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Guidelines for Ring Tank Storages
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  • The original edition of these guidelines was produced in May 1998 by the North-West NSW Branch of the Irrigation Association of Australia (IAA), when a large number of ring tanks were under construction or being contemplated. An unacceptably high proportion of ring tanks built at that time failed to some degree; hence, the objective of the original guidelines was to show farmers and contractors how to build safe storages.
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Irrigation Australia
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V83MVxOuPmPyfKMZXpV671Nba2M0/gLW7WMEAudQuFUZOAMsp7nFZvCTTtr+H+Yfu2fRgvYyOtO+1R/3q+cZoLt432eDvFMBxwwunOPzirO8HXd4r3f2vQtV19yFKrb3EqeUOeTtB6/0qlhZ2bv/AF94rQPqFZ0PRhUgkz0r5/0TxVqmieMZpbLwbqvzWQX+zXmlkdfn5l+ZSccAdMV2CfFHX+jfD3WB/uq3/wARWUqNeL0RDjG+jPUQ9LvrzKP4oa4f9b4A1sD/AGY2P/soq1H8TNRP+t8DeIF+luT/AEo5a6+yLkPRA1ODZrgoPiNO/Evg7xDH/wBuhNacHjhZF+bw5raf71m1aRlJfFp8mP2E3t+aOqLU3fXGXXxBeKTEXhTX5R6rZmqrfEe5CgnwZ4jznkC0/wDr0pOo37qF7GUd/wA0d7vFJvrgf+Fj3BPHg3xKB/15f/Xo/wCFh3J6eE/Ei/WxqbV/5Q9n5ml468dW/hPSZDAoutRdT5Nsp6cfeb0A6+9fPtz8RvGn237QdfuS+3G1MKAPdcY/Op/F/iK2vPENxq1pHeJczTjAuVABVchlIz7gewFcpqd4+o6pNeMixtM24qgwAa66NN7zRrJQhGyep08HxZ8axXi3H9sSylesbxqUYD1GPevdfht8QB440iWW5jhtr2FyrQRvnK4HzAHnGTXzlbX9jHHHE01zGGwszRIoJGCOD179O9dr4E8VeEPBZkuIjqE97MNjyGIYVfYZHXANKtT933I2YlBNbn0VNcRwQvLM6xxopZnY4CgdSa8O8ZfGzUrDxNcW3h2W1msIwojkChxIcZJJ+vGKq+M/itZ+INHWxsJL6BJGPnjywN64+716cmvJ7pIVmxaGR4zySyYwfSpoUW9ahMoqC3ual94q1O+1J74yut3M+93Rz83oMentXpHgT4tazFp5TV9t1ZaesaO7A+YwZiuS5PUfQk4/GvHMOOVUg9sCtTw9q0Wk6kH1C1lvLJuZbZZCgcj7p/A810VaKcfdQRmnJc+x9CeMPFdzqHh6G58M3rQRlj5xwEmJz8qqG5BJB7dK8u1PxrrMDW0moW8kd7IEeORdzs6jKlsE4VjgnjHWkb4mwahcJDq+nxNp8cvmQQohBiH1HDH6iuI1XU2udQkuorhtzSF0EZIWPPYZ59K5aWHk3aaOhypwj7rOp1v4h6rfWqQWF5LaRcO0m872fqQpHQc8+v6VytveXkTSbr4xyOQOSSXP1HHfnnpWb5jkgSlio7E0wsa7o0YxjZHNKo27nofw18S6n4P8SGNdP822uWSG4CksVUNywAPJ617/AKn430DR45Hv9Shj8tdzLncfTHHf2r5r0b4k6joWjRWFjYWIMbczNFlmG7cBzx1J/Os3xN4pufE00Uk8fkhQSY0Pybj1YD3rinhp1Kl2rI0fsuW99T6Hl+MfhFIYJBqDEzoWVDE3HOMNxxz/ACrDl+OemXN5Ja2UJjzGRHPM4AL7Tjj0zjqRXzvQT0rRYGn3ZkqiXQ9WvfjfrC6EdMSI/bFGxr9ZBub3Axj1rA1L4k6pfzaXcPqNw7WJU+S4BV8MD8xGN2cDrXDkljyc8YpD933rZYWkuge1ke6ar8fLJbeH+ydPmklfO8zkL5fPoOvrXPR/GDUtd1L+zbu1iFpdtHFGEGCrb1+Yn354rynNX9AP/FS6b/19R/8AoQop4SlB7GdatJ05LyZ9Q+LP+Rj0f/r3uv5w1Vq14s/5GPR/+ve6/nDVWu9HjT+N/wBdAooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEcP8AyNGgf9fcn/pNNWZrBI8ca3g4/eQ98f8ALFK04f8AkaNA/wCvuT/0mmrk/GHiTTdI+IOsQ3rS+YXhbCRkj/UJR1OjDfF8/wBCLxmzf8ITqW6Qf6ocZH94Vt6cJf7Ltcf88EP/AI6K4HxJ4x0u+8P3dlbfaTJcIFXdDgA5B5P4Vch+IOlR2MMQS+Zo41UgRcAgY9aLM9I76JZck7s+gBGTVlILkrnDH14/WvPT8SrDafLsLyTHTdtQfzpD8TVzuj0lumPmuo14qeVjPTBDcrg7XOemFPNcxZLcL8XNQUxsGGlx5yD/AHxXMf8AC05d/wAunxR/714D/JTWVZ+PL1fGNzqMNvbedNbrBsLOwwDnjaM0lGVwPR/iPHOPh5qRcNgCMng/89FqfwG8z2msEKfm1aY8duFrg/EnjPX9X8NXlpdQQpayqPMdLeb5QGB+8RgcitrwB4t1PT9GvE/szUr6Wa+kld7WIhAxC5BLYwePSlyuzA2vh/qFvZaDeLd3kNvt1O5A86UJ/F71L491/TJ/BdxHDqtlLJ50BCpcIWOJUPQHPauQ0pbjV9P1GOPwqt7Mmqzyx3FxJCphkLZ8sh/vAdx0OfxqXxSk9x4a1KB/Bem6Y8Pl+bLE0XmJudcMgUcqTxnJ7jPFS1qB6hL4p0Y2s2zW9PY7TwLpM9PrXCfBmUjUtU2NkfY7Y/oaLnRtW1S1mt4fD3hi0isuZJRET5rouSmQuTg4zjjPGeoo+C0zW2sagrRxqZLC0bCgAcgnP60tEmM6q3mdfjVMx4J0BevH/Leu2S4kZwMr+Df/AF64xLj/AIvk7ttydAAGFzk+efSu4W5+choSFIznb/OspPRCFWd+M4PGcg0/7QQm4g47U3ehJAEZAOMHjFSNNGgzIFHtUCDzz6c0ouACAeCe1IrxyY2pkAcYyKU+UcF0Udhk0g07Cm4Axz1o8/HTmmMtvt3MoA9QaTZbtJkLyO+aYaD/ALQ2eBVPUIjqFt5S3d1ag/x2zBW/UGrbCIkDYx44waQRxkZMbA+n/wCqi4tDx7VfgbozyPLZ6jfqzEkiQq3J/AVhS/A8lj5GtkezW+f5NXvL2luRghl+hqv9jt/MI3OP61oqmhR8/wA3wQ1ZW/c6raOO25GX+QNVZPgt4nT/AFUllL9JWH81FfRZsIg4O9h71ILFV2hZmAPQAU/aIWh8xT/CfxjACRp8cg9UuE/qazH8A+K4lO/R58Z/hZT/ACNfVz6aixtvn+91OOtUZ9LQZ2zZx1/zmmqkeotz5Tl8L+IIfv6LecdSIWP8qqSaZqcP+t066T/ehYf0r6nm0xlZtrjp15qRNIMg4dWweSeciq54BY+SXWSM/vImB/2lqISbWzjH4V9W3+hKrHPlkYz0rEk8NWL8vZ253dd0Q/wqk4PZhY+bjMOeo+lNaYnocV9CXPhXSuVOm2Z9vJX/AArEn8HaDKctpsIwP4FI/lVJRfUep4qH560u8eteyw/DLQp5cm2YBuiiRhj9aS4+E+i4yiSxg9NspP8AOiy7iPHGlZvvNke9IW+n5V6lN8JbDP7ue5XPuDVWf4T2oH7u/nXj+IA0rLuFjzQsD3/KkyB1Fd7N8LJF/wBVqBP1i/8Ar1Sk+GeoD/V3kLfVSKfIwOOJBPHFXdA/5GXTf+vqP/0IVpXPgbWIJNoWOT3VqdpXhrVLLXrCa4gxGlzGzMD0G4U+SRnU+CXofRviz/kY9H/697r+cNVateLP+Rj0f/r3uv5w1VqkeXP43/XQKKKKBBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBHD/yNGgf9fcn/AKTTVyPjDw1Yav8AETWLi9Mu4PCMLMUB/cp2Cn+dddD/AMjRoH/X3J/6TTVia/C8vjzWiJo41Dw8lSWz5KdO36UdTow3xfP9DivFPhbR9L8N3dzZxus0cYKs1w5IO4Dpnnr6Vt6d4S8Py2lu62cUjNErMZWLAnHP8VReMNh8Eais1w0rhAEBjP8AfHfaK0E1TTINJhS6vo7dvJTHmzgDoOozSuz0x8HhPRjKoWy04Y52+Srlj/hVqHStPim/daZZYXIcG2Awf++ay7vxt4ZsYxt1GOZ8AHyWY5+mOlZ83xT0CLd5S3kxxgDJwfzqbsDubVY1t82kEUYb5Tg7Qh9cAZNYWnsy/FbVTFI3mDToQG3Me4/ziuVn+L1mrFrLTLoE8YacKP0B5rCX4j38OuXetQ2Vv5t1EsBSXLBQO/bJpAes+O2uP+EB1UXGV/cYw245+YHpjiovhpI8Xhu9mAJU6hKCdhJPC+leS6r8S/EGrabNYyJZxW8ybHWGAAkfU5/Ot3wD8Q7HQNEksdYE7GS4eUtHCGyCFGM7h6elJLRoD0bwAwabxKhYhV1qdgrD1xivP/iz40F/fS6JpyxuLeTElzHGUYEH5kyDyNwBxjqBRYfETS9Kt/EK20VxM19cvNarLErKCVwCwJ45+tcrpfiS303w1qlg1iJbzUXUtdtIPkVSCABj1z3HWlZXuM9Y+HnjU+IfDF3p9wsEV1aWxCQpGQXRU5bJJBO7k9+c0fCUPDrt6uIstplkcSPtyNnbg15Re+MtQn8SS61p9vDazyx7HSJCVI27TkfQ13ngbxToulaldz3OsLZq2nWkQbZ951TDrgjqDTcdHYR3bhB8ckRnYbtCx+7Of+WxPp/OuxdP3W0zMVfOcfKwP4kV5vpGr6XqvxYhuNFvPtcR0Uo0ioWw/nZwckY4IruFvfIIIE8+WwEELMBx9f1rKS2GbLhRbqdksi7QB8wz/On5ZFDKjEAdC2P0Gc1iSXtxJCGudNAiBGSwDfjtzmtEaiWZYhAGOMYUqD+AJrJpjszQxIFBhgUc85bb/IU5DJn99EM9iDuA/QVRe4mngA3vAR14AJH6j9aarxSSKvkOGUZ3rwo/IipFysvSNJj90sbdODkcU3ekeVuJEAJ4DHp+dV47k3ETeZHGVDY2tIBx7jn06GoXltbqbMKWVxtOGzLkqc/7poFYvoyE+WY8Z5BBCg/rmoWcq+1Tl884kzx9OKiW6VboRIYweeFUnHtxjmp/PwQC0kYJzuKkfhzQFmK/zwq7RkFh8289P1qAyqIcoN+04LbsYpblw1wgZFPod5HHvQHii3na0Xd3CYH500wFgeOeJXicyY6HP9cUyMyI/wArAgsTwOn5VA15bEH/AFrN0D+UQF/EjH5mrFikTRkr8/oSoB/lii9gEeVPs7PPzg4yg4NVn2FQQNrH+9x+YzWlMAFALqM9d3X9KoSlBI+NpGeoBJJoTGVmKbl3EbQOd2cUR3OWIS5AHUgZ+X/PrQsThsljgHAyh5pJbVZxuVwp46g1V11AS4IP/LU4x3Bwaz5GTnDgAHHTmrV1ZMnymfcjEYyD+X/16qzxfeVMANwW4H501YClc4zlTkd81QlTDcN09O1XrmEALmRirHHUVUkhfdk5B9MVqmrCLFoyoSAQGxyAP1qRpt4Bboeaqxo/Ls4RWGOBuxinjfgurLsAxkjqKTsMjdsnIwPXioZecnbwfanM0jMWbb8vA9hUDlyu0dR1xQBHKuRkjjHPFRYGTx+NSysyjOe3A61Ed2emB24xTArT26l9xU8D1qleRgQgj/noh/8AHxWmzPjH58c1RvebXIX/AJaJ82P9sVcZO5nV/hy9Gdt4s/5GPR/+ve6/nDVWrXiz/kY9H/697r+cNVa1R5E/jf8AXQKKKKBBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBHD/AMjRoH/X3J/6TTV498YNSv7b4patFa3txDH+5O2OQqP9SnpXsMP/ACNGgf8AX3J/6TTV4z8Y4ZJPitqxRMjEPOcf8sY6TOjD/F8/0ODkkmmOZZHc/wC0xNN2e9WhYynqyL+Of5VKunrn55SfZVqeVnolIJTtqjqf1rQNrbJ95Wb/AHm/wqxb2TzgfZLJpCTgbIi1VygZOAeEGfoKnit5zBt8ts7s/Nxx+NdXZ+CvEl8oMWnvGh7yMFx+HX9K37H4UajI2dRv4bYdCFjZj+uKWi3Y9TzuOwnfq0afU5/lUg07+/N9cCuy8e+Erbwj4dguILqeW6lnEe5gAmNpJwMc9B3rsdE0jQ7HwTBrMtlEfLsknuJXiEpzsBP3jwSfSi8LXGeOPb2kKnzGyf8AabFSRTWgVvs8JlKDLbI87R6k+ld98PPDdv4kt9Y8Qa+kBiv5GhjikbbkZy23052gEehrY8QeDfD+heDNXu9NsUt7r7KQcTyPkZHZj/Q0nNIDkX+Hnix4meCzikXGRicc8dAKw/A76eviyOHX4VktWJV0kLABu2SORzXvVtq0XlRIbyAkAYiEo3D2+/n9K8uvIbTQvjZI09qBZ3qM0sEo4CyqQ36kmhSbkB6/p2nWmkYlg0aysxtx+7RBx7sQSRW1FcC+s2ENxCHIyhR+B+GAa4bSLxtP1EaDdIbuFt39m3Dzj94g/wCWRPI3qPpkDPaunXR7YPHJJCY3BJIjlC7fwHX6VhKz1ZSNI20hgUXV0XdRlmyRn37VDe6gtsgXziXVskIjSkj8Bx9KgtZoIpMW18AoOGWSXDZ9Dxkip2kSX/UxOrDupjCN7kbwajqMlhuYr2zXyWKuxJKlSjDHs1XIYoY2H7iVgBhmkIAY+pBPNYyylp8/2e87L1Jdfl/Lcf1qy+qywY8i3MKE9cq3P4tkf980pLsBogSNIksEe6JjklJiv6dD+dOlXeT5O7cP7khJ/nj86zFlm+zq8l4sTSHIS5iEe/6YI/rVlYy0Y8lmB6E/6tf5Emo2AfvLt5f70SA/LhtpP4jg1Ii3K+ZjcgXoWcbffOD/AIVWis4jEfOeV2BPKSMR9OcA/jVO5tbCMFrv7b8nPWTbj/gHH609L6AS/wBqP5qReQZDkklJwdv/AAHJPWnPdFc+ZOEbosZ2hsHtk5rNtW0+8YyrapPxt3+Thsd+7N+lPgFqbdolgiMSNkLFHgj04bkH8K0sgZpxkqir58xUKSVRVb+QqFr9be3LLNJtznhAOPfJqI3gihza27LkfMxhYHH6VSkRr0Kw8mRom3cNk/ieSPzpW7kmzHerMm9GBT3K4z+BNVpr2VIy/mEAjlFU49uaq4ugpJmeGPHzmJFO0fV/8KiiktpsiA3M5xzK6foCAKLICd7hZF3FnbnA2sR1/Ef1p4ndNqxySQjHRwT+ueKpxNs+UBkwOFzuI+uMCoZrkkHZCM+rpj9eTVWA0nuZDBtbfkZy/HzewHWqsk3kIrBcexPf86yJpJ55l3Q3KjGd3loV/MkGmiQFjmKTGf4RjH5A0+UDSvLpJV3XDBw/GNpz/wDqqkJE4ZQ2FPQL1/rVVYzFMzEbg3Rn+U4/So7iaQSKyHaMnJZm4/Q1SigNSC5VpCRHJgnBbpn86WWb5tpG1TyWLliOT0rJI8xgEnfJ5wOMn8MVYExZCCZMjrnJ5/Gly2YFiSVGQ+XKCeMFzkn8MVXuJAVCqCX+uAPzIqCR3XdtkHzdB/8ArqEymPlpNpY4yEPP45oUQLTeUMo/KnHUdfpmonCkdC4z0IIxVXz284iMggcE7gcfUUyW5lD7FkQ5HBp8rHcsuAxwxwf9mqN7EVtS2MDen/oYp7SuhOZUOeCTzVSdiYfvqwDpwCQB847VUYszq/w5ejO88Wf8jHo//XvdfzhqrVrxZ/yMej/9e91/OGqtbI8efxv+ugUUUUCCiiigAooooAKKKKACiiigAooooAKKKKACiiigCOH/AJGjQP8Ar7k/9Jpq8m+LNnezfE7V5LaxubhB5OWiiZgP3KdxXrMP/I0aB/19yf8ApNNXMeLJo4vHms+aYuXhwrugP+pTpuoOjDfF8/0PEJZ7mDIezlTHXehGKhi1WSOZHaOORVOTG+cN7HBzXtsEltcw7TArxnghgHU/UYxSrpenLKrpplqpXo62/I/Iipdz07Hk+iaNe69dNO9uYrFpCWmAO1B/dXJ5645zXrVrewx6dDZxMsixqEVFlTOAPcCpXWKFsxRIuTkk7E/9C/xqNry4fCRMij1TzH/9ByP0prYC7ZyyyNk2+0k4ywHA/wCA1OFljnD+bsVT1V9u7PqueayiNTjG+WadYyeAqRrn/vsKat24klYyiVin8QWVyy/98nbUvcZxvxVzeQwoJJWEETzsNp2/fjQdyP4j6VS8UziDwPoOkWaMbzUoIWZSvVcALgkA8t6HtWl46f7bBrMgLsLSxt4wS5OC02T19lFYHgbTbzXta/tKTyzHp0SxR7yFXdjCjlTnAyTx1NKKvuI9Q8N2Gl6To1tai0VzCgRmlCg7hyTye5yelJ43nhT4f6u1tYMge3K+ZwB1HYHmqaW88qmKc2TY/gLtN+S5UD8qh8ToR4D1SEWTbI7ZiGFsVCng5zk4/OnNdRnU6Xqlzd6ZbSNp8Q3xJ8/TOQPTJ/KvLfiXFeXvxKLWkZM0Vgs2z5vuoCzfe5PANei6NrBfRLFBHNGFto/+mY+4O5FcdfTSXPxusmh/fNJZEbY8S5+V+OoBqbNS2DodZpc0XjLwTClw6q6ovl3TyLvgkXG1hyMH888itHwzdDUIbi11LZFqdkdlwqHarj+GVcnlW9ccHIrgPD93c+EPFV34bvGmtY52327EAYRjlSeSMdQea6fU9EnQQapodxbrqVvnYwhKiYH7yOzEjB7e/NE4rdAjqoJ75L1vLvImt4xkxQQmT/x5AAPzph1SV5C50iSZDnMi7VP57yf0rO0jXn1WxivDdgryrwOUVo2BwVYKmQRzUsc2nT3DkQx+djpbWskn4/6vOfxrLl6tFEp1gXU5SPRLiWWPsUmz9M7AP1FbMCTNHvMU1opGWjl8tFP1JLN/KqEF41uyxXTXaRyjCm6l8gNjn5VLk1NLGkwJt2SED70rRm4Y/QFun4YqXbYYseq2FofL86CEs3JsogWb/gROfxq/FLCY5Jre3maQ8mXYWZh7n5R+tZqX95I/lQyGaMfeJuEgCj6IrEfmKJLu1jOHWFx/sW0t035kCp5QK+oa1fTt5YtpQp7kRkn8FDn+VaFreXn2cLDbPKT1AQrt/Bwi0RXcksO4iO2iUYXePLYD/dYGoOX+eOUyn+8zoc/grCq0tawgee+MwylugBwBI4bP4JwPzpt1qV2nFxc+XCSANlt5a/TcSKjnvYLeNRdapp1iucgA5b8lY1U/tzTmJ8nVft0o+79ltG3fTk4P1qlG/QRJHPI2ZfMjuEzwIg0hJ9+T+grUF0Y4Q5eXHXExaJQfrj+Qrmm1e+8xZJJ/saA4WXUJI4yw9AgKkfXJqtcQmSf7QmqafPuP3I4t5A9dxdhVcqegjbmnUXWIVhZmPK26meVv+BMFC0sl1hnW5LEZ4jlbBB9OpFUFtLt40IuWigJ+bzJ5Ihj6BQMU+EeUpFj+8TPMgUMh/EsP5U7LoBKyyy25S6n8pZB9zzSzf8B24p6zJBtURynbwWkjJx6ctUH8Zd42d2/uuf5KKY9zEm4SeQhzkk7g35g5pWAnkuWl3SSJIRztJcYP4ZFQT3S/dWCVFA52ZG78VBqq17cGQ/Z4bojP+tSHcuPYu1QT3UsMZ823ldc5LPLFGSfoc1SiBceRFQt5bRjb99jlh68nFVTcYO5C7IDw0j7h+AUH+lZza15q7kWPaOkZhaRz9ABj9amtL+eWLfLa3EcZPWdBEM/Tfmq5bCL4wyqVy0jfey7KuPp3p8ksUQAkmX3VEZv5CqSyLMWQynOPux3AX9BUcj/Z8MkNnE5HDySl3P4Yz+tKwxzzRCbfG3l5PHnuEz/wE4NMa5tZJCCzzSjkFVJA/EA0xptrrJcFSCMYW3kJ/r/Kntcyup+ywSBe7MgUD8Gp2AQnzEJlRsfeCjAB/OoJbgHbugCY/vuAQPwpvnDBKxgsPvMxPB/AH+dK08zsVjiRQB1IOD/I07ADLFLyegA5UE4/OoZ1jRBsIzvjznH98dMUklvFvDTICx7lSc/nTZEAjXarBRInzZI/jFUjOr/Dl6M9E8Wf8jHo/wD173X84aq1a8Wf8jHo/wD173X84aq00eRP43/XQKKKKBBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBHD/yNGgf9fcn/pNNXOeKpjF431v5cgvD96XYv+pSujh/5GjQP+vuT/0mmrivG1sZPiLrLl41AaEDdbCT/linckCmkm9Tow/xfP8AQihvYiuXuLaL1X7QD/Js1HcXNhKcLe2jSf3Y7eWY/qazvsLs3OpOncKixx/yzVsaVeNDhL2+AP8AH9plX+SAVTjbU9K5Klnft8yJchOxj0+NM/i60SagtmNt/fTRj+7NeRRj8kINUX0rToWDajfIzg8l5ZJmP5giriHSZCFtYJp/e3sIh+pXNDuBFHqmn+YGsBHeSk8+TbtOw/Fl/rWgkmpaiNkkU0EP93+z41yPcuT+gFO8gxqN0bxp2F24XH/AQyip4mtgQFW0du4SMn+QNJ2BHJazZSx+GfE80csgiWeKErlfm2hOoUY6seeKoeENM8Tnw8l3oOsw2lvJMxMEr4G4cZPXPQVrahmX4capPvtl+0zSzBDIgYjzuMKV3dAO4o+H1/BD4Vjjl1SO1PnPhFMzSD32pgVmtxl6RfiE65N9pcvcbIixP5JWPr914yl0O7g1TR4TEsbGS5zIpC45IDN/Su6ci6UZudYmGP8AWFpIk/ImsnxBBa/8I1qXlzzyOLWTrHGw+6e+GP6j8KHorjOe0lfE1nZWsw0GKaMwo0bJcQqWXaMEg5PTtWbf+IbtPiDa6hf6VdLNFBs+zLPl2GGHDKOnPTHavQdCiZvDWls1tsT7JERLIUOfkHeTaB+AP41zeolR8Y9M3XioDZkebHJH8vD8ZjXH6E+9N811cRgeMNYfVDaaha+H7vTGtyVaeTcwcHoCSo7/AM69T8O/aNQ8PadqJdYJJYVZ3PkQ5PQ/MULY4rk/iNCq+FZZI7zUbhRKmfNnZohz6GtPwnoN9N4T06Y6W7K0IZZZpSVwSSDtJwB+FJ7WYX1NDVLmHw7qTaxb31m8MpC39tHdqxbsJlUbSWHcAcj6VtDVra4td9rLdagoGQ1oSUH/AANiF/U1mrZrbEreeJbOwQjmJGhUj/x0GsWG50/w7qMdomsTXelTk+QY72SMW0mclDtBG1u2Bwc+1Ry9irnQfv5iZRpljCzDBkdGvZiPbaoUH6mtWzEhQNc22pSsBtXdmBR9Nuf51Rhla9+WCFrn/duZWP5tj+VQTaZaLMZGhKyDsJ2OD/wHP86hx0sUjTZ4zcMdls79FS4ujO4/4Du4H4VDfR28x/020t0UDJae4B/75Tfx+lMhfUGj8u1/dJ6hJuT7nzAKr3E9nb/NqM2mrJn7r2gkb82bOaSiDYtvdaeYP3LWuxCQfLjZs89srj9attL9tiH2WKUnvJcOxH0CRnn8xWa98s6gWtnrt8QMpHb/ALmL9N1Pht76W3d9VUWUZOQo1FmlH+8W4/lV6CHyWV1Hgy6hID3W2t8OP0Zv1omtrOS3Mt/c63ccfKskrQgfmQBURktIPkt3unI53PeKAfwQgn86ikh+0Ya002GRQeHe3Y5+mXH8qrV7iHW2lafuSXS7ASSt1kurlZwP/H9oq1Jrf9myeW+taVZ44cqI22H2w55/CqrnUYpFhuhpdjA44jSJd5HuGBH60ryrp8braJpQDfx3UiK5+iqDSauIU+ILOZwIL661q6c4VljKqv0GVqzdXGrbcy+cO/lRGNcfVj0rNDNe5Fxq10Cf+WenIQv5/L/KrO+ztYkhje6dyOkrJx+uarlsIbNbTuiqbOBXb/n5uvOI/BSBUKRXdhJ++1bS7NGPS2t/mP1+Y1HhAzG4tr+WMckFgiD9akjd5H/0XSLfy/4WuCDj82p2vuAqvJc58671W8QEgARRRoPx61WaAf8ALPSoUHaW7OQPwBptzLcwzMl5qthaL2is05A/75NMN5axEE3Gpag2OUZdqk/981ST6ASLqBtZNj3Fu24cJYQcZ9ySP5VJl7tg32YlT0yIzj361Hb3N7KGaSxksIM5DvcoF/EHmmT6laRhDJfxScfLskU5/DB/lRbUCV5UgID3LsQcLGrIo+gpUupZGYxWc544LsAv6VGJgFDlpEjbngMCfxwAKrXMwnUqjyYBx/x/Bc+xwaVugyzLMYcS3MkVucd2XP681ReS3k3MLiOcg5OUZifptIpkENxD86Wtttz9+6uGcEewIqeS+bcmXtIhnlVV/mP0GCfxppW2ERxTyEqHeeEZ+QRwnH5ZapJS82N8kpKjnLbD/IUyR7u6H+h3DbejYhxj8yDUbmOHAlvvmHYyMv1yB/jTsBHItlFKDsaWbngzlz0+tTNLPJGhfbt82P5O6/MKrG5hW4Iikijz0Knk/rzUxLMsfLnbJHlmIx94fjVWM6v8OXoz0zxZ/wAjHo//AF73X84aq1a8Wf8AIx6P/wBe91/OGqtQjyZ/G/66BRRRQIKKKKACiiigAooooAKKKKACiiigAooooAKKKKAI4f8AkaNA/wCvuT/0mmrjPG9xJD8QNY8sJjdDkuw4/cp6sBXZw/8AI0aB/wBfcn/pNNXEeOCP+FjawBb+c26H/loqj/Up681Ub30N8P8AF8/0Ms30nBa9THdEulX9ELU0eXPJlbazmPYzCZz/AOg1DJFO4xi2tgfUI5/8eU0oVoceZqUwGOkVugx/44KvlZ6dy6ILpF5uxbL2W1s1GP8AgRxTWOnNzealdTSf9NZC36ITVZbqAS7candHHG8Mf0DD+VW4p7j71vYaiAO4tooh/wB9uSf0pNWAfEbQEfYElz3eCydmH4tj+tJfagbCylkZtduVCFiskIEYwPfj+dRqurTyFrizDL2M0zXBH4Kyr+lQ67BcL4dvWmaBCIW+U28UZxjnHzE5xUvYDJm1DZ8P5LNdMiU/ZQGme5j3Z4JIVQD+eao+EPA8WuaKdRn1F7RFlZDsODwAe/Heul10wp4Wvof7WklItmCwwDahwOM7RjFZngK0kn8NO8OkW9y63Df6Rcs2xflXjGQKLahuSN4V0zf5UfizUAV7BXf8toovfDupQaPeG08UatNbJbuzRPaShXUKSQecYP0ral1ue0Aiude0azUH/V2yM5H/AHwaj1F4r7RbxklvNUb7PJ+9W3dEX5Tz8xJqeVNaDMnStG8RDRrK7sfEGEkgRkimtGYIMDCg7TkCqtuutL8UdNGrXDzXfkHy3tYQjFcPjAZcevOK6Dw2zReG9PaPR2XNuh+0C0Vt3HXc0g/lWJqkok+KGmPcPhfs2CXeNMff7qWA/Hmi1+ojZ+I8d2vhGRr26vmPmptiubpD3/uDH8qt6FpmlzeG9PmNpf3cjW6F1jlkVc49duBWP48FgvhOYW0kTSeYn+qDN3/vbQK0dDGoP4Z08W+h6ndgW6Yc3XkxnjqODx+NHwjNGGyuYpSdL8NWIP8Aeum8xh9dzY/SprybVLuxnsNSvdA063mQpIiQxM2COwUk5rP+26jna+j6faIOCb7US4H4bx/KpI5oY1Mlz4l0+2U9YrC3XI/Hy+fzokk9/wDP/MaKlnrKfb5NN17XtZ1VYsC2+xhgtwmOmGIwR0PX1rchEUu0aV4YtoCP+W2rXvzf98DIrI1DVNDvLVYzrWqNcQt5lvLFbRsUkHRuMH6juKdpviGz1O2WG8s9eub+NB9ohjJCA/3gAB8p7ZqXHpr/AF9wJm/KtwADqd7ocAH8MMYkI+g21Gmq21q22yikun7eWiRA/htz+tUUtv4rHwhfSHrmcvj8cGpRe67br8lja6avpujTH4tk/rTstv8AINS6f+EmvTuttLt7SNv47gIv6sP5U2bTJbWIy6z4ns7Buu20hXcfx2isi6zcDfq/ibS4h3D3TTsPwU/0qmtx4EtCGmurrU5geRaxMqn/AL6FTpfT8EM131vS7ePbZ6xe3Mn8UrOrE/QHcP1oju579j5FreMrcB5PLA/HYhqvF4ssQAmjeHJCo+60kpJ/LbUh1HxTd5MNm1vC3B2IT+pGKvl7r72Ia2mCGQq0VuZieRIsjKPrl1/lU9vALdwUn06MY5EFku78PmY0xdGuHw159sicjJPnwqPyzTZLCGMDzL+e4AH+rWVQB9TmqtfZiLs95fhdq3M0MfZpokiX/wAeU1XR4Ykaa8u7e4bH/LOJc/i2FBqg2qaVYybYlgaXuFjeZj9T5gX9Kliku79i8dsso7LJaqkY+pBNCVguTi/gmw9tbw8fdM5UKv4biKSXTtR1Ik3l2WhHRLe1kKn8eFNRvJqCcSXunWYH8FopyPyX+tY99LBcS7Z73Ur3nlYtoX9Qf5U0n0Fc1hJpOmoyro/2ub+/LHAqD655/Skiu7yZg7mK3TtHExOB9ENVrfTbSJPMstGR2x969Xp/3yoH606W/uhlJfs1oh4ItFCZ/EEmiMddh3JrtWA+ZwB/ce3K7vf7pNNFyEh8q3Usx6iEMhH5rUUKzt82nbJG9WZz+nB/So7yXV/MAnvzGw6CC0dsfiaqwrkyRTu5E0MQc9PtNwCcfQj+lD3DWuBPfbj0CQQqMfQgH86zhYC6nV9UvJJj/wBNUww/75bNSzXOh2CmK3s7u5lB5JeQj8icUrAK98XkZYLcXX955ZmJH4ACprZ7kEBfJxniNIXBH481SXW9UllH9n6Va20Y6FgAfzY/0qSS41e5B82+EIxgpCrn8MhCKdgLF3bahLJvur60tIgOjlj+hrHubiwtJNkMiahnluigH1A2n+dW00ZwfNkupEP9+QhR+bAUNLZW2VutSdtp4+ySbyf++RRouoEFvPd35H2FYYFU9YbdTn/gR5/lVvbNBLbxz6kjnzY/3RIBPziqL+KrdFaO1gvJZPuhpXwMfQGpNPkubh4pJ7G5hxLH85ztxvH97P6U7GdR/u5eh7F4s/5GPR/+ve6/nDVWrXiz/kY9H/697r+cNVaxR5U/jf8AXQKKKKBBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBHD/AMjRoH/X3J/6TTVwvj0X3/CxNY+ypGse6HMjorf8sU/vcV3UP/I0aB/19yf+k01eefEKCWT4mawYLWCdsw8yoWx+5SrhrI3w/wAXz/Qx3KL/AMfuubf+maFB+i5FOt3Epxp9jc3X/TRpcKf/AB2oTbXkeDNe6ZYf7lumR/47mmTXtpjF74ouJsfwxQHH9BWqbR6Jpk6spARltvRYrlyf0FH2DVXzJJqf2Yd3nnlP/oQxWMuo6Pu2wSX1yfZVXNW49PuLlfMtPDe9T0e4bd/UU3YZLcx2kZH23xk7+qwID/I1WupfD8lhcRQXut6hK0bKgwAmSDjI9KtrZ3lshaSy0W29fNjDH9AabBqk1vvY6rb26gcpY2jZP/jq1nyva/8AX3DEkmWTwhMbbQ72FHszm5uLghW+TqASAfpzWV4Ql0pPD8o1VZJsTtiJB1+Ve+P61ILue78Lz/ZbB7iBYnWKeaLJCAEfmMHvTPAkmrDSLgabEzIJuXXrnaO+aIpqQjoLK8tAcaRowt2/56m0MjD8WbA/Kn6o882l3TXtxOx8l9vmNGg+6fQk0ktxrTDF9cMFH8L3iLj8CT/Kqd3eW8NnP5/7xjG2S9wrdvYD+dXyqwCeG4NKl8PWTzxK83lgH5wf0JGKqXEaj4maYttiIG3yDHGgx9/1yD9TR4c1aBNFs7c2lukgTBmW1MknXr6E1X1Gzgk8f6dHeahdCCeDLXEkPlsn3uACenH61D2VwNrx+ceE5lK3bt5ifvHaPYOf9lQabo17dR6FYrbaNbTfuVHmXcrENx1ADDFZPjH+xLbQ3g0uOWaXeubiaXJ69lHFaWgXGqPoVn9gg0uECJcTPab3PuSQRmlb3noM1Y7Se7G++g0mzH96FQxH4cmpk0+1hb9zY3epEddlkqL/AN9Mf6VUmOsT83/iRkXv9nAVR+RAqo0enIf9IvdU1J/7sdwig/juaqtKwHRJqt5ZqBaaNYWp/wCni/UH/vmMLWPrl/rTZ1gTWsM1rHtJtJGHmRk8xklsnnp71FbbskWmg7Qfutf3xK/+O7abPDJe3kKanPYxW6HcjWUm5EcZGCMknHqTUKKuU3oazabcS26T6lq0tqjqGaN7klhkdOB1qjIPCdrnzrO+1Rx1PmyYP5LUZtdCtzufVbu4b+7BA7H9SBT49dtLb5bHTby7PY3RKD8hmrtdW1/IkIdS0JpgLLwbOx7Bnlb+QrU8zXLmDFppWn6TB13TWm9v/HgTUEV/4ivEzBpdnaR/3whBH45qncQTKd+o6pZKe6iX5vyBNSoJuz/O47l59Wu9P4u/Ec7MP+WdvbiJP0I/lVSTV/t52vqF1OD0VFmY/wAyKgh1Gxt/+PfUAH9UtgT/AN9EU+TUru9YBL+6dR08y4ZAPwDir5LbL+vuFcnj0RLtNxsrzH9+6JVT/M0v9nafZ8S2Vu4HUoTx+YqoNMjk+a/vZ5F7pHO5H8/604p4etuX+zR47zvK5P4An+VN3QiwfEFpYLt07SrZ5P7zRM2PyOP0qE6tqmq/K0skH+zFaYUfjTf+EjjiHlaPaPcf9cINi/ntBqGW/wBdvPlmW5tl9BeFP0NJR8gNGLQrm5T/AEpzOnfa7Y/Gj7XpWhR7rV4VmPQRvvP/AKHx+VZbaTf3g/0m9dV9Zrt2H8qlttOtbCTD6yXPZYn7/mKbT6gH2rWNbfaXkMPYygFQPwqz5VppMeZpbPzv+mUJbH5/4VBeajcIuyMrs/vtdAH+ZqrBLu+b+0bjd6LMzj/x1P61VtALgil1NiV1G9kT/nnBDs/ltqRbOzslP2olf+vmUsfy6frVZ7DXNSGy11CPyvSRWH8xVf8A4R2GMN/aWo2ZZThhEyZ/9CqdL7gPudW0y3YixsbRnP8A0zDE/rTbM6lfSYtdFAB/iRlT+eagNz4c0w4EMl3IO0eV/XFTR+IdWurZ4dK0+O3jJ+Vt7ggfXjNJ+SA1vKvbWEySWiK4H3FcM35hQP1rMn1XWCCPs/2Ne8ssrEfq2Kzf+Ea12/k3vJCM9SXPH51bbRtN0iMPq2siWT/nhaKC350nZbjKbQR3Um651KS5fuIoiwFW7fR4iudiondp12k/QbqjbxLawEpaW92Yx90zysf0BxVefxJcXHywQKPT9yzn9TirTbJ0N6CAW6/6K0MZHR9oJ/M5/nUQnWG4hjuNVmlkknj2wg/KTvHXBxXMTRapeNma0kZT03QED9BWlpOhSQXFvcSW1tHtmjOSr7h8w6ZpNKxnUfuS9D3HxZ/yMej/APXvdfzhqrVrxZ/yMej/APXvdfzhqrXOjzJ/G/66BRRRQIKKKKACiiigAooooAKKKKACiiigAooooAKKKKAI4f8AkaNA/wCvuT/0mmrzf4lSW4+JGsLc601iMw/ugz/N+5Tsor0iH/kaNA/6+5P/AEmmrxP40f8AJV9W+kP/AKJjovbU3w/xfP8AQq/a/DVvzJPd3rem8xqfzyaupdW1wg/s7R9Oth/z0nYyt+v+FcBiren6hLp8+5Gcxt/rI1cruqlUTfvHpWO/EmpJEEXXLSzU9re3EZ/MAH9apvb3cjEf2obw+puDj8s1hRa7ZStiW3EX+1lm/kRWguq6XGqldQYNn+GAkD8zWsfZrYV2XVtL6NuY7T67d5/PNW0bUIeSyKPURhR+pqrHrIuFK/27MEX+CMhP/ZhTg+l3DEz3l9cOOfnmBH9a0uIpx6k1jpl3aJNItuyPjy3Zs7uvGcd6i8JR3M2nyw2WmG9ffuLJcGPb6bgCPerJ1e009pDZxOFC5wHLbvXIyBWV4dGpxzzTaOs8fnEjKRlhjPA44rJv3tBnVf2Dq6nzbm2tbVPSS4En6fMaWe703S7SU3djFc5QhjEhCnjpyq1nqviYE/a5xH/teagP4inzI8lnJFf3NiSy/MI1LM/4AhfzNXdtahoHh7X9UsdGS00pY44WLOHEYYqCc4yT29azb4zP4ys5tYvUuEuF2tIpDeUOc5Ht1q9pWu2aWot71ZJposKvkRI+8e57GqN5q0d74ispLSya2MPEYlYFpWzyDkbce2Kj3VawzT8THRoPDNxHY3nnSttCqIQuTuHf6UaHdaSvh2zF3Dd3UiocxKDtXk03xDHqt5oM/wBrFvbxIN5jDHLY7AD5adpOpxLo8DzXX2R1Xb5KqxIA4FUl77EXU1bT4zut/Dij0doy5/Wpo/FMgO2z0eXf28q0Cfrn+lUm1+1LZW0W9P8A03BI/Ik0j+I9YMix6ZYW1lno1parn89uaJX6DVjQkXxfqwDxWd5bR98vgEe5yKZDozrHi/MKBTljJckgk85GKouPFOoMWupbllUctJgAD/gRFTx+Gr10E92V2no0zLtP025oi2t2BYE+i2jYe+AI6rCjvn8cUr+IbFeLCOSVsY/492FCWOl2w/0yfTRjs0LN/Jaa+uaTp64sL9w3921twg/Nuaq+oEWLrVCTJp9zt/vOSAPzFKdMsLcg3VzdR+qxqGx+tU5/FQuvkZr+YHt52P0xUKWcd/IDJpV3tJ67Sc/yp9BGw194Ttf9bDqlywHR/kBqvJ4m0s/LY2Rgj7cBz+dSx6Do1pGHuLLcw/hd2Un/AL5Y1FLf6Xbyj7J4essjtktn8S39KlJrzGyq2p2tyQGs3l9MAD+laNjo897h7bS0ROu6WNBj8cCoV8UakrbdPsY7RiMARQr/ADxVZ08S37ESX90it1VrnYPyJFNuQtDoHS30yP8AfT2Qf/nmjK3/AKCKz31bVHyLO1tNnZktV5/Ems5PB8f+t1LV4Ic9d84J/SpxZ+E7JcT6sZj38lZD/UUrrqGoTfbJ+by2gz7ttP5ZqIWxHCWMS/7QcH+tKbjwzGc2KPct2E0T4/nTW1W/b5bGCO1Tsbe2w354zV30uBbisWtx50giJHIX5f8A4qobnVdQuP3P2iaKHpthhx/KqJGrzPk3N23uxYfpirUdndPxcXDEf7U5WgQ17a2dcO85Y95dw/rSQ6Rp8YMlxdRbf7r8U57a2tjl7yGP6DzDVG4vrWV/LWa5mHT/AFYUflTAuPdafbn9wsG0f3U3k/nSC8iu/li0q5uD6qQg/QVBBHCmCqTN7GMVc81lj/49nC+8wWgCCS2u2GBYzwKe0lz/APWqAaWWJ815VHohzT5tVuos+RJJEP8Arsr1Ql1W+mODqNyp7fNgVI7m1Da2NsmZLlh7OrCoJ9QtoT+7SNl9fnaslLGe6+a5uHYervU620Fr0Mcp95hQItJrsSfdg/HZT7XW/teq2cSQyDdcRgsScD5h2qjkyNmOBF9w9WrCd01SzRmxuuIxjr/EKT2M6nwP0PevFn/Ix6P/ANe91/OGqtWvFn/Ix6P/ANe91/OGqtcqPNn8b/roFFFFAgooooAKKKKACiiigAooooAKKKKACiiigAooooAjh/5GjQP+vuT/ANJpq8U+NAz8V9V+kP8A6Jjr2uH/AJGjQP8Ar7k/9Jpq8U+NH/JV9Vz6Q/8AomOpZ0Yb4vn+hweMClpM56Uox3qT0wxml2/NjNAOBRxQAmKXLAdTj60UvGeaAJI7meEgxSspByOaQXVwoIWaQAnJVWIGfpUfaindgWTqV423Nw429AOKtxa9JEBusbGX3kgyT+tZY460Uc0u4rHR2/jK+tbd/snlW0jNlRDCq7fxxn8qpN4g1G81KK5vL+UyRkkO7EhcjnHXB/CsoDNJjJp8zuB2t7pul3el+fc+IQ9w6blXcWAPoe/6VBod1Hp6yf6CdSTAETFQNjd9w5J/MVyPtmpIZpbd90ErxN/eRiD+lV7TW4WO9k8TaqhCxacbY4yAtqq8flUMXi7U52aKOR/PGT+5SJcY69FrmJvEetXNu0Fxqt5LE3LK87EH9azOWOTyTzk0/aX3QHo14niW9gP2ptWUEcZnwuPoBWMbZ7CRYr66dhIPk8qVQR7MecVzJvLkxpH58u1PurvOF+lWRrmprgJeSphg3yHHPrxTjUSQ2dbbaJaXEh3OrL3BO5h9TtxVmO38PWsuxXDyDr+780flkVys/i3VLmFY7mZn2jAIcj8x0qL/AISCV1CzW8LKo4Cjbn3OOv41ftIvcmx3C67p8K7bRxF6bAFJ/wCAkkfrVWfWp77MaTyD2DqD/wChYrkj4gLZLWkbHIwSx4qrf6xdX7LvYRon3VjGMfj3pupELM61dNWYk3V8Y8/wyOQx/IHN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