Use the result of countdistinct to multiply for a number
Answered
I'm using the countdistinct to get the total in days for a specific period of time (using the field submit date)
For example I get the count value for the last 5 days and it returns 5 as expected
but after that when I try to use this same value multiplied for 2 or any other number I get a very different value.
I need to be able to multiply the value I get from the count days of the period * 1440 (minutes per day)
Help please!
Jesus
Hi Jesus,
Thanks for reaching out.
I think what's likely happening here is that if you're just doing [field] * 2, but you want a distinct count of said field * 2, then [field] * 2 wouldn't be correct. Instead you'd need to do COUNTDISTINCT[field] * 2.
To use an example with our tutorial 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" alt="/8BllORaVDUOhUAAAAASUVORK5CYII=" />
You can see the value is correct. If I instead do '(Camp ID) * 2', the result is quite different:
This is why this would all be dependent on your setup.
If this doesn't get you to where you're going, can you please send screenshots of your report setup so I can better understand what's trying to be accomplished, as well as a screenshot of the calculation being attempted?
Thanks,
Mike
Hi Jesus,
Thanks for reaching out.
I think what's likely happening here is that if you're just doing [field] * 2, but you want a distinct count of said field * 2, then [field] * 2 wouldn't be correct. Instead you'd need to do COUNTDISTINCT[field] * 2.
To use an example with our tutorial iVBORw0KGgoAAAANSUhEUgAAA5sAAAJbCAYAAABq9IAQAAAgAElEQVR4nOzdfVhbd2In+jPTLV5nU3fdTZx5SZM2zSQ7bpNsMpnsdGZumslO0y2z03TOSJiXBBOcqDaJcUwoHpNYjuUECg7EhoAJwYCREJbAAoQQICEhC0uAOM/29p/dvX/0ee706bPb29vZttM2dzIzme/9QxLo5ejlgMSR4Ovn+fxhvRz9zk+Hc85XvzfB6XSCiIiIiIiIKJcEn88HItoeSZJULwMRERERUSER1C4A0W7AsElEREREFE9QuwBEuwHDJhERERFRPMFoNIKIlEn8Q1IrbKpdD0REREREqQhqp12iYmM0FlbYVLs+iBIZjUZIkkRERER7nKD2TQlRsWHYJEqPYZOIiIgkiWGTSDGGTaL0GDaJiIhIkhg2iRRj2CRKj2GTiIiIJIlhk0gxhk2i9Bg2iYiISJIYNokUY9gkSo9hk4hieb1ejI+PY3R0VPWZMYkoN2w2G1wuV8a/f0HtmxKiYmM0MmwSpWM0MmwSUZjD4YDFYsHCwgK8Xq/q5yciyo25uTlYLBbY7fa05wBB7YISFRuGTaL0GDaJSJIkLC4uwmKxMGQS7WIWiwWLi4spzwOC2gUkKja5Dpvf/e53c1oWIrUxbBKRJEmw2WyYm5tT/ZxERPkzNzcHm82W8jwgqF1AomKTy7D53e9+d0OuykKkNoZNIpIkCWNjY/B4PKqfk4gof7xeL0ZHR1OeBwS1C0hUbHIVNmOD5lYDJ8MmFSKGTSKSJInXKKI9It11X1C7cETFJhdhUy5obiVw8kJOhSg3YXMd0noQUsgNKTQHKTSbI3Phba4Hw59RADfkRLvVdq5RSz4fvEs+LHp9cHl9WPD64PT44FyU4Qk/7/aG36P2OZBor2HYJMqh7YZNuXC51cDJsEmFaPthMxI0V65DulUNyfssJM8TueF9NrzNlesMnER5tp1r1NyiF2bHIrpuLuLtsUW8PuJBZb8HpR8sJqns96BhxIO2cS9MziXVz4FEew3DJlEObSdspguVWwmcDJtUiLYdNtdXsL7ch3VvLST3g5BcvwJpXsgN169Acn8Jkl8HaWUA0vqq6jfkRLuV0mvU0pIPHu8SbPNe9Nx0oXHQieqrcyjtWsDXO914sMWFu99O9mCLC9/sdENzdRENRi96pryYdC2xlZNohzBsEuVQrsLmVp7PpiyFoQOnRBGnOtQuB6lh22Ez5Edo/ghC9nsgzX02d0Fzwy9Bcv8mJP9LkNb9qt+QE+1WSq9RXu8SnG4v2sbmUd5lx5feuolfP2fH58878bkLLhy6IB82D11w4XMGF75gcOHft7rxe+8vouOmFwveJSwVwDmRaLdj2CTKoVyEze2+Jl1Z0nPD2t+CJt1RlGtFiKIIUdSi/KgOTS39sLpzVU8Mm3vZ9sOmD6GZP0To5h2Q5j6Th7D5GUgLd0BaKoW07lP9hnz3s6C9Xof6dktetm9pr4euvh0W1feTEim9RlmdHrSY5/D9y3Y8ZpjG596awSG9E3frF2RDppwvGFz4rRY3vvPBIt40e+FcZAsnUb4xbBLl0HbDZi5fp+xCbkNXYzU0ohY19Xq0dA/AYrHAMtCNFn09arQiNNWN6LLlop4YNvey7YfNJYTszyI08VlIc/FBMejcB5f91zBgfRzXx38bq3P/CsvO/XBMfx69N56CxfZgUri02B5Ev+Ur8M3eGf+c9xlIoaWtldFvRY+hAbqKso0fbY5U6dBg6IHVr/5Nfl5YDKgVoz9SbdIeqYKuwYAea6pW4mtorhBR0XwtL+W61lwBsaIZ19SuHx43SbK9Ri0t+eDyLuHKuAuay9P48nkb7m62h0Pm+exCplzo/HbXInqnvbC7lI/jHNbXJB3raZ3qUP3cS6QWhk2iHMrlOpv5KIs8Nwb1tdBoqtHYZZN/ja0Dp8pFaHQXYd522Rg297KchE3HswjZksPmvP0u9I49hWc7O/DHXXrcmv03sE99AS0jf4DH2wah+/BPksKm7sM/wdcv9cBqeyAnYTPo6EJjlRZltU1o7TfBbrfDbrfD1N+KptoyaKsa0T2v/o1+RhYDasVaGCxKXv8S9NfsG/tst9thN/WjtakWZWIZdAYT/IVQ1jzrbhAhNnTvzeNGgWyvUYveJZgdi3h9wInD5234ot6Bu/VzWwqZsV1rH25xo7R7EV02r+LzmNs+Hv5BNlbPWRwVj+JsjyX5ucm5PJ9bh6GvEVGjH1b9HE+UiGGTKIeKMmyaL0KnyXyRcne9gTKxDG90ubdZNobNvSyfYdM2eR8MI6X4g/db8GJvA/yzd8A88RCaBsvxVPuHOPnRS0lh85UPT+A/tl+F1fZb2w+bQTMu1IqoaOiCIyj3vAOXTmqhPd6GyQK42U9rS2Ez9ev9pgs4ptXi2Lt56C5b7GFzNx03CmR7jXIuenF+xInSDjs+3zwV7jq7xRbNxNbNh1rcaBjxwjq/BM92u9MO61Ej1kA/rMa5lWGTChfDJlEOFWPYHNbXQNScQkfGMZl9OFspoqyxO+k5t7UHhvpjqCzThLsMactxVNeE9hG5X3PlwmbmC2XHqcSuSDHvmRtBe5MO1TGff6zegN5ot1+3FT2Gehwr14af15ShWteES6bE4ByzTbn31OnRY5UP23Mj7WjSVaNMI2ZRB3tXPsPm6MS/R/1H1Xi+S4/X+mux7NyPfstXoPvwT/BMZyfODB7Ja9j0vF8P7ZEGdHvSvM5iQK1YDf2I+jf7aeU4bEqShPmOk9BqT6Ij1y10RR42d9Vxo0A216glnw+2eS++//40vqSfxF1vOnC3fn7bQTOWeHUR7930Yt6zzfMbwyaRLIZNohwqvrBpxUWdCLGuFfaMr3Wj72IDGi70wBHzuK2rEdUaEeXHmtDSNwKLxYKRvnY0n6iERizHq60muOO2k+Owee4S9LVlqGkwoHvAAotlBH0tTThWLkIsb0T33CD0tVpUvtIEQ2Qs6kC3AQ01WogaHS6aZcpx7hIuHq9E5SvRfRpBX3szTlRqIJafxvv2+LLZOk6hXNTGlMGCkb4WNB0rh6ipxOmOFN2T96B8hs2PLE+gqrcB5T1NeHNIRMC5Dx2jz6Cipwl/1PU2Lo6U5jFszqDtuIgjP+jP8DozLrwk4ti74wmP+2G93IwT1UegFUWIYhkqXjqB5svW5K6nFgNqxQZ0Zx12utEQCWN+62U0n6jGEW1kTGB1PQyD85uv7W6QHXNWa8jQIplV4BvGuRdE6FonYx6zwFArt/15DLY2QFeVpj6yKKvFUAux1hAzQVD48xq6JQQdA2ht0KGiLPy+sgodmrpuIihXdr8Vl5tPoPpI5MensgroGlox4AjGbTe5PKm/p5wcN0EHBlpjx3mWoULXgNYBR9J+WAy14eMieBNdMfuiPVKNE81duBmUIElBOAZa0aCrQFnM9i6Zcj8zczbXqLlFLwan3XiufQr3vTUVDpo5aNWM9fVON05e98Dh3uYanFmGTbfpUswPkxqUVevQ1D6COZnX2noNqD9WufEjprb8KHRN7RiZi7+eJh13NXoMF8D5nsjnY9gkyqniC5uDOHdUxNFzg1v7nEgX3PJTHbAlPR8ZCyrW4NxgbGtgbsOmRlOOk+3WhEDrg3vwHGpEDSorK1F7biD5Qu7uwhtlIirP9iVts6y8Ei/LvcdswMuiCN1Fa8zj/Wh+UUTlmd6kMvh8Nlw6WQbxxWb0F8DxWQhyEjZnNsNml/kbeLmvDi/31eGPut7GE20DeKJtAM92voeXrp7Ef77cgifaruHRP7uO595vQ13/MYzbfjMPYbMXjVoRr3cFM7wuCM+sHbOe2NfNo7uxCtqyWjRdNsHu8sAza8XQpSbUlmlR1diN+W2HzZdw/rIBx6rqoO+Jjgk04XLjUWi1x/BuYkjMQ8umJEno/8ERiCc74EkIf/Fh04PexgqIFXUw9Ftj6qMRR7VaHDOY44NUms9OFTZfb+9CQ9VRNF4agtVuh91uRb+hDhViBRp7PfHb8fSj+agWFXV69JjscHk8mLUO4VLjUWjLdHjXHP+dK2vZ3MZxEzTDcCw8zvOyyQ6XX4LfZcVQ6+uo0lagoXs+uS5evwDDsSrU6Xtgio4L7WmGrkxExQ8+hOldHY4cbcSlIWvCMXIcbZM7HzZt8x68d2MeX2+ZxOfftOc8aN79drgrrebqIqa2MFFQnCzCZvjH2XIcb+7EwLgd9kkLBtobUKPVoFY/GHcNsb9/GuViOY7ruzBimYTdPo6RvhacrtZAU6vHYFxvJLZsUuFi2CTKoeILm+Hgt9ULVHdjWbj1MGUX3EggfLUtpuU0t2FTfNmQYtKiyPNlb6ArRfneP62BWHseI4nvefEs+mTfE2kJjitHeH9OXkoxlvVKE6qq6vCOWb4Me03OwubNcNhsHhLxjfe68Y33unG4xYRDFxbw5RYzvtrej2+89wEeeteCLxhm8TutI3iq/UP8fmc7hqyP5iFsdqNBDLeYKd2ncPfSYzCYkwNH0GzAMa0W9e/HBKAthU0RYkWDzCQzk2jViXjh3HD843kKm6nCX1zYnGnDcfEFnBuWqauu13FEPIkOT3afnerzRNn6DuLDpsQwHET/DyqgPWaAOWk85Ty6Xj8Cbf37Ma9XGja3ftxMtuogVp/DsMw4z/Bzeowk1oWoxcmO+aTXe96vh1arhbb2gsx+jkBfLaJaP6K4jOlkc40yzSzizJATjxmmcFezPedBMzpZ0DOXF3FzIc9h096BU2VlOHkpuaeLu+8sXhRfhmHjOhG+1sT/GBphu4STZSLqWu1J1zuGTSpEDJtEObS3wmZ4DKfsxTCG9aIuYUxoHsZsZv2eeMP6moTuRuFtpmvpTd5muGVTU9eSw7VId69cd6P1zPwq7FNfhH3qizj50Uu41zAD3YfH0Tv2FCYn70Nlz5/it1tM+NNrFfjI8gRmpr+A2879BRQ2w+En9Y18EINvvgBR17o5OcwWw2Z899VNw+deSA5HaobNyMy2F8wy2/CYcfXKVZi3GTaPNH0o213W03Ey/vXBbjRoj6DpwxQtj8Pn8ELCd7FTYXNq6AquDE1lXS6LoTYpgG6YacNxUcTJDo/s9mSPkW3K5ho1NO1G/Uez+B3DdHi8Zh7C5t1vu/D0+/kPm2bDy2l6uZhheDn2epbuWmTH4OV2XB5k2KTiwLBJlEN7KmzaW1GXzayyfWdRGXcBLvywqXSb7sHzeFkrQlNWi7pmA7oHxmFn8JSVjzGbq85/BZf93+HUR9W4/+IULo6UYnb6HsxO34Oq3jfwlbYBXL3xFJYcv5LHMZtbDA1pWvE29P8gvjVvi2EzVdmSA5mkbtiULHj3mBYVdQb0T2cxVnALYTPlGNTuhvhxlsPn8EJiS2qsoAez9ll4YloDdypsZq4TmbCZslyb43pTfm/H3sV4DsuYzTVqYNKFEx86cNhgx11vzRZx2LSjtS79j7N9Zyvjri3D52uhKT8OfdeY7HjOeAybVLgYNolyqPjC5jbGbA7rUZNN2Ey6AO++sOnz+eCbG0NfSzPqopM5RGa8belPHk+6l+WjZdNqewBd5m/gyAdncN/FaVy4/l2YJx5Gh+kZ/Of3w2M2Pxj7Xdinvlh4LZsWA2rThZmN18QEgV0fNiVI84Mw1L+IMlGLI1U6nGw24MrQtPw6nfkMm4n/z8KOhk2/FT2GBuheiE7ok3pyom2HzcRjZJuyuUZ9NOmC7uoMDl8o9rAZGaIhN5lPrLhriw29+jq8oBWhKavEsbom6Nv7MDaXevsMm1SIGDaJcihV2DSZTDsqVVmSRcYgnryURSBKmI3WfQkn2bKZwhwmBzqhP1kNjajFy+cHGTgjch02m4dEfP1SD55s/whfeteKey7M47E/G8LvXurFE20DeOAdG+41zODJ9n58473uPI7ZzHaiF7mgtHfCZnYTBMWGKRdM/VfQqj+JY0e00Fa9irbEsZZFHTa3eNxIEqSp91FfoUXVq3r0mOJbV/PSsqlC2Lw25ULdhw789oVi70a7nTA4h8mBbrQbmlFXWwaNphInLiZeUxg2qXAxbBLlUPGFzUjgSjOJzqbEdTZ375jN7YfNKDcGz9VA1LyKNns2r9/9ch02u8zfQGVPI77WfhWP/dkQnmr/ENruZmi7m/FU+4d4om0A33yvC1W9b+Dlvro8zka7xSUsZtpwPNX4xKhd041WydInMoIODLxZC7HiB+hPClb57Eb7OrpkJuFJRVnY3OrSJx68X6/Fkde74mcqjquT4g+bI3Y3Gq7N4tELU7ireaaIJwhKM+GPIm5Ye86gRixHY3fspHQMm1S4GDaJcqgYw2Z4+RINas8Pp31deLa8MrzRtXmB624sSzNzqw/RSQ8yz0Y7gvO1IjSn30+7nUIMm+Z36lBV1YQrqepuoBnVqi30XXjyMWbTMf15HOt7FWL3W6jtq4PF9lsYu/kQqntfR0XPn+L0wIuYsx9KGq8pzQuo/6gG/6nzEm7afmObYTMyo+eRBnSna6WcbIVOrIZ+JPuwNaKvlpkgKFUw8KDjZGGGzfCsu/V4P65+kvd/5no3rlxLsd6lpwMnE8e45jNsZpogyNKCEy80ofvW5mPKwub2jpuULaKpJggqsrA5teDF+9YFfO0dGw41T+clbO7U0ifD+prsl8GyfoiO9h6YZK+tcuM/GTapcDFsEuVQUYbN6HqYmlqc7U2ekt3n88Fn68WZGhEa3cX4ZUYi62zWnOnd5jqbPvQ3vwix7CQu2ZI/39ZxCuVJ41kKI2z6+pvxoig/nT1bNuX/RrZ1kyoTNqcmfx3f69Lj+S49zgyWYWry1zFsfQR/eLkFL/Q2wDBSCvfMQdmwOTX56zCOH4Z/9o5th00pOIxz1SIqGrrlW5uiS2Ucb9sMjhsh7CQuObJc+kTqxw+OyM8uGzRfQK2Yg7CZTYtrXOhKHzbnB8/hmFaLY+8mhjyZsNl2HOKRJnwo15o4oke1eAzvjmdX1m2HzbRLnwQxfC7hhwAp0lX49S75sJyz42Yc7x4T8cKbg8mfE1l/czeM2XR5lmC0u/Gf/syGLzZP4i79fM7X2vx6pxsnr3vgcOd56RNbK+o0yetpblwrLrWgN3r9s16ELuHH3U3hGdBrz4/EPBZuOd3ymtlEecSwSZRDxRk2ffD5bOhqDI8vrKnXo71vBBaLBZaBbrTo61GjFaGpbkSXXBDsakS1RoPKV5rQEnnfSF87mk9UQiOW49VWU8KFVT5s+mwdOFUuQlN9GobugY3t6OtroNXUoramQMPmRqgux7EmA7oHLBt1Z2iogZZjNpP+RrZ1k5oQNkNzn4XF9iCe7ezA813n0WF6BnP2Q+i3fAVPtvfjaG89esa+JjsTrTQvwDzxsPzzWwmbkoTgzQ7UV4goq23CpSEr7HY77HY7TP2taKotg7aqUWaty3l0N1ZBW1EHfY8Js54ggp5ZmC43obZMi6rG5BBiefcYtNqjaLxsinyGFUOXmlBbVoGKihyEzcjaihUNl2G122F3ZZgVNrJcif6afWOf7XY77KYeGBpqUSaWQWcwyUzwIxP+ImFJe7QRl4asG/Vh7Tfg1SqtTChLXdbth00JkqcfzUe1qKiLjo30w2U34XJTLcrKdHg3YQxpeM3KY7gwZIc9YabaXB43890NqBArUKfvgSl6DFzR49WqMlTpjuEF8TjaZvIVNj3of0uHl5o2v4ug+V2ceKkBnZOb9faWToe3+uWXU8nmGrW05MPNOQ/+uHMKD7xlw79rngkHzhyGTfHqIt676cW8Z5vnt0xh0+eDreM0KjVa1DS0oG9kEnNuO8ZH+tDSUANt+SlcskbDZfRH4GqcbunDyLgdbrcd4yNd0J+ohKb8FDoSrsf9zS9CLD+F9hELLJbJLGawJdoZDJtEOVS8YdMHn88Na38LmnRHUa6NzIynKUPlsTo0t/SnXUPSbe2Bof7Y5vu05Tiqa0L7yJzM61OETZ8PbtMlNOmqw7O5ipEZ+Or1uGxyF/iYTTesPQbUR2ei3ai7ehh6OBtt4t9ILsNm0FmCkfHfwX9sv4rvd72JEetvwztzAB+Yv47femcCL/fVYezml7AcMwNtLN2Hf4KvX+qB1fZATsKmJEmQ/FZcbj6BlyrKIrNMhmdUbWjtx7Q/1fv8sF5uxonqI9CKIkSxDBUvnUDzZav8DKzSPAYN9ag+oo38zR1Bla4BrYPzuRmzKUmY/7AZxyLb1776HpwZw2by7JplFS9A12BAjzVVWE0R/oIODLQ2QFcVrY9oHQ7AIRPeUpU1J2Ez5jvdqO+yCugaWjEg0xotBc1oq38xMjtsFd4aytdxE4SjVx9/zOgaYOixwj/ThuPiEfygP19hcwbvvVoGbc2FjXU7PV2vo0xbhbeuRV4z04462dbs7MOmz+eD0+3F+REn/vA9O+45a8Pd55zbb90878Lnzs/j/gtO1A+7YZ1fgmdpm+e3LMKmz+fD3Egnmus2r7OasmromtoxkjTLbPJ1JXxNNKDHKtPiaetCU20ZNKIIUXMCLTfVP98T+XwMm0Q5Vdxhkyj/8tGy6Z35VXx440mMjB+Gd+YAVpy/jAX7XegyfwM3bn4JS45fwdrcL8mGTYvtQfRbvgLf7J25C5tElFG21yiPdwk3Zhdx+poTh/U38cVzdtytn9tW2LzrnBP3n3fgqVYH2uWCGxHlDMMmUQ4xbBKlt/2w6UPIWYrQ1B2Q5j4jGyC35zOQFu6AtFQKad2n+g050W6V7TVqyeeDy7uEXpsLNb0zeMQwhbub7bhbv6C8hfO8C3frF3DX2Wk8dmESJ/qdGLQvqn5eJNrNGDaJcohhkyi97YdNP9ZdlVh3fAHS/GfzEDZ/CZL7NyH5X4K0nmGcIhFtmdJr1OS8F13jLlR0z+A/GKZwqHkad701m92kQedd4de95cQ9b9rxHwxTqOiyo/emC9MLXtXPi0S7GcMmUQ4xbBKlt+2wub6C9UA/1r21WJ//DazP3InQ9GcRmvosQpPbMPVZhOz/BuvO+yH5Xoa0MgBpfVX1G3Ki3Wor1yiPdwkdlgWUd03j/h9Y8PlmGw695cChaOCUtYBD+jkcesuBLzRP4cE3J1DZZcd7lgV4vNucgZaIMmLYJMohhk2i9LYdNqV1SOtBSMEhrHsqEJr7FkIzX0HI/uT2zDyJkPMZrLuPQAoOhj9DWlf9hpxot9rKNWppKdzC2Wdz4a3rTvxRpx2PGKZw35tTuKd5Gnc123FX80wMOz7XPI3fODeFRw3T+G6nHWeHnbhqc8E278XSdicFIqKMGDaJcohhkyi97YdNCRuBM+SGtDYHaXUW0qpz+9bmIIVckNYDYNAkyq/tXKNc3iVML3hx0TyP2l4Hnu+cxrNt0/jdFjueeteOr7wT9rUWO55tt+OPO+2o7XXAMDqPiTkPFjxs0STaKQybRDnEsEmUXm7CJhEVu+1co5Z8PniXwqFzxuXFjdlF9N504d3ROTQPO/HGtVk0DMzCYJzDB+MumB2LsLu8cHmX4F0Kv1/tcyHRXsGwSZRDDJtE6TFsEpEkSRgdHYXXu/3JebxLPrg84ZZOq3MRphk3rtvDbswuYmrBi4VFL7xLbM0k2mlerxejo6MpzwOC2gUkKjYMm0TpMWwSkSRJGB8fx9zcnOrnJCLKH5fLBYvFkvI8IKhdQKJiw7BJlB7DJhFJkoTFxUWYzWbVz0lElB9erxdWqxVzc3MpzwOC2oUkKjYMm0TpMWwSUZTdbofFYsHCwoLq5yYiyg2v14uFhQVMTExgcnIy7TlAULuwRMWGYZMoPYZNIoo1NzeH8fFxGI1GItoFRkdHN7rJZ/r7F9S+KSEqNkYjwyZROkYjwyYRERExbBIpxrBJlB7DJhEREUkSwyaRYgybROkxbBIREZEkSRDU7vNLVIwSb64lSb2wSURERERUiAS10y5RsTEaCydsEhEREREVKoZNIoUYNomIiIiIMmPYJFKIYZOIiIiIKDOGTSKFCilsqt0Pn4iIiIgoFYZNIoWMxsIKm2r/YkWUyGjkbLREREQkMWwSKcWwSZQewyYRERFJEsMmkWIMm0TpMWwSERGRJDFsEinGsEmUHsMmERERSRLDJpFiDJtE6TFsEhERkSQxbBIpxrBJlB7DJhEREUkSwyaRYgybROkxbBIREZEkMWwSKcawSZQewyYRERFJEsMmkWIMm0TpMWwSERGRJDFsEinGsEmUHsMmERERSRLDJpFiDJtE6TFsEhERkSQxbBIpxrBJlB7DJhEREUkSwyaRYgybROkxbBIREZEkMWwSKcawSZQewyYRERFJEsMmkWIMm0TpMWwSERGRJDFsEinGsEmUHsMmERERSRLDJpFiRRk2O05BFEVZmrJKHNU1oaXfCncBBBUqfgybREREJEkMm0SKFW/YPIqzPRZYLLFG0NdpQNMrldCIGlQ3dsFWAGGFihvDJhEREUkSwyaRYsUbNmugH071GjdMra+iXCzDqQ676mGFihvDJhEREUkSwyaRYrszbPrg85lheFmEqLsIawEEFipeDJtEREQkSQybRIrt3rDpw7C+BqLmNN5Pes4Na48B9ccqUaYJj/XUlh+FrqkdI3PxrzUbXoaoOYUOt8xn2FtRJ4qoa5VrPXWj45QG4ssGmGMed1t7YKg/hnJtZJyppgyVx+ph6OEY00LFsElERESSxLBJpNiuD5viKXTEPW5DV2M1NGI5jjW1oG8kMtazvRknKjUQy19Fq8m9+fphPWrEMjR2J2/f3loXDox1rbAnfX4fzlaKqNEPbzzmHtSjVqNB5YlmtPeNhMeZDnRCf7IaGlGLl88PMnAWIIZNIiIikiSGTSLFdm/YjLQs1p7HSMzj5os6aMRynOqwJb/HPQh9rQZizTkMbrRkJofGMDvaXtXg6Msvo0zzKtrsCdsa1qNGrMTZvvjXi8dbZCYtcmPwXA1Eue2Q6hg2iYiISJIYNokU261h0z14DjWiBrqL5qBi7wgAACAASURBVJjHu9FYJqK8sTt1C+KwHjWiBq+2bXaN7W4sSx776e7AKU0lzvZ1o7FMg1Md7rjtWC/qIJY1onvjsWHoa0QcPTco/7kjF3GiqhpnZFpQSV0Mm0RERCRJDJtEiu22sOm2j6Kv5TSqNSLKT3XEtyL2nUVlXGujHCsu6kRoTnVsBFJ3xyloxDq0xrQ6urveQFlZI7p9bnS9UYayN7piAqwdrXXx29ho2XzxDHrnsthHKhgMm0RERCRJDJtEihVv2BRT0pTVot7Qm9RdNTzGMnEMZ7K+s5UQa/QYjj5mb0WdGN962d1YhrLGbvh8kTAa14oZbkFNmjjI1oHTlRqI2hega9CjvW8EkwyeBY9hk4iIiCSJYZNIseINm0dxtscSnmRnwwDe1mmg0V2MmwE2Sn7CoBSviw2bkdbOaLgMh8kyvNEVCZ8bXWojr+87i0pRh4tWme277Rjq1KNBdzQyI60W5cfqoe8cwVwBBCtKxrBJREREksSwSaRY8YbNFN1oI2M161qTJwByXzq5tZZNX2QJlKPnMOjzhcNk3HIo4S6ylWf74PNFwmrCkify3LCP9qGl6RjKRQ0qT3fITB5EamPYJCIiIkli2CRSbLeFTZ/Pjb6zL0IsO4lLtoTntjhm0+fzRSYOCrdW9je/mPS8vbUO4ovN6I+M10yevTY926WTKBNfRHO/+uGK4jFsEhERkSQxbBIptvvCpg8++/s4XS6i/PT7CetfhsdSvni2L/VstGYDXk6YjTYsvARKXWsf9DUyz9tbUSfWQD+Y0KU2qvsMqqtO4OJIis+da8droohTHeqHK4rHsElERESSxLBJpNiuDJu+aEthORq745ckCa+zWYMzvdmus7mpu7EMmuPHoUuYmTYs3KKpO3UKlXGTBUXY2/CqRkTNuUHZoMuWzcLFsElERESSxLBJpNhuDZs+nw2tdXLB0YauxmpoNJV4pakFfSMWWCwj6GtvxolKDcTyV9Fqcstu091xChqNBpq61oQW0zDrRV34+cQuuBG2jlMoFzWoPhmeidZiscAy0of25hOo1HDMZqFi2CQiIiJJShM2A/M2WMbG4bilfiGThAJYdNhgNY/CaDTCaDTBbLZiwj4H/9o2t31rBhajBTMK93vBZoTRtpCH/V2AzWiEbaEA6p0gSbs5bPrgGz6PWo0GteeHE55zw9pjQP2xcmgjy6Voy49C19SOkXRLkdhbUSeK0F20yj9vvQidKLPkSYy5kXY0bcxEG5mN9qgOTe2cjbZQMWwSERGRJKUJm8uz4zCZxjDtUb+Q8VbhsplhNI1hwu6Ey+uH3+vCvMOOCes0Fre7fYZNyqAowybRDmLYJCIiIkmSIBiNNiwUQEGy5p+B1WjChDOYn+0zbFIGDJtE6TFsEhERkSQVY9hcsMFoHMdsIE/bZ9ikDBg2idJj2CQiIiJJKtqwmccyM2xSBgybROkxbBIREZEkSRDCE+xExIaldKEu5Mf81Dgs0Ql6TGaYrTY4FgMIJb0+JixF3nfDbAq/b9QM6+Q8/KHMBb01Y0FcWTdslvHWjAVGywxuybw/5J/H1PgNmE3h942arbA5FhFI/Ow0YTMUWITDZoV5NLwNk/kGxqfmsRxKHTYTP9c4aoZlfArz/lCWX9I26i9xIiWTGTdkP/sWZixGWGZuIRRYxMxEpLwmG1xb2t7uxrBJlB7DJhEREUmSBMFovAlnIIBAIIDASkxoSBE2Q75ZjJuNMN24iRmXL/w+nxuOSQtGjSZYpz0Ixr0nEpacbkzdMMNim4HLF0Ag4IPbMQnLqBEmq3xAjPvc1WD4s5w3EVfmwMpGwJUPmyH4ZsdhNo1hwj4Prz+AQMAPr3MKVnP4s32xYS1V2AwuwGY2wjQ2Afu8F/5AAH7vPGZu3sCodQZ2mbAZXLDBbByFZdIBty9cXr/XiSlreIIj20I24063WH9BN6ZumDBqmYTDHf2eXJi5eQMmoznhsyNhc2oGNvMoxsan4Jifx/y8F7e3tL3djWGTKD2GTSIiIpKkdN1o5cJmaBFTcgEtIhyuzLDNxwaPcFgymy2wzSe3fIbckzAbzZhazLLQaVpc5cJmyDuNG0YLpjwyYSgSIG/YlzYfkw2bq5i7aYLRPAl30n6H4JuxwpTYMiwtwX7DiLEpj0xrbxDzNjOMN+xYyrjP0fq7oaD+gnBOmGCecGI5VXlNNzG3Gn0sHDZNJjMmnMuy5VW2vd2NYZMoPYZNIiIikiSFYTMwOw6jaRyzy6k2uIqFpBAVDkumCWdCi2dUOMBaZm5lV2hFYTMcEs2TbpkAFbbssMJontpcMkUubC47YDWacHNuNUW5luGwJobNSIvkfIoupq4pjI1NwJmyLrdRf0t23DBa4Ui17ZAbk2YjxmcDkcfCYdNodWBZ7vWKt7e7MWwSpcewSURERJKkKGyuwjlhhHHCidV0G12cgjkurGUIXTHjBbMqtJKwuerERKZWU+80xoxWzPgj/5cJm6vOCRiNE3CmablLHrMZbtk0TTiTx4Uqorz+vNNjMI7PIpBym+Hv0mRzZfUdKN/e7sawSZQewyYRERFJkqKw6cX0WBahcNWJibjZUzPNpprHsHlrBhbZSYUSxYRLmbB5a8YS3/opQ26CoJBvBtZRI0xmCybsDrh9QawqDp7K62/Bls0+x5Y3/XegfHu7G8MmUXoMm0RERCRJisJmOPRkDoWJ4UjFsLlgg9F4A9Oe6GRCqcSEwFRhM8Ust1Eplz4J3YbXaceE1RyZ4TU8g6vTKzdzbzb1man+Il1ibzoz7HPshFDpvoOtbG93Y9gkSo9hk4iIiCRJUdj0wX6jyFo2fXbcMN6A3aegUlKFzbFpeNO8L7t1NkNY2ZjBdRTWGV8WgVNp/YUwbzPCaJvPMsxm+g62sr3djWGTKD2GTSIiIpKknRyzqUbYjARfRRPX5GzMZjoh+OwWGLOawVV5/XmnxzJ2+1XyHSjf3u7GsEmUHsMmERERSdKWZqOdgDOYaoMhuCflZ6NVJWxKAcyOG2G02GWXapElNxttYBbjaWejDcI5Hh82l50TGBubgivV5yzZcUNuPc8kW6i/xSmZJWjSyfAdKN7e7sawSZQewyYRERFJkgTBaBzHbEDmyTTrbMqvt5h+nU11wmZ0nU0TrPYl2W6gwYVJTNg9m8uKpFtn88YUPDLrTAbmbTAnTpCzZMeNlAEtvy2b0XUxjWYb5gMy4yhDPsxM2OBczmbM5la2t7sxbBKlx7BJREREkiRBGDcZYb7pgNcfgP/W8mYX2RShLuSbxbjZiFGLDTMuX3hiGJ8bjkkLRo0mWKc9CetBqhs2JSkE3+w4zEYTxibsmPf648tsGoNtISYQyoZNCVJwATazEaaxCdjnvfAHAvB75zFjs2B01AqrJbEbbQi+GStMRjOsUw64fYGEusrXmM1oed2YumGCcdSCSYcbvkAAgYAf3nk7JsZMGLXOxLT2ZvEdKNre7lZoYZOIiIiIqBAJy/OTsJhNMBqNMFkd8GcR6qSQH/NT47gReZ/RZIbZaoNjUW6GVbXDZljIP4+pcQvMo5GdHzXDapuBy5/QGpcqbEoSpKAHDpt1YxsmsxlWmwOLgVCKMZshBBYdsEVnos1YVzkMm5IEKRTAosMGq9kMk9EIo9EE841xTDm9CWt/ZvkdZL293c1oLJywSURERERUqAS1b9yJig3DJhERERFRZgybRAoxbBIRERERZcawSaQQwyYRERERUWYMm0QKMWwSEREREWXGsEmkUCGFTbVnGCMiIiIiSoVhk0gho7Gwwqba9UFEREREJIdhk0ghhk0iIiIioswYNokUYtgkIiIiIsqMYZNIoUIOm4LeQ0SUNzzXqFfnRETFiGGTSCGGTSLaq3iuUa/OiYiKEcMmkUIMm0S0V/Fco16dExEVI4ZNIoUYNolor+K5Rr06JyIqRgybRAoxbBLRXsVzjXp1TkRUjBg2iRRi2CSivYrnGvXqnIioGDFsEinEsElEexXPNerVORFRMWLYJFKIYZOI9iqea9SrcyKiYsSwSaQQwyYR7VU816hX50RExYhhk0ghhk0i2qt4rlGvzomIihHDJpFCDJtEtFfxXKNenRMRFSOGTSKFGDaJaK/iuUa9OiciKkYMm0QKMWwS0V7Fc416dU5EVIwYNokUYtgkor2K5xr16pyIqBgxbBIptPvCphffGFvBdX8I/tDmtvyBEK7bl/HwBfVvtrJ1oD+Im/OBLF8fwGia73kttA6Xfw0tIz4ckHv/2BokScK8w7/l8u7rDKDfu4Lfi328dwXzkgTJk+1+5IIXpfYQ+sxbeO87ftQ51jAdWMdKtP6idXfdh30FcFzkR/T4CaGzV+b7S2FldR2zS6tovOotyrpRdK6J/I1kL6Euc+2CD7qFNbTk8zPyWOdERMWIYZNIod0UNvd1BtAfiLw/EhCuu9dwfWkzeK6thHC2y6v6DVdGH6zAKUkKQtpm2AysrMObIBATvJe8QTyZGLq3HTYDGAlJkG6rHza/NhOCJEkYHVPyPi8eNq/CFamnldUQpr3h42d8eTN4ytbdrpA5bPpljquVmL9Xh3MZ96u+H8ooOteYVpP237uyjrWU9RPCxQ/yV/bjizLfVxFQ+5pHRLQdDJtECu2asNkewOhq+H3OeZkWzAs+6Fyh8I3h6hqOt6p/05WW4pCWIixs8OLRkVU4ImHK77qd45aoyOcnhk0V/J5Dedi8f2wNfkmCFAqhV6YFc19nANeCkbpbDOBzah8fOZcpbK7hNbn3XfDiWVsIS5HjanrqVgHsS/a2dK6Jlal+8ug1T7q/98Kl9jWPiGg7GDaJFNodYdOLpqXwezzzy2lC1C0Y/JHXObfeXXRH5Dxshu3ri94c5/omtYjDZmsQ1pAESVpH77U0rd5XgpiOvO6DjwrgGMmpLYbNiPutIQQkCVJoDa8V+g85MZSfaxIwbG65zomIihHDJpFCuyJsRm/4QiE0ZbjR3Wdcw9JqCNPzARyOe86Lh68HYV7e7HK6shrC9EIQ33gnxefJBis/Om9LiL8JjDx2ewW/944fje4QfNFuvaF1TC/Ed80M30QmyBg6swubgt6LWvc6JEnC0vzy5uMputEe6AmiP3b8a2gdvuU1dI7e2gj10XAXJ1o3cqE58ti8w48DPUEMx9R5IBhCv/WW7A8G+zqX0eLdrDsptA7X0goqO70JdRAvU+iMln9tKZihxTJcd/5ACH1mX/xz7/jRuBCCK6Zb5VpoHbPeYEz54ut6dCzcdXc6GHlPaB2LSysoa/dA0C+hzL6G2dXNbY07ElvsI/vrCWBfVxD9/s1urf5lpWNMtxc2Bf0ttCyHP3tiogi6qUcoPtckylg/Xjw8EP5uYs8ryd9lwnG0unn8BlZCMDtub54jZMfRFk/oVPuaR0S0HQybRArthrAZHaMn+TKFhVSWUDYf2rjhn1sKj9WbXomUZXUNr7XL3GAqDZvBEKzB8GdMe9dw3RuCNxo6/UE8HtnGf5kMPxeQwu+57l7D9clMLbHZhk0P9lkj9XV7BV+LPi4TNvf1rcAZiq8Tc8xNc7TL5GHzKq67Q/BKEqRQCBb3Gq47I2E+Tdh0+UJwhySsrIRgjmw7GpYSu2NulEUKB1Kzew3jt6MhLYTOPi8EvR9vu9dguR0O097ImN2307ZC3kL77fB2txySYrpwB25Hvi93aCMoJnXbjtb1cggrMe+ZiRxva7dX0elZ36z3mOMkvkU+8p3fWgt/fvS4Wgpt1KNjxp9l4Nxu2PTg27OR0L64k5NBbY/Sc02StPXjxbenQuHu2THH4/TG97yCb8cGzgvRc0fMceQNYTHxHNEZQJd7DVNBCZK0Dqd3DdfdqzjeqX59KqlzIqJixLBJpNBuCJvRlsCtTm7zOXNkvN7qGk7HtUJthtDYMLjlsCmFbzBLY1tK24MYCyW+3pO3brQpb5CTwqYXZ30S5LqW7ru2Ck9oHd6lIJ5I/PxsJgiKaZlxzvrjZsfd6I4Ztx0/PojcWFsnYls9vfi2I/L93AputFQr60aroN5kbbYUOx2JwW4Jp73h5+KC7MaspusYtca0Pl64jaGNVtsQGmOOxY3uz6E1VCeVPRxQy2J+EDnQH/2hIATDlW3Ug5JuotH9ynNX6rufeC5rmbal9FyT1d9S4nOhEHqHluKOi9c84eMiduz05ybCx23SUIALy+gNSvCvhPB21+bjO9mNNh91TkRUjBg2iRRi2PRFxnGuY3RMrmVrM+j0Xku4idxC2JT7jGj548KR6mFzcz9alIQVJWEztIbXkroSRvcjpmwja+EAeisoM9vpMnqD6/CtrOHku+HHdjZs3kZfcB0B2X3ZLEvcsZkmlEWPhbguztH9XEmol42yy48h/Y5zXcHfRfGEzTvKDfjVP9ClDTy/+gc63FFuyLgtpeearP6W9B7E/gghOz48+sNCTNf/6LHisGc3ydJOhs181DkRUTFi2CRSiGEzsmSHFMLpFEtaRLsHOmduxd9gKg6bIbTLLIUgG45UD5selC+Eb5alUAjjziCOD97CoZTLfmwhbMZ2402qv82yRetno/4z2NmwGeOCF1/qvAXRHMQ5xyrMMWNdZcOmzHcr+8NDinrZKHtwBd+WK8+1VSxJUpbdy4snbAp6D/517WX82tPluOup78QFnrue+g5+7ely/Ovay1ltR+m5Jqu/Jb0Hmz8OhHC5T+69Xpz2hj97JLoe7PDqRpdb19IqWszL+Epr6q7dOz1BUK7rnIioGDFsEim0G8JmeL05Ca7ZLYTNziCmJSn1Dbt+s3vbRmvTlsOm/A37jofNvhW4JAlSaA3Ho4/JTRB0wY92/+aEN5IkhSex8a+hcyy+++uWwqbsviXXVeoAJk9p2Iz+2CAfCrJw4RZOu0Nxa5lKUnhSn8UVmdbFNGuabilseoPy4zLTHqdZHj8KwqbsWOA8+exZB375tWH822+/FBd8/u23X8IvvzaMz551ZLUdpeealHWcVD+brc52T2S93wTRscWxXde/PZN8HAWCIVx3BJImKtvpsJnrOiciKkYMm0QK7YaweXhKwQRBFwIYWV3H7NIKXrnkURQ2N8JskYfN6P5I/s1xjqkDkBeHupZxzrm2OWtqhN8TiOnWWqxh07exHE42EwTtG1uDfyWE8dnbeEDvQexyOiuBED6wB3G034fD7d64suQ1bKY6RnY4bH5vPhyeAq7bWR6z2/OZN+ewr7YLB0pfxd1PPIcDpa9iX20XPvPmXNbbUHquSVnHKcNmZonHwb7WWxBtq3GTcUmSlDRRmRpLn+SyzomIihHDJpFCuyFsCleCcEhSVkuffG48MutscBXfidwUZupGG72J3n432kIIm5trkmYbgOK844NoW4M7ab3J/IXNpG7MGShdZ/Nxe/ZLn2ys5xodhxftqrqyijKFYzZzFjZThcnoWNcd6UYbHdssPy45n/bVduHuJ57Dvtouxe9VfK5JlEU32lTnlex48ehgECPBhONOr+46m7mocyKiYsSwSaTQrgibeq/s7I5JLvhxOTJRz+bSGtlPEHRtJPpY5MY8bmbQiNYgJiQJhRo2911bhUeSkmcpTQxAl4Iwr6wjEFzF92TqOzrebLPM+Qub+4zpJggKz5obWAnh0odp6jOd1gBGQ9HvOHVQ2pwRNqbu0oy/jF17Mq9hM8UkTtEJgqanfCn3KePxk2XYvH8i8iPO6hqqtxWudpbyc02CNBMEhb/LdQwZswnfSzjjXYcvFDMRWeyxF+2iHHOcqRk2c1HnRETFiGGTSKHdETY9cWsdul0BPJowvkl4x4+WW+Gb78T17bJa+iTFUhyjYzFLGlzw4XQk9OYsbMZ2dU0rU9j04tGRVTgi3fKSlulICkDRoLSOsdjlOfSeuOVaDJ0Jn58YwHMQNqNLPyQtFaL34H7jWjg8b7RUb9ZndiErsp2xyDEQCuHamC9hPKoHB/qDmFyVqbtoy2YohNOxa7HqvSidDW10O85v2JTgXwriyQux5Y0ufbKG1zK09qc9fjKFzQtePGsLYSkk8/dQBLZ0rpE7vmXqZ+OHnaTzigf7OoMYXZWwFgqhazD8WLSFPeAN4uG4wL65hE7sMR0Ns5s/ghUHta95RETbwbBJpNCuCZt6D/b1bQYCKbQOV2QR9dixT2vBNdS2J753M1RKoXXMLcUvvi6thnC2K/5m8fGpzSARXqw9hLnIUgaj3hC2HTYvbLa2zXrXcH1qOXWLrd6D2OARWFmHN8FKTL0uLQaSWwhlAtC+vkhgkeIXmffKBtbN5V3ct9Zw3RkIr0uai7CZoixmf2S/QiF09sWsSTm2FmllC8HsXsPFwWxalrz49lRoYzbQldUQpr2R4yBmrKrbdTuh7vxov715zIXfEz0W1nHDtRYOo7H7muuwGVqHPxQOLuNx9bKOkazDX6awKcEvc1zFjuF1zCSuM1r4tnquSa4fub/t8IQ/0e9iUeZ8FPe3eCFmPd7Idxl7Hkr8kSx63lgLhnDdvYqTWS1RpD61r3lERNvBsEmk0G4Km4LeA+EdH47a1zAdiJ9cwx8Iod/mT2gxiL8xfPh6EOblzfetrIYwvRBMmgUy+vonraubQSS0jkX/Kk53eSM3gdsMm3ovnrSuhUOLJKWdwCgs/YQkK6vrmF1axbkBn3wgSBGADvQE0R+zhIcUWodveQ2do7eStnP/0ArGowE9OlYtR2FT0Huwr3MZLd74sriWVqFL+CEgcXZYJbMUH7h8Gy3uEFyxQSq0Dpc/Td2940ejO75cs94V1PV4N7tVr8R0R87DmM3SniCGl9djgs0qGnuUjJ3MHDblBFZCmHZH9nWHQ0subOtcE1c/qboZJ59XNv6GkmZ0jhxLCyG4VuPr2Oy4HddyLeg9ENqX0bm0+UPSmLU4vgO1r3lERNvBsEmk0K4Lm0R7RoYJgigjnmvUq3MiomLEsEmkEMMmUbFi2NwunmvUq3MiomLEsEmkEMMmUbFi2NwunmvUq3MiomLEsEmkEMMmUbFi2NwunmvUq3MiomLEsEmkEMMmEe1VPNeoV+dERMWIYZNIIYZNItqreK5Rr86JiIoRwyaRQgybRLRX8VyjXp0TERUjhk0ihRg2iWiv4rlGvTonIipGDJtECjFsEtFexXONenVORFSMGDaJFGLYJKK9iuca9eqciKgYMWwSKcSwSUR7Fc816tU5EVExEoxGI4hIGYZNItqLeK5Rr86JiIqRkHjTTETKSRLDJhHtfjzXqFfnRETFSFD7Jp1oN5Akhk0i2v14rlGvzomIipGg9k060W4gSQybRLT78VyjXp0TERUjjtkk2oJCDZtERERERIVCULtFiKjYMGwSEREREWUmqH3jTlRsGDaJiIiIiDIT1L5xJyo2DJtERERERJkJat+4ExUbhk0iIiIioswEtW/ciYoNwyYRERERUWaC2jfuRMWGYZOIiIiIKDNB7Rt3omLDsElERERElJmg9o07UbFh2CQiIiIiykxQ+8adqNgwbBIRERERZSaofeNOVGwYNomIiIiIMhPUvnEnKjYMm0REREREmQlq37gTFRuGTSIiIiKizAS1b9yJig3DJhHtGNcAmkq/jDtLBAhCCe6876uoarchKPNa10ATSr98J0oEAULJnbjvq1VotwWTtxl0or/+Gdx3ZwkEQUDJnffhq1XtsAULYH/TWJ5oxfcfOYj9ggBB2I+Dj3wfrRPLm6+x1uMhQYCQTmlH3DaDzn7UP3NfTP0+g/p+p2z9JnNhoKkUX46px2fq++GUq8ek71HJ5xARFS9B7Rt3omLDsElEO8J7Bc8fFCCUHMI3defR1nYGVY8chCCU4HCDNe613ivP46AgoOTQN6E734a2M1V45KAAoeQwGqyx2/XiyvPhbRz6pg7n286jvvRB7BcElDzZjGm19zkF75Xv41CJgJJDj6PqTBvaznwfD+5P2L/Zy/iT730P35PxzIN3JNebtQmP7hcg7H8QpfXn0XZeh28eKoEgHMTzV7wZyhTEWP1hlMjU48HSDrhiXxscQ/3hks3v8Xw9Sh/cD0E4iNIOl+p1S0SUT4LaN+5ExYZhk4h2glF3LwThAJ5rjw0kVtQ/JEAoKUXHRguaEbp7BQgHnkO7K2YbkZa+ktKOzRa0yGMHnmuPCURBDNWGP+vIVfX3O0lwCLX3ChAOlqIjZv+CQ7W4VxBwQNOTvoXQ2oDDJQJKnjbE7LMLhqdLIJQcRv1YTOuvy4CnSwQIjzWlD97TTXhMph7H6h6CIBzEkaub25xueiz5ewyOoe4hAcLBI7ha4C3KRETbIah9405UbBg2iSj/pvHW04dw5721GEp4zlr/EAThIdRHW/Sm38LTh+7EvbVDCduIBNOH6mGNPtZRCkEQ8Fx7QvfasTo8IAh4qN6aw33IkatHcEAowbdaElsbw/tX8uBJmFO+34qGwyUQSp6GITaIzzbjSUHAvbrEc2gQHaUlEPaXosOfukzh7+Ae1A4lPOc14GlBwIEjV+O/g3uSv0ev4enCDfhERDkiqH3jTlRsGDaJSD2RMCQ8iebZDK8NdqC0RIDwZDNmo49dPYIDMqEy2FGKEkHAk82zBbCP8cbqHoAgPA2DV/l7XYanUSK3v+3PyYfFLL+D9ucECEIpOpKeG0PdAzEBP9iO52TGikqSVNgBn4goRwS1b9yJig3DJhGpIeidQm/913BQEHDw+SvwpnxtEN6pXtR/7aDM+MNoS99h1EYmqFme0ONbBwUIB5/HlS0EunzrKBUgHDiCq64BNJU+goP7I5PsfLkUTQNpxjwGr+LIQfmuquGWySfRPG1De9VXNyZL2v+F1BMwxdZh/UMChAfqMJbquZLncUWSNrotP1A3lrydaDfn56+oXsdERPkiqH3jTlRsGDaJaKddeb5kY0bVO55owOhyqtdewfMl0dlX78ATDaNYTnzN8ihef/yO+Fla7xNx2S4zc63qFZVZnQAAIABJREFUbqLhsADhnsM4fFDA/gdLUX++DefrSyMTBB1C1VX5cntbvoUSQcBjTdMp6vMhHD5cEjPpUBUeP1QCQdiPr+mT37NJpntyjI7SmFbPSKCUb73sQGmqVk8iol1CUPvGnajYMGwS0U4b6TiDtrbzqBcfj8zK+nzcZDmbRtBxpg1t5+shPn4oPFvq8zGzo7p6UPXgfgglh/C4WI/zbW04U/VVfGF/um2qKRLskibjkSC52vHcAQHCvToYk943jabHBAgl30KLTGttOBAKEB6qw1hsq2d04p4U74srE8MmEVFGgto37kTFhmGTiNTkan8OB7KZhVVyof25AxCEA9D0BCFJQVw9clB2yY3gWH14xtav6TfHdxYELwxPCynHV149cgCCcBgNNxOek5uJN8ZQ7T0QBAFPG5KXOJltfhKCUILnr6QqU7qwKd+NVjZsshstEe0Bgto37kTFhmGTiNR1FUcOpG5ZixM3IVC6sYbpJr1RV7TLa701+bmkmXkjooGxtEO+i+3NhsMQBAGlHTKfGZmxV/a5jHXFCYKIiGIJat+4ExUbhk0iyr8PUHnoTpTEziS7ITIu83ADbkoSpA8qcejOEvmZZK88jxJBwOGGm0i3DEchh83UwTE6M2/iTLXR1tA0M9immJVXktIsa5LNa7j0CRFRHEHtG3eiYsOwSUT550XLt8ItenVjsSEriLH6wyiJXSPS24JvlciPP6w/XAJBuBc6Y/i9PZoDabvRCo81YVr1fU8Q2b+Sw/Vx+xd06vF0iVzX32xafo3Q3StAOFgaP051eQDV9woQDlahP12ZppvwmCDgYGnMeFgpiLG6hyAIB3EkZtKi6abHkus8OjZUZqZcIqLdRFD7xp2o2DBsEtGOsDbh0f0ChJL78fv159HWdgavPP0g9gvJwcva9Gj48ft/H/Xn29B25hU8/eB+CEIJDtePbY5bdHWg9KAAoeROfLk0MkHQK09HZnY9jPqxQpyRVoJVH17yJXk2WpkyR1oXM028471ahftLBJnZaBOCYWRsZXx4DeJqVWQCpsercKbtPOpLw99NfACVIAWvoupQSXhSpqozaDtfj9IH98uGfiKi3UZQ+8adqNgwbBLRTgk6+1H/zH24syQ8e+r+gw/gmfp+OJNaw4Jw9tfjmfvuRIkgQBD24+ADz6A+spZm3GtdJui//wgORdaWFPYfxAPP6NBlK8ygGbd/DxzEfiEclu/7ahVaJ5aTX5tubcsEyxOt+P4jhyL1ux8HHylFU2KdyYZNCZLkwkBTKb4cqceSO+/DV1/pkvluJEiuATSVfjnyOSW4876v4pUume+GiGiXEdS+cScqNgybRERERESZCWrfuBMVG4ZNIiIiIqLMBLVv3ImKDcMmEREREVFmwlZvuJeWloj2pJGRkaTH1tfXYTQad1S0LOvr60REREREBSdj2FT7xp6o0DBsEhERERFllhQ21b6RJyp0DJtERERERJkJDJpEyjBsEhERERFlJmw1ZHq9XqI9aWRkJOmxUCiEkZGRHRUtSygUIiIiIiIqOAKDJZEyDJtERERERJmlDJtq39ATFSqGTSIiIiKizJLC5nZvxD0eD9Gudv369aTH1tbWdjxsRsuytrZGRERERFRwhK0ETbVv9onUxLBJRERERJSZkE3QlLvhXlxcJNqThoeHkx5bXV3F9evXd1S0LKurq0REREREBUdQEjITb7DdbjfRnjM0NJT02MrKCoaHh3dUtCwrKysbbs4sEBHlDc816tU5EVExShk25QJm4g22y+Ui2nMGBweTHgsGgxgaGtpR0bIEg0EiIiIiooKTFDblWjIZMIk2MWwSEREREWUmpGvNzBQwFxYWUpqfnyfala5du5b02O3btzE4OLijomW5ffs2EREREVHBERKDpjD4d0RERERERETbExs2FxcX1S8QERERERERFb/E7rOqF4iIiIiIiIiKX2zQdLvd6heIiIiIiIiIit/169c31u0bGhpSv0BERERERERU/NbW1rC6uoqVlZXw9LRqF4iIiIiIiIiKH8MmERERERER5Vw0aDJsEhERERERUc7EtmoybBIREREREVFOMGwSERERERFRzjFsEhERERERUc7FBs1AIKB+gYiIiIiIiKj4MWwSERERERFRzjFsEhERERERUc4xbBIREREREVHOMWwSERERERFRzjFsEhERERERUc7Fhs3bt2+rXyAiIiIiIiIqfgybRERERERElHN7K2z+GNP/AgA/Q6vqZUlh8RP8TwD4u4/VL8se+l4e9v0E0z/8GKWjedj+X/wMAPA/f/jjwtgOEREREdFO2LGwef0f8NL/9VP8t3/+Bf7pU2z8++Snv8Bf/f1PMRD4B/xa3ndY/VCTEcOmsvdGApjif//yCZ7f2M7HWI8ck3/9f/9j7vevmMNm9Hjc5r//+hdqH2NEREREtON2Imw+vPIJ/scnkbvOT3+Bf/j45/g///ZnWPvRz/E3n/wC0bjwycc/xdvTP8rjDjNsFqYchM2f/Bxrf/uz7P31x3hyYzv/iKF/DB+bq3/+v3O/f8UcNu0fYy5dPf74FwCAj/8lff0P+9U+xoiIiIhox+U7bD78Fz/DP0VC5v/44T/j8evJr9lv+TGu/L+fhkPnT3+G1pv52mGGTWHw7wqwO2YOwmYhh/NiDpvFWKa0iuAcQERERLRb5DVsLn6Cv/4UwKefwnErU4vlj6D9YThw/uzHP8H/kZcdLoIbTYbNLe0Lw2aR79uOKYJzABEREdFukb+w+b/R/ffhHPDf//vfZ/mef8TYPwPAL7Ai5aM7bRHcaDJsbmlfGDaLfN92TBGcA4iIiIh2i7yFzWho+slPUa3gfff9t5/jZwA+/n/+JQ87XAQ3mgybW9oXhs0i37cdUwTnACIiIqLdIl9h8/kffrq1m1D7T/CXAPD/fQKt7Gt+hMeXf4KFv/8U//BzbPz75Ke/wF/96BO860rXIprdjeZ+y49x5a9/jr+KmbzoZz+PzJq7/A/Yv41tZ3xtNmEzZmbfj2Nm9v2nTz7Fn6dYviP6faT+l6bcoz/Guz/8WVx9fPLTT/GX/+sneCmbCZ1Gf4wr/+vn+Jufbn7ax3FlVT9stv4dAHyK6cV0r/sRSv/iE/x5bL1/+gv8zY/THRd/l2Ug+xEeX/tJ+m0XYrDbapm2dUyFv4e1H38aN7P1x598ir/8W7lzwMf4rxmO/oKqUyIiIqLdIj9h80fo+BEA/AKL/z97dxfURpbgib5e63WfJ+a1325ER+zT3JiOO3Hj9kbMjZienbkdcSfu3d24Gzu5IWRCsSp3tY0rcJcd1XZ5WlUut4OudAoJIbAwIFsCqyXKyIYCzIcaGwz+AIwZarTQuKyqslyykb/+9yFTKCVlplIikQT+E/F7sEGpkydPfvwz85wzXulnf4Bt8QU+X/wR/2vx73xp+H9QLk7fvMW36fxol6vP3yI34O36+jOdaVTKhZoUfnr7FR6/yV/83lOWf+/H/PIfbz3XGOioNmHz/evbOyP7vnr9FqsppQ5SqjD35g3CRX1k//3tl2VGEN3Gf9H4vp/86SX+rNTH8xfKKMKPVUH8zVskFvWD1vvXs8jlXDmw5+vz+RsAL1/Df30fhM1gBqPPS+tdHfi///aF5gBY5QPZ9zj1bT50PVOP1vwy1+Yy+MkBCZu7alO+NPxP3yrt/C3+vHMMeI1vdm5mvMXKw7Tq88/Q8Tj/d8nX8t88VI2WG739Q/3rkoiIiOig2ZuwmQsPr+EfsKqwaQQzyoX3ty80n969H36O8RfyhWRCcwoL41Dzl7eVkXNfvkZ4uvRi9/3wjxj6UQkEW5mi39cgbKoGXErcTWsEalVYfvkKJy7pfL/JgLAzkvDL1wiUDPCUwk+nXypB8i2GxzWeRgWf49ZL5eL/0TP8RXEQ607D/d1bvHr5BslsA4fNovUornd1u3iy8WNpSDKsb9XAWC9e4bdX9es5manybYG9VGHY3F2b+g4nvn2rhO/n+KuSY0AKP53OYuVl9ccAIiIiIrLQ3oTN50i8sfaC7v0/vcJzAM9TL/ATo7+NbGMdAH7UGtHW4ELTl8H4SznIha8bvMbnS+NqRiuY7HXYTKHl8VsAbzG/aDzg0l8/kkPJ+qOn2n9jJiBceo7ESwCvX8NlMBXN+9eV8may+IVmeYGNb9L6r5h6vsepJ8qTqoYMm7mAU6beddtFmfrOtVcT9ZxUngbu27C52zZ16QXuA2X7gb8//hJPACC9rZpLNYdhk4iIiKhm9ips3qo2POj4+cPX+C77FhO3y/XnMrqY1P9dbmAizSdTOn9beIG912HzKbqevsV32Vc4ofWqpqllKEwEhFwfz/IjCedDcMEr05de4O4bAK9foaVceXN/u5uwafpH++mlbthU6vLVD2VucnjyN0S+3/jRdH3/5+Rb4xsDGn+7X8PmrtuU6cGzniH841t8l32Jj0p+x7BJREREVDP7JWyal7uY1AoVehea3+EPP6D04lbP0DaWs2/x3WbGxLKNyljlAEHlDOs9bVSUDQjPMLQN4M0rnCoXFD1P8P6iPFJT8l/zgen9+VcVjCpsQZ/NbXX/UyMvcULj1W69sJkLeLfmTQyE5HuBeaXef26qvit83Xxf99ncfZvaebJp5gbGXrQ1IiIiIqoMw+YTvOf5EcPV9hksu+wK/7YRwmZuRGDN1xANvk9V5vxTLK1+c7upO+112ZvXaH+AP11BGNRbD936VvaT7Ev8cwXraj5s5sqj82PFdDFmy2RBm1L32cw+f4Uv4t+VfQvB0rZGRERERJXZL30281L4q4ltDKVe48/Z/AixpT+VhE3lol8vnJlSw7DZ/QP++9JLzKXf4LuXeuu/i7CZK0OlP6oyn/hW/q9b81bXnfa67E3YLBPWdH9Mhs2hLJJG26nS7VbiB5xIGjzlXXm2+/3RbJksaFPveZ7gPd8P+M3mm539Xh4Z+CUCt3/E/3bJxNNnhk0iIiKi2tnr0Wj/oDciahXej77AlDL9BN4o02gkt/H54guVLOayWsFBXa79GjZT+JvFVzvTRuSmZhl69KKwDh69wvdG62M2bJp+NbU0vMjh7aCEzcJpMsormkZGr77LPYGudLvVQ6VhcxdtSu398DOcXX+F1Rf5KWMAeSqVUc2Rmi1oa0RERERUmX0zz2Zu+ok3b3Hn0TPt+Qw9T1Dda7T7I2zmpo14lX2NwJj+3Ja7fo3Wgld5D9aTzV0Gk7o92ayBSsOmFa/uFvN9h/9lJIPA5mt8l7sR82MW/6/G9EgMm0REREQ1tDdhM99nr+IL41zfrhdZ/HLn//PTaJQfyfKA9tn0ZTD5GsCb1/iDwbQRBcuoNmzmQpDZ/nUG239/99l8qsztusv5YuvWZ7MGzJbJgjZlSnca7u/lY8Wzb5/jL61sa0RERERUmb0Km/nX5oznxCuWm1akcBTTNK6+kC/6XWVHodzNaLRvcPW6iXJeSqN18QU+v/mD6v9zweQNgkNmy1hB2LyexRYApF6UHxRl16PRKuH7zWv8vtrXoG/XeDTaPZpn85835OBy956Z0GxcxtL6rjDM7uewaUWbMmvnxswrnLCyrRERERFRZfYsbHq+w++/h8mnkTlPldE/32LyT+rBPioYcOjSc9x6XWnYVM2zmTQxaMr4S3yvEaTkV0ffYjxRrowG80rqhU0lvJkJVX85L8/3WH3YtGBOx0rm2fT9iJFqnyzvcdh87+uXeGJUlxWUcbfzbP5k6fU+Dpu7bVPf4fTjt/gu+xo9GvOkFsrfcCq98cOwSURERFQzexc2n+C94SySbwC8eYPw9XIjRabwy/U3eAXgVXobf13wux90QmgR31P8QXmFrtKw+Z4vg/GXZsr6/c6cnENfF/7u3z+Uw8DzxxmDp4/f49STXBkrCJu514vLhLf3oy9wNzdCbZmwafjUMfgC901uu/ejLzC0/iN+UrQ9f7Ulr2dyPW1QHyn88ps3+vVRzl6HzZ3tXW49lPaXzOJQ8WvORoEsso3VNwBevsIpo9ejgy8wLzevfRs2d9umcmH1ycaPxtshd8Pp9Sv8quT3Fc5tSkRERETV29Ow6ckPaoM3b5C4m8ZfaAWl7jS+eKxMZ6Bz0Z178oiXrxEYLb5QTeEv4rmRat/i2csqwqbnCf7ytlLWl68RGNeYw687Dfd38uiXz548LwpXT1RPVd/i1qLGAD7daXzx7RvV6JmVDBCUf1L87Ol26eAnvu/wD3eVkWpfvpXXQy9s5vrPbb/EPxsE1+JtVzrCZwp/lXiJdb2wlBvUCW+x8uhZ6edV9fGq2qly9jxsqtcDePztC/ytxsAz/+5qBkM/Ktt+/nvNMmoHMtVNlhev8Jtwadv+6XQWKy9zdbSPw+Zu21RRe9I6lrwf/lHZDvqhNDd4lfk3LoiIiIioKnsdNt/zPMFPJpWLRwB48xZ/TuemNniNb1RzZWZ/fFn6VGjH92jZyge151l52o+CuSbfvMHU4lO4nsgXpKWvs5Z7hS6Fn95+hcdvCr9j+vErzKXf4rny/4+3nuuOhvuT+Vf4vmhqkunHr7D6PL+e6+svEKtm6pNgBuMv8vX4w4+vd5b9LPedz1/BFX0hDzyj+WRHrsvc0zp5nkK5HoemNNbnTy93plrJ/e3041eYTr3Gt8qTtlfZ1/hDVPtJ1fvXt7HyMv/5b76XP3/vx1x9vsXKwxe42qB9NtV1P6qadufbdH56jp3pN968xZ37T0sDTtlAVti2nz1/jTmljv+cq7sXr9CytJ/7bFrTpt6PvsCd3I5UcCyR21TuV99/+0J3H31/XHk1GsCzH1/Lx6HvXuztwEVERERE76JahM33PE/wXvcP+O9LL1UhIxfo3uKb71/CPfGDwdx4OSn8dHob0+k3O+EKb97ih+evMb3+fOeJU+61zNILYHP9td4PP4M7KQfhXAB49fotvkll8Ulc44lnkX/31XOEU2/ww+v8emZfvsHq4yw++SplXI5yU0T4fsD/eFQYXl+9li+6w/O5J0W5AZUMwlP3M7SnCutxdFbvb9P4ZL3wO/HmLb778TWG9J5WF33+i818cKqoPsqpVdhU2t/fzmcL2x+AZ9k3uJd8gX+4pPNqqKlAJrft2+r9Q7mhMLSkTPWzrwcIsrBN+X7A/6ccS9TbIftSOZYYTQuUq+vbLwvm6Hye3sbP612XRERERAdNzcImERERERERvTsYNomIiIiIiMhyDJtERERERERkuSvDDJtERERERERksbGJfNj8Ona5/gUiIiIiIiKi/W/nNdrxGHp97fUvEBEREREREe1/ubD59UAPPN6e+heIiIiIiIiI9j85bH6NcMAD76VI/QtERERERERE+58cNq/hcpcH7e18jZaIiIiIiIgsIIfNQfR4PPD18skmERERERERWUAOm18h6PfA1xerf4GIiIiIiIho/1P32Wzv4tQnREREREREZIHcaLQ3rlxEe3tn/QtERERERERE+x/n2SQiIiIiIiLLxW8oYfPmTXwd42u0REREREREZIG+P+bD5vj4eP0LRERERERERPvfzmu0DJtERERERERkFYZNIiIiIiIishzDJhEREREREVmOYZOIiIiIiIgsVxw2s9ksERERERER0a4wbBIREREREZHlGDaJiIiIiIjIcgybREREREREZDmGTSIiIiIiIrIcwyYRERERERFZjmGTiIiIiIiILMewSURERERERJZj2CQiIiIiIiLLMWwSERERERGR5Rg2iYiIiIiIyHIMm0RERERERGQ5hk0iIiIiIiKyHMMmERERERERWY5hk4iIiIiIiCzHsElERERERESWY9gkIiIiIiIiyzFsEhERERERkeUYNomIiIiIiMhyDJtERERERERkOYZNIiIiIiIishzDJhEREREREVmOYZOIiIiIiIgsx7BJRERERERElmPYJCIiIiIiIssxbBIREREREZHlGDaJiIiIiIjIcgybREREREREZDmGTSIiIiIiIrIcwyYRERERERFZjmGTiIiIiIiILMewSURERERERJZj2CQiIiIiIiLLMWwSERERERGR5Rg2iYiIiIiIyHIMm0RERERERGQ5hk0iIiIiIiKyHMMmERERERERWY5hk4iIiIiIiCzHsElERERERESWY9gkIiIiIiIiyzFsEhERERERkeUYNomIiIiIiMhyDJtERERERERkOYZNIiIiIiIistx7Xq8XHo8HHo8H7e3tdS8QERERERER7X/vXbt2DV999RW++uorxGKxuheIiIiIiIiI9j+GTSIiIiIiIrIcwyYREREREVEDSCaTBwr7bBIRERERETWAZDKJg/TDJ5tEREREREQNgGGTiIiIiIiILMewSURERERERJZj2DzIbvnQIghwRepXhohLgNDiw61610XVbsHXIkBwRRqgLCZFXBCEFvhuVfi5BmgvRERERHRwMGzWWvohbva14cQRB+yCAEEQINgdOHLiC1y88RBpK7+rAcLDuxc2I3DltmtZqkC4GcNZhw3OczFs7rbMtQqbERcEQYDjfNxUu73la4EguBCp+zYlIiIiolpg2Kyh9GIQZ5w2CPbDONEWwEB0DPPzY4gOBNB24jDsgg3Os4N4mLboOxk2LVBl2Py0H8vLy2WsYjO3rTcHccYuwHF2/4VNQXDgfDxd9u8ZNomIiIjeLQybtbIZw1mHANuH5xF7qH1hvj56AcdsAg5fGLfmCeeBC5v1eKW1yrBZz9duaxw2bTYbBMd5xMvcJGHYJCIiInq3MGzWRBrx8w4ItlMIrhv/XcLbAkFoxcV7Fnwvw2YdvvPdC5sunx/HbOVfp2XYJCIiInq3MGzWwmYIp20CDrsny//tSg8+FgR83LOy++9l2KzDd76DYTOSxS3/MdiEw7gwrv86LcMmERER0buFYbMWYmdhE5y4MG7m72+h+8QH+PDLeMnv0g9voq/tBD48ZFP6ytnhOHICbeF5pLSWZRgeUpiP+uBqdeKQTR6wxnboQ5xo68NNjdd8y4ZGne8y+lxqPgqfqxUOuzJgju0QnK2u0oGSlGVrDbLT4rulUU83cFG9XLsDrS4fhhb1glAaD29chKs1N2iTDYecrXBdHMV6zcKm/Dmt9al4nYzCZvohblx0odVhL6zz0fVdhc1s9hb8x2wQDl/AuM7rtIZhMzdw1oeHYFO2rd1xBCfawphPlWlv69OF+4XdgSMn2jC4UzcpzIfVg3LJ2/ec3n6z0z7DaDvxYcn+MW34dgIRERER5TBs1oB8kX0Gg7sY+Ced8KPVLsB+1AXfwBjml5cxPxZF4NxR2AUBDlcE68Wf0w0P64icdcIm2HH0XADRsXksL08j3u/GJ04bBHsr/InCEGN12FyPnIXTZoPzeBsC8WksLy9jOt4P9ydO2AQbjvkS+cCZ3sTq8jKWl0dw4Ujh4Durm4XlXL92Hh8WLHceY9EAzh21Q7B9iPPX1ovKnkbC3yoPznS8DYHoGOaXpxHv98F11A6Hy4cv6xw2K14nvbCZTsDfaodgc+J4m7Ldp+Po97lw1O6Ay/flLsJmFtlbfsM+x7phM1cu+1G4fAMYm1/G8vwYooFzOGoXIDhciBQHvFx7C4Rw2qFqx/NjiAba0OrIfW4dEZcDNudxtAWiGJtfxnR8QNlvitqZuk30nIRDsOOoy4eB4v3DcRI9ifIDIhERERG96xg2a2DXrw+m4zjvENB8JqwxUm0ady5+DJvgQNtI0e90AuC9HvnvXZHi4JVFNp2A75itJCBaGjbv9eBjm4CW9mmNJ0spXDvngGA7ib6V4t+Vecp4y49jtmZ8fFErQMihQ3CcRWyz+DMCDp8bLg3ruc9UFB4tDpvVrJNO2My96npuWGO7r0fgcgiF4bGc4rCZNX6dVns/UPozN59BWOOJevrORXxsE+BoG9FsbzabU7sdK23M4XTCfsyHhMZ+M37hMATbaYQ2C3+3GTsLh3AY50puTOT3D9sx/z4eYZmIiIioNhg2a2DXYTN+Hs1Gr+GmB3FGM6hoBcBJuA8LaD53TX8wl/ELcBZ9n5Vhc6XnYwjCKQQ3dZaV8OKIZugxCptpXDvXDNupoEZoVGwGcUoQcCq4ufN/8fPNEJrP4ZreU+f0NZxr3oN5NkvqUitsVrdO2mEzjvPNxts9fe0cmncZNo1ep9XeD+RyOS+M63xPGoNnNOpLaW/667OJ4CnBeLCthBdHBBvOxtT/fw8XW8uMCK2xfxARERFRKYbNGtj7gVHkEGYqbCa8OCI043zcYHnpRYwMDGDsQf7/9qLPpj45eFUUNtMRuGxFoUunnprP5/rDJuA9IkA4M2gwiuoezbO5uln0nRphs6p1ymqHTSXAnxk0eP1zV30289IJn+brtNXuB7d8Lbph06isVbXZWz60lA2S8rayZBAvIiIiogOMYbMGGipsVjlSacOHTYNBhErsfN54UJ6y32lQdkteo61qnXS2sZntblHYzGbTSPhKX6fdF2FTWSczjNsNEREREZUPmwvwt5i83i14S9CPhZrEy8KfBg6buxsgKJtN4+HNPrhPteIDZ37ETsOL34YOm/JouF+cOIIPciOjFqk8bB7BhRGDp4k5/5ZSPrcfwmal66SzjWsaNrP5vr+q12mNwmb64U30uU+h9YP86MiGrx3vadj8FP3l6ltjcCoiIiIiKlQ+bG7jyTdrWFsrNo72owKEf7mi8bs1rH3zBNs1iZeFPw0ZNnc/9YkyeqztEI7tjI6pvvCVR2ndN2FzZ/TRwzjRFkB8uvhCvh+fVvlks7I5RfdD2KxintRGCJvZ/Ou0LV55cCO9sJkbmfjQsfxIy+r2MHLhSI3DZhVzlBIRERFRiepfo1WeeH4eszQsVv8Tw+eC0KBhczOE0zYBh92T5f92pQcfF/UH2wydhk1oQft0SudzFvfZzKbwb8vL+DfV/IZWhs1J92Hd0UdlVbxGqwyUY6qWFivpAAAgAElEQVSOi5Znc0Ws77NpRdisap2y2oHplg8tgg2uyN732czLvU7bAm8irR02lX1De2RiWU1fox2/AKdgw+mQUT9ZIiIiIjKDYbMmlOkdbKcQLDMhvHxBXjiCZuxs6VQkBdKj+NJp4Wi0t3xoKQqkCe8RCLaziOl9ZvwCnKbC5h34j5UJY+t9OFlp2MxuInTaBqHZhYjeKLcaxi84jUejzY7jgrNeU59Ut07aT+fk9Sg/CrGVYTOrmkrHi0GvRtiMnYXN8EliGqNfOmsXNpX9o/J+xkRERERU7MCFzQ/+2/+D/+sffoFf/OIX+I+//C91r+AdyjyGtmMXMKoTOFPTXoNRPOWnQyWfSz/EoDIXpLmwmZtnswVfjmrNI6gs77Abk+r/j59Hs2DDqaDB3JymwmYaEZcNQvMZDGrVQ2oaXp1l7Uxn8XEPVjTqL/fapuN0EIta4XF9FG7XOURUo+zuzMfoimhML5LCtPeY3D+2TvNsVrVOOq+CGs6valjvOsyETdU6NDc3l4ZNpY3mXrUt/GwaDwddcNSyz2Y2i/WICw7BhmMXRjWnnEkvBnHO5cd4JTcAiIiIiN5BtQqbz+5exZcnP0RzkzzeR1Pzhzj55WXMbuh8YGMWl788iaM7Y8c0odl5HJ9dGsO6ujNo7POCcUTeE359Cufbu9DV1Y5zv/kfda9gtfRiEGecNgj2o3D5+hEdm8fy8jTiAwG4Tx2FXbDBeXYQD4tDhRJUc58biMcRHxhAv8+FY4dssLeexZkjGgFH94I81wfUieM7fSbnMTbgg+uoHYK9Ff6SYHsPPR/bINic+MTdL39mOo6BQBuOO22wt7aafo02Fz5szuNoCwwgGo8jOjCAQNsJHLbb4DzrwkmdvpT3LrZCEBw46Y5ien4M0bEHBb+X+/8JsDk/gbs/julluZz9PheO2gU4TvYgUTz/Y99JOAQbnMfbEIiOYV7ZJueOHYLd2YpjdXuyWeU66fY7vIW+kw4IynaPjs0r2/Acjh2yw9l6zPonm9ks8q/TChp9NtcRcTkgCHYcdfnQPxBHPD6AgX4fXMcOwWZvxdkzR3RD6l6EzWw2jYS/FXZBgP3oOaVNLGN+LIpA23E4bTZ8eP6a/tynRERERIRsthZhcxtzfZ/AIdjR8pkfkcm7WFubxegVD37rbILg+AR9c0VDCS0E8YlDQJPzt/BcGcXs2hrWZkdx6cvfwNkkoOkjP3Y+8uzPyqBEV/AvjfsarUr6IW5c/AInjjhgVxKy7ZATR060oe/mQ/1XHNdHcdHVCuch+emTYDsEZ6sLvug8UrknfhU9/ZFHg3W15sthdxzBibYw5lN6ZV/EYNsJfJgrg2CH48gJtPXdxMO0dj9LvQv+9OIg2k4cgcOu3CmwO1R1IL/yqdmXMr2IwXPHdkYstZ/7qqSc6Yc3CusqV87wvE6/wDQe3rioUxd17LNZ7ToZDXKTfogbF11o3bmLo1qO5X021d+be/qtNRrtOkYvutC6M8qyDYecrXD5ophPZbEZPKXTB3WvwqYsNR8ubKPKPnfxhsF+SkREREQ79jpsPrn2BRzCr3D+hsYjzO05+D9qQtNHF1XTpGwj9nkThF+5MaUxnO32nHx9ePzSStFvGrrPJhERERER0btlb8PmCi4dF/Ar95T+NChTbnwgfAD3lNnl3kPvbz/AB19eL/p/hk0iIiIiIqKGsadhc8GPloIgqfUjh8QTff+68z+jbc0Qmn+Hq+uVzNSphM2///u/xy9+IQ8Q9Hd/93d1r2AiIiIiIqJ30Z6GzaLBe4y0+PMv0mJjAp7jdgiCHYdP/h7+yCTufvNE/+moOmx2d3ejq6sLXV1d6OzsrHsFExERERERvYv2Pmz+C66srSmD+Oj75klxlHyG1cnL8Jw+jg+UsUzkEWyv4u4zg7DJ12iJiIiIiIjqb+/DZgvUDy2r/dl+sozJy1/iN8oItsGSZTJsEhERERERNYw9DZtTbnwgNOHTwSdVfofGz8Yf8btmAU2fx4peq2XYJCIiIiIiahh7OxptAp5fCRBa/DD9cPN2F37zwXH4E/p/Evtca5lK2Bxk2CQiIiIiIqq7vZ5ncyP2ORxCEz5yT0Bjpk1sPwjh/GcXMZV7+Ll9A+ebBTT/7o+af597stncNlr0iym4PxDw3v8t/Bq/Pd8uDxDU5qp7BRMREREREb2L9jpsAtuYu3gcdkGAveU8Ll2bxN21NdydvIZLX/4GzqYm/LrtRkGw3Ih9AWeTAHvLZ/BfGcXs2hrW7k7i2qVcn83PEStJotu4cb4Z733w3/4TfvkPytQn//GXda9gIiIiIiKid9Heh03559ndq/jy5FE47Mp0J03NcB7/DJfG1jWnNNleH8Olz/Ij0QpCE5qdRw1GowWwMcE+m0RERERERI2g+rDZmD8Mm0RERERERA2AYZOIiIiIiIgsx7BJRERERERElmPYJCIiIiIiIssxbBIREREREZHlGDaJiIiIiIjIcgybREREREREZDmGTSIiIiIiIrIcwyYRERERERFZjmHzAHu6Oolorx/tkghRFCG6vejqHcT1uf9Z97LRHm/7+2MIBbxwiyJEUULPjUd1L1OBmTBEMYyZepdjr6zE0S12I75S+++eCYsQwzN7+z33hhHwdeFqIlX/uq6DlXg3xO44VhqgLKVmEBZFhGdU/5ecQrjLh74bKzUvT03a416r4Hh1bzgAX9dVJFINsu2p7vbyWqyq/auS85NW26/j8YT2J4bNmpBPAGIJCe0dAQSHJrGSylj7nSvXEZBEuLsHMTJ1Gw+SD3B7ahzxwR6Evk42QJ3QnlG2vbdvCJMLq0gmH+DucoOFAobNPVOLi/vMXARe0Y3+8XfzWLLvwub6KHolCR2x+ZqX590KmxnMRbwQ3f0YTzbItqf62uNrsbqEzToeT2h/YtisCfkE0DU0j2Qymbe6gMRIFL2dbohSB0ITa8hY9J2JAQliZwyLmXqvO9XaYswH0XMVs3Xf9gYXPgybe8a6i/t9eOFao3rfd2Gzjt6tsFkLK4h3i+iOaz1Vaqxtf6BU2Qb2+lqsLmHTKnU8T1JtMWzWhHwC0D45ZJHNPsX9eA/cohfhmS0Lvk8+GXkicw2w7lRrM2ERYmjKshsX1WPYZNg8mPXOsGkew6bVGDb3TxvY+2sxhk3aDxg2a6Jc2Mwim81gMdYJUQpiYmu332d0MqKDrnEu7hg2GTYPZr0zbJrXOMejXWio4xXD5v5pA3t/LcawSfsBw2ZNmAmbWWRTMwh7RHQO3df4/VOsTkbR62+HJIoQRTe8gRBG5jZUT7D0+oaqv1vrZKQ6IGY2MDcSQsDrlj8rtcMfjGNuQ69PqZlymfB0FZPRXvjbpZ3v7ahwOfkLwAw25kYKBshp9wcR111W8TrIfWlDI3PY0Hj1ZefgrlVXvVFMrWWM6+aO3tNrrXL3Ijq5iqdl11/ehlrbvvSiWClXl+p7zKzv01VMDgbgdYsQxQCuP9Ipy0xYuxzqE5bqBFY8eILbG8CgwTpnNuYwEsqVQ4TU7kdvdBKrTyvbL4u/V17OGO7r3Owp/fsOBEIj2vuGwUm0uPyi24tAKI7ZteLllL9Q0brQ0L/4MNnOzWw/o4uE3H7RoWr3XfrtOF9erf1lEJOrT83t+6bafm47dqnaj8F2LHuseYrVycH8uirHAKMyW9N+dY4VU2vIaB7j9UJI8XKM6iO/DK19tuzxo8r2mJm9Co/owdVZ/e2THO2FKAYxkTJafplzk9HxvIILbs0bEbs43hUeU7T2S/V+qNrOxedUtxeBQYN2prP+ZvY/rfYxmGtTget4VFX7r6697eoYpHGOmwnrnFcNA16112KVbwvz+5fq+mPXYXN3x5NKjtd0MBy4sOn1euHxeODxeNDe3l73CpaZDJvZDGbCUukOl1nCaJ8XUkc/hiYXsKr09xyLBuAVJQTiS8rJ8ykeJ5NIJucx1FXYR3RzZwAig7A5PIXRvg509EQxtrCKZHIVC5ND6O+QIHoHSkfXM10uY5mlUfR5lQ70tx/IZX5wGyMDfkiiGz0mRzyTT/LDmBrtQ0dHD6JjcplWFyYx1N8BSfRioHj0TGUdRHc3Bkdu40EyiWTyAW6PDMAviXD33Cg5+MkH9zHMhDvQ0Z8bhCeJB4k4rvgliFIvRte3MBP2wt0dQnyytByRueILpy3MRvyQisqRiF+BXxLhDc9gq0zbSW3K23r8sgjx8ni+b/BmKr8dcusr+XElnlCt7yC63SKkQAx3tjTWNzSMeMCN9oshxMenMDU1i2W90RafPla+exyXRRGXx3P9lB/nT/TKCWxsNgJ/ezdCubI8uI2RwW64RQmB66XbfWs2Ar/kRvfgCG4/SBbWuzeMGZNvBWzNhOEVi5ZzewSD3W6N5WSwNNqn+fcDfgmiuwc3ik/aOifzzFIcAUkqaDc77UIKIL6kbhcWhs1K2rmZ7ad3sbI1i4hfgugN7Ox/ydUFTA71o0MS4b08gbWM1jqMYTbiR3t3CPHEg8LtIQVwvcxFUSa1KZdxfghdYheG5jXa/s52lOC/EkeieLtLAcR0bwRpHWuiiIe98AaiO8et/LL8GFosDUfWtl91O1rFwmQcV/xuBOLDCJkKmxksxQOQpA70D01iYbWoPO4eXC9oj/IygpGoss8qn1FvX43j1K7bY/Y+hjpFeK7O6pxP1jHSI0K6fBOpouWbPzfJx2tRXRerC5iMX4HfHUB8OGRJ2Kz0eFdYZylsap7fN5Ha2aeU7Tw2i4i/Hd2hXDtXH+Ovl17QK/tt4Tk4gfgVPyTT3Xvk7w4NxxFwt+NiKI7xqSlMzS7vbJfK2n917a3qY5DOOe7pY+VYMn4ZongZ47nz6mOjEF7ttVjl20I7bCr7dsE56wFuj0QR8HoRjkf3IGyaP56YO17TQVIwXs0B8N7XX3+N0dFRjI6O4saNG3WvYJnZsJnFo+uBoh1beb22O1oSArLZ3EVHJ4buq/+/0tdslH4F3g70DN8vvfO3PoIeUUTvqHrktGrKpUX+bik4pnGXUhnZTwpjxkTn+pV4N0SPFx09w7hfcpdUviARe0eRLP6MFMSYxlMNecRNCeGZwt/NhEWIkoTAVxp1tTWFkEeEt6MDHeEpjXVSyhGcyF8YZbPYmghC8gQxVvJ0Kx9QLt80N6Ks/p3OXH0Wh5pc2WcQ9orwhKYKTuA76xu9UybwmmlripkwRNEDjz+MqZK6z2D2qgeiJ4K5gvJNICh5EBzTGEgrs4R4QCq84NSzch0BSedmSG45vaNY3/n7OLpFCcExjScimTlEvCKk8Ezh77TCWCqBAa/ejQPlYtcbwdxOm7EubFbTzg23n2bYXMdor35oktuxiO7hwnqfCYsQvV50a+0vmVlc9VTQ58noibKynto3wZT694QwZSLw5e7M623LqZCndFAQq9pv6iYuSyK8V2dLjz/KckQzYVNZTt+YRpDILGG4uyjA5Z7WeEKY1GhHuQAcnCh/MVxpe5T/Xuc8sD6CnoK/r/zclLp5GZLoxdXZ0gCRa7e7D5teeLsrON7pKn9+93j8CE+VHq9yT4kjc4XtdSIowRMcKwlh+QBxGTfLTuUif7ckBRDVumlTcfuvpr3t4hhU7hxn+Wu0WsfXyreF5vn+/hA6RQm9Ixp1rZznRavDZsXHkyxfo6V9a9+HTXnHDmEqd6BJ3cRlyegVIjm8FF6MVRc29UdMS2K0t+iAVlW5NDy6jkDJyU9lMQaf6ENssXw9yxeAnYhpPFHIZnOvWqkPmo9wPWBUxkXEfCJ8scWC/58Ji4ajvcqv3fRgZF3794+uByBKA0js/J98575nZF2nHMrFSFFQ1qMbNpOj6BUl9I7qfU8WqZkwPEUXYuXWt1y71w+bpRemO+Yi8BSdhO4PdULsGcmHwCLyhVQvRstMOTAX8UDsHMJ9k8t5dD1geCG4GPNB9MWwqP5/jZNocrQXotFF2/oIegr2BavCZnXtvOKwOReBR/OpfZ4cGjQulgz6qs9FPOZfr9K9eJGPYQU3EYoZdmPQWA9PGDN621K52FMHJqva7/pIj4l2ZCJsrsTRLXZheEl7OY9G++Hzx3C7aBn6x6kUbl6WSo5TlrRHJVBq3XBbH+kpPD5VfG7SeDKq9R27DpuVHe/0lT+/S8EJndA0h4in6LP3h9BpcL7K3fApvNmsRQm6Ok+gK2//VbS33RyDyp3jahE2q9gWpfuXcr1Q9hxncdis+HiSZdikfeuAhM38zpeaCJa947kY8xX1i6gubHYNL+l+R/EBrbpyVUHpp2JmwIOVeDfErmEsGdZtJScLJYSb7hOnKofRxXFxORZj8JW5yExNBIsCqj698qUmghr9moqVXoxUP8BHubCpuqmiud3VJyH5AtTwgic1gaAoYSBhVKYlDHdpBSv1cpYxa/SasNb2Lm5XJeXPYCpU+kS70DdYmJrCwjeF7c+6PpuVtfNKw6Zm6C6m3PBQh7ByoydXNBiP3sVLagJBUURwwvjtALPBtnyZigOTVe03hYlguXZkss+m8iSiM3rHRJ/wMu1BIR9jCvdra9qjcsOzZL2V4KgKOBWfm8y0DUv6bFZyvCtfP0bn99CUXtgq/exizFfmRqbc5qSBxC7aRzXtv/L2tqtjULk2WoOwWc22KC273s3DKttbhU82zR9PKm33RI3jgITN/MFTtyO1Ycfq6sJmJRe11ZWrCpWGzUpCXlk1Cpu6A7IUM1d2vfItxnwmtodyMav6/N6FTYP1KTkJ6Q+4UMy4rZS7GKucubBZ/oaOXvvbH2GztN1oky+EKrmZYUnYXIzBZ+KiRr54Lb+flS9TcX1Y1X7NTKVgfoCgrZkBdEgi3J29GIxPYmH1scGFoomRTjXq2ar2KL/qWnRTbiWO7qI3Yyo+N2kso4SFAwRV1G4N6qe60WhLP6s7AE6xstvQ6Luraf+Vtre9OwZV2gaq3VbVbIvSssvLNQz2ezRAUGXHk0rbPVHj2Pdhs7jP5kxYhNg1hPlyHVYLOlbvfdisrlx6Mti4O4ahYAC+3OhrFV2AyaoNm5mNuxgbCiLgy4+gZnSStTpsyhdHqoEHdJU5cJcp30zYXPjX3Nb1DpvKTYf8YDX6HhuO6lnl1ACZDdwdG0Iw4MuPImt0I0AnbFY2BL61YbPSdl5Z2NQLrOXXqSZhs+iNEV0mLyjNlKlgvSxrv2baUSWj0WaRSa0gER/Mj07tlkdHTpSMfGli39Gof8vaY2YGYanwtcqVeHfJk6yKz01mLngPbNhU9lv1gHJ6DAfEKfPdVbX/Stvb3h2DKm0D1W2r6raFXtisdD+tbL2tOJ5U2u6JGsc+D5ulo9EuDXcZvxqqae/DZnXl0qKMwip1oCeqjJqmPqnt8ZNNeXQ8CR09uREl1YGuNk82M1MhGL5iVSG98i0Nd+3fJ5uZKYQseSJZxZNNZXRAqaMHUWXkTHUg2A9PNqtp55WFTeU14UZ9srk0jK6aPtks6uduWfuVt5XhK3IVhs0CmRTWF8YQDcgjsw4UjHxpYhkafQ+ta49KX7Sdepf/rriPbcXnppU4usuNC3Bgw6ay3xq8xm6e0VQe1bT/Stvb3h2DKm0D1W2r6raFXtg0fC18D8Nm4XY3Op5UWA6iBrK/w2bunXfVyVO++Ck/aEShvQ+b1ZVLw3wUXp1RALPZ7B6HzXlEvTqjOqrqpTZ9Nsu8xlWB/dNns5KLL/kCwfSopLrkPpuGoS+TwqZqOoH5qBei9ypmdZ44VdRn0/BCQh4uPx9krQqb1bXzmvbZ3Ouw2SB9Nnfffi3ss2koN6KuepARq/psVtses0q4UAYwuz+ETo0Rzys+N9Wsz2Yjhk1lvzU9Eq6R8n02K2v/72ifzQq3RcP02TSkdTypsBxEDWQfh83ctBRFozImR9Erlg7VbWzvw2Z15SqleaGutjSMrr0Km2WDrBxM9jxsKgGveMqRapUbjVZ3RMRsbpQ6jdFo6x42lSBgcmoKI+VGo5XDvzyht5lXs5aGu0yETROj0ZYMkCGP2qk/MIcyjU659lllO69uNFr90aCzWe2RVGsSNnOj0eqO0pndGenR/Gi0BqNX3h9Cp1g4IqpV7bdsO9oaQ5+JsHk75oevf1R3ALenk5eL2nW5JyYmR6Otuj1mkRu5u3Povv7ophWfm5S2YTAa7dZY34ENm/J+60Foytwcs/qMv7vy9l9Fe9ujY5CpbWjFtqpiW2iVveyI63eipvqw66+3FceTSts9UePYp2FzC3diAZ3Jk5U5w6QAhu9rPf3bwsxgEEMF81rVIGxWVa5S8p3Jbgxrzfv49D6GNeeM01ZxyFPuaGtflDzF/eEApBr02cxmlXk2Ra/m3GjZbAZL14MIT2jMmWVqW+WXMxfxQtSZz9Nwns1dhE3NgQqqufjamkBQEuHVnL80i8zSdQTDpRN2ly7bYJ5N5Q5sfooM5UlS9zCWNJb79P6w9hx8Fc+zmcHScHfRPJvKdAE6F2jyPHMm2meV7dxw+xnNs6kzv6HhHHeWhk3ttwTk+Rt15vmrcp7Nbq25djMbGAtKOvNsWtB+jUZ9zGxgKuzVOGaWHvflAXd0jr0GTzb15jDMzXtYPD2Jde1RVfeeAAK600VVfm6S66IT0Tsa82xuTCnzEjZW2NR+SlhF2FTmdhS9WnOAZpHNLOF6MIwJrXNGJd9dcfuvpr3tzTEovw33+i2zyreF0TybmnND71xXWRs2Kz+eZA2P10SNrKHDZtfQfGEn79UFJEai6O10Q5T8GJjSCROZJYz2ye+89w9NYmFV/vyD2yMY7HZD6hgoOhjXImxWUy7tdYsHJIjubgyOJLCwmsTqQgLj8RC63RI6+vv28DVaZZJk0Y3uwREkFlblbTIeR6jbDamjH321eI02m8VO31WlLLcfyHW5ujCJof4OSO4eXNc8iJvcVsXbzN2NUDyBB8kkkskHuD0yiG63CCkQKzlJVx82k/i6T4LovYyRhVUkV1ewlrubXOXFl9zXS4S7e1Dp6yXvR5ND/eiQ3Oi5bu5phnyhUljXuXYrevswqqrr3AWKu3sQI4kFrCZXsZAYRzzUDbfUgf4+M6/RqpcloaN/CJMLq4XbWPIjMlt0c0a5ASD5B3bWd3VhUvnuAAKm2md17dxw++ldHKv7t44tYLVg+4jwXi4NU5aGTeUVTSnwRyQeJJF8sIpv1PUw2idv91Bc/r16u0sBxMrcHCsok68XfX63qt9h4bLiGvurte1X3Y5WsTApb093T4/GMVP7wnYm7IUo+XElnj9+59ujdp/NvnAYXm9gp/9yMvkAidz21biRYl17VCjziBpe+Fd8bsrVhervVxcwGQ+h2+1GT0+ZN3DKtVdLw6byar8UwB8TD5BMPsDqznRJ1YTN/H4rn4dz23UVC5ND6O+Q4O65rnmzrVD5Vysra//Vtbe9OAZls1lkk1+jTxLhvTwiX6esrBm8yl6mvo3qq8JtoV32wn1MPsc9wO2RKHo63OjoCVj+ZLPy40kWRsfrzFwMne0dGEwYd30gqoeGDpulI1i64fUFEIonsJIqFySeYnUymh/hSxTh9sqfXS3pS1ajsFlxuXQ8XcVktBf+dvkppii1w987iJG5DWSyCQxI5QbEkFUX8pTy+9vlu+mihHZ/LwZH5rCRySIxIGmPdmh52Mwim81gY24EoUAH2iW5LqV2P3qjY7irdZez4m1lsM4dAYSUda58efoya1MYvKh8j9SDG4/K1YHC4OIrszGHkVAAHQXtJYqxu1pPhfU9XZ1EtNdfVNeTmu1W828HRzC3kUE2MQCpeIARE+XfGdXW7UUgpCxLpw4Lv7sDgVAcs2uZCkajrbydG24/o4vjzAbmRkII7Iws7Ya3qxfRyVXNPnrWhs0stu7EEexUvts9iNmy27LDsP4Ny6Qcu7py66q0xUmtkRctbr9bd0YQCuSOu+p9uJI+m6XHb9HtRZfmOuSXUVyHbm+lx4/q2qPMTL9V7XUzPjdt4Y663Urt6AiE5PNQQ/XZzCK7dQfxYKeyXm4MzpbbzjkG5/rcfttRuE2iY3c1t2spc/34zLf/6tpbwbpYdAySZbA2NYiLSrmlnhsm5hCv8pXnCraF0ZtMa1PqfUxVB3vWZ7OS44lM73idSgzAK7rRP24whQtRnTRo2CQiItrPqpw2yGqZWVz1lL6uSwdNg7Q3IqIiDJtERESWa4yL/8zsVXiMBkiiA6Ix2hsRUTGGTSIiIss1wsW/PACM5+qsBfNCUmNrhPZGRFSKYZOIiMhy9br4T2FjXT3QSC9G1+tdF7T3GDaJqDExbBIREVmuXhf/j3CjR5IHSbkYwpjmdCZ08DBsElFjYtgkIiIiIiIiyzFsEhERERERkeUYNomIiIiIiMhyDJtERERERERkOYZNIiIiIiIishzDJhEREREREVmOYZOIiIiIiIgsx7BJRERERERElmPYJCIiIiIiIssxbBIREREREZHlVGHzMs61/Ne6F4iIiIiIiIj2PyVsDuJ3wn/AX//8n+peICIiIiIiItr/5LB5qRX/9LO/heM8X6MlIiIiIiKi3ZPDpufX+Ief/T0+kBg2iYiIiIiIaPeU12g9OPqPf4Of/9OHdS8QERERERER7X/5AYIun8eH//n/rHuBiIiIiIiIaP/j1CdERERERERkOYZNIiIiIiIistx7X3/9NXr/8Cl++3s/vmqAsPmnP/2JiIiIiIiI9rn3vv76a1xq/Sf87P+wwfVV/cMmERERERER7X/ya7TD7fj1P/4N/ubv/rnuBSIiIiIiIqL9L99nc7gXX7T817oXiIiIiIiIiPY/DhBERERERERElmPYJCIiIiIiIssxbBIREREREZHlGDaJiIiIiIjIcgybREREREREZDmGTSIiIiIiIrIcwyYRERERERFZjmGTiIiIiIiILMewSURERERERJZj2CQiIiIiIiLLMWwSERERERGR5Rg2ibkHBucAACAASURBVIiIiIiIyHIMm0RERERERA0gmUweKAybREREREREDSCZTOIg/TBsEhERERERNQCGTSIiIiIiIrIcwyYRERERERFZjmGTiIiIiIiILMewSY0h4oIgtMB3qwHKQkREREREu8awWRMRuAQBginvaODa67AZcZms/0KuSAPUDRERERHRPsSwWRNK2Py0H8vLy2WsYjNd7/LWwV6HzdS/add3/6cQhCO4MKK9Pf4t1QB1Q0RERES0DzFs1oQSNl2RBihLg6rXa7R8fZeIiIiIaE8wbNYEw2ZZDJtERERERAcKw2ZNMGyWxbBJRERERHSgMGzWxC7DZmoe4bYTOOKwKwPX2OE4cgJtfdNYN/g+VySL9OIgzrU6YBcECLaziCl/E3EJEFp8uJVNY3HIB1fubwQbDjlb4bo4urPs9MMbuOhqhfOQTf5+uwNHTvlw42G69LvLhrdb8LVo1IXR51LziPpcaN1Z/1wZb+Dhbvu3lilv+to5NAvNOHdNY11zNoM4JQho8d0qqP8W3y1k16fRd6647twYWjRYXjaF+XAbTnx4CLbc+n5otL2JiIiIiBoPw2ZNVB820wk/Wu0CbM7jaAtEMTa/jPmxKAJtx+G0CbC3+pEoCVzy953x+nDMZsfhE1/A1z+AgYExPFD+Rg6bFxB0H4Pd+Qnc/XFMLy9jOt4P35kPYRNsOOZLIJWQl3HU5UN/fBrL82OI9rvxidMGweFCZL3ou60Om+sRnHXalPWXy7g8HUe/+xM4bQJsx3wa61+BsuWdhPuwANvpEDZ1lrHS8zEEoRUX7xXW/5Ez53HSUVR3gTYcd9og2I7Bl9AInOkEek46INiPwuUbwNh84fo6Tvbsbn2JiIiIiGqEYbMmqgybmzGcdQiwHfNiWmNU1HTCh2M2AY6zsaIgJH+fzeaEa/Ah0hrLjrgECDYb7JphLY34eQcEmxNOhwOuyHpp2daDOGUTcNg9Wfj/lobNe+j52AahpV1z/VPXzsEh2HCyb6X6bWPiNdp7F1shCB+jZ0Xr9/dwsVWAcCqo2ga5qW706m4Y5w4LEA67MVnwu03EzjogHD6Ha8Uhfmd723DMf6v8ehERERER1RnDZk2YnGezxYdbqs9Nug9DsH2Mnnv6y14PnoJNOAz3ZOn3Nbsiuk/jIi6h6GlckfELcAoCms9d0wyr2Wwag2cECMf8uKP+fyvD5koPPhYEnApu6iwrAe+RXfaFNdNnUylH68V7pb+7dxGtgg2nQ+oyKvWvW3c6r+feu4hW4TAujOu/Yjt+wQnBeQHjdW/TRERERETGGDZrwuQ8m6ubqnAiBymbK6IbWLLZLLLpCFw2dX/B/PedGdQPLfk+mzrLveVDi9Lvs6Jl7EWfTQMRVw3CZnYTodM2jSeRWdzytUBoPodrBU+HVX02dZcZx/lmAc4L44XLKhckIy6Dp6xERERERI2DYbMmqnmN1kxgySKbXUHPx8XLzg8QpPc5hs3Kvld+Eln8BFnuz1n6BNPMtiutB/lpsxkcPZeIiIiIGl+lYfPZ3a/g//1JHN0ZGFSA3fEBjn/mx1d3n2l+ZuHiR2iyH0fPghVx0vjnwIVNo6eTOaWB62CFzdR8FL4vTuDIB7kRc4vUIGxqBstJNw4LTlwY1952VYXNck+/l5exvLyKTQ4SREREREQNznzY3MZc3ydwCALsLafhuRTBtcm7WJsdReSKH5991IwmwY7jnglsFH0y4TuCpqaPcJFhk082KwubaST8rbALdhw+0YZAfLokePV/WquwmetD60JECXrjF5yar9buKmwabRMiIiIion3EbNh8cu0LOIQmfOSbhfbzy208CH0Kh9CE06HiuFm7nwMUNs322byGc83afTb3fdicdOOw0IwzYe0RdXfKUKOwWTgYkNznUnPQIFNhM4aztsI+m+MXnBBspxHarHd7JSIiIiLaPXNh8wlCpwUILX4YP5x8gsFPmyD8yoOENdmx4p8DFDZzT9JOIagxDUaO0Wi0dQmbCS+OCDacjel9bhwXnObC5h3/MQiCCxHdOlpH38kahs3cQEEf9+DetXNo1h3NV65/dZAslhuN9nxc9f+Tbhw29TSbiIiIiKjxmQubC/C3CBA+j5X9y+0//g6C8BEu3tt9cKzm5z3bL/8D/vef/Qw/+8ej6NjnYTO7HoHLIcCmORdmFunFIE479OfZrEvYVJ742U4FsV7ymTQSvmOwadWFRuhLR1ywCc04M6gxV2U2hWmvzrIqUeHARHKZWvHJJ81Fc2tqbG/bMXinU6W/T02jvUWr7tYRcTkg2I7hwqjWOqexGDwHl39cd0obIiIiIqJGUdGTTTNPLJ/9GWtr3+DJdv6/FvwtEITPURhVY/hcENDiXwC2H2DY/xmO5wYdamqG8/hnuDSRex13G+tjl/DZcSeam3KDEh3Fp/4xrG8XLBTv/acPTqHN1wNfdy++2u9hM5tFOuFHq12AzXkcbYE4ppeXsTwdR7/7EzhtAuytfo0gWs+wmcW9no9hE2xwfuJGf3way8vTiA8E0HbcCZu9Fa1mX6NNJ+A7ZoNgc+J4WwAD0Tji0QEMBNpw4rAdNudZuE7usp9jpaPgKq8tCyVza5bW/5EzLhyzy2WPjs1jeXkeYwNufOK0QbAdgy+hMfhTOgF/qx2CYMfRc6rPRZX6s32I89e0gigRERERUWOpuM+mu3QAoHI/hmHTHYLnIzucv/Xgyugs1tZmMXrFj9/9uglC00fwzz3DnP8jNNlb8Jn/CkZn13B38hqueH4LZ5MAx+exgvIcqNdod6xPo6/tBI7sDAFsh+PICbSF55Ey+L56hc1sNo3FwTac+PCQ/ORREGB3HMGJtj7cfJjW7mepF/rSixjUWve+m3iYzvVzzA/aU7EqplwZv+DUmFuztP5bfLeQfngDF12tcB6yyeW3O3DklA83HhqNMpzCfLgNJ47kR9+1HXKi1XWxzOeIiIiIiBqH+dFon2HWfxx2QUCT8zf48vIkVrVHCqoobDY12fGRfw7bxR/aHkWbQ0CT0wmH43PENBLuRug0moRfwaN63NqgYZMOjnu42Ko1t6aa2ZGEiYiIiIgOrsrn2byKL08eVh642OE4ehK/93+F2T/rJ0+jsCkcv4QVnc9NuT+AIDTj/I2SKCr/bP8RvxMEfKTqIMqwSXvrlg8tJQMyFWPYJCIiIiKqNGzu5Lwny5iM+PH7kx8q/SjtOPypH2PFnSjLhM0Wv/74ttqfM14GwybtoXUMnmmG0HoR9wz/jmGTiIiIiKjasFnws/0E81e/xG+cuX6WhYGTYZP2sU386asBDAz0w/2JEzbBgfPxcv0mGTaJiIiIiCwJm7mfZ7PwfVQ6zybDJu1rsbPy4D72w6fg05ySpBjDJhERERGRmbC5/eQbrK39GWbGA9qOfY4m4QO4p8qFRoZNIiIiIiKiA8vUk83Y5xCEFhjkQnVCRIsg4POY+r8YNomIiIiIiN4ppsLmv/bhRJlgmPt5EjpdEkwZNomIiIiIiN4x5vpsbmO0zQGh6ddoG14vnRMz91cPQvjUIaDpRF/BdCYMm0RERERERO8Y0wMEba9juO3XaBKa0PzRZ/BfiWB0dg1ra7MYjVyB/7OP0NwkwN7yJW5smAmNDJtEREREREQHVqWj0T67+xX8vz+Jo85mNAkCBEGAYHfgg+On4bk6jycajz0ZNomIiIiIiN4xlk590gA/DJtEREREREQNgGGTiIiIiIiILMewSURERERERJZj2CQiIiIiIiLLMWwSERERERGR5Rg2iYiIiIiIyHIMm0RERERERGQ5hk0iIiIiIiKyHMMmERERERERWY5h8wB7ujqJaK8f7ZIIURQhur3o6h3E9bn/Wfey7VszYYhiGDM1/+4VxLtFdMdX9vZ77g0j4OvC1USq/nVdU/cwHPCh62oCqbqXxaSVOLrFbsRX6liGzAYSQ73wt0vKMWYQs/Wulz03g7AoIjxT73LQwcD2ZL0anS/rdj1AtL8wbNaEfDIRS0ho7wggODSJlVTG2u9cuY6AJMLdPYiRqdt4kHyA21PjiA/2IPR1sgHqZJ864GEzMxeBV3Sjf/wdayOZOUS8Itz940jWuyxm1T1sppAY8EKU/BgYuY0HySRWF+7jm3rXy55jOCArsT1Zj2GTqJEwbNaEfDLpGppHMpnMW11AYiSK3k43RKkDoYk1ZCz6zsSABLEzhsVMvdf9gDkIYbPuIYXMM7gQrfd2TE0gKIroGVlvgHpqkG1C77yVeDfE7jhWTH+mlu2pzHcdmPDEsEnUSBg2a0I+wOsf+J7ifrwHbtGL8MyWBd8nH2g9kbkGWPcDhmGTaqqBw+ZKHN1iF4aX6l1HDbRN6J3HsNkIGDaJGgnDZk2UC5tZZLMZLMY6IUpBTGzt9vtqdKB9FzFsUk01eth8F9sRwybpY9hsBAybRI2EYbMmzITNLLKpGYQ9IjqH7mv8/ilWJ6Po9bdDEkWIohveQAgjcxuqV2/1+oaqv1vrZKM6MGc2MDcSQsDrlj8rtcMfjGNuQ69PqZlymfB0FZNR1UAjUjs6qllONoONuRGEAl64lXV3ewMIxWexpvNKcfFASlJ7BwKhEe11Nji5ZDbmMBIKwOvOD8gUCMUxu1a8nHIXF1onSoOTZ/E2E93wdvUiOrmKp6q/W4l3a7aNggsjowChbKMuVdvQ30a7aVPa+09l9aXdFvS3rfYyZsIixPCMTjsfxOTqU+0yaa1zbxRTaxlzFygzYe1tpf6calsVtz2p3Y9gfA4beq/RF+9vbq9+mzddttJtlCtXh+p7unqj2vW2sz4ZbMzFEVTqWhpIlKxv8T7r9gYQGrmDLZ19UWr3ozc6VXoMKBuYtdqeQXu07DimdVzyozc6hvt6NyMr2j/z61C2rnTayp2ScuSXqb19DNpjbv/qyu2r8ngGep/JB7rifVxCuz+IuEF9my6baj/V+sxgwfFVPn4Yn3vLt7HMxhziwa6dbaFfb+XDVP7YVf54MhPWLvvO52u9nYrbnM45TZ+qfp6uYnIwfwyS2/ckVp/qfVarrDrfbXQsN70/rmOkR4QUntGsi9REEKIYxERK4zsyMwhL72JXBtpvCroQHgD7O2xmM5gJS6V3RTNLGO3zQurox9DkAlaV/p5j0QC8ooRAfEk5SD3F42QSyeQ8hroK+4hu7gxAZBA2h6cw2teBjp4oxhZWkUyuYmFyCP0dEkTvABLFBzvT5TKWWRpFn1cZzOj2A7nMD25jZMAPSXSj54bZu5MZLMUDkKQO9A9NYmE1WbAOUiCOpUzR34/2wSu60T04gtsP5Lp6cHsEA34JorsHN4ovQnVOLpmlOAKShI7+IUwurCKZTGJ1YRJD/R2QpADiS+qLeAvD5tYsIn6pZBtMDvXBK0roGMyPrppJbcp1Oz+ELrELQ/PKjrOZym8nnYvv3DaS/FcQT6i20WA33KKEQCx/ob+rNmWw/1RWX1ptIYkHiTiuKNv2esE2MQqbY5iN+NHeHdpZ9we3RzDY7YYoBXC9JKhsYSbshaj+7tUFTA71o8MdQHw4VD5sPn2s7LvjuCyKuDyeO8g9zl/wKNtqeGoUfR0d6ImOFX6XJMI7UDq6rrwti9vqGKIBL8SStmpQtuJ2lEziseoCbms2Ar8kwhvIbXvVPiF6cbm4j7qyPtF4GF53J3qjI5iamsLUwjdF6xtHoL0bg8qgRPljjghvZA5Pl+IIuDvQE83t0w9we2QQ3W4RUu8o1jW+04qwad1xLIutmbDmcWmw2w3RG8bMlvZ3m98/lXUYm0G4Q72PPEAifgV+SamrrRmEvW50h+JKW1HvvxHMZUqXGYxE4W/vRig+WdoewzNF5cjunEdEyY8r8YS8TdXbLBArCbZyiBnG1GgfOjp6EB2Tj33q9jVQMqK2crwvPj+MRRHwiqXnB+VYPzYbUdZHKZu6Xq+v7Cw7tSlvp/mhLohdQ5gvOfcat7HQcBwBtx9XtOrt8s3Cdltp2CxzPHn6WPn3+GWI4mWM5y6qHj+t/XbamkG4eD9SXVd0DGi0Ib1zQjSOsNeLgNaxwD+kMabFFmYjfkhu1fFFtU+UtF/d64HK9seVeDdETwRzJeuRwkRQDv7BCY0R4hdj8L2Tb5cQ1dc+D5tZPLoeKDp4Ka/Xdkc17iTnLko6MXRf/f9GJyL9sOnxdqBn+H7p3bv1EfSIInpH1SOUVlMuLfJ3S8ExjTujGcxFvBClMGZMDHSUSgzAq9fvVTmBeSNzRcFKQnBM4+6qMjppyd1GrZNLKoEBr86FVC54FFyYWRU2U5gJeyB2RnFH4y7t+mgvJK0TkdEFttbvcnVREtbV29qD0NRWSXkra1PG+09F9ZW6icuSiL4xjbaQWcJwtwjp8k1VEDMIm14vusNTpe0zM4urntK+0VsTQUhiJ6J3Sp/eyTclxPJh08y6r8TRLXrg8QYwfL/0u9ZHeiCKvRhNqsu8iFiniO5ocfhQtdXOIdw3UzajdrQ+il69cJG7ESB2Y1gdbJX9UfIGMVbyNoD69yFMljyBzWBpuBui1IGODu36yMxehUf0IbZoch1061//GGrFcUweSVznZl1mCfGAVBiaq9o/5XWQpAC+0qirrakQPKIXHR0dCE9pHB+V/bfwAlh5s8ajtX1y5ZAQnFCXI1c3Ojc5lOO2JzSlcXHuRUfPMO6XHPvkJ0Vi72jByNKZxRg6xW5E7+ifHwreKpoJQxS98HaHMaXR3mavejQDQrWv0erVQWZpWD5PTZQeX02HTcO2q6L7pK522+n+UCdEXxR3tNryVAieCq4rRN3rgSmEPCI6Y4sFbXtrIgjJo338yd1QvnxT1ea16qua/VEvNKZu4rLUhZ4eT9H5SlW/vhgWTbc1IrLCvg+b8sErhKncQSp1E5clD67O6t0dlQ/YhRe81YVN/dFrkxjtLTpxVVUuDY+uIyB6EJnT+f1iDL7iC0RNchm1Dsg56yM9BRcHj64HdO4myhZjvtIDucbJJTnaC1G6jJt6T+nWR9BTsI5Whc0EBiSDwKaMFlpyR7TCsCmvXy9G1/XKmwu96pBSRZsqs/9UVF9lBq95NNoPnz+G22X2mZmwaNiPei7iKbqwVEKHQTtcjPksDJulF0w7kqPoLfps6uZlSJ6rmNULPSVt1YBBO5qLeDSefJVus4J6UtZH95Uwk7/3XJ3VeaNC3l8C1x+Z2xd061/j/yw7jil1ZxD45dCcv4lQ3f4pr4N+XSkBqGek6IlaziNcD6hecVZ9Rv+VvhRuXpYKw0VyFL2ihN5R/dcAUzPhkoAhdwnoRGxR+/yTHO0t2sfk79Zf39Lzg3ysLw55KnMReDTaTrVhU//6QKk3jeNMzcJmzbaTUu7QlM52msUffT4Evy732qhyszM8o3scvj/UWXQD6D6GOo3ar3KDQd1+da8HKt0f5xDxlJ7LMzNhSL4YFuci8JTcrJLPoRwIkqj2DkjYzJ/AUhNBw0CUzSoXr4HreLTzf9WFza7hJd3vKD5xVVeuKigXkGUHT8hMIaT3qknONwuYmlowPQ+gfKIsOvGWnFwymAqJEIMTuie1bPYbLExNYeEbo21Quj1M99mstN1VFDaV13gM1y+rceFVeZsqtx7VPNnsjN6pvI9PcRl1L3w0Liz1An65dlXNupcdDbb4s/K2NL44WUTMVxTI9Oi2I3kZvtii4eflizLVBVS54FdVMCyzja3us2lYV2Y+s4ThrjJ1l1rG7NQsllP5bVr5/lltP+i80v23fL3I/c/yN1MN+6PtkC/E1WVZiXdD7BrGkt5nio/TqQkEy91EWYzBJwZw/ZF6Gaobvybb414MEFRaT7UNmzXbTtlcCAxizHSf/urab8kNoMUYfMVvgmjVgzSAhG75q90flS5UBZ+Tw60nMqe8RVN0cz81gaAoITxj8RztRFTWAQmb+ROc7qAuxUzf9SwzQJBOuYpPXNWVqwpmL9L2YBoGc2GzfKgytw3KbY96hU05OJQf3EoOWfl1qvZiyKr6ymJrZgAdkgh3Zy8G45NYWH1sEDzLDRBk0EZKBlgyfoJlbdisJCjpD2JS+aAmBt9f0hZ0FL86xrC5s+zQlNkLyGr3z/qEzeJtvhjzmThHKBfwxecfo88VH6eV+i/f9lVtodxAXjUMm6WvWdY2bNZsO2WzyGaWcL3HDVFqx8XgEEZuPzDR77Xy9luyTxgMfKY7SFtJ+avdH3NBVv30cg7/f3v3EhPXneB7vHZeZHHVC6+i1tVVdFetUW960bojIU2kmdbMRCP1aDJXI03Ui76qUR8GVYs03TKNhsgoFlY8Ru543NBVLiBl3gaXjXnYGBuwHRCENjYQk3gIIUHE7q7iYUxSlVbndxenCupxTr04PPP9SL+F7XqcOnWqXL/z+P97/PEdJGYZTdpRONUjf9YdAISQ3cihL5up12yOX61LGmzANomDvOxB2SxsueyyqeXZu7rR2aLGrRFVM49ymZZCp2HYXNbs3RvqbGncHkXW7j+WaNS2bBZSAp0qm+vzExrsbtelhvhIqVmKQ15lM9dt17rY7GfZjEaj2gw/0cRg9/boibERgifSRkN1smxm3g73r2yaf04cOMwuOf24s3v+vHYQHaWy6cD3WN5FttDP5z6VzZT1PX41tx2Sljs78ykx41dVlzKYlXW+UHjT5jFy3B53pWymPdfels09e5+2sq7Pps3PkjmKbGxE2LuzGUY0zm/7TV0X5vdywuBItknYaZm2/IV+HqOxU5UTjr5P9cifcMnD1im1sdvP9DemXe9KCNmbHPKymT4a7Ue3LmU+DcUyu182C1suq8RGf/MmjB6ZOALebh7Z3BrJtVV9sZHnEkfTPPhHNhNG042PFplU7p04smme1ncYj2ymZTOsxa1RVxt0bTz7gBuFlc3M2+H+lU3zvcxvW80Qu+ePndL+7Tqy6dD3WN5HNgv9fO5T2Uw5ffCjW5f25ojZR7d0Kd//Hw5S2bS5TGGvyuaevU82Wf/D9oiwvtbblgPv5Lv9pl7TvjkWzHzadE7LX+jnMar4OBfx7+eZ/sbkAQrD76vLGz9rxnx9THlCyP7kcJfN+HVmCSPimddKZL6OID27XzYLWy6LPOxTfV29rk/azFeY5zWbGX+krf8haa/kw7561dVf16TNfFt5XbOZ4bq++JQ020XWobK5NKIOr1ftQwsZB/nYz2s2D1TZ3MozjQWtBzTacdmM/YjItB3uX9mMvZdO7Q3nms3tv3PqeyyXHQKbYX2xdQTuW3zNZj4lJva5zG30a5vHyHF75JrNHbxPWRIfmTdpRNgCt1/razZzHBzNdvkL/TwmrK/2YS1FH+vGe6nXY5qP/d6Nx7HtmSlPCNmvHOKyGR9aPGXky9jet6Zbuc1ZaWb3y2Zhy5WerD+8P7qlSzn9SMs+Gm3yxf2x69cyFImPbl3KoWzmMBpt7EL+axPxv7MYFTMxsSk1spbNlMGk0h/HLOA7K5vx12c/IuvWKH05lLeM25Rt8l9fD/oDarw8bDs41fpoV06nQ+ddNuMTdGfYDi23K9s4WTbjoz+mTDlSaLKNRms7ErHNetqPsvnJbbUkfTZTEpviI1vZdO57LPtotKkD2RT2+dy9smk/OJb9aLS2I75G46PvWoxymleJiY1+3XQrh6Nido+R2/ZYaNnMOopv0sjAVqMBJyY2rYjDo9Hu+vu0OKLOxkb1Ttqtq8e6Gchlx2JsNNoMow8/vvGe6pJG5jbLcur0LfluI4V9HmOZ6VdjXafuzwyqyeI3Rfh+p+qaBvVRyim1hJC9zSEtm8/0qL9FXss5oWLzWXqt546LRp9pvLtTNx7lOgeXQ2WzoOVKj7nH1ObH7/pj3Wrx5nitU5Z5NmNzK27PsxnbA2nz42P98S3r+RDznmczNv9f0jQQ8aHsrZ47PgdhDmUztic2ef68+Otd1tjV+gzXbNrswc0wz6a/864W8pxn05mymf/6Cr/flT6PY8K2uWtHNqPb82xaDfe/uXBXnX6L7co25ufV8ohMIeUrNs+mt8Vq3ruoos/G1d15w3Lu3LyePzbPpvV8npnm2dzjshmb7sD6B2Zs3tEcyqaT32MZ59mMbbtW82zm9/ncvbJZV39V47ZzL6celYrtZLWZ2zDj/I15HjEz59n0qsVq3t9oVM/Gu9V5I2F73UnZzDJSu9V2azc/6fqjPr1nUfTMshTUmO26ti+btkd4x6/anLG0V+9Tps9j/kc26+qaLOeR3Vy+q06vzTybdfXWc8tGN/XR7U5dvZ9wJlGGeTbz+zzGM6Uev1cdHe3WR0fD99VZ166rVxuZ8oSQfcyBLptpA3PMT2tiqE/t7/lU5w3o2pjN6ZCbH2m4w7zO7PKNUU3Pm/efezCk7iafvA3XUv5z34uyWchyWb+2wRav6nxN6h6a0PT8kuanJ3RvMKgmn1cNlztyPP0sqq0fsUnLM6/p0Ru63OCVN9CjyYTlMSdprpOvqVtDE9OaX5rX9MQ9DQab5PM26HJHLqfRJj6WVw2Xb5jXTi4taX56VDcuN8jrDahn8pnF7etU37F9+7kHQ+prbZC3vkUtaSPaWb1HsR/D3gZdvnHPvE5s7oHGhvrU2uCVr/Wy2tOOkEYVjT5UX32dvC29mphb0tLc/PZ0MDY/oDY/GlZHfZ18TUENTsyZ2+/cAw11N8lX51VLf2qpcLJsFrK+4usmoCuD29vm9nuyS9dspr0vseeen9boYFBNFxvU2pLPPJtLGunwqq6+S0PT81qaf6KF+N7uAstX/L30NlzWjdFpzS8taWlpTg+Gus3P3DWrnSYWyfL8zyZ7FPB61dDap7upn4m6enXdT/m+25eyuV2CAtdi11ouzWt6dFDBJp+8LS0W3z9WJd7J77H4MvnU1B1fpu3v1br6Dg2nlNr8P5+7VzY7rl5VfX3L1nXwS0tzmrhxWQ1emx1y8f9HfE0KDk5s3cfcHuvkbelPqmaQbgAAFvNJREFU2/lR2OmZ8Wvck7+nt9ZT6ndCgWXTPKXaq5Ze87XMzX+W5f2O7Yzu6FC9r0nBwYTvjEzrLVbwvIFrGnowt/X5Mv//alGL5Zk7Gb5PotHYpRl1qu8aMrfhJwvbhWeP3qet7/qWvq3Xlfg8+Vyz2djeoYAv4TrqpOUdtHic2LXXKZ+9re8tX6tuJ372bH8P5Pt53N5Gx6965fV6bc4QWNJwu/nvqVOeLI5c1sWLrbrDqbWE7HoOdNlMH53Qp/rGFgUHJ/Qk6+iP65of7dseVbOuTr56877zaUco9qhs5r1cNlmf12hfuwIXzb3/dd6LCrR3a2hqWZuxUyizXf+1nU0tTw0p2JKyPENTlqPYrc+Pqq89oIte87beiwG1dw9panlT0Ylr8qZOY5HhB8jm8pSGgi3bo9r66tUSjD2Wxe2fPUpdzktq77urx8/yGI12c1lTQ0G1bI1+6VN9S6dujM5rPXaqldUe0mePBtX5Xuw+vm5Nxv8t0w96i/epoSUYe5/y2QazbVPWyW99WW+bdb56XWrv0+hujUa7lWd6lPi+eC8qEHve/K7ZjGpzYUzdzbGRhr2tuhOfB3An5Sv2Xl5K2m6CGpyYz3Fe0lye3/ozYb3+c3i8XSqb0eimFsb61B6Ij+bs1cWGFgUHJ7WwmcdotI5+j9l8N/WN2n+v5vX53N1rNlOXPdN3cNJnNfU9sLnPTq4FNJftUsr3tMUI1YWWzegzPRrs1Huxx/d1T2Z5r+PrLf5/V0PO621zYSxlG2lQS3BQkwubtt9dtt8nW5+FbjXHtiFv652USxH25n2Kf280xLflLM+TaftNfb+zfo6i6e+DeZ+7mk39vzzTNpLX53E72cbDMC+FSL9+9sltc0d7/8Nc1g8hZCc5oGWTEELM5H+aHSGHIQXMP0oIIYQcsrgGKZuEkH3NpjZt977nOFohIYculE1CCCFHP66//bdqtd+ibBJC9idrk91qsBmAZ33yuurr/Lo6nm2AC0IOWyibhBBCjn5c/+9HRfqR+4y6KZuEkP3I+mMNtvqSB+DZGuwjjwF4CDlUoWwSQgg5+nEN/vbneq3oNf38wi3KJiFkf7K5rNm7iQNp+FR/qV19o3kMwEPIoQplkxBCyNGPa2SkWyffKNJf/+ysblI2CSGEEEIIIYQ4ENfIyIja/uNfVPR3P9d5yiYhhBBCCCGEEAdiTn1y+qcqKvqpqimbhBBCCCGEEEIcCGWTEEIIIYQQQojjoWwSQgghhBBCCHE8lE1CCCGEEEIIIY6HAYIIIYQQQgghhDgepj4hhBBCCCGEEOJ4XIO//bleK3pNpXXDukPZJIQQQgghhBDiQFw/+VGRfuQ+o+5hyiYhhBBCCCGEEGfi+tt/q1b7rWENUzYJIYQQQgghhDgU1+DIiIaHKZuEEEIIIYQQQpyLOfUJZZMQQgghhBBCiIOhbBJCCCGEEEIIcTyUTUIIIYQQQgghjoeySQghhBBCCCHE8VA2CSGEEEIIIYQ4ngNXNj/44ANCCCGEEEIIIYc8B65sEkIIIYQQQgg5/KFsEkIIIYQQQghxPJRNQgghhBBCCCGOh7JJCCGEEEIIIcTxUDYJIYQQQgghhDgeyiYhhBBCCCGEEMdD2SSEEEIIIYQQ4ngom4QQQgghhBBCHA9lkxBCCCGEEEKI46FsEkIIIYQQQghxPJRNQgghhBBCCCGOh7JJCCGEEEIIIcTxUDYJIYQQQgghhDgeyiYhhBBCCCGEEMdD2SSEEEIIIYQQ4ngom4QQQgghhBBCHM+BK5tLS0uEEEIIIYQQQg55DmTZBAAAAAAcbpRNAAAAAIDjKJsAAAAAAMdRNgEAAAAAjqNsAgAAAAAcR9kEAAAAADiOsgkAAAAAcBxlEwAAAADgOMomAAAAAMBxlE0AAAAAgOMomwAAAAAAx1E2AQAAAACOo2wCAAAAABzn+i1lEwAAAADgMNfPagYpmwAAAAAAR7n++mc1ukXZBA60jck2nTrfrdB+LwjSTDef0pngnCL7vSAAAAAHjOu1V3+it7spm8BBFZkKqKK4QoEp6syBtHxfvopS1fQv7/eSAAAAHCiuoqJX9ZO3u49u2YwsaryrVlW/LJHhdsvtdqvYc0JVtV0aX8z04z2ixfEu1VadkKfYvJ+72KPKar+uz25Y36W/Rm53jfqzLNJ0oFzu8oCmU//OqFDztO3d4jdUubtcgen4U8aWLceUx++oftVY3abYoxNVteoaX7Q/UpOyDEk2ZnUzcFaVpdvr2yj5parebdPdpPVt8/y2SXw+8741qSu6v0Zut0fnBrId/7O5f0xkcVxdtVX6ZYkRe+5ieU5UqbZrXEkvYTqg8rxeQ/ZtI31hptRYXqIzvQUWmWhU4/dW9WpzSMf8Ibn8Ib0UCOvVvnWNf/FNYY95CMzcDsvVuqaZpL99rjdi6yApjWF97/Kq/B9GCz86Od2siuJqBXfaN6cDKi9gO4l88ULnr4V1vHH7Nf3w2rqGjvB7DAAADj6X91f/rKJ/+Q+1HcWyuTGpQGWxjNJT8veManZhQQsLC5od7ZH/VKmM4ko1Wx4tWtZ9f6WKjVK9Vdul0VnzfguTw2o7X65it0dvd0yl/zDdadl0u2VUNCtj30wpehtPY8uWmCvvyO1+R1dS/35hQZ+F4kttFq53rqTcZnZUPf5TKjUMlZ7rlWUftyuby/06V2qouPysAjcntx9z8qYCZ8tVbPxKF+7Ef41v6KnF8l15xy33O1fSX9PCZ9pa9Ixl0y2355wy9037srkxGVBlsaHSU371jM7GnntWoz1+nSo1VFzZrK1NJhLSZ2nLeU8XT7h14uI9i9fwVDa7KWw96Tip4pMdepLn/SRJm5s63RHSsUsrqhx9ocfLUS0uR/V45rkqu8I61riisx8fzTKSqWz+0z1zPWzlkxdqH1jRyw0hvXz9uT6PFvKMEY35ylRy/s7OTqedDqjcOKeBfJ754zX9oCGkv+hZ1/ufRLWy9rUW5zZU2RmWq3FF7/73ThYIAACgcK6R5gq9XvS6ft101MrmsnrPlMioaNSk5S/8Dd3/XZncngsaTvl1uByslmFUqNH6jlrur5HH6gjaTsvmm2UqMwxVZDq8memoYl7Lke3oXq9qPG55zg2kXydouQwhdZ82ZFQEZH22Z0RTgQoZJTXqz1AE+2vcctstVLZl76+R212msjKb5c52/+VenSkxVNE4aV0KN+7rd2VueS4MZygU0wqUJx5B3oHIsC54SnT+TiH15WtdvhrSsbY1TW5a/fufdbc/LFdgVYMFlauDLVPZfGPc+j6RL57rjUBIx69vaKWQJ33Spkp3pdry2jMQ0lhvj0bnY1vcdEDlW98NG5of7VJwONOek01VNoX0/VtfWmyTEdVeDunYleeFvR4AAIAdco2MNOvXrxfpH3/lP1plc8KvsmylLNKvGsPQ6e6EH3ORYV3wuFWZ8RejeRQjtTDuuGyWB3Q/WC3DOKkOu6ffo7IpSZExn8rcZfKNpfyMtVwG8/HO9GYqRsO6UOLWyY5PMyz6TstmjXrHfCpze3QhdS9ClvtP+C3e0xSR/hoZxml12/7+d65sRvprZLzp01ghd368plf8YZ3OdFQr+lxvNIT049E/FbiEB1chZVOSIjOresUfVvlMIUd8zR0uZf6JPO7zoXr+yzxlu/gXVXr3QrXefPM/5aut0i+Ki+WprJa/P8ObOLOq7/pXFFiz/ueV+ytyNa5qMK/XAQAA4AzXyMiImn79uopeK9Vvj1DZHL5QIvfJDtnXGkmKqPeMW8a5hJPWhi+oxF2tYLbL/qwKlwNlc1pP1HHSkGF36uQelk0ppGC1O/3UwILL5qcaaPiNGgZ2t2z2K6LhCx7Lo9b2989ehCVJkV6dcRs6Z3ueo1NlM6L+GkMlF4YLuvdgb0iuy+v6LOOtvjGPfl5POY4bjWpoaEU/DGxf13i8fUXnH6Zf0zhzOyzXtedS9Ctd7lvR/45dM3isMaxX+57r46j5PJ8/XNe/tof1UsLj+ef+nPJoX+p0q1kGnz5Kv/35R1/n/PoLLZvSnxS4EtJ3ejYKOh02FKzOusPCWkShj+8pUPXvcrv/XVWBe5rP5Zzr36/qf3aup7zOBOOrcvlXFcx7eQAAAHbONTIyouGmX+v1or9TyW9uHpGy+aGaK9w60TiV9ZYbTxe08HT7V910oFzuimZ9mPWeY/K96VZ1Yit1pGxKetKhk4ahk1aHN/e0bEqfdpyUO/XoWkGn0ebGmbKprSPU1qe8Wtz/w2ZVuE8o+yZjXmv61LYIOFU2ze0rc3m385XOtoX0vVtfZr3li3BUi+GE0hf9UqfbQnqpdVVtc1H9YVN6Ef5K7w+v6OWGsN4YTy58M7fDcl1d0+m2sP5mYEO/j10H+fuJVf2fxpCO925o8s6K/kfzqvwzX8Wuk9xU2/WwjjWsqDapDZtl8y+vrOjlxNt/8kL+62Ed84f10w9yOwpbeNmUPhtZkevSqkZzeqYUHzarwn1S2fZZWIlMBVRRWqOurhp5yht39DmKm7kdzmGnAwAAwO4wy+aRm2ez8B/8uZUdm+dwqmzKHBjGMCxGt9zjsmn5WBkGCKrxuM0BmW4+TBjQJ3eOlU1JkeEL8lidBmx1/1zWa04cKpufduhkwctjlrbv385eNlPND4XlalrVqMV1nOa/remDhL+buR2Wyx/SP9xPP+q4MrqiYw0hHWtd08O0xzOvNXxlIPGCUnO5XZa3/1rBa+nPb2cnZXNnRwMHdM7IdOTbRmRYFzye2PQpy+qv8chT068dDW4bfaGSwNE8TRoAABwOlM0UB6VsKn46bXUw+QfnQS6bkrQxq+u1VfpFsVtuo0S/rHpXgZ7R3E4JlLNlU/HTact8Su6bh6Bsjvn0pvuMCjqwuYOy+cnMc3XM2DzpzKq+m1LCZm5nKIDL6/orf0j/cN+67IzeiJ2Cm+tyf7auv/SHVW57zmjKcu1L2TTf/6ynYydZ1/B/lSaXy9CAznmKdbZ/vaClkL7RYG9Yx9pS1wEAAMDeoWymODhlU+bcfYah6sTDmwe9bMZFQvp4tEeBd2PzVRqlest/y3oqlaSnc7JsKvaj3a0y31jC6bSHoGzmuC1ZK7xsZvTfa/q+VdlMKoyJnuuNDIMUzdwOy9W2prmtv8m23JsqvxTSX41kHz53v8tm3u9/ZFGLKYcxQ4uLeU+VE/d0fFXHG1YU+GOBDwAAAOAAymaKA1U2JU03VySfTntYymaSDc0PBXSqNPs1nY6XTUmhgXMpp9NSNjPa/Erdt1f0w0vbA/Rsx+GymVQIsy137q/r0JVNBz19tKofWFxfCwAAsNeOaNnMfYCgVHs2QFDKc9iVTWlazRWGSs70mqfYHdgBgnKwHFS1Yejtzt0ejTZVSAPnPHJvDbqykwGCsjkIZTP3AYLSfP5cPw6E9HLXmrrnolpJPIi4G0c2D2DZ3NEAQftcNiMfr1E0AQDAgXFEy+YOpj4ZOCej0KlPphp1IoeRKK0KlX3ZjI1SaZToTO/ygZ365NOBBv2mYSCn9Z2pTO5O2dTW4EXljVOKHIapT3Z0zWahU5/8SS1XQvrO1ed6anXzfS+be3Ea7c6mPinsmk2H/PG53giE9IPbXxa47AAAAM46smVTE36VZb2u8I7Olxg63R1K+btsZSGiMV+Z3GV+JU3fHulXjZHyeGnMI6Kpj5+pbEoRTQUqZJScUe/9vSubkTGfytxlSpuj3qJshoLVcpec152Mv3LN8mpkGKpz18qmpOX+Gnnc5Wqc6rW8/4S/LOsciZE751VinJb9W3wQRqOV9HhNr2QoepKk6IZ+1pg4WqlZ9v7v2DfWt7cbIGivyuYeDBAUmVnVK/6wKh9nfw5rBY5Gu1OxKWuOX7PZUQAAALAPjm7Z1LKC1ZmuEYxoqrFcbs8FDaf8+3LvGZUYFWqctB6eY/n+71Tu9ujcQGrjiI1+6qlRv+WcBbHSaDGlSeayKSkypUCFIU9Fhd7cg7IZmQvqtMctz7kBpfUqq6OroQGd8xiqaJy0HdQkfoS2pt++jO9m2YxPKWFUVKjc6v6x03wrAlPWR4YiU2ost5u7M86p0yjNI62FzbMpSV8rcCWkY21W04hI0jd6eCssV2BVg1v/bp5++93+F+mvL1Zm9uKaTetlNkdX3c2pTyKL6/pxIKTj1ze0ksNzWNrBPJuFM6eFsX+vAQAA9scRLpuSlu/LV2HE5n2c1MLCghYWFjQ72iP/qVIZxZVqtmyiG5oMVKrYKNVbtV0anTXvtzA5rLbz5Sp2e/R2h30haa4sllH6lmq7RjW7EL/vTQXO/EqGUapzFk00a9mUFJlqVLnbLbeDZfOdKwtb62VhYUELs6Pqqn1LpYah0nO91qPH2pzKG5lqVmWxW8Xl59U2PJn0mD3+U7HHzDx34O6WTUnLvTpT4pbbpmgv3/epwjBUesqvm5Px9TKr0R6/TpUaKq5szjjAkXNlM6L+GkMlF4YLf4g/vlB5W0jHLq2ocmJTi8tRLS5H9XjmuSq7wjrWuKKzHycfxXw6vqrj/rD+ZmBDv1+OanH5K70/uqa/vxTSyx1hfde/otqEN3A3yuZ3msP6X62rapuL6g+b32jl6abaesJ6qSGs0x/bHHXN+tjx5Qnpn+5Ft9bF4nJUi5+8kL9vRS83hPTy9ef6fAeFLRSsTr/GeVd9reD1sF5qW9PkZvZbAwAA7KWjXTYlKbKou21nVVlaIsNtloxizwlV1V7Xw1Cm1hDR4niXaqtOyFNs3s9d7NGJqlpdn80yIUFkUeNdtao64VFx7DmNklJVnm3TXZu5P3Ipm1tHYx0sm+6UGCWlOlFVq67xRfujd1nm2bwZeDfptZvr7V213c3wmFuLvstlU7Ej15mO6i7eVdvZSpWWGLH1UizPiSrVXn+ojJuMJCcHiAl1n5ax0+ISjWpoaEU/vBTSsdiIsi8Fwnq177mm16yK2zf6/IM1vdq8ffvj7Ss6PfGVXsTmzSx5sH3r3TqN9vOH6/rX9u3RcI+3r8g/9+ecX3amsulKybHGsL53eVX+D6M7vNYxpO7ThsrSzjvfTdavKS1p6wIAAGD3Hf2yCRxWkTs6X1Ki85kvhD1Cdml+0L0S6tZpo1JtT/Z7QQAAAA4GyiZwgD3pOKni6mDGU4+PjsNdNif8ZSqp6U+/xhkAAOBbirIJHGSRKTWWe1RjPeLUEXOIy+Z0syqK0wf+AgAA+DajbAIHXGQqoIriCgUyj0x0BBzSsrl8X76K0m/JDgEAAIDcUTaBQ2Bjsk2nzndziuYB9CBQpTPBuR0OLgQAAHD0UDYBAAAAAI6jbAIAAAAAHEfZBAAAAAA4jrIJAAAAAHAcZRMAAAAA4DjKJgAAAADAcZRNAAAAAIDjKJsAAAAAAMdRNgEAAAAAjqNsAgAAAAAcR9kEAAAAADiOsgkAAAAAcBxlEwAAAADgOMomAAAAAMBxlE0AAAAAgONcRUVFKioqUtFPT1M2AQAAAACOcLW1tam1tVWtV/opmwAAAAAAR3AaLQAAAADAcZRNAAAAAIDjKJsAAAAAAMdRNgEAAAAAjqNsAgAAAAAcR9kEAAAAADiOsgkAAAAAcBxlEwAAAADgOMomAAAAAMBxlE0AAAAAgOMomwAAAAAAx1E2AQAAAACOo2wCAAAAABxH2QQAAAAAOI6yCQAAAABwHGUTAAAAAOA4yiYAAAAAwHGUTQAAAACA4yibAAAAAADHUTYBAAAAAI6jbAIAAAAAHEfZBAAAAAA4jrIJAAAAAHAcZRMAAAAA4DjKJgAAAADAcZRNAAAAAIDjKJsAAAAAAMdRNgEAAAAAjqNsAgAAAAAc9/8BllORaVDUOhUAAAAASUVORK5CYII=" alt="/8BllORaVDUOhUAAAAASUVORK5CYII=" />
You can see the value is correct. If I instead do '(Camp ID) * 2', the result is quite different:
This is why this would all be dependent on your setup.
If this doesn't get you to where you're going, can you please send screenshots of your report setup so I can better understand what's trying to be accomplished, as well as a screenshot of the calculation being attempted?
Thanks,
Mike
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