1kfc8fXk8aniJo1HYJwMJk22emGpR5Z0RRlKbJ8aOm3+/v7u60drYzBNzu7G5ubu60dg4dnpudawI4eHDh6jtLly/d2Nrc7ffjfj8zn1Nx1I3jpNvtbG6ubm7dArDbefTw4cXpaVXIF4MgJ4UDgHNJBK2/FQS8Hz+IMcMlW989aydHdwAAIABJREFU8X//+/TV08drjTjqAgh2YpnoUPdD6atiYXc3ARCde6efJmmlUJqeShYSzoenPjvSrBzf89/TPGBNsBjWT4lNiBfRPTJVY8kIvj9N9mM/3nfo21eG2zalydTvHZ09gGUwZsLfmA1ZTJojsRqAgmGw44oNGxvBvXtk/W2ZUYVwRZpGjuMwxqy1fMJFbLyiTa5xP8BDCHBwzgyMkBIAh4VKYexbz329CdFMAWDKcJccA+tBiLzveB6AXc63NjeTW067FlI5N0hiAK5wueNgRARn40EngIyn1NqpMztnLwOYaaeLTpgbGMOVDniLKQCNB48gVxhUa3Gt9vSVC184dwpAx2NpMVebnr7//vvvv//+A/MHADQrtXq5kvM913X2FnwCGIE4+/Y45N/tQdBJdn8SY9Zozgkw29sbAE6dOvnFL37x4sWL586d29xcj6IUQDoUW8DsTE0I8djHPwHg4x9/bGNj47XXTlhDlUotS+5WyrV6vVmp1Mrlcq3aAFAulz3P9zzP972MKwxAmxSA77t3bPajasn44iKJuZQjX0YDggMgDBwpEcW2kLeVcmNqMAAwGPQ7nc7a+srm5uZW65zrpgDyuXKpWAuD8pUr11ZXNoHdDEAbo6Jo0GppYqmQBMDzpdaKsdBabWE8NwAQBLk9hZJ7WmrvI+Af8EhjJMnbJ14LAF+nJc8D4AnmEsnICjJeKad8F8DN1lZvU1ph0lK+3+9nR0HO+SQDOLv/+QfeUfBtuyLzzBV51Pd2h66RnWiPu4d55n7sx368bwRMuK3NdLxn0rvkbcfPz2alJig2PMoCUARBMHQbqv5Wpu1oC7c0Efsj9a7BAGMtoxSpBAdANkWsN185uX7hnfmE5v0CgLIWNlFKWWkgQZlVHoPZbW9vruiY1Xmz2hn0AeS9/Fg5eDL1QGTAgDQ6/cqrXqQA1ETYCMswicrnk2bI6nkA26ViYWr65k7vS88++frWeruSAzDIex879tBDDz74wPH7ysVSJVcAMNNsFnN5sgbMgEb6lzTG3vxDxHfLtlhjDIwiRsbonZ2tb3zj6wCefvrpi5cuXLt6dXl5TetxfQNh6FUq1Xqz+olPfKJerwO4cOHy6soqY7LaqFUq1UZ9CkC93pienq1Wa8VCuVgsAvD9QAjhesLaoa8bACIHMNYmqdIZ8Xc4mRiDZcZqDJvPwAUngrHWaMuIOe5oLhs4DgEkpe95DoB8ISgUgzAv643yzq5zc+kWgHa76zqhFEEuV/C8i8YqALxro4FOle73I6Xj7O0cx4njVEhP6dgYnc8rAJxLKTwidqfU/21OgPsg+AcYAKfqwosvLt+6dVByQ8bJewB6SY97Lph1Qx8lL84JAO/sbmytaYPkYK30WBRlc1BKmYHg725y5NvzhGPjNjgGc68c8KQA+/C/+3NkP/bj/SPgOzxuJ3WLJnq370agjGAZzIgRQYBh0Bn8lRwACQ7BwMiyiQqs+XNYEMYYQ0MuxH6727cGvgBGqU4ll6npA3AtA8nf/9Vfz0eYdQpl4wDg3URynkhPg7QQPMu6+mx7sHtjo+dU3IJKoiQejlFGwrUQfHiesQA4iIwhrW2SCXU5nkyl71WbwbFmfzpsFR0AV7c23/j6czeu32JhPlyYn77/CICDjz78kfpUvVKdaTSrxWLOCwD4niscgDhgDMhmNgogBmTuJvQh6oUb7riGcWaMPnPm1LPPfjlDwBcunt/Y2Ox0BlFsGQ1tuovF/OLBQ4cOHX7w4QeXl5dPvHYSgBDO7OxCLpdvNqcWDx6q1eoAKpVqrVYPw5zjOBmRgLGMUqQz5ry1Q+lfxqyFjuJ+p9Pp9/sA2p12FCUqNRluzuVy2QuWiiXXcTOxasGc7Aukaey6rrGaMSOkBeDCOD7zgrDWcKNeebq5CGB9fX11ddXzdsuVYrVWKBR8ABcuXNjaTjodZS2SxG6s7wC4yK9FAy0clqSRtTaz3rCG5fMlR76byN0+C+IHPdyI/1+f+tUjzG+6TkCMtALAmY1NZGATpntRL8lLAFs7O71SoPsx516SJFkOeO9OsjbzKvpeR8CZG1xmkTrZOT5e/eyEFsT+IXE/9uM7GGaCfpnplNJIBniShm8nd6hR9nfcCcdHno6GwRL6gwGAfjRwEpUqBZ3lnwgAY+ybCCBlDsMaGoDOjCKyrpl9KPxNQ6WpcJiCIm0BEOPf+Mxnbpy7fIh5OeaKBABIgwuZ6njAVNHz+kgAKFcOBmlX6ZLDyRGp0QCGPrlmlIqdULUjhk7c/ciPfvzG574CYG663PQr+UNzF7z0iWtvvbp1E8DS9pbQ7NChI4cOHZm9/1j9gaMAvOnafbmwViqXikWHhhVJ4mJoGzJs4xsu7QbEQRz4EIn+ZLcoF7zbab/08gtf+tIX3jr15vLyEoC1tY1OR3MOIeBIajSaAI4ePX70yPFGo/n6iZOu55ZKVQDVanXx4KHp6el6vV6vNyuVCoAwDH3fzwyHiQ25+Vk7KJE1Vvf7HQArqzcvX7lw+fLF9fXVza3NnZ0dAO3dtlJDU8IgyBULRQDN6eLx48cfeOCh+bmFqakZzn0Aq2trly5d2tre7LQ7nd6OSuPsEOw4LFcI87lc0T+WWW/Mzhyo1xtLS9c3N9eEnCtXcgDCvLx06dK1q9f7faU1ooEFsLG+Q3C4GwkhHOkO+gkAlZK1rJAXwv8mIGFfJe0HN1749d+rbiaVjj5SrIRW99odALm81GnsQJSYO9AsgQTAWgO/okWODjqVseHLXjVmwhT8exoBEwSsNcQUuCVreGaoSJzfLec2UZaj/UbR/diPv4hs1rf0rFxiUoaBBABNjACpSWq4mvLkAvC5S6HbFtvkSMEZ240A1BxvXUZ9h0zKCjF3NQfQdbCa1z3HFAfpQqJ00gGwMFeyy6vhgZlwWvRiZLa54wP9ZC+5UipTivhwR7qnvKAZFPbkeLPvRmaoxnAnLjQQSsRae75DkgCgH3/lj/+0ps2UZU2lqpmUGemB6SdSx6HYdpNDHQagU/J2o0QtNC91d+aDwCYAULAeBgCD8dFnyCz1AgsxICTMT3LvdPj03/1pAF8/f2FnZ6e1df7Ny+dbaqAkA+DkywcPLj7y8EcPH1goFgq1WglAs1JtNGcZY1wIO9qrMMr0M2L3Hj+GPtToRxAYgfERNfm2svnw6mQtXgYAWfeOm9nejq1G/83+au9hd8hSvUuKCDAGbFz30FpKDhhjFRERJQCUSl9/46Unnvji6dOnby2vr9zaAhBFmgCjUSj4+XyYaZw9+uhHwjA8ceIl6QSFQq7ZnAIw1ZyZnZ2fm1uo15q+H2SIkwhCMABpGmcKD4BVOhE87vTab518+8SJEwAuXbqyvr6+tdXaae12u91+PwLQ7faVUlK4rutynlkWo9Z0Tr5++pOfXA78/N/7e/9FpdwA8NVnXz579vz169e3tze3tjaNTQA4jgDpRqN27PiRQ4e7H/3oxwBY5qdKNZpznle6uXyDyAPwwIMPJyrZaW8r24oGQx/Gbm+AjW0/Jy5dWC7mm436LIAbS1dcj3uedBzBmbOnLWMAZK7eajRK7nuZR9pgpLSW2SKqiQO8QupDSjDKfherUbItu7+y+8wA0JI0p3FJTGY3FcZSfZPvONROAQ3fEROp7Owls2EjOzGF+cR6S7AwBkaP/SNHv8s+E5t4bjTqPOYTs8CODBqz+5kBDEYO33HUUMrk7Wbmexd+rPcymlNs7B8JZkZNzBosq3WYLFkxgpsEkxnZsKEre6bnpbJrwrJXt2woVsMBFWnX5QBMrADDXAEykU611QBe+bf/sspBdfdW0CmBOQMLwO2lkhxyvDb4ltKRzrYDN/RzvJjzqnmXiFE2NlaBDGOj72UASIAPj9jGQmcO9gbWAA787zIC3o/92I8PXdyzWpmtrdJxAAgprdbEhvxOM1RisgDIWpCxQ8ebiVWfEKsUJkv/Wd/1FONGm16/p1RpBDtkltQaoyj+4fVNuOPgMZGPH7sF0D2fNvmoAlxymUCaptEAwMVnnr118coRkp4QYDyFzbCmITAibiENRM4H0FVxp98zMPXp+vRMI1fKA0itksIBh2ZIRh8jJSOFhcHSxlbLDFYHbQArvd1u1G31Olbymam5sFIEMDM7c/jQ4sGZualqrVmrVkplAEHgQ4isKPltZWXEmM+6h4PvBKYjEDNUkbB7Xi63VQxptM3ffeC7zf3w3VMrNOFqxjlZayy0MYZznqYJgBdeePHJJ596++23r169ur6+mTW9cQ6lUCi4vu8fPXr04YcfBsC5vHjxEue82Zyu1xtzs/MAZmbmpqZmGo1mIV9yHJkBXz3kBVrOSekkQy39fv/ll7966dKlt95665133gGwubm1u9tut/vRIDFmqI4iBOPcMdb2en2i4QEy0WkSq8cff/zQ4tGLFy//R3/tbwL43Oc+f+vWaqvV6nbbu7vtDAU6DnM9lqZxuVI8euzYrVsrAAZ95XsFKd0wDGdmZra3JQAh0drZ3Nxc19pum900GV7/NE1b27ubm5vr6+tra2sApJQ7OzuemyM4udDh7O7hYAYK71kLbc90bgjY+MRiJQxnBAtjrWWw8BgAY6zRKWcCnJkR4ByJmhtoI5kYFqQzLQ1igB1XzybL7Ay3SaS/6/y9Y/W0w2yluP2cRiMC2viwR4A7KtMNtXosQLCjHiqzt5TCAJwwORvGE2HvMWK3MbLvUq9UeyotbFgNslkugiNTmTYgxkhyC8pkDDLZacHuQWHKljXm8U4vApALPIJNuh3HkaTUH//u7wAQqfaFDLh0wNnwYAtLAGep1czhTi7oSAIQkYrVIGBWCysghRYAyJBg0KO1glsCwIY1SjtUR+EAwNlfoN7et+eIkQ25AYiGJ2wL0N19EPtOGPuxH98boRnsqOktY0Rket4MiNMUwCCNbaqjJJEwlhNlGwWjTOeQWViCYgyAZoYscQtifDcZONwFoI1u5vK7GkiT9fbmvJneW0YZy0DwpCLEhz743gaU5XjYHTso25NCNxNrI/Mss6A4gbFXn3kewL/5+X80PbB1wQuOS4wN4nSY7OSMEXM03IHZQg/AwDjFUt4p5IqVqksQmTGx0FnOJJN5znY8BWsdQwyFxZnjU5Vwtg6gcf+huNvb2tzUytSnmtJzAfj5XKVcKRdLpSCXdzx32GnFrLw39v3mw+fcDXbfFffw0T5tLJDS3kmBxg2d9m7wkSEMvneh2btqUBBBaZsduBgjbVLGSHDeH/S+9tXnADz11FOvvfba2tra+vrmYJBmt3wco1wOXNd97LHHFhcP5nJ5AGfOnAnD8ODBw9PTi9PTMwcPLgKYmpoqlSq5MCcEHyVEYWG0UQRrbNpu7wB48+Trzz333KULF9+5enV5eTmJYwCp0oOBFhyFQhgEoeO4AMIwzOVyQRASUZqmaZoC2Gnf2t3p+H548uTJNNVf/9qLAJIkTRKVJInWaRzr7AJ4HlwvDMOwXC5HUXLu3AUAlXLr4IEj5VKtVCqXSqVcLgRQKAapivr9rlImjlQ06ALQGkmS7Ozs3rq1Uq2Wi8UCgIOLC+vra1J4gntSBJmWBWdgmbaMscTe3zY/gYApy+fe1jsvAFgyiiPmNrUpAMNh3UyvUfGRsyK3Vlg4YIzEsFt/CB7JEtREatljt81TPrphOe6sImRUz+HT9O2oxhKbwOr8jjPxxB0r9D0yEJlyAGN7HVPZEqtg7YgIICbece+lJwA27jAgIwBo23FNhAQgwZnlTNtMtMtay6WwFsraNLN/zM5qhJw1NCFnQAZ8lJXv6sgPXQCdpFtwXEcIxPrkH/3JV3793wL4aynLC7fMvNAyptTwSMphBEsYGVKRMK1BGwAPpVP0itU8hGXkZk6ENDr8MMpS4JlkPYYHBbDxMTrLSTvfKwiYwTAQDQVKrb0XAqZ300/Zj/3Yjw80xqxfjGwdjR3lgD0HAElhtLGMLJEdzWsNy7J8nYWhYR9e5n8uDGNATyU2w0zGVBw3jhJSST/uZpv3mN31/WeMnBmIsIlkyR1rXbaY69HeNy7EcjIuWRC7/IUv/rt//EsAZmLKD/SBZsFLtWV2wHV2kR3BOKxNDO8nW/11ADvK9VxddcPjcwcOV6qzQQBApim0AHEPGFdmnWydttqXIswXxOIBAAfn51Q/snFacHNxf+DmAgADra3kuUIpcF2WjqrChHsC3T//9DLMht0bFd1tN0igLPM1mLTzILDRv3QvPD1+HbMHPt61+EFDAp6x1hD4IOqdPPnm009/GcClS5fX1zdWV9f6fQ1ACABwHDiOOHr08MzMzNGjx5588kkA5XK5XC7Pzs4tzB+dmpqanZkDUKlUPM8TgoiNHdSgTeJICdjr16899dSTAF5+5cUbN268c+nGzs5OFKUZIjcGnKFcLs3MzDSbzUajAWB6ejoIgjiOu92uUiq72oN47ubSrYsXL1trO50O7ABAFKlcLoyiaKgpPETAslAoVCqVcrl8+fI7WeqMwetWe5Vy03U9z3NcTwAAqZnpuY2FjdXV9Y317X4vATAYJFpZpXS309ve3smcn+fmZ9rtdi63UyxW4yTiXALg7p7KIYF/x3jA9q4fjIEAUfYPsRHb3Iws3u2Q0wCmjRqkMHAcB9KbPEvpES3ejmowDGMexG0Fh/FNqScSw2acOb694fjOStA9y0R3/3dMi7IjKgJAzBCDJdITRwDB7qyKDO94mlhkRunIseqAik2W5ZYMHo3YRoaySh0RkIAYKEotg/Cd7IL0E+M64CAx8V5kQQQDONxJkADwHRfWAPbUpz/7B//rryw6AYAa9wPhh8S4MqQtH9keaWPAeRJF6aCfJBbAdKlUn52ZOnjwULlseTbvx6ySu5LPdm+cUgKABFDfQwh4Pwe8H/vxoULAepQD1gRmh48wILEGQKq1MiqxWsFaRkOwywBYZg3Azd6fM2bgaE1AAu0IAkBKFxl2u5ETJ8Yk7XYbgO/7nud9/8HfbNug0bo5NmCb3BP1kOpnze37pDQJtDn79HN/+Mv/Z26zDWCG3MO1GSdKM7f5lBkAmozgRAaUatKx5ATAZSbs9tKz13bD0uZ6r3n8YQBesQ7eBwckPJn5EIFZC2WgEDquZeSQAcCE0496PgRP7enXTy0cPQKgUC2Z0ItVqokVpBx+zvQe4h7fUp/KXqqKhq3St+MjGoOPMZnGArAuYxga22VV42Fia4xPLMGANIaM0DFGKb97adSOKuTZDNA6FRzXrl/50hOPn377HICNjfWN9a1BXwsBpZBZB9frxUql8sADD8zOTp84cSJT+S0VK0cOHyuXy9PTs7VarVQqA/C87FNnn9IMNcWkSNLB6TOnnn32y6+/fgLAlXcuLy+vdHb6aaoBuK4HIJ/P1+u1xcXFhYUFAN1uF8Dly5f7/b61VggxtszIFfgjjzwihHNreW0wiFWavaOKosiMOJ8Zds+yv+VyOZ/Pnzlz5cCBgwByubzgThCErutzzsKcByBJ+8akG5sztVotDG9K2QEQRam1Nk1trzfY3d3d2toCMBgMkiQNgrBcqgd+wZFDt/MR7M6K+e+DRTmZwae9Tt9xKpIBJlFkrIiT7aWbAC5fvHjrxpLVSTGfnzt4aHFxEYBbb0rHgSAIDm4zcvGYZsAwonABKe3JZvPJe2Ui98xGU3hMcohHHAEa0Y/Z8NYd3d124iwyAU8tv/OmZJigF9txhc4Sx6QIuyGzJzNLoLtkZe1dnx1AlcCzj9SNdpfXlt+5un7tRr/TM2bY38xBjYXZ448+Es7NIIqzFHvOcSMw3MYtzr6NZbAWiQMCIEyCRL/+6X//x7/yq4twqpoDKHquIwXXsFrDGsaHUNsobUxitAGxuNcGwEt5p97MVTb8wnJ42JOGA4CyBAg7IpKMeSFgGSk5KxABiMmkFmB/IT0k38YdnJIlAnEIQRiL71gYsnd6Ak2aBNF+e/h+7Md3EbFZNVpKNFlGw72TwWbp3oFOGSNypKJ+DKsZBzDQiqxhljNr9/yTGUlN0hBjsI5oJwMArMenbRi30976pjkwvbm5CaBYLI5dkb9P6L+j0JPb57jpjWVruAUQ69TAGGMkIwGITPoX1L92/TO//q9e/9xTB7RzwAkBTFleViBrUzKpVpZnXBGeaCU1POLcoKIsAJ7EB0mtvHnlyhvnTxv7JW0BMAOdasO5lVw7PNO2E8QkLLckKZDFcOrIQQBTB+farZ0rb53prW0Ffrjw0AMA/vbP/8zy2q12zj10/4Nda/N8mOF4b33ZiTHDdKuFkJ4FFGx2qxHIqlQQk4yZQcRH/Fy9s7OytHT51TODjfXdnRYAMsYYbVQSFPKFRj2sVwEsHD0yPTcvinnj+UqwzMZFMGlhrbVEjG4vQWeUTGO0GeJ4wxguXDr3B3/w+2fOvH1zaQXAyupKuz0AoDUYQ7kcAmg0avfdd9/Ro0fPnDkTRdHBA4cAFArFAwcO1ev12dn5YrHoeRIA5yxLDWqdZJ4aALZaG88//7Wnn37q7NmzN5auA9jY2E5ToxP4Pi8Uis1mA8DRo0cPHTqcJOm1a9eiKMqUocIgVy7XgiAIw9CRw2yXsjtG4xOf+MSr5vUkUdevLWffLk01jVL1hUKQHThnZ2cffvjhs2dPl8vVwC8AqJTr9fpU4OcDP+d6kkgBKJcqaRodPnx4aWnp6jvXe90oywGnSWoNlNI7rfbu7i6AjY2NRqOxvb1VLGyEQV4IN0PAQmQCeJMc+Pc4kZI0AQDJ4fB+kpDDOVgSdwGUHAeJvvHG2y9/9v898eQz2GgDqAhPWuRhltPkfODzYh5A4/ihH/rP/tbCX/4xFILE48r1AKRgBO4CUoPiIexV3rvn6IzRRjPOKBMoUCnnPOODJSM7Tg7AarIGGplsTlZggBBDWnuqMvzNXKkMaZcnOmVcZsWZhFIHwmGcKeUwgTHVQRMsOB92BAJIMmQ7noR7CVNYA52krmBkDACVJp5g4Oz8G2/ceOprF197HcD5k6dYb1ByXN+Qa6wrRuldIU6RecKTM8eOfPyv/GUAR378h4PFgygXLVniIx6TSkkwGCNgHKONVgB6N5b/9J/+2unPf3k2wkPlKT/WAFxHwloDA0YASzOVFWM5GDeQqYm3e4fBAOystrce/+oLn3vmGaNbPM6+mYIy2jiOzBdygefTiOjPXH9A5NYqP/6Tf3PhkYcAbCaDXKWsjtw31g/GhMPo+7Qa/fY84YiB0W0+q5kCmv1zCwH7sR/78V1BwAyaDWkMmmAtiIEsmB0+mFjNAZKcuZKkscOeFwayZA2BKYZkaIJAjiZpWEpp7JA1GkAuSms6iRVW2r10d3trqwSgWq3WajXP8ybXpu8PHvCwQGfvTMJY2IGOARBnDrjRyjccCdCPAFz4+vOf/Uf/INraOUzOQd+rEANQFZ4v0OlE5AqyQ/tMa5HZzFvAgMKMGkjcY0GT+xGZGMOMg7XDlhFjyQI6NdmRw1gLaxvc7WxGK6uvA3jty18xWje83IO5ss+CdGUbwKk/+wJ/7L6NapgG8sjCUWUFAPFeh8iAAWBCGGMGOna4FKM2HklgnNtOhxxXra8/8/nHAZx46strS0vba2ufjMqCMcmHBVxGFla3jd4mm3IG4DUpOmSdauXwxz528Ic+eeyjjwDw5uf1dE5rQ2Sl5KNNcYiArTXaKIcPd7cr16/8P5/+/UuXz507f2ZjRQHodvsAOAdjcD3eaNQALCwsPProo1euXEqSpFKuTU9PAzh8+Fi91pyZmStXSr7v8iHl1yqthADn0CZZunkdwOOPf/655567cePGzZs3t7e72edhDLkcr1TKR44ee/ihhwAEQe7KlSvb261arTEzPVculwHUao1yuVwoFHO5vCPdbHwTvdpp9waD+Pq1m1tbrSz/GkVxmlprkYGB7MGDBw8eOHCg1+t1u9252flSqQKgUqmVS7VCoej7vhBD7UTfD/L5fJJWa7VauVze2toBIKUYILWWklhFUdzvDwC02+1Go7bbbnV77SgeJEkEQCnNOR/N4/dV4bEc1mZMAAKssUkOftTfKbs+gEvfePEzv/avrj7/ylGv/KAWZYQApnkuAOe6E1Tru4PB9lYfQPeN80+ePF197CM//l/+dPkjx1ErAdBSgrjDfcrOQ3YP69yh3Eq0R/6lEQ1CJAZaMcfVqfJ5jE4XwNKVK2dOnW5dv97b3N5ZW99eXwfgSTeOE8f3pmfmZg8dKi0eBHD8gQdqR46ISt4hHiWDdHg0lQpIkAZCivECovfmD6c9sGtHchSTpgscYNY6nJi26LQBmPWNZx///Oc+85nO9vZH+vClBPAjjpcvhwEx15A0driaMxYZlXIeMbtx6szzb54EcOFP5g4dP9b4n/+nXD4/YOTlQwB+LjBGUaqEBXqD808/A+D3/skvifXWI6VqVVAujSthCKCf6ix5b4hRlgjNxMEMmDbSMgcmZAJAlcQ8dyNmFMBUxBkHQByGa220bhmt24nRALjrKU+7zXqqpT59uZVaAMgH6CbR3EHXdb/jakLfDgsio//SiE1Ie0nrO8XQ9tO++7Ef3xthR3MWI9JYxgyGhbLZRqsEyDIiKSxLtc1q8ZZo6BNnCIpnjboQhjnaWKIYQw1Ekei8Mn2orXavvbUt67MA+v3+YDDIpJ2+z64nu6timG1QhiznAsBO1C55oS8luim0PPV7fwTgN//prz0YRx5nU8VCPczLRAFIoihNNchyGGGzwu/wdZklzWAstQf94elBsMAyn5PibMgCtNZYzUACnI+ssa3kmXiQtxMxlhiPAJRrNcF5mJiSZZ4aMoaXzp3PzZc6rNh32GxtJs/z7wfWCC4BGGMFmMvdLKGbDvoAGONgjLh89bd/93f+2T83rV0ANcebkuI/PPpA7tKO70rJCAAzRhJczoxRsUqZ7wPYTeK21v1WtPwZouPYAAAgAElEQVTkc+e++OzyJ38IwE/+7Z9a/eufsNYGQVAqlcZ0G2stQEqljpRR3AMAMi+99OKZM6evXXtnd3c7TYNRRk9n21YYhs1mE8D8wpyF2draqlbr83PzU1MzAKanZoKgUK3WHNcdEiQBa7SxKcAB09rZfPLJJwC8+OKLFy9ebLVarVY3Yyw4DoxBpVo4duzwkSOLU9MNAE8++bTg8mMf+/hgEC8ePJy5aUw15yqVSi5XCIKcEMPKcIrC5sb25uZ2EASZgVYGZYg0AKVsqRRWq9XsKxw7duyVV17yfb9QKBYLZQDFYiWfL3hekGHl7Mtyzj3Py+VyhUIhDMMMQDPGsh4vY4xSOqPyd7vtTA5iMOhH0SCOIwBaK2v5EDUSvZ9EV8yRZQ19wZJoUHG9aHWjUCy++rt/COBff+qXp0g8GlYrCSoa84UigAKTSacnA9rduuU5/pFSCUArjmWqOucvf/5X/+V//LP/tXtsEQBr1LTvmVBY4ZA7BJp8RCewmFQZAwjEwIlDWwwiAEy6IIKCubH63Kd/+4WvfhXAtYuXy37gW+ysrIbcObKwAIDbXppqTbvq5vbZ50/0MqWRQr4+Nf13/49f8h663/cdEfcA9H3NhDM62Y6EKSY4GONMoswIQTTUXTQTy46NIi4ltrZXX3gRwP/y3/y3Xjx4+OAid8L6QOfdEIAvJUs1S1OXmCeGy69K0lzgac5348hzQutJAKqf3nz1zRN/8NmHHn2ksTg/dfgAAGW1tVoKiVh99p/8yjc+/VkAC+QuBOWKYkUpimHYbe8A4BSMlOegR6wNAyso8+TJKmAWACeSBJe4gQ2tm2nwWaWVhbYExpl0ISWAAQMKpbA5s+nwte3W8uXLAKhRbTqiHMec8+8mArbjcaK9Zsl3zQHvx37sx/dAmInZmkHaMU0z1QpAnCSayFpjrE20ilILICLh+8NJPwbQZMEMHA0jGNFQGpSnqWuVby06ve72thfHADqdzu7uruu6vu+PU79a6+8DQMzu6H7DsEJpgL6KABS8PBkFQwD7/D/81It/+gUAB2TuAeNyyUVK1OtnhAfDDSPreq5OFRtrFIENu6KJLMHmxHCPNpbBGlimbUb5JUAScWMlNDdsmIPRVpHVQD0XGo1YKgDSYURWDBJH2RyXcaIAqN3WyrUrbT7ruXJna2OqEgAAf68IOANtqZGSwyLpDxzpuNIDgE73xHNffebf/c7VE28shLnpxiyAuuPWvEC3umK2SNpQVhBPlVVaGStgfYkk6gAoOq4UsiDlVL2aSId6fQCvfunJG0Xluu7s7OyRI0cKhVyWzzPGAiSEAIxSCsCbJ1978+QbrdbWyspyf6DjOAFgrAEYkQ0Cv1qtzszMAJibm7ty5YqUslwu1+v1DFwGQS6XywkuhYRSWTMVGLOCGGDWNla+/vWvv/baqwCWl5e3trbG8BeA4/jVSm1+oXDs+OGFhYWvPvcVAM1mvVqtM8YeeeSRZmOmWm0AqNeahULZdXzXFYxnfBSkSLSyg0HsOI4Qgo06jYhgDIRgQRBk9ssLCwvtdjtJkulas1gsFYslAPl83vO8iRmXfXIuhHSz5jjHyX7LOWcMVjNrjVIq84Tr9/ucU7/fj+MoivpJEgNQSlnr3j4b3mN0YbICfS/pFx0Xra5n5JP/4Je//IefAXAkwZQrZ4KgWnBkquNBB0ALCHP+GvWCZpD0EtXaABB6uRkSm7uJK+M3/+QLc3/pRwHUHnuINeoRdyjkY6VbX9O4D85OEMoBWGOQpK7lTLoAks3WW6++8fqTT7/ywksHV68FjgfgUZFzY6r6QfP+WZmawW4bQOC4AIFxZVnEnC5LANg+8eWt3/qZX/wrP/U3jv3UX/cWpwCE3BoORUwhHUmHTywgbChbAUAkDAxEkHzYU5s9RViAaOuNk//fb/7W649/AcD9fjhfrIY7g7Lr8aCQJee5ImZBBGaNUXbYDkosHqSGK1dIwRmYC8Av5PLF4lYvuX72wtLarYckATjwwJFQOlvvXP2Tf/Yb5/7s6XnrAbgvKFUtFaSwVq2uLVebVQB2FzSyWNJjqTaCJghG1kCbTFwYFkbDGpAFRY6jM81mLsA8Da2tFr7LgwBAWCn587NxqXhj/da57tam2gWQ9/GjzY8lSeI4jjFmUqT8/dcVvx0EbC1spk5sAaso09yzbGKDxEShYT/+IuKb24/a/cPIB3W1v8ml/p4ao65k3CJzeMu6V1JmNYEZs9XeBhBDS893OJiHgsuMSwC4FhpGcQZijOBqDYBpgJAIUhzcDt1xY2a7NiFDzQ3lnU3Xjh4DEO8E7bXQE0zMzFgSZCwAYUZpDYk+y+hucGACY5FauB+sWYba23uyvhkzoUTL7ETv9ujwYPb0Eu6x8xPgC2f458YgAhL20p898ZHaLAA/trl8LGDNIJYWSBWA1BhyWWQTkA6Fm8n+m1RJx4nJxLAUuGqgABBZy601hnMuhTOCNUwJoV3XeG46GOSIAVCtHS9K3CTdZpoLVuESwCC1CTQJlhL108hNfABlzjcuLw9CTxeLK2urh3NTyFjLLsv62cxEyzkN67B0p0jZ+E5PhjdYD2jbOODK0dp+6QUAn//N333j9Mna3MxP/gc/MVWpuL4LgJH1YhUm9rqj9WBAvQEApx+Jbp92OrrXp1SbjAPtScd1nHIpd+iALuSXdlsAzu/uvPH8C+VKhZGYnzugApshYM4JSLWJBcf1G5cAPPHE45cuXlq+ud7rUL/HxtaJBOsFolgOytXcoSMLAAZRr9frz0wvTE0tNJtzjcYMgHKlWiyUpcN0mvEIMm2pBEi7g86XvvRnX/vaC6dPnQewvLy2tZUoRb7ncGkBhIE8cnTukY99xJHyhW+cCHMVADMz8wvzizMzs7OzC1NTM/lcEUA+X8iS6JhQCRMkKpXKjRu3rCWtobUFoLUxBpwjl3fyBa9aLQO47777X3zxxWp1tlxsVquVcrkIIBfmMsGKobzhEDdwxpiUjuM4E+5cjDFSerjLR1GEkfN5HMdZPUepNEPAWhvOh+q8exK07+FkPmpLywkPnd7q22d/63/4Bdxcu184AOaL+UDpnLU8SeIkhmQAlBSbaeK44U6n6/t+kPMAdDpdCTnn+utbu2ud0xvZ2ZIZcXyR93uVmYVKoUxZhxgzqeoXnRwzsFHKPZmVxVKlmFKe5b03zzz/R38M4OXnnu6tboahf1/O/6tU0Rlv1Xe0y401NOg5mtf8HADVi8C5Njpi2mUoey4Ari0iI73k+u//4cbTzx79O38DQPNv/aWNQFoS0zML1k602hH6zEZkfVie2FHOghFZihXnnCkFgBhL1jZ+/1O/cuGJr8w5/n/68R8D4OSkL3lFk93c7aRB6HlZTt1ntLN2ywx6Sb/LRm0fipAwlggry/nK3DwAp1jspekLl845q8GB+48d6PcA9DZ3vXw+vrF+4ZkXjnmlhyolALlOr8hZnPQSlgbVwq4eAAhlQRttjOVE3LKhV4q1LKPQGQ0us1U2ShV3HO44SZJqz8tWFc0ZXEF5X5byolqy+RBAW7LXNjZee/Pt85trqJVLlYMAqrONcK45th2d7NN9/y6k33Yvpx1llcYKo5O7AbN7UDj719I+Hv6OYrJvej3/Ylxp39uL0vf31f4ml/q7MUbvGgljrkaQZtPTpAyKW0sQxkIZAEIwvxAag17S7fnK9BgAOyALmTICkTSQGQK2GQJmCcEam7UgRQ6lNhWgqZ6a6cdXLl8GkEg5CPzdvO/Uy66bF5nauaGhkoJEDMRDCpUBDJT5oBGwHuWwCJluqJ6QG9oTEhjphVoMn8Pf5e4el4QZILgAs+i2H/34xwudBECQQudiPlB2Y8dVxgwGAIxKZOi2o5iRBQezBgAnSEdGRg2QikCEMgTg5UKRc60AJ+ZwhywHEBvOq1VTzotyfn31ZtzuAIjODXJkS8SXmBUGXpT1jaHnUMx5j8imVkYKQI5Lbzftd6KkH7X7/dhoAD63mf9xluvWE9YCe4vB3Qh4tAtEA5542EWivK77/NlP/1c/A+CQU/nPH/uxaL5mcrn1Xu/i1gaAld4O2r1CO13zzUyxvFisAZjy8gHvC+245IthZyAGzFCpWDh+WE9VTq3efHXpIoCtQd8W3Onp2XK5AvAkVgA8TxIZg4Rx1e7tvP7mSwCWbl5bW1vf3GirlFk98T3Iuh4vloNyNV+tlwC8fepsvlDIF8qVylSpVA/DIgDfD6UjQLCGhCOBFECS9hhP33rr1RMnXrlx/dr21i6Ane2+VQTLtNalcg5Ac6q0eGiqkG8sLy/7fjkTPpufX5ybOzA3N9doTBUKBdf1AUhnqMVh7R4CVkp5ntfr9tNUGz1qYGUEQDoQEuVKfmZ2GkAcJ0ZzyfOlwkyxmM/lAwB+4EopxingDCvQUPGAE5HWOkuTG2MzeJ0B5exBx3EyO7FMn9gOZS+MMfY7so754E7WO6Useslv/NzfL3W6OdhpyQHkkboCAspYYoKprE3KEHe8XE9LIWNrdrNFKZCkQOmgSEwbvXnpCoC4ENTzQRgUBtsdxQq5kAPQ3ATcI5hetx/mczvdHoB8LgyYgDZPfOpXnvyNf9OIFYCHmw3DiGw815g6vNbvEwHYgt22qk9acEawUhsA3BGaIeaIBQCTPSgBSfCjjcMi3L12/fIXnwCw23T9Rx8C93Y3t8NSZchdNwBHzGwPxoN1lAagAie2sRrERTdEoqnTy3gMv/B3fjpY2v6R/NTDcwfFQh3AzQJu6V5XsdnGtE08r5QHYOLo+tI1U3JT0xUaBWIA0ij2HI/5ng09Z35KL84CONNpvXzx1K2wIBIUdRLFKQBSRvaTHMQnH32svNOrQADIx7HpdHhEOupEacQ9B4ASTKeKWZKWhAbUmE9NqbWGMx76MsgBEJzLIBcWS1wKDUuCAzCuk7pSBW7fEysqWot6AP7s2a/s6LQVR8ZzjjYbP/7JHwLwsUcfqwo/K1mMnXomO+E+OBaEITDao0PcPQ3MuG/RwtJtusD78R2Co/Y7jlX34z1cbfuhGqMhnBtzggkWWVUXXAjXc/tREmsVWd2HBdDRSUETJ8aIk0XGPCVrTSauDhpbcGZH8oxXZ4wNz60CYGEtbTa7aiAH7bp0XeYMsaEHTdAMHhCMFyAaqdV/wGyGCQKDvbumS3dJ2b8bC2I0rKNWbmNNwuL+yjtn53/ih3vvLAPobO2iveoTS7nRqXIFAVCGMWM5ccGYToYpMSFEZCkWnOdzTq3k1OYBsMCxgdTcRGnaipKkr7LMbjva3rh+q/tO1NnezHd7AGqtjrWO0lDcGxM1NQ17H7mx3AzzFA5jAedbnUG00+7u7qxsrQPI1R0Odyy/z3GbcdfdkN+OsuPZ8SV04abKkeylLz7zL37uf3/M8wHIWnkwlT+btm5cubq+tbuW9gHsMCW1KSp0FFtaaZ9eugagweWCl5v1c9V80bPEpQBQajZ4tbyqotfPv/XC+bPbJgVQX5grheGhQ4u1Wi1NE2MyPutwO2TELl26dO7cOQDLyyvb260oipLEcia0sVkilDhJKavV6sLCQq/Xz3DkzPR0tVqtVquVSjWfzwNwXZdzEEFIGG2YsACkcK5ev/bMl59bXV1dWlputToA4iQCuBTC80SpVAJw9Oixw4cPXzh/TSlVKBQytvFUc7rRaFQqlWKxGARBprM77seaPDtzzvu9qN1u93q9JEkyeq7WmghCUBiGjUZjdnYWwK1bt8IwLJVKhUKhVCrl8wUAvu9LyfeEMoZej5pzbqHjONZ6aJmb0R6IrLV7NuZCCCI2Qsn3LHuYu91gvvWQgO72ASDW/+Jn/8d0ebMgvSm/WA9DADbqW0IMnRWaMsMwbg0ppdmwJ4EP28SYJkMMhuBLV3QjAK23L8p8OZ+rDqxcBZstzAEI+jrRiQrdNCfWVc9xLYD2rZtvfP6pz//ab+a3u0cKtabjAnAYCrmK64r+Su+mbzQnAIoxT5MLxjWkHhqqKRq63jCzZ/+WaQZwS9ZhjvY6N1YAbD7xtWlihQeOt9Obi57nyWB8KbzhIdPCIQB9rTl3HGEwiDFQSydPAfjUz/2sM0ir3G3kc67vXt/eBPDiyvrVQVv0VSmyupQnGlbVoq2t2dDnvdaM5doIAAW4Hvxyri4WZlqNwsmNVQBfuXbh9MaSow88+PBDhw8cKOTzALpJtLGxOohbhR95sH11KW51APitVGqIxDIw37isYwAwrpi2LGtaMFpnXsecW9+xnus1alTKs0IBgF8sddJ0tdMB8ThNEhUD6LZbO0nUivtrvc7S1uZKZweAWyzEoNmFhQc/+sjR+443mtMAPIscExlv5+7s0geoBcFAmSIjgY2We3M7G57dvmFkcvr78QFmZPcv9wd2telDMUbD8v3IDynlQ2kzTmBSAOj1+/HWVgpIgTSU3YEF0NI2VIazLOk04pJldWBtLSc+6q0BwVhLsArELO672gYQicudvB8VpHaFY5hbqAIAlxEjBUggb4d1czCCZH1ugw94YMUIttKwys/umdGdeIAB4g6/34nRtiALAaCV7oQy15bdraq3MZuPnCaA3Q1eXFNJJ1q/uRT2OwtBHoBjHaWtZA6zVqeGkQMg5iJ23GB+qrg4rfPBG50YwPWVpQs3L6/ubiqTOsJxhQsA3EkZZ/lwZnZq/v5D7UtXAPhJst1JKdHM8yztaTswax0NYSCMSaMIAHwn0Jw2d8VUxfZ7t1orAJqzTZ9JDuKMGOg2O2xj90R9sYd9s/PDMIeZpmJ967f/t3/4+peeeFQUDjSbAHL3L74iuy8PWtu6V6jnqs1FAJV63nXcIslUCKY1ixMAtt3d2u1sdro0iLjS1VIFgDW7N89eOXvj2nrU58XC9KEjABqHDv34o588cGDBcaTrOp7nDkfTpIKzlfWbL7300rmz5wGsrKy0Wq3/n703jbXsOq/E1rf3PvM5d37zVHMVq0gWScmiKNmyJQ/djo0EsRoJgvxLgPzoH40gbiTInwSNoBMEjcBO0mkbidVou4fIbju225ZliRI1UJzJIkWySNbAml/Vm999dzz3nL33lx/73levJEoNFUVKNnh+1PjuveeeYZ/1rW99axWFNuaue5eQ5Ad+EAStVmthfnHtzhqAOEqrlXqtWnfw1PmUKSVdIcFshbSDQQ9Annf/6ktfOXfu9XcvX9ve2h0Oy/0iKE7iajVdXFwEcOjQkV5vMBzkrVZrZWXl8OEjABYXF2dnZ2u1ehhGvu/fw63zPXy7El6/v72xsbG7uzsYDJw4QWtIiTAMG43G4uKie4e1tbWZ6YWJJXA1jhMAnue5Abgx7zsxMPY9b2s43NzcHAwGRVECKIpSCuE8hj1PxXEMIAgiZie9EO99P9x1fL4fcT+VI1kWAC6+8MrC9PT0mYcWWfp7Hd8pwi2z1cYaYhYMh+0kW7AthQeCsuPJNiNgCFqBGFyUC34CoLJVFC+8PaA4+dSjZSO9PeoAOCoCz/dznSdC8Pra177wrwA8//t/XG+Pfm5qLlxoTK0sVeemHbRXBYteMdza3avl3O4DkFvdqFNkJTxQSZwLDaCQbmll3zLxft8bhYQH2ivzNE6OsQfg1hurq95z6zDpsSPhrZtxfQ5AUK+AEJUIBRVSbCsLgIyQEDQyKPjL/+h//voffhHAShLUgvBwVpsO/Hw0uJn3AVzz9HqrnniJKVRvXkcWAB6Ymn0sqJz7k7/086IZVJFUAATVVmNpsawkF/P+MxffeurqRQB3hJ4+dvTRI6cff+KJleXlZq0KIK1VReR3fG7rTrfmdVdXAYTbfrQKu7Pd6hVHZFy3CsAAI4c+GTwiKr0AABopNyrB0vyoWbm8u/38xdcAXN/a2hsOh1orz/f9gIkx9vZmlsKLwuqhuaO10wCqjcbi/MLS4lKr0WzU6rNTMwAatUbo+xyFyjm7/Vi7qD+aG9q4NUawE+86i4MdsnFMBtFdIQR/BMk+PAoYH0lOPrSj/UMO9U/VOWKCEZMOFVBIlBLEUBbSWgB7nT1JHNZrMpXbe91UGgBBEs11jGFhmRljz1Vmdv7vDLKTJBw75pbGnOnRQgB4540rQ2GSLGYZdPxQVRLXwCV4yqX73LX5cebhH/aFWx4wkRUTxa/YL+P5PR76Dgi4kFVF955KCyXIDajVvNQwN9Pp5sPNzvKKyQsA7e2daGu7e+XGzZur3c3tmjUAKkysTaQkWbbM8EIAMk3C2ZZ3dOld3f/WM99+bjcH0De5jWTl6JHmTKuaZYHnA5AiyOr1qJIuTLWahl+5eRvAIN+EpVpa2yM2ZMeWT8wC8AwrC8VW6xyALfwwp3Crn+wOo36+s7kOYDNvz2Shggjc7Lw90EHY533386gOFAvMfQC3X3/z//0H/+3g3aufSapHZeXozDyAC1S+Ndy9oXR1fvrMypnDJ08CEDM1P4trYcQqFGAnjB51e7vrd9Zv3Fi7eXN3p/3GjRsASq37+UjOTp+YX5xZWjx87BiA4ydPLWZJFMWtVjOKQuNa0hBKquGo8/bbb7/11lvOmnpvr9vtFm4GSklfm9zdoUlSabVardZUHCebmzsAVpaPNptTzeZUrdpIksSBSxJj0TBjaK11U2pPPvn1c6+8sX6nvbnRHvRLrZ3dKlnLUeTNzLaOHz8GYGpq+pVXXm42D83NzS8sLE1PzwBotaYajZZDmd+zLHwPX5sXw62tLYfg8zx3HRsiBIFXq9Wmp6enp6ddAE0YhrVarVarjQ0lohSA7wcOAfMYVbuYRmtht7c3V1dX2+29UV4AGI00mACWClEUxnHkGGhjmC0p6YPFOPfhnlvioHL+R+eAdXlnZwMA18ITf/fnNldm2ldumBtmukwABHv9sJ9HoxzGMFhLBlBKa2CklZKhDrgoaCEKCWkRGAo7OYAqBZ3hzmb+4sBDay7LGx6AjazaEtH6ube+9k//nytfeuqBsArg7zXmZ45Oh8szm6l6a9i+sH0RwF4vN+1RVnizaX2LuvOJAnDE1pvQWXvI+cgIzT4BKCUzWc/CM3f9JUuCFvAM58L2R8NZIwGkpfjuu+tXp9+IpKXGoGEVgJlKTEohFwTIhLdAAOaJxEjvra7/9j/4h/0Xzj2UpQASIWOSM4yoHPVLlfsAkCdxcHjx5JmPPbpyymvsLIZVADvPvvHCF/4ou96bRWVldqV1dAWAXWg9z/2vvPPaS9eu6CAImy0AZxeXP/Gxn5l/ZHm2MV2rVGebLQBhGFejdGpmtrm0vJvv7W5uAEj6o/Ktdy9s9TbXrsxYVNwa6Rl31RqCFRJJDEBNTdPy3FXOv/ztp15dvVnEEQC/VqsdWj7UnA6CUAXKUx6AJEur1WoUR37gp0mapSmAWqUae34tyxrVWhZFnlQAfM8nIiuEuzVc44KIfixz1T8CAtbERACxFCxoPAlnwWIiftjPCSdmEMRHyXAfxEY/nLH8IHrs/NHR/tEO9U/gHP3gwhUsAD2x79KEkliOrV3GKs44iSszraKb79zaDrgAUI+T7uawkqSxr6B5VJYAFEMIQYI0M9mJoc/ExNIpRkdFD8B86N+8cKsXvFKtNfJ6di2UAJbmjsWwGYRy00TjXDUCKBhnOX2I1PjdXbdGm1B5d519tYYQIDLGuEY8AG20MSbwg9GBMkbJu0iQGAEEAJ98Q7CwzCTjmvE1gFpczeOwldW++gd/GMXRXr8LoJnVaVhKEqUeEUkNBmCEqLSaq2Xx1JvfvdjeLmQdwPyh5aMPn2gtz/hx0KzXG1kdALEI0ySKIuR5S+u3VQQg82Kx1ydbiljth/kJgrBWMhQzIFwqqSKKtZ2VXmejLbf2sqV5AKt3bjWa077wXcVzVz0DwBpIxeDSWgBCSAJ2t7emGi0w691tAP/0N39zdO71T84szVKwHFZMZwBgEPu7ZT9enq16tUdOnpmZmQMQLE55WVyNokJ41lpY7RgUe/RY/8G9vZ3d7l7npZdegsv48LwwScfsbL0BII7j2ams2ZwyholoEmnHAIbD4auvvrq9vbu9vQtgNBqBoTUDpM14mjGKEqVEtVolEmWpnWwgTdNqtZ4kqbMddWIAIcYGw0JoQF67dgPAm2+eX1/b6XbyzY1uFHmOSU3TsNMd1htZq9WYnp4CcPHCpVq1kWWVer0xMzM7OzsHoF5v7LsElmW57+6ktXYU175lSuAH586du3nzZq/X63Q6E9UjoiiK47jZbNZqtXPnXgNQyeqNRqNWq0VRlCZZGEau4LxXWcEASlMoSdevX9/c3Ox0Ou4QxVHU749Atl6vSkVO/tFoNIqiKIoyCGIpfVdjCKHUxGBLSvF+Hg0iCBqz0wD6VK6XnfXFbIiWpXLv5iaA5TikoY5k7HM5KIcsGQB7csg6KZjhFOqOSmQzps+FtIiZAPglj/TQ6OHtl8/xSuPYXB1AU6Uv/eGf/Jv/8Z9kt7b/7qmzKzNTAKorM/1m8O8uvPr69Z1Le7t7xolkooCiyI9i3jODvbUBAVBczTxldZn5XhRFu8Pd/ZXANcfEXXtfYQm6LL1ahqHV3RxANY4aQ/Pu7a3u1GrbyNUwA5AtzEQiFAONIJQgCwkgYwHY/+G//oc4/84jlVba7wNYrDWMHcnBMIqaW52OaAYA6tX61OLyxx/92Kxffaw+9+f/x+8CeOaL/666lZ+ozTx47IHW0UO7FQ/Al6+88VdXzl/Kd2W93qy3Thw9DeBTpx9bak6HJ2cbYTqd1EPn3GKEB+lpOlyZjr1wOq4CQKeb+LU/+1/+z4eTsN+3uRIAtHC5Pz4JyUJ6aQJApZVda/762eeulj3Vai0ePQZg+diJ6dZ0s9KoVapeGrjaMgxDz/OEIM/zwjD0fQWgkmWekL6Soe/7Qk1k7ATYfS8Ud5vcvZDeX/Loj5iIQePAaJ74PxjGvoul3ad+J/qHj3TAf+sx90ew+QXZY64AACAASURBVKd/swfmVkuBUsAFG7kcSyWVBreHfW0NZ0E+IgCbWptQFRJDGA122bxSEIPsDwrAYQAY+CWAEDQ90N2Lt3svvRE1M69WAbCzs5pVZhX7gLACQ+km4UQIIQ3eT8DqfSFgC0CPiiQIhRAYaS5KCkIABGGLUoSB8FRpnYUSpJSSBKyFEPvcqAbkJMtovydM46xYAZBPkqWFCyCdmW3vXO50OoE247AGYyLf16OCiIQQfhoD4FqWK7Ha3bs97PcD78Sh4wAWj60cOX2iuTgdZ2E9q1TjDICwUvpelMQ8GGbD4ZGFZQCDd+/4EJ4V0loIGMH7TQkxRtispQWQ99swSbUIzNqeWmvLvR6AYaT22m2VVkI/hh0b3oEkCJCiNCU8j0gCKMpRrIKpakvv9m1e/G//zW8CGF1dPTO1MBtlUV54lpVQACIViIJDFq0wm0nqhxozAGSlrtLAlxMbt7tsOhdR2k9qw9ZgfnrOIUKjDSx7npdESZIkAEI/UAkTMREfbEIWZbG+vr6zs+PkswCKkeOMHCdDk3qmiOOG7/v1er3T6XoqABBFaRwlYRj7fiDlmGByJqdEFigHefett98CcOfORrcz6HZyIdRo5ObdMczzOBaeJ+IkdBRvWeowTBqNVq3WSNNKFDlxQiDEPoiUPM4RsPvZckTMbADcuHVjfX19d3e32+0Oh0OtjUPkSqksy6rValmWDkwkSRJFUZIkSZJIOT5B996mlmEAKCnXN2/dunVjd3d7MBiMRiMAo5HzhrN5PpydazlQPj09ffnSlTTNrGWlPKW8fbTBY1nCvvT9PmdYvSQBUFlcqKSqUwsGlTj3FXkBgM0b2+WwtCZPrDBSspudUihLt/zcNSoxEIB1smCPaDAcAhASjVqlzcObl660//Krg+0NAM8+fentF14+4ydnP/XZ2SMLvZoH4C/uXHjx9q2bZX8kZDzdOpRNAagkdRHEJvTZ9wPd9jc6ADoduyZNr6uSPI9Ys6/GxKAdW6ObA/m3xJBKGmsss5UWgIXOCtXqFLsb7SJrbA/bAFbbG4enF0UUgqELE/sCANq93/vH/1P34uXjrKojM+XHAOQgN1wqCnY31qsLCxUlAPjDwQOt1jE/HF6//eX/6n/duLkK4KgOF0+fmDt02Lbqz3e2n33pEoDzO3f22CzMH5o9fGh+YfH08ZMAjh0/VUsrNB2kXhzLGFYBQClgAQ1fYFrExmURB9jcvu4xNFstuVAGgBZGCGEIxhrygzBKAAwZa9u7I+ao0qgvzx9/6GEAx4+fmqtNN9NKPalRItwFpjxPKgUiIcnzfW/MNTAJElJIQUR0gBcRH9CkyI+ciOEGWeigF8T36YCdrt89GD5SQXyEmz/afpLngWFprP01AqWAFq6mhi7GPju9Xnev7LOU1UD6EQCUu52f8QIrjUEZArHzDSXJlrWxBLLfJwt0SWmDQAOA5ppUYru79uSL/Xy0aAWAxoOnSQxMQNIPSJB310cALD5s/Q5rDSCQyubFaDCKopQsY2QAwFfCC0bDoVVC+f5k4A+CqBwVTnK6X+WNeQG+1z6CD3S2HUBTQE433rww2mon1k+FAoB8EKVJPy+UH450ydAAmLg96N7obJZxcPj4yeWZFQCnH3vo8APHslalVs3SIPKctyt8y1C+NFEo9+Th40cAPPfVb4wU+mRCIwuM6QkrnMyCDaGU1voKQNEfVYugajy7t9OPrstDcwCyZtbZ3E6hRD2eEPsAGIJYEpOXs/ZJAfCVBw1s7ikj/tF/8fdHb74G4IzMlsgXpQniiDzPXWBFu1+rhJ4Mp7KqJ8g12UvJgSeoLAQHd1UwBBB5vh/WPK5UdMuMiWFrYS1AnhIudkRIAd9MIOPd0zoY9N988821tbWtra1erwegKMbTcQd1LcboNIujKJyamnrrrbcqWR1ArdrIsmqaVMIw2mc6mRnkPihfW1t97bVzANburG9vdzbWd5UICz1Uynkm8OxcNUnDVqvuEDAzVav12Zn56anZRr2VppmjvvbfXAhhTOmgMABjNcCCRFGOALz00ksXLlxYX19vt9uDQe5eEgRelmWNRmNmZmZraysMQ8fXpmlaq9XSNFXKl0IdFFc4EzfLGgDBvPbaq6+/8fqtW7f29vbKUsNpi4Xvh5xlSa1WOXnyJABr7d7e3qGVY3GUJHEWhjEATwUHGGX7flKRmcc+UbGfrcxErdZ8Z/nE7qE75Y01APrq6ujdm7ev3aI7G9jup8YCSEsVa6XYMqGUd3MuBYSv4RsIgFIfQMeaYdG2oVxWwdabVy69/CaAE6b5G6c/Vj+2ctu3f7J7/dk7twBc903ZyprNIycq02emlo825wFUKzUkcRF7ZSCp2ym3dwGIrbZ3e6tz4er625fC9t608ACEhj3rCsuxMn6MqyxE6HFpCNSLGIAWpW+8lZ2yeHe9U0nzZgKguBW1omqj2kTBEmLaEoDnf+u3XvvXXzzsx0dUskgqtC7PwxuONPsSJalSq90BgAem5udub3zjL/7x5W+89FlVffDwYQCVE4f2atEL7bWXLp6/1dkzJABU5md+duXoiWPHZubnG3PT9cVpAEmrTqGXJSKCp1iONaz7ahdGoNQYwPnJ5edfToz19ShQvpTGiQLADGvZUqiCKEwA7BbF9Y07CMPG4uziww899NijAI4fOjabVBteGgaRjUATNnd/gSFB+1KagyKrsQiLGUDwwTwhfhQETMAkDU6I/Z2b6AEdVT1pRo0n4T4Ky/ho+2j7yW58N7PG0DgkWbjSVLhnox2VxYCgPU9ABco5BWAj71bDhHxBnpSaAQg2votpoO9zxJpMgWhnF+WhL0Qo/elOufXVVzd2NQD+9Tx//MGd6Ubdq1ds4I8n8mAV9QVlH+5RcQkOiog0KxVhp/Pyy69sra4CoEBmc1NtnS8eO3L89KlxK9nYUHm+748tjd1c0b6PPUEAjtoT+wMxB448A96I33nmhSkV1q1KrQCQ+WrQ2fN8WZqRISkFATASRhD70kvipFGvzlcBLB6bn1psyECmWRRC2rwEIHwf1hoSIzKBTwunjwHoBDyU/m5pFwtpgVKOzzsTW2IQl1IU0ACCOPCGOh0W81JduLa++srrAGamUq86VyZDE+ZS+uO9l4BAQTyAFuSVsACUtigJVv32f/n3u29ff2wQAliI04Qgs2CgR6udnaY/A0BoP5OBIak8b7fo9QINIJfMFAQ+KasPlMtjRY2UBCXpoP5YjEWt7t8MWw+wbB2f6nwSPE/2+/2LFy86Dng4dAZemCSiiX2r7jiOhRBRFAkhrGXHKydJGkVxEISO73TEOVtLwgJWc37x0lsbG+sAdnfbuzt7xgjDmiAdFUrkbHqjSiXdbe8AyLJKo95y5gxxHAd+CECKu9iamd2eSykBa4z2Pb8oi/Pn3wTw4osvXrp0aXt7ezgcGsNKCWAsgUjTtNlsvvrqtUajBaDVajkCOAgC3wv3bXoPeqs5XvnKtUvnXn3l5s0bm5ubW1u7ejwfoACRpsnc/OzKyopzbXvzjbdqtXoQhGmaxXHilBWeJycTdZbofXX6WCq30qSaExsQhSatdFea21NLADYPLXcfPJzfuDF44+3BS+f17W0A1dw0SlVIFBKlQKGcZQkHGr5BYMCwQwkAZeaVvqeLIi34ZHV+/sQ8gIvHm4PI+6tL51/fXt/zPZukAD51/PTKwqHZ1sxUo9WamUorKYAw8qMwCH1JJDrGOteJdnurv7FWnlnZeibpPP3Kzu1tAMsq8iwMoXDMAo/XFsUoJSg3SvndgABs6eEcB4cKv9Mu32q3twdtAF6vMhqNTKlFooTF2195DsCXfvt/PzM9My2jqaGILUnyAPQ1VJTlRalAGzduqkwCKN/pvvzCC4dl5b//1M+/tBTeKEcALmxevnRjaxu2L6hyePHIkWMAji8fOTK3NFuv1yrZ1HTTjwMArEhFkbIlXAKHIgBGwRCMm3Zg+GUJAKZ49elvJWVZYVmTFJnC/SSXhiACGQjLw8EQQF9hxKY6OyWW5pqH5mpL0wCqc41qVA3JBxMFdvLE4HsaxmPFztgWRRzMy/sg6ZEfrfW4Hy518No/+IeDpkL8USf8IxXER9tP/OzRgcVmf5KJ7p4iY4yVAiQtONdlbsdRpb18GHi+FhHzWPlg2BoIIQUzH7wq6ID3y7g0DmS3Mwq0bviNYq9//bnXAFyh0dljcyaVIgwrQsGMe7WskOPDRsC+5wPAqNzb2Pzan/7lN7/81fmZ2VNnTgNY7+zGvb1sfqrRaAhIS+YuS1eWkv192wg3JmUn/eB9q2BJ+1qLu873XqmvX7xMRVkWBXkRgEpW3djbiZIKgbXhUZkDGA66g8TzfD8LKpVaLa7GACrNalSJDUpHezG5vr6FIAaTRzIJGwuzAEwoR7ndHQ5X2BP3Lt0gdqR1bkoAgefnvX5iuNFsobd948JlAOXxuWOHTub94SjKYx9wag1ywFFIiAFGylgAmYowKN/80l+vXrySCG8lbgCoKVWWw8KYbplLClTgA+js7clWjYiEFCM2I2kBDIgDQKOowCPatxuZNA0JALuxswnZyAZmnyxmgjdmkchdwwCkpDzPd3Z2+v3+YDAoCgdhx/CXDjSpkyRiZmd5GwaRCwf2PE8p5TxHxd1TLByLb025unprb28PwO7u7mCQ+14wLIySynIBl4HM2vc9pZQbUIvjOIqiOE7iOHba4oPdXOc7tq8DZoxtyHZ2tl944QUA169f39jY6Ha7eV7sn0cppVLKJRuXZek44CzLoiiKosjJl98TMDgm/Pz58xcvXtze3u52u8Mhe26i04ooiqq1sFKpHD161P1kr9ebnZ1zlm1KKRfYMVFFO98v+35uwFFZugQZckE5BkKgEcV+NQZQVsNwqWFWZjpJsLndFrt9AOgP1dDq1HMd6bHG3WW1MCSjZOtlMYCu1Dv93TRIjq4sLaQzrgV2oWH/+Mk/37QlVarVrPkzpz4G4PT0kUPNxWajFc40vIWGrXoAVCAyIai0yIugFrohCu3DBNysZ0me37p+22y03acLHufMO69Yd7cTwzJLY6UvSk8A6JmCCTXIzHKv3d5u7wCoVRqj0WhY5GGW2m75zT//KwCLlSr1Bn7sVaMKdodxrQ7g5uZqON9ilMrzZFk04gRA3Kp++qGHTsdTuy++9S9G25VaFcBW3tvRg9mlQ2dPnJxdXJqbWwDQqDZajWbq+5U4zppNGO06JlB2zGuOnWxQAkOgBBiICEoSAEG8fufOPBASApAoCwDSJ601Sc8XnrbIBzmAMpJeENSmWjTTyqYaUc05USRS+DCE0pq7dS0OmpTsV7/jm4EPRs6/zwTuHxcHLCRgGVKDBAs7Tkw1UghjJwHRvF8Yjpe0g1/4R3xy3+c3vj+zjH9figF/mF/hx74n+PeEO/CP/YUkfvxf8L7P0d+Ca+m+P1FZWxwYmfUMfEME5Aojh5EsW2uj0qbGCCHzDADuZPZfPV5dulP8ykj/bBlX2zkAoZgzOdCFJCg78UaTIhfkGRFrEZXIZQoAfYQqEB52sGcbtkkGQO/1V67/d1c/8R/9+vwvfQ4zU8MkBjCKKn2QBnVhS1uEzjkY1oNirZUQVvN+13hMrDpDikmzTBp2/bTSGCEVAB6VSkgYQEoY1la7vrnw5QBcWu71ep0vfBHAtee+8/bNa9SqLs8ke177td23AWQLs2VVzx2ekpUQYM8IAMoQCJJ9hPciaWdt8V7n150Ua+3418Gwt7Y2LbzY9zw/BrDRHsTN+d5oQFJKwzSwAKqilHZ3jorWfGPe0sUjiwC0n1QGiYAgq0gK5cbxSggP6wFvC0r8fD7wAXzm5M/cfvLZStTcTKwg4TEB8Eomw8wkSVStiMtyvHtJ1hbYsduLkufWhgDsF77SLk3y6U/5seiI2AZVAJ5SArAGHqECP3QAPx+gHD75b36n1bu5FCT9qALAkk6lrA55ysRWcHtzA8BM5vWvrR2P08q88QJe73UA1KpLBTzAi4kZ7JKgyVkr8UREJ+8p5AQkA7wPvFg4l4OyHIWhBGB59M6F1wHb7+VGT9DIuArRJAlm/FwtS+OSgQF4vpyM5vieJ4PA930pxJgDJiIGtDbb23vtdrvXbwMgUVh0Cm0Ao+3dK1OKCOxFUbK7uwegVq0GoQgC6/vWUy53BWyVWxvFuH4SAJgsCUjBed5+7bXnv/vd5wGs3ux3Oryzm5OA9OFyHb2oCFNbqSd31tZq9ekoqgNgDhuNRYYvVSwlMzttg/E8qd2BIL5y+TqA577z6s7GaPN23t+DYOiCAcSRylK/0fJPPrDUaKbnXnkDQJY2kriRpa1adTpJ0iCU41V9/JgnQL0vFYQneJyOK8YeUxIMpAwAp1W9M7Cjqrp2+HD2G/Hzq+sAyr2Rx6GvhSJEBuzaTShz0p4vYi3SgRF3ugCmw6iXtrrV6t7xlRtT6dsbtwD83195kTny/epMZeb06dNHz5wCMLW4yHEsZ5oqiqJY+L4c0/PWsoTIQjUslTAA6mGignhD347PPHJo4D/19i0AepjXbJlFvlKkByPfegAy8kRpBya2kdGmTHolgDpJVr3rROxXplc7s3MWwCjubMcI/TIdaGx1Bt9+FkAC0YzTmgptWdiIuqM2gNlKXHS6gCg9LZIkjBoAqD77EtnfWnv9QmO7Zes7ewSgXls6++DS8vLS7Oxsq9VMKxmAWr0exlGUxMr3jTBOHEW1lEGesSCCEHpS2ftAAPiAyo0rHvKX38lGSpbSKL8II8f/b0SQvh+WEGVeHemsOwBQpmKmJduxVTV/OU6OFiGA+W2PEtIhOqFo/KAkbbrnZv/QVHE/WiLGfijmPr/LP5jrtXifk3D3Z8X6t9wN4afq2320Mz/915Kle28YvqtZGiu+pFBKWhdwydahAd/3cm0349Gr6CWef4YlgLmeTTo29L1d3+xGcGGhnkFUItCQlktJajwYy5KYmCVBMMaB9Yyd2xt/8TtfSL761GO//qvHf+mXAGRzIvIUwiCAZeG5ejnPR14oTKFFGLIt7say0YQPmBxEydiQ8EGhoZDEOOtY+SyR+2VBXGIUQQKIbbnz3QsX//Ib1776nfbVW+XxaQBzy0vNB05d21rvdPqyUZlK6wBWFo+ceuRsVq36Qo6KPIAHQEpF7/PkWaMsS2YJdkw5wTJrA0PWBp7vZHjloD/K+6RsmEVxJz9bKgDhYNCtDrMo80nAwioLoPSo9CgA5iA8rShNAJz8lc9cee5cMTRlaARN+EDHsVoIsoIE79v8EjGsJWZmM0k4ufLHX5fXd80vducf/7hYqgIoi2EJGSW+JRQl77tDt996c2v19qIfNsIkZQFAMQliLYwFLPHIOeUVNvGoe/22rdZmDx+fowCA7uWwwo9CkBETuz2CBZPAZIbaHLhhvn/Jl67YoP3yr9vrbm9vb21tuRkvY97jJBykYB0Lq5Ry0+VSSiklETkHsYMljRPFdjrdwcBlZ4zKUls7Jq4m02yw1mqty1JXKzX3hp4XeCpQ0lfKl2NC/cA7W5bKJQwXbPVwOHj+he/86Z/+scvyuHmzs9fuWwPnF+gm4H0viuMsy6r9fl8IMTU1BSCKQs+XSRIRMWEMHzzfB6wuyyD019fv/Nt/+0UAly698+67F9fWb5XlmN8HkFXDhYWpkycXzz589sUXzznOu9FoJEkyPz+fZdm+N9zdhDnnX+yEo/cFVsR7LYwHGt/IqtVImTkqEEWf+w9/DcC53/6D3cImvrUEZkgwgISUYCJrBpY5iwtrAXj1enhoKV2YuorRt8+9/PSbrwEop2ampqYeeOCBhx9++PDhw81m033NWq22nze2X7u6wnV8vpR0vwfkz8zOJn5md/OHPvkzAO5865m+1bIUISkSYnwLO1LYEAjClVDj2p3BUERpGK9t7QDgejrs9pFWbb8jNjacRcw8OaGstQJ6rDaBIdYMMlZCK0O60wMwvHSjEKOlijy8cFwsHsuqFQBTc7PN+dlKsx5UkjCJ/DACoJJUCGkgxr7mhgG4iwWw72n7OBka1QCGw6E1xlMqVJ5ikLYAqoWSmj1tibktTe5ZAH2mtCP8y5uL88cXKCxVCeCW369FXkRU0x/2xPOPVQVBY7bfNVJ5wlfb/Xy4fV57Yg7KuH/umn94Y/enpNf/4b/nh78z9Df/eNLfkEP9AXzi9xaikzt04igEawwsOzsCAx7mQwC9fq8cSlaj0hsplinXADQKVe9ZX4iO4lLAUcvSkmfhGwCsxbhfLgnEJNmCWTI50tCDSKJU9Xr966vf+Gf//Gv/+o8AfO7zv/Hw3/s8KlVUQur33YBaWKuAUZSjKPZF6OsDIIjufXwSoQYqNYxALseQaafb9nyqBXGKUlq+/dyzAH7vt//Zpa99+1TWevzoyblHzrzy2AkAN27e7BZ6lKbDUX50+cjjn/5ZAEmj7llJGqQhPSLnxORwxfsZSGYmZgVWgCI6+NC3YB43+SEYqfIGedm7tb6Wl4+eeRiAF0WYrhRCiQErVpyGAHpEFohgUhasxShQAOoPnUyOLXdev5FYzRA0djRw3TsYwBK58zHBbWzpLm/NwHETrT/92u2rqw9ttB/+D/4OAH96iiWL2CeCZU3uKBTF5u3botCpCLzSpmPbIsNgLayVLmvaALCFrqu4c2Nts5/PJrWV2hSA9FgEynVZ2orPECMeAbCl8aQfyIAAU07w1g9mWRwCdiFnDpgOh8OiKEajkdPX/qBuiQO1zs9fCOEkLu4PB2DQ3U8xxozyoiy1M+WdvJCMZUE0FqUAxpii0IPBcH6uAWA0Kj3PE8KT0hNCvkeStrDjSThF1prnX3jmySf/+tr1d9fWVwHstUVZMCAEsbE8EUp6BGk0G2OclNnR2EJASDAbbazyPACDftf3vTAKNjbufP3rT779znkA165f2dndsgzlgYAg8ADMzTWPHT/08ENnLl58t9/Ljxw5CiDLqkuLK/V6PU3TMAx83zt4TJykxOWi4T4R8L3IWUwkQ5OZSFKKCGGW6WF++JGHAJyfn966tMbSKiEkwXP3i2Fiw5YHQJd0uDADYDTdGi417yj7J88+d+7au7NHDgOoTs2cOXPm7NmzCwsLLvnPKVWYeV+Lsn/GifYrKwOhMJbKQkqFQFXn5x/+9CcBnH/qG9aYCBwraUutrQFQkPE8KS0TgYQg2PG1alkyPBakjR7kAJS2a7dW59OKiOqopF4aA/D3Oh4LBRLu+BID0NKWbAWIuJQj45RYmTUtKgOK0gGlJ05ntSqA6nQraFREFgWVNIizfaZST9ZQaSeDzO628u95htxjjq7GF621loTwlVIgYVgYBpCWUpSWjNUSfcV9jwGUjNrA7r1+rdRhP86qUzUAWJ7qUOFpP9T0NxgBm0kMpnHZyJMAQEF3RyD3UwH3Q6TMfSPgH9ws/uGD4/dH0xDhQ37PD5lB/GEJDh/AC+lDr3w+5J35kK+l+/7Eg5htXwjJdOA+IgHBTu/IYKMZgLGYajVE4A3anbc3+lPwAFSTVOacaYSlSEc8cqSUAfF4RbVkWUjAhZlaArssBp8JgLIoBqM5L+wZ9nXR7q0D+M7vfOHSV75+6MSJ7PO/duyhB11MHQxr3fdjX8N0874aJ36RgMJ4Luvueu1vsZ8IG/CuKawUALIssTs7W6+8cfXJZ69+/em1774FYLqaff4Tn/FnKzsBrSk8c+MKXNrCcFCp1x574pMLy0tShQDiMM2SShhGkRf4gS8cT8LsljJ5/zW9k04SwRJPbCOILQwILCW0BaAMPKWapGw3Hw1uP/9PfgfAwq986vh/9qvRqWMlK5lWnBe7hvYgZVGCfLLKCgWA65Xjv/iZV+782Xx/l8DOAU2Mm/r24PwJTebxBQsWJBy1SxRaP6xVVks+9+xzt20BYOnRs16jYTx56uwZ35MT1zcOSdbDNOyWkaWQLADNuiAuJVtJLGBdBLFh0e0dUfHOdv+7X/yziy++CuChX/nsoc99prKy2PNHQRAGJAFoXxK4hGEII60S+8rqybTlgTpO3MPRGgB5nud5Xpal1nr/8SEE3DD9PuJ3T3SttTHGWntQQbQPf++dIRub8ANwI+tEkiYqv31NvNYY5UW3293d3V1eWgHQ7Q6sZedjYe33kNnOV9CQsAD6/f5bb7/+rW899cYbr6+t3dna2gEwHFRKbQBhLcCaxqbMVBSm1x22plplod3OR1EYhh6z9vy7U0VKKeWpbrf99NPfeuobX7tx4yqAtbXVXm9YFJASlYq3vLwI4MyZU8ePH9/a2rt+fXV6arZabQCYnZlrtVppmkZx4Pv+94UPCLqbiHG/NTvTQfB1T5njJjgB5Ye2kgYzDGDl44+cv/GVgPMYXgrPuc6IkgGBwKckkFN1Wp4DwIuzr+5s/PVzL1/d26kdPSrrdQCPPvroyZMnjxw5Uq1WnZ0cAN/33dVyEG8cgL8HFs1xKqQkFaCW1U8eA+BN1c3Wds4m1lZAOqWKJRqxJcNCEvF4dWZrrbXELEGhUGY4AhAz5f2B1lpbrRR5lQRAtCMj6QodJrZaTEwMASnhM7E2pt8H4JV+Zst8b2+ws3eZ6fRDDwE49MQn5+bnkGQlJJfF+CArBYIAjUPd6T3Yk30TCLv/oCoNygJAwW7kANZaAru7lTXIkoUwZM1kRfYtJwVPUXLz5fNv7O7M5F0Ai7/+uerCAosECBFGf5MRsJt4JTCN6RZzwBv4YBlh3JVD94+Af1gYAfEHgFo+7Pf80BEw3y8Cvp8X3vd35w/gHH0QO/MhX0v3/Yn23nvqnokCYwGQIBJkrGVj9kGADINiMJTW9svRpunmJgewHY4+PVN/nCvZ1mClK0pFAHpCDySXHhRIMhdizOOQtZJZWkiMVRAEUtZKGJ+QSX9O+QD6ZTF6+/Kti1e+881vCd8bkQXw6//JNCp73AAAIABJREFU54tqkk03H3r04aialT0AiOJUBOEYs/Mkf5IZ/hDrO7tr6zevXNt65zKAiy+8un3hqtrLD7dmDk3NPv5r/zEA00wv6/Z3O3euDTt9BahZAGmWHD378NHDR1qNeqvRaDWaAHxPNZoNC4Y4EOszFoDx+0DAOm7U7XrHatC4a2atMVKRFcQCUk44rbLMhFAqMEqGewbA2v/3jZcvXp79tZ+f++wTeRZDBgAOLR2WxhhD1md4yucMgI259fhZfesq/+W3WUN4AoDPgrVRDCmE0aVrx2tmS6QJBSwgvSQGkGYZWgsrx1Zo1Hlu4+alt14FMLhyfvbwoZ/97Of2hr3AV84cmiyqrSmyLK2AtUpoAAbWSmOItBQQzpYWvqFU+uWwiAwanrd5+TqAZy7/3ld+//dllsz/8hMnTp04evYRANWlZQQBCwOljJBsDQArRMHWeRJr1h4J90EVFvuErmN88zwfjUbFxP+M6D2KwzFxYwyAXq/nHHkPKrbdMPpBWDyBzgQWdpIGYi1by0Ioa8eKY2b0esPd3fbG+ubOThuA5wXFqLTWMltm42A6CCR4YvprVldvAHj+hWe/+c2nLl26uNveHg6HTo2qQ59zo03pbByMJgCDQb691d7Y2KzXG9Vq1f0XEUiwkJaElSTYuvQ4vnTpnaeeevKb33rq3Xcv3b59C8BeZ1gUqFRlo5HOzMw8cvYxAHNzc9vbmzdubEzPzC8vHZpqzQI4cfxUq9VqtVpxnCqPDs51TOb1ad/Y+D42ebA2p3HC9t1NW0gywoJ8SrJhWgI4/gs/97Uvfa3eHVWSwONxKz8gjz2PK5k/3yqXZ7dqAYCvvHnu6YvvcKVSO3p0efnoJz/5SQCHDy01Go3p6elKpeJ5niP+rbVO+vL9jYIxGazGIJitEUJKCBkGpjSyWQWw8LGHbz39bK/TT6lMpaetBcAeldaGQ4xrzgm+t2CPyBOyEoRldxNAd3tXbWyOymK310msfeQXPg1AfuFGCN/XQpRakiAPAApoK1izkUIEvoOjUGSavq9YDAvTfvP868+9AOCV/+t3k0q1MTM1vbBYO3o4W1oE0FyYz2aa1dkZNKoIlDv2I6s12xC+mOR6OMBPDLi63xMIfQDV+Wkbemxhhhp2vAbmlo2AFtCSfEvhCACkZmkgiBfiSrY1uPm7fwrg9pMvfeI//3ztF564XvSrvFSpVA52YzC2Bbw7cPxTioCdG9rYD1i4lt2Y03DOfGIyyOsczseWQPffN6T7xBD0AWAd+vDw0wfUYef7fc/7eyF/AF+QP6AX/k24lu77E99TRTkGzJImBBtDAILAGAdesPGt0L2eX9oyia/5IwAb5c5tYzYH5d+ptaod8rQB0Fe2CK3xZVAaf6g5CMbPDiHAwrI11k6Ccqwb3xdEPshjBhBKz5Bgxud0Ykq70+8B2PgXf35nb3vA9vqDJzf39lQaAgjiJAgjgHVRjgZ5v9sD0O8PLvHVNOfpXC4X4YLIAHyy0mosPiyemNluxedt/8uDHQBX16+2h0Ml/dnq3OFGc/bsGQDNRmN2arpRrVWStJplWRQDUIqElOLuoRkD4PeZcckenXziExf/4muapdPSKuHrsmRJLDEy2hkke56UJAQJj4iBVlYBEJbl3vroxtOvXOChd2JlJmoCWNaxV5sS1bAvAakTrQAgiOX8zPH/9FeD16+3t7aGpQZQkZ5vAW09FoqJWALQuiwJJg78SsVv1NJmE0BSr70Tiz9+45mXV692syBanAOwOHds6YETrbmZQhdKEaQPwLKpzMwsP/Rgef7qsKCRHQDQxGNrZ2OheRKbREYXHsiT0gc84QPIhOqVptjt8R985eXhnz4jCEA41aouLdaPHW6efWjl1Mnm0UMAUKsGknQ5KKzNktgpeQ96kThJAybSXvdw3Sf1vufWcE5hw2E+Go329vZ2d3drtZrTNrjHMDMLcQ8icoyg53lpmrlUiyDoeiooipEkaaHtJAnFWm7vtq9cuSqEB+D0Aw/1+4Od3Y00DUqdRSQBCEllme/sbG1vb7708ovO+OzWrZvMdnp6enFxKc+HGxsbADbXzebWZru9q7XVekyod7td3/euXLlqrT1+/HiapgDyfGhMKSWVZT4y5vbtVQDPP//sd555+s03X79z53a7vTMYMgApaWmpUqlUjh098dhjj2ltAVy4cKnf6y0unZydmV1eXllcXATQak23WlNxHLvL8T1XMXq/HPDdv5iJXusumcZEzIYIMjBJBqB56kTl2FH/la2iPyq8UPkBgMILZbUSLs3bpek3dta+9Mq3AVzq74lmM2u2zj7ysU994lNTjQaA1ky9UqlUKhUn+/6eLLH3HCYm2vd3QECyZDCBhBj5np8lAE58+pPnv/XtTCoYkDUOGmpY65PM4bT14+QEAQsrwFIIyXAjquUg7+y2R0YXIdXrycd++TMALn3juc7WLo9M04+tLnRRAhBSElgpT2srxVjP7oRTni+h5Om878UVJ1nIh0V56SZfubP2nZcuGg3AVFI1P7Xtsbc8d/iJx/LEB6CT4MGPP3py7qgEK9y1M7+L3AQxlwCCRmXq6HL/zYuFIg24PmGuaCStFlCW4pLTscyCBp7Y5NJLkhr7TeMBKHfU2l8//87mneLM4vTa9uOPPw4gDEOtted5+/fsTzsH7LS/NHH9sJOS2k5khgeZ4H00bPHR9tH20fYT21wJ+j0c8cEnGh/83wOtvyIQqgSx9JXIIw9Atyzf6PR03mtW00KGLRsCKEiVPDDWKAEKPanNXdwg2Jk8sR03oKUkBhOR2HfYIigSzHw0Z23tdEEAgkIsy2qvyNWVTbO14YURgBJ2pMtSW5LC9/0sCBxnIES43JqZi+sNCpemlwDMrBxes8XzGze//fabtwJsKgYwlJSm2cLU/NkjD5xYOlTUJIB6rdZoNCpJmkRxHMe+FO9RLUyO2ftkJwaeWH704Te++vRQ81AbAFXyBFsphSFLgsY58xpWlxpkPQ9KthUBWDl9en5+ar3cvHTt2nBv5+TMIQAfbx0PIg0OLMCQliwA4ftJszaldOsXP9N+7bXtm7cBaKIqxzwc6bxg5nI0ApBNtRAFexJqcTY7eqTDGsB3b976l08/t7q3I2ebjUML1fl5AGcee+z0qdOjwVBWah4pC+HeM0jCs7/82W/cXBt1h41ybHBAghSzdHNm4zqLSmYjQWSJZCQIgEdUI6mJF6N0q+xs9DoAeqvtsqtvXL398tef3rYazSqAo4898sQvfk4mYX1mZvH0A5hcYPB/4AkRQggh6L1siNyDdjQyblruzp07jz766F67hwPi4PfU34Vh3Gy2HH0l5aaUUpCwxgJiP5iDGb1eXpar1rpr2xsO8ziO0zRIMq/X3wYwGPTurN3+7ndfPX/+fKfTdux1HMet1lyapoAoy3J+fhnA9evr6ootdT/PrTJ2OLQAhsNye3szzwfD4WAwGDjbtaIoiqJYvX3TWvvauVcuX74M4K23z9+5s9rtdgeDnjEchQAwOzuTZdnHP/6JEydO3bxx6403zgNIkuzMmUcrlenZ2dnlpUNzc3OYpGy4AbgfgGB/TJCFXHEM68Ll9o0b2QZC5WCCD+ddGEfzp44Hr76ej0aeL4NGDYDXqCfLS4M0fL298UfPfqsdeQB0GKwsL/38Z395cW6xkqRLC4sAskYSRZFjGX8UQ56x2EOyIoaWsIBRSocegMWTJ7TyrNUwVgjhBx6ArjUWUpFgASMsO59vxxWCYW1RFLbUACRIeIoFjciWvuAsAnDoV3/+3FNPD+9sJ1EqOz3nNqKUJy2sscICLIRL4HHRfMwWpmGFGZWuQZGEsY4FhWFtfj5dWgTQFrZsVK4O2teL/jsXL/UCCWD+1NEwSA2sOOiOeXcaEZbgGn1+Fp194hMvXL4yLEYFsVECQE7GCgEhBKzg8SE1oJFkJOlASFLRcmsJgGxNbXL30o1bRVjuxd0HH3wQgOd5DgGTy5//0Nnf++GAme46FfO9xDAmhqD7JZ3760eZcB9tH20/SQQ8KV8PPnEM38V2hAMerJMXMKHrGSmF9KQwiCEAGOmVo+GFOP/n7bcfr8x9sroAYEWm0cDHYMhlMYQJXayak2UQGMQO7gIkyLIFSIDs2J3W9Y6IiAyPhKAkckMnuqooFj6B0kZTWwZgJVklWAgWAlKEUQQgiqMzS49TGIhKnAfyud7/z969xNh23fl9/6219us8q049b1XdB+8lRUqkKEpid6djOG7DhtsOkMAZxAgMGAaMIJNMMs0kQGYZZJRhgCCTTJyBERseGE6A2N2tVroltd7iQ6R4xUvyvutd57Efa60M9jmn6pLilVQSb4fK9wPp6qrIqlPnnH3W/u211/r/jyS9+fO//PnJwWGoqywdV/WovybpD1784o3rN4eDlfXV0WhjY3NtKKnf7/f7/STLrLXGyre3m71Pk3Q5xWX05CXEZQe0sDbY/uIXbn7lVX3v3fKslhRsYqIzIfjoYzqfd66j99G4ouisrnaHwzhal3RyffeHJw/+7ftvnq72u5U/7m1JalZ6MxvSOhTO1sY0eSIpSawdm+5ZXb32wmR2dKRKUjNr5GWafq+Jtq7zJJHU5KnWV9f3ts56xZ8e3v/W229JevvD96dFkl3dGVzdufHFL738yquSXrh2q2+LzeFopbsaYmj73zVpagbdtdde7r36hQdvvXfyaCIpsy4zNg1GtY9+sQLSmSYxfn768K7tGuCVBJmoU3+cFm53bVdSGA2b1WG12r816E66xf16JmmSmu/85PtJv/dyZnb98zbL2gUPhdwng2+SJIuauL/4ffJ+Hosnk8lkMtnf36/ruj37np6etosomsY75z72A4qi2Nvb29u7Junuh4f9/mlVxqquTDzf69/uvguhbidxmzreufPBj3783dFo1O93fWi31Y+n00lZTauycolrVwzfvHlrNFofn00+/PBuVTXraxuSXv/9V/rDVGb2wQcfnJ2FJG1/uKo6mOnZ3XsfnpwevX/ntqQf/PB7Kysrxpiqqs5OD09PTyWdnZ1WVVnXVZ7nW1sr6+sbkm7dev7551+MQd/77o9OTsbbW1clra9tFtng6tUb29vb29s7q6trkjqd7oXlAfEzvId14U7L+UOFIEWbWGuClwnWSGqM3Xnu5lEdvEtn3SxbH0rSte3jleR7H733b777l4eJOmtDSV95+UuvfOVrzz333O727vrqqDfoS8qydBl/l0tffoXPbZhf/EZjg5xRsIqJa292Jf3u+s6V6uDd0MROrztrj4BMVWi80qgYFOd1Y+fz2jJGaZIsfnYIIVTRlwpNatXLJaV/8zV78vD0+28/HIdemRQuV7sqoZEJ0cmkwSTzsrMmtP+tQggmulRS6GTJyrC3tek2R7NO/jAxkt568PDdn79x6qJdWeln2Ve//vuSfu8P/8OBGzbt1LX5+P3EJqo2sTJBUtbJbrzy0nvX98o3fjbxTWd+ZWBsDEmwNqqysU6ipJiYOkn6KyuTPOvfunW4sS7pex998Ff3PzyZZaY63fqDjdls1n6EF022Y7sW5fMwB6wLRfWXFwxPFtjXsqVHnF9GAPhrS8BPnsLMYsO1jefX/IoX6kUsPrAnhawx1qszCSuVkVQ02TjTg7XwYKV+Y3rnzz+6K+nvNit/PLj+xZXNYONBdbbla0lNCLX3lW8amWCj2hWhznpjo6QQQ5wvjbDzORZz0Gusm2+Yr6tZ4hITTVlN8m6n3ykk1TGaIu2PVjsrw7RTtNvj0jz/q2n+88f3fvyzt96rjh/YUtK0Y7ujldHq2s3NnReuXH3+yp6k1f6w2++ubK4P1kdpp1h1hdoaZ+1+ZxOjfHtSdIn181EtWtmPt/y57EA9KbIwHPxH//E/ePP+v8g/OpTUc4lRMzGVnC9Ne1WiotfvDYa90Wq2spJ2ih+EWtL//Jf/5of+5MSa7Zl7dffGq199XdKdON3q9a846xoZo7PEtgl4OBwNz8JfXpum8cvDzYGk6e0P7rx/b+btc8O11Swvuh1JJ9HfmZ58760ffPvBnZ9NT2eDrqT8uY3fu/bCyubGl77+1Rtf+EIv7Ura7K7urm50XGqCberSpR1JPktPxmezQfblf/j37ZXvmP/z30tKTNKNSTYL8qVv1xZItUxlQpVEb5TEmLedp6M6wWTe3Nvr9karvZ1tSRqtPArN7aODN+/cvjM9cxtrkoqNzZGyP/z666tffuEjTQc2kWS6eRHPp3Xb02eSJFmW5XnelnQwxkuLJnKL1avzAl5OJydnDx48KDrZ7du3v/DCFyWdnJxMJpO2moRznWTZDGTh6tWrL7/8sqTD/clsGn3z4cHBQZRpfC2dF1BrGh0fjSWdnkytdd2+msZkmet2E6ldBGw2Ntb39vZeeumL165elzSZlO+8865RMhyuWZO0pQm63eT1179848bOm2++9bOf3T4+OpU0Hk/Ozqbex+m0mk73Hz9+LCnP8yzL2lUcWRrab8/zfDRaGY1GOzs7u7u7bfe4e/ce/OTHb1SVH/RXtzf3rlzZk3Tr1gtro7Wdvb21tdH6+npeZMuBIYTwieKsv70z+rL9wRMD1mLxSuOVOm8bmbxdVZJ03EuvvPrNaIu11dGtG4OXbkl6P0z+9bf/5Pv37uTbmyubW1989VVJX3ntq3s7VzdGm7tb24N+v/1c248vZV5G3PCxFREfu2hSTJcffxPm+3BjlkqKafb13//9n7xxu56WndXs8f5jScXOeml9CMEreMW2oYa3stbMC44kSbvstZzNbNNEa5Qntle0O+HeabLVv/161u/NfvBubk1SNZIS36ykaajKpA6uaUzdpmqTZS5maZ66ze3NkKWSkq21ZHfjvqm/fe/Ot9++/fOzY0llkddJsrG999rLr3z1ldeu71yTlM2K3qxb9WbRXGhBsfgzGEXNb0zN5Nf2rvyNv/u3b0/q/uHUnE4krfa6SRNt7atQzboKg46k/srqlc4g7w/ClY1/d3Lvf/+rb0l6oz4LMXk1vfX3br324osvtmuW6rpuNyOGED5Wi+P/ownYxMoa46J1ii5a4+380kS2nc45L4u2CL5Bkrn0OohLriC2l1p6HC77e9rLrnS+3CM+44c7v4/+zJjmsm/EZeqsfF5W6fwG70Fz8bQVL9zSebobx2UwaqwqZ096jaRDk0TZbhie3T2YGfumKSV9UD/8tyfTL+bT1577wo2tW+6dx5ISZ0zVzE5OmrNxWoekqSXFyWzgnPHeRG/VFo2YZ+MY49ok97EpoyRVVlUS1S06G+u+161WB5KKjQ3fKw6cCUU+i/Gt934m6Qd/8eO/ivPzWZIkw+G6pC9fu/7CCy/s7u4Oh8OVlZW2ZupoNOp2u1mWpWmaJM4lH58qN/FXCLfmlx8x5snXur1faa1dPR2epvXdtaPBP/rP3vjGNyXdKb09OXvl+nP9EML4rF0aEdaGzZXNB4m98/DBnft3/5e3vtuesPO8e2V7+5WXXnnu1stboy1JazFfs0UTYpqaxGg1nE9Xhuf2vrS2ctuuHJ55SR+clI+COT4+Pjq6f3Z2Nh6P2zNQOwXlfej1tl679QVJL7744q1bt9bW1nZ3d7dGW4PBoM1SSZJEZ2SUZ532FRjEblqk+yvudK22X/naB1Up6eTBQ3N8tm3zHaXFydgdnEoqpnWnLNWotppZU2VO0ulqZ7baT7q9/VsvxM2NE2ck/fDtt//8u9/+8NGjZNBd2dy8tXJd0gvPf+nll1/Z7G8P9916KJL5sh6p3WFZqi7LYqUraaW7Oiz617e2P0h+ehht2cw/OaVRMPIuKrGDUpKiV5zEs3uH487w8UcPt1Y2JG1sbU7OHpzk/treIE1tMy4lJZ2+i3k2a1bSL87c/Z2VmaSXnxvbaejLf2Cqo6OjsV98QmO7BdwZpZKCj15hbGpr5WSbeaGS4c6VvZde+tLzN18ois7d248k7T/cz9Lexubm+trGYLDSrj0YTx/kab5x7er1jefvPn/3zp07ku7d++j09HgymfjQ1rJoFpPftu1pN9raiMZIGo3Wb9x8bnfv2qyq33z7rW9+/99L6nb6nU5vdWN1bbi2ubm9e2VH0s7uzsZoY3fnRpZlWV4sJijPM334bEbJeGEUXnaWaevfmsJIWYwa+twYBVNIOkmr+uXnfpYMrq7fGF390psPDiV94+0f394/yXpbu9vP/8Hf+ltbezuSbl57bm9jZ6O/UqQdLcrihe7yiZiLz25ebeNT3HMrq5KkXi1NZZ2KriqnkzyTdLrqir/x1ff++b9YHa3em8yKtTVJj8cndtRdmxyZbnEy07ibS5oNVurNtZPdK6dF/v747KxjJfmDw1eV7u3XV3ud9LDu9bYklZX/sJg93tqavKx7qw/jw2NJa7LXB6NkVrmyambTdiGTTMiKtNvrZZ3izavXtnf3JI3r8pvf+dZf/OD7R9Ox7XVDXkha669dv3XzpZdfvnb1xkZvNMo7kla73W6edZvsiSUti6oOea1c6sVVSWrqM9fUN79W/nHvW+/fOTk4lPSP6sZYW4VYhlpFVoxWJYWVwaM8/fBo/5vf/6vv/vStqY2SXthc375x/dVXXrv5pVtra7vWdiVl2TBGG4Ksdcv3Il6yCcTT+DhvsbGs832xW+avVwvCLFcAL1Y+tGtk2uwbdV4YeHnv1TzzFgfxkt/1TB/u0o/4jB/ur+++/TN733+nX5Tf4FuniaKMt6axqtulbCa2I2R3c9X1gstmknQ4fXw2/tG9d+8e3B/m3Um+J2l7fX17faOzuZKXta2qpPaSkhCnJ8dJjFYxhKbdGh9iaDfHOZPZJLF5LqnbLfrdTux1YrdTdbLY60j68Pjo/bvvf3Dw+IP9Rw+ODkvfSErywnQ7a6O13d3dnd2d7a1tSVtbWxsbG4PhoO3p2q7d7Ha7SZLatkvEb9zT9TIXIoOkadxxtxkPYnZrU9Kj2x9kxnx7//ag00nyRINU0tgfP/jph3ce3r/94P7+8WG6PZK0c+XKrVu3nrv53I0bN25cv7o66knKC+vSYI2iebI+pJExcbBS3Li5m+aSNFrv3759+4MPPnBpyAubd6ykuqqtsyvDldHaaHNz88aNG5L2dvc2tzYH/cFobbQyHGTzxdbWGBkT2x4Q8xoLTkXXDeqi003STNOtoaQqlLNQh9I3xqyPulvrq5J6SRampZEya/LU+ba2Xa8wRR6zdL8uv/VXf/bT996T9Pj0qFRMtnprezube3s3vvKipM0be8Xu0I06tpfWfdlkcTzXwaSucXXa6RyXx5KmKm+9/MJ3vvetfNDNO4U7KdszVFzuWYmhvHA+LWO8d7Bf3L49XFuV1F0dHp2dbOxeubt/f1BN10ZbknxsxtNJZ9Srx2d2aFeujiQ9Z24mK7azlrmBvffhR22bjJPj01nVZDaRjA9eUpHkvX5fRd3tJv3+cGtrS9Ktmy/s7V0NPtzff/D48UGbnDvd7mhrtLV7ZXNza21trd8fSGr85v7B/oP7D45mJ+kwf+GVL0i69fKtpmlms6n33jeVn9dvMVmW5XmWJkl9WqVZJsnHeHR08v+8+42z8cRl+fWtPUlFpzcYDDc3N7e3drY3t7e3tyVtrm8MBsNhlrkkMSYud0R9BrO+v96gNa951zYDlHw1nYxPXvw7/8EsNO+OH7xx731JdyaP3Gbv+s1rX/jaq7svXl3f2pQ0urLeWemaxM03JAVJsv4yI2FulenClqYg1TF3PqqRNMy7dda/lvbSB0cd77Y3R5IGimfH9UmnSDo9X2TF+qqk/u5Os7V2nKdn5fj7b7x70FSSVvvbdZFM0jBJQrebuCyT1OtsbLkQs2S/kx9Ycxa9pPuHJ4dH93YGq70s6230+51cUpHnximEUHr/wfTg//o3fyHp3fdvj5s6pC6u5as7W1duXJN088UvbF7Z3tu7vra+NhgMBoMVSa6TNql3iYkXlwGf7/2Vj34+OZ7XZT82Q+NXbN2P09JL+tMHD12aJkXuily5nTSHkj56592PDvffuP2zOk3MRjHY2pS099ILL7366o1bt9LR2lY3H+SJpI6NxsfzpXjzadbf/onsiW2cy3tA5xO7v/KScPOfrsiYJE2LorCJa7yXFBTbQvrxyYmlC5X+/G92+/bX5i41Z3np7s3uslOkl3vEZ/xwv+n842XmgC95wLjgLvWyfD4SsIvP+vXU/Nxhg51vvW8rGJhgbRMyb5MqSrLTWmdlOJtp5o0PNx5lkvIk7Red1W5vvT/cHKxs9IeSBkWxPhz18rxb5Im1fp6Ao4xxiVW0s6o8nU4kHY7PHp0c3z3cv3tw+Hhy8uZHH0qqM6fEZcNemmVR1vQySZ3V4ZXN9aIo+v1+t9vN81xSeys8TbNOp2gbfWlenGbZcMr8BvemLumjpOy7fnx08NHBvZO79yV99xvfvLWzWx5WZ8dHxlnjrKQy+lnw3hpX5EmW9UerktbW1jY2NgaDYa/X6/d7RdGR5Jxr+0XHC6u622obxhgfGmNMW0CgqsrxeHx6ejaZTOq6ruuqnQOOMWZZ3ukU7Z/tdG+eF0ni0jRLEncx/BjJ2URG7XpW77011jrb9qH42UcfSJoenkz296uDU3s6S2fN0BpJKy4bdPouyZI8j0kyrmtJR6cnj44OjsdnH5qpjJI8lZT1O1m/0x2trG1vjtbXsl5XUtbtdDpFe6M/M2nbz67xTTfplFWVZGlZTtsZ/en0dHpyem1z+9t/8s2f/ujND39+V1I1U+nlJbnkfII+eCm61FgbVwa9L778oqQvvfKlr//e13789ptKzNa1vUqhnUByLvMhWOtn1fT06EjS+Pismk07mRsNh8Nu7/bP3pNUjmfj00lZVsa4POtIKjrdNE3XN1a73a6MaW+R3/vw4P2P3q9jleVFludZt5A0GKz2V4bMXrnaAAAgAElEQVTD4aDb63e63famcNRkPJ6cnZyOx5PpdHJ2eibp9OCkmTTRRmNl7aIMoo9N46uqiT6uhF57bEdrZY1JXFIU3V4v7RSS0rwo8rw7GPT6vV6nm+eFpDzNkySZdSoz37lj/ppi74XhzroYYxMaRTnrgoKk8cnJ9Og4fPfnD/b3z+rZw/GppCY1/e2N7sbqxtXdwWhY9Lrt5W4arQvGGevi/BPi08s8pcNMWRMk9WvT8y5K0zTOMufSRNJ6NCvvPTz+V994/lG9eVwNi0xScFKRVDeup71Od3vDrwwkvXv46E/f+tF33n/3o9m46uem35W0fvXKcy++sL27nbdNR1wiaSzZxJbT8dH9B+NHB83xqaTp/vHs4Kg8Ok19TIzLnZWUGuebZjKeTsryPT8ZjrqS0k7RGJv2ivXd7dXNjU4nl5QOelm3aEfIIs/zJJNkovGNd4uGm2ER4eJidWuclu36kMQ676uzo+PDh48PH+9PzsaS/P7kbDI+PT0t6zpa0zYDrZumasLK5kYd/GBldff6VUkrozWXpoPhYG1j3ahsR+nEJSGEEIM11hr7K8zQXXLEbksPysga2z6d//6f/reXSsD/cEXG2DYBO9csTmDW2hDj+SrhJ7O6i5c+AV8yeF2uRMulp0gvXRHmco/4jB/ur2EK4LKJra3x9Ls6B/wbvAeXfD1Ll/3CX8NE42RMVJtFjA9qgq9rX9XBh+79RNJkPI7jaRJNKqc6NJWXZKOTD5lR4oyRXfYmiO3oYdMQm3nZ0cREZxtjKwWZoE4qyWSprGIISqy6nfmlfV2p08hauUR2fjPPmHkJq/jkbbV5VeJ59YtnnYBNIuuSUM6ssUlb1Pa0tImqs7GRi01Qu2AwOjmrRGpfi7SWpCSRS2SMEmeTpH1WoW5MmnxK73ljrQ3Bx2beDcJYKzNvTHWx2cPiTTXzhzMXs/THjrsYvXfpvDas900M0bTvgg/RdNqPk/E+lrWmpaa1Zl6SmuBiMDEar8VRIy/JJjJO3ZlS2zaelY1KnMvTkCfGxLa/iRTUPqRpW0LP14k6k5Znp93RaHJ20q7WCLPKH03/63/2X80enb7xrR/87CfvSjo+PJtOgpdkXIhmXkEiRMW2NVYssmRt1Je0ujb88tde2b159e0P3/vzb33rzE0ldTZWK/k6hjRGJdZGI6kpy3jWmDqkqXp5cWPvOUnDbr+X9W3jFE2wXtJ4PD46Orl///7+4/1qGpRLkutYLxlZlyY+9SZzkoxzwcaYJmmeW2d8DJKsr401UWqq2sxCqL2kqJBaW9eSDwpRzbLBtW0XK1ufzAsUWytnbOJi0nY8kSSTp9HEOH/HzcUmbzGdKMR55xnJODuPByHo2Veq8r4tzqgY5BLTrszwPlZVMc5np2dKnXwtSWmiIlVduV7HR6+0XWxt2qLI1jmZeciJl6sKPzCa1JJMpTSmIaoxQYNuOlyRtBWyKw9mLx2Ylyf5tTLZ648k7e5e2djZ/uH26Ojs9M077/3f3/lLSW/dv3uaNM1Kt4yz2EvUa6tbZOqkxtlownL6NVor5ySjupH386nAqlFVK0hlrVlQFZafX2uMZMPQzFu/GKM8UeqMU0xd22MoKMhZGSl4GTPvNROCrxuX2Cdu4JsLW6TNovNZiG0Z6xhCbHzbuTM76fnGhxhkFENo+yfLmiRJVfu830nTpC114qwtiiLGOJlMxtvBLJbYR98oRtm2FXn4Jefj32jOIhrn0rxorwPP/rf3lv/g11k6GRIZY0NiQ2Ktc23BlxiNrF2sA/7kBG5y+V87uWwSepYzzrp014vLPeIzfrjPEXOpdcCfl5fFPPOo7pVoUdlw+TtYBROX+4nmUSvkVokJmY3e+81Ukhs5EwY2qp41zelYdXtxYrMkn9Tel5X8/EQrl1mbGGP89ESpU5ae531n1UnTPG93Y9jEmdQaZ4Npx9lEUpKuTga1nqyvvry2sdYuv3Kxz1P8tJJXn6VOWTvnnOtKOjkbS+ptbp6dTbq769Npmdm0fYtDHZqqNtGkaVqk2XGvlGQXNYMUoxaz2vZC+dsnDunF03MXSiIsn/Jy04/3PjSNYjRJkiRJuz3F17VL0+Vm+YvfHkLIsizGOO8M7BNZ2zbgret6ELrzR2m8r330XiH6OrRJ3dfBmURR0UffnimDSZLEOWeKqqyqJM8k9Yc9OTuZjV2a9Ff67ekzRr8ot9nERSUHa+0shNWd3V6vl57k1WQmKU3yQaf7777xJ//JH/2D1fW17qAvqZzWzWwag3z0Rjb6dHHoGjWyamJTV3Yi6ags33Fvno1Pnn/1xcFG/89+8C1JJ362sTUaV5OYdaP3qr2kLHTNimJZV+PyeFr+4K2fSop1o2Ayl5hofFVLaqvt+lTpap6sqWkrs8Zou5krsmBjtMqHXUlZL/dGQdGlTs7aNgEHLyn6YEPwdTBN+3+jidKsdtEZyWkR6IOJMZoQ07XhrColNU0to1AkyhIZBTWSbL8f2jk+++SFUIybZdZejrZHSPtn2znv2e/Tb+tkOecu9u2LMXqfl1eGmvU7nU6oq/YS2lnNZrO8W4QQ0iyRZJx8jEE+GHk/35O55rPL/CYdGVtL6jSu49IqxJOmDnk2zFNJa6YYDJJB2q32a5uubT33BUnr6xtNjP/yne//2V9846cf3m9SSUrW02nilJfZ3laTm5g7STEJskGpybKOS2x7eNsQY4wyxiRFiLHyQW3v+mjVNIpWdZhf+VSNmmhlrEyV+vkbmrgkcy5LXWqDYh1qSUWaOmel4L030bcJ2BgTQmgfNC42cbVzwO261jRN55W2fTDGJMYaqWmatpRb7tfLspSfr5SIfr6BJ02dMWY2m5RGvd5QUpIkZdPIhF66njWz+U25dkBbdMFYlvT+7c8Bx2iMSZKk1+u1l8qXTJlZnY5WV3d3dzc2N9M0LetKkvfBORvam22/8A56DJed2bLPMis8PQk9Za/oclD+LT7iU56B/d1PwL/9HXvmsi/LZ7Au/5IPZy8/gx8u9yRqZe2oaOKyyXmclzAzYbnbNZrgzWIngFFxFheJSbH2ofG+8qEOkmIIzayOwUQfgl92MZiPeiYL52tMrTXW2UTWOVmT5un8i846Z1ySWOdsW7vXmEk3PmXs+/RPtHv6oHmZV/qpU2X9WRWlaEww8+0+wdg2jDSVDzGYZj7d4qJJZJyxzpizYbz0I/52n93Th8G8nv/MEBVC9CGERROHEEM5rRQkH0yI7apDJ+OstTKxkDHGOifJJc4kxlora2TivBGDCYrz+kMXG4fNEru4ALDzJZ6lN5PaTUKapNeuXps8PpPkZ76pgp/W3geZMJ8n8/PNP4msUSjPSkl+ogP7qJxNfWiuv/z8P/w7f1/S/bODo+mZEsXhhm+82nW3wbpgVIVqUvppOT2ZSopN8FXd1N43TVsA28jKqCoalzqXuLYqVunrRkGJTOrSbh5cW+nPysVg1RbPap+XM4oxmhhjaKeZ2nHAmhh95RPjTLSx9pKaulE0qXVpmkZN69pJWr+y1RsM+qOVt979aRWbdtGRSZ2cNc5GE2MIy0oZxphO5S53wDzjXgZnNu/H82hhJRuDjTJqSzq0eS62PdnDhRG+aC7ze1p525WkxFsjJcYkzlZu8XPzzlldvzE93e+lcS07NieSPvzuT3704x/9aTyMztjdbqebSXKDrDfMTT9XblXYtryEyZxNjHVmvhU3SlKnjtGYIEUrb6yfD7M2ygTvFYx8nI8VXjbIRNlofJbM3wdjZKMxVi5qfiesvT8fTLsY4GL/5zifal9u2Aofmw/+RLhafm1S513Nr3tlwnyi3YYon6RZalaWRcNqE9qlZzNpNOlfdmgKlzsCrTExRudcnudJUXziGf3Ko+F/8d/9s/Zyqmma6WxWzmbzyJ9lZVV+Wga1xj71CYfffgK+VISKT30485RnES9Zu+Apj/iMH+6ziqTP1lOOtKccZr+sI7S91KF72bD6tPf9t/9wT//oW7lFL7fl/cPlLVeF81EyhsXuWEk9LRpkxWiijVExhrgoDRMaH6NiiO3aB0kxLjo623DhYGtv6MoaI6Nl2J2vcZ3vZpuPei7YyzzBePkse7mgEG0lY9oTVpg3NlNo5+LmL1eQZHy0Uc60Uzu/5LN3uezxG0x/f+p3Vtm8JVQ0RlEh2nbBRft4Vk4xKrR34BfBxcgYzaI1xhi7aKhhzPxesDl/Pc0TPeAWCVghmuWR0s7XBVM2ycybmf/Dr7zeTXNJ3/3Od3744x8/Pjobz2beS83833WSa/tePXnpnHVsMSz6mys3XnpO0vNf+kJ/NKxC9Y0337LGpjadfzSCMbVRE2Oj+UI/H3wT2jnLEJcNlhW6TbSy1hrnJOVF1hv2h2srRb/ro4+LhmGyJrQXlnG+k9y1n4g4v9fa/qW9HLVx8QHwbcPe6JwrsixNs61y1i4oH66u9oeDta2tf/Gv/mXR6/r2vXPGtBW147L8lZyx1tpH+adWpDL2qSfx8ExPEK62F6OYXZ7b4qJd4DzwxXBhZaak8lIT2alfDFAmRinY6OcX/1ZSM6v96Wz88Oj07sH44VF1OmuvhUyULdJOr9Nf6XdXepLSbpZ1s7SfuSJJi2Regj2ZF9qbb7SIUVKvaebjZTtctPPfRqG96yMTw7KD8eKbjX3y/N6WIDiveeyc1RPVLy/Mf4Rm8Yo98Qn/pVNmqc/msx0mRsX2JOHbV0k+mNieGhZzJ/MuwTbkTxvQnnakhUsegXG+tH3ZPPJf/zf/62US8P/wP/2PDx8+vH///unpaVWWbVnjsiy998migMon51+9Ln35eMkrS3upAT78kpOJ0aUmuS/3iE95Uy59Oypc/kr987FW1nzqfYinHWZPLwr2lDfis5j5eOr7/kwfTpJbBhEpmvN2GYvR05j4xAdjcZ6oFkPZPMNe/LeC96F92DhfYbbYdmNSLVdXqF0ZbDQPvvH8rGY+uUO9qC/zHsWnvvFP+8bLRssyqy9scF+29m1PYJJie5FjFBb/iZKSJvutf2gvfeg+5Uxzmvv5VYqskbXRmmgXEVhmfsUYrAmLWbrQznt5dT6ximMRz+z50uTwiePfhSYoBmPied+GoDqYplFVWe9//+uvS7p+4+r3fvLD77/5o8fHR48fndpKaquhxfk08LI9YZsPg7yxJstd3s0lrawOrl7b27u6s/PS1fF4cvD4UNLjh4cnR6e+iqnL0yRvp5VDNEExxBhMaD8vxsSomJjokiRNknYGvfa+rKZlWVZNbY2N8ym6GC5u1Zj/OpUx84u9doVDG7Nj8NevX09dMhj01tfXJQ0Hg7ppHt2///jxY90/LOtaUtHpPvf8zVdf+9qffOPP3v7pO5NyJinvdKxJjLUyVv68BpUxNprkcgfMM15Q1NhlYmt7rZkLE5bzv7f/Y7Sc2zSSOs2ltp6HdNHVPUQFKdgYnWJ7eZLn+bSczarGh+ibWNftLQLjbHJmQpqmaZ7KBUlB3jglqU1SW88rZSvO9yvMl2YvvlibRdfo5ZE5/xWsC/F86ApGcdG3OWsu7PdY/LTlYi/nXLgwSMfzN9Qo1rrYzuzJ1kifzEHLL/dm55tvoznP1sYoxNje65kf0u1lWvtO2OySgfDTb2b+kqmH2htj2i457c//7rd/vPynv8YqiP/yP/+nh4eHD+7ff/Dgwf7+fltUUlKWZfqUlQAmqrGXnno0l/02f6kThrvkG3P5SVn3zJ7dpR9ufhXzbCdzn+3c/+fD5fPvUxaHPD0JhZmkYKy/WOd7kUptlIlWkmsr6bbN36ImplrO17YTVcu5hLBYYnhxwFqOSrbd6BOfnG1uN0lceA2imT+j8wQbyssE2WgvmYAvfb537XZAq8VlQRt/7fxnzndjW+NlfIxeJkQTvIaXCx+fxcXbU35m0y5jkDHRODkF4+L8TbKxfcLBmBitbwuTR9O0mxF9SIxZlL1azCl5xRjmiy6imd//n6+6WYwP/boKMTYmBmsWy3RCaLzx1fj0uJxMPrp3R1K/33/ta1/1uXnj3bdiYaYPJpLq2tdlbM/JoW3dJEm2MTYGY3xwjavHQdL+2cHk0fjeux/t3Hl70Ovv7FyT9Nrrr+9uX02T7unp+OR4XHT7mrcMUzTyNlxomBp6dTqZTI6Ojk4OjySNx+Oqmlcxm06nizshMS7mzJefiEaTdkY5z9O1tbW9vT1JV3d3RqPRz9+/XZbl0dHBo5/elfSzR/dPTk7qujbG7O+ftt8+2tjsDM5Gdw+vXHnhRz/5+ebmjiTvY5rkaZo755zc/A0NkpR++lGx6G3yiy3nv56NXjOT5Jf1WI31dl6yRnF+kLRV8828I+U8211uJ1yz2F4STZDxNobMhyw07UE5nU42h6sxz8bBT6vaN/OtadYkISZWxrr5dZy1RqZtYxxsYRbDsjXBGGMVrTGu/RRM07IdV22UjW1+nn802rpbQdEvumzMB2drBuX0k8O+MfOTfruYOJ5/iMwyKmfOLObyzsfZi3s/9Cmzwscdb5djeJRd/EwrpS6Z/4Tw8Uq/T6/I8dQjLVzuCExk2s9R243kE//0Vz/yut26rtNr13Z2dw8PD9v5ZGNMU9XLIdX82lOPn8VKy8udop79FOnl5r/DZ/BwvxNzwJ//mPuZuOyTNyZcWBlmdF7t25gYdWEO2Mb5bTwT501v53MMn2gVeT7LFecznya288DGxQvxd1mGwFjNM8qFG+FPDin+04uHmMsuAH9azP30H/rL7iL5xezUomZF1KJgevsaL2bA2/lRBUm1KX7r4+dnsm7zwqybjbYtw2GXhUbnk3IhLp5mNDG2l9ZPlHA5P2JiPK9UsHidzMUn3PG27Tob23usUjReISo208m4bsqD/ceS3nnv7e293b/xB3+zU/Ru33n/I92WdHR8cqZZ9PJN2yUhSkrcfJOfMXZWNbPF5OG0DGczv3/6eDjo3/voWNJ773w0Gq1tbW3t7Oytr693u4Wkopv3Bv28k7vULbq9WGttWqbnVTikuq7LspyVs7qq66qKyxZo7WxK4+u6qutGUjRl0zRlWc9ms7Oz8dHRoaRv3H7v7OxsOi3H4/Hx0el4PG1/ZuObqgyNN6ZbDYaFJJPbrJ9t72z0h6OD44O19Q1JW1s7naLX7faztHA2bVeOxRgV5G3zuZgDHlZVlInn61ZNOxV68VZV+ykzF4ctqUwuVYDfuMW8aTTtBHCMSbvKR/KhkbO1VEXvY2zX44Qg3zQ9220XbTnbjmTRSDHEqGCXszxtYJ5vzJx3jy9ttRgcZBejgl3MGEdpuXw7mvM2ZLmvzqu4zOs4XHhBZONyyDlv/9leQ/hPjhcm/vK4ME7Pi++YC4V95yV44nnfERPP34UqvfSigE/9Ru+bxTe2T9paa6x10+lUUrcogg/tfjjr7CdmaX/lwzfG2JaQLMsyy7KqqtqLkhA+L321AAC/G5d26cfPi/P7pKGu67ouT05OJD14eO/evXuHh4ez2SwE/87Pfijp3r17t2///MH9/clk1jRVXUdJdbVIBe1Z+4ku4cYoWGvStgJJ4tIs6XbzwaDf6eUrw76kTjcfDHrdXtHp5L1+T9JwOOh1u852rbN2UZcjhljXdZtZx2fj9jQ6m83KsiyrcjadjcfjdoXhrCrLcjaZTGazsq6bqqwlzWZVWfqqCjHIGLW9DbM063Q6nU4vz7Oda8Xa2rqk52/d2tq60usO9g8OT47PvvDCS5K2t3c2N7c3N7Y7nd75gsFoYozGeo4pfB4tF+KmaXpyctLv96fTaQihKIr2+vBjCfvmzZuXScA6L6KeTSaTbrfbfnE2mxVFwdsAAHhWCfjC380nT1VlWZbtOevho/vvvPPO+++/f3Z2tr7Rk/T++++///77h4dHh4eH9+49ODg4kNTUYTqt2wK4WkyQzSuiRlllyw17McYYvTHGJcY50/YlyYu008nTNDUmtjdbk9QlSZK4jrXnCVhSCGFZ5Ks9PZdlWde1936511xSWTWL/3vhLG0kaThM2spleZ5JGo1Gu7u7V6/tjkaj69eea0/N+/v7b7zxpjFmOFwd9Fe+8pWvSnrppS+ORqP1tc087ziXnhc+i9YlkWPq1/WU6b+nlJB79qUYf7ctX+qHDx9ubW3dvXvXe3/lypV2BGgP8ouzy51O5zIJuKqqtldNVVW9Xm/54amWt3IAAHgmJ75flIUXhRSca6u1hBCds9aZGELTxHZh5CuvvPjyyy/evHkzhPDRR3fv3Lkj6fDw8ODgoKrq2XRW135RyEIhKMa209fHH6WtRREWm6GTxC5qnc5PzNbOi17ovPbuufbmrKQQg+J8jdCycnNsex3M9w+pzdlFkWR50u/3ik66sbG2t7cjaWtrQyYeHBwcHBy/89a9d965rcU6o/bPNE3aF6lpfHvSXxaSW/5W1hoOKXwedbvddsFDkiTf+c53jo6O6rr+oz/6ozajLtfrnqfei3//1cNru5S4vSpdX1+/cuWKpK2trU6n8/SV8gAA/FZ9MrHFC3luOeca2ypI7QyrDzNJ0+l0PB6HENbWRjduXH/u5g1J6+vrDx/ePzo6evjw4f7+49PTk/bfnJVlXTfVxIcwn/ILcT4xHGPbosReiLaf/C3nlT4+/qu3SxaffBLtZp15+T8Xsizrdoui0+l2O6srK5LWN0bD4eDKle0Q4nh8evfeXUnv//z2g4cPyzIaYzO70pb+HQwG7d3hwaDvvW/v0xpjsix1zl1sfmGMCcH/NfdB/nz6LAqH49flvW9f0n6//8d//MdtOn311Vc3Nzf1i+aAL5mA25sxJycnb7zxxptvvnnv3j1JJycn0+n09PS0TcbLHkXLJi728rUgAAD4xfHjV8jEH//iZHrSnsvKclZVZVlWVTUry5mkuq52drdXVoY7O1fW19fTNJF0Nj49ONg/OTk5Pjwsy2o6nUmazWZVVTVNU9feN77x88K9Mbb1r5fxSG05sxhijDEsy/8ZWWuN2u5+TlKapWmSpllaFEW3083yTNJglPT7/bXR2nC4KpmjoxNJ9+89PDg4/eCDO74Jvpk3dsmyIk1Ta5xkiqLX3qrNsizLsiRxzrkkmffBzfO2Guvy3v3Fm/icqfG5VFXV8gJP0vb29uuvv/57v/d7165dk1QUxcX2lh/za9SCSJJkPB4/evTo4OBgNpu1l8NVVY3HY7/wRFfSGEnAAIDPwC9cgml/SaRrG0wY1xZDSNOqqrI0zSTVdfno4cHjx/tvv/3ObDZp99Zcu3b1tddee/3rf2BtXZbl6emppKOjo6Ojo/HZtK7rEEK7m8372DRNXddN07RTxcsz4MUW00mSpGmapqm1tj03S3LOdTqdfr8/HA57vV6WZZL6K/aDDz768Y9//NOfvvv40VG7YqHfW+l2hmenU2fzxBVu3qGj40yR53maZlkelruCnHNtJVSZEKNpz9dPvm4kYHzu9fv95aLcbre7t7d35cqVbrf7qxRp+PXWAbe3ltpbSO1YcHh4eHJycnR0NL/FFM67LC6by/MOAQB+m0xzIdSaTyQ5+2TqNRe/K4TgfZtX67KatbUXqqqs6+r09PTo6Gg2m3rftGe98WQ8nU47uel0u4N+X1K3223zpXOJc66dsl1W3dfi5njb2mM+E2wWxd1iDDG2ixBiCG1h4Hb3W1VV48nk9PR0MplIOj49kIyzziVpmhRZmktK08LZpNsdFEWv1x3keUdSlhVF0el1+0XRyYpmPq+cpssuANbaxYOzYwe/c5fCIbT3PfI873a7a2trm5ubg8GgvRQcDAZPmQP+9dYBL//luq7bC9+yLNuBpF1o9clVELw9AIDPKgGfJ137CxLweesTI8klYXkua09P3vumqdu/HB8fe+/LslxO8Uwmk7bv6fHhQV3XbVaeziZlWTW+bveztbtw2pOkosJivbAPPoQQo7HGOOfaQhJm0Z01xJhl2bJTgDEmTdP50oU0lRRDJ02zbrfT6XY6RVEUuaSiU2RpvrI6LIq82+22X0zTNEldnudpmlob2vmwNgeHRQdyc16wVcuK1MDvgLbWyvIqNEmSPM87nU4bi83Cb5qAtfjo/pP/45/885/8c153AAAAfO784y//419v6Y9pr2VZ2AAAAIDPLRa/AwAAgAQMAAAAkIABAAAAEjAAAABAAgYAAABIwAAAAAAJGAAAACABAwAAACRgAAAAgAQMAAAAkIABAAAAEjAAAABAAgYAAAAJGAAAACABAwAAACRgAAAAgAQMAAAAkIABAAAAEjAAAABAAgYAAABIwAAAAAAJGAAAACABAwAAACRgAAAAgAQMAAAAkIABAABAAgYAAABIwAAAAAAJGAAAACABAwAAACRgAAAAgAQMAAAAkIABAAAAEjAAAADw2TIxRl4FAAAA/P8Hc8AAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAALqKv40AABUtSURBVBIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAkYAAAAIAEDAAAAJCAAQAAABIwAAAAQAIGAAAASMAAAAAACRgAAAAgAQMAAAAkYAAAAIAEDAAAgP+3fTs4AQCEgSBIwP5bPnsQBBNnSrjXIgYFDAAAChgAABQwAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDACAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDACAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDACAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAFDAAAChgAABQwAAAoYAAAUMAAAKCAAQBAAQMAgAIGAAAFDAAAChgAABQwAAAoYAAAUMAAAChgAABQwAAAoIABAEABAwCAAgYAAAUMAAAKGAAAFDAAAChgAABQwAAAoIABAEABAwCAAgYAQAEDAIACBgAABQwAAAoYAAAUMAAAKGAAAFDAAACggAEAQAEDAIACBgAABQwAAAoYAAAUMAAAChgAAOZaJoBGqmzAicQGAAoYdAwA/MovCAAAFDAAAChgAACYwVkNAMBb4uzjMm/AAAAoYAAAmGsDTXcgaQVqXyUAAAAASUVORK5CYII=)
Revista científica electrónica de Educación y Comunicación en la Sociedad del Conocimiento
Publicación en línea (Semestral) Granada (España) Época II Año XIII Número 13 Vol. I Enero-Junio de 2013 ISSN: 1695-324X
http://www.eticanet.org
TECNOLOGÍAS DIGITALES PARA LA CALIDAD
EDUCATIVA
Dr. José Antonio Ortega Carrillo
(Director/Editor)
Concebir la evaluación educativa en la era digital supone entenderla como un
proceso sistemático de recogida de información, basado en la organización de
sus elementos, la sistematización de sus fases, la temporalización de sus
secuencias, la provisión de sus recursos, la construcción, selección o
adaptación de sus instrumentos, el procesamiento y análisis de los datos
cuantitativos y cualitativos, la emisión de juicios explicando la bondad de la
información analizada y la triangulación de esta desde planteamientos
multivariados en cuanto a los instrumentos, técnicas, métodos y agentes
intervinientes presencial y virtualmente.
En las modalidades educativas presenciales y a distancia en entornos virtuales,
la evaluación de la calidad y de la satisfacción de los actores intervinientes
suele contemplar tres vertientes: el contexto, los procesos y los recursos
educativos.
Este análisis de calidad comienza a sustanciarse estudiando el contexto
institucional, cultural y emocional, donde se desarrollan las relaciones edu-
comunicativas, sin olvidar el ejercicio reflexivo sobre las variables legales y
financieras; todo ello desde un análisis sosegado de los valores inherentes a
las instituciones y programas que las promueven.
La valoración de la calidad de los procesos educativos, se sustancia en el
diseño y desarrollo de técnicas de diagnóstico de necesidades, de análisis de
la difusión y la matriculación, del diseño psicopedagógico, didáctico y
tecnológico, y del desarrollo y evaluación, tanto del programa como del
alumnado y del profesorado, sin olvidar la componente afectivo-emocional del
clima reinante en la comunidad de aprendizaje.