这款EA不够暴力,需要补充什么?
本帖最后由 CPS1000 于 2021-12-1 01:37 编辑需要补充本金呗 连你的开平仓逻辑都不知道,怎么知道你的策略需要补充什么呢? 越来越没有信心了,辛辛苦苦几十年,一夜回到解放前 还是要知道后面的逻辑是什么 不清楚原理的E俺都是瞎整 实际上但凡是不断回撤的,都有严重隐忧,甚至可能是“过拟合”的结果——就是说你可能故意拿一段历史行情来欺骗自己方式地回测了。另外,有规律地锯齿状回撤,预示着你可能过于简单粗暴地使用逆势加仓策略,不顾死、不顾风险,靠运气赌趋势会大回调。 本帖最后由 westwu 于 2021-12-1 13:38 编辑
这是我的交易。我想说,只有非常平稳的、持久的增长,才能经得起行情大波动。我的“相对亏损”不到1%,而且每日的收益增长其实也很巨大。
这个回测2年数据,可以吗?
本帖最后由 CPS1000 于 2021-12-2 00:32 编辑westwu 发表于 2021-12-1 13:36
这是我的交易。我想说,只有非常平稳的、持久的增长,才能经得起行情大波动。我的“相对亏损”不到1%,而 ...
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3dLUfy1a7T10uDqctrKhk+trWMfQhAAAImYNtnG2tbpC/At/yuvKk37F9f4XBbyyS9HYFVB7bVCfDFTCddfSRLjkN1TPTl3FrPF9fWhfV2h+F3e66T1r05sM1JWh2kdKDmHBrJSxmVbR4XlQ3/ef2kuo/FtfQoR1G/IXa6j3busNVg0SvF0qfl1FxyvszFaT3Pko3OTT2yrOC0PrqsstTX47dzK/k+t1NH5w3/c/knPSqv1Mu6k0IAAvdDwDbEcz9tiUaZ9vd/dd278HM8luHUdr11nZDcw1N/9tu7tlNufy2VfH0N3rZO7W0zq431uHRt8o0/y3d7H1Vfm746XsshhQAEINAi0LKJrXrkrYvA6gPbDBB8F7cGJzr5/HiXL7rV2Vd+ylrXYUAbCEAAAhCAwO0I2IlTEOpg0tdRlfmJJAeft9OUniEAAQj8PgHFGvWG2u/3Sg/fJbC5wPba75f6AuwLsgER2JoEKQQgAAEIQAACEIAABCAAgfsisPrAtj5SpbvFenzJ71/qcOSKrR9NrY/DEtje14nLaCAAAQhAAAIQgAAEIAABCJjA6gPbfHzYjyJLeT82pbcVHdg64O3246T3Msf9OGnbj1Vl6veKDIIUAhCAAAQgAAEIQAACEIAABLZJYLOBrXAr0NXz7w5slerrvPrgBY8ib/OERGsIQAACEIAABCAAAQhAAAKfJbDpwNaDzZVc5RHYmgwpBCAAAQhAAAIQgAAEIACB+yew+sC29Y5tPSz1y2UEtpUQ+xCAAAQgAAEIQAACEIAABO6XwOoD27l3bP2RKL03Wz8U5cBWK7n5Xm3d5jPe93tiMzIIQAACEIAABCAAAQhA4HEIrDqwfZzDwEghAAEIQAACEIAABCAAAQhA4KsECGy/So52EIAABCAAAQhAAAIQgAAEILAKAgS2qzgMKAEBCEAAAhCAAAQgAAEIQAACXyVAYPtVcrSDAAQgAAEIQAACEIAABCAAgVUQILBdxWFACQhAAAIQgAAEIAABCEAAAhD4KoHVB7bD/jBN02HSF471FWPtjbthOk7Hqd+N0/QyfnXstIMABCAAAQhAAAIQgAAEIACBOyCw+sDWgezwfJzGp34auuEU6Dp/mo53cBgYAgQgAAEIQAACEIAABCAAAQh8lcCqA1sFr103fPgt2nHXTf3T4UP+9Kyglz8IQAACEIAABCAAAQhAAAIQeCQCqw5sfSDGl2ka9uMpkFXw6oDXgWz/dDw9puz6pBCAAAQgAAEIQAACEIAABCDwOARWH9jq3Vqt0OpR5IMeRd6N0/B8mIb98BbMdnoPl9XaxzlrGSkEIAABCEAAAhCAAAQgAIEgsOrAViu1h31/Utcfj1LqVduDgttpOgW7+sAUfxCAAAQgAAEIQAACEIAABCDweARWHdj6cCiYPezPVVVAq68ij8/jNO4U/PIRKfMihQAEIAABCEAAAhCAAAQg8EgEzqPFlY1cK7Zd189+JEoBb9d1PIa8suOGOhCAAAQgAAEIQAACEIAABP6SwKoDW4HQ+7P6/Vr9KZDV+7ZendVHowhs//J0oS8IQAACEIAABCAAAQhAAALrI7D6wFbIHMAqiO27bjq+jFOnx5B33XSYFNwOrNqu79xCIwhAAAIQgAAEIAABCEAAAn9CYNWBrR9Fzvdr9Satglqv4oqS8/gy8p+cM3QCAQhAAAIQgAAEIAABCEBgVQRWHdiuihTKQAACEIAABCAAAQhAAAIQgMAqCRDYrvKwoBQEIAABCEAAAhCAAAQgAAEILCVAYLuUFPUgAAEIQAACEIAABCAAAQhAYJUECGxXeVhQCgIQgAAEIAABCEAAAhCAAASWEiCwXUqKehCAAAQgAAEIQAACEIAABCCwSgIEtqs8LCgFAQhAAAIQgAAEIAABCEAAAksJENguJUU9CEAAAhCAAAQgAAEIQAACEFglAQLbVR4WlIIABCAAAQhAAAIQgAAEIACBpQQIbJeSoh4EIAABCEAAAhCAAAQgAAEIrJIAge0qDwtKQQACEIAABCAAAQhAAAIQgMBSAgS2S0lRDwIQgAAEIAABCEAAAhCAAARWSYDAdpWHBaUgAAEIQAACEIAABCAAAQhAYCmBTQS2/f4wTS/j2ZiG52nqum467NtDOEzT1HfDh3ZnQtiBAAQgAAEIQAACEIAABCAAgc0TaEeFKxrWcZqmYaegVqHq6/9dN7wFtP3TcRp3GoZqnv+pxaDg9l/b81L2IAABCEAAAhCAAAQgAAEIQOAeCKw6sPWqrFZm/a/X9q5/21f+sNd+P03PCmLP/yRjblX3vCZ7EIAABCAAAQhAAAIQgAAEILBFAqsObAVUgWm/678cnGpFV8FwfZR5iwcLnSEAAQhAAAIQgAAEIAABCEDgI4HVB7Z6v3Z4Gk+BrR4t1mPIXr31Cq3yx51Wa88fR9Zevxvf2n8cPjkQgAAEIAABCEAAAhCAAAQgsHUCqw5s/Y7s8Hx4C2z9zqxWYo/Pw+n928N0aAa2Wu3V+7fH6XgKcFm13frpiv4QgAAEIAABCEAAAhCAAAQ+Elh1YDu+aIX2/X3aYa93bd9XbC8Ftlqt7fTRqX/v3fKu7ceDTw4EIAABCEAAAhCAAAQgAIF7ILDqwNaAHZR6BVdfOb62Ylu/luzHklm1NVVSCEAAAhCAAAQgAAEIQAAC90FgM4Gt3qvtd1qxfV/BnVux1UrvoK8kl5/5mcu/j0PJKCAAAQhAAAIQgAAEIAABCDwmgVUHtlqp9Yei9JM9dcXWjxnnx6PU5tJXkFU+6CvJJeh9zMPPqCEAAQhAAAIQgAAEIAABCGyfwKoDW+OtjyJ3++EUvB5fxtN7tAp+FfguXZEluDVZUghAAAIQgAAEIAABCEAAAtsnsInAdvuYGQEEIAABCEAAAhCAAAQgAAEI/BYBAtvfIotcCEAAAhCAAAQgAAEIQAACEPgTAgS2f4KZTiAAAQhAAAIQgAAEIAABCEDgtwgQ2P4WWeRCAAIQgAAEIAABCEAAAhCAwJ8QILD9E8x0AgEIQAACEIAABCAAAQhAAAK/RWD1gW23P7z95I9/+qeV6qvIrb/8iaBWOXkQgAAEIAABCEAAAhCAAAQgsG0C7WhwRWPq94dpehlPGulnesadVD6eaeifA1JutxsXBcItOWdCl+xIN/0m7vPwsfbT8bVM5bVON5yXPfWv7Z81gH/1ayoGrfKZgP6jQuRAAAIQgAAEIAABCEAAAhC4TwKbCWz1G7Vd138IWrVS68C2dYh+ZcX2UtAqJRzwOmBNxVzmYNhB7r/gPaueBbLT4TWwTZm78TUQzrwzAexAAAIQgAAEIAABCEAAAhC4fwKbCGyHp/dVWK+OZsCaga22W48q1zzL+dYhrkGqhL1o1bWfpsbK8qmvGshaRis4vRa4OsBm1fZbh5HGEIAABCAAAQhAAAIQgMC2CWwisPWjyELtd257Paobjyjf5B1bB6VefZWCDjbro8RacT0N4N9jyF6htYwa2OZjx277KuH9fwe+2f97KVsQgAAEIAABCEAAAhCAAAQegsAmAtvWim2+Tzvsh0mB7dzjynW1VvsZGH/5SDsozcDSeV5FdaDrFVwHow5kXd/7VqbWc75St1HwnH1nHbYhAAEIQAACEIAABCAAAQg8CIFNBLa5MptB6vFfMJiPIudx0xrpuBum/knvp75+4El5nR4H/omA0AFmynKeA1s/mqwg1Cuvfhw5V3VTxpLVWg3UQbP7ysGzDQEIQAACEIAABCAAAQhA4EEIbCqwzWNy+i7yy+vXkVuBrVZvB73rOh1O31D215KHDDBT4Fe2HcRmUFqDzVZgm315ZdaPJqvMeXUVN9tp2wGwV4NrOfsQgAAEIAABCEAAAhCAAAQegMBmAtv+6Xj6KFTrEeIa2Oo93H7XTeNOge1r8OtHl+fexf3SsW4FtjWQvRR8OgjOANb1WwG46mcQ7f5Zsf3S4aMRBCAAAQhAAAIQgAAEIHAfBDYT2Bq3A9R8T9aBrd+xVfDnx5DHFwXE/ekdXMlQ3WxruZ9KHZDmo8Ta9qprq9yPIWfgqjYZqEqJS6u1LbkEtZ86dFSGAAQgAAEIQAACEIAABO6PwOoDW38FOd+tbW3XlVgHuSOP6d7fWcuIIAABCEAAAhCAAAQgAAEIBIHVB7a9Hrf1Smgonptesc08tiEAAQhAAAIQgAAEIAABCEDgMQisPrB9jMPAKCEAAQhAAAIQgAAEIAABCEDgqwQIbL9KjnYQgAAEIAABCEAAAhCAAAQgsAoCBLarOAwoAQEIQAACEIAABCAAAQhAAAJfJUBg+1VytIMABCAAAQhAAAIQgAAEIACBVRBYfWCrn+0ZumGa/HM50zTpS8n+mZzcFlH93u3x3+/C+svIra8ou/0qjgJKQAACEIAABCAAAQhAAAIQgMCXCaw+sFVwetj3ZwPMYDa3Xcl5ajvu1Fa/fvv+5/L3HLYgAAEIQAACEIAABCAAAQhAYKsEVh/YagXWK67Dvpu6bnjbd77SodNQtL77/seK7TsLtiAAAQhAAAIQgAAEIAABCNwrgVUHtq3HkHUgcsU1t+/1IDEuCEAAAhCAAAQgAAEIQAACEJgnsOrAViuu/e59hXbYv2/naq23h/95LffqrYJel9V03Gno548oz2OiBAIQgAAEIAABCEAAAhCAAATWSmDVga2gKfTsd+M0vYyLGKr+oPrlsWQ90swHoxYhpBIEIAABCEAAAhCAAAQgAIFNEVh1YDs8T2crrvracb5zm6uwDlod2B4mrdZeXuF1m00dMZSFAAQgAAEIQAACEIAABCAAgTMCqw5spWldsW2tvGaeA9tcsT29q7sbpsOTfjaIPwhAAAIQgAAEIAABCEAAAhC4JwKbDGxzpdbbXn11YDu+6LduXx9f9gemtALs37i9p4PIWCAAAQhAAAIQgAAEIAABCDwygc0EtsPTeApKc3XWBy7zFNh2u/H08z9HPY68e23nugpy+XCUaZBCAAIQgAAEIAABCEAAAhDYPoHVB7Z6jFjvyh72r6oqiPUqbaZesdWXlMddP40vx6nv+uZHp/zurtts/zAyAghAAAIQgAAEIAABCEAAAo9LYPWB7eMeGkYOAQhAAAIQgAAEIAABCEAAAksIENguoUQdCEAAAhCAAAQgAAEIQAACEFgtAQLb1R4aFIMABCAAAQhAAAIQgAAEIACBJQQIbJdQog4EIAABCEAAAhCAAAQgAAEIrJYAge1qDw2KQQACEIAABCAAAQhAAAIQgMASAgS2SyhRBwIQgAAEIAABCEAAAhCAAARWS4DAdrWHBsUgAAEIQAACEIAABCAAAQhAYAkBAtsllKgDAQhAAAIQgAAEIAABCEAAAqslQGC72kODYhCAAAQgAAEIQAACEIAABCCwhACB7RJK1IEABCAAAQhAAAIQgAAEIACB1RIgsF3toUExCEAAAhCAAAQgAAEIQAACEFhCgMB2CSXqQAACEIAABCAAAQhAAAIQgMBqCRDYrvbQoBgEIAABCEAAAhCAAAQgAAEILCFAYLuEEnUgAAEIQAACEIAABCAAAQhAYLUECGxXe2hQDAIQgAAEIAABCEAAAhCAAASWECCwXUKJOhCAAAQgAAEIQAACEIAABCCwWgIEtqs9NCgGAQhAAAIQgAAEIAABCEAAAksIENguoUQdCEAAAhCAAAQgAAEIQAACEFgtAQLb1R4aFIMABCAAAQhAAAIQgAAEIACBJQQIbJdQog4EIAABCEAAAhCAAAQgAAEIrJYAge1qDw2KQQACEIAABCAAAQhAAAIQgMASApsIbI/TNA27cZqmw2lMw/M0dV139m96Hk5lta4hqM1hv4nhWmVSCEAAAhCAAAQgAAEIQAACEFhAYBOR3lyw6vH1T8fJga1C36FTkPsaBKvOtfaWQwoBCEAAAhCAAAQgAAEIQAAC2yOw6sBWAWm3G89WZodOKr8HrUJeA9txp8BWrV//spyVW1MhhQAEIAABCEAAAhCAAAQgcB8EVrRFe50AACAASURBVB3YGnFdcR1f9ChyfxbwasVWAWw+oqwgeHw5TId9b1GntNsf3lZ4zwrYgQAEIAABCEAAAhCAAAQgAIHNEdhsYDvuFKy+rsrWFdnjU39a0+13w4cA2IHvuNPQ31d1N3fkUBgCEIAABCAAAQhAAAIQgAAETgRWHdi2VmYVmI5Pw5SBbR7LXquxL+OktnWl1vUUzuoRZ7+X63xSCEAAAhCAAAQgAAEIQAACENgegVUHtolTq7JaidWfgtYMbBWo9rtxOiqg3evrycdJ79KqfusLygqOLSv7YBsCEIAABCAAAQhAAAIQgAAEtkdg9YGtA9R8f7au2Cqw9c8BuV6vj0y9jKfAtv7Mj2Vu73ChMQQgAAEIQAACEIAABCAAAQhUAqsPbP3+bK7Y+lFivy+rNINXB7d61FhBbJYJAIFtPQ3YhwAEIACBLRHwtfGSzn6dJ1+70W8KdN3w4bp4SQ5lEIAABH6LgGxS/ppJLlapTz+VqcWq/Jvz76vPn228rbaKHdI2umxJqvZeQFtSnzp/R2DVgW0NYJc8PqyLvT4MdZiOU98N0/B0/nNBDoaXyFpyGDQhW7+bmz9TlBPHk0l6XPqAlZ0P1auTx4G7ypZM4CXjoA4EIAABCGyHQF4HfF3zNSGvH1nW2s7r03ZGj6YQgMA9EchXDDOwdRzQslO1TDKGTq8sygLO/9V2rpk6OM9p69dU5M9f8uPdlvRvCaw6sNVJ5g9A6aRqXZSdp+Bv+M/4IdDTiVeDP+X9RGBrnepv68rhsHxNLwXYutOk7QyCVa/q5sOfkygna514que+3JYUAhCAAATum4CuHy1nb27U/rDiXDn5EIAABG5JwL55BrbVbskHrj/36TiglbZsZI0LHOiqfQ1UVddyqyy3q/m3ZEjf07TqwHYLB6gGq60T3UGqJkhOmhqkerwZDCtPMvVxLAXHNRiuE9QySCEAAQhA4H4IpINlR6umvlHq61Atr/v1puz90GIkEIDAVgjIr622qbX/U4s49skrnzmfXPXm2uCDV4q33yew/eYxqIFtDUo9ITQha1CqSdR6bKLm20nRXaG6QluD5W8Oh+YQgAAEILBCAtccKF03/IRTVX/OKav12IcABCCwRgKyfw5sW4GwburJV84PybZWUls+usf7lcD2UhvLJf1bAgS23+RNYPtNgDSHAAQgAIGrBD4T2LYcv9YKiPLyKaKrSlABAhCAwA0I1MDWQa5U8U29pYFtvhKYQ7kUpM7dHKwxQMpj+zYECGy/yb2e1K27QV5lZcX2m7BpDgEIQOBBCcixmwtOne9HkY1Ijp5fY3EeKQQgAIE1EZDfrC+1247NpQ5mWzfuPrNiS2C7pqP/87oQ2H6TaQ1s87Fhi/adHjkmeXd87u5QDY7TOanB8bW7+NaBFAIQgAAEHouArj39rp91GO0oPhYVRgsBCGyNwFpXbOf8+K3xvSd9Vx/YerXT0BXYfeZi7DtBn2njvpakNbBVm9Qxg9RaN4NU6+l3AhwMS54mjt/FrZOo8lmiM3UgAAEIQGBbBHxdyWtA3thMx883WOt1TzJ8jdnW6NEWAhB4ZAJp32TH6qru0hVbMUz/Opmmbc38S23SBtc27N+GwOoDW59QukDrpJv7zHeuhBqlg8WjPrqkrwo/Dy76kVSTIyeXnQg7FS7LfjUJnJ86W1fX9b7q8ju2P3K4EAIBCEBgkwTS4coneHSdyMfq/NMYc44bge0mDz9KQ+BuCVR/2f5xK7WP7Zt8hiL7WD+cd8nW1WC0pYN98fTZpVP67W7nutaH9LYENhHY6uTRl876/evvwQpZXuhbF3GdjBkQ+gT0xLgtdnqHAAQgAAEILCPggNW107HL6186eL7mtRzEzKvv5boPUghAAAJrISCf3v677V/auCyTfUv/v47B7b4bkEqnDHRrP+zfhsDqA1tdqLVKq1XX6UWn4+ujvqcTd9d/OKl8ws5drDUh+O2+25xs9AoBCEAAAhCAAAQgAIFbEvBK7FeD27p4dsux0Pc5gVUHtgpq/W6pA1YFtL4zo6E48NXdmfG/49R3/XR4GWe/sKagdnzRI8T9jz+afI6WPQhAAAIQgAAEIAABCEAAAhD4CwKrDmwNQKus+ehU3c5A122cKiD2DzY7jxQCEIAABCAAAQhAAAIQgAAE7ofAZgLbuccF8rl7HRav4NbgN/cvPXt/P4eWkUAAAhCAAAQgAAEIQAACEHgMApsLbOtXIGtgWw8bK7aVCPsQgAAEIAABCEAAAhCAAATui8DmAlutyI67fpomhazT1Aps/cU0ldfAVmVzH5a6r0PLaCAAAQhAAAIQgAAEIAABCDwGgU0Etj4U/t3YYT+8vXM7936tg9sMbJ1neaQQgAAEIAABCEAAAhCAAAQgsH0Cqw5sFZR2O33huDv9awWxClZVrt+SOk7Hs/pu10r5yZ/tn7yMAAIQgAAEIAABCEAAAhCAgAisOrDlEEEAAhCAAAQgAAEIQAACEIAABK4RILC9RohyCEAAAhCAAAQgAAEIQAACEFg1AQLbVR8elIMABCAAAQhAAAIQgAAEIACBawQIbK8RohwCEIAABCAAAQhAAAIQgAAEVk2AwHbVhwflIAABCEAAAhCAAAQgAAEIQOAaAQLba4QohwAEIAABCEAAAhCAAAQgAIFVEyCwXfXhQTkIQAACEIAABCAAAQhAAAIQuEaAwPYaIcohAAEIQAACEIAABCAAAQhAYNUECGxXfXhQDgIQgAAEIAABCEAAAhCAAASuESCwvUaIcghAAAIQgAAEIAABCEAAAhBYNQEC21UfHpSDAAQgAAEIQAACEIAABCAAgWsECGyvEaIcAhCAAAQgAAEIQAACEIAABFZNYDOB7fA8Tcen/gxm/3T8kHdWYZqm8WWaxp3aHWsR+xCAAAQgAAEIQAACEIAABCBwBwQ2E9iKdQayrUD3ME3T0A3TNGnrNZTtduPUdd3bv77rpullvINDxxAgAAEIQAACEIAABCAAAQhAQARWH9hqnbUGpxmoantQsPovmNUK7WH/urLb7Q9vK7qWMz0r8OUPAhCAAAQgAAEIQAACEIAABO6FwCYC2343zq6y1lVaHZjji1Z3D1O/699WajMYZtX2Xk5fxgEBCEAAAhCAAAQgAAEIQGAjK7afDWzrgdVq7aDg+N+qbr8/zAbKtS37EIAABCAAAQhAAAIQgAAEILBuAptYsf3Mo8hewR2eD83V2ly55bHkdZ+caAcBCEAAAhCAAAQgAAEIQGAJgU0Etp9Zsc13bA2AFVuTIIUABCAAAQhAAAIQgAAEIHB/BFYf2Fbk+hryYT+vtr+c7I9F5Qqtt3nHtlJlHwIQgAAEIAABCEAAAhCAwHYJzEeIKxmTA1mnUkvb406qH0+/Uzt0+gry4fRLta3VXVZs3w+m2H3m94D1aPe405ekRfH1/3xf+V3y61beUPAxcp1W3y4jhQAEIACBywTqtUy1/fqNvyFhCfpVAN/MnUvnflFAMrtu+NC+2nT3RQoBCEAAAhBYA4FVB7Z6rNhBawa2BqfycdefQlpdhA/Pw1kQ5notZ8BlX00zgLPTUC/6Xj2ufSjfbWqQWeu6H69St5yVdE5q+9Z+6tUKNsW169pflLbeTrX6fXjRbwW/O0H57nIGxq2+WvqRBwEIQOAnCcwFf+oj7aH3bd+c+imftN0qS1vX0jftda1bbXurfSsvx/KT17Z8jSf7sA5py51HCgEIQODWBNIu26eWv2n77VQ2OOs63/a9NY56fVCdlPFZ/7vVB3k/S2DVgW0OVRfVDJ58QlZnYa5NDTqz3le27ZS0+s/A0JPMfcjRcZDqvEup6utni+baaPIuGZv1NbdW2pqg1Zm55khpwieTbE9ge+lIUwYBCPwGAQeX1b5dstOph+q93WDVF/X/fV1f9mzOIbK9rfY/5V6z7VlX2y1HrdrxS/1VeblvRpanm8St6+2Sa03KZRsCEIDAbxKQ7Wr5x0t947Tvqefc9aHWl8+LXUxyt9/eTGB7e1TnGthxySDuvMbHlYA6IWr9uu87RUpbE3eJDpapuq3HtF0ud23o9Mixtqbp2k8izemk/GRCYGvCpBCAwK0IVPuWetjOZl5uy3FqBYyS2ctmvuin5M7/rjlV7nPOjp5Le92TzNZ1wHUtU/s1UHXA2kod8Ov6dNjrtR7+IAABCKyfwCWf+poN9ujm7LvL064qr8qt+25HejsCBLZfZO+g0o6CnYMU15oQ/a57e8x37m6/ZKQTM+f8fGZCfTawdUA6vhynXu8w/3PeZEj0+LfetvX4pIc5ZComh+nw9ni46rUcxGTGNgQgAIGfJvDVwParjpNso560sT3M68MS294af7ZrldseZ1na68xvbauuA1vJsu41zRuXLTnkQQACEPgLArKJcz61ytJ2tXzPS/bd+le7qmuJnmbxKu21wNhySP+OAIHtD7HWyV3vptcJoX1PBnWriZcOj1WpDozaVdkOrJc6Ga6fE71uV100Jumrz3K1HktT+2zjCZ86OUBWIKxxtYyLx00KAQhA4DcIfDWwbTktcob0DYJLNybr9cC2f3g+t+Ut2z43/uqoVfut/WpfJT/t8Zxs5ee4+v3wQZbqaFxL5V3qizIIQAAC3yVgu+qPm8751LJtuUDjflv23WVO1Ue1q2pn+5s+sNuQ3pYAge0P8W9NqDohtJ8Bqpyt1qNsqudJk2m2VX8ZJF8bxmdWbO1AHfWi/W58W61VH61xKt/y5RBJZ092AttrR4ZyCEDgtwl8JbC9djd/zn5rLNVhsqz+6X+v2vY5FrK9eQ2o9er1ZsnNTMnLepafsrTtYJbAtlJnHwIQ+CsCGVDKVsk22WZJhzmbbBuXAaptsl+/mxtD2kLVqb73nE88J4/83ydAYPtDjOvJLrHXJsTcJKwq1cnrSWpno9Zfsn/NSXIfQ7lzP+gRu/3w5uioL9eV0ZCu0stGg0eRlxwN6kAAAr9J4CuBbQ1Oq362ey07XG227WF1omq92sfcvvquNx3n6s7lq+/q6OWjyC7L7y0Q2M7RJB8CEPhrAtXvnvOpW7b6mn33WKqdrDZ7rk+3J/17Ancb2PpE1uphXdnUZPBF+6vIU4b7qjLrhNAE0CO9doRUbt1qWepVJ1KdzFl3blttdGfLqeqlnHS8tO3HNrRtZ8fb0jV/29b5kildPT7tZ131VxnN6Us+BCAAgZ8iIDuUH8dLudVOq0w2zV9Cdt20Za5jO6n9tOdqn2VyonJlwTKrbXd+TR3IHl/Gt4DW1x3b26WOmmVXW13tuGy1xlzfJ3N/lkMKAQhA4BYEbJ9sk2yDj3r1TU8b/vsYqnxPP0UoPefse/rnHo9kpt8qWfkaivv049BuR3o7AqsPbHWxzsdx67YDQyH0Se46Ptld5mDsJwIsTYz8rdd0WmpZnVBul/nWPXX2aaGJY/mX6rl+TXMSa+yW5Xoqz98DTh1cX/2mY6j8ZG9Z0jXbO1/pT3BPeWxDAAIQuEagXkPspMzZaQeMrpfyq6y0ddXBkb3ztahlKyU3bXv2U7cdtDrA9cf8XE/l0qXq4PKatuSIh29iqr75SK63W0yqbPYhAAEI/BUB2ybZ2vSp01ZnIDpn36tvnXKrbNlZ2/bs86/GTD+XCaw+sJX6rYuw8uU4pGORQ9WJl2U6aX8ysM2+trTtyetJ6TRZaTyeuDIIevS4NXnFPw2G283JUl+1bEvs0BUCEIDArQnYNtt2K50LnFPXdPTUJm9wukyBq+W3ZKpetkv5bEMAAhCAAARuTWATgW0rGFOg1f37UFG9SAsqge2tTy36hwAEIAABCEAAAhCAAAQg8DcENhHYKkgd9AU0vZ/6Mp69JypMemRAj1Dlo195N1tBMB8x+psTil4gAAEIQAACEIAABCAAAQj8NYHVB7YKVv0YrJ+Nr49IqU4+HuUV3nzslUeR//rUoj8IQAACEIAABCAAAQhAAAJ/Q2DVga1WYvVlSq226mtlfp+zrsw6X8j8Pi6/p/o3JxC9QAACEIAABCAAAQhAAAIQuDWBVQe2guNV2ny0uG7XFV1/AEMrthkc8/GoW59u9A8BCEAAAhCAAAQgAAEIQODnCWwisPXvUfldWmHwx6EU+F4qNzIeRTYJUghAAAIQgAAEIAABCEAAAvdF4K4C2zw0Dnwzz9t6lJnf4zMNUghAAAIQgAAEIAABCEAAAtsmsOrAViu0Xde//RByfQS57ufHolqBrfLcJutu+xCiPQQgAAEIQAACEIAABCAAgccmsOrA9rEPDaOHAAQgAAEIQAACEIAABCAAgSUECGyXUKIOBCAAAQhAAAIQgAAEIAABCKyWAIHtag8NikEAAhCAAAQgAAEIQAACEIDAEgIEtksoUQcCEIAABCAAAQhAAAIQgAAEVkuAwHa1hwbFIAABCEAAAhCAAAQgAAEIQGAJAQLbJZSoAwEIQAACEIAABCAAAQhAAAKrJUBgu9pDg2IQgAAEIAABCEAAAhCAAAQgsIQAge0SStSBAAQgAAEIQAACEIAABCAAgdUSILBd7aFBMQhAAAIQgAAEIAABCEAAAhBYQoDAdgkl6kAAAhCAAAQgAAEIQAACEIDAagkQ2K720KAYBCAAAQhAAAIQgAAEIAABCCwhQGC7hBJ1IAABCEAAAhCAAAQgAAEIQGC1BO42sD1O09TtxqnrumncaZjKef0bnqfp+NR7lxQCEIAABCAAAQhAAAIQgAAENkxg9YFttz+cglMFqK1/GbQeFMx2w1u96Xl4OzQqG3faP04Etm9Y2IAABCAAAQhAAAIQgAAEILB5AqsPbEVYa639bpyml/EMuALUDF6zsH86npUR2CYdtiEAAQhAAAIQgAAEIAABCNwPgU0EtnUlViu3g1Zw9++rs4f9+VAIbO/nJGUkEIAABCAAAQhAAAIQgAAELhE4jwYv1bxhmYLUYd9NfTecVm21UpuB7Pii/f70iHHrcWUFwYfpwKPINzyGdA0BCEAAAhCAAAQgAAEIQOC3CKw+sFUQq8B0mg6nR5L1Qah8r1ZgaqDrFd58TJlHkX/rFEIuBCAAAQhAAAIQgAAEIACB2xJYdWCrldih60+rrfooVK8A92X8sDLrfKH0+7j9v8eUHRQT2N72RKN3CEAAAhCAAAQgAAEIQAACv0Vg1YGtBp0/29N6zNjv2+aKrn7Kx+/YZnDMV5F/6zRCLgQgAAEIQAACEIAABCAAgdsR2ERgO+iLyHpH9t+7tMLlwFWB76Vyo33kFVtx67r+7WeQTjcD4sNb9YaBHuFWm3Gn3/o9nm4umLEe+8769bFw816a5o2LKkt98XvDS0lSDwIQgAAEIAABCEAAAo9L4K4C2zyMDnwzz9trCJik31zQ1gpEFUy6vto6uMyPaHl8l9IMWFUvbwy4nd9Rdh9O9Vj38Hx40yNl8XvDpkcKAQjcK4E52zhnh9NGisk1236v3BgXBCAAAQhA4C8IrDqwnXMCHGjVND8W1QpsMyDMun8B2n3kmByoumwu9aqmdFZQ7pVNO1lL5Gjs/U4/k6RVWH0jWiuv7z+XZJaWnQ5ZBr95UyDrSHfV4/eG544i+RCAwD0S0E29aoNts2VXbVNbY3e9W12PWjqRBwEIQAACENgqgVUHtluFukRvBZrVGZprl8FsdaIk55LjlDJV1ysLCmwH/XzSKcR9raU8v4ecAbicM3+ES7o4CK5OWytYVjt+bziPAtsQgMC9EJCd9M3C1pjqzb9aJ217LWMfAhCAAAQgAIHPESCw/RyvH6u9NLDNO/q5bUWWOEY1GD0FpE/9W2ArXbRiUAPbuXdsHZBXp01y+L1hHxlSCEDg3gnUG411vNVGZnnLnmc52xCAAAQgAAEIfI4Age3neP1Y7aWBbQ1c1S5XaGv5JQVVV0GpZBz0WPO/FVvttwLb/OBUrti2AlvJdh07bKmn9FIdrxhr3yu8+RheBtfW99KYKIMABCBwCwLXVmul06XAVvat2shbjIM+IQABCEAAAvdCgMD2RkdySWDrADEDP+fNPQ58aTinwFKB7W6cDvo94CuBbWvFVnrXvseXI783fAk8ZRCAwN0RuLZaqwHPBba242nb7w4QA4IABCAAAQj8MQEC2z8G7u6WBLZL7ugvkeM+cwVUK6MKbI/T4e2DT14tVaCaq7UOZLUi2z+Np9VdyUynzY6a67bSuqLr1WM5d1790Get/J5v6usxkEIAAhC4NQHbq/xGQUuntJFZvsS2Z322IQABCEAAAhC4TmD1ga0Ct3pX+zPB3HUEt6lRx+DA0I/5er+OPbWVc+RgMfPntluBovIUhLYeiXN9r0xIp/zqcTptKvNv3Sr/sNfXl/m94bljQT4EILBdAraJOQLZ9GpH00a67hLb7rqkEIAABCAAAQgsJ0Bgu5zVj9SUo5OroQ5M7ew4sG05SVLA76UqGHXbpYo5UHV9OWeWYb0cSKuu34d1QDs+j28Bq2Sk0/aZwNb9K9U43Wfma7vqW8vZhwAEIPDXBGSXbDez77TZtuf55IrtXNbL9mxDAAIQgAAEIPA9AncR2GaA9T0c99naQaucLDlX3ncQ7VG/BbD/HSe/X5tlXpHN4FoyLC+duEvbdvAkuxXYKs/ts651IYUABCAAAQhAAAIQgAAEIJAENh/YKqi69DuCOVi2IQABCEAAAhCAAAQgAAEIQOD+CGwisPXqnVK9w9Q/Hd5+tqa+03R/h4gRQQACEIAABCAAAQhAAAIQgMAlApsIbOvjqH5UtT5Ke2mglEEAAhCAAAQgAAEIQAACEIDAfRLYbGBLUHufJySjggAEIAABCEAAAhCAAAQg8FkCdxPY9vvDNL2Mnx0/9SEAAQhAAAIQgAAEIAABCEBg4wQ2Fdj6J2j0KHKu2OZPzWz8eKA+BCAAAQhAAAIQgAAEIAABCHySwCYC22E/nH7+xb+rWgNb/fzM0A3/fuX1kwSoDgEIQAACEIAABCAAAQhAAAKbJrD6wLbbHyYHtCbd+t3UXMF1PVIIQAACEIAABCAAAQhAAAIQuH8Cqw9s7/8QMEIIQAACEIAABCAAAQhAAAIQ+A4BAtvv0KMtBCAAAQhAAAIQgAAEIAABCNycAIHtzQ8BCkAAAhCAAAQgAAEIQAACEIDAdwgQ2H6HHm0hAAEIQAACEIAABCAAAQhA4OYECGxvfghQAAIQgAAEIAABCEAAAhCAAAS+Q4DA9jv0aAsBCEAAAhCAAAQgAAEIQAACNydAYHvzQ4ACEIAABCAAAQhAAAIQgAAEIPAdAgS236FHWwhAAAIQgAAEIAABCEAAAhC4OQEC25sfAhSAAAQgAAEIQAACEIAABCAAge8QILD9Dj3aQgACEIAABCAAAQhAAAIQgMDNCRDY3vwQoAAEIAABCEAAAhCAAAQgAAEIfIcAge136NEWAhCAAAQgAAEIQAACEIAABG5OYBOBbf90nKbn4Q3W8DxN406qH9/ylm4cJrWVrM+3XdoH9SAAAQhAAAIQgAAEIAABCEDg7wisPrCtgej4Mk1d109d1739Oz71J2Kq23XDW77quMxIqzznk0IAAhCAAAQgAAEIQAACEIDANgmsPrDV6qxWa5UqUO27bppexhNtBbnjTkFte/VVK72HZwW658Gug+JcBd7m4UNrCEAAAhCAAAQgAAEIQAACEFh1YKtwddwriD1Ow/4w9U/j2WqsA1SvzKr+sFN9rctOU78/vAXBPtSs2JoEKQQgAAEIQAACEIAABCAAgfsgsOrANh871upqBq4ZoGo1148cq81h35/V7RTg/ntHN9vdxyFkFBCAAAQgAAEIQAACEIAABB6bwKoDWx2a00PGL6f/z4LVDFAzsFUbPYI87Pu3x5RVd+j0wajDaS2Xj0c99knP6CEAAQhAAAIQgAAEIACB+yKw+sBWQaofOT7qfdld+3Fkr9jq8CgMVr3MU/B72HcEtvd1/jIaCEAAAhCAAAQgAAEIQAAC06oDW6206sNPfow4H0XOY1dXbN2u9ZNAudKbMtiGAAQgAAEIQAACEIAABCAAgW0SWHVga6RetR333dnHoVxeU71Tq9VatctVW9V75MDWHL0CXlOtaM/9XeOW70NXubmfxyM/7jWnm29qzOlFPgQgAAHd3JSd2Yq98M3XtIfXjmLe2PVTSWlbvb2UgWxu1tV10zLm0kGM/32c0d+zkN4eT23Xurl8bZyUQwACEBAB2aS0OWuiomtO/krLmnR7dF3mI5kVkPHF0hf/vLBX9fyBKF2sHaC16l8L0Krc7+5Lr7y42wGTA5D5c/3YgfGYagDp/Ln2mV8dmSxLJyXzvf0b3Gpg6+PsPi/p6zqkEIDA7xPQ/Pd3Clq9pZ2zzcogZ87WVXuWgZb7ueZAuL/aVjpZB5ct6c/9Os2xySZZplM7Nyk77bLyh04/SyeK73/a6/VE0r+fr3svaW/l9Sy3s7ZtZtWz5Ry6brb/zLbGpQ816q91fiiP71l8hih1IfA7BDQX/bOXaQvSZsme2U7OaWFba/tW7YxkfNUe1j7n7Kb6rL6i23o8Hkf627bXLnMbp3m9aF2v6tjVTvJbdS2T9DYEVh3YtpDkyecTVakm6/iiILL9u7bZbm5StPr7Tp4mYL/TR6yE+TjlRG1NklZf0lsybEg0kTwxbay832qfeS0jlAzdR7bx9k86KTY+7lt8+qd3J9T5SpeOzXqSQgACP0vAtjMdouyh2jnbtmtzt9aTXegVAEagd8rb9R/ys3/ZxLRdllvtvPOtV6u/lKvtOrZaLhkKWo/T4fRdB8lWP71+du7fOMTPfdb2kp+613Lv+xjYNs49vSR5tS/b7jkb6+uT+1qSVn3mfi/+K7KX9E8dCEBgGYE5O/cVe6h5n/5o1eC79jDlVbsp2V3Xn24sVtuudrJzulHYKQb49ysoSwPPWk99V7vcGntlmPqzfTsCmwtsb4fqcz3b2coJU50Ylc05i+pN9TWBs8DntAAAIABJREFUa7vURJOtNcmzjrdbTo/LZDR89z0NiB2pudQ3FGxw5uplvvXNFVvrQQoBCKyPgJyG1opty84tvdjbEXEA2NpXn/qW/aWVzeoApc1Nki35l+S2xpbytG37m8Fsjl+2dO5mq9rPca391LruI+2qt+XUSXfb2bTtKTevBxqH219Lfc2ak5t9sA0BCNyWgG1U1eKz9vAz/uhX7aF1vGQXrYfrKnV/x5fx7Qaj8ueuBdlW25KZgWxrf84X93WiymT/dgQIbH+BfTozObGqgVG91iNqUiknS51kVlmTPz+u5fyaStY1ZyXLfbcr5eSYMr9ua4yt9rWe9h3Yehypg7e5498iRx4E/pZAy9FIm5B2rgZdDoRaGste+NG1KsOrnup7LgBtlclealXBNiT7n+uv6jY3tqyX9ttjlu2zk6WA/Zo9zLopu7WtcWlMGo9WiAetCpfHm1XH9tf2VVzllOWYJD/rur9ax/mtVHV9M9S6mXmm1qclgzwIQOD3CNi+aBXTczIDuKX2UDbE7TTXvZ2a/4Q9tLy8FjjPqfr3TTvn2c6mHVaZ5HjcSms7t5fuWpzRuFoyPN7W2D9jM90f6e8SILD9Yb71JM8Jqu10stIQpBqq54mk/NZkcv7SwE8OYL7vJJmfcTikkx3Q1DW3ax9Z1tqWMZKxGfRRsH+/M5z1KsssYxsCEPg7AprbOUfr3Ew7V7XSPE97luVql45HDQxVtxW8WkbVS/m1P9k628lWf5bldOnY1E86SmrnJ1c0Xss5Tse3n6lL++/+JOeaLZazNezHadi9rmAr1b9Lga3ZdPv3XxYQC+vcuga08qxnTT1eXRf6/fAmN+stGVvWZxsCEPg5ArIBufjhoM02YIk9VJ2037IRuW9tf8oeSl7t030oTRum/bQxHl/Lnspe1VddLNftfC3K60WOtTV229lqiy2b9O8JENj+MPNqKOpE0SR0ntKWo6PJk3W8nRNM/bTazg3HBs6yTn3vhw/92OClHE16rZ6Mz+PbHfos9/bc2N2nA2PX834aBm07ALdj+PqgiXshhQAE/ppAzlH17Tnsue3UDkHqN2erJDNXYrUvJ2zufU3bi5Rd9VJZy8HSkzH1kWb3V52gJWOTbZp72sb62eGSPNvu6pRZ36qDZTg9OVRP/dsqbXXEzF9pyqrsbcu1miyZWfeSTMvXOLJea1wp1ww8DlIIQODvCFQbq55PtmTffbhhOGcPVd/zP1PPfcn8SXsoeWkzKy3pYz81bVHqpu20bZLhum6bcs3EedrXtax/+r+rY29dgyyH9DYECGx/mbsmaMvZU7eXJm+qVSfdpTtP2S63NfkcMCpfMjXx/bjaKU8rB/HhFrfP/rO+y5ekrclvWVmmsfnxNm1fej9tSb/UgQAEvk8g52hL2jU717KBLWeoBqXqS31nAJz9t/RKe6W67kcfF6zBaKu/lK/t1tiutUvbJX3sTFWbL2fLj1zXfnN/fDpMWvn148dq5+2sZ7vuPO23nDyV17puM5fmOFRHY7StzjLbddUhsJ2jST4Efp+Ag7kM8jRXFZTaLuZK4zW7Jo3dPrW/1m6pPbTMaied7/5tTzNf263xus6lsqp/i437zoBeeTk290V6WwKrD2x10vjxrnpHJvfzRM8LqyZh1vN2TvTfPAQtp0j9aVz5WIQctHxkJHVKQyJ5n1mptRzJV2A7vojH+/sWo1YBumHqn8Y358ttlKrvdEovOZnZrm67/1x99XFSmR9z9PHS8cFgVIrsQ+A2BHKOtjRIO6dt22M7E96XHNs5b7us2kT3o3pzga3q1OCpylG5nJFL/bmsdV3Isak/ya8BsnV1mjqpvZ0h2TePV3XVr22f286lYulgNrezvuR7DNZTK9WtPrJuypjbrvUlvwa25uhrRnKYk0s+BCDwewQ0bz0fPT9lI7xte5R202W2Jamd5NmeKd92JgPkrK/ttAOX7KHbqf+WzVK5+rfOru/U1xvpXW2k+k3fObloO8t8zbBcp3Xsys/xuB7pbQmsPrD9Ch4HTGrbmgTKa03Yr/R1rY1OehsVTzoF1/WxuqWGRLo7OHdq+XO6WLbqu24y0CRWWTKxrq6fsmXIFBzPGZes6+3W5M/jpHrSw/1pOw2N5ZBCAAJ/S8D2wfamNe/Tztk+uH46QbZFtjW1rvNzhGpzKbBt2RbluX/bFMmc66/qlf3n2GwXWwzcRn3kkyZuI32qTZMdTj6W0UolJwPbbje+jdFjVSqGlZnGUHXOa0Crv8xT33VlWeN0YKu6Zqv+vV37TJlsQwACf0MgbXjOSc9T2w/b30v2MG2WbVvKrCNSH0vtYbaVztZH+VXXaktVx/q4XY67+twaR14bsm7mp0459lZ/WZft2xG4q8C2nvg6Oed+u88n/u3Q37ZnTdDh3zu2ZqGJrck//lcO0/tvgc1p6vqtx5frsUij4jIZJq0maAXHDln2pXq5qp1lbEMAAhAQgerMbIVKDT6v6a1xZmDr7Wwnuy57Lttsu57ltr2yty3HMOumo6f6GYC7TA6t+lR5yxlUvWyX8tmGAAQgMEdAturakzFzbf8qP296/lWf9HOdwKoD27wI68J57Z/vGtWVwOsYqAEBCEAAAlsl4BXaVjC3xjF5RcTXrDXqiE4QgAAEbklAN8au3YC7lX665uSCza30oN+PBFYd2Ka6OsGXOi0ObO08tALi1t3l7I9tCEAAAhCAAAQgAAEIQAACENgGgU0EtgpQ84u+19D6MSl+H/UaKcohAAEIQAACEIAABCAAAQhsn8AmAls/ZtZaeVWeHwdwPe8rIPaX1TI41iPO+TL79g8jI4AABCAAAQhAAAIQgAAEIPC4BDYR2F46PBm8ul4+iuzAVsGsv+BIYGtSpBCAAAQgAAEIQAACEIAABLZP4C4C2/qYciuw9Zcb9Z4uge32T1xGAAEIQAACEIAABCAAAQhAwAQ2H9jq8eP6cwIObN8Gye+jGgUpBCAAAQhAAAIQgAAEIACBuyOwucBWq636jVW/b+v3aXVkXMbvo97decqAIAABCEAAAhCAAAQgAAEIzBLYXGA7OxIKIAABCEAAAhCAAAQgAAEIQOAhCRDYPuRhZ9AQgAAEIAABCEAAAhCAAATuhwCB7f0cS0YCAQhAAAIQgAAEIAABCEDgIQkQ2D7kYWfQEIAABCAAAQhAAAIQgAAE7ocAge39HEtGAgEIQAACEIAABCAAAQhA4CEJENg+5GFn0BCAAAQgAAEIQAACEIAABO6HAIHt/RxLRgIBCEAAAhCAAAQgAAEIQOAhCRDYPuRhZ9AQgAAEIAABCEAAAhCAAATuhwCB7f0cS0YCAQhAAAIQgAAEIAABCEDgIQkQ2D7kYWfQEIAABCAAAQhAAAIQgAAE7ocAge39HEtGAgEIQAACEIAABCAAAQhA4CEJENg+5GFn0BCAAAQgAAEIQAACEIAABO6HAIHt/RxLRgIBCEAAAhCAAAQgAAEIQOAhCRDYPuRhZ9AQgAAEIAABCEAAAhCAAATuhwCB7f0cS0YCAQhAAAIQgAAEIAABCEDgIQkQ2D7kYWfQEIAABCAAAQhAAAIQgAAE7ocAge39HEtGAgEIQAACEIAABCAAAQhA4CEJENg+5GFn0BCAAAQgAAEIQAACEIAABO6HAIHt/RxLRgIBCEAAAhCAAAQgAAEIQOAhCRDYPuRhZ9AQgAAEIAABCEAAAhCAAATuhwCB7f0cS0YCAQhAAAIQgAAEIAABCEDgIQlsLrAdnqdp3EntY/OAKbfbjVPXdbP/LrVvCiUTAhCAAAQgAAEIQAACEIAABFZLYHOBrQPX6XloQlV5vxun6WVslh8mBcZq2w6Mm43IhAAEIAABCEAAAhCAAAQgAIHVElh1YDu+TFPX9bMrr7kq23fdKZh14JtldZsV29WejygGAQhAAAIQgAAEIAABCEDg0wRWHdh+ejT/1mFZsf0KOdpAAAIQgAAEIAABCEAAAhDYJoHNBLb13Vo9Utx3w4dHjlmx3eaJiNYQgAAEIAABCEAAAhCAAAS+SmATgW23P5weRz7s39XNADbzDUJtjk+9d0khAAEIQAACEIAABCAAAQhA4E4JvEeKKxygg1cHqApW/dGo/uk4OaDNINZt6nu1dd9yVjhsVIIABCAAAQhAAAIQgAAEIACBTxBYdWBbx+HHj8fncRo6rcYq5/3PH5tyIKzSQY8rT4dJZeNObY6TgmIC23dubEEAAhCAAAQgAAEIQAACENgygU0FtgKtoFSrr9cCU9UbVG86nH7YJz8oRWC75VMW3SEAAQhAAAIQgAAEIAABCJwT2ExgW9+z1b5/4ieH5HpetfUqbgbCvR5pnvmd25TFNgQgAAEIQAACEIAABCAAAQisn8CqA1sHpXMrtPk+rVdnE7mCXP9mrQNeyXJe1mUbAhCAAAQgAAEIQAACEIAABLZJYNWB7TaRojUEIAABCEAAAhCAAAQgAAEI/CUBAtu/pE1fEIAABCAAAQhAAAIQgAAEIPDjBAhsfxwpAiEAAQhAAAIQgAAEIAABCEDgLwkQ2P4lbfqCAAQgAAEIQAACEIAABCAAgR8nQGD740gRCAEIQAACEIAABCAAAQhAAAJ/SWATga2+fpy/Q2tA+mryuOun6fRLtc59TYfnafJP/rhEv19b81z2aOlhEruhyc4svsLdbZXqGMx90TrrXdquekqnYTeefp+41S6/lF2/fu1zIr+2Lf0u/Wv9pJTPozk+0qv1W8luV/W2zof9JqZjVZ99CNycgOf0Vuy77FrXDYuvRx7fJVvlsvxpO9m8ll3RrwRkvdYBtF2qdrRV91JetYW2w3NtfN3QeFJH6WPbn79y4HHPpXX8Yj90uvYdTteoWi696nXHeW5XdZfOrWtFrcc+BCDwkcBP2ZqPkn8vhzn/e2y/K3kznrQu7H3Xv/3+rPYH7Z8uQW0MGUhcu5i2Jdwmd86JkdNWy1oX5ZbWtd2cE5COhOSo3We5q50NleV5X/3mTzM53/XcZ9f1FwNO6y9n4vAynpxE56WsdFAunQMa59xNkuQpGeno1X3Xrc6c8vN8dD2nLQ4uI4XAvRLQnPC8VZpz12P23Lhk6xTo1KA2ZbfKap77c9CZemk7+2/JThubdZXfulapn14B1id+U73asNyf60dsUp8WK48902rbtG8mya7Wk4zPBp7JM+2rZKlM54XOAwe2qae31Wfr/HG5Up9Lrlf3XTevG5k3F9iqTouD25JC4B4JVFuZc7eWpc2oLFpzJ+2p5VaZzq/yvK/6c3M2bZTtwWdsnPpo6e2+SW9HYPWBbT2RfWHNNO+U+kKV5XU7A6vboV/es8ekyaeJ5EloNt5fLrF9RzrbW3Zll/vJPdtqW3qmMyXnxPvatpGr9aoc6ZEry2JxybmxE2Q52V59uV+XO71UlnVa506OzXWrHsrPcWtfhjuDaelwzVBbPikE7oHAoGDk381Jnf8tmyIHpN/1b/ajjrvOI5Wrje1N1k9nac4WZH1vS57rt2SnjdZ2PmGk+nM2umU73OdcKnm2E7Zb2b/bSXba69Z2i5Ha1zHoKDkI17adxVrPfWdabaF1zjreTnvtPLdXX3O2/1KZ5ahOtxvfjqPzc2yZl9cd5ee4XS+PreXPHWu3IYXAvRCQPT0+6emH95tGtimaG7aZmjt6QqU1NzRv0l5KlmxEy9e61F9lqv5l86ocz1Pr5nZpB3Kut/RzG8tqjct1SP+ewCYC27zA5AknXPWkq/sVaW1fy9e4r0luR6bql8ajlnnfk6/l2NQ89yNOn+HuvpzmBV95ck5sSLQt43fpWPVyBi+sZFiG+3NqJ8j7OY50qJQvQ1vHn/tpEDWe3Ld8p+o3y6seqqc8M5CBrqs4l3i4H1II3CsBzUkHTx6j54xSO0wuc+o63m/NLZc5rW2c30pTXm5n3Zy7trdydlQ/b15lG21rzA4Sa1ndT529nTatVT8dLrdxPbWdY1r1Tj3zOM3JUPvDXk9Utf9SRtZQfl53VCa9NQ5xzcBW+WmvW9tpb/UUkPezT22r33w0vKWH8vJYta69czxqf+xD4B4JaE7at9NNJNuftIl13NXWXKpb27q/mu/9OmeVrzlqP9f1lGZdbftadG1OXyvPPtj+GwKbCGyvBSB5l1+Tot79SZR58mb+WrcvTXKNZe4uWGs8MiCXLu4yEr7wW3bLWXBecs/+0ig4Pw2Q+7lkECRDDs74cvzwKLQdxZRjnTJVoHmYtLrx+i6x+svxpZNiPZ2qf5dfc9LcxnxlzKVb6iJD2j+93sFUWcuwSk69IWDZpBC4dwKanzkv0j5ozrSCsJZ9VLt+p3fnX19naNkp244lTDOAmZOdeuQ16Np8zrpLdbl2A81yqg1Ke+TtFlO1r7zTpts2HietpI+zNyAlQ7ZQDLIfM0k5coKtU6ay15YjVjWwtT33mDNVO5dfu1HqdtJN5+Bhkv0+v/F50BNT3XC6psxdd6uTbrmkELh3AmkDNVbNP81l2QDNi3oj3zxUL+2DbU23e38dzfPYbZTW/rLM27Yxr2Hra6760xNAtjO2p+5XCypud83GSSJz3rTXk24isHVgImw+4XyiVsfAJ7tP2lbqE3k9h2Fek+rsZU1N0HQEs+zSti/ex+n45ijkpFZb7X+Ge/ZXj5HK8riIfxoMG0AbQcuyni0nw8c1j6X6rQ5HjkMsbSBbOrpfpbU89XffmaYeaq8x+W6l5Xqc1sH5marOpfKsyzYE7oGAbwhlAKq5ms6O5kXue9zV/itfddMuSlZrfi6ZZ9UhuyTb45BdkK52eGRnHbhVPaSvAz2PqZWqTtqbS9vmJF3TBmk/x1wZZ7+1rspU3/1Kjtvb7qosuZuHdJA8t61p6qR6KUP9Kk8ydKy/GthW/asO2k898rphLh5n6xhmHd8QdR4pBO6dgO2TbY/G6/nvuZbzK3lUW6N2+V0Xz7u0Za3+Uqa31bbOR7VNPdPmfNbGqZ9WH+6f9DYENhHY1junnihO0yFqOTqJdksnoYOpnNAeiybgpQus6zm1cUinQXkZvLquUtc341aa3GvbakyyXNvpFLmuHcHh+dUJOsohKisCc+P2ce/3r3fZzSbHqLY2rkvGZxlVdxnGPCaS5TG4rp0x7yutBjzLvL2kjuuSQuCeCGge+fEvzYOWzUmHRGP3vM/XFtQ266Vc81o6zzTXbTPUdols92E7YVvn9ilPea7ndktTyU17XtvNMUyuySnbX+OT3LPuiZdWaXfjSTfZ8uzD17TKQH2fbPteK+2vNtx1JH8usM2xtLYtI8fm68zr2fNakmNQjs6Zem1s2fmU63b1WlDrsA+BeyWgeaT57nluP8n7rflY557mZ13drXbY/Nyf92vamrNVVqs/yblk4zwu1Wv1UfVg/28JrD6wrTg+exKlU1FlrX1/znHRRMw7Wp8ZhwyBA7bPsPkM92t102Ckk5HtbAiH/flPYgx6jGR//hEC15XR1PhkdGysfuJR5OSrvnLVQGWpt+taD+8rVV417PURua86udkP2xDYIgHP43QaPA7NnQyQnK82rZtfGfBpfjpgdrvWXHSZU9uQ1xn+mlttcku2aqZdy76qzW3p7/4vpe53eBqbH9xqtU09WuWZd61ujiNtVrZTnWHXTcPpVRBp/M9W7ocPQeOpbnl1xA6oZOqcqLY3+0rdvT1Xrr4+2OFim6XtksBWxznfJc7jbj1IIfAoBDS3ZHv1lF3L5rZseJ2ntm15s9K2oHJ0f3mTKutIVr3RpP5Sj5adlwzJdr05G6d6zPkkvo7tVQe2OrFad2Hn8nTx88no1CeoHZ25k3gdh+NdizknT+NyYPpe+/KWJrfvgs+xc75WYYf/tN93cp2athzRNARVuzw2aXhsIPK9WuXZcfC22qTT4Xz1I6OV+mRd9WuHJvut+ml/rjx1dzvrncY19XCbasCro/ZVJ9d6kEJgSwRybkpvzaO5G3bVGclx1nkluflKgspt/92utlF+rddyppbIlqy0f57/7sM2SPtzdkZlc39Vh7rva0e103P7lY36bdk061PtVLL0uJXaKcybd95Wm7TTztdY0rarT9et9jL7tW6Ztsqr7q5vvb2feriNflauOsl5TVHbPNaWRQqBeyXguenxed5rzuipDduAaqNcX2nL1liOy31dmOtP9TT3qm+sfuucrdeZ7Mt6ec47uE5bUm0Fc97U1pOuOrBtYWqdqK6nE9aPMLRONk8gv7OZF1bLWEuqidRyOJRfHZRWvUvjsJGxnCXtL3Fv9dXir3rVYCgvx1SPieXU/pXf0luyqgzrpzZ2KisDs8i0GknJrnmS3dLlVPffY9E27spz/2q3dEzWnxQC90ZATkLOubm5q7njeVQZ2K7njSXl+eNROWczX/1mmfqwTdGczrLsM2W06lR97OTV/iTz0riyT2+r/twrIC0Hze3cV9qfLKvbLTvtOmKTxyJtqfm5bsqR7u7fTOrxlqwa2KasfFpG8vLcaW27P8mwnpmn/JYuJ9u80yPVwxvvU55+suQk6VWrJWOy/qQQuDcCaQs1/3L+e755XtZ5ZxZpIzLP3yVQe9uJS/1Vm12vLdm/6lqv1Nn9L7VxLdthGaS3I3BXgW1irJPKJ7EnSNa99+1qDKozluW1zGxaF3WXtdLvTng7LXLi9OhxSy8Zn+rkqV09xpaVBvLaeLLcY0lnLg1jyjWLlpOZnH0+2ti6j6q75ZFCAALzBDTfPJfma62rRDamPq43p6HtzbUxtuyfZarsWnvXVao+W05f1pnb1tj8lNDw773Z2rdtXtpVtauBbcpKfa6NJ8vrtcJ92w6nXI1JttqrRDnG6izndek7vLIPtiHwaAS2One2qve9n1+bC2zv/YDc0/g06VtB3z2N8SfGYicrHbyfkIsMCDwKAd80qsHTWsfvYG3N+tou1aBvrUxvqZeudfUm6y31oW8IbInAFm0Nc369ZxiB7XqPDZpBAAIQgAAEIAABCEAAAhCAwAICBLYLIFEFAhCAAAQgAAEIQAACEIAABNZLgMB2vccGzSAAAQhAAAIQgAAEIAABCEBgAQEC2wWQqAIBCEAAAhCAAAQgAAEIQAAC6yWw+sB22OszG/p3/qePhYy7/t/H+s/L2IMABCAAAQhAAAIQgAAEIACBxyGw+sB2LoCdy3+cQ8dIIQABCEAAAhCAAAQgAAEIQEAEVh/YSsnWb/MR2HICQwACEIAABCAAAQhAAAIQgIAIbCKwbR0qAtsWFfIgAAEIQAACEIAABCAAAQg8HoFVB7b6AeSu607/js/D1O3Gt33nZzo9D493BBkxBCAAAQhAAAIQgAAEIACBByew6sDWx6bTB6RK0MqKremQQgACEIAABCAAAQhAAAIQeGwCBLaPffwZPQQgAAEIQAACEIAABCAAgc0TILDd/CFkABCAAAQgAAEIQAACEIAABB6bwKYCW71ze3zSb9dOE48iP/aJy+ghAAEIQAACEIAABCAAAQiYwGYCW30katxJ3eNJdwJbH0JSCEAAAhCAAAQgAAEIQAACj01g9YGtwth+N07Ty3h2pAhsz3CwAwEIQAACEIAABCAAAQhA4GEJrD6wfdgjw8AhAAEIQAACEIAABCAAAQhAYBEBAttFmKgEAQhAAAIQgAAEIAABCEAAAmslQGC71iODXhCAAAQgAAEIQAACEIAABCCwiACB7SJMVIIABCAAAQhAAAIQgAAEIACBtRIgsF3rkUEvCEAAAhCAAAQgAAEIQAACEFhEgMB2ESYqQQACEIAABCAAAQhAAAIQgMBaCRDYrvXIoBcEIAABCEAAAhCAAAQgAAEILCJAYLsIE5UgAAEIQAACEIAABCAAAQhAYK0ECGzXemTQCwIQgAAEIAABCEAAAhCAAAQWESCwXYSJShCAAAQgAAEIQAACEIAABCCwVgIEtms9MugFAQhAAAIQgAAEIAABCEAAAosIENguwkQlCEAAAhCAAAQgAAEIQAACEFgrAQLbtR6Zleh1nKap241T13XTuNPpopzXv+F5mo5PvXfPUpXV+lkh5Up2619tP75MU9f1s32m/Gvbh2mahm6Ypklb838qHXeq9z5u6THuNO7XvCVjyfFVZimvfzo2x6c6h/0562xXRyA5Q6fjdXl8tR37ENgiAdkbzbHpWXN1/X+alV03NOf6nPbd/tC0k2lbcs6nzXB/WVfb1ca6b9u0SzzNvMrM/dpeY0gd3d9X0jlbWWWpXkuPzFsyFo+rpb/GJXniPHdd6VXnZTxTz+3OMv9Z7c+eH1UG+xDYEgHbnDmbtLaxyGb0uuaUOb02PR9RHwLbBznq15yiNCbVCUoHQGUO9DSxa5BmnDZS2dZlSlXe78ZZo5D9uJ3GkP15TNW41Hpun+klByTraTsDyJZetb72r43PbSSvV4D9zzjWfddLJzXzMsB2vlM5dIc9U9w8SNdLwPbC56vmgRx7BxNKXVZH4bbV1tg+qK3LMq/ajZTbCnQsI8vSbmqO6sZb1VX5Q6ebUhrV+9/cXH+v8b2ttBnqqwZcyrMtb/Wkceb4ah2Vzx0T1a0BZeXwWV61/6WBrdrpuPv4Vb2qXO9fG5/rVTtb99/qfSKwVZvfPj+sFykEvkMg53HavpqvMv1LHy77rfZmzlZnvmXWm02+JrhcadoyzVGXpQ2TDs5PPatu1nsu3+WktyGA13sb7jfpdS7Y0uT0Rb8qVp2AdIbUTpN/zoDZQGRqZ7JleLKettMQqY8M4tKgaNvGqdar4/G+xlEdZ/dvFmn8XFZT17Vcp8nJeTW1DlWGxlAdYeVdW7Gtx1fyM2iu/bMPgbUQkLPS7/q3efyZczfnv8Zj25KOifPHvVbMVOM18Eobc8r891/al8yXXhkgOohxn5rLdR5mUJWytO32Nf+7+9X5OzzrJsH5jYK0sbV+tXO5b1srRpnf2k7blhy+yiu5zNlnH1Pb15ZeznPdlOttyU8nBLQHAAAgAElEQVT9nZ+p6rRkaKz1/FuyYlvP5d86P3IMbEPgOwR0znqeeM55P+XmnM98bVebqf1qq2vwahktW32pr+ojeq7mNSftfNXN/VpvPdHYGm/WY/tvCRDY/i3vm/Zmo+OLulIZi27/7vDYabGi9eIuGb7LL4NSL95udy29ZCzUNvvRvvTIvtIBSMOWztMlHdJwzdWrfdZ6tS/tJ9vWtg2gdFa596tsGV+t/rj8WmA7Z8ivjaH2yz4E/pqAz1Gltj+an0tvytR5mPbg0lg0p+oNJNefk1Hz7SQdp+PbEyg5F13uYNrynS6xQ6q7xLbY3tgBbNkM9/sTqVj4eLXk6XjaftVxpv3/DK/sx+dN5uV27TPLtF2Pjfa94m6WNXUQa529X2VrX8csy68FtvXckoxrY2j1Sx4EbklA5336ataldX67rM5F5ztVectWex7azrj+XL7K8zqjfduxnGva9vXH5ZZd02vltT77v0+AwPb3Ga+mB03oYd/NTlgZD60KaqLWC7r25TAdJl2sX985Vb1qwJSXF/M0EAnChqfVj/Msx3XTeGU/2paDdc04Zv9pxDI/t685TtWhrvspS9su13gG3eUrjybW+h63x5ZOl1a+x+fxtIo9vhynXkFw410Ps6my2YfAGgjk+ZkOh+ZnrjDaFlSdW/ZFcrT6azviQK+2Vb05udLL7ZXazqWOkmeH6zgdTt8ikI3SvPVrFp7ztW/vZ13nXUo/Y+NszyVPeud4cjvtqm1O5tUxW7/KKGV623JUN1lnP8ngGi/37TH5uGS+t6/Z+Mqy7luO0yzXeC717Taq56eUNDZzUSq77vEqbd0kSDaWSQqBtRKw3fa8t545352X6ZyNcZ258mpXXN/9eb7lNUBzLeeuZRx0c/Lfa2G2HbLrtuWWXdO0C7WM/dsQILC9Dfc/71WT15Pbkz4dDSmkOnlxbRkp5c0Ftr5wpwz35Qt5HXg1MrVc+5LRMi7uLx0HGVSNwwYtDdgl5071Lcc6XKuvNmnApU/uW47TWn5NfsqS8Ww9iqxgtx5H96cUo5s02F4TgWpv5pwX25Ccyx6HHZC8SaR5ljZIcuscadk2y6yp5pBvHFUdVeaVBG375pP699zTaq4/wGcbnH1Uu5BldVv9p12o5blvfWTX+n37Q1XZd9bPm2S2p9U+qi+18fiz77pdj7XbfoaXj5lteyvN476kfp4XPl5zq+u1/Jr8lK3xzq3Y1utIZZfHqJaxD4E1EWjZWumn+V/nQ+qtdi37btvTspu+Liyxh3lN0Hb2lbq5P81J1dG+bErO9ToOleXrKTkutm9DgMD2Ntz/tFc7H1pt1SqIHZScxJrIzpdyDiblEKnMhkWTuAa2NjA2FnkhTkcwDYrbSPalfzJa1iWdrQrQTkc+ElgNzjWnsDoec8bWfec4laf9S2NRWcsI23harmVlXY2vFdjme8fZ3tvmMuesuR4pBP6agOZXa75kcGKdVLc6FCqrc1x5aWe0b/vn4Ne2x/bKfcylWV96pH5Vdsqwfcj53bIprpdtW9vWo8XMedIt61nX7Ffbti3uWzraxqfNEF+vYtSx1uuHdcjUxywZtMamvNSlpXdee1oypF/ayNa5ke1ynMrXvgPtHENuezwpR7zrjdcqW/Xr9UV5HnPKq9tL6tQ27EPgrwmkDcm+bY9sc7LM22mfnJep5lO9gab+WvMx23k7ddN8Sts/JyfndepX5+M1O2MdSP+OAIHt37G+aU82LnmRrtt2bFxXk99OkA3LtUeRNUg7Q3pUthojlduBsHFJw5AOgftOAzMH0cYmZdV2ljcno+V4uG7KdV5NrUPN9/5ceUuvWldc0mmTzGTlPmSkzVV52reT6DqkEFgjAc2DuXN1rqw1L2tdzZO0Q5pbc/20uNgeyjGrTlBrDkpG5ksfz8k6H6uNavW/NC/7sQ62GVmWdq7aGfdlhiq37i5TqnxfL7Sf8i1TxyZvgl5ivoRXyktdvC0ZHq/zMk0dM9/bqYPzMp0rb+nVqpvcLdesvK/zIV9T+cnzw32QQuCnCeh891MtVXa1mbVc+9fmpuaYb7CpftrklryalzrYtrlOtcmt/JynVdfWXLcM0tsQILC9Dfc/7zUvmJqIdgA0SeWwXSu3wnkRl0FoOT2qK7kKnC/dpXM9O0j1Im7dXG+urzQsKUO65iMiKc/jyTQdD7dVIG8ZaVzVT/0aXhq/lOvtVrn78WqS6uYY3DaPmduML3rf+f33dFW3jlH7c9wsmxQCayCgc9XBT57HOt/1pMmcLanzSnMlnSyVS67nbGs+ZB+ql8GF7JxtlOee52vqnAxTp3Sc6nys8lLGZ7eTmdqmzXC/HqdXOlLP7K/Wy7Lcdj0zzbGqzIGttm1Hs723U4+UYb1VL+W5XaY5XuW7rVPn+RxTP+agMrWv9rTKb5WnfNfPMTgvry9uk+NWvTrGa9wsmxQCtyKgc932sepgmztnu12/zr06l2sfde5KTtbRtm2SdfB+7Utz0GXWR23yKQzPV5XXOau+bFPcnvS2BAhsb8v/z3pPZy2NhiZsDWxTKZdnnrfTeDhPk14BrSe69vMR51rPBkU66TGwNIDpCFRjZDlKW4bGq9GWr3oai/NbqfW0IZQuLccijZ76zrG25GZejq81ZumpPvPupPJUd9jrgzjD20WkxSRZtORIFn8QWCMBzU/PJdmWnDc5j6vuLcci2zt40XzID1JZvud5Bs+aRy63XXC/LdkuU1rnpe2J5FUHMMecMj67nTbJbaWHb2BaL9tYlWm7cnW+x+x9H5eUrfY5HjEza/eX/adtshzXy4Bxjtfc8fNxUmo9dYysixjXcfqc0fh8E8RjTXl12zKtfx2z81vHVdczv9pjfSoT6ZAsWnLcBykE1kBA5+jcPFFZnTMtnav9Shsg2bZHams7kL6U8jWnbY/qXLZdcN+pcy2zrMx3n9Ilx2M9qy7uh/Q2BAhsb8P9T3utk7waobqfk1QGIPeleBoFlaX8Wlf1PfnVjw1PAkjnQNvWJw2I6qvMDkG2X7rdGku2zUA681Mn65ZGz3VVrzX+Vrl0SRZpONVHlZ9G2/KSq/VKZuqjynFbUgjcCwHPg0tzb41j1ZyvN7A+o2e1SznXXSZ7aXudtsH9qJ7auX6rjurK/tjGVBts+1+vBaqfx0T18pFw67A0FS+vALfaSH4G0q5j/ay/0nSUs14Glc53Kjkut71OFubcku9zNOtLbnK1fmb23fPDepNCYAsENBfm7M9a9d+izmtl+ZN6Edj+JE1k/SoBOyjVOfjVTjcqvAbOGx0GakNgEQEHCA4KFjW6YaVWYHRDdf6sawXQeUPvzzreWEePen5s7DCh7g8S8M2frQS3uua0bpD9IBJEfZEAge0XwdEMAhCAAAQgAAEIQAACEIAABNZBgMB2HccBLSAAAQhAAAIQgAAEIAABCEDgiwQIbL8IjmYQgAAEIAABCEAAAhCAAAQgsA4CBLbrOA5oAQEIQAACEIAABCAAAQhAAAJfJEBg+0VwNIMABCAAAQhAAAIQgAAEIACBdRAgsF3HcUALCEAAAhCAAAQgAAEIQAACEPgiAQLbL4KjGQQgAAEIQAACEIAABCAAAQisgwCB7TqOA1pAAAIQgAAEIAABCEAAAhCAwBcJENh+ERzNIAABCEAAAhCAAAQgAAEIQGAdBAhs13Ec0AICEIAABCAAAQhAAAIQgAAEvkiAwPaL4GgGAQhAAAIQgAAEIAABCEAAAusgQGD7y8eh2x+mrutm/x2f+lkNxpdpOuzny2cbXig4TNM07oZpmo6nWvp/2I3TNKnk45/Ku9140n/c6XR5baeaw/M0zemvslo/pafcOT6X2qcstiEAAQjcO4Fr1xLZ0aGTjX615Xn9UE7XDR+uQ3M21vZ5eta1ov0nGz9nu51/qX1bKrkQgAAEIACBrxMgsP06u0Ut+/1hml4UOH78uxQYqnY6Jh9bL8+RnK7rrzohckb6rpsOLwpk352gdE4yML6k/zXHSOW9AuoZNtnP8pFSEwIQgMD3CNh2OThT6gCwfzqe2dG0jbXXrHvYf7zUKlC91L7K++x+Xj9kT4dOQaq2Xv+u2dhrNydV3hqX5Wv8vzk+90MKAQhAoEUgbwbaFqVdts/b8kPrdWCu/SUZLZ3I+30CH6+2v9/nQ/WQEysdJW/PrXgKUjomPwWtOjOavJdWbKtzku0d2H42cJYRqUbDPDK1M/lTY0cOBCAAgWsEbJvsyGT9QcHov+BQ9i9XSLOebOK409M2kjZNug7Y1qud7Vyrj5Tz1e163Tk860bl+81K928bW+u7vJU6mM1xtOop77fG91UutIMABO6fgG24bW6OWD6tbVjm123Vc3tZ/V43BhsLMbL1Qydbr1r8rYEAge0vH4WlK7ZLnAQ7D3ZGNKF6TajGZKvDuqSH6s5N9iWBbe1ryb4MDyu2S0hRBwIQ+EsCdoquBWWXnJ1qT2XfqzOlYPJaHx73ZwJPB9u6Pvz0qyzWR2lrTFlerx1ZxjYEIACB3yIg22Q/ufZRbXMt137rGjBnr5XvALgli7y/J0Bg+0vMNXkciF5L9fhvKzi95jh8JrCVE6Z3a8eX41kwLBleWZDOmqDqt6WzHKbDdHh7R1f16oSuBmXO+bPhaPXjvDnD9EuHDLEQgAAE3pwa2yEHihWNbN1cWXV2ql2UrDlHqfaT+2mvM7+1nYHtpetRBte2y5k35whqTGY0l6aclo7kQQACEPhpArJZ/e799bu009UWtmxUy2+tNl06y8ayWvvTR+/78ghsv89wVkI6Fqp0bdW0CtIEzAlZyz+7r4mpYPEwKej++FianJPsT5Nb9XLiO0DWPS05NhnYSr5k5MqEHaWab91bxsJlpBCAAARuTUA2Km2a9LFdS/uXela79lOBra4JaY+zz7qt64++raAbp/1+OLPVris9LS/r541WB7CtG7A4diZJCgEIrIVAtdmym62FEtm29Hmt/9LAttp5tye9LQEC21/kb0fBd7PtYHjfqR2LVEUTSx/7GJ6//5iDHZPj8/Dh8d+5iS3HTY8KyyGSnp78rcC2OnnpLMmg2ClMI+A2ZjCXttgkJ7YhAAEI/CaBlo2sjlPtP22dyiSjOlZpJ2v71v4Smylbm/Vse2WHHYRncGwdcoy6bvkpnnTwahCrNnN22/l1zK1xkQcBCEDgqwTSz/bNt2p/q+1yX7JvdfFGZWn3XHepTNcnvR0BAttfZK/JlO84acX2+DK+faxJDsjch5s8iS7V+YzqdnaGcud+0CMb+/NVWdeVI2QnyIbh2qPI0slGYXwem49p2BDZ0VJ9f7FTZXaq3PdnxkldCEAAAj9JoAalskvXAjbVcVApXSQj95XnoPKndFWftqmSmdefLMsnh+Z0sP6+DlUdle+bnSpL+ZYpu54/LVdlsA8BCEDgNwjYflm2/df6gSf7qvmEitrYB86FFds1y5yzjS4nvR0BAttfZG/Hot7ZHp+GU/DW7ce3x8BSDU2YdILmJqXyl3w8KutZJ/Xn7eqAOF91ZCBycmddjSsdqRyD2umufbbNcm+rnh0kGZP8oFTt221IIQABCPwWgbRrdnBs56ptTh1krxzwyob6Bp3qtJwg5V2zjyn/2na1l9WOawyy31qhsJ5zOtR6c327nvlkAJ/Xirn25EMAAhD4aQKyfekb225Xm5Q227bMNllltmsqy68iSz7v1v70Ufs5eQS2P8fyTJJOfP92rINU3ym3s+THJtzQE8v1na/UwbEnnfLq5M36c9t2PNSXV0kt385Otq3OUpalA+h8GRAFtB6D9us4Vdf1bDjMK8dnXpZNCgEIQOC3CdgW+XFa2zLbbec7tQ1LJ0k6at91LEP5tuUua9ndz46x3hRUe40jnxjyuGRjvW3d3Z/zbbO9n/pbtq5vvimpPNn0HIvaZv/ugxQCEIDAbxNIO2u7VG142i/73/ZBa92aX23nb48H+csJENguZ/XtmgrU9NivnQZPHE0uvUvr/LmOsn59pGKujfPtZKkP6ZAT2nVkCKoOrcDWsuSYpZPkfctzar1V3uo3HSIHvKprY2Q5pBCAAAQg8EogbaXsZQafLpPzZXvdsqeqp3au36qj3tJJrA6dg996LZi7HnD8IAABCEAAAr9FgMD2t8giFwIQgAAEIAABCEAAAhCAAAT+hACB7Z9gphMIQAACEIAABCAAAQhAAAIQ+C0CBLa/RRa5EIAABCAAAQhAAAIQgAAEIPAnBAhs/wQznUAAAhCAAAQgAAEIQAACEIDAbxEgsP0tssj9//beHkduJPvezrWoDW1EMuUUoC0IWoBWIJQhaAuyS4Ygo1+8GGPGGmEwJWAgQFabjZ/RQEtWm+3yj8Osk3UrMsggMxn8yHoaqA5mfNx74/DEZRySmQIBEAABEAABEAABEAABEAABEJgFAYTtLDDjBARAAARAAARAAARAAARAAARAoBYCCNtayGIXBEAABEAABEAABEAABEAABEBgFgQQtrPAjBMQAAEQAAEQAAEQAAEQAAEQAIFaCCBsayGLXRAAARAAARAAARAAARAAARAAgVkQQNjOAjNOQAAEQAAEQAAEQAAEQAAEQAAEaiGAsK2FLHZBAARAAARAAARAAARAAARAAARmQQBhOwvMOAEBEAABEAABEAABEAABEAABEKiFAMK2FrIZu7u3t81utyv+3bzUafnRWtCY5uv1wdr116a5fXv6abttmubmpezt7ev/1y9vmqZRy/F/at+9vGljjnGpp2L58fHqeNBdW9o/dox2uzDpGx9tcQwCIAACl47AkOvH9U7Xhn0uv/lD14p9flbNbnd9dO3pyrHOz/Hak+Kr/N+Vu13fNz61x2cQAAEQAAEQOBeB0xXSuZ4Z30rLPlEpiFJhm34eAqM2OLvdVXETos3I1W7X3P4hIXu/CYqbkyiM+4RtaWOk9isJ6j8kqo//i36OW6kBARAAgToIpCIwFX+xPQrJNJqrjz8OOTfejEzzccyvqY1zPqfC9nqnG5qKfv9fKccqv6dz91iVao/zim061vxrzS31xWcQAAEQMAJpjs3lKe9Rc22yE/O39sa5XGY/uTbHQjk/AgjbGTH3hshPObWworDVIrne6Q77/eYjClkvIt8Nd9m3+Uinl25m0hjS/unmJI63sO2Ky/HFUsJZYtZJJbalx2PmlcbNZxAAARA4BQHlsx8f92/JOE85Z6vtSjm644ac/anfzUvlclnY36CUDdvzRmioPdsdWqZPd2+/6kbl/c1K51rn2LS/23OlN4LK/7n2WOd5Do2bfiAAAiBwLgLKTc493nf7s20r5129vOq8OXettyXv9uKy572rx6v1SjlVeT68Vel2yuUQQNgugL3EojYUP5ofrbD90dy2r/t6k6GQtOGJT1nVtnt7c7SA0g1U13SutEh7NmOKyRuWaGOIsI39hx5rg8cT26Fo0Q8EQGApBGJu1GbIIrcvnjhG/bQxUn71Zsi5OP3cZXOM8PRTZF0b/Cpyl91z6j2nLhvptaOrH/UgAAIgUBOBNG8rNymPp3m6K4Y0T3v/+kNvN+rNQ4RtF3SL1CNsF4F971SLIz6xzYWiBalF401EuhCHClstTH239uaPHw+eOMTxXuzyFe+6+1gbptvm9vAdXfVLN3mqiwI9TQieo59c2HaujHY8jhIEQAAE5kLAecpPW3UzTnfona9yNwMVW7qRinlRbb77H+uHzCnm61L/KGyV2x1zWsZNmecb69Jrjv0q9tRW+jna8ThKEAABEJgLAe1B9baKc5HylvN2V25LY0vztPfluXyZjuXz/AggbGfCXJuM+AQ23QCkn70IvYBimHGRxc1L7JM7li2JxdtGm5zj19IUg+/2a3yaEFznH59SHFHYyr5sOGmovxd+Wu/4NCbacD0lCIAACCyNgHKcc2KaD53bcvkrzWsxZ+s45nvn+iFz1UZsaH9fcySir95eZ/Os4rS92N9PlBWT47UYj3FqTPr1mdjOMQiAAAgsiYByph+SKJfF/WlJ2OZyYsyZvgY4hy45T3zfI4Cwvcdi9iMtiqFPbNPg/CT0+uPNg4Wa9tNnb0x+fL0+ev1Xbd64xbGKTU8ntCGKgld+U2Hrxe0NXlz4MXHEzZ7HxA1e7piEEc8KxyAAAnMhoE1N/D6tc24UfTG/xbhirlO98qxvKup7WbaRiuVoIz0ekjO1aYv9vIlTnM7POnZeda6O1wHN298PjnNORayvK7m87TpvKNO58BkEQAAEpkDAOdQ5x7lNtmNe02flPveLpfNkVzzOg371OI71cfTbZYf6eRBA2M6Dc9aLNiBDhK1++MO/aOmFaTGqhVtalHLuzc51cuf++uOPVrzGRem+2gh5E+RNTelVZPlyErj5epO9my9benrtjZb6e35xU2XfWfCoBAEQAIFKCHizlMuLsU45Kpd/03rnaedR/yiJwk9F8KlTkk/nVNmQL3/HNrbF31uwsE19Ov6u2FTva5DGRvu2KQx9EzS1z2cQAAEQqImA8l+8MZnz5TyXa4t13hPH3K/2rvo4luP5EUDYzo/5waMWRZ+w1cKUAPQGQoswvQPuDdPBaOYgLvC42fFxugFxvUzJZ1zMsa98x41UdK1xupMVx8Z2H6uf5yc84g9Kpb49hhIEQAAEaiEQ82XqQznJOTgVv7FNNvzUUzYsED3GebPPV+q79DnNl2kel0/79xwsQlPbab+03Z/dz/OJ1yO1IWyNFCUIgMBcCCgPeV/Z51M50zcmncu0Z01zV1eeRtj2obtcG8J2Oezbuz1dwlYLach3l7QwvakYMhVvPLRw/ZRU41TvzU60k26WYpvGpL61UZKgdbLQ59x3s9zP4zVfifgohOOTheiXYxAAARCohYDyml8vcxk3Sc5danP+UizKlTGH6rPHOx+qn3Od22LOO3VO6U1B+/ETW392jnUMMf7Yxznb/WL8sV+KS5y/xkb/Gsd/IAACIFAbgZh7nWdjbrJ/9XNui8JW7THPy0YuTyNsjeS6SoTtgudDi6JL2PaFFRetNyB9/dXmMeqv783GDYnHakOX2tO4dEHblhe7Nz/+bHsuvfjVnvOrBOKkE5OJ62yHEgRAAARAYI9AzJXKrd6gqdVtEq7O17l8qn4a5/65PrIXxX6XGNZ1Il4Luq4HnD8QAAEQAAEQqIUAwrYWstgFARAAARAAARAAARAAARAAARCYBQGE7Sww4wQEQAAEQAAEQAAEQAAEQAAEQKAWAgjbWshiFwRAAARAAARAAARAAARAAARAYBYEELazwIwTEAABEAABEAABEAABEAABEACBWgggbGshi10QAAEQAAEQAAEQAAEQAAEQAIFZEEDYzgIzTkAABEAABEAABEAABEAABEAABGohgLCthSx2QQAEQAAEQAAEQAAEQAAEQAAEZkEAYTsLzDgBARAAARAAARAAARAAARAAARCohQDCthay2AUBEAABEAABEAABEAABEAABEJgFAYTtLDDjBARAAARAAARAAARAAARAAARAoBYCCNtayGIXBEAABEAABEAABEAABEAABEBgFgQQtrPAjBMQAAEQAAEQAAEQAAEQAAEQAIFaCCBsayF7Z3f39rbZ7Xadfz8+XnVGcPNH09y+7W7vHJhpUBzN1+sHLddfm6bPf27MbdM0Ny9l58cDW/6QtqvX9cubpmnUcvyf2ncvb1p8bl6Kjvd2++KTtd3uujd+edMcPEfZy52LFJfjKKkBARDYGgLKn7vd1WH9ryn+ofnLMWsuNy91LbjPj6Xcmhsje1cffxxdC1RfulYpd17vlKP3uTxenzyfNL+mOd3zcRzRXmzzsXxc7zTv23bmvlZEP30+bIcSBEBguwgoN5Vyxdyz037ySvnwD+1v+W9NCCBsK5+NKwnKDuL3CTeFFTcO54apjcf1ToJ0vymRvZxwtZ/oO4rPuKHQ8e3bXRunNpBpW+6zEsHtHxKy14f+UVgqOgvnLny8ifrx9boVxXG84nd76j8KXB97vpQgAALrRyCu7dKmIt7U0syicItjleti/lJO839dY9yuMh3vvJPmmHQjpLlcKSd3XB+iDx1LkEab8puK3TgmXnvk23HFMuIQxw45jtcIzSW9vqjOuTy1p7lIkF5/3ZdRsKuv2mOcOvbGtiToU198BgEQWBcCMY97nce8G6NVnvHNrVgfj2N+y93oSnNnHJsep3na7bn9svrm/HkM5TII3F/Bl/F/8V7jxsgLOJZxo5KCETcOadspn9tF+FEC9F5Uxlh07M3DzUelnh/tBiMmnL7NimJK20ubECWcKEzjeMWb4pMmHYvu2M82dm9vDrY17vqt5v5QgJOUTmESY0BgfgS81p0vlDucr9JoUtGnsTfKB3dPPDXWa1+5wTaVO/wmSN+Y1F/8nMapNsVz9fKqudLTxyBkFUfMr9FOeiy7evvl6uP+DZc0d/uzcqH8NV9v2nyciuc056Z+hnxOr2u3usmYua4YY9s0NnHObW4OT4LVtz0/H68Pwt1z3709vnb53NkHJQiAwLoRUJ5N81JXxDlBGfsq11n4pvlFbd7zxT1iHB+Pc3la+cm5Nc019pfWR5scz48AwrYy5vGueepKC8aLLS4eL6Ku0puFdhEmG6XUR9dnbRzsO+0TY9HG8fpr9+vUvuPfN0/Z79rApZssi1JtQCM+TiBxQxTjlp24ydXniJ/abv64ffBqd/QVbXEMAiCwPgTiBkbRWYTmNhVa/135TWNTW3G22kjlxvaNieOVt5yjHaeeZt42t0ebOc0hfdIZbXUd941zrnT+u9XNzLuve7gulsqpqVCN7emx86zwGPNVGeHi60U6L59L4+7P0bfa0utMev1I7fIZBEBgfQhofQ8Rtn15zrNSDoj7QuUZ56jYx7nFdWlpX7k8rb5dAlv+ov/ULp/nRwBhWwnzVFjFC3R63HWxLy0YbSzSJwC56aif7lp5seuzX866cJ0AACAASURBVGHTYu58XSy8Rq0xvivmzYQTgbaYtnPzx48HMUVfGqfkonmlGOiz4pMlx6N+6i8bmmf6CnO0obESrprnzf933caqu/va9MqOStnRRsyx6ltb9pXDjToQAIH1IKB1HAWjBVwqbLvq40yUi6Ittyk3dG24usZ4rMrUtz5f6TcG/sg/PY3t0U56bOHpzVncZDkfp2Oc71yvMRrv/Oc3cmxT/WK+9riuMtpXDDEfx2OdH/nW5q+vn+JQP52X3dv/v33DRtepH8rTd0/bLWw9Z5ddMVIPAiCwPgSUg+IbHrlcrKjTnJ+bifOa25SXvFd1nfJEzHOudxnzcNc1QH7Sa43Gj8mZ9kdZFwGEbUV844VfbnxRHupSi9FidOiYrn5auP4RJ9mNG4947ARjUSl7XvQ3X29aQXyl15TvNisxWXhTIsEYk1a0H+fj5BaTRdx0xRjSecX5pG3+LPz9Gop8+HzYB8LWSFGCwPoRSPOFcoCeRMb8oVk4X8VXfuPsUjse46eaMad5XG6M22IZN2JpHLKRE81dG6ZoV8fOh44l5tV4LDzS/KixfjKr14Z1Q083IXMbwBTPNA5/dn7Vjdmrt/kf8uubm+dje7lS4zU3X5d8DbWgdZkbSx0IgMD6EXAez+Vd562+WahP3FcqL+XyWs6+7J6bp5WPT3nrpm9OtJ2HAML2PPx6R/vC702HNwD+7DK3kfBi0WvAXQuy13nSmG503Cw/6VPLNG75dzx6OuvNhW0osWgu+jEnP52IbTHpuN7JRBsijXWfGE/c+KQxGbtYxiff6u+n0k6cNx+v2ye2bkPY+mxQgsA2EHCuies+zZ/OLTlh61zQl1MlpmL7kDFCz/0cj3JZ7gZfzFMa1yf+4lmJ+TDW58SdBWHMreqneSn/5V4hdvwR2/RY4jj28yt4tq24YjxxbjGm1K4/216Ki+YucXulJ7f68cG7pyfRV8SEYxAAge0goHXsm1cxaq37mBPUFvOI22Kdcon3k7YV85PrXJ6bp+Pe2DYpl0UAYVsR/3QDIUH444+bw5NTbRD8FDUNQwtVm5C+PumYvs+2o1d9c5stbyzSTZds5jaTaX9vdq6TO/fXH3+0d/O92ZM999X8vDERVrrLlnsVOTcvz2f/TbuHPWTLT2odp5KmnlBoQ+dkGUX0Qwt8AgEQWDsCXRsK5Yb0BpvnorzqzZDr0lI5KfYZMkY2LL72GS61us9U6RPbvlhTC7LvnOm8litj7LLhfJvrq7q0f+rXn9PNYby+xbZ441PYxdxvWyo9n1jnY41L45UdX0N9fn398DhKEACB7SGQ5lzPwHs1fx5S5sbE/FSyoetKmqc1piuXKQ/6IUrJNu3zIICwrYizL/xaaPEirSeHWgjxV3tjGOlGSnbSVyvUX/VDvmOrvl1CsE/ceXOhzZT/01z068JxIcc4PGfHF7/T6g1f7JNuTGI88hV9x+SUzidNjDG5RZuKS/PKCXjPkRIEQGDdCFisxfwQI465QvV9/aMQi/3icbStY+UU3SC0aHNff077e0y6YZKdoa+xpfnQPtIc6nrl2fjbCqpXnLqZ6t8fcN8hZeonzeM6F8bFT1/iZjCda5yP2iI2itPiVbFF357XUEE+ZG70AQEQmA+BuJ6dM3K5M80ZpQiVG3J7YvlLrxWqc56KdtNc5LaYy1ynMu41Yz3HyyGAsK2EvS++8Y64N1DeBKXiygs8d8HW4pGtuPi7FnFuShapqW357HoVOfqSTdnweM8v7eNFniYk1eeSSExwadwak0tGqvMGrX01OpO0jJdvKNi35+BzkNpPY+AzCIDAehBQvvCa7lu7yk/x5ptzq8e6VP5Kc4VzXN8Ytzn/dW2SInIaE8Wb2jTO/mLf9Nj5Nr1m2Ibj8DjlOec816XXi1wf903LVGiqXfbiK82OUbH4OD1HwsBC3vk91tmv87PPk0rb9cZV49NXDj2eEgRAYL0IpDk3zRMxcuWpNL/F9pgr0vzoPOQ8EvNFV85O83Qaa8yr9t0XX4yV43kQQNjOg3PrRcJW3yn14vOi0GLTd2ld3xVS7J97BbdrXNyApIvUC95lLgZvJtPFq3h8V919NF5zjAnEccl3al/jUru25c2M5+0Y+0r7lS9vGNuN08vrZvfy+AdOSknTsVOCAAhsCwGt7b4N09KzSTdQffGkN0X7cqDznu3Jj54uxw2Z22KedJ1L4Rf9RLtuE77O1zn76qdxpetO9COb8dqieORDX3NxfneMurbFGxiupwQBELgMBLTGc28srmF2ymu5vLeG2B5zDAjbx3z2mTsIgAAIXCgCvlu/RnFrsbnG2C6UDkwLBEBgowjoBll6U2vpqUjUpg9qlo4J/3sEELYwAQRAAARAAARAAARAAARAAARAYNMIIGw3ffoIHgRAAARAAARAAARAAARAAARAAGELB0AABEAABEAABEAABEAABEAABDaNAMJ206eP4EEABEAABEAABEAABEAABEAABBC2cAAEQAAEQAAEQAAEQAAEQAAEQGDTCCBsN336CB4EQAAEQAAEQAAEQAAEQAAEQABhCwdAAARAAARAAARAAARAAARAAAQ2jQDCdtOnj+BBAARAAARAAARAAARAAARAAAQQtnAABEAABEAABEAABEAABEAABEBg0wggbDd9+ggeBEAABEAABEAABEAABEAABEAAYQsHQAAEQAAEQAAEQAAEQAAEQAAENo0Awrby6du9vW12u13n34+PV9kIfjRNs3t509y+neYUKY7m6/UDX9dfm6bLvzrmxtw2TXPzUnYU4fF/abt6Xb+8aZpGLcf/eZ7C6Oal5npvty++1E9q+VrzbW4b23D/H82P5krx/KGY+A8EQAAEpkVAOUf5LM230Yvy0W533Zt/Y/+bP5R3da24z4+l3JobI5tXH39kYytdqzSna83rLpfL/u3b/fXL80mvdWlOj3PqikN9ZPvHx+t2tr5+uL/wneq6GOPhGARAAAS8J+3LXUJJeehK+ZC95OpIM41qWt201hPQlQRWB/EtutJodVHf7a6yYjhuLNJxfZ+18bjeSZDqaP9fTri6LW5avNDTTYs+a4PRF286Rong9o+bdlPntrgBVHQWzsYnt4Fzm+NNS9u5/vqjufl4dZi76+MGMR3LZxAAgXUiEMVX3FSkOSgKHwki5xqVMd94lul4909v/JU2M86V0Uf0H+NSLrpSTu64Pjg2l7IT41HMqdh1X5Xx2qO4PadYRgzj2CHH8h+FbXp9ibk2zde5nJ76bOf79bq9MXr18eYwd9VHfNNxfAYBEFg3An25q29f2pd/lW90s9D5rUuYyn5Xm1CTj9jedc3J9V036o8nOoRt5XMdF4UXXCzjRkWhdC06L9pzLujtgv0owXy/+GMsOrZwvvkojz/au/vpZszCMwdd3MyovbSBSTcpcXzcDCkRXu/0dOC2tamn2Wns+qyEpB65Oart6uPxE/RzMM1hQB0IgMD0CCiX3LzVmxY62j959AZEucLr2LnSudVvb2iM+jnH9UUoD8oxtqm+ykFXL6+aK+WhDjEq+zFf6rNjTOPyHGL/Ukx6eimRl8t9rtO8FWvz9aa9jZmK5zTn9vnsakuva7dfdU05vq547rKjMYdz0iG0NQdhrhg9n1jm/EQfXfFSDwIgsDwCzqta0+m6Va70Wo9511GX8q/a9ZaH/rOfNLcqryiHp77tQ+PiG336nF5z4vXDfnLx2ibl/AggbCtjHu+ap660kH2h9wLR5yjuNEaLMS4m22kXes8my/1ypWzad9oeE4z8Xn89FoNOQL7j3zdP2Ze/NMm4PiaFOPeIj/r6s8qcLbd7PsLn+u1+Eygf3ljaXx8GtkEJAiCwTgTa9X13syuNMIqo2KYckAq92O5j5ZK4+dE4PZG8bW57x8uv84tspXEo5+TsxjdpHENf6Xhy43wtcY6+1c3MjhuB6qNcqjjdv1T6WiT8/cS2L1a3KS4J8x/CMPN1ELfHOV3rRuTL6wNmEb8+DOyTEgRAYH0IKHd0vW2S5lBF77Veyr9xpume0/vGNLfHMX1xqV/ummO70Q7HyyKAsK2EvxZVaYPgdovDGIoWkF9H7hKg6tP39MD2bCtuSJxUlDC6nsBGsRoXtOZmoejXz2zn5o8fD2LSOPvSOM1FicBzj6XiU+JyPOqXzl2bn7gpchJ04vOmyMlLryJrY6cNlQT69dv777V5rHGiBAEQ2A4CyidRJDpy5YIu8aq84Dzo/mlpYWiBGnNOn+20LbUjP85LfuocbadxxM8Wns6HMXc5H8f+OlbujcJTYzRecTrHOid7bMzXrusqo33Zibk8HhtH2xEGvjEZ/cVYjN2Pu1eRlbvbPP72prluf+Phtp2fry22TQkCILB+BOK6T6ONuU1tMUemOTYd68/OH8490V+agz1GpXKQc1Os93GuPdp2P8plEUDYVsRfhI8biygUu9x6QWpjoEUpGxK43tB0jSvVy278EY648YjH3ihq8dunE8vN15tWpOp1XsXmjZJ967PGd70KLD9xU6kkpdfXnHxkJ266YgxqS/E0VnF82s82VKqf7N9K3AY8HD8lCIDANhDI5Q7nA+UZ5644G7fn2mI/5QrnQY2JN9Lkt0s0q803+mxPGyHbUl207T7pRs71aelc5rnHvB2PlefS/KaxfjKr13klbHUT0l/vsC/Fm+ZTt6Wlr026MXsVbhjGfunc0mtgDg+Ndz/PQ095/UrgtWL8Qzcq769R0SfHIAAC60ZAuaPrplTMGWPyr2es8cqHFqipr66co/HKf7nrg8bIZty/2l8u77uNchkEELYVcfeF35sObwD82aU2Eu7rp7da0F2vj3nBjgndGwQ/0fRYLUrfvXedY3F8Wuhx8XrT4f5e9Lq7HjeBaldbLhk4YWlDJD/uE+PR2JhkUr/qe/Xy+sHNA8dk3ylW9muR7icncRzHIAAC60XAuTHmhjRabW7SdtWl+SAdZ9sWd8oxue+OOk/H8TFHut72nEtVRqGrfnEj53G5Ms2H7pMTo97cxdzqTZvye7zhaju5WGPcOhZ+sZ/xtG3ZivHEueX8qu+1fu05851l+UmvJ7IvHOQ32vYcKEEABNaBQJo7nVMVnXLBEGGb2nA+yuXfdNbKLcoTyhceF8s0D2t8zGOpPced3gzM5f3cWOrmQwBhWxHr9EIuYfZDd5rv/vkbXbh9HMPwpiTdmGmBWgDG/kOO7Uuv+uY2al7wuYTRlRg0xv292Ymv+iou3V2XeI1JzX01P2+ChJUSRteryCmWsu2Nje/gGwf19WvcnpdKx+D5+LPHUYIACKwfAa17C6quaL2pcbs+5zYybnep3NDXT5uYMU9sbddlunFSLsyJN/ePpWJzzox5LT1OsXG+Tfv5c9o/+ozHaewxJ8e2eAPSOVp2Yr0+a7w2t3rDR2/RxP98DXSMKn1ePB9/juM4BgEQWD8CXvu5BwsxZ6Qz6cu/ad+uXN5Vr/Exj6X29Dnnv28uORvU1UcAYVsRY1/4tZAeXKA/6lWwq2anX/gM/7as+6nOF29tZFyfbkBkf8h3bDVF2cuJaC3U9ImtIfHmIgpsxXL9Vr8qd/9vKsY4PGfZ8HHqw/Xqo0QSMYh95Uu+c7FrnPHQmPQVQMXuuGUnboI0Vucj+vWcKUEABNaJQMyJaYRRNKX9lAucK+K4tJ8/9+UF5ZouYSvbfZuyNncq77Tbo30kudwVY4zHzoexTsdpDnW78qxu8MWboZqjrgO75Gajx/SVqZ80jyvfaj66cep8azzS2FMcZdv5WjHItp+MpOcl9dEXM20gAALrQ0DrO+4hY4TOGbHOx7m84VyT5qeuvJ/uB21bZRpXzHFqz+Vw1eWuL9Eux/MigLCthLcWhJ8amvTefPlC7aeduRDcRwLM49N+8jFU2GqR52wpUaTC1rGnG7yYKLr6eJHLbhSbXckkTUZxjhqjzY5LtRmXFJMcFrLtGwrCWk/L9Xq3EqG/B5zOMfrnGARAYD0IWNB4TbvUGlaO8GeVzg/OF7FNx8orbrOgUr7wJqlr1unGKu2nOOxbbTHmKDA9Tj5jf9enpfNt7pqRy6HK1elc0hyZ65P69WdhlT5Zlr34SrNj1PnwsXGON1WFUW4e8foivxE7n1OfZ/kYcr4cPyUIgMDyCDjnxnzsPZjXttvS/KXo0/wbc4BzTt942ZCfnG21pXkujTfNW273HJZHmAiEAMJ2Rh5I2Oq1XC8OLwptePTjGPE7te4zRXhxA5ImDycBlzm/Sh5qTxdvTALuo/GaY24TJ9+pfY1L7dpW6lPz6BPyTno3/9M/8XP1YMNorL2JFa6uS/1PgTk2QAAEHh8CY3KK81Xu+6UpculNUefrXJkKZQvE3GZOOTntb98SmtF+7Oc25VPn65z9VKymn+3LpWzJj/ql1wrFml5XVJfza3uUIAACIDAGgTE5ZUzfMTHQ9zwEELbn4cdoEAABEAABEDggoM1OelPu0Hh3YLEZb7SlffgMAiAAAiAwLwK+OVm6YaY8n958mzdSvHUhgLDtQoZ6EAABEAABEAABEAABEAABEACBTSCAsN3EaSJIEAABEAABEAABEAABEAABEACBLgQQtl3IUA8CIAACIAACIAACIAACIAACILAJBBC2mzhNBAkCIAACIAACIAACIAACIAACINCFAMK2CxnqQQAEQAAEQAAEQAAEQAAEQAAENoEAwnYTp4kgQQAEQAAEQAAEQAAEQAAEQAAEuhBA2HYhQz0IgAAIgAAIgAAIgAAIgAAIgMAmEEDYbuI0ESQIgAAIgAAIgAAIgAAIgAAIgEAXAgjbLmSoBwEQAAEQAAEQAAEQAAEQAAEQ2AQCCNtNnCaCBAEQAAEQAAEQAAEQAAEQAAEQ6EIAYduFDPUgAAIgAAIgAAIgAAIgAAIgAAKbQABhW+k0/WiaZvfyptntdsW/27f706AxVy9vmuaPm0NUVx9/ND8+Xh0+n3qwe3vbNF+vHwy//tr02s6NuW2a5ual7Cja4//SdvW61pwatRz/F3G6eSkc7u2W4ju2Rg0IgAAIXB4CN38o7+o6cJ8fS7k1N0bI6JqSXgtUr3xful5d75Sj97lc9m/f7q9Nqtntro/Gpzn98s4MMwIBEAABEFgTAgjbGc9GKvpS19qoRGGbfk77j/ks39c7CdL9pkRjc8LVNuOmRXF0iXSJcvXd7a6ONjW5TdLVbtfc/iHBf78JipusiBHC1meDEgRA4FIQiAJS+TDeyOybY3qTs0u42saVbmbe3SRVLu3Kx+7jcUPLeI3IXV9iLh9qk34gAAIgsGYElNfi/pWbd+s7WwjbiufEgs/CLb3Qa7MRF0UqZLs2I37COzb01t9HCdB7UZludnxH/uajov3R3t2P/tI5pDGk7ZpT3xPb9OlBHK94p3hancbIZxAAARBYAgHlw5u3eoNFR/unp865pXicS68+9r8JpJypa0/z9aa9jXmlG5rJW0C+JpV8drVHca5ryO1XXVOOryvx+tZli3oQAAEQ2AoCyq0/Pu7fflRO1kMf9qnrOnsI2xnOhzYBEocWbbfNj3YTEAVjKmJv3u4ePL11mOrncVpgV7urB5sW9yuV6d3/2D/Gok3X9dfuV9T8xCE+HYi2fCx/jtt1KhG2EQ2OQQAEHhMCyuHXyuHhTZoh89e1JH0Dx+O82fJNy1vdzOz5WozycipUPTZXWogrdr+KbN+UIAACIPCYEOja2z4mDNY2V4TtjGfEwtZ361PX2pD4VWQLT2044t2gU4StNiB6VThuSPx9rb6YoliNGzCL0bi5sp2bP348ENsaZ1+eUxTOceOk+G6b28N3eNUvzj3Fi88gAAIgsGUEhm6KLDydD/XZT12dj1McUuHpa4lztd/IsU2Nj/k6tZd+jvYVQ8zl8dhxpuP5DAIgAAJbRsA3EWMO3fJ8LiV2hG2lM9kl3uIF38d+6hmFbQwrbn5OFXuy7VeC+zYhfnUs+nFcN19vWpF6pdeU9epZIrr1WeP9RNrzi6XFteanDZZeX4sbn7jpijFEPDgGARAAgS0j4OtDzIel+TgfOm/GvBqPlU9jvpddjfWTWb02rB8A1E3I9Glxl0jOxSZhqxumun5dvb3O3oSMAjxngzoQAAEQ2CoCyqtjcvhW57m1uBG2M56xKNpybi0g4/eh3E+bCG1C9P2qU+4OpRsd283F5A2LN0vyp35+9S0+yZUdb9J+fL0+PHG2/a6F77lqQyQ/Tg4xHo09Za72TQkCIAACa0bAeX3Iq8hd+TAnRiUonb+dW9VP+VQ+c68QKyf3vbIsexLHsZ+/XmLbwjrGg7BdM/uIDQRA4FQElEdP/SrgqT4ZNwwBhO0wnCbpFUVbzqDFnp+M6lUxb1D8JDVuIHI2uupkW09s9apv7kc+vAny0+Nox8LVfWLp/t7sXCd37q8//mjv5sensu6rTZY3Qd7g8SpyRJ5jEACBS0ZA14T0x5265mthq5wZc3B6bLFpO863aT9/Tvt7XFqm154okGNbvPGJsE1R5DMIgMDWEVDeTt823PqcLil+hO2MZ7MkbC0gLWK1KUg3HXEDMeaOkYVt+mSgLyaL6vjUVDFev706fG9W8MU44mbHx6kP12us5hNFb+zrjdyMpwhXIAACIFANgZj75KTNp+Hfhu1z3JUP0xxqG/IVf1tB9b4O7N4+/AqIx/SVqZ84F1+XlL+14YvXsJjf++zTBgIgAAJrR0B5jye16z5LCNsZz08UbalbbVq8GUjb4ud4B3zMArNITYVyLiZviNINSRTaXX00D/mQXb+6rPi75pduluJcuzZysQ/HIAACILAVBNKnp37jpRS/822ufy6HKlen15P0epHr0xWH4vYPG7qP7MVXmh2jrhs+jjdFPY4SBEAABLaKgPalftvFpb/usdU5XVrcCNsZz2hORA5xb1GqRXTKAoobkNyi9OJU2bVxUlsqdONmR5srj9f3ZnNxyndqP7cps62czyF40QcEQAAELgkBv96bCmPlyPQvd/MyPkWNuCgnp/3dHq878hH7uc1fJ1F7KqRlR/3iONumBAEQAAEQAIEaCCBsa6CKTRAAARAAARAAARAAARAAARAAgdkQQNjOBjWOQAAEQAAEQAAEQAAEQAAEQAAEaiCAsK2BKjZBAARAAARAAARAAARAAARAAARmQwBhOxvUOAIBEAABEAABEAABEAABEAABEKiBAMK2BqrYBAEQAAEQAAEQAAEQAAEQAAEQmA0BhO1sUOMIBEAABEAABEAABEAABEAABECgBgKrE7bffn5v+AMDOAAH4AAcgANwAA7AATgAB7bIgRqiDZtlBBC2CGluJMABOAAH4AAcgANwAA7AATgwEQfKEoweNRBA2E5E4C3eTSJm7oLCATgAB+AAHIADcAAOwIFpOVBDtGGzjADCFmHL3Tk4AAfgAByAA3AADsABOAAHJuJAWYLRowYCqxe2u92u4Q8M4AAcgANwAA7AATgAB+DA4+TA1p4o1xBt2CwjsAlhuyiZv31b9u4V/sF/oruHJ60j+Af/4N9yHGD9LYe9eA/+4E/+W44DYf3pZsZJe5gFz19ZgtGjBgII2xLpw8JaZFHhf9lkBv7gX8oRNdvhH/yrya+SbfgH/0ocqdkO/+DfHb8QtjUk4GXaRNjWTMrYXjYpgz/4b50DbOyW5TD4g/+SOQT+wT/413IAYXuZIrTGrBC2IWk8e/G++fZTf9P+MlrO3py+cv7/+vC9+fOpXu34PMt8czFQV59nYLwsxr/9/N40T1833z48Z53NkFfh+7J8B3/whwNwoAYHELY1JOBl2ty0sH315Xvz6uk/mm8//5fdND558d/m25d/N7sX/212u18Pf7lF9+6nbGnzeS/0Pv383rz79vpg+8l/3jff/u/+s+2o37N/qv59Izvv/tO/ic35kq0/v3xvfnuzH6sN8d/aEH956O+3L5+bPz98P6r/843ifijKZePPFxp/Pyf5Uf1fsh36R5uK49uH183vH+7tSQg3u93RX9ywexMf+/2t70WEOfytmwdfXje/ycfPz03z4n1r8/cX99+fSOPzGOOdln+dcUPid2GUnPd4HlJf/pz6/PuN5vFLo/n++eF1eywcIj4em87P9SrTtq65x/p4bnI3KzSfP5/+csQD+Ytzle9anBszt3hOIgcdr3COHPvtzS9NHON+cS1JXGpMxCdirfG/vzhet3+/+dzIvmzqLz3v9iV8f/+pvq8bn5vftU5/vj+KzbYo2QDCATgAB+AAHChzAGF7mSK0xqw2K2z34vBfzasv/zsSt88+fG9F7KcP/2p2T//dfHrzr+bdl/813778t/nUCqrjRaQxn8IG1onm2W8St8+bZ9/eN59+e97s/vm6efXPh086X/3f9+bdb6+b3a/Pm92vu+bJP39py2e/3os121PZ5asVIC9ePxBG3sBrc62NuITqnx8+N79/ed1uxLUh12a6S9j+/eJeZHlTLyFkIanxze75A6Fgn/uN/r24VeyOIRXLbvv9zUMhnotLfTVXCZRU+Mm+Rchfu13z+8/37fzaMRnxvq9XjA/Fu+qH/Dk+C2zNXX5/uxPjjlP1MdY/3zz0GQWPbxLYtuPQTQkda47GyefP9aW5+3ylNwzi+Binz9efXz43v7+4F2iOaS7OjTmvf+k83+Fvceh4VRozxa4bMLJ9dKOmvUn0utG8/9790vzZitaHXNb439ubEHv+//10L5h1/uNNH583+Y7n2TGJC/Lzl25svHnd/Pbhecvhv3Sz5u7mUJyTx1EOW6PgBE5wAA7AgcfNAYRtDQl4mTY3KWzbJ6RP/918+/nfVijoye1u94/m24d/HcTMkzf/a8Xts92vzasv/22ePf1Hs3v6r+bJ7tdDn5gon4XNdKzX8avfPrfidvef9827/+yaVsj+514k+Enuq2/7p6af/u9zI0H87bfjJ0Cyl/OlJ0MST3++0N/r5i+JOfjuOwAAIABJREFUVx0HASXB5KeBrej7oKdB79vNcxRR2uh/+/L5oYC6e3ok//IVxY/qLMba4zvBoOP0z0IpJySjeLE4lpjeC4O9qLMYcWn73vjLxm93YqAVDG/et2JB9lIx56dpFhYSObY3pFQMeqrnWCSihGd8cuc24fP3i+MbAMbRT2w13/05U9z7c3rfZ//Z2Lj0TYahc1e/3JNVzdlPCz1/fZZIN6d8c6PtOyPnhs7NotXx6/NfO62je1HqPj43nvPvH8Sxzwfc/9a5eKobQp8PN0uEuZ/AepzXjniqmz4+X44hlvd9tTY+7594f9jjG5/Y/tneRNhzXuNl136jveIx37EbtaaLeGZyWu8Y8Af/sZyZsj/8g39T8mmsrRXxD2F7mSK0xqw2J2z1pPbJTk9g/93sdv9qxeurpxKr/2tfOf705h/t68Cf3vy78avI7758bz59+W/z7s2/m1etwHso2CSUX2Ve2dWGR/4+3b2O7FeTVerJrYSrRO6r/7xuX1F+JzF7twF/peOO15a7fGmj/tfT56149dO1tk5PNiW49BpyeGL714vn+9eFP7x/8MRWIkJP/iQE/3qzfwUzikJv6OOGLr7Oqs2/NvfexKdtFmQu1Vd97MOCQ/Z1rCdhEp0SerFPfKX0dz0tvxPjFrYSi3/q1eyD0N3fOJBdiRsLUIt/PXW1eBgSs16Hbn3cfdd4L5Q1Fz192z+1U/x+xVgC0U9a7dMY6rMEVCsk7578a6xfh22xuHvirPr968/711T1xF3tUfz1zb1L2O7tiiv7mxrigM6N+os3FmKaj3HSmDk4N2RuOqd/6+2Buyen5peefOqtAsWcO6/m337N3N9AkagVjuKcntjqaeqB2zoHwkTnNNz0iTd4fGNC3PSTdMck0exz254P3YwKT2yN94EfCRdcXyxXtLEoxjp20zSkP/NnYz+EJ7X6wD/4V4tbQ+zCvwP/ELY1JOBl2tycsH315n/Nszf/bp/Afvp5J1aTJ7Z63fjZh/81fhX53Zt/9QpbPfF9l3lNUxs5idV3P98fXjPWq8b605Pbffvn9omuRKye0rr9iV5DzgjbLl/eRGvzHl+L1UbaT9nap1d3rxZLeEn06SmRhJ9FqGLSRtsCzJvR2B6FrYWCNv8WbtroNy8kbCVI75+U2Xa6abcP21LMEt0qJQD2AnQvOH7X0+Av7w9PiNNY9dkiwvP2658u5S/OJ4rMODfH1VfG73DKjl5Nldjz018fW/AcyvAkXfZ1zloMP0hA7Z/MWsTbv2Nu/egp4k43JiTY7oXtkLm3Qir5/nUUtfLnJ+A6Vv/cOXOcc3BuyHl9IDDvbgL46awxVKm6lvN350m881NvtXv9xJsz99jvb47o6a5e6Zewjbw9OmeBC7JtOzEe49v3xFbnx0I4ji0es7E5bGyKWA3ZKI7tA/7gP5YzU/aHf/BvSj6NtbUi/iFsL1OE1pjV5oStNzd61VjCVU9h/WT2vu2/zbPdP5onL/7VvHrxj/b7te/0/do3/27eZZ7Y6juv2gR7vEsJ1fh9Wj+xdbtLP50d8sS2y5dsWUTZrl+tPHyWSNH3aRWvXi+VEOsQthZIfsIUN/4SNHG+tqcNup6WtiKpfbr1ywPBoDi8idfTP8fl0nY8DwmVP1vRdi+OJWx/+/L+ILxlL4pwxyCbUbDGzxIifuIY63XsH6XScelPcf7V3iiQENcTuD228TVSz8Vzs800NgtbCXqdGz0pTIWMxKaeRhr7du56Sh2ErZ9Wp/bjZ42LryK356vjx6FaTDqErdo8P8+rFueGnFfH0OJyh4niS3H0uWjb9CNn+l7r3Q0RY+t5iesSq35i6yfx7dzv1tEDQX1X51hsx9+zzQnb1pa4dPfE9i+9AfBFr4DvX1dWe8pZ26csr1MwAiM4AAfgwOPmAMK2hgS8TJubFLb7H1/6R9MKzTf/bkv9SNS7F/ffn9WTXX0H99UbfQ/3f40+P9GryO1ryw8TRNc/vSP77WvGdyKuJGyHPLHt8qWk7U20E3ifyND3PaNYjRvuw8b/7qminkrqKZd//Tc+4dLGX9/rjULYT0odRywlIHJP/xR7fLVYYkKvQUchIV/a9DdPj7+rKgEusTpGADmuKPpcN6SMYsj4SXxanMqG5xXn0daHJ7YthuGfTmqfrOuV8vYHi+5vAMSnqI4vPpEcMnf1jz/2JSEn/76BYRxtX2XXOWvnkTyRrMW5IXNzzBGndE2oj5+yu022o9CP8/J5Tcu2z52ILT2xffDq9t2T5EOsd78W3n6f983+6bveGtANDNX5yX+ck8dSPszD4AEecAAOwAE4kOMAwvYyRWiNWW1O2OpJrQSsvvuq79jqO7W5RaBXkfWDUu/0y8ihn14Fjv33v66sp7X3AiS2+7j19+vz5tO3+x+Ncpue2D75z/4Xkf0qskv3UdnnS5triUG9DmyR+dcL/Urr/pdaHzyhTJ4q6Wmhxag2+/5+rp9E+cnR4bOeIN39cz8SSvpeo54yOlaLOdtM6/1UzPUq7UPHGv+X/vmT9lXpvRDLjYnjfSyR4vl7zhYeqQ2LPPezjaGlbwC0T1vvvtdpca0YUn+y2+VT4lrfzZWwtAg2jo7P4srxSZDGV1/HzN02hpSym7sZMTfnSuc1xTby2vMUZvG8pBiqn+e1f3K+Pyd6rV43BCKndf5zPwimcxhvGtl3azv5p6XuY77PIemNFvXxTaVoi+OHuRg8wAMOwAE4AAdyHEDY1pCAl2lzc8I2R3jqxidCbf7jJh8Mx2MIZmBW4oBvVkQxXhrzoH1F33F6ENeAV/0n6c/8DzccJ8Fz7HkDf/Afy5kp+8M/+HfHJ4TtZYrQGrNC2JaSMImVxFriSM12+Af/avKrZBv+wb8SR2q2wz/4V5NfJdvwbzX8Q9jWkICXaRNhS2LrT1wk9n58Svw5tx38wf9cDp0zHv7Bv3P4c+5Y+Af/zuXQOePh32r4h7C9TBFaY1YI23OSHmOXTXrgD/5wAA7AATgAB+AAHLhoDnQJW/2YrNqe7PSvEdz/VswT/R7G3Wf3Ub9X4Yc+a3+9o4Zow2YZAYQtyfCik2HtxIV9vmcLB+AAHIADcAAOwIFpObDb/droT7jmhK1+DPbJ7peDgFW//Q/LPj8SumrTv2yy6/hh0BrnrizB6FEDgW0IW70O4r8oRF2Xvi5C/V6sggM4sF72uQMcwIF8SD4kD5AHyAOrzwMWtC4tbFNx++TN5+bTm+N/qUQC9okEbHiCa+Ean+S6rlZZQ7Rhs4zANoRtvBjNfawkOLfP6A//4B/5MPcx/IN/c3Mu+oN/8C/yYe5j+Af/5uZc9PcI+Wcx69L771TUqn734n37JFdt8VXkLmGrJ7yvnkoI9//znvZ5blmWYPSogQDCNiaR3PEjTCwPFjPz58KeWxdz1cE/+DcX13J+4B/8y/Firjr4B//m4lrOz4z8s5B12e5Dg/8uYet/Sk/fo333YtfyJSds5xa1ip//lkEAYZtbzLEuLKwHgi/2qXmMfy5sNflVsg3/4F+JIzXb4R/8q8mvkm34B/9KHKnZ/kj4ZzHr8rDXDvPPCdsoZuNxKmyXELUI22VErbwibGsmJWwve1EEf/CHA3AADsABOAAH4MAqOWAxq/IgaDPnKidsJWD1Y1Bqe6ZfRf75/vDjUaprx3x43ui7uP6sMve93D7fp7YtJ+0et2eEbWYBnUpixk37i3jgCZ5wAA7AATgAB+AAHLgsDkRBWxK1OvetSN3Yfv1xy8vlZo+w3dhCIblfVnLnfHI+4QAcgANwAA7AgcfCgbGiVrggbJcTilvzjLAtCdvwjv8iSQf/va+nVD8n4A/+pRxRsx3+wb+a/CrZhn/wr8SRmu3w76L4N1rQhvOPsN2avFwuXoRtKSmHhVVdROViwf9FJfbRHOL8c/5zeWGuOvgH/+biWs4P/IN/OV7MVQf/JuPfaFGrcxzwR9guJxS35hlhW0qQYWGNFiUl20Pa8T9ZYj3p/IE/+A9Zp7X6wD/4V4tbQ+zCP/g3hCe1+sC/zfPvJEFrPoXzj7DdmrxcLl6ErRcQ5bIJFPzBHw7AATgAB+AAHIADF8GBs0RtwgGE7XJCcWueEbbJ4jnpqR42LiIJc+758Q44AAfgAByAA3AADpzOgSkFrc8DwnZr8nK5eBG2iFJEKRyAA3AADsABOAAH4AAcOIsDNUStxC3CdjmhuDXPCNtSEgvv+PvO0awl/s9KsmefK/AH/1KOqNkO/+BfTX6VbMM/+FfiSM12+LcZ/lURtOH8I2y3Ji+XixdhW0rKYWGdLZJKvnLt+N9MYq/CD84/5z+XF+aqg3/wby6u5fzAP/iX48VcdfBvEP+qiFqd44A/wnY5obg1zwjbUoIMC6uKcMF/f+IE/358Svw5tx38wf9cDp0zHv7Bv3P4c+5Y+Af/zuXQOeNXzr9qgtaYhfkjbLcmL5eLF2HrBUS57AUM/MEfDsABOAAH4AAcgAOr50B1UZtwAGG7nFDcmmeEbbJ4FnkqSwyrT+Lw4vRfSAQ7sIMDcAAOwAE4sH0OzC1ozRmE7dbk5XLxImwRlYhKOAAH4AAcgANwAA7AATjQyYGlRK3ELcJ2OaG4Nc8I21ISC+/4+87RrCX+O5PsLOcB/MG/lCNqtsM/+FeTXyXb8A/+lThSsx3+rYJ/iwnacP4RtluTl8vFi7AtJeWwsGYRUmk8+F9FYl/k3IsLnH/Of5oT5vwM/+DfnHxLfcE/+JdyYs7P8K9ZTNTqPAf8EbbLCcWteUbYlpJkWFiLiBv8c2EvcbRmO/yDfzX5VbIN/+BfiSM12+Ef/KvJr5LthfkXRe3S+1+E7dbk5XLxImxLiYX2ZS9s4A/+cAAOwAE4AAfgAByYhQNR0Op4EVGbnGuE7XJCcWueEbbJ4lnDAiaG7f9yIOeQcwgH4AAcgANwAA5siQNrFLXCD2G7NXm5XLwIW4TtKu7GbSnxEysbFTgAB+AAHIADcOBSOLBWQWt8EbbLCcWteUbYloTtwt9xiF+e9wKftWT+ywp/8Af/Uo6q2Q7/4F9NfpVswz/4V+JIzfZHwr9OUbui+SNstyYvl4sXYVtKiita2LMKWuPC/NlYmAtLlPAP/i3BO/uEf/DPXFiihH/wrzLvoqg92mOuiH8I2+WE4tY8I2xLSWNFC/so6ZRin6Kd+XNhnYJHp9qAf/DvVO5MMQ7+wb8peHSqDfgH/07lTmFcFLQ6zu4vV8Q/hO3W5OVy8SJsC4s/u9gZk0+C4AIucAAOwAE4AAfgABxYLQcGidqVnT+E7XJCcWueEbYrW7wIaX6MAg7AATgAB+AAHIADcGBKDmxR0Hr+CNutycvl4kXYImxXe1fRCY2SizscgANwAA7AATgAB07jwJZFrc55Tti++qL6X9o2tX9680vzSX2fvm7rXj3dNd9+fs7WzcGj5aTd4/aMsC0J2xV9x2COhXjkg/kvK/zBH/xLOapmO/yDfzX5VbIN/+BfiSM12y+Af2cJ2hXNv0vYvnvxy4M18uzD9+bdCwna783uxfvm24fnTa7uaK9bgUePW14uN/ttCFstLv9F8rkuXXzU7xc6OIAD62WfO8ABHMiH5EPyAHngEeWBXlG7JRzuntim4lZPbFNh++TN5/bJrYSrBW2uDmG7nPCs7XkbwjZejOY+1uKf22f0h3/wj3yY+xj+wb+5ORf9wT/4F/kw9zH8g39zcy76O5F/vYI22i8dn+h/sj1z8J+KWvmIryI/2+kp7fvDU1q1W9j6yW2smyzGHgxrCzjs5xFA2PaQcg7i4+O074uAG7jBATgAB+AAHIADcOCeA5OJ2pXtjXPCNp53P5V1qTYL21xdHFvrOC+7qK2NAMJ2ZYu31gLD7n3iBwuwgANwAA7AATgABy6FA5cqaH1+SsJWT2X141EWsxrnJ7W5OtutWdYWcNjPI4CwRdgu+6oR+IM/HIADcAAOwAE4AAdO4sCli9pWpLavGj+8EaMnsRK8+uv7BeTcLyXXFLS2nZdd1NZGAGFbSqThHX+TddYS/ycl+snOEfiDfylH1GyHf/CvJr9KtuEf/CtxpGY7/OvlX3VBuyL8S09sJ9vzTcjn2gIO+3kEELYlEq9oYS+ycJl/74Wl+jkBf/Av5aia7fAP/tXkV8k2/IN/JY7UbF8x/6qLWuG6ovkjbPMijtpjBBC2paS4ooVdXUTlsGD+bCxyvJirDv7Bv7m4lvMD/+Bfjhdz1cE/+JfhWhS1VfeFK+IfwvZYwFGTRwBhm0kaVRMF/pa9UIE/+MMBOAAH4AAcgAMb5MBsonZl2CBs8yKO2mMEELYrW7yI6oc/DgAe4AEH4AAcgANwAA48Zg5EQavjx4YFwvZYwFGTRwBhi7B9dAnysV0QmC8bQjgAB+AAHIAD2+TAYxe14i3CNi/iqD1GAGFbErYr+o7BIhcl5r+s8Ad/8C/lqJrt8A/+1eRXyTb8g38ljtRsXwH/oqidfQ+4gvl7zgjbYwFHTR4BhG0pKa5oYXuBz1oyfzYWpTVSsx3+wb+a/CrZhn/wr8SRmu3w79HyLwraxV49XhH/ELZ5EUftMQII29JFaUULe1ZBa1yY/6O9sLZ84/xz/p0LlijhH/xbgnf2Cf/gn7kwY7kKUav5roj/CNtjAUdNHgGE7YzJahFhyvyWvTCDP/jDATgAB+AAHIADBQ6sRtAW4lxiL4uwzYs4ao8RQNiucAEvkTTwuc0fleC8cd7gAByAA3AADmybA4ja/vOHsD0WcNTkEUDYImy5iwoH4AAcgANwAA7AATgwMwcQtP2C1jdsELZ5EUftMQII21ISW9F3DLzAZy2Z/7IXevAH/1KOqtkO/+BfTX6VbMM/+FfiSM32yvwritrK/ot7yRX5R9geCzhq8gggbEtJcUULu5iESnM5pZ35s7E4hTdTjYF/8G8qLp1iB/7Bv1N4M9UY+HeR/CsKWvOH8384/wjbvIij9hgBhK0TSFdJYjkkFoT1sFdmJsUJ/sG/rtw0Rz38g39z8KzLB/yDf13cCPWDhWIYM+g6PTH/0jj1uTeOif33+sphsyL/CNtjAUdNHgGEbW4xU9efbMEHfOAAHIADcAAObIoDo4XVys9vbj6uGy3iKs/VcblcW3xrjwdhmxdx1B4jgLCtnMzWniyIb4GnsHBuU5tB1ghrBA7Aga1zwIIqV25xbuk8PIeuerfPXa4tnrnnP5U/hO2xgKMmjwDCFpGByIADcAAOwAE4AAcukAN9wqqvbSpBUsNOjDtnP7brONdnjrq1xDHHXGv7QNjmRRy1xwggbEsXshV9x6B24sjaZ/6LXRTb8wH+4F/KUTXb4R/8q8mvkm34dxb/hgir3j6V8N/9umv0l91zRE5k/Md4S+NjXx2X+h+1Z/wf9Ynx3h2f7dc2T/Q/JMZBfVbkH2F7LOCoySOAsHUC6SpXtLAHJaKueZxaz/zHXwxPxTo3DvzBP8eLuergH/ybi2s5P/DvJP6dIqyyYybGP/URP2f3N8F/7KvjbP8Mh04d19oP/mfxl8Z/gv+hcQ7qtyL/CNu8iKP2GAGEbZpI0s8rWtiDElEa/7mfmf/gC2iV8wP+4H/uGj5nPPyDf+fw59yx8G80/84RckdjJ8Q/td33+XAtvfOf9j20j+DXSTZGzP8k+6X4R/g/BZPimBX5R9geCzhq8gggbEuJhfbRF9ZisgRTMIUDcAAOwAE4MBkHphRWc9tK/XV9Pndvkdo9157H17Jr+5TfG4RtXsRRe4wAwpYL62QXVpIvvxwKB+AAHIADcKCfA4O+Xzpib1JDWKU29XnseU1tDBmfjvHnIWOH9rFNl0PHpf083mXazuf+dTAGH4TtsYCjJo8AwnbExWPMIqTvdAkNLMESDsABOAAHts4BC6BYnjOnaEfH59jqGpv68Oeu/qp3H5d9fZdqc2wux8bhcS7Hjqf/uHyGsM2LOGqPEUDYloTtir5jsEgiZP5VNguDzyX4g38pR9Vsh3/wrya/SrYviH8WQLmy83rQM//UTqeNEsZ97cF/6s+fU7+ud5m2j/oc/I8a1zenpM1xqjzy0eG/d0xi/8jmmPYO/2fZ3Kh/hO2xgKMmjwDCtrTISSzHyb6E2ZTt4A/+U/JprC34B//GcmbK/vBv8/yLIigVT31trXjpOP9xXFWRM8B/jCUeTxJXh/9JbId1GuPW8cF+xn/se+gXbE1al/E/qf1S3CvynxO2zz7sv3urtldP9c9HfW7etW8MPG+/k/tsp7r32bo5cMzLLmprI4Cw3dDCnmMhHvlYUWI7iq107qZoZ/73F/kp8BxrA/zBfyxnpuwP/+DfGXyKIuiBYAo2e/tk+Bf7V78mZvxHnzGWeBz7nHVc8H+W7XAOZCfGr+PWdvCfbU9sTBlP6n9y20NiD/Nf2n9O2MaYdi/eN98+PG+evPncfHrzS3v+fOxS/eNxHF/juLaAw34egW0IWy0u/8XF6Lp08VF/n5SNBbjtOQQO4OA1Qd4gryofwAeuFxNfF3pFUAffOsfc9T9q77ADn+++u3kiPjmcj+rIG/ucMRcO7Y2HXecvI3+SYH36uvn25XWjp7h+eisRK7Gbq6shZFObedlFbW0EtiFs40WH4/uEAhZgAQfgAByAA3BgNRzIiqCB56drbFd9upHm87gfJOrCK8Xbn7v6Uz8N7n04dj2xffVFT9t/ad690GvH3x+8dmyBG19Pdl2fr6naags47OcRQNgOvOBMRXTs1E+AYAzGcAAOwAE4MCcHLH5cnuPbNtLyHJuMHb8eIv7gNx6/KTHrErb24VeM/Uqy6lUnwZur87iaZV52UVsbAYRtSdjqdZZSn5rt+Af/mvwq2YZ/8K/EkZrt8A/+1eRXyfZA/kUBpOMp9gw1bI6Oa+D8R9st4e52/E/CpZPPz4rwLwlbiVd9t9al5hzFbvq925MxMTcHlLUFHPbzCCBsS+Rc0cKeYyEe+WD+XFhKa6RmO/yDfzX5VbIN/+BfD0eqi0/4B/96+He0X5u674r4lxO2Eq6q159fMY6vHfOryHnhd+m1CNtSIljRwq6exHJYMH8urDlezFUH/+DfXFzL+YF/8C/Hi65f0e3oe/K1G/7Bv6k5NcbeiviXE7Ynr6sxGJzR99IF5Frnh7A9g7RrX1TEt+x3QsAf/OEAHIADl8eB+KSW83t555dzur5zirBdq4xcX1wIW4TtsndEwR/84QAcgANwYCMcQNSuT/QgRC//nCBs1ycg1xoRwnYjF1MS9+Unbs4x5xgOwAE4sE4OREGrY87TOs8T5+UyzwvCdq0ycn1xIWxLwnZF3zFYJGEz/2U3MOAP/qUcVbMd/sG/mvwq2V4J/xYTtSuZ/yJ7D3GD+ZN/7nIEwnZ9AnKtESFsN3Jh5cKy0F1ILqxcWEs5omY7/IN/NflVsg3/mihqZ78Ogz/rv7RGa7aviH8I27XKyPXFhbAtJYUVLezZL6rChvlzYS2tkZrt8A/+1eRXyTb8e7T8i4J2sVeP4d+j5V+73+P8H84/wnZ9AnKtESFsSxsb2g+JZRFhDf7gDwfgAByAAzNyYBWidsb5cm1f6I0wzvHgvIawXauMXF9cCFsSy+DEwsWPix8cgANwAA5cKgcQtHD7Urm99XkhbNcnINcaEcIWYYuwhQNwAA7AATjwqDmAqEXUbl38XXL8CNu1ysj1xYWwLW1m+I7Dspsd8Af/0hqt2Q7/4F9NfpVsw7/q/OsVtOBfHf9eMQb+4H+XIxG26xOQa40IYcvGoj9xcmHpx6fEn3PbwR/8z+XQOePhH/w7hz/njq3Mv15Rq9gr++8VdfgHf/h3yL8I27XKyPXFhbAtXXhJLIfEUrwIl7A8pR38wf8U3kw1Bv7Bv6m4dIod+FeFf0VB63MF/lXwH7yXAH/wv1uLCNv1Cci1RoSw9QWMctkECv7gDwfgAByAA5U5MFjUVo5jsLgjDtYEHGgQtmuVkeuLC2FLwuCiAQfgAByAA3DgojmAoOXHobiZsF0OIGzXJyDXGhHCls3MRW9muJBt90LGuePcwQE4MAUHELXwaAoeYWM5HiFs1yoj1xcXwrYkbPmOx7LCF/zBv7RGa7bDP/hXk18l2/DvLP6dLWjB/yz8zxaC4A/+dzkSYbs+AbnWiBC2bCz6EycXln58Svw5tx38wf9cDp0zHv7Bv3P4c+7YM/h3tqhV7Gf4P1vU4R/84d8h/yJs1yoj1xcXwrZ04SWxHBLLJBfqEt5pO/iDf8qJOT/DP/g3J99SX9++Nbtfd8udg43yP4ras65bG53/WXOOHGT+y609nQfwP+CPsF2fgFxrRAjbmMQ5PiSRyS6MYAqmcAAOwIHRHIjiTMfk5PL3+8CsjBE8AqMtcgBhu1YZub64ELZsuNgwwQE4AAfgwIo4kAo0f97ihnSumI2Ry7n84gehCAfqcwBhuz4BudaIELYr2syQHOsnRzAGYzgAB9bKAYsyl47Tn126nvJ7+6q2cVEJJqxvOHB5HEDYrlVGri8uhG1J2PIdh2U3CuAP/qU1WrMd/sG/mvwKtqM4Owi0wL9sexhfZTMf/FexX4q/4L86JgX/1THBP/mntEZqtq+Ifwjb9QnItUaEsC0lhRUt7OoX0RwWzJ8La44Xc9XBP/g3F9dyfmbgX684y/iP/atfEzL+q/uM56HDv35QK+Kg4ypxdfiv4ivO28f4r3NejW+pBP/V4I+wXauMXF9cCFsSW3/iIrH341Piz7nt4A/+53LonPHwryr/iuKsA/84rqrI6vBf1Wfka8Z/nHs1QesYMv5nm7tiwH/V9Vc8l+C/GvwRtusTkGuNCGHrCxjlsgkM/MEfDsCBR8KBKcTZFDaKG/uVnY/HOOetnSPivbzvt67hnOaE7bMP3xvV6+/VU/2zaJ+bJ28+H+pU/+7F/p9Lc98nu13z7cvrWa61axV+lx4XwnZlF+41JBBi4MIEB+AAHKjDgSnF2ZQCwl07AAAdg0lEQVS21ny+H8s813wOiK1OPgDXYbjmhK2x+/Tze7N7+rr59uH5A8EqkfvpzS/Nqy/fmye7X2YTtI7r0gXkWue3DWGr10H8F4Wo69LXRajfL25wAAfWy/HrfKwL1sUC6+JInE3IwyPbmt+E9g+2Lgy3JefV+l4AT/yyn2yF15byg4Tr3ZNZi8a0fPLi/QPh+u7n9+bZTkL3ffsUVwI3HVP781qF36XHtQ1hG5P/3Mda/HP7jP7wD/6RD3Mfwz/4Nzfnor8L4V9WeMZ5dh2PmH/qQ5/PvnaN8H+2rwSDdD5T2x9kb8H5t/Hh/3wOJ7wadN49BvxXg3/fE1s9kX31VML18yFeP63V+d69eH8QxryKfOmytmkQtk5gXSWJ7ZAoRl0QuvAcWw/+4D+WM1P2h3/w7ww+nS3OTuBf6tOfT8rfJ/g/yU+CsWN2OYXNk2wsNP9DrPgn/yRr48CNOepXxL8uYZsTtfFprfCSsPVryvqurb93WxvLy5eQ65whwraUHFa0sGsvwqx95s+FtbRGarbDP/hXk18l22fwz6LMZTa/zuj/pDhGzL/9J3h+3f9Qy0lzbV83/PXBP+Nz9NpsCa+p20fM/9Q5947DP/lvak6Psbci/uWEbU7Uaj3Fp7X6HMVsPO5de2Nw6ui7Ttl3+VEhbDsIWZvw2B/2gwHgBE5wAA5sjQMWkSrXEHuMx8dTxmWbsRxrP47V8djx9CdPwIHL5UBO2Ka/gKzv0aZPa8UJ/7iUbDzTryL/fD9Lfrl8CbnOGSJsEbazLHAuOJd7weHccm7hwJ4DaxdnaXznCsicvbSuxI2x/Uv2aCcfwYHL40BO2K79PK9T9l1+VAhbhC3CFg7AATgAB87kwJYEWhqrPo/dJKY24vi0zZ9jHx273mXazufLEyicU87pKRxA2F6+IJ1qhgjb0mZmRd8xOCUZnD2G+Y/e8J2NeeQk+IN/5MPcx/BvEP8szFRuaf3HuLOxZ85/cUzgaNq363MnZhn/nX2D38n64H9aPo89R+AP/necQdhOJfsu3w7CtpRoSawk1hJHarbDP/hXk18l2xfIv1Rc9YqgwvxH2SphnWsv+O+NPWevo65zHon/zn4ddmN86Vh/jn2OjhP/R+0D/J41Bv/k39oc67MP/w78Q9heviCdaoYI276kojYSyyGxnLVBKOHc1Q7+4N/FjTnq4d/F8M9CqqvM5ree85/ayY4/l6M9/qf2l85Hn339S9um9t1pb8b5Z2PA/8Ws/+z5La1Pzv9qzj/CdirZd/l2ELalxEb7sokN/MEfDsCBMznQJcy66vs2waeM6bO3trZ0funntcVLPHxnEw5cPgcQtpcvSKeaIcL2zA0TCfXyEyrnuHyO4+YXvMp4gdE8GEVe6rgL96n7dfnZUv1QTLY0J2KdZ92BMzhPzQGE7VSy7/LtIGwRtp2bvakTE/Yu72KXbn77xAPn//hXYFP8wGi6NTIW27R/5HLaxnma7jyBJVjCAThQ4gDC9vIF6VQzRNiWhC3fsVhW+IL/avHPbfZdV7pIDW6/oPNvbE4pB+NVymdj2zeKf8R4LHZxbO54rL2z+m8U/7PmHDnK/Feb/yc7x/F8p8ecf87/HScQtlPJvsu3g7BNE2n6mcRKYk05MefnlfIvbvjjBsf1se6s45XOf8ycjInLrrFu7yq7xlWt3xj+KXbnYDOlrZPj2Bj+J8+zK6cyf66/XdyYox7+rYZ/CNvLF6RTzRBhW0qOJLbVJLbJN02lc692zv/R+Y8b/tw5cXuubXTdxvE3Fi5Pmb/Hqhw9fgjH+/psCP+I02RYbWj+VbjB/Odfc3E9gj/4Rz7Mfbwi/iFsp5J9l28HYTt3osDfshcq8D8Z/6HCwf2qbLQ3cv6MgctzsbAdlefausTx4MN39C6R18wJXsOBPQcQtpcvSKeaIcJ2IxtlkhsXuCU5EIXDEHHl/kvGvJRvz93lVHHYnsqpbG7dTsQEXMiRW+cz8cNhOJDnAMJ2Ktl3+XYQtghbNslwoJcDUTwMveieMmao7bX2i3OuJbKij7XiMFdcEYtaeM81F/zkN7PgAi5wAA6IAwjbyxekU80QYVsSNSv6jsEiCZ7594q+6udkQfzPFQ4efxZGC86/jXugf8/V5Vlzjjkp498+VE7mJ/qMxxn/1X0W/Mf5V8dghfNfGn/8zyg04F/9HBfzTXoM/qvBH2E7ley7fDsI2zSRpZ9JbJMmttGbUvCfFP+hm9LR5yldN3efbWeo36N+Kz//np/Lo/g7cBncr2P+9qdysK1TYunwX9VnjDPxH+ddfe6KI/E/27yNAf7r8ts4d5XgD/5d3JijHv4d+IewvXxBOtUMEbal5ERiOSSWczd16abUn3vtgv9k+PfifLcOfE5cnruxP9gprbOu9hWff8/N5RB8R/fpmb/9qhxttwvvtL7HfzWfMYY7/3GuVecbfet4JfOfBet07syf8w//6+XW3HpL68D/gD/CdirZd/l2ELZpIuHzIZFMtZnq2pTG+ql8Yef01+Ti+ZhSPNjupZwbz8flkvNyDCqXjKOm7zjHS55nTQyxfXpeBDuwgwPLcwBhe/mCdKoZImwRslU3xKVNaWzn4rHMxSOegxrCIdrf+jmOc6mB1Sn4xJhOGb/WMXFea8F6rVgR1zK5E9zBHQ7MwwGE7VSy7/LtIGwRtlWE7ZhNaezLRWKei4RxjtjXFA/2Y79bKx2/y7XF77hcri2+sfF4Hi7Hjqf/vHkEvMEbDsCBmhxA2F6+IJ1qhgjbkrDlOw6jha83oy6HJLvOvuA/Gv8xeHfi7nUxIf5FX/YZyxH+d7/upsfq27fGcbscgu9kfcbMf/fr9LGO8D/FnI2xS77j+m16Tsf1VTqe+fwfcQj/nP8SR2u2w7/V8A9hO5Xsu3w7CNtSUiSxDU5s3oy6PNqkFLDOjgP/wfgPxds4u+wdNyH+g/ylHBno37ZV9s4ntV/4XMvu4BgHzj/aizHH49hn8PEJ/gfbTrCPseq4tTOj/2zc+J90PWUxTnjwoA/4g38fP2q3wb/V8A9he/mCdKoZImxLiZHElk1sejr24C95WvRgc1LC+K49bmwP48E/i/8Bn4HYqn/E9yAcSuMnxt8xDI6/4N/2cuVgHxkMUnvn2DprbGH+fbbTOfhz35ijtjP8H9nK4Kw+jsvlg3Ez+H/gL40R/5Pln16cU9z9GfzB31xYooR/q+EfwnYq2Xf5dhC2SyTLjfl8IGDvBG26ScluSk+Yp+2oTH3w+fTv8ERcl8TWcUxxLm3LpWz62OUpfjzW5Sk21jbGc4nlGmKM8eh4DTERw+l5BuzADg7AgRocQNheviCdaoYI2xPEV41Fu1abQ7636M3pVHOwPTa6518gI5ZrwdMxncoXj3eZs+M2lbn2XF0cM2ZcztZa69I5xs9zxhz9XirWc+KJr/NzJRiCIRxYLwcQtlPJvsu3g7BF2HZu/MeI2qk3p3Hjy8XmtItNxHDq83POOUnj8uchNt3XZd8Y93E5Vd8+O1tpMyZdZc15pD5r+sL2abkD3MANDsCBNXGgT9g+efG++fbl9WEv++yD3t7aNU92uwf1r758b57tfmm+/Xx/6FtzjpcvIdc5Q4RtSdg+0u9YHERtYf7epNZIDratsob9QTYL8x9ko8SxvvYT/U+G3Yn+S7jE+HLHh/F3/tM+h/Y+7Aa+mhxtH9mtNP8jP13zmMl/xCB3PDjernkMPBdHfmaa/5FfzwP/y+VenQPwB3+vxSVK+Lca/uWE7bv2uvL8gYCVeH0i8RqErvK7+j7ZPW+ePUXYrlOOThfVNoStkov/YnJzXZp8qN8nozNwOAhbby5sK+DvDfDR5sN9VYb+h3M4ot4+VB5sTWj/ENOZca7FTsTrAWY95/EQ+4jzchgzEW5p3H2fW98j/ab2ZCNXN/W8DpxdOf4xzhSX+PlUfKINHZ9qJ8Z5sLEgb4nn7to8cj2CG7ixfu+eCLOfKe9XWwG7a5/CPsgdP783nyRYn74+CNknbz43n95IvN4/cXefT19eN8/Ulye206nIFVrahrANBI1kneU43TTNHcsC/o9EbWbOcaNa9TwkAqSqr8w824tvrn6uuhHnP56TVjxMEeMI/1OcG3Evncfh85n/Tu3BTvIL3r1YzTz/IwxX4D/F7SjGHp6dM7b1s4L5j5nv5H2Z/4MN6uT49nAX/vHEfEvX/yprY0X5J/fEVnO2aPUT2t2L960Ajq8iq+7bh+dtX4TtCpXoxCEhbEsXtkfW/kDU9szdG9YqyTTj1/5UzuVzS34uDZ9W4AYhO5SXQ87ZpWE1ZM5T9Im4DVmHY/tPESM27p9SgAVYwAE4cCkcGCNsJWI17/a7ti9eN7unrw9iV3ZePd01335+rr6XnFivYW4gAgjbjIi6lEQwdh5DxYM3rGPtn9vffodsqs/1tZXxEZNLxCUVuFs5L5caZ8q3Ls7FfpeKBfNCNMABOAAH5uHAUGErMfvuhYTrXtj6WJ/1dJcntgPV4Ya7IWwRtm0CGCtquza0tZM8G+b7i0jEYqnzUft8Y//+fK8Jiy7uddWvKXZiWSenOC+cFzgAB7o4kBO2/vEotbXtd68b+wntM/0qcvg+LcJ2w2p1ROgI25KwXdF3DLoW/Ln1vaI2mb83ruf6HDw+8a9xs8aQ8d8Vey+OJZ51tWf8e/4uu+KZpD7jfxK7XfNN6/Ff/XWp3vNZwN8czJW9dtPz3PW54H8SH12+VY//VfOP819ZCMF/+N+XH2u3Bf7lhG319X/m/EZoMbpOiADCtkTcsLAWWUQz+O8VZMG/N6+z4hD8R7+zxdLhP8aiY8ejMm0763PiP/qZ3FduLST+z5pLzn6pDv/T8qmEd9o+AP+qnBzgvyon8b96/nH+K4pb+A//02vCnJ8D/xC2Eyq/CzeFsC0t0rCwql5Au+Ko7L9X1CqmO/9x8zorDh3zny2eDv/GIMYRj91+dpnBX37OttvFt7S+MP/qceB/vnOdnvuw/quf55xv/B/yL/hXFG9d3IN/8I/rz2quPwjbC1ejE04PYdt3UbvwtqKoDfO3aFtsgxVicQyOaVahF+KI/h1DrHOc55bRpv2ca5PxC22UA384B5wDOAAH4AAcgANlDiBsJ1R+F24KYftIN5oStalgKn1eY/KNMc8VX/Sp49RvbE/bxn6e0tZY3/QvX2zBCIzgAByAA3AADtTlAML2wtXohNND2D4yYRuF0tjjtSbuOI/aMUZfOu7yF/t19emrj+P7/PTZoK3uhRZ8wRcOwAE4AAfgQH0OIGwnVH4XbgphWxK2F/Qdi5PE0kbmH+c26UXmbv7R/lChGceMiSmOG+prjP1RfTdy/kfNqbTmYzvz77x5Uw1z8L/HHP7dYxF5Mdcx+IP/XFzL+YF/B/4hbC9cjU44PYRtLpnEuokSSypW/Lm4OZzAv325LPqsMP9RPk/07/mpPNlf9K3jb9+OXtkeY3tMTLHvYQ4TnP8x8R71xf90XEq5NeQz+IP/EJ7U6gP/4F8tbg2xC//g3x1PELYTKr8LN4WwLSXXMxJrKlS6Ph+JiRjTGf5lN/XZ6yv69fGZ/kf7s1+XI/3H+Z7tO8HvVHtDYop9dHzwNXL+h3HG79wS//fn4lwsTxkP/uB/Cm+mGgP/4N9UXDrFDvyDf3e8QdheuBqdcHoI21OSbceYVJykn1PREdvTtnM/R9s6PtfelsbHuZ8ad7QxBX7RXhpTX1val8/1v8sDxmAMB+AAHIADcGA9HEDYTqj8LtwUwrZDpI5NaFGcxOOSHfct9RvTbpsux4y9lL6eu8qxc4pjTxnf5S/aVZ/4eUo/Xf6pX89FmnPBuYADcAAOwAE4MIwDCNsLV6MTTu9RCtspBUVqa8y/DeuEZhv+fGppOy5PtXMp44yDy9K83M9lqf8p7badlqfYYsywCyI4gRMcgANwAA7Age1yAGE7ofK7cFOPStimYiL9nE16Pd/x6Bo/VtxGO0cx9PiPfaMNHce2s44H+j/LR99T8zP9D8Wls9+Z/nO4RF+59gd1Ffw/sN+HvdrwP91aKmGdawd/8M/xYq46+Af/5uJazg/8g393vEDYXrganXB6j0bYRjGhY2/uu+rdntvYF8foNdNfdwcfB1u5xH1YtL8eXk190L+Q2IfE8sBeTwzZfgX/2TFjffT1n8h/xCmNua8td/7T8VU/TzT/k2PE/6h1fDLOXWsA/MG/ixtz1MM/+DcHz7p8wD/4d8cNhO2Eyu/CTW1C2PYKj66EeFgM94JRdro2ntHHg35JYu3sl4ljEnGb+I/xj4kljht13ON/lJ0MPoPGT+g/4iXf8bOOs/FM6D9rv4QL/vPnpYTbVO3gD/5TcekUO/AP/p3Cm6nGwD/4NxWXTrET+IewvXA1OuH0NidsLUaGiAT3dVka436x9JhYp2PXl0qJ2zECN/rpsz20X5+Nx9gWcYvHjxEL5rzd7xtx7jh3cAAOwAE48Fg4gLCdUPlduKlNCFsv3ChEfOy2tHS7yrSt9DmOzR2XxufaTxG3OTuqizF19aG++4IHft3YwBuwgQNwAA7AATgAB9bEAYTthavRCae3KWHrRRaFiY+72lx/SmnbLk+xEcecK24dh8tom2MuQnAADsABOAAH4AAcgAOXxgGE7YTK78JNbVLYesFa4HWV7ndWGd7xP8vO3fcLhorbOCf5jZ91PEUsg2xMPP9BPuN3MfA/37mOuPsY/MHfXFiihH/wbwne2Sf8g3/mwhIl/DvwD2F74Wp0wultWthaJFUVfRUSyyni1nP0nGcrK8x/VOz4PyT2UbhNdREGf/Cfikun2IF/8O8U3kw1Bv7Bv6m4dIod+HfgH8J2QuV34aYuQthW3fBXSiwSt4P+dve/6lx1nl1Jt9L8B88F/4fEPhizrnN5Sj34g/8pvJlqDPyDf1Nx6RQ78A/+ncKbqcbAvwP/ELYXrkYnnB7CdqoEhJ1DAlpEgIE/+MMBOAAH4AAcgANw4OI4gLCdUPlduCmELQnw4hIgwpofzoADcAAOwAE4AAfgwGVwAGF74Wp0wukhbBG2CFs4AAfgAByAA3AADsABOLBKDiBsJ1R+F24KYVtKYnzHYdkkB/7gX1qjNdvhH/yrya+SbfgH/0ocqdkO/+BfTX6VbAf+IWwvXI1OOD2E7YiFtcgrLWFh43+BV2rAnwt7KUfUbId/8K8mv0q24R/8K3GkZjv8g393/MoJ21df9E9h/tKoTX+f3vzSPPuguv3nV093zbefnxfDcEKthqkRCCBsS0mZxLpYUmiFPPiDf2mN1myHf/CvJr9KtuEf/CtxpGY7/IN/NflVsh341yVs3734JXuOPv383uyevm6+fXiebZ/jQdEILUbXCRFA2JYWFu2LJYU5Eg8+FngKzppiTcEBOAAH4AAcgAMDOeCnsHHPpie2XcJW/Z68eN98+/J6MYwn1GqYGoHAJoStCU25f70CHMABDsABOAAH4AAcgANw4LFwIIpaHcdXkZ/t9Nrx+4OIVdurp3qay6vIIzThRXRdvbBNiTz3ZyWMuX1Gf/gH/8iHuY/hH/ybm3PRH/yDf5EPcx/DP/g3N+eiP/g3nH9P3nxuv2Mr/NYgahUH/y2DAMJ24GsQMdlwzOurcAAOwAE4AAfgAByAA3BgeQ7sXrxvhe1aRK04wX/LIICwRdgu+kSaC8LyFwTOAecADsABOAAH4AAc2BIH9JRWT7X1519AjnWq1y8lLzWnZWQdXjchbP3rZpG8NYi6hp8JdwxP9Ar0zF96f6dfkds9f5AkauAcbcYv93vutc9zl//4fY25EmKcf8Q//b5IjHmK4z6sY0xT+MrZ6POv8/Bsp4vR/fdlcjbOqcv5Ty+I714Mfw1qbCw5/3PlOcWa85+rGzuvof27fLm+dv6zn5hr4vrzJmnofE7tF7mei+lUu0PHRf9L5L/oP+JfO//1zXWO/NfnP2Iy9DyO7ZfzP2f+U7zmu9f6nPkv59/xxJwwFtcx/e3P88/FNMbe2L6p/7j+aue/HNccz1z4j8XrlP5IzGUQ2ISwFeG9ydTrBnP8fPdcfuJi0cXmiTb0Mwtax+BXOfRZiafmnS4n0ZjUHYcvcDXPc86/8O/7hT3HN0WZ8x8xj8dT+OuyEbHOxdQ1bqr66F82FcOT3fPmWfujD/WEreNP/bt+Lvzlz7lmiTwX/XvuXXWxfcpjz3+p/Gf/c+Y/4dfF9S5OTol5zv+c+S/nP665eDz1vGUvN9c581/Ofw6TGnPvmn/0NQf+6V5nzvxXyjXOCRGTKY9z/nN1U/qMtnK+5s5/jifl2lz5z/5rlsvIOrxuQthG4sfkV4uQWlhP9O9fzSww4zxrza3PbkxsS+M8x13z9Dwr2c8lbHUeUv/C3HdKxYWawj7yIGKdxhT71Tq2f/v+9OV180zrr+IT2zgX+3edNrjPdvq37+YR1s41cf3Psf40X2Mec12uzthMXUZfcf5T++myF/3Pmf/st4vrKSe74j+1Pud/zvyX8z9n/uuaq+OK6+FUjPvG5fzbdxcn+uyNbcv5t4058l9urce62vkv+vK8Xfo81ORAzn+uzjFNXeZ8zZn/PJ8urtXOf/Zfu0RiLoPAJoStFpw3+bUTnhL+bvfL4QlxbeJH+5qnXsPQX+5JZuxb49hzdwx+Sl7Dl2x2XUAUxxw/0576j/Ov/Spcbv5+YjDnqzgp1ikmtc697Ub/XueKYS5hG/07ptxF321Tluab15nnLx+185x8pP676qacc7SV+p87/6X+/XmO/OdzneO64qid/3L+4/xr57+c/znzX9dc58p/Of85TOJ6mfI459/258h/mqvXmfc6nr/iqJ3/cv7l17g4JxuTqcuc/1zd1H5tL+fLc/d5qY2BYslxTXHUzn/GoXa5jKzD6yaEbSR/7YRnokefrqtdKtnMJeBLc5lj/rlNxJxJLeffuCwx/3j+5b/2hSWHdR8mxmaqMvqX393T14fNzhziPvr3nLruILu9RmmuuZSPufKcfEW/nl+uzm1Tl/YV+X/J8+/jeo6TU+Pd59++fE78ecqyy/8rfaf9g96U2HOydv7znOJcFZvfoHB77VL+n7x5P3v+87zi/OfKf7m1HuOovf5z/o2HyhhLrJ/qOOc/VzeVv9ROyVft+SueHNfmyH8pFjU/IzGXQWATwjYmubggaxJSfmp+xzQXe5xnPM71rVmnhKPvOdZ8FUfxp5uIuZNa6j9iOsf5T/1Hn7UvLF1YpzFFTKY87vJvXtR+YtvlvzbuOQx93uOaV503+bkxU9bZf7SZq4vtUx7bV5x/PJ7SV86W/bttrvwnf1pv5noXJx1XjTL6j/ZTTGLblMfRf/Q55zqMfufKfxHD6F/1EZPYr9Zx9D8X7nF9+9il5qmYaua/6CseG+OIieumLKNPH7uUn3g8pV/bivbjsdrnyn8p15bIf8ajVrmMrMPrJoStEr2f5vg7iDWIqIXm1zBq+umKPc6z9qtguRiUWPQatjCoeVGRbyXP3d0vMNtfxF91NW8slPzXPv85/7Gu9vnPYR39+5zkeDJFXc6/7c6xscv51/zn+m5t9G+uxfXvOmMydZnzn6ub2q/t5XzF+c/Jf2M9Z/4zDpHrEZPa+a/k35i4X60yzj/mnyXOf/Q/Z/5LsY6Y1MI9cs3+58x/ubUe6xxTrflHX+ZaDpM5/edimtP/nPkvx7WI/1z5rxa+tovEXAaBTQhbk4SSf2MNDsABOAAH4AAcgANwAA7AgTVzYBlZh1eE7U8Sw5oTA7HBTzgAB+AAHIADcAAOwIEtcQCJuQwCCFuEbftjHVtKFsTKxQ0OwAE4AAfgAByAA3BgrRxYRtbhFWGLsEXYwgE4AAfgAByAA3AADsABODARB5CYyyCAsJ2IwGu9Y0Rc3M2EA3AADsABOAAH4AAcgAPzcWAZWYdXhC3ClrtzcAAOwAE4AAfgAByAA3AADkzEASTmMgisTtguAwNeQQAEQAAEQAAEQAAEQAAEQAAEtooAwnarZ464QQAEQAAEQAAEQAAEQAAEQAAEWgQQthABBEAABEAABEAABEAABEAABEBg0wggbDd9+ggeBEAABEAABEAABEAABEAABEDg/wFgdTvGIruJBAAAAABJRU5ErkJggg==这个可以吗
westwu 发表于 2021-12-1 13:36
这是我的交易。我想说,只有非常平稳的、持久的增长,才能经得起行情大波动。我的“相对亏损”不到1%,而 ...
基本没回撤,几年的数据?