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E01PXodXYrbxFkdrkX/kt5in5gcfN0CfMPmyTk8jHPjKCnTjUpbPtt8hNckuaekkaL+OItW1K88GCb7LNbwSWUl1DG7CSQLsLRxquRtbJxkDAJzgZry2/wBB1LwbrNx/a8plhYtF/osyn7UcYAbByAeScjOR6kGvXrPw14eudcGsXFpp8gDm63RtsZZM5DMDhuW7HuR1rl9Z8JwanrU5kFzb6jLvuHQS7ZHUEtklsnAI7eg64GIWEqX3Wm3T/hwoVIQlyx0VtfU5W117VovC15pupXSW9tcRgW1zBKhxjcQjFCSQSpAJyeCPauVeK48qMz3D/bJrjcrGcHG/IZm53ZOFOeQQc+mYNZgurTWbmO5ZvOJyWOMkMM849QeaggvXikhd44pxEcqky7l+h9R7e1cFWonLlknppr+p6cIJK8ep3Hhrx5B4S1yS7Ni17CbP7JHAsoRFAZdzA7TncUz+Jzml1TxQtnbONL0z7DNJOl5sKQQ+VG67vKCIoaRMMCHbBwFwF5J4O4uZLq6e4k273bOAPlHoAPQdAPStSTV4J4rWaWGVtRinEklwJSGmySzF25YsSVAOeMH1GM3Wlz80WZuhHm5ranqng3xc+t6i0F/bx29xZWzXiTSPsURrsdQ24jjBJDA9MZAHNc/feKbbWdQimt7mSKBcGeWVMtltwUMQMZAyeGGQWwR1rnvCvhqLWNSvTdySGC0YK0ZBVpMk9e4Hy8jrXR614NutPklfw/M9rMrDzbZZTtdkbKkEnggj/wDVXqUXi6lHn3X4/L5mDhShUauec6jLLNqE7zXQun3kecCSGA4BGe3pVYEqQVJBHQipLlQlzIFBC7uhXbj2x2x0qKvFk23dnoLY6jwk9hPb6rpeo6otkmoWwhid0Z1WRZEkUsAOh2kZHPPSszxD4c1Pwvqr6fqtuYpV5Rhyki54ZT3B/wD14NWfCXhTUPGOtrpthsQhPMmlkOFjQEAt6nkgYHr6ZI9Wi8KaPJ4R1jT7hZZLjQ57iOVZCA4BD+VNjaTgo6ckAfuwQQFJNqLkjkq140am977r9TxbTre3uLxVu5/Jt1G6QgjcQOy54yf/AK/aun1Lwt5q3UGmOWXTWwyyht7BlDE9MHGDjaBke/XmtT0640bUpLSfiSIggjowIBDA9CCCCCMg9ia0b7xfqmoWJtpWjQsAJJYgUeQejYOMfhW9CdFQlGotf6+7obS5pNSg9Cqtzp0OmPb+XcXMzOxUuQiJyMEDk5IHPI645wDVGNBczqu+KHcwUbshR+Pp7molAZgCwXPc0KpZgqglicADvXO5X6GiVjS1aOa2SC0u7NobyMfPIXDCROAmPoARkHBAHAIJOarFWDKSGByCO1a1/Bcz2UM0izusCRxtM3KIjIrID3HVseoHHQ1BfrpiWFgtjNLLc7GN2Xj2gPngKc8rjHUdcnvgE0r+7sTF6JFF8b224254xT7a1uL25jtrWGSeeQ4SONSzMfQAck0W9vNdTrDbxPLK33URck/hXsngfwbo2k6zp+o3t3eRXMGGyku1fMIwQSuCF5PfnvkZrWhhalZNwWiIrVlSjfqX9N8AS2PwstbO+t7yOS9uftOoiEbniXB2boxguq4Rig5ByecYPodl4Z0i88H2Oj3jx6xYJGGjmkwwcc7WUr2AOAR27nrWvbWdokn2uHc7yKcStK0h2sd2ASThc9hx6VPFCkJkKADzH3kAd8Af0rZQSPm6uJnPr1uQ6fp1ppVmlpYwLBbpnbGnRc88elWSAQQc8+hpaKs5223dla/S4ks5EtiBIykfe2np2ODg1h+G7lrVE0uSwljuFLNK2MDHZj9en4V0tZOq+INN0SFp9Tc26LE8rMy5xGjohPGe8iYHU54GeK1jVUYODRcG2uRK9yLxN4fh8S6W1jLNJGhJDmHG8qRggE8AnPfita2mNxawzFChkRXKnquRnFQWWoWOpATWF5b3MQB+aCRXB555H+NXKlt2SYpN25X0CiiioICiiigChrTbNHuWMJmUL8yAkZGeentWFaadYajYXEmmb8NEYTHMuNrZBBz0yB6fzznV8SyJHoU+93UMVGU6/eHFefabfXmmTtLDNh2DAsQDgE5xg+n9K9LCUpTpNxdnf5HZQg5U209TW8QJM4kEsZVImVIVIwYVYbgc5zk/MD1/iH1+ddS0jU7CWR723mGZGUysDhyOpBPXPXNe+67qcepFbxQI5wqo6O2FPuDzjnt9K47UrXRby3u7yKCC7upk8tZEIc7sFVweQv14qsThPbUopuzX9fM9LCTdNaopfD6xvrWxuIbq2MAlmHleaNjMcc9e3A5+tdW93YRXDabHcL50AG0M4w6lmUFTk7skZHoKw7e6mi+zXvlymSOIoY3dmBbAG7ccDII4bgNzUlp/aB1Jby5aKKCMNIIhKWkRz1PHBA7cDAPStqK9nGMIdPyHNOUnJlqbXY/DMc+q3IWSTcI/LCEK5xlV5PzfX26cYrOj8XX/AIss5Yba1WK0t5kngmubgAxTgj5NzOqlGUMMZH3uecZd4lms/EVyum2IeK4RY7kOIy0I7euGGevUDJ9CBa03RBZ2HkT3U88pcyGVXMZUk5wu0jaMk/maxrUZ4mbjF2j+oWgo8zXvHnniCxluNVvw9ve/2ks25o5xiRo9mc+WqADABOQ2AMYyBuPPwyrH5geJZA6FeeqnsR+IH4ZHevcZLOWY2xh1DUoL+A/6LdQuHYN/Csm7l4xwNoyT0wxNcFrOkR654ju4vMtYdUjcx3ENpFsiLrtXcAQOeWLbdxJViAF+avFxGGqUanLLf8zppV0/dZw1dl4H8EX3ici/sbi2xZ3UYnidiHVSchuRtIOCOucjpiuY1PT59L1K4sriN0khcqQ64JHY9xyMHgkc8E1Y0nWLrRBLcafez293IVRlRBtaMMH5bOfvKvGORnnseeD5Z3fQ3qc0oe49T1HQ7TVtB8VaiI7eOexuCJpEfcDGQ2MgDABUlRgnJzxnnGpPeW/l3MkLhUhJU7iW2tgHBwBnqOn0rz7TfidrdqLr7W63jyxeWhZFGPY4HI6H1496wpte8QWepytNd3VvdK58yFwVCt0IMZ4z9RXt08xo0o+7fX8Dk+rzlK8rC6/bxi7W78wn7fGLtd3O3cWypx15HHp7VjOpR2Q4ypwcEEfmOtT3t9LfSRs6oixxiOONM7UUdhkk+p5Peh7VBaW863MTGV2Ro84aMjHJH90hhg+ob0rxaslKbcTtjokmNs7y40+7iurWVoponDow7EHI46Hkd69j+HMLTX+oa6NS+1zyrI+pLsaSF0cE7CCQdyEZyflIYqD3PMaf8IdZvtQms3uY7Z0USpJLDII5Iw213DYwMHoDgsOeAQT9B+HdE07wxpNto1gFURpuPPzSHjc5+p/wrSlTle7PMx+Kp8nLDVv8jw1rOXx0YITulTU3aSxmfczWMyopeFmIJEDHzAo5wVB5w2eK1rwlf+G9RSy1kC0kaNpBkbgQM42kcHOB374r6hFksGtwx2/+iLseaNIkwjEAhlYDA27pA4HUtuPauS8Yz6b431K48IpqHkT28UhMVxCUDT/L5bqx6hTuU4znfwDjIcqat5mVDGyUrJe7+R82U4OwO7JLADDZOVx0x+Vdh4n+H8vhfUYrC51eylupIJbjZGG+WNIywLZHBYqwA56da5EeUqZ+Z3ORtIwo985yfp9PpXO01uevCpGavHUli1C8hhliiu540lTZIqOQHX+62Oo9jWv4c8Ot4ilkje4Futsi9IgSwYk+oz9Tnt7VpaL4XXXNA0uaxuYXvZdTa1mt7uXy48lVZAADnBAf5vlOflAJwTkaPq8/h3VZVeKRVz5U8IJRsqfcZBznj3I4rah7NVIur8JDnzJqG6PbPCvwjg0nVE1Ka7SWKeHcIUhKmHp8oJZic+vsfWvQ28PaSyqpsY8KMDBIP4nPP41594N+IdhqGs2ttJc30itbSxi6uAFWSUOX24AC52YwQAT0YHC10Oh+O18Q66lvpUCX2mS7ibqJij2wUY/eI3qcbemQ3AO1sdixDStB2XkeDiFiXJufT5HYRRJBDHDGMJGoVRnOAOBSuxSNmVC7AEhVxlvYZ4p3bmipepwFb7dAtxHbyzQrPMGaGISZZ0GPmA68ZGewz1qzTfLTzRLsXzAu0NjkD0z6cCsDxHf6hoGi3WpWzx3U0YfbBK20SMzfu1HuM4AHLHA6mj1LjHmaSNy4tobuExXESyRnqrDNZVv4ehjW5tp387T5FKR2jL8qhm3MT6nJ69fc1qwXMF1F5tvNHNHkjfGwYZHXkU6VXeJ1jcK5UhSQSAex4IP5EVSk7WEpSjoZ8On2tpa3EOk+XDLGBG2whiGEQCBicnIXYefb1q/AZGt42lXbIVBcDscc0ioUkkYyHDvuxgDHAGOnPTPrz6cVLSvpYG7hRRRSJCiiigDn/GLhdDAOfnmUD9T/AErz7zFWdRhijj7p5ZTjjkDAHB69+/avT9ZMBht4bmMSRzTeWV7n5WPAHJPHbp17V5DNqDJqlxaYaNoZpEC/KWZBxgj5uc5HbpkYr1sFViqfK9z0sJrCxS8UXcUdrFAssMcskwEbTkFFOOrZGOh9Ovp1rynUbxr6+lnLMVZjs3BQcds7QBn1wK9K1y1lvr6eC9k22LKZoooeNgAUEuxBwPvHkH2OeKyl+HcU8SzQ34VAQjrJkPuIJ4BXnoeOCMd+ccuPpVq8/cWh6tGcIR94reF7251G3lW6v5Y1tjGFlkOVQcnPsRjvwe4OBXdsjfZTLBIJt4BLEht4xjPAweOcAc9KztN8IppdosDzEoHPmKMKzkE9cfNjBHB44res7Vf3Vrbx7RwkaIB+AFehg6M4U7VNzCrOLd4nG+ENQFxqepCeRHlYRmNtm1mG0hgB6AqOlU9e8Z6tpmsz20drAsMT4UyRtlxj1z0zzx6fWu8a2jMwlaKPzVyAzAbhgfn3P51Ys9N+33X7xy0RK4Tyd20jJyD3J+UAeuPWlLD1I0VBVLNPcHVgpczWh51bX+q+MNJuls4zJqlq4uY0gjIZVCsCIxk7iPlOfvAt8oPUbN9pvjWXw+tw+mnSppsvJIzhZLhtufugZRjnvg5FejadDZWR/s63iFozL8wAQ4cEkZ28ZJC4HXGAeciuguTa+INAWIzIlxKhWGQqf3cxQ4Pocc8dOK8/2VSnLmnJtPfuc88Xyy0jofNUmhxjSHl1f7Vp1ygBgklBeOZmDMd/dWOMcZ/hyOrVzVxC1vcPCzIxQ43I2Vb3B7g19MWvgi8uo3g1K4sHUKVk8nLgtkcFWHAI56nHv1qe0+E/huGO4S5t0ulnUqVMESBOcgoVUOpA4zu5/LHHiMNSWtOV/U3WY04XvqeOfC1dOkvtQ/tGytXS3iF4t3NH5v2Ux7vmZAQzId3OD1C5r07Xfhz4f8eag2uRazP59ysMrrG4kCw+XhQi4BUtwctnvxzXWaV4P8MeGbqK70/T47SaKMwrKZHPys2SCWJzz68j6VsubGwea4ZYYWmZTNIFALH7oLH6ADJ9KiFF2s1c4a+Mc6vPSujw3Q/hENKv7+XxRbveWkKN9nS2kK+byBvYjlRzwM54bIwOeTt/C+lDX1t7md/saBQ80bKVDqdrrIpKsASrfdJPoDjFey/E5vE8mmMNCXT5LXyGLhpCZz/eKKfkwBjk5I7Y7+RaJ8NfFniOO1G4xWUzks80hKxHaDkr1yRgdPriqcYKHKoN92d2HrynB1Kk7H05F5ZhURMDGBtBVs8DjrUMWnWsEkLwxCMxKVGzjIPUH16A8964zwfa+I9Ev30v7BFLoQYCGZpTEbdQg4CMm5snP+Irva1d4NxTPFqRdOVk7mXf31j9o+zTCM3keWt1fK/MUIBV/wCEkErkHua828OeA/EFiV8T6hqC6Xq9pbpAtsiCSJ4YkVcS7Gy+4L26EA84Ar1h4oZJUMkSs6qdrFM4B689s1LUTjF2aKhXdONo9dzwm5tfGXiHX5X0m1SQWE89pBfy2sKBoPnVMPgB0ILAgLgFs/3cZtr8C9e88G8mt/IUNvEUnzsRnG3IxgkDrjg9jnHv8lhbS6hBfvFm6gjeKOQMRhXKlhjoclV6+lWaiNOKd5anQswnFWppI+bV0rSdESZ/EdrqM0MdukUJ0qNY4iVyN8h6+aN24FuPlPJ6V6R458F2fijRz4i0Ij+0o7FlixHu+0RlOFKkZ37SQp6gkegx3M+i2VxfreOjCQDDKpwsn+8O/wDnNW7e1gtQ4t4UiV23EIMDOAOn4CtJ06WvJ1/D5hUxjclOO6+48h+G1rH4N12LRp9Q0xZb2BZrvzYyJo7jhVtQ+/buBJbGCTk8YINamseCZfDPiDTtY8MInlS32+8spHZjLkD7q5AbYBI4HUEkjI4HZWvhi2g8RX+pyqtz9rMcuZ8MUlQsAyjGFwuxQRz8vOTzXmWqfEK3tPGk99oWqXU1qqtFPbXEjyi5lLJhYIdw2ntuIA+9gNjBwaUVZmkJzrVHKHbXs/66Ho/2vxFZ6tBMbMXmlXsiKYlIE9juVfmOQAyBt2R94dcn7o6SvGvhz8UPEPivxqdPv7aB7SaBmK28ZUW+0Z3ZOSQTheT1YYx0PstXCSkro5MTSlSkozSv5BUU9vBcqqXEEcqqdwEiBgD689+TUtFWc55R4+uLj4fx/wBreGo5oxLM5uYyZZLdXcqSzLu2IegH+8RjoR3uka8L2yhlvBFC0ikrIrny5doJZlLAHbgbgSOQQQTWF8VrnRrfwPdRavC0v2lvLtlQfMJ9pKv1HC4yTnp69Ko6F4hF9p9ojacuoLGnmeU0UZlVuNuFHfkMTycH14Lp0nNy5eh3cvtKCk1rrqd3f7H02Z9z7RH5gaJ2BOORgp83boOvTBzipreZLm2injzslQOuRg4IyKwtLv5Jp/Kt0W3QSb5In3N5a7TwOAAMgEYJHXp0roaqdOUHaRyTjy6MKKKKggKKKKAOR+JFzcWnhKWa1jjeUMcCSFZB/q37MD16evNfOln4xu7S++0m0tn3E7wV+Y5Jbhu3Jz/kY95+Lsoj8MWqG9uLRnusI8MbMN3lvjeVYFVHUkBun3TXiGn6DdSX4ljaK5v2QNbRBY0WbIOGCvgkY+blMnII9aftJpxVN2aPcy9QVFuR31m0WpaQxeVnjuA2UkUqUHQqec8HIPP5DFUbfUpokis5oDBHM48mU7SC2MligJCkke3U8g8VzV1dHQ1uGtw9zaiXyg08jKsjtufJAGZBtYck4Oe4wani1LTr6W+laPy5xAjGS6uBGzuHUqqo24gcAk5IwOeOa9N4uOibtJfj/XQ39n9x21xd3Z86eSMSytLnCALvzknHPBz645IHTJqSB/Mt43EiS5UHenRvcVytr4l0W5git9RktfMnhDS7QSnQnaxI9SSBzg+/XtvCejWdtp62qRPcWtvjIjOZip3cqAcHkjPHfjFddPERa5ou8V5mNRezjqZtnfR3klysY4glMROepAGf1yPwroNF8z7TbnEroJTtWKTaykgAnPuMDHf2qgmn2lncXjtPdGCUl4FeJQSxz3wOARg9T6e2brd9Ppmj/brSSWJ4HLmZJCm1vLkCZ5wRu2Zz15HORTq1GqLk0ZySnpEx/F3jWSDT0sNFZvtnnFZjHHuRAWZtvPckHjB4Ga7vwfNNa6cG1SeCUXFqnmQ+WCPOwG569M4z0GPxryvwNYRa1dS6jehpZI87mZ87nw3zNnngEAAcdzXqqi4+yRvGlzLbfMLaNozgbM7cBQeTj+Z6ZNefQ5qkXUqOylsisRGMV7NDdQmuLC6uIkuJCJjl967Dw25SMfmOnfgVRl8WauIZfMZ1ihO2LGGkc4OSDyehwOc1paok00EYnLA7S0O8YYZP3eex7dQDgZx05S+maW1lhtdwuH+VQDsJPGefUDtwflPSu9KEoXa1RnTjGS1RvWEGoapJLMLryYobRQ9sXVYg4JOQxAJzwee+fWt77O7WUdnNe3Nvc3JYDfIHjZxwy5HIzntxz35rE0FrZtQZL2ZIrYKQ6yE4kyOB9c4P4DvSatdwXFxHZ2043W6M3kK4KRpnqrd9x9cE9s4qJR9/kT0/r9SJRbnyo7jRSk2i2/ll5BCzDB25JBOB6enQ/jV61bAMS2b26IMgHaASeTjBNee6FqZ0zUkkO4xudsiqeo/+t1r0oEEAjoa8/F0nSm+z1OOvBwl6jU35cseC3yjHQdP/AK/40+kPTv8AhSBT8x6MeODn6VyHOeZ+K/HfiHRfFIsYrKKG0lgLWfmR7jcyqDlS24eWue+DkAcrkkWpvi5o+lz2dnqwIneGJriW3G6NGeJJNyjJJT5sA8nIP1qj8Q/AWq63oTpb3j31xFK1ysl1KqYHP7sDAA4IA6D5ck814KY3m1r7NrM9xE0bC3mfZ5jxbBsA25Gdu0DGegrGs3CXu7M9rD4ahXgn23se/wCnfGKx1DxoujGzjh09hIU1BrkEOFUsrbccAhSMZzkgdQRXo9rdQ3trHc200U0Mg3JJE4ZWHYgjrXmfhL4P2ukwJc3mpy3FwQJIcW6r5BZSHG19ytnK9VyNnua9Nt7aG0toba3jWKCFQkcaDAVQMAD0Aqoc1vePPxPsFK1EloooqzlCsGfwX4duNbtdYk0m3F9bNvjkRdvzcYYgcMRjgnOK3qKTSe5UZSj8LsYWh+DPD3hu9uLzSNMitri4GJHVmbjOcLknaM9hgcD0FbpzjjrRSMoZSrAEEYIIyDQklsEpSk7ydzkLjxsulwQrrcAs2lKFL2CQSWkmWGAr/e+6ScFRna2CcZrrwQQCCCDyCK5L/hXeiy3ry3MRlg85p0gJxGCx3MrL0Zd25gDwNxxVfT5rDwDdW2gPNdvYzJNc/arqQ+TZxrtCpufjHQYByCQdoDVKbW5vKNOa/d7mt4uu7HTdK/tC80abUvL3RDyLRZ3hV1O9sH+HA5/DNeLpqL6/4i0W10+a1hQyLd3dxNEjC1KsH5c4KkbCNuRkYB7Y+iK8Tks9Qk+LOqW+n6Xov2GWTbNFIsf+kZUFxvwx38ZKDHrgE7qqVSUYuC2lY3wU0oyXVI9E0BpdW1i51ZXNvbw/6N5dtMJLe6bAZpBlByGYruU8lCD0rqK8u8TfEyytZZ/DOhWtwdQEcUcHkgRKrFsNECcbTswFZdwJYY6DPpVkZmsLc3BBnMSmQj+9jn9aUZXOatTlFKUla+xPRRRVGAUUUUAebfGWd7bQLCYTRrElyTNC7lfPTYQUHHJOf69q8k0HVZX123ku5tPFs8RxDFMIo7f7wLkY5K7n9/mJyBkj2H4uaaNT0bTY/tEUbR3e9UlXcsh2kAYJAJyRweK+d9djkt9XuIJJll8tiAyPuHPJz75JyPXNEpTpxU+l/wAT3svjGdDl9Tq5vFVlrsLaZqG4wzAJHktIsEnIV493zIucEjJyDggnkZ89it39vaV2vLq2iEcuEztdVxuMnGBu3nnrtHXNY2mWUiyS3kibUso1uGVuCQSApweSCzKOh+8M8ZI6zRUgs7y+1m4mbZdxvKttKrKjq+WzuHXbyD8uOV65xSozlWnaa9fxOySVP4TgpYpIJWilRkkQ4ZWGCDXrPw21SSHRUkt55PtFvIynechcjjA9MHp65rO1/SLbX7KG8LNFdMzrDLHEpEvzNiNgpzkY+9zjBz7dDoGnrpmi21uI0R9u6QKMfMeT159ufSu7AYSVPEPrG333M69SM6dnualzcvIXuLmYsQNzySN0AHUk+1eT6p4ov9R0aaxubzzIvMJxE5QOdw27l6MMBunfbk8AH0bWbF9S0a7tVJSSRGCFHxz259D0PsSK8iJt5fDyKJES4t7l2dW6yK6oF2+uNjZzjqOuaM4nJcsFohYaEdzp/h/4he2v49Ie3jaOdyyOsY3BgO/qMCvRda8eaRpYFrc3Ra54fyYYmaOLI5x065J79uOc1514Q0+30pTrGprIsgjL28YUllTBzIQOQOwJwPzFHizUL3W4Bb2NjK9rCFklcQncrYJCnBPRSM+/p0qaU50sKm373Rb6f1+AqlKFSr5HomqeLY4fDMLpbX0lrJGrusUavgYVgxBxjG3Oe3IzWLYXGq6ldxzm8SbTyuWnaPEzsAAVY9M7sk8fzqDwwdQg0uG31DzJgzmJMwsDGACfmLYyvAAOO+KL3xPp2j/a0S3kkWKbEn2dV2rIVH3uQQTyM+x7g13KUYqNWcuVdvP9TJU1FuMUW2u45RObqMNZwSOzXDSrmNlJHRemOcc7hxnk8V7XxTaQXtveLPPZtNkxvKpG5M7d5yMBM5UEH72444yea1bUY/E0Cm1MkSRKLlwCpIIz5m6MHLlVAYMMYVTkc5Gh4U8P24/04mSQSt5ltPJEyTAK3DcMVUngjq3dWGK5frdStV9nQV11b/r/AIJo4RUby+47pLi4juhcmQm5V95cqPvZznHTrXOX/wAWPEUHiC7CBbiCxJESou2IuQqfviD0B3HGR8x+m25Lq1oN0U211aTyDt+ZS+DlCegPGMH1HrUXh/xDbw6tFe3cUcdpb75RA8e1kRQ0blupzycDA+4wwetdONjCpFKL1RioRs3KNz3C1eZ7SF50CzMgLqp4B79amqK2uYLy2jubWaOaCRdySRsGVh6gjrUteO3c8N7jHjSQYcZx056VzGg/Drwz4fScW2mxytLMZd9z+9KddqqT0ADEepB5Jrqqzdd02bVdJuLa2vZ7O6ZD5M8MrJsbtnB5Hr3xnGDzSauXCcl7qdkzSqK3aZ7eNriJIpiMuiPvCn0BwM/kKzPDFpq9loFvDrt/9u1HkyyhAoGf4RgDIHqeTWxQiZKza3CiiimSFFIudo3ABscgHNLQAUUUUAFYWp6NYzxzjVVhn0nzGu5VuZiqQlVHboU4djuOAcHHcbtVrm8gtpIYrjcouHEUZ25DsQx28dOFPJwOQM5pMqDaehyY8VW2keJrfRLbSdamhu5liikEI+zxBUVT5ecHYOC3bqRnPPn8cl34k17xDDZeDxpuqwubn7VJIEeNjsIZ3ddyE7SwMeOCcAE+YPSPF2kJq+o6Tai20+dl+0TGG6XBkAUDCvsbb87Rse/y9GxxpQeG4rTSreytL69tmhOfOim+ZyTk53hhjPbHHQcEg5uLbsdkKsKcVJLV+vc+bn8QLD4mlvdQE+pXDsnl+ROER4COIyDF90rgFQq5DEEDpX0/pEgl0SwkCBA9vGwVQABlRwMV84+KfD+t+E9ZtNc1iGEPmIo8cqsHkRcAAMrYxgHnIOPcAfSWnRpFplpHHny0hRVz6BRippXu7m2YODhBxLNFFFbnlhRRRQBxfxHgludMsooio3TkOSxBClCMjHXBx+leNP4UsrFmluopZJZG2o0e3DNzjavUMSM45HPTjj2jx8XMNjFG+xmZznZngbc/Q8/5xXCQCC3u4IpobmcM0ZkCH5mAZRklcfNgDn29Aa9OjQhOgpSXc9fBzcaWhwvh/Sr66u7jUJ4bi3aJXZiQpxI7bSSjEEpj5cEnnnoDVnX7DUW1SSTTbt55pwylFQIFj+Vgqt35bJIPpn36DUIbnXJ59RkDWy2lvLJHHGozEoQsSQeM7QRjJ6569Y9Int57OznglMKIrJHBKWVXXjbjPJwABu57jntlSw8LOlfezvfU7faO/MUvBk4XRZSbhfMdwkSKcOj7geGLesijJxtzz0rqbWGK3tkhhiMUacCNs5T255496wbe10+F7q2sIoI3CZeWFyzKxz8q5zhvlH6HHppaNJKtmtrcxSpcQKA5aPhvcMBtYnvjnOc813YVOHLF9rf1/XQzqattEl9q9lp9nNdTTZiibY/lguQ39046Hp19RWZY6R4Ru7C01LS9P+YY3rLMWn354Yxg4Vc7gCOMJmtPw5pkWh6tfXMoW5tLqQOLYhgIz3I+bqf6CuottE0bVGk1CGFbK5kPlSiIgs7MVAYDjjJxxjHHpU1VOU4zqrReV/6+4ylUUNr+pxs+kWlxeSzXMQn+0dJGbmNQP4SPu9v6nJwd62khEKxpbI+U2xlMjk9D6HHTGO9Q6Lb3Gr3ciW1pIIoZfJVipUHHU88bcgjP+ya6TUtNs9IktWbKzB2clgWQkKCB0GRuOMjtmtlOnGVo7vsTUqK6g9zn9kf2YuXHmbwAntjk/wAv1rjNa0+0fxlZJcx/6LqcDwXbAhSirhvNDEHBXCt7hMcA5rsppPNlaTAG45wOgqDV9Cm13Ro4YmligRzJcyxMofbhl257KQRwRzz1xxGOpOrQceuhcJ8r16nnPhbw59o1P7baX0Nzp8UjQy5jZWdSrDBVhggjrgnGR0NekM6R7FJA3Hao9T/kVjweHRaNZJa3hggsJCGijGTNkD7zA+o/HsK0LqJ3dJR5jLErN5cblWduCB1A7Hg8c+manBYd4em1bX+vyNKk+eV7mXfXcp1aW1VEjgig84Sb3XL5JJ+QfNjH3cgn5uorzfW7rz33rrMmoGbDS5iMYVhnAwfrxgd62vFssq3VvC8skaTlvPuDGOhb/Vll+8EAGVHGc9+nN3dvbW1xLCsm9VbKzRuHBUrlR259T2/DnycfXlNuHb9f66nVRgkrnvnwQ1Ke58LtZyvPIsBOwyHhBk4C/wCz/UN6cep15voOraZ4J+H9xeLpjI8WJTAg2vK0sjeWmT6KUPcgHpnq/S/ixaTadd3OqaVe2Ztnij3LEZEdnA4yoIRgc/Kx9BnPFYp3S07HhV6U6tSU4R0uei0VXtblrqGOZUUI6hvv5PIz/WrFU007M42rBRRRSEFFFFABRRRQAUUUUAFYuua/b6DLFLepMbYxO5aK1eT5gVAG4cKSGPBHPYjGDtU2SNZYnjcZR1KsM9QaTKi0nqZWkQ6jAb251XUI51nnJtkjXakMOTsHTliDkn14HAFa/SvOtRstS0/V47Cy1K4ijjjUzXaRGWaKFidqAt8pZjHjPJG4tjkmkvtDgS0tJZRE1jGhhNnHJuiJZQuXJJJ+VRg5xkqTkiuhYeT0i7nQ6Kk7338i5dX+ieNbq4sL3Rbh/wCy5kkVr6IpGdwwTtLKTjlSCOpBGa7iNQkaoq7VUABfSuP0bSVnRpTGRb/K6yA53ANk4A5zxjseM967Kpq0o03ZO76kV7K0Y7IKKKKyMAooooA4H4lpDKmnxSP5ZdZgr7sEfc7ZBYeo6cc1w88CieFJgY4zcIo+zEb2TBLAZx823dwcjH5jt/iY8sI0ueGJpGQyg5YBEB2ZdhkE4APTJ56Vytpfw3MMkyAbBw25OQfx+nUfga9fCxjKiovR/wDDnr4a6or+upzfiTxPFbT3UNjDDIssksBYWwijiJXlQudpGTkgkjk53DNcLYSyWOrrErDzhI0B89fkORtBKsOAO+efbitzWPDFxH4iMkszNYXE7P50alzEzHoVBz1wM/T6VzV1ZCzluIp/MR45GiC4zyPfof06g+1eRipVVU5pK1tEepSjBRsjoPDmtajLqFvbQ26yAHeP3S5AAIbkAcEkfTFemtcQxwrLJIsaEdXYAD8a8S0xtRF5CdOM3nK/yeX2PXntjjnPGBzXo2iaRqEmjGDVWgm+ZJ4ot3BOCf3mBzk4z1yQT1ruyzEVHFws359DLEQje5jWvic+Hdd1C1u5Lm8tDJujbfuYZ5GM8YIPbFemeH549Qg03Ure4eKO5fMZaMkqQeh7Zz9R715D4o0ieNLK9ZA09wXhnKL96VWIz6ZI9PQnvXt3w/ltNR0q10+0vpp4LBN0E5jRSuR0xznO4nkAjb+NFGvVhKVOfwrX7zDF8qpqa+ZZ8a+IbnRLSG2JkdmRVdLNdzMT0XHGOnt6Vg2sl9qqIJd6TKmSk0hbyxnA6Z9umf0rT8SG6GqzG6YsYkG05GSo74Hc9cD1rn7bdGhl+1MYNmVLHoPXdnkEdc5zn8K9ChT5YK3VHPSilTVtzq7TwlNNLEsmo2xXAaQwqWJHfGen45+ldPaWuix2z6bbPFsZsugmJZjnuc568fpXF2usC207yNNtt8s4w8jsrFv93OFA+v68Vf0rTzLbPPdXk1pFaktMQu1QF7knqfQ8jA9xXPWpzetSe239I56kZPWUjD1LTxZa7fskUkMckmI43HRV+XIOMkHBPU/zrk/E8t8ksXk2+omNELRSWB3fvcjG9epUDP1JH49749TVNR0q3h8I2VteSXQDTXY2s6Ko4yW67gu3Jz0+lchoen614fvEk1eWR751iiNrEjGO1RgwCsEIQuflIA3ABTuAyDWE8ZGdNUNU+510ZrkUnv26nCazoeoedBfajFf7bhldo1jLEFzz5eeoz8vscA9ibPhLwbYeI72/ElzeQw2UYJh8oCaZ23bR/dQfLyWOASOecj1+/C+FNA1TW7zT1W+RPKtZDIm8kkEMA2RhW5yRkEHjHJ4Lwr4kluNK0jTY9LVYoGu727u5oF23Vz5czRjpjAA5J/u9gtediKcVVaWpusRUnTbh06/j/wAA7SXTpPFd7daDDfRtcWgP269DvJ5M+FxsGMEqVVRkg4VzkNk1Bf8Aga2t9U03T9SuZLrTxIlzcXE+yC2STdgKFDDeXC7ApyRvLbjyp82h1HxH4Ps3nstVit7ieUXVypWJ5gSikLK2S3JZgEbn5WbA5NZOueNPEviC3tJtT1ZpfInZ4QiLG0TqAdwKgevH0rOda6s1sRHDVb+5Jcp9Waa9p9naCyR0ht3aEKyMoUqcELu7DGBjjjjjFXK87+G8GvWkF7b6lKZ7wiB5ZLmIo0YMQCqOcsFCgEEJyWOTnJ9ErVO6uzxq0OSbV7hRRRTMgooooAKKKKACiiigAqveQGeNP9IkgEbhy0bYyB2PtVjoMmszWNQsbLSLi8vBGYoYzJtmXuASOCMj8qqF76FRTb0JmgtBYvbTuZ0WPEhc7nZR3OOSazk0hr91uL2IxRxn9zbhskDdnLEdSceuBmuN0HWL+ye4vbmTFzcZd4ZBu2NjhO2MAc4PU9+ldba6pPJAs9uk8kaJ+8gGCwY4IwSMnjcfwArtdGrTV09/6+R0ypTp7M3baLyYtuAuTkKP4R6df8mpqy7fVi4eOWBzNHJsby1O3r1yeMDp16g4zWpXHOMk/eOaSaeoUUUVBIUUUUAcJ8RYxL9jDFcBXADE7TkqOQOvbHv0rgLYWtvM9raslvIcb4WTJIwTx2HXP1PPWu98fX0VtqVjG74Z4ztGCT17f57H0ribvyRbySTWjQKOd/y4ySOoBPJLHse/rXs4ZL2MZLp/XyPYw1/ZJFHWdUudJ1HzY2WWB4tzRsyj5shQBxnHOTngeo6Hl9aiOp2l3c2UrzrNIshRUAC8nhgAMNjnccnAweCC3UT2MF3pVuL+eYtGuUuUQiSNuBxgd+/UYGfpnf8ACKyi0FnJfSCPYQskcRbjJzhQPkyCNw53HnsayxFOrUbW6fnt/X3HZCUY69Tz0SzW14zSRYfJ3xMCgOeoIXBAwSMDHBr1vQNQF7ocNzbgOzk7kBIWN8crySQuemM4BHGKxrrwjInkJ9unESbR50b7WU7hgbOmOFOc5GBxgCtHw3pUdhbPLp9+0tlNIJI49gOB0OScHkfTHv3zwOHrUKrTWj9LlVpxnHQ6ApG6grE0a53hCRlT15I75rq/DGjWekWkOoNc7TOXZUHG3LMzdPvcn6AZz0rz7RtRmu9Q1a0nYmS1ufkGAMRkfL0+h/OugaVpbeG38pMoTh8fMQexPpnP516EoqtBcrt0f9epw1oSa5bmr4pvIrzUYmglSSFYgFKtn35965+OMR5HUZO32B7fn/T0qQYGc8ntSVvTpqEVFdBwjyx5UV28QWWhXsc11cLCyfOvmA4b6cc/h6+4rp9G8TazqF3Jqdzo/wBk0S5hIsp7ucF5ndkEShFJKBs8/K3bmvCvHWrLqGt/Z4mVobQFARnljjd+ox+FN8K6/JbeI9Lk1C8dordljt5bhjIln8y/MFJxgAYxx684xXzuOxjnWcVstDeeDU6fN1PQPhxqdp4P8W6tpOtar9jeOQW8dtGnnJOwZzlnVeNu7/Z689MDv/8AhYlvD4xOm3aQW+jyLIsGpSybFeWMgSKS2AMNuXAJPAPQg15P4w086hpv/CcaXezw3F1/x+6bNL5klusxYLggD92w6BgOCMdcDkG1V2shYTPG8LxyTyGRf+WzBzuUkMdx+RSRjOwA9N1cHO46EvCwrv2j32fk/wCvU+hr3wo2s6zezrqsd5prMJFsnuG2rMQN6NsONhXY205znpzk8zqutab/AGrdaJo1tcXJS2e1uZY2iaC258z5VbbGQT8pdiCNntzyugeKl8L+FYbaJLddTs3kIUKDJGXMXzl3Ujkbl2oDlcc8Fh7FLqaaz4TfUfD1jZatdSMjrFKyKomG3DOfVcA+pCjB6GtlU5o8qOScZ0WubVbLp82fMXiFXa8SW4aX7bLuMsZtliVcMQNpDHceDngYIIycV0nhs6R4alsbvVra3vJZYpGjjuiRHFIwYKSoU7lKiM5PH7wFeQSOlTwJpHhVU1jxrMDNeEobGxEgWMtktlwcZIyMEquN2CcVycls3xB8ZJFYS/Z4PLWOJbmfedgIysQYDJAYkRjpg4J4rCMWpLv2PTVWNSPKvhW7/wAj33wnZTXvg6Oe/EJvdSC3M77RIpfaoVuXcHARMEHHAOAcitOztbi3j0uKxjSxtYlP2mycBtiMpKqpGQGVgBgHaAT/ALNV/BmiN4d8K2emM8rNCCD5jZwcnp6DvjpzW3JCsrxMzOPLfeArEAnBHPqOc4PcA9q63Hldj5+pP35JbXGWSXCWcS3Tl5wPnYkHJ+oVR+gqeimSyCKJ5CrMEUnCKST9AOpoMt2Pork/CfjaDxO9+yqsSQtmOE8XCJyCJIwThtysRgnIxwD16We7htkjaVmHmMFUBCSSTgcAZ7/hSTTVyp05Qlytaj5GlVJWVA5Ayig4J46ZNUtNv/Okks5ZQ91Aq+YduMk9SPUdBmryt5kQdMjcuRuUgj6g4P4V554wn1Dw9ZQXod/MWNIRIk2WYlvu4ULkAtjOOQBnmuijGM7xen/ALow9o+TqejUVzGi+LodRuks3guQw+RrmSLZGzhASFPQ859PTHpv3DTrG7IFwDkHknH0Hv9azlTlF2ZEqcouzEupytpcmFh50aNgZAw2Mjr9RXLeJ7q4VdPh+zArPueVXwxBwBtAOSDlsjHp279DO62lnJcvKrufuNMAMdP7o6cA+vFc/qGttOi3NtLJDJjYYlkUoSWIHIPoOuMds11Yam+ZNLQ2oxd7pEfhrSPPZr4OF8o7FUHO9sZyfQcjjvzVmCAtam4DtAiGNY9j7wp34LHseOCT2HocVn2Ovx6Tpwis42l/fEy+amAQemCDwcL6H9KNJmka3nuVMgdBhcJ8kYPUjHA4ZsA8DOfp11IVG5Se2ljaUZtuTOl06zbaYL+7F3LESuwkYxhTyO5HHJ55/GtevPZPLgmCQoJOSXwCz+YOeH/BTxXoVcOKpuLTb3+RzVotWfcKKKK5TEKKKKAOO8aLp0s8Ed7aGdjEQvC4AJ6gkHB4Hv9O/nc1tLJcpHJ/qckwMil8EjJLZ4XuBg9CR04rufHrXC39n5UCyKY8EmQDbyeo6/wCT6VxgvJnf7O3kxXXUhT5qjGCQcbSDgjqO4617WGjD2K7s9fDJqmmik+hgpNNd3M02QX8t7hgqEjkBuoU/ljtUkG+x3wxziS3t8ZTzPMkHB6kkbRjoDn8OlEtzcTQ3FwsM0kcTDy4gpUSdiOm7g56jHPfHEukxXMUe4mJbduViFuYjHx06DPPfA6dOeNYxjzLkXzOht21LErsjtGgJyQ+Wy3c5Azx/DgAdCc4p2m2cdjaR28dq9pGF3CN2ztPp1JB4/XPc0k0y2yq8MG/znAPlqNzZBOQfzrJ17Ub+z02e4srQPKpDmTBcBF5O7gbTz09MnscXOcYXm+gknLRGlNYzrr8N7aTiO38tkuExzN/dP4fp+JrR3ts2bjtznbnjNcv4q1G70u30+7hkkDGfy3MagqVYHjaTy3Ax9D0zXUeGdO1PxHodrqlsqeRNGWHmYDOVZ1YcYAPCke2frWar0adR03o9xT92ClJ6CY+UnI4PSqPiTVbDwxGgu7uGW5eMSC2gbc4BxjPYZzn8Ppnfvraw0fw9PPrlxeWckxCols4SYx71RtvBPV1zt5I46Eg/PN/Os945ikmeBSVh845cRgnaG9wMVx43M3TlyUisPBVW30RY0pNLmnnbWLu4hTy2KGGHzWaTHGQWXj8euO2SL0V5HFcxWOk2cepSO48p7mwQSFiMABFLZ6nhiwJwcAisS3m+zzrL5Ucm3+CRcqfqK6fSYodP8LahqE6ulxcwGO3cSANtLbCyjZu25yrMHAOSpBycfPI76mmp0Hh+3uLfVbLRLm6it9R1idzqV1LKJnDDd5cXB4cuwY4O4NsPyla5CMPa6xDqbBoZIdtz5UIEbkr/ABIOgG9fqBk7SBTIbi1tvFFrOsry2tnNFulkkKmRUKjIK5IGBwFzgY64rt/HGkaXdXMniCJLqSwvJJmFzGdixyuvmRo2cgq+Qw+VMebyzYIFbr0ML8k7P7S/r+vI5aysZG0q9klFxEsjJbSTPESsQjUMxwOpBVR7A9816D8P9RtfDM+oeFtPeabVp3ZLm/hiBWCUERp5auB5gV3JO7aMA8GuV8EvJLcTxaq9zFp7W8mnKRGGkDOGURgsQQB5jMQOPlBI4yPZfCOhWFmLeKIM6xoJmGF4fcSG3Z3H9RknPcV2YfDOUfaSdkjnxlRRi4yOc/4VfqWuaperrmoBbZZflNvEYvPGB8zfMQzHHJOWPGW42jsNL8BaZps9vLM32wWibbYzou6EDAGCPRQB0+vNXbEz2Iur66kaK13FnDqxLcnG0E5UZPTByfwxzviDx2YybaxkaK4nRvssbRkmXCnccgEjHUAAkkAd+OqNFwvybdX/AF1PPc69V8sXodsNUsDIYxeQGQbQyCQbhuztyOozg/kfSsfU9durTUpEs7cXaiBWCq52jJzuYgHaMbuec8V4/oWsalqUGpm3mVL0FEF05DEdR/CShIXByAMkkGk8e67rd3bF7S+ljsV2C9KfKZGQqoY++SOARuwDjAyFKmoUvapXVv1saRwNp8rZ66PiB4a3SpJqltA8ZUgXEqoJEOfnjYnDrw3Kk8jHWvM/G3xWj1q6/snw7c3SW7RHy7u2DJK85I2KASu1cjBPP3uBkCvPdbn0XWr/AFi7hvJIEjmxp8LR4HkBZDtx2+bywOf4icHnHSeB7aG704O0dvb2drcMfOMZEtyeCC/XhOSBnGW/2cnjpKdeooROmGDpUv3jTbNbUNQ1Dw1YRyW97cM7hUnn8v7Qc7ld33HBdlbeQSeMsueOO90/xPBrviPS5I9F1APbW8rxedC4cBlI3ZztAJj2jec5J+tcFqPiCX7ZbXSxf8S52SCzhEu1ruYkB9pG4bFDE7j3ZSM5qca/4g07Wnk0uzVLREaaO51C3dI1UgAD7m7Lnb+BGNuSa6q7ope49rafqTUpc8dtdT3P5tw4G3Byc85/zmvPvHV3BqPnWKo6SR/u0uoXOVY47DqAcZHsc8ZrZ07xcZri30y+hhtdXkt45fs8ryIHJzv27kBIVcHIBGdwyNpNUddubFL15xi9huLdlh2lPLibcQxUgZzkHOeck8+l4K0qm1zgoQlCpqjkPC+gtb/uLq9mZF25u1jOcjOA3PAwDyT+GcmvWBM9xaJ5G8ggYbIJYfUceh7fhXH3ljH/AMIJOZI2QOgnkZc7SA56+mAQfwz2rM8HXb28kU5Mi+ZGJPs9w75DlcBQAPvZOOnc/h11KftE1DaOyNqqdZOfY3bpGsrp7H7ZcTQsgkvTI3zBQBkjnvnH5dax729hdf3K+XhtyIoztyq5+b1G0ds9ec81LeM1281+pZJJ33h92AkfTB754GSPb1rNmEYdSBIwPzFmI+cZ7en5muyjT2b3Lpx77jBDI/llVbDvtXH8R44/UVu6LFBc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    </mdHrLv>
    	
    <mdStanName>ArcGIS Metadata</mdStanName>
    	
    <mdStanVer>1.0</mdStanVer>
    	
    <dataIdInfo>
        		
        <idCitation>
            			
            <resTitle>Pre-Cenozoic Basement surrounding McBride Basalt Province</resTitle>
            		
        </idCitation>
        		
        <idAbs>Units from the Queensland Detailed Surface Geology (March 2017) have been extracted and resymbolised to focus on the McBride Basalt Province. This layer shows the other Pre-Cenozoic basement units surrounding the McBride Basalt Province.</idAbs>
        		
        <idPurp>Pre-Cenozoic Basement surrounding McBride Basalt Province</idPurp>
        		
        <idCredit>© Commonwealth of Australia (Geoscience Australia) 2020. This product is released under the Creative Commons Attribution 4.0 International Licence. http://creativecommons.org/licenses/by/4.0/legalcode</idCredit>
        		
        <themeKeys>
            			
            <keyword>Australia</keyword>
            			
            <keyword>web service</keyword>
            			
            <keyword>Upper Burdekin</keyword>
            			
            <keyword>Nulla Basalt Province</keyword>
            			
            <keyword>McBride Basalt Province</keyword>
            			
            <keyword>hydrogeology</keyword>
            			
            <keyword>regional groundwater characterisation</keyword>
            			
            <keyword>EFTF</keyword>
            			
            <keyword>Exploring for the Future</keyword>
            		
        </themeKeys>
        		
        <searchKeys>
            			
            <keyword>Australia</keyword>
            			
            <keyword>web service</keyword>
            			
            <keyword>Upper Burdekin</keyword>
            			
            <keyword>Nulla Basalt Province</keyword>
            			
            <keyword>McBride Basalt Province</keyword>
            			
            <keyword>hydrogeology</keyword>
            			
            <keyword>regional groundwater characterisation</keyword>
            			
            <keyword>EFTF</keyword>
            			
            <keyword>Exploring for the Future</keyword>
            		
        </searchKeys>
        		
        <resConst>
            			
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            </Consts>
            		
        </resConst>
        	
    </dataIdInfo>
    
</metadata>
