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uebCEpvlirszx4o0RpCi6pZlh/01FakM0c0e+GRZEPRlIIpKaZrWwtWjZ1ItEwNGe9WYXKj39srFWuIgRwcsOKkjnSYZhdXA4O05xU3Vy3TnFc0loEtwkK7pXRF9WOKYt9bMQPtEWTwMMKHJXsEac5LmitCzmnUyCvLcxRY8yREz/eOM02G6imYiKSN8YztbOP8/wBKSfQ09nLl5raFnNMaQKCWIA9TRfuRZt2RmXXiHSLUkXGpWkZHUNIKdZ67pl6Qtrf2szHoElDH9KlVI33Ol4HEKPO4O3oaQbOMdPWnAnPtV6M5noLRQAUUAc14l8L2utRyrIgR5yomcfeZVztGfbJ/OsT/AIVX4f8A+ecn50JIv2strnl3xz8NWHhrTdOTTkKiaYlsnrhT/jXnfge1S98SQ28w+STAYeuWrlSXtT7qE75A3/W59Jp8LPD5RSY5OQP4qZP8KtBYK8UbrOhyjE9K6eVXufDKq1o3od1Y2/2azhhzny0C5+lfO/7RupRy+JrG0gOJbaEmRlP94jA/Q1lXdoHucMUfbY+KlskzhfAXiG50DxNbXULgtIDAXkG7aGI6Z6cj8ia+wtOmFxZQTBg29Acilh3eJvxXh1Qxl47NFmvn79pW3jgvtIuol8ueVXV3U4LAYwDj0zVV3aJx8OpSx8IvZ3/IyPgDql3HrE1jB5arNNukkKDeyhVwu7rgc8e9fTAp0vhRz50lHHVIra46g1oeYeC/tKWkUMOlXcKeXcvI0byL8pZcZAOOuMVyXwP1S7h8Ry21sYxJcMivKyZfbj7obsM84rlS/fH2DTeRp9b7/M+np51trZpZnAVFyxPt1r5l+J3xQvtZvp7PSrhrXTY2Kl0ODJ757Cqry05UcnDWAhicQ6lX4YnmJkkuXLhZ5ier7GcH9DRHKYHViZYXHQkFCPxNcvsXa9j9BhmGAnL2PMrHoPg/4r674cdBeTPqOnAfNHMcuBj+FuufrmvpXwzrkGu6ZDdRFQ7IpkjDZ2MRyue9dVBtrU+B4ny6lhK6nR05tbHz1+0HCtr42je3ZkM0AZ9pxk5pvwL8Rz6fr7aWXRIrxxI0hHzMQANufbjj3PvUR0rHrV6KqZJGajqkj6iHSkY4Uk11nwJ8m/GnUor3x7efYcoIVWOQq2NzDqePqKtfA/VLu28TS21v5Ye4ZEeVly23n5QeoGea46etU/Qcww7pZLBvfQ+qFGFGaGO1STXYfnx8jfGHU0v/AB9qTWbFUjKxMUbhmA5PH1xV34MeI7nSPEv2MOqxXxQO7DJ+XPGfTk1xU3+8P0nG4H/hGVlqoo+q1OVB9gaca7T82Pl/9oMLB45iaHKeZbKX2nG45YZOKzfhF4wl8O64trNIqWV7KolcryCM4yfTk/5JrjWlU/Ro4FYnJIqK961z6thlWaNXjYFWGQR3qQ/drsPzmzTsz5A+My/ZfHmsx25aNCQ+FYgZKgk/jX0D8I9UudV8PiS48tIo8RxRxqFVVHQACuek7yZ9TnsLYXDtLeP6I7+iug+WPHtUsymuajuHP2hz+ZJFT+GX/svxhbTk4iu08pvZhnH5j/0GgD1qjFAHO+M7JptLa4giMk8HIRRyw9K8B0fw7qXijxFPG6NkykzOegoA+ivDWi2+g6TFZWw4Qcn1Na2KAKl/Y299AYriMOp6eo+led63aNpd28LnI+8h9V/yDQByd1qrWuvaTPG3zLPtyPQ9a93iffEr+oBoASZxHGzsQFAya+Sfi34mfxB4ruArk2dqxjjXtkdT/n39TXLiG9IrqfV8JUFPEyrS2ijD8JeG5/EN9CEiMm8/u4yOAv8AeNfQvhz4UadawKdULTy45UHAzW9OCSPOzzMHjMTJp+6tjoJvh74dli8s2KhSOxry74hfB2GwsbjU9AlMaQqZJIGGRtAycY5zRUgpIjJ8zqYCvGUX7r3Mz4MeFZrnXxJewNGYD5kqkcg9h+g/KvpNQFUDoBTiuWJxY2u69edR9WecfFP4jW/hO3+y2m2bU5B8qdlHqa+bfEXifUtcu2k1W/lmaQ5EYY7R9AP/AK9cVZucrI+44by2jh8P9cxG729DIwwwWhmGe5ib/Cuh8M+MNY8OXCT6TfSLGp5hclo39iD0/DFSoyhqfQzeAzOlKimnc+mPh14/sPGFlhMQahGuZbZjkj3B7j3rtwMj616EZKSuj8nx2ElhK8qUujPlj48W0Vh48kWyQQCSFZXCfKCxJyePXHPrXZ/s8ajdT2X2FPKjt4i8j4X5pGLHlj3OMDn0Fc9Ne+z6XNU/7Koz6ux3Xxpgjl+HWql/vRoHU55BDDpXyrp+o3NjfW93C4aWCRZE8wbhkHI4NRW0mjv4XoxxGBqwkur/ACR9afDTxQvijwzBeeYr3I+WZe6t3FdiDXXF3Vz4bFUZUa0qcuh5J+0bEh8IQS4/epcLsbuM8GvO/gRq15b6/LZ25UfaJF8x2GWIA4GfT2rBP96fR04XyVzt9o+mridbeB5ZSFRFyT6V8xfE74oX+s389ppdw1rpsbFd6HDSY757CivLSyM+GcBDE4h1KvwxPMfMe5YuFnmJ6tsZwf0NOjmMEgYmWFx0JyhH4muX2LWtj9Bhj8BOfsnJeh6B4P8Aivrnhoqt7K+o6eBzHMcuB/st1z9a+lPDGuwa7pcF1DsWRkBkjDZ2Nj7ua6sO21qfA8T5dSwtfno6c2tjcoroPlwooATFGBQB4V+05/x5aP8A9dW/9Bryf4c/8jdaH3X/ANCrm/5e2PuqX/Igf9dT7Lj/ANUn0FOA4rpPhSC5kEMEkjEBVUnP4V8YeNNUfX/Ft7dhyftFwEQjso4/kCa56+6R9bwt+7dWv/LEztStzZXssKkqUIdCeuCNy/jgj8a+rfhBrY1nwbaPuzJGoVhmlh3ujr4sXtqNGuuqO5xxXgf7Tv8ArdE/7a/+y1pV+A8Phv8A5GFP5/kcv8Af+Ruz33n/ANBWvqWqp/AjDO/99qeotFWeUeHftOf8gvR/+u7f+gmvPvgh/wAjpF7Mv8q50v3rPsf+ZCvX9T3X40ajJp3w/wBSeFtruojyP9o4/rXyzoGm/wBp6vDbkBj/AAKemSep/wA96mWtXUMrcqWUVakN2/8AI+lvDXwr0q2s431IGeYgEjsK2Lv4beHLmIo1mBnuDXTbofIqpKMua+p5F4/+EMulXUF1oe+Ww3F5lJ4jC8gfQnt7V698LdG/snwxAHXbLMN7VMY2O/H4+WMUObeKseMftFgDxna5/wCfYf8AoRrzHTb59P1G3vYGO+Bw4weo/wA/zrkfx3P0LLqaq5PGm+qZ9n+FdUj1jQbO8idWEiAnB71H4y1dNC8N32oSEAQxkgep7CuybtFs/NKNFzxEaXdpfifF93cvd3k08zFpZmaRjn1P/wBeu4+CY/4raH13L/I1x4f4j9I4jSjlziulkfWnWsjxXqaaP4fvr6U4WGJm/SuyTsrn5nh4e0qxh3aPjOHfq2uqLh2BuJGlmYdQCef1YUy0uJdM1OGZsrJbS854wQeR/MVxRVtT9WqT9rTqYZbKK/I+zvCupLqnh+zukbdvjGfritnNd5+TTVpNHzF+0YP+K3gx/wA+o/8AQmry1o3WKF2HyypvXHf/APVx+dcFRe82frGSVI/UaVKX2kfRvwK8b/2tpw0bUZc31svyMx++nY/0P4etewE8NmuyEuaNz83zbCvC4udN99D5E+OHHj/WMei/+gCvc/gV/wAiq3+/WVL4mexnt/qmH/w/5Hpdc34t8W6d4Ygie/Z3mlOEgiGXI7nHYD1roPlTiZNe0zxDf3F3phlH3fMSVNpVqbcxebHtU7X4dW/usOhoA9C8L6oNT0uN24nj+SVeuGrZzQAhGRg/jVSw020sDI1rCsbSHcxA5NAF2igArzv4tzLbW9hL0ZvMX+X+NAHkGmSPrHiiwhi+bEoPFfT8K7IUT0GKAMDx7enTvCWp3S9Y4WYflXxe4Nw6qzEvM4BJ68nn9M1y1dZxPuOGVyYOvV/rY+ofgl4fitdFOoSIPMlOEOOgHTFeo49a6j4qo+aVwx70mwUEFCx0u2sZ7iaBAJJ23OfWofEeqR6Pot5fzMFjgiZyT7ClJ2Vy6FN1KkYd2kfGWvand67rMt1M5a5upCV3chBz+gH9fWvTPhp8M31aP7RNmK2ON0rDLSfjXPh4/aPsOJcTKhCnhaTtFLU9htPhv4eghEbWxkPcsc5rkPHfwc0+9tJbnQc296o3BSflf2NbyipKx87lmOlg8RGaeh4Xo2p3vhjxFDdxh4bu0l2yx9DgH51P619h+GtVi1rSLa+gYMsignHriscPomj3+LKUXVhiI/aR84/tD/8AI/D/AK9U/m1dN+zV965/3WP/AI8aKf8AEkPNf+RRQ+R6N8Zh/wAW51jP/PMfzFfI8SNIz7BkIu4/nWdde9oelwlWVLCTctub/I7P4W+L5PCfiGOSRj9guCEnXsPRvw/lX1raXEd1bxzQsGjkXcpHQg9K1w7vE8XivCexxSqR2kjy/wDaN/5EpP8Arun9a8o+B3/I5xf74/lSX8UdL/kSP/Ee5/GfUn034f6k8TFZJFEasO244/rXyz4f07+1NZgtygbj5VPTOetTLWpqbZXzUsoq1Ybt/wCR9L+G/hZpVtaRNqKmecgFh2Fa938N/DlxEUazAz3FdLV1Y+SVSUZc19e55B8QPhDLpV1Bc6IJJrDcXmQ/8swvI/AntXsPwv0b+yPC8AkXEso3tSjGx34/HyxkYc+rirHZ0VR5oUUAFFAHhX7Tn/HnpH/XVv8A0GvJvhx/yN1p9V/9Crl/5es+6pf8iB/11PsuL/VJ9BT66j4U4P4xa3/Yvgm9kR9s0q+VH65bivlrwzZtf63EijO3AH+83T9AfzrCXvVEj6zL/wBxlNWp1k7He/G7w1/Y11pF5HHtjnthC/HR15/kf0rZ/Zy1zydSudLlcYcl0Gf8+hqYe7UaOzFv6zkkKnWP/DH0SeleBftO/wCs0T/tr/7LWtX4Dw+G/wDkYU/n+RzHwA/5G3/gZ/8AQVr6lp0/gRhnf++1PUWirPKPDv2nP+QXo/8A13b/ANBrz34I/wDI6xf7y/yrnX8Zn2K/5ES9f1PdfjPpk+qfD/UorZS7xqJto6kIQxx+ANfK+k6jcaTfw3toyiWM5XcMg/X2qK+kuZHo8Kxp4nBVMPLvr8z1W0+O+sRRKtxpdpMwGCyuy1ft/j5cbx9o0WPZ32Tc/wAqhYhircGQfwSZ3/g34kaF4uc2a5t7th/x73IALj/ZPQ/Su9iVUjVUUKq8ADtXZCSkro+Jx2CqYGt7GZ80/tG/8jnbZ/59v/ZjXm91bEaTpl4qgJJEI2OP41A5/EH/AMdNcNRayfmfouUVlChh4PaSaPcf2dPEAlsbjRp3+aE7owT/AAnt/Om/tH6/5drZaLC/zTN5soB/hHT8zXQ5fuz5vC4K2dcj2Tb+48S0qDdpOr3TKCCioh9MSpz+p/Cus+Cn/I7Q/wC8v8jWdJWmevm9f22Aqv8AvH1ofevH/wBovW/sfhuDTI3w95INwH90cmumq7QZ8jkVH22Opxfe/wBx418MNIbVfEkS7SytIEHH8K8n9ePwq38YdEGheOb2JFAgucXEY9m6/wDjwNc842gmfXZfjOfNqtPpJNfcetfs764bzw/Jp8r5ktjjn9P0xXsBFdMHdHxGY0vY4mcOzZ8x/tGDHje3H/ToP/Qmqr4K8IjxV8PrlbdR9vtlWW3Pqccp+Ix+IrnUeacj636y8Lg8LW7M4XSL+80HWYry3LRXdrJyrcHI6qRX194I8R23ijQLe/tm+YriRO6N3Bp0ZW0J4twqfJi47PQ+ZPjj/wAlA1j6L/6AK91+BX/Iqt/v06PxM4s9/wB0w/8Ah/yO/wBTku4rGVtPijlugv7tJX2qT7mvmTxj/ah124fXnD3rN8xDBlA7ADoAO1dB8qVvD2pnS9UjuAf3Zwkqjuhr1aNleNXQhkYbgR0IPSgDn/FdpdpGNS0q4nt7qIfvPJkKs6euRzx1rBsfH/iezGI9WmkXB/1wWT/0IE0AdBZfF3W4Cq3drY3AHU7WRv0OP0roLL4x2bsBe6TcRDuYpQ/6ECgDfsfid4au1G+6mtmP8M0LfzXI/Wt+18TaHcAeRq9g5Pb7QoP5E5oAluPEGj2ybrjVbCJfV7hB/WvL/iJOPGAFzplwH0TT4yGuEHE0zH7ieuMDJ7UAW/hF4Max/wCJtfx7ZGBMaEdBXrNAHCfGcsvw81YoM/u+ee2ea+S7QA3trnp5o/ka5av8RH3WQL/hLr28/wAj7N8BRCLwnpyrx+7Broq6j4VhRQA3HNeYftA3klr4Eljjbb58qRn6Zyf5VFT4WejlMVPGU0+6PnnwVYHUfEMUQGc4T8zz/IV9j6NYxadpkFrCoVY1AwKigvdO3iOo5Y6a7WL5FJgVueDa58n/AB00yPT/AIgXbQgKlzGs+Pc8H9RmvUP2dNTe48NvaMSfK6Z9BxXNS0nJH2OcP2mWYeb3t+n/AADzz9oj/kfx/wBeqfzaum/Zp/1lz/ut/wChGlT/AIkhZr/yKKHyPRvjKP8Ai3WsH/pkP5ivmX4fxJN4stopVDI4CsCOoLcinLWpbyIy2ThlNWS3Ul+he+JXhKTwl4iktwrGxnBltpCOCvdfqOn5etem/ALxv5sY8PalJ88Yzau56r3X6j+RqKfuT5T182SzHKoYiPxLX9Gb37Rv/Ilx/wDXdP615T8Dv+Rzi/3x/KrX8U8Wn/yJH/iPcvjTpsup/D/Uo7ZS8kSiYKBydh3EfkDXyxpGo3GlX8N7ZsgljOV3DIP/ANb6VFdWlzHr8Kxp4nBVMPLqz1S0+O+sxRKtxpdpMwGNyuy5rQg+PlxuH2jRU299k3NQsQx1uDIP4ZM9A8HfEfQfFzmyTdb3ZGTbXAA3D/ZPQ13cahUCxgKo4AHauynJSV0fEY7A1MBWdCoTUVRyBRQBWmuPLcrgdBTfti+lAHiP7SziSx0g/wDTVv8A0GvKPh4+zxZaH3X/ANCrlX8Vn3dL/kQP+up9hxXi+WnHYU77YvpXUfCHgX7RuuG4vrDSY2ykY86QA9zwP61594D1jStAvo7y/S5mdZC5jjjBBwOOSf6VxOpy1Lo/Q8LlNTE5TCnHS7udn8S/iRo/jLw59hSxu4rmORZIpHC4Ujg9/QmvP/BGrPoviewvFOAHCN9Cf8aUal6lzphlVTC5VUo1Hfdo+xLPUUubWKZMbXUMOa8O/aXk8x9FOOMyf+y101tInyPDq/4UIfP8jmPgPL5fi3/gf/sor6f+2L6VVP4Ec2d/77U9Q+2L6UfbF9Ks8vZaniv7S0ol0vSMf892/wDQa89+C0nl+NIuP4l/lXMv4rPsbf8ACEvX9T6oadGUqwyp6j1rwn4hfCNXuZb7wuRCjnLWxGVU/wCyOo+mcVrOmpo8HKs0qZbU9pDZ7nmF34N1+0YrJaZI6naw/oaoy6Hq8OTJZNj/AGSf6gVg8M1sfZ4fjGjJ8s07lRWlt51dC8M8R3K4+VlPYj0+tfVXwo8YSeI/DUMt4QbuNQJD6mnh/dvE4+Lowq06deHU8k/aJfzPGNseg+zj/wBCNUPC+jrrnwv1GJEzc2qJcxY6kqOQPqC1K13JEus6GGwkl0Zz3w81qTQfFlhdRk7HcROvqCeD/n1NJ8S9dfXfFmoXaHcN/kwj2HA/XNRzXSie1LCqljZ4t/y/ia0WlC2+Geo3W3A3wwqfX5wT/Kk+DMnl+NIT/tL/AFrVK0z5+dRzyqpN9ZH1cbwDoK+W/jjrX9r+N5oo2Bhs0EQwcjceT/SniHZWOThSh7TF8y6JifDPxZo3hGWO4uYby6lVMYWNQFYnJ53c9fSl+K/jTTPGbWc1naXMFzASpMoXDKeeoPr/AFrGVa8eVn0ODyCvQx6xV9NSP4La6dG8YRxucQ3IwR7/AOf5V9UC7UjIxjjvXTRd4HyvElH2WOl56nzX+0Q+/wAa2zetoP8A0Jq6z9nCdV0adSOCqjFTD45HZmmmV4fyuYfx48HraXx8Q6bGBbznbdKo+63Z/oeh/D1rmvhL4zk8La6Ibhz/AGbdMFkXPCN/erJ+5Uuj2sOv7Tybk3lH9Cj8Z5Fn8c6pIhyrojKfUbBXuHwNuQvhZgcffq6OrbPGz+PLhcOuvL/kekfbF9Ky77TNJvixurKJ2PUkc10nyZz994C8O3QJ+yCMn+7xVKbw6mh2SR2kjSWynADdVHp9KAKf4V514j8O3EGrD+z4S8E/zIq9m7r/AFFAGNcaffW2RPZXCY4+6aqFwp2nK/UYoAc0iIp2spPtWbd3RxgZI9KAKVrbyXdygdGMe7OwcFvbHp/nFfQngqF10+1bxFcWtpZRgC3tCyxooHscf1oA9AutdsrOy84SRMgGEWNgdx9Bis7R/GEF2wju0EExOFwcqfxoAi+IkR1TwZqttEoZ5Ldyo9eOK+PY2MbpIBkowcfgc/yrlraTTPu+GP3mCrU/X8j7A+G2qx3fhCwdCpUJjOa6f7YvpXSttT4eraMrB9sX0oN4OSAPzpkLVlLS9attTtRcWrBl3MhB4KsrFSD9CDXnH7Q4a58Eo6j5YrhGb8cr/M1lUd4XPVymLjj6cX0aPHPhPKkPjO1EgGCVI/Dr/OvrUXSgDAoou8NDo4jpuGPlf+tBftY9KX7WvpWt1Y8FNNpdT5i+P93Hc+OQqEExWyqw9OSf610/7N8pijn4+Vk3fmc1zUtZyZ9fmvuZXQgcz+0E2/x4G/6dU/m1dF+zfOI5bn/db/0I06X8SRpmqtlFA9H+ME4k+Hesgd4v6ivmv4eNs8YWZ9x/6FRL+IjnwK/4R63r/kfS/wARPDdt4v8ADj2rhVukXzIJD/A4HH4V8rK15oerAgPb39nL+Ksvb/Paiv7slJHp8LVlWw1TCT7fmes+P/F0Xi34WQXA4uY540mTuGrlvgnII/GUR/2h/KlF3qXOavQdDKp030kfUz3COpVlBUjBBrwf4g/CMNdyX3hgiGNzua2I3Kp/2R1A9s4rWdNTR8/lWaVMuq88NnueY3Xg/XrVisloCR32sP6GqEuhatDkyWb4/wBkn+oFYPDPofZ4fjGjJ8s0ymrSwTKyl4pomyrcqyn1H5V9Z/CHxW/inwvFPckG7jG2Q+pp4fS8Tj4ujCrSp4iPU7yiuo+ECigDA1a48u+Zc9FH8qpfa/egDyX9oKXzdM0o5ziZh/47Xlngp9nim0PuP51yL+Kz7yP/ACIH/XU+qorv92vPanNeYBOenX8q6W7K58NTjzSUe58r+P8AV21nxVqF2h3b5vJjz6A7fy6mqUOhapcRiSGHeh6MEJ/rXLClzan6Ris7WUwp0eW/uok/4RzWP+fY/wDfBqjfWs1lcyQTZSZCD06cZB/UGpnDlaZvludLNVUotW0Po/4W+IP7T8LW5Zv3kYwQa4/9oOXzE0U5zhpP5LW9XWB8lkVP2eaKD6NnKfBmXy/FYOf4/X/ZFfRn2v3/AFrSk0oo4M7SeNqO/UPtfv8ArR9r/wBrtnrV3TPIaTd2eUftAy+do2lHJ4uD/wCgmvP/AITybPGERz/EP5VzR/is+2n/AMiKPr+p9JXOorbW8s0rAJGpYk9ABz/Kuf8ABnjG28RackiyA3Az5i4wRyccfQCtXUSlY+XpYWc8PKqldJnRNMjdVU+vAqN1tiPmhjwfYCtNbXuckfe2R88/GSSzPjFlsURfLhVZAg43cn+tdT8Abp0huASQpUHH1PFctHWTaPsM6bjl9CE9zI+PTeZ4otG65tv/AGY1ufAOUDSrhGwVKAEH6U6fxSM8zfLl9Bo838caQdB8V3tqgKwiTzYGH9xuRj6Hj8KxLKI3OpQxqM7fmx/tHOP6msqcf3lj6bH4tSyl1erSPavG9ium/CMW23D742b67hXnvwpk2eMITnuv9a2/5enzFP8A5Esv8R9H6tqqWOl3V1K2EhjZz+AzXyVf3U2oanJKeZbl2kJb8/6gVNb3pqJvw3U+p4erin0Lkfh/V3VXSDIIzkIeakj8N6u0iq1uBk4JKkYodBHdS4wcppOOhnwTyaffRT8rJbyBmHcYPI/nX1Z4Z1kalolrcK2dyDP1qsO9LHn8W071KddfaR4v8eWEniy1bP8Ay6gf+PNW98ALjy9MmH+yKKXxsyzb/kWUD1bUVg1GymtLtBLbzIUdD0IPWvl7xl4el8Oa7NYyZaA5eCQj76dvxHSivHTmNuEMWlUlh3szH1a6mvFMk53SLCI89yFXAJ9+K+gPgzcbfDbDP8dLD9TbjGmqXsox6XPQftfvR9r966T4YBd4702WdZY2ST5lYYOe9AHM3ERhmZD0HIPqKrzx+YmA2yQYZW9GHegDb0jUotRtcXESefGdkqkdG/wPWku9J0q6B8+zhbPfbigDDvfAuhXJJWHys+nFZr/DjRkDSSSyKigsSTgADqc9sd80AeaeINas4L57PwlGUiQ7WvSMu59U7ge/U1n2kDljNO7ySt/E7FmP4mgD0vQUt4bGOKFSrlQzAnlzjkj/AOtVu8uobO2e4uZAkSDJJoAveAPF82tNcW0lvJ9mXIV2OePevFfHehtoXii7tcfuGYywnHBQ84/DkfhXLiVsz7Pg/EKNadGX2kdz8G/GVvpkf9kX83lAtmJnOF+le1reh1DK2VPQjoa0o1VJe8eZxDlssLiZWWj2A3gAOW/XpXF+PviBaaDYyQwSrNfONqRoc4PqfQf55pVqyjG0TmyjL6mMxEYpaI8v+F3i+50vxGYryZmgvZCzEngO3U/j/SvavGFmPEHhi/08EFp4iYyegbGV/WlT96B6GaUY4LNE47KzPmLS7qXSdYgnKsktvJ86MMEYOCDX1ToWtx6lpdvdQuGV1HIPGaWHnbRnZxXhZc0MVBXUkky/9r96oa14gtdH02W8vJQkUak5J+8fQe/tW1SSSPlsLRderGlFas+VvFGrS65rF3ey5E91KdoP8I6AfgP1r234KWv2PR5ZyNokO1fpiscPHdn0vE8401Sw8fso4j47Pv8AGcTD/n1T/wBCatX4AzeXPcjPZv8A0I0qX8SRrm//ACKaJ6L8TbjzPAmrr/0xP8xXzz4KfZ4rsz7j/wBCqpfxUc+B/wCRPV9f8j6rju/3a88YryL41+Flnj/t+wj/AHijF0q9WXs/4d/rWlaPNE4OHsX9VxkW9nozyGG6khs7m2QgxXAXcP8AdOQa6n4SSeX4ui57j+Vc1D4j7TienGGCfLs2j6QudRW3t5ZpHCpGpYk9ABzn8qwfBvjC38Q6dHKki/aMN5igYK4YgZHPYA10uolKx+d0sLOdCVVK6TOgM0bDJVCPoKicWzD5oY8H/ZArTW17nJH3ndLU+efjG9mfGTLYqiLHCok29N2WNeg/syu5sLtCTtIz+ua5aOsmz7HPLxy6hGe57zRXUfGBRQBxHim58vWJFz0Vc/lWR9sP+c0AecfGuUTaVp3IJE5/lXmfhhjH4jtWwcAjJ/GuRfxT76MX/YP9dz6Rju/kAz296yfGGtHTfDeoXAOHEZVf95uBXRVfu6Hx+XU1WxVOK7nznboZ9RgQZPcn1J4/xr6P8ORR2GjWsG1QQozkf/WqKCtE9Xiapz4y3SKSNLz0/uL+X/1q8h+MNgqaxa6hEoCTxmN8D+Nf8R/KliL8uhXC1VwxqTejuJ8HtZNnqU9i74SQblzx/nvWp8bZRNb6Tz0eQfoKibvTPQwtH2WeOK7t/ejz7QdcudDmaaxjh84tu3upJHGOOa6H/hZ3iP8A562//fr/AOvWCkz6uvw/ha9R1ZLVh/ws3xH/AM9bf/v1/wDXrR8N/EPUZ9b/AOJkVkeSNY4wq7QPm5OK1pSfNqeJneSYXCYSVSC1VjW+M8/2jRNOJPP2jof9w1wvw4k8rxZEexI68VUb+1PPmn/YUX5/qetfEW7vpfC11DpsLzNIMSMrD5U74/vH2FeF6ZqNxYTifT7l7eZerRtg/iKivF81z0eFnh6uGlRluzs7P4pa9BGFnW2uSP43Qhv0NGofFHW7qBo4Ut7bcMb0Ulv1rJzk1Y9D/VvBwqe0d/0PP7meS/uXBdpHkO6WU5P1/Gvb/hZYvpuktNKu0zdBzwK68PHlifJcT4uNasqVP4YnL/GmTzNcsn/6d8Z/4Eav/BK48qxnU8HA6nn8qml8cma5qn/ZuHfYtfGSwF1p9tqsSjfbHy5T6ITwT7bv/Qq4j4ZWBv8AW45GX5Q3mHjtj5RVQj+8uZ4rHqeVQpebPT/ipNv8EXS9AHj9ePnAryz4dyCLxbDz3Wp/5emlOL/sST8z1D4saw0HhVreNiGupBFnnp1P8v1rxzwzbG81+OLHVlQfTqf5ikk3VuVCLoZI3/Mz6OtnjhgjjCLhVx0/+tUvnp/dX8q6XqfIxdmn2PBfiPposPFd0UX9xcYnT0+br+oNdv8AB7Wy2lyWMj/PCeMnt2rmo3UrH3GfL2+XUay3VvyMH4zuZfENm3b7KBn/AIE351p/BK48uxnBODgDtTp355HHm8X/AGZhz1H7Z/nmuZ8faNF4j0dkAUXcP7yFyehHb6Gt5x5o2PByzEvDYqE0fP8AeRSRCeOVWSRQylSMEEDpXt3wluSnh9hz96sMOmfUcYPmVKV97/odx9sP+c0fbD/nNdJ8OH2w/wCc0fbD/nNAENzOJVz3HTmogwIyp4IzQBTumexuRfwglduyZR/En978P5VrR3wkRWQ5VgMEc9aAA3oAJY4AHUn9fpXNXepR61Gz3Sk6TkrFHyDdkdz6p2C9+tAHOeKdJD2iSyBI42bZFbxJhI/lLFmCjJACscD0x3rAbSdPh1C3thqXmiZzG22KSJo3wCMgk5HzKPUZ+uABPGOoX1lHHYWSyxpja1xjBfHZfb3o0601zxS9rHqEjfZYurEY3H+8fegD1nRbe10mzS3tVVQOpB61g/EPQE8SaejxEJf2+TExzhgeqnjipnFSVmehlmMeDxMKiPDbqCS1uHt7pGimjPKP1BrT0/xHrOnIEtNRuI0HQbsj8jXnyi1ofrcFh8xpKekkT3PjDxDdxGOXVJynfbhf5CuenuD5hLs0krdgSzGiMG3qS6eHy+m6kUkjX8LaFdatqEbKv7xWDbucR4/rX0NpksttYwxTPvkReTzXoQioqx+UZpjZYzESqM8q+KHhpkvZdZsELwyndcIvVG7t9D1PpXKeHfFGq6A2/TbvERPMTHch/DPFcdSLg9D77KKtLNMEqFXeO51J+LGssm0W1pu9fm/lmuP8S+Jb/WJxJqt20ndIl6D6Cs7ynozqw2T4TLObEt/eM8LaTcatqaDZ8x4x2jX/ABNfRGkrHp1hDaxYAReee9d9NWVj84zbFvF4uVQ8j+Mj+Z4ogYnrar+jNVr4KT+VdXIJwcN/6FWNL42fRZum8qovp/wD0Dx5cmTwfqq9/JNeE+F32eJrMn1H86JX9qYYKL/saq33/wAj6SjvP3a5POPekmuEmieORQyOCGB6EGuk+UpycZcyPAfHHh9tB1d1hB+wzEvE2OgPVaf8N5fK8WRZxjIOc4rkgmp2P0PNsR9YydVE97Hq/wARbu+l8LXUOmwtM8q7XKMBtTuf9r8K8K07ULmwnE2n3LwTL/FG2D+Iqa8XzXQuFnh6mFdGW7O0svilr0EYW4W2ucfxupB/Q0mofFDXLqBkhS3ts9XRSWH0zWTnJqx6L4bwcKntXc4C4mkvrhxvaV5DullPJ9/xr6g+AOjNY+GJLqVCjTSHaCOgwK68PHlifJ8UYyNWrGlT+GJ6tRW58qFFAGbeaNYXs5murcSSkAbixHT6GoP+Ea0n/nzH/fx/8aAOQ8d/DXS9etQbe1kN0v3C13KFT3C7sfpXC6X8Fb2wvorhZFOxskGVuf1qVTV7nesyrqj7Dm909itPDemi3TzrRfMA5xI/+NZPivwDouuaa0L2jll5RVuZUUn1IDAH8acldWOWhWdKoqsN0ecaP8Fp7HV4blyjxo+SplYjH4mvYY/DWlBFBsxnH99v8aErKxWIxMsTUc5Dv+Ea0n/n0H/fxv8AGuc8afDvRvEOneW1q/nxjMWLiRVU+uA2KGroVDEzw1RTgcBoPwavNK1aC8V1bYeQZW6fnXZ+Ofhppmv2KmO2k+2KMKTdShV+i7sfpS9mrWOh5jWVb26l7x53/wAKIu/+ew/7/N/jR/woi7/57D/v83+NL2UTq/t3GfzsP+FEXf8Az2H/AH+b/GrOlfBa607U7e5ZkljjK7k3k8Z5P19s0Kkk7oitm+Ir03CrK9zvvGnw20rXtPVI7WT7Sg+TN1KqIfUKGxXHeGPg9daNrEN0zLJGp5Uyt/jTUbO5zvHVXR9hf3T1p/DGkSRlZbMMGGGBkc5/WuK8VfB3w/q+6WwhNncHukjAH9acoqRlhsTVw0uek7HnN98DtVic/Z53dR0w4/wqK2+CWqyuBOhK/wC3Kf6YrP2CPWnxHjKkLXO98KfBfSrBo5dUVZyDkRqSBXokfhjR40CpZhVXoA7cfrWtrKx4cqkpycpPU4f4gfCvTteKz2MMiXnTe11LhR6AbsD8qb8O/hw3h6SVNQRZ4nH/AD0bI/WojGzOmpjalakqMnojstT8H6JqNhcWl1ZloZk2OolcZH4GsLwh8N9L0Oe8eS3V/Nb5MMRtX86u2tzm524cj2L/AIn8BaLrWlvbzWkhxyqrcyICffDDP41534c+Ds+k63FeHY8Stko0rHj86jl1udEcZVVL2N/dOu8d/DPS9ftFaG2f7YgwjG5lCp7hd2M1zXgj4RvomtR3N0EmhHVTK3+NNR1uOWNq1KXsW/dR6r/wjWk/8+g/77b/ABpP+Eb0n/n0H/fx/wDGqOQ4n4g/C3TPEMazWcDR3w+UObmTCj6bsVh+BfhTP4e1lbiYrLCwAcGV/wDGp5bO52yx9apS9jKXuo2PiD8KtM18LPY27R3v3fMNzLhV9AN2B+VJ8OPhsvhzz01CNJUcZBEjZz+dNRs7kVcZVrUlRk9Ed1/wjWk/8+g/7+P/AI0Hw5pPQ2p/7+P/AI09zlXR9jy3xn8F7PUdTNzoyNCJCXl3XMjbjn3aum+Hnw/g0DTZLXUII5TnIIdv8amMbHXicbVxMIqo78p1v/CNaT/z5j/v4/8AjR/wjek/8+g/7+P/AI1RyB/wjek/8+g/7+P/AI0f8I3pP/PoP+/j/wCNAC/8I1pX/Pr/AORX/wAawPEmiR2ESz2UZWDo65LbffmgDniAwIIyD1Hr61o+ELLSzK2n3dsGY5MR3t07r1/GgA1bStM1W9kt4YQmi2bEXsyO2bmToIF56D+Ijv8AKMHONHR/CWn3U/228swiYAhh3sAgHTvQBY1/wXpeqWBgjjMMyNvjk3M4BGRhlJ+ZSCykehPIOCOLt/h9G98lxqUNmksLfJFaRyZlOONzMx6Z+6MfU4FAHY23gHQp0glvtPWWdFwNztgfrWsnhfR41CpZhVHYSP8A40AOPhvSiP8Aj1/8iP8A40n/AAjek/8APp7f6xv8aYmuZGF4k+G3hzXoCs9iElH3ZFdsj8c15brXwKnjdjpl0zJ2Bfkfnms5wTPUwWbYjB2jSehjp8FNYZ9riRh7yYH6YrqfD/wMgRw+psip3RCcn8aIQSHjc4xONXLN2R6hpPgfw/pVusNrYBQB13tk/rV//hG9Jx/x6D/v43+NaHlJcqGSeGdIkQq1pkHsZH/xrzzxZ8FNH1CR7jSAbKZjkhXODUSipHXg8bWwc1OkzgLj4J6zHKVV5JF7YcY/lWxoPwNdpVbUAkS/xHcSTShTSO3GZ3icbHlm7I9X0H4f+H9Gtligs8uOrmRsn9a1v+Eb0r/n1/8AIj/41djx0uXU898e/Caw1uYTabDIlw33pHu5WwM5wAWwB9Ki+Hvwwk8O3zvdqs0DjBHmvn+dKMEm2d1TG1q1JUZS91Hca14M0XVNOltZ7RvKccqk8iZ/JhXldj8FZbPW0u4QogSTcEaZ24/E0nFXuRTxlWFJ0U/dZ7FF4a0oRqGtBuxz+8b/ABpf+Eb0n/n0H/fx/wDGqOU5rxv8OdH8Q6Zs+zOLmPJiIuJFAJ7kBsH8a4jwn8HrjRtahu5CksankGVun51Kik7nZ9dq+x9g37p6zJ4Y0iRCsloGB6guxz+tcR4r+Dnh7Vsy2EP2O59UkYA/rTlFSM8NiauGlz0nY86vvgfq0Ln7PM8i+zj+oqK2+COqyuBOhK+ryn+mKz9ij1qnEeMqQtc73wr8GNKsJEl1RVnZTkRqSBXqenWFrp1qLeyiEUK9FXoK1SsjwpzlOTlLcu0UCCigDzH4oeL/ABv4e1q2t/CHg469ZSW4kknDEbH3MCnHsFP41x3/AAs74uf9Etb/AL+NQAn/AAs74uf9Etb/AL+NR/ws74uf9Etb/v41Ag/4Wd8XP+iWv/38aj/hZ3xc/wCiWN/38agZ7tYySzWcEs8ZilZAzp/dOORXm+sXfi3xN4113SfC+vW+g2mhpAkjvYrcvdTyx+ZtO44WMKydOck80ARp8Tb+L4feGdbGkWl1qeq3x0ySB7z7NDHMnnB28wo2F3QNgEfxDmtPxD451XRPC+gahNoVk2pateizFr/aoEMYKSurifyyGUrGD90fe745AL0viy+s9O8Ly6lpMMV3rWoCyaKG+EyQqUldZBIEHmArEDjA+91OOah8aavdaxcxaB4Wm1PSbS8+w3N99tSJhIrBZPLjI+cITgnK8qQM4oCxvReITJ46u/Dv2YDyNOi1Dz/M5bfLJHt244x5ec579KzPAfjmHxbqXiCzitGt/wCy7owxuz5FzFuZRMvAwpaOQDr93rSsBqeBfEJ8VeD9J102otP7QgWfyfN37M9t2Bn8hWJ8W9Q1XT9B01NA1I6Ze3urWdh9qEKTGNZpQjHa4IPBz2+tMCp4RvPEmkePJfC/iTWk12OfTTqVtem0S2kQpKsbxsqfKR86EHAPWq138Uo7fwD4a8RPp9vHPrrKkMFzqCQQREo7nzLhlwBhMfdySQAKAL+p+NtUt/hy3im08PwXTQxyXFxbHU0CLBGrlpEmRXWQHYMAAZDZOOlV9R8d63pfgqDW9S8OWlvd3V5b2tta/wBqhkdZigWRpvL+XljkbeAuc88CFYbH8TJB4J8UazcaTEl94fYrcWkN8JopP3aSLsnVMHKuP4cgggik+JXxKk8F6zZaeun6dP59pLdmW91ZLJRsZVKKWQhnO7IGQTg0DNseMllm8FiKzfy/Eisy+Y+x7cC2aflcHJ+XaRkYz3qBPGGo3vhnWtS0nRYrm503ULqyNrJe+UJEglZDJv2HGQpO3B9M96AKWl+P72TwBF4n1nQBaC7W3On2drei5kuzPtESAlU2sWdRjnHJ7Va0nxnfvdX1h4i0FtH1e3snv4oFu1uI7iFTglZFAwQxUEFeNwxnNAGX8PviZP4m1TTbS/0e2sG1KwN/atbait38g8slZAFUxtiVTyOcEdRXeeI7q8sfD+p3emWhvb+C2kkt7b/ntIFJVPxOBQB4kfid8XD1+Fjf9/Go/wCFnfFz/olrf9/GpgH/AAs74uf9Etb/AL+NR/ws74uf9Etb/v41IBf+FnfFz/olrf8AfxqP+FnfFz/olrf9/GpgJ/ws74uf9Etb/v41H/Czvi5/0Sx/+/jUgsg/4Wd8XP8Aolr/APfxqP8AhZ3xc/6Ja/8A38agGH/Czvi5/wBEtb/v41L/AMLO+Ln/AES1v+/jUAJ/ws74uf8ARLG/7+NR/wALO+Ln/RLX/wC/jUAL/wALP+Ln/RLG/wC/jUf8LO+Ln/RLG/7+NQAf8LO+Ln/RLG/7+NR/ws74uf8ARLG/7+NQB1Xw28aePNe8RG08V+CW0PTvIZxdFyfnBGF59QT+VeozQpNE8cgyjDBFAHnGr2D6deNExyh5Rj/EP8a4rxh4gFiyWNkzm9YrudODEvqD/eI7enPpkA9P8K2x1DTLFntfsljDGBFB/U+v1rl/iL428e6D4kex8LeBjrOmLEjLdBmGWI5XA9KAOYPxO+Lh/wCaWNn/AK6NSH4m/Fs9fhYx+sjUAO/4Wd8XP+iWN/38aj/hZ3xc/wCiWN/38agBP+FnfFz/AKJa3/fxqP8AhZ3xc/6Ja3/fxqBWD/hZ3xc/6Ja3/fxqP+FnfFz/AKJY3/fxqBh/ws74uf8ARLG/7+NR/wALO+Ln/RLG/wC/jUAH/Czvi5/0S1v+/jUf8LO+Ln/RLW/7+NQKwf8ACzvi5/0S1v8Av41H/Czvi5/0S1v+/jUDA/E74uH/AJpY3/fxqP8AhZ3xcx/yS1v+/jUAH/Czvi5/0Sxv+/jUf8LP+Ln/AES1v+/jUAH/AAs74uf9Etb/AL+NR/ws74uf9Esb/v41KwWE/wCFm/Fz/oljf9/Gpf8AhZ3xc/6Ja3/fxqYC/wDCzvi7/wBEtb/v41H/AAs74uf9Esb/AL+NQAh+J3xcP/NLX/7+NR/ws74uf9Etb/v41ArB/wALO+Ln/RLW/wC/jUf8LO+Ln/RLW/7+NQFg/wCFnfFz/olr/wDfxqP+Fn/Fz/oljf8AfxqBh/ws74uf9Esb/v41ex+DtQ1PVfDGn32u6f8A2ZqcyFp7TOfKOSMZ+mDQBu0UAFFACEDFRSSpEheRlRFGSzHAApOSirsLXK8OpWsxIhkMwHeNGcfmBip4rhJCQrYI6hlKkfnUxmmNqxPRViDFefeJvAuqXfiG61nwt4ouPD1zfwpBfololwk4QEK4D42OAcbhngDigBb74baVceHPC+g/JLpOi3iXTw3cQuPtWI5FIkycZLSlycEZHStDxV4L0/xDZ6BYSw2iaXpN6l0LJrRZIZESKSNYtn3VUBwRwfujigCbXfC0Wof8I3HZvFY2uiX8d3HDHB8pRIpIxEoBAQAOMEZxtAxWLN4F1eDVL86B4tuNK0fULp7y5tI7OOWVZHOZTFM3+r3HJ5VsEnGKANq48OTv4q1TXbXUVgnutKj06JDBvELpJK6y53DdzL93A6deawvBPwy0/wAGaxZX+g3M0ZFgbO+SZnm+1NlSkgLORGVYP8q8HzD0xQBP8OPCHiHwjY2Gm3fii21LR7KDyIrddMED/wCyTJ5rZ/KtP4ieGrnxVolva6fqa6Xd217BfQ3LW/n7XicOvyFlB5A6nFAFPwd4O1LS9futc8S+IW13WJbZbOKX7GlrHDCG3lQik5JbBJz2FZx8A6lB4B8P+GdL1+0iGmAJNLc6Sl1HdqFI2tEz/L1z97PFAF+w8BxWHwz1PwjBe838F1HLdCBUVZLjeWZYlwqqC/CAjAAGe9WvFHg6HxD4b0vR7yaJ4LS4tJ5hLAJEuFgdWaNlJxhwpByTjPegDGX4Zww+DPFfhfTL6Kz0rWZZJbZEtQfsXmKu9eGAddwJUfLgHHIAqx448DX+v+I7PV9N1iyspILKWzZLvS1vEZXdWLAF1APyAfTPrQAs/gCSHw34WsNF1mWy1Dw6ALO+lgWcN+6aJg8ZIBDK56EEcc1q+GvC39j+E7rSZb1rq6vXuZ7q8eIIZJp2ZncIOAMscL6AUAV28Gxy/DzTPDEt7Kr6fbWkUN9CgSRJbfYY5lU5AIZA2059O9QaR4Lv0u77UfEWvvq+r3Fk1hFMlqtvHBCx3ECNScsWAJJPO0DgcUAVPA/wysvB2q6Xf6PJbwvDpSabfqlmE+3Mm3bPw3yPkMW+9u3c8qDXopUGgBcetGKACjAoATApaADFFABRQAUUAFVdRv7bTrSa6vZo4LeJdzySNgAfWk3YDyi7/aE8GwaibaOWeeINtNwkZ2fXp06V6Z4d8Q6X4j01L/RbyO7tX/jTsfQjqDSUrlOLRqjpRVEiBRmloAyfEOmf2nYOkbbLhRmN8ZKmvN/A3w3ki1Sa+1394yyEqrc7j60AeuIixqFQAKBgD0FKUUg5HWlYBcUUwCigAooAKKACigAooAKKACigAooAKKACigAooAKKACigAooAKTaKAFooAKKAM/VdQj02ykuJssFwFVfvOx4Cj3Jrl3aa6nMl8yPKj7eV3xwuekcaf8tJPVj0/CuKtUvLkRpBaXN5Qlnbm4uhK7jgK8hdmJ6AL93cTxgVl6r4kubO9SwtrT7XqDrvMSHCxjsM9z+VKrU9hGy3HGKk9RdI8USy6kunatZGyun+582Vb/DPNdSzhQWYgADOa1w1f2sdd1uTUhyvQybfxJot1FcS22rWE0Vuu+ZknQiMerc8D3PFW5tRsoGmSa6hR4YvPlDOB5cfPzn0X5Tz04rpM7hpupWepwGbT7qG6hBxvhk3jPXGRV0qDQMMDj2pcCgA2igKB0oAXFGKAExQVBOTQAm0Zo2jH6880ALtH40YoANoowKADaMAUoGKACigAooAKKACigAooAKKACigANfNX7Xmu3UQ0fQoZDHazq9xMM8OQcKD7VFR2RUdzyyy8IaZNo8u2/gknmaJ4J923ajY3Arntk/pXUfs063LpXxPk0W0uGuNMvVlT0DMgLK+O2cHNc1KpzSsbzjaJ9gDoKK6zmCimAYoAoAKKACigAooAKKACigAooAKKAGF8Vi614jsdJ+W5kLTHpFGNzfj2H41hXxEKEHORUIuTsZQ8W3rLvj8P3zR9d2COP8Avmr2keKrDUZvs7F7a6zjyphtJPsf8mvPpZmnJRqRavsbTw9ldO50WSTXLeJfFY0DWNKtru1DWl9J5X2kSH90cgZYbcYywGc969Za6nJUn7NXJfGniaHwtoj6hJCbh9wVIVbBb155wAMn/wDXUV/4kvbTWNF086dA0mpB9ri5OI9ihmz8noePWqsZSrNSaQmm+LVl8UXWg6hbfY7uPmB9xeO4G0MQrYHzAMpI96dJrmqG8vLa30iORobhIFYXOA2U37z8nChSPXnjmgPbNrTcqWvinVrmTU0i0SKRtPnEEypdksThWyg8vnhvbpW34h1qLRraOSVHlmnkWC3t4/vyyMcBRnj3JPAAosONVuN2Ur3xBcaVJZnWrOK3tbmQQCeKfzFjkb7ocFVwCeARn3xVfS/Emp6ne6nb2ulWoNjP9nkaS8IDHAORiM9iKLEutJNI6DS7m4ubGOa7tvss7A7oS4baQcfeHBHGc+9YfjXxtp/hD7GdTiuZPtRbZ5Cq2NuM5yR/eFBdSsqdPnkcv/wuvw7/AM+mp/8AfpOf/H6tXHxZ0q1toLm40nWooJwTFI9uoV/od/PQ/lTscazOm1dJ2K3/AAuvw7/z6ap0zjyk/wDi677QNXh1zR7XULRJEhuF3qsowwGe4pW0NsPjaeIdoGpRSOwKKAON8YuJZLoSZMVjbecoBx++ckIfwwfzqK38qFoQsg2eaLSFwewXfLID3LYIzXk1H++bN18Jr3My3E2jj5QhmyyjsfKZlH8j+Fc1qN43h7xvNeXEbta3aAbxzxgZx7gr096qu7RVR62aCCvozWl0631fxFY6pDKJ7YRblZT91lYEfnk9feurbAB3YxjnNdWGhFOUo9WZ1G1ZHCT6PeT+GfF1hEI2utRuLiS2QSrlkdVCnOeOhPNM1TQbsXXiRY7h7r7bows4Wup03+b+++XAAwP3i8/Wuoxub3hgTWmlrHqDTRvnH+lTxyMcKAcFeNue3X866BZVZdwYFe57UDTIzdQDH72M9uGFPEyGQoHUuOqg8igdwEyGUx703j+HPP8AnpTywXGSBnigBGcKCWICjkk8YpryojBXdFJ7FgD/AJ6UAKsgbO0qcHBwelNM0YbaXXd/dyM+tADRdwnGJojnp8wqcUAmLRQMKKACigAooAKKACigAooAKKACigAooAK8f/aH+HVz410W3vNHUNq1hu2xk4E0bfeXPYjqKmQ07M+apdX8Y2Vx/Z8kF5bzAqqwC1KkbcABePYdOte3/s8fDfVdP1i58W+JIDa3MystvbsgRlLn5nI7ZBxis407O6NJTurH0N2FFbGQUUAFFABRQAUUAFFABRQAUUAFFABRQBheKtVOkaW80YzcOQkS4zlv/wBVcvDGugG2eS2Ooa/e/OA3JT8e3/1jXjYupF1by+z07tnRTXu+pdfxZe28n2O70h11FyBHEr5V898/4Zqtcumu3J03WbAWGpbC0EyHOf8AEe3tWE8U8QlTnDyv2ZaoqGsXfqa/gzVLi4jnsdQOb2zbYxJ5Yev+faqvjGwtNb1O20i4kjVrqwulAJG5G3QlWA9QRn8K9bBVOemr9NDjxdNO8UcXr89/qHw21O+1qNoLu1gGnqrt/rJFlUSSD13FVH/AT2NdN4guIG8b+BnWeIqftJDBxg5iAH59K7Tz1GV7vy/MkvtHtPEra7BDcrFf21+sttcREb4JBDFhhjtng/jVvwFd314NUOsWxg1CK5WGdezMsSfOv+y3DD0z+NI2UXGomtmQ+A5YpPEHi7Y6Of7Q3fKc8eWoz/Sjx/FJHqHh3VSjPZ6fdlrjapbYjrt3kDsM5PoKQ3F+zaXf9Sv8SbiHWvD6aNpkqXN7qEsQjELbtiBwxkJHRRg8mqfhaxi1bVfGUAvbiEve7c2820geUo3cdefWmZTTlVTWx6LawiC1iiBz5aBc/QYryH4+2Zvr3wzaiRYjNJMnmMCVXITkgc4FJFY2HPRcfQZq/wAJrCfwsJdMRodThQspZty3GB0bHHzY4IxjIyKxLPQbjxj4T0kGL7AtzfpDbK2WWOJY3LumT04OB3K+hpnC8JySUFs0W/iH8OdK0jw+k2mFont0MjzTMWMx7ggZJb0wABg5r0n4Tj/i32i4/wCeJ/8AQjQ9jfDYeFGs1DsdhRUnqBRQBxfiGVIL3U0mIG+K3uFB6MqSHcOe/Tj3qhfSR2k08D2bSWdtdb28rAXyZU69RjDH9DXj1XZtHRDYx73UW05oVJnN7CVHlyvjyimNjADhgyEjmumPiXQNa04xasBEf4o5VY7T7MBXPQxEIuVOpszSdN6SicVp2rNomsSSabK8liJcFScCRM9x6+9eyqyyxg9VYZrpyypdSh0RGIja0j5q0rRdPn8BTrp3h6+uvE1ze3SWN3YxMvkOsxUb5RgIF9D2ro9a0+A/E6OHX/D0viK5XQLfzo7eNHJmDkNIQzKMdRn36V65xlzxbp2mXOhfD+0GhNp+nya0sZ06dMmNWEm5CM8ZPOBx0qbwNYadqvjPVZfC9hLZeEjZvYX9vJmNJbrdghYs5UqvBOB/WgCPSfA/hmf4q+I9Lk0WzNhBp9q8UITAjZi2SuOhOBz14qxNfjR/jZrc8OjX+pzNpdsNtiiO6ZY5LbmXGcDn2oFYm8KXQ1T416reSaVd6dL/AGNGPLvEVZM+aQW+Vj1GBnPatL4yXmpxweHrLw+3/E3n1Hz4EJwHEMbuyn2PA/Ggd9DF+JXjGXWfAFunhhj9p1Gzkv5uSGgt4RmUH33AR/nV3x1PDqt98MdQMakXOoxyjIzgPCWx+ePyoC5my6jr+j/EbxjqmlRyX+mWktr9t0xeXZGgH72L/bAX7v8AEPfFamm3Wk+JfilFfWLQ3VneeHGAdepzPtbPcMBwe46UCuZNj4G8My/FrVNJfRLM6bHo8MqQbPlDmRgW9c44z1r2aOJYoljTO1QAMnPSgqJJRQUFFABRQAUUAFFABRQAUUAFFAGPrniXS9DkSPUp5Ed45JgI4JJcRx43udinao3DJOOtWBrGnm4hg+22wmmj82OMyqGdP7wGcke4oAItYsJkLxX1qyDYSyzKQA/CHr3PA6Z7VajuIpWkWKRGeMhXAP3SQDg/gR+dAGZrHiTTdIuUt764ZJnQyhEheUqgIBdggO1MkDccD3q9JeW8ZmEk8KmKMSyBnHyJzhm9Adrcn+6fSkAw3Vrjd58P31i3b1++2NoznknIwO+RTf7UsDey2f2+z+2Qp5skPmrvROPmK5yByOTxzQBNHe28vliO4icyR+agVwSycfMPVeRz05pIL6C4BNvNHKAqvmNg3DDKkY7HtTAzp/FWiwSzxTalbpLDdx2LoScieQAomMdwwOenXng4vNqtkoJa8tlUb8lpFGAnD55/hPB9D1oAZBrOn3F9JZ21/aTXcWd8Ecys64ODlc5GDxzWipyoIIOR2oAKKACigAooAKKACigAooAKKAOH8YlpPE2hQS82/mhiD0LZ/wD1VR1i+vIPG1ncNYthQYIssQJOvPT/AGq+fxDcZydteZHXBJpJ9iPX9RuE8dWjpZlnh/dom4fvQc8+3X9Kfrd9eP41tjDYNJLaAlVU8yKQRu6cdawdad5WW8kUoJWb7GnbDZ8R7kR/x2oL4/4D/wDW/On+ItT8R22qFNI8OQ6hbKoK3DXiRknuMHng17OA+GS82cOKbUU47mc2u+NmG1vBkDAHOP7Rj9fSkOt+Nc5Pgu2J6f8AIQjz+Nd5w89e2sQXXPGqklfBtsGPJ/4mEYzTxrvjfkjwbCCepGpR80xKpW6IYNb8axt8vgy3B6ZGoRinHX/HB4Pg6DJ6f8TJOaAVSsk1Yjh1fxlBuMPgm0jLHLBb+MZPqcCnrrfjVSGXwVbA+v8AaEdAKpWX2TrdDuL+60uGbVbRbK9bPmQLIJAnJx8w68YNeefGC/i0zXvCl3K0yRxPPlomKnkIAMhWxk8HihGuIbVLml5HY397pl9ol1b64saRtGqXNuXOAWGRGG4y3056e1JfjTl0vTxqem/Z7KCVWTzGRVtWTiNiQ3fgcZ64PeguM4S1fYyviRr0FpoF6qM7ouI5nhlKvEWXKH7pyG6enP1IvfCf/kn2if8AXE/+hGh7GUJqVdpdjr6Kk7QooA5vxTYCZYLxbdbprXcHhZc+ZGwG4fXgEfSuchacTwCKa3ntmjaOB5mZRdQn/lixxgOO2ef1ryMVC1S60N6b0OW16L7PeiPdchQgVYrkEPEOy5Jww9CKzh2rwK0Pff6noU3eJe0TT5NU1OG1jU4Zsu2PuqOpP0r27btjwgAIHAr28npOMHJ9TjxUrySON+HWk/8ACL6NfaVc6laXk8FxJcymEFTEJcuAy5J9ceorJ1PTtQuPHcPiDw/rmlQPf6aIoIrm2eUSwqyuXyGXHLr+Y9a9s4ehBqaSa7pGhahda7ZTPo2opf3FwlpIscnJCqi8kLtb73PTPSrKJpth4nHi/RtYt4NK1PbbXtu8blLmUfckTHR8e2GH50C8y/pFlFD4r1fxmNWs5NGvbGNMgECNYskuXzj+9kYGMe1SQ6SdO+Idz4guNQtfs2qW8Vhb2+07tygsCG6HID8Y9OaBj7XSHj+Kl7qxv7dt+mR25s9hEiJvJV85xgsHGKkutJ/tzxlo+t299bSWOkC4h8lRuYzN8jncDgbduMY65oHYh0vwJY6be+J54CG/tkMojcfLCjKdyL6AuzsQPUVmW3gTVI9L8GWcup28jeHrgSu5ib9+FBVR1+X5SfXoKCeU6DQPD11pvivxHqs1zBJDqrwusaoQ0flpsGTnnIqrpHgXT9G8cXfiDTCIBeW5iuLZVwhkLq29fTOOR3OD65CrE9t4cu4fiLe+IvtMDW1xZJZeRsO9drbg27OOpPGK62gaQUUDCigAooAKKACigAooAKKAEz9aC2OtAHM+K/COmeJ5kk1RHcx201vGFxlDIUPmKSOGGwY7cnOahl8HW0usre/bbkRNNDcy26pGEkliVVRt23cowoyqkA49CwIBT1D4daNfaZNp7tcx2U17JfyJbuIt0r5xkgDhcgqPUDOcCrdhZQ6brV1dDW7p2mKG4tXSMrJIsYj3E7N4J2KcBsZzxSbsNDdasrW+1L7ZZa3d6dcSQi2mNsEPnJksoO9Tggl8EYxub1GM288MaHd6vq2ozane/aNTtpbO5y42mF1ChQpXClQAQRz1JJyaXOFipceBvDMulDTBf38Vgl297HHFOw8uXaoRlbGcR4+UEkDPOQABotoGkvrc+pzatcOXdphH8iqkpgEDODs3btinjOMk8U+cLENl4W0O21jTNTXUrs3Vhbx2duWkyvkJGUMZXGCCSWORnOOwGLfgzQtA8IwXMGk3MvlTLGzLKxYDYgXI479SBxk8AUnK4WJrvwHol5qs+pyxOb+W4S48/jchVoiFGR0/dAZOSAzgYBqDWvh3o+rQeVdyXYKS3U6PE+xkkuHDsQQPquOhDEHNUI6O20q3ttavdSjyJ7uKKGQHGMR78Y477z19K0wwAAoAXP1paACigAooAKKACigAooAKKAOZ8b6fJe6Ws9qCbq1bzkx1OOoqhdSw+KvDQltCBfQYkVQfmRx2Hse34V4+IivaSg/tL8Ubwei8jLt/D11qejz6rcs39qSsJYT0Khe3tnH8q0fDZFhYXWvazIBcXPOSMHaOAo9zxx7Cualh50JxqS2td+ptOfMrL0JvBcU15d32tXaFWum2xKeyD/OP+A1T8bz/AGfxf4Zjkv7i0tLk3AuAly0SuFj3LkgjHNergU/Z873lqcGMly7dLGJP4n1LTrbWUsrt7u0e8t7TS7uYbhvkHzjdxuVcHB5/Guk8S2Vzo3hq51LT9RvGvrKI3Be4naRJ9oyyshO0BgD90DHbFdxyQc5Xu9kUvDl8+peN2nW4uxZzaVb3qW7TsUV5GP8ADnHQD2rurmdLeCSeVgkcalmJ7AdTQa0Z+62zj/COsXza/qGn6wxD3CrqFmGBG2FuDHz3UgZ92NZuuanqPh/xXe6ks1xc6HF5SXlsWZzAHBPnJnoB3AoMnVbgpdU9TTuMT3OvXEF7dtA1hFPCUuXCKT5nzIAcD7q/l9aqeG7LUL/wLp99a6tfR6pLbCUPLMZEd8cBlbIx64xQHvSldPozofBWs/8ACQ+GbHUmj8t51O9B0DKxVse2Qa8x/aOJX+wHBIYNOQQcHP7vkULcjFycsPc5nR9Y123s4LvUI0vLO2uFuYo4zva5nICoh29NrEMSf4jzksK6jUdV1i18I6de6nDNe2+qfaEvYNrsYleTKMq4GNig8ZHt61RwUa83F+SPPvF93rywrbanNGYESOEbHz5yoMByOuDsGQcfMuMZBr3/AOFH/JPdF/64kf8AjxqXsaZfNzrSb7HX0VJ7YUUAN2iub1Tw4ryTTac8cLTHM0Eib4Zj6lezf7Q5rnxFJVFdlQlZmHf6NqMts9s9leBCPlWK6SWPPt5nzL+dZeneBtTuGBujFax55y29sfQcfrXi1MBKpPU7I11GJ3+haHZ6LbmO1Ul25eRuWf8AGtRyQpKjLY4GcV7lGkqUFGJxzk5O7OD0jwrqtlqn9oTXsEk2oJKmpoq4GXyUKHGW8s4QbsfIT34qXQtF1WO40gX8NokWk6c9gvlzF/tDMIhu+6Nq/uvrk47ZrYyLHhnSNSstP1S1kCwWciBLGya4M/2f5CCN5XIQnGF52ge+ATeHryXw54asPMWOawa38+SN8FQkRQlDjk5PGRQO3Qpr4Y1Obwxp2hztaxwJOz3sy5k+0qGLg7WB5kfDMM4HIBINOj0PW7XRtFtf3F5LpV95kTPMYzLAqOqZO04bDgEYxxQKzNG8sNV/tTUdRs0to7ifTIraEO5KpMryMSfl5UbwenODxVfwf4bvPDV5cQx3S3OmzxI7MwCOs6gKzYAwd4AJOeq5Oc0DOyCigLjuaChcUm0Z5oANoz3paACigAooAKKACigAooAKKACigDynxX4j8Z2niHxVb6FawXFlaWkTQPKu0wOY3cydP3i/KRjru2di1bd14svofF8OkC2Qh5IkWF4pPNmjZdzzhx8iqh3AqeTsPIOAQCjZ+NNfubPVSPD+26tTbi2jdyq3XmXLxcHqo2qucjhs5yMGnJ49v/K0OSXQbtVuZZWvx5bbrKATNEjHGdzFsEgdgx9MgFfxH461bTv7IxBbW8d3d3tvNNLbySCNYZxGhAVgcsuT3zjgYrrfGWp3+l6H9o0i1S6vnnhhihYHaS8iqe69iTkng0WuBx95491a00bTbm8sbe3uLiG4eRHhkcSSxSbBbgJnY7DuSyjGBnrWvqXiXXNOutWEulwyxWsEclsse7zLmSY7YosYwCGVgzAkYKkAZOFZBcZp3jlBc6HHrFs2nm/gZHRo3Yx3aSLG0WQCMA7iCeuKd4H8V3+u+INbsb9ba3+xTyxxwrA6yMiysgYsWKngA4HrRZAS33ii5tvHSaO4gt4H8vy1kgld7oMDudXUbUC7SMN/dJ4GM58fjjVbi11WSHw9MZYLmA2MU2UN3bSSiLfkj5GyHbBHAKZ7miyC4+18dajJP4fWXQ7kQXgB1CQqQbISOUhyO5LD5v7vWqVn471e4XXNmnwSvYyYCrBKvln7SYwjBuHLJ+8DKccHjpTAmXxtqY8R+J7CSG2VdMgmktYjBJ5lzsQMDv3EYycfd57UXHjnX4tBa+/4RqU3kd49tLZhtzKq2pl3KejDcOORkccHigCYeNdR/wCE6t9GuBaWtpLDA6u9tK7Su4yUDBgFx6kY9a9FHQUAFFABRQAUUAFFABRQAUUANIrldV8Lbrtr7SLlrG7PLbR8jH3FceMw/t4abo0pz5bruQAeMI1EQNjIP+ep4/z+VFt4Vur24W58Q3puypysCcR/0/lXBDDYmq1Cs9EauUIax3OuSJUVVQYUDAA4ArlvEek3154q8PX1tFE9tp7TGUPJhm3ptGBg5x15Ir2krKyOKrHmRe8W6Euv6K9p5vkTq6ywTAZMUinKnHf0PsTWfrVrreuaRJpU0FvZi4Tybm4WbeNh4by1wCcjP3sYqrmU6b1t1K9lo2paZ4olvbKzt3sFsIrGGMzlWARiQfukYwf0q1fQa5qNrJBe2tqtvPcIskKTk7bcYLc7RlmOQR0A796CYxlFctit4h8NSpqWjaj4ft4Uu7OctIXcqHiIw6Z55PatawtLs6xqj3ltCLO5WNVy4YnAIIZcd8+pouUqbUrdDF0rwpcaJDr1vYustndxhLKF3I8kYfKZwflBY49qdpOmeIbLwnZ6NClnbTRQCB7szF9vYsiBRk+mSKdyFSlDRHSeHtJt9D0a002z3eTbxhQT1b1J9yeaxfiH4Og8YaXHbySm3uIWLQzBd20kYII9Dx+QpJmlSip0+Q81/wCFM6yTCX1mzcRDCho2Ixu3YOeoye9Wn8H+NNVhl0m+lsYLO33qJzllkD4I8tcZGAO/c+tO55qwNWCaT3KsXwX1KVoYrvWoTbxsWwsbMQCckgHvn1r2nRNNt9H0q2sLJStvboI0BOTgevvQ30OvCYT2LcmaFFSd4UUAFJigAAoKg0roVhcUYpjEC0mwfjQAYGB+dLtGc85oEIUBzQFA6dKBi7RmjaKBC0UDCigAooAKKACigAooAKKACigAooAKKAG7eT70nljjgcUAHljBHY9aXbznjNACbOc8ZoZAwIIHIwfegA2nuaAmDxx60ALtpNnvQAbDxjA+nFHljA4HHT2+lAC7eMA4HtRs544oANmOBjB60jIDnjmgBdvpgfSnDpQAUUAFFABRQAUUAFFABRQAU0ilewC4/OkK5o3AWkKimAoFIVyKAuG0YxSlRQFxMcUBcCgL6ClRSbaAHUhHrzQAUmPrRcVgxz3p1A73CigAooAKKACigAooAKKACigAooAKKACigAooAKKACigAooAKKADNGaADFFABRQAUUAFFABRQAUUAFFABRQAYooAKKACigAooAKKACigAooAKKACigAooAMUAYoAKKACigAooAKKACigAxRQAYooFYKMUDDFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAf/2Q==)
In Stock and Ready for Immediate Shipment!
Long SOLD OUT at the Perth Mint!
This vividly-colored silver proof features the very first Commonwealth bronze coinage & King George V, too!
Talisman Coins and the Perth Mint are proud to bring you this extremely
handsome commemorative celebrating 100th anniversary of the
introduction of the Commonwealth of Australia's first bronze coins in
1911. The seeds of this seminal event in the history of Australian
coinage were sown in 1901 when, under the new Constitution, control of
Australia’s currency was vested in the Commonwealth.
Subsequently, the Coinage Act of 1909 saw the replacement of British
gold, silver and bronze coins with the Commonwealth’s own
coinage, beginning with the 1910-dated Australian florin, shilling,
sixpence and threepence
sterling
silver coins, with the effigy or
portrait of
King
Edward VII. History buffs, coinage connoisseurs, and
fans of royalty, the land down under, and the ever-popular
coin-on-coin
designs will love this
pure
silver
dollar with
color!
Series Note
It is an
interesting coincidence of timing that the very first Australian
silver coinage
(struck in 1910) bears the portrait of one member of the House of
Windsor,
King
Edward VII, while the very first
bronze Aussie legal
tender (issued just one year later in 1911) sports the effigy of
Edward's son,
King
George V. The two
pure
silver
dollars in this program commemorate these historic firsts and
feature full-color portraits of these monarchs:
Australia
2010 Centenary of Silver
Coinage $1 Silver Proof
Australia
2011 Centenary of
Bronze
Coinage $1 Silver Proof
Please see below for more information on
King
George V and Australian pre-decimal
coinage.
George V's Reign
King George V was born in 1865, the second son of King Edward VII. From
the age of twelve George served in the Royal Navy, but upon the
unexpected death of his elder brother, Prince Albert Victor, Duke of
Clarence and Avondale, he became heir to the throne.
George married Mary of Teck in 1893; the two were deeply in love. In
fact, he wrote her every day that they were apart and never took a
mistress, unlike his father. Although they occasionally toured the
British Empire, George preferred to stay at home. He was fascinated
with his stamp collection and lived what later biographers would
consider a dull life because of its conventionality.
When George's father,
King
Edward VII died in 1910, he became
King-Emperor. He was the only Emperor of India to be present at his own
Delhi Durbar (coronation court), where he appeared before his Indian
subjects crowned with the Imperial Crown of India, created specially
for the occasion.
King
George V led the British Empire during the First World War.
He
relinquished all German titles and styles, and changed the name of the
royal house from Saxe-Coburg and Gotha to Windsor. During his reign,
the Statute of Westminster separated the crown so that George ruled the
dominions as separate kingdoms, preparing the way for the future
development of the Commonwealth. His reign also witnessed the rise of
socialism, fascism, Irish republicanism and the first Labour ministry,
all of which radically changed the political spectrum. King George V
had two different British battleships named after him, the second of
which famously took part in the sinking of the German
Bismarck in May,
1941.
George was plagued by illness throughout much of his later reign. He
died in 1936 and was succeeded by his eldest son, Edward.
King
Edward
VIII
is infamous for abdicating the British throne after a reign of
only 325 days, in order to marry the American divorcee, Wallis Simpson.
As a result, he never gained the crown nor was depicted on Australian
coinage.
Australia's Pre-Decimal
Currency
The seeds of this landmark event in Australian history (the
first Australian Commonwealth coinage) were sown in 1901 when,
under the new Constitution, control of Australia’s currency
was
vested in the Commonwealth. Although Australia took responsibility for
its currency after Federation in 1901, it did not establish distinctive
coinage for some time. The new government instead chose a British-style
system incorporating 12 pence to a shilling and 20 shillings (and
therefore 240 pence) to a pound. The first coins to be introduced were
the 1910-dated threepence, sixpence, shilling and florin, all in
sterling (.925 fine) silver. They were joined by the bronze half penny
and penny
the following year, with a composition of 97% copper, 2.5% zinc and
0.5% tin. Each denomination remained in circulation until
decimalisation, which took place in 1966.
This handsome silver proof features a full color portrait of
King
George Vof
England, superimposed over a stupendous collection of the first bronze
coins issued by the Commonwealth of Australia - the ha'penny
(halfpenny) and penny of 1911. Both the obverses (with the
original
Commonwealth
Coat of Arms) and reverses (with the left-facing
portrait of George V by Sir E.B. Mac) of these coins are depicted, in
this intriguing
coin-on-coin
design.
Investment Note
We like this coin for
several
reasons. It is large (40.60 mm diameter), struck in
pure
silver, and is very
handsomely
colored
- with two different color elements (the coinage and King George V's
portrait). Both royalty and coin-on-coin designs are very popular
themes with collectors.
Finally,
the mintage
limit for this coin is very low - only 7,500, and the
second of two releases in the
Centennial
of Australian Coinage program. Don't delay, we recommend one
of
these great colored silver proofs today!
Technology
Note
The Perth Mint of Australia employs its own proprietary
colorization technology, in which the color is actually sealed on the
coin. The vibrant hues and precise execution of the technology create a
stunning, full-color portrait on each coin.
Obverse
The
coin’s obverse depicts His Majesty, King George V of Great
Britain, posed for his coronation portrait by Sir Luke Fides in 1911,
in his full imperial regalia and finery. This outstanding color
portrait is superimposed on
a pile of silver Commonwealth coinage from 1911, also in color,
to complete the design. The legends
CENTENARY OF AUSTRALIAN COMMONWEALTH BRONZE COINAGE and 1911-2011
denote the theme. The Perth
Mint's "P" mint mark also appears.
Reverse
Her Majesty, Queen Elizabeth II of England, in crowned profile facing
right. This portrait, featuring Her Majesty wearing a tiara and pearl
earrings, was executed by the sculptor Ian Rank-Broadley. The
legend ELIZABETH II and denomination also
appear.
Packaging
The coin is encapsulated
inside a
handsome taupe leatherette, clamshell-style presentation case, lined
with black velvet and satin, and protected by a full-color outer box.
An individually-numbered certificate of authenticity is included.
Country |
Australia |
Mint |
Perth Mint of Australia |
Year
of Issue |
2011 |
|
|
Face
Value |
One
Dollar |
Weight |
31.135
g |
Diameter |
40.60
mm |
Gauge
(Thickness) |
4.00 mm |
Mintage
Limit |
7,500 |
|
|
Finish |
Proof
with Color |
Composition |
.999
Fine (Pure) Silver |
Edge |
Reeded
(milled, serrated) |
|
|
Artist |
Darryl Bellotti (obverse)
Ian Rank-Broadley (reverse) |
Certificate |
Individually Numbered |
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