iVBORw0KGgoAAAANSUhEUgAAAmQAAAMYCAYAAABlhvuyAAAgAElEQVR4nOzdeZQV5Z3H/0/V3Zfe9w26gaZZXVgERUXHmHFNnLiM/hIXss/8YjKZaBJznMk2J55JYibJnJlxmSROMonmZ1wTkVGjIAZlFQFBaKDpfd/v7bvX/f3RoUNLNyA0lnS/X+dwuH2XqqeeunX709967lNGOp1OCwAAALYx7W4AAADAVEcgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIMKG6u7t19913a+PGjSP39fX16e6779aPfvQjJZNJSZJlWXriiSd077336h//8R+1ZcuW09Ke/v5+rVu3TvF4XK+//rruuece9fb2npZ12e1kt2///v166623JI3ur1OVSqX0ox/9SP/xH/9xUq9PJpO6//779dhjj51yW06nV199VXfeeae6u7vfl/V1d3frq1/96mk5ZlKplDZs2KD29nZ1dHTo7//+7/X6669P+HrGcuT6DvdpR0fHKb2HgDMJgQwTyuPxaOfOnXrhhRdkWZYkadeuXfrNb36j//7v/1ZLS4skKZFI6PHHH1dra6teeOEFNTU1nZb2PPjgg/rud7+rWCym+vp6rVmzRpFI5LSsy24ns32hUEh/93d/pzVr1siyrFH9NREKCgqUl5d3Uq9NpVJav369duzYMSFtOV3q6ur07LPPamho6H1ZXygU0vPPP39ajpkdO3bo9ttvV1NTk5xOp8rKyhQIBCZ8PWM5cn2H+3RwcFCvvfba+xYKATs57W4AJhe/36+lS5fqzTffVDwel9vt1tq1a3XZZZepra1NW7Zs0bRp09TT06P9+/frjjvu0KZNm9Tc3Kxvf/vbGhgY0PXXX68LLrhAktTc3Kxf/epXam5u1kUXXaSPfvSjcrlcWrdunSzLUltbm15//XUtWbJEN998s7xe70hbmpubtXXrVjU0NOill16SZVlKp9Nav3693njjDeXn5+uOO+5QWVmZLMvSxo0b9eSTT8rhcOiGG27QkiVLRm2bZVkj621qatK2bdt01VVXae7cuXrkkUcUDod16623asGCBZKk3bt369FHH1UkEtGNN96oZcuWKRQKafXq1TrvvPNUWVmpaDSq1atXa+7cuZo9e7b+7//+Ty+99JJyc3N16623avr06eP2g8fjOar/LcvSSy+9pG3btumcc87RTTfdJK/Xq3Xr1snhcOjCCy+UaZp644031N/fL6/Xq4aGBm3cuFFr164d1V8f+chHNDAwoF//+tfas2ePVqxYoeuvv/6E+98wDBUWFsrpHP6Y2bNnjx577DGFw2F95CMfGWnLkZLJpF544QW9+OKLWrBgwahKXTKZ1Jo1a/Tiiy+quLhYd9xxhzwej55//nldeumlKi0tVUdHhzZs2KDLL79cgUBAu3fv1q5du5SVlSWn03nM9o6lrq5Ojz76qBoaGlRdXa1PfOITKioqGvf5oVBIv/vd77R582ZlZGToxhtv1OLFi3XgwIGR90sgEFBLS4vWrVunK664Qtu3bx+3L+PxuJ599lm9/PLLqqio0KpVq0a9v8c6Zk6kPZLU3t6u//3f/1Vtba1Wrlypq666SuvWrVN3d7dWr16tO+64QxUVFSOBrLe396TfCzt37lRtba2uvvpqeTwevfnmmwqFQlqxYoXS6bReeOEFOZ3OUes7EWMdY5LG7Lfi4uIx7w8Gg+Mek263W7t27VJzc7P6+/v12c9+9qT/wACOhwoZJpRpmlq6dKkOHTqkzs5ODQwM6PXXX9c111yjFStW6OWXX1YymVRdXZ2i0ajmzp2roaEhfe9731MoFFJzc7Ouv/56bd68Wfv379e1116rTZs2KSsrS9/85jd1zz33aGhoSL/4xS9044036vnnn5fP59NXvvIV3X///aPaMjg4qNbWVg0MDKi+vl7pdFrvvPOO/u3f/k2ZmZl64okntGrVKvX39+u3v/2tbrnlFsXjcfX19eljH/uYfv/7349aXjKZ1COPPKIbbrhB69at08DAgG644QZ97GMf08DAgLZs2aI77rhDHR0devnll3XppZfq4MGD6unp0TXXXKNnn31W3d3d+u53v6vt27ePtPH73/++XnvtNT3zzDP63Oc+J6fTqbVr1+qWW25Rd3f3uP0w1mnFd955R//6r/8qt9ut++67T3fddZfC4bD+53/+R48++qgsy1IqldLTTz+tBx54QO3t7RoYGFBTU5Oam5tH9Vd7e7uuvfZa/epXv5Lf79fXv/51ffWrXz3h/k8mk3rwwQf1i1/8Qo2Njbr55pu1d+9ehcNh/e3f/q1effXVUc+3LEs/+9nP9JnPfEaS9Jvf/EYvvviipOFq2be+9S199rOfldPp1Jo1a3TNNdeovr5eP/nJT/TUU09Jkp577jl96lOf0o4dO5RMJvXTn/5UTzzxhH75y18et73vVldXp2uvvVZbtmxRWVmZHn74YX3xi19UNBod8/mxWEz/8A//oPvvv18lJSXas2ePbrjhBu3bt0+bN2/W9773PfX394/sp29+85tqbW0dty+TyaTuvfdeffGLX5TP59MTTzyhW265Rf39/eMeMyfanra2Nl1zzTX63e9+p0AgoC9+8Yv64Q9/qIaGBkWjUR04cECtra265557tGXLFnV0dJzSe6GtrU1f//rXtX//fsViMd1333265557NDAwoLa2Nt1zzz166623RtZ3IsY7xsbrt87OzjHvP3jw4LjH5ObNm/Xxj39ca9asUSwWUyqVOqG2ASeDChkm3MKFC2VZlg4cOKBAIKDe3l4tW7ZMRUVF+ud//md1dnbqrbfeUllZmYqLi2Wapr761a/qS1/6klpbW3XVVVeN/FU6a9YsPfLII/L7/bryyiv1mc98Rrfddpsk6fzzz9eDDz4oj8ejcDisbdu2jWrH7NmzdfXVV8vtdutTn/qUnnvuOeXn5+uhhx7SWWedpSVLluiuu+5SXV2dfv7zn+sb3/iGPvvZz8qyLH3nO9/Rz3/+c1122WXy+/0jy0yn0zr//PP17//+7+rv79fGjRt144036u6779arr76qT37yk2ptbdXPfvYzXXHFFXr44Ydlmqa+/OUv6+GHH9YPfvCDMfvMsizV1tYqLy9Pn//852Wapl555RWZpqnHHntszH749Kc/rXnz5o1aTmZmph566CGtWLFCl112me68804dPHhwzHUahqErr7xSDz30kC6//HLdcsstamlpGemvZ599Vl1dXVqzZo0qKyu1cuVK3XnnnSNVmuP1/5E6OjrU09OjG2+8UVdccYVWrFihwsLCUc/p7+/Xr3/9a91111368pe/rMbGRl1++eWSpMbGRj3++OO6//77dcstt6i1tVVXXnmlXnvtNV1wwQVau3atbrvtNm3YsEH5+fn605/+pMrKSm3ZskWf+cxn9Kc//ek9tVca/uPiS1/6kq6//nrl5uYqEAjod7/7nYaGhsasrFmWpUsvvVRf+MIXdM4552jHjh267rrr1NbWdsz1jNeXTU1NeuaZZ/TjH/9YN910k3bv3q0HH3xQoVBozGNm9+7dWrp06cgyU6nUuO3ZsmWLwuGwnn/+eVVUVGjJkiVqaGjQVVddpWeffVZ33nmncnNzR5b14osvntJ7YeHChcrMzNQbb7yhYDCoQ4cOKRqNav/+/Wpvb1c0GtW555573H46LB6Pj3uMVVdXj9lv+/btG7c/jyU/P18/+MEPVFNTc8LtA04GFTJMuKKiIk2fPl1vvvmm1q1bp9mzZ6ukpETz5s2T0+nU1q1btW3bNi1ZskQ+n08ej0fTpk2TNDyOxOPxKBqNas+ePXr88ccVCARkGIYuvPBCNTQ0qLW1VYZhqKysTB6PR4ZhKCMjY2TM2rHk5+ePnHIIBAJKp9Pq6+tTbW2tPve5z8kwDDkcDn37299WQ0PDUR/WpmmOrNfhcCgQCKikpESmacrtdsswDEUiETU2NmrhwoVyu91yOp06++yz1draqnA4PGa7TNPUddddJ7fbrTlz5ujTn/60MjMz5fF4xu2Hw+PxjlRcXDzSl7NmzZJhGGM+73gsy9LBgwdVXl6ugoICSdLcuXNlmqaamprec//PmTNH1113nW6++WYtWrRIDQ0NR5366+/vV09Pj2bPni1pePzZzJkzJQ2fXovH4yMBNC8vT1VVVaqrq9PKlSu1e/du7dy5U/X19frUpz6lN954Q5s3b1YoFNLy5ctP6v1SUlIit9utW265ReXl5fra176mRCKhdDo95vN9Pp+qq6v1wx/+UPPmzdOyZcvU2dl53PWM17bDQeVwEJg3b55+8pOfjDz33cfMuyumfr9/zPYkk0kdOHBAxcXFys/Pl2mauuWWW/S1r31Nbrf7qPZNxHshPz9fy5Yt0yuvvKJNmzapsrJS5513ntavX6+1a9dq3rx5KikpOWY/HelYx9jhsPfufnM6neP257FkZ2crGAyecNuAk0Ugw4Tzer1asmSJNmzYoHXr1unSSy+V2+1Wbm6uFi9erD/84Q/at2+fli5dKofDIcMwZBjGqGUYhiGv16tVq1aN/BJMp9MKhUK67LLLJOmo8UcnYqx1maapjIwM/fa3vx1ZTzqd1tatW4+q4kiSw+E4apnvftzpdCoSiYz8YhoaGpLT6ZTL5ZKkkV/qlmUpkUhIkmpqavTaa6/plVde0YwZM/TpT39aTz311Lj98KEPfeiotsXj8ZHTKrFYTOl0Wn6/X4ZhjPolebxB+6ZpjvySP/zN2Gg0qlQqNVIdei/9HwgE9OMf/1j79u3TqlWr9NBDD+krX/nKqBDhcrlGfmlKwxWew33jdruVTqdHHksmk4pEIvL5fFq0aJE8Ho9++9vfKhgM6sorr1R7e7sef/xxzZkzZyS4vNf3y9NPP617771XV199tV544QX98Ic/PGrfH6mpqUmrVq1SIBDQww8/rPXr148EGMMwRvadNNz/R+6Psdp2OBwduc27d+9WKBQa8338bvX19WO25/AfD8lkcmTf9vb2au/evWOekpuI94LT6dRf/dVfaefOnXruued03nnn6ZJLLtEf//hHvfrqq7rsssvk8/mOuYwjHesYO7ycd/fb4ffSu+8//EfSWMekNPZnBnA6EMgw4UzT1JIlS7Rx40bV1tZq+fLlkoY/RC+55BKtWbNG7e3tOuuss8ZdhsPh0PLly/Xqq6+OjO149tlndfXVV+vQoUMn3A6Hw3HcCkVOTo5qamr06KOPqre3V9FoVPfcc4++8pWvnNS3DT0ej5YsWaLVq1ervb1d3d3deuaZZ7RgwQLl5ubK6XTq4MGDsixLu3btGrn9ta99TX/zN3+jBQsW6L777tO8efPU09PznvqhublZa9euVTKZ1LPPPqvMzEzNmjVLwWBQ9fX1ikQi6uzs1IYNG5RKpWQYhkzTlGVZR/XX4sWLdfDgQW3evHlk3JnP5xupWr0XL7300sj23H333frEJz6hrq6ukV/w0nDVa+7cufrDH/6goaEh7dy5c2Sby8vLlZ+fr6efflrxeFxvvvmmdu3apcWLF6ukpETnnHOOfvnLX+qss87SjBkzVFxcrMcff1yXXnrpcQeJt7W1HVVFPHzKffr06br11ltVUlKiF198UYlEYtxxRN3d3RoaGtKtt96q5cuXa/369erp6VEymVQwGFRfX586OjqUTCa1fv36454qO1yRWr16tVKplDZu3KjLL79cW7duPZEuV0dHx7jtWbJkierq6rR9+3alUin99Kc/1c033zzSpncfMxPxXliyZIni8bj++Mc/avny5VqyZIn27Nmj+vp6XXTRRSe8HGm4GjneMVZTUzNmvzU3N495/1tvvTXmMTmWw+NfBwcH31N7gRPBGDKcFvPnz5fb7VZNTY0qKipG7j/33HMVCARUXl6uoqIidXV1jbuMm2++WZs2bdLFF1+swsJC9fT06N5771V5efkJt2PmzJnavHmzvvCFL+jSSy8d8zk+n0/f+ta3dNttt2nmzJnyer3y+Xx65JFHxvwm4/E4HA7deeed2rRpk2pqamSapubPn69vfOMbKikp0Y033qh7771X//mf/6mCggJlZWXJNE19/OMf10033aSamho5nU5VV1frox/9qHJyck64HzIzM3XffffpG9/4hkzT1IMPPqiysjLddNNNuvnmmzVnzhxlZWUpGAzKNE15vV5VVVXp+9//vgoKClRVVTXSXz/60Y90++2369prr1VmZqYk6b/+67+Oe4pnLMuWLdPSpUt1ySWXqLCwUPF4XA888MCo8Xler1f33HOPPvGJT2jGjBny+XwjFZiCggJ95zvf0apVq/Szn/1M4XBYn//853XFFVfI7Xbrsssu01NPPaUVK1YoEAhoxYoVeuWVV3TxxRcfs13JZFJ33XWXhoaG9Nhjj41UpUzT1Ic//GE98MADmj9/vjwej+bMmTNyWnWsymlVVZXOPfdcXXXVVcrPz9e0adOUk5Ojuro6XXfddaqpqdHKlStVVFSkioqK437Ds6CgQN/97ne1atUqPfDAA+rv79fnPvc5nXfeeSfU57Nnzx63Pbfddptuv/12XXHFFcrKylI8HtfDDz+smpoauVwuffKTnxw13vHCCy885fdCSUmJFi1apD179mj27NkKBAKaNWuWUqmUqqqqjvlZ8G7HO8bG6rfDbX/3/ddcc43q6uqOOibH0traqksuuUTf+c53dPvtt59we4ETYaTHGxABfEC0traqra1NlZWVysnJec+vP3TokOLxuGbOnHnMU06pVEr79+9XMplUdXX1mONp3ovDY28syzpq3a2trert7dWsWbNGrScej6u2tlYej0dVVVVHveZE+iEajaq+vl4VFRWjAk8oFFJdXZ0qKiqUnZ191Drz8vJUXFx8VH+1t7ervb1dM2fOPKU5qSzLUmNjo/r7+4+5rFgspoMHD6q4uPio7RwaGtL+/ftVWFio4uLik27Lkd588009/fTT+qd/+qeRKToOGxwcHOnL8X5JHymVSqm2tlYZGRlHhZXD7y+fzzdyGvVEHN7mvLy89xyGj9UeabiK1tLSopkzZyojI0PS8OnLxsbGMffRRL0XJsqxjrHx+m28+8c7JoH3C4EMwJT20ksvqaSkRPPnz7e7KQCmMAIZAACAzRjUDwAAYDMCGQAAgM0IZAAAADYjkAEAANiMQAYAAGAzAhkAAIDNCGQAAAA2I5ABAADYjEAGAABgMwIZAACAzQhkAAAANiOQAQAA2IxABgAAYDMCGQAAgM0IZAAAADYjkAEAANiMQAYAAGAzAhkAAIDNCGQAAAA2I5ABAADYjEAGAABgMwIZAACAzQhkAAAANiOQAQAA2IxABgAAYDMCGQAAgM0IZAAAADYjkAEAANiMQAYAAGAzAhkAAIDNCGQAAAA2I5ABAADYjEAGAABgMwIZAACAzQhkAAAANiOQAQAA2MxpdwMAvL/C37nb7iactJRlKWGl5XU6Tvg1sWRSMkwlUin5XE5Fk0l5HE4lrZQSqZQillTg88g4je2eSPFYQnt310uSfBUVSqdSira0KDs3Q3N+9kubWwfgZBHIAJwZ0mltae/SzOxMHezrl8/pVMtQVA7TVKbbqVgqrfKAR33RmCJyyLSSKs3I1N6ebqXShhKppPwut5oGBvThquna0NSi6RlBHQjHND8nqETKUkqmanIyzphw5p8xQ9HmZrubAWACEMiAKSadTtvdhJOWSKUUTSbUGIrKa6Tkdrk0lJQOhQaV73KoeXBQ8XhM0/MLtbOjV38dCCplWZqTl6fNrW0KuD0q9Pvld5rKcHsUdEjhVFpvtneqLDNT+/tCmp0dtHszT1j3unV2NwHABDHSZ/KnM4D37Ew+ZTmePT19mpObfcZUtk6XwD//wO4mADhJVMiAKSbhcivt89vdjAk1MzNbCbsbYTMjMmR3EwCcAgIZMMU4zl6ijKv+xu5mYIINrn7K7iYAOAUEMmCKSafTZ/Q4MoyNfQqc2QhkwBRjGIYMY6qPtpp82KfAmY1ABkwxY1XI9r+zR6bbI6/Pr/DgoNwej0yHqXgsrkAgoGQyofLyUu168y05vAEFAi41NbYpmJUtv8+r4vws1dY1KS8vX0Y6ruycHIUGwuofHFROTpZkOJSIhdTc2q2crFzNrplh09ZPXlTIgDMbgQyYYo6skEWjUZmmqY6uHqVTCcXjg2rvc8ud7pM7u1Cdhw5o3qIF2rh2iz5/5yc0lEyqYU+tklZaJRnSa5u3qWrRcvV1d6q5rlaNOWXKcjtlxrepfjBL8ytMrVmzVnn5uZp/drVcplOJRFjxeNzmXpg8PB6PJCpkwJmOaS+AKWbguSdHBvXHYjF5PB7FYxHFEykZhimn06VQX7fkC8hppRQIZigcDikrK0vNjY3KLyxSWlI8FpGVSssfDEqphFIylEykpHRKaUluj09OhxSLxiTTKY/bpXCoV5GoVFycb2sfTBaH9580PKg/8+qP2dwiACeLChkwxRxZITt82+P1y+MdfjyZiCs7v1DOIy5PlJ2dLUkqnzZt5D6P2yXTPHw5XJdaWlrkdP7lIyUWi41a71B4+H+HQ+rs7Jzgrfrgc7lcysnJGfm5rq5OLpfrPS8nHo+rqqpqZN8duS8BnLkIZMAUc+QYsrHGk72xfoMS6aTi8bQKi/Pk9mWqr7VREUOyolHJMOX0Zyna16WzlyxSaXGJJCmVSqq1pU1VM6ar7mC9sjL9SlhpWZY0MDAol5FSVl6hfP6gHOmoEpZbwcBwdae7q1t9A32aOWPm+9sZ76NEIjGqrx0Oh3w+nySpv7dDbV1DmlZWINPhVCJpKW0lJJnKyBh95YBUKjXm/uNkB3BmI5ABU8xYFbIjZedkKWUa6mjtkmVZGuzrVsJ0a9aM6Wra/45Mb1BZuUWysnwjy5AkK96vra/uUEF5rra/+qasQo+McEKFOV7VNnfqouVnad87B5WTkyefL6poJFPxWJs629vV0hNXSWFQldMr39e+eD9s3bpVXq9Xc+fOHdXXlmUNh6tkSDt27ld7W7ta2wvUdqhBJaWFau7qViRk6fobrpaViCmQmSOnaciyrFHVMSpkwORAIAOmmONVyOafc87wjbOOfu308rIxlydJKcOv6nMq1dvepxnnzFDQ51JSDjlcHuWXT1csMqTCoiw53F4FPS7F4xH19Ic0rbpGwe5+VU4vUyqVmtiN/QCYN2+eXC7XUX19OJDJ8Km0vFDz5tUoHotowZw5ikaimjZTslJxpRJxxWMxeZJJGQ5TlmVRIQMmIQIZMMUcr0J28ss1Nat6+JRjbm7ecZ9fGpBKy4olSSVFRZKGT+tNNoZhKJlMyuv1juprj8cjy7IkSWWl5ZKkQDAgSQoGR5+mDASGf7YsS263mwoZMAkRyABMiKqqKrubcEYpKzu62ghg6iKQATjK4VOHpsOhE627dHZ2TliVxrIsFRYWHnV/JBJROByekHUcKRAIjAywBwA7EMgAjLASYf3x5fXqD6VkpmKaf/ZsDYaSmlMzQ797/A9atHiehsIJecyo+lM+VVeVqqykVNLwJLMet0dO16l/rAwNDY15fyQSUTwaUSJtKiMwcQEqGo0SyADYyjz+UwBMHYYcpqmA11QkYejAvr3q7Asr6HNr/vwFcimlltYOeYN+JSNpHTkE37Isbd24VZZlnfS/trY2rV+/XslkUpLU19Wu1c+9oB073lJDc7MkKRGPaNOmbae0nsP//vSnP6n5z8sFADtRIQMwwnT59VeXf3jMx5aeN/y1y7l//vbl3PmjH7csS6bLGAlTJyM3N1ezZs0a+Tk7r1ClhTmq3blL1UsvUNDnUygUVnFRwSmt57AZM2YoL+/4X0AAgNONQAZMMceb9uJkJRIJVdfMHvd044ny+XyKx+Mj7Tp7yRKdvWSJJKm3t1e+YJbKguOf1nyv6xoaGpLX6z0jp41g2gtg8iCQAVPM6Zr2Yvbs2ROynGPJzc1Vbm7uaV/PmYJpL4DJg0AGTDGnq0KG9x8VMmDyIJABU8yRVRWn06l4PG5zi3CyXC4XFTJgkiCQAVPMkVUVh8Mhh8OhQ3t3qSfmVH5OpkoLMlXX3K1UpEthK1PZAVMBr1u+YKZ6+0NyOSQz0a+wo1QZ6lD7gKmSknyF+7uVnVOo8EC3YmmH/C5TDqepnvYOxUyH8vIrVFaUZfPWTz5UyIDJgUAGTDFHVsii0ahM01RBbpaadjdpc1OLLl00QwMdnTKCTjU0tupg+zvKnXu2WvZvUGlhht7Z26SF84uVPS1fXS0HtLc5ro46S7nl0/Ty2u1aML9ABw8OKBZuUv70hfKEmjV35ZXqbW5UQQ5zfU00j8cjiQoZcKYjkAFTzLvHjblcLjnzSrX8wlKFQ0PKyvApavnk9To1b3aGokML5A9mKDSzQk1dYS1adr6cpimfP0PR4gt01hKXZDoUi0VUNa1KwYwMnXWWpVgsIq8vIFOWOtpaNW3GLLndbhu3fPKJxWJUyIBJgkAGTDFjfcvScDhlSsrOzpQklZ/Uvh0AACAASURBVP35ot+S5PMOV2A8RWXKKxq9LJcre+R2MhFT2jCOmI7CUDQyfDuYlaN0IqL+/sjp2agzgMfjGXU1gFO5kLrT6eTi4sAkQyADppjjfcvy7e1vKmG6FfC6lRH0KO0MSLEh9Qz2KzMjS+m0FEsm1dHSojnz5igvd3hi1cHBQQUCgZNqUyqZUiwek9/vP7WN+wAbHByU1+sd+bmhoWHUzydqaGhIM2fOlMS3LIHJhEAGTDHHm4esr3dAqXRE2w90qLiyQi5Tamlu1dyzFmrz6t/L7c9UwfQ5ynBK4aGw8vPyJQ1fkHzLG1t07uJ5euqx1fLleeRyBORUVK19MZXnuOTNKVNRyXT5HUOqrW9TRVG2BsJRHTjQIIfT0pVXXPm+98fp1tLSIkkqLi4e1ddOp3M4kKXT2rd3pxpa+jV39jSlDYeSybQSybjSVlrV1bNGXeA9mUyOqo5RIQMmBwIZMMUcr0K2/OIVkmHqgostGYZkWWmZpkOmaWjRWfOGf3Y4ZKVSMk1z5PWWZWkoMqSWtlZ5fF5lZWUp1DeoQEGR3H0HlJlTqHgyrp7OVjUPtssdyNPuvQeUGfAqZbg0b3alUqnUUe0908ViMQWDwaP62rIspVIpWclB1Td2K5209E7tQfV1dCknJ0ONnT2KhBLy+jyKhPpUMn22Am6nUqnUmPuPChlwZiOQAVPM8SpkTqdr+IbDMcarzZG7HaY56pF4PK5zFp8jSVr54YJRj82dU/2u5VQMv2ZamVwetxb8+d5oNPqetuVMUFhYKGm4gnhkX6fT6eEAavi1cuWK4yykaGQZ6XSaChkwCRHIAEyIyspKqjTH4HSO/rjNysqSZVnveTlZWczlBkxGBDJgijldl05iSovjO7KvT/WanIf3HacsgcmBQAZMMafr4uKRyMROaXHkFBGHJVOWIvGJH2fmczvkdJjHf+IHDKcsgcmDQAZAkhQODUqGQ4HAGFNPpC3t27dfM6ur5TDH/sXf3t4+YdNWhMNhVVVVHXV/50BMqdNQCQpHkyrmKgIAbEQgAyBJemfbdtV29EsDLSqbu1BdrR0yjZjiCurKy1forR371NFar87euLL8CbWHfLrwgoWqKCmVJJmmqbd3vK2F5yw86TYMDAwoFov9eTqIlFY/u1rTZ86Q1+NURn6ZDDk02NWm2vpWnbd08Slvc2dHm9xuj7Kzc055WQBwKghkwBQz3hiyshkz5S8MyYqXy+n2Ki8nX14zqbjhVcDv14oLlskwonIcalNlZYGK+tIy9JexS6lUSj09Pac0dYXT6dTOnTu1cOFCpWWqfFqlUomoOvqGlJFfpnQ6rVg8pkg0paR16pWyA7W1mn/2uRM6lu79xBgyYPIw0hzFwJQyuPopZVz1N5KG58g6fHHqU3XgwIExx32djKGhIc2aNeuo+1t7I4qlJv4jy+s0VZz93mfNt9uR++/I/QrgzEOFDJhiTte3LPPz8ydsWX6/f8xl5Qbd6h86+WtAjic74D4jK0xUyIDJg0AGTDFHfjPP4XAoHo9PyHJP5rqMxzJeu7K8E/9twnQqodPw5c3TzuVy8S1LYJIgkAFTzJFVlXdPVoozDxUyYHLg0xiYYiZy7jF8cLBPgTMbgQyYYsYaNxYZ7NfaV9/QokXz1d7Vr4KCXCVSpgoy3Wru6NI7++o1p7JUlsOU4fAo1Ncrf8CnuGXKZaTk9bjV0z+orIxMGaYph9ur6eUlNm3h1ESFDDizEciAKebIClkymVQikZA3mKmigkJt3bxVTo9Du7ZuV7C4VDVl2Wrs6tPM6VXq6WtXJDSowWRKySFDmTlSfXNcVs8BVV9wkXasX6+CGbOVDMe08Jx5ShRN3CB/jC2ZTMrv91P1BCYBAhkwxbz7m3mHB4YvOu9c9fZWyTSNURewrhm5NXPUcpKxIcUslwI+lyTp4qVL34fW490YQwZMDgQyYIoZ61qWh3/OzT3xGetd3oBcp6WFOFFH7j8qZMCZjUAGTDFjzV11+P/Ozk7FYjFZliXTSirl9Km8tEhpy5JpmjJNU83NzSopLR2ZpT+dTsswjOHXGIZMh0PpdFpDQxF5vV6ZpiErGVFHT1yZ3qQ6ewZ1qL5RC885VzmZgZHXH9kOw5BM0/H+d84ZhnnIgMmDQAZMMceqkMViMZWXl6upqUn1+xuUMlJa9/IaDfUklZHv0qLz/1odB7Zp7aubNG/+bMVDvWqqb1R/OKS0kSlPulsXX/txvb1hjVoHE0qmHDq3plTbdu3VhSuv0ubtL6tnMCUFMtTV/KSG0gFluOIaiJmqrCxSPO5Q7VtbVVhVrJUful6FWRNzFYHJigoZMHkQyACMKCwsVFNTkzIyMrRw8SJ53KZKp8/UW5s3a9mK85SVlyuPNVszqp3KKq1U495dOu/Ci5SIR/Xmjr1aumipCnOCCqz8kKKhQUUTlkyHoZW5JSovz5fPXCZvIFMev1+pyIDihldeI65IyqnsTL/a2to1o7JEhmEqO8gJUQBTB9eyBKaYgeeeHLnmYTKZlGEYcjj+cnowlUqN+hkfXPF4fORLGYOrn1Lm1R+zu0kAThIVMmCKOdYpy7a2Nj355JO66KKLVFaUpz37W7VgQbU8bpeaGhpUUjFdViKmzvYulc+s0v49exUb6lNz14DOX75cXpdDKcuSaUhOt0fRaFSmYSotS1mZWcdqFk4CpyyByYNABmBELBbTxo0bNX/+fC2cXyPvoTb95qGfK296oXwZherp7VdzU6Namjr1tx+/Wtt2HZQV7dKMGdP1u0f+RzMXL1bjru0qqp6vofZmVc+dpa17mxVwp/W3N1xv9+YBwAcWgQzAiNLSUv3Lv/zL8DxkhlNz5s1RbmGOcrIyFRoMKZ6yVF5epkTKUE5ukc5fmlR2Vpb8Pq/KK6aroLBINZVlys4tkKxz1DsQ0qV5RTINToECwLEQyIAp5ljTXjidTpWXlw/fJ8kf8KkyUClJysrOPWpZM6oqR25Pnz58218xfeS+YMZfTlMyXHXiMe0FMHkQyIAp5lhjyHBmYQwZMHkQyIAp5lgVsuOpra1VIBBQLBZTPBLTtBmVcjsdamxuVUV5uYYGOjVk+ZWXHVDjwb0K5JYqN8uvaGhQMcMtr9OQ0+nU7t1va968+TINQ8mUJcNIK51OqburX9m5OfJ6XErLVH9HixwZuYoM9KmgqEhtrW0qKiqU2+2WlUpqMBSW2+OVwzTkdrvV29khd0a2PA5D1vCGae+eXaqsniuPw5Qk9XW1y5dfpgzPmX8alQoZMHkQyIAp5lQqZIFAQGVlZWpublZve7ueefwp5ZQUKznYoz0HWqT+g+oIOTWrZrbcqbDq6vbrUHNEZbkOFdUsVrRtr+q6peLAkB7dXqvKaQHt2denkhK/+gfDyvEHFLWSCoWlBQtr5HE5lGzYr53721VRmKHOrgH1DlladesNqq/drQ3b3lZu0K3mrphW3X6TWhsPqj2UUGtDowpLi7Rny07NXTRPr77+qOZXT1dvZ7OqzzlfrlCD5syZcTq7+X1BhQyYPJiHDJhijjcP2bEcOnRIbrdbqVRKVjKpYGaWkomo4sm0hiJReZ1p+fwZktOjoNelvu4uebJy5TUt9Q5GlOl3K5l2yuM21d7epaLCHA1F0zIV10A4LqWikmUqs6BAXqdDQ31d6oul5HO71B+KaHp5sdo7uuQwDWVl+NU/EFY8bcghSw7TVGlRnvbvr5PD45c/M0vxcL+KiwrV1Nwuv9cpwzSViMWVV16lTO+Z//co85ABk8eZ/4kE4D05lQpZVVXVe1pXIBgcuR3MzB71WDCYMfz/8H/KLzj69cFgQIV/vl3x5/8zMjJHHs/NP/o18886+4ifhl89Z84HZw60/oFBpS1r3McdTqcygoETWhYVMmDyIJABU8ypjCE7UiKRkGkYMhxOyUopbZhymMbIY+lUQr2DERUW5OlEo0IikZDL5Rr3Z0lKJhJyuFwnvEwrlZRMUz0dnQpk58rncUlKK5Gw5HI5xl3PRKx77Pak5HIaSsuUYboU8I++XmdfX/8J7w/GkAGTB4EMmGJOpUL2yv+9oN6+ARWWFaqlqVsF+ZkKxZPyK66Er0CK9GrlRcv0/CubFOpqkicjS2UFRcrMy9FgT6/8GT4ZDq/cDikcTchwOjWrvEAHGtrU3T0gy4prwYJ5Mk1DnS2Nqm/tUlVFuRJWUl1dYV32oQv03JPPaMaC2UrF00qk0iopzdOeHXuUXZiv+FBcXmdczd1DKi7K0bz552rTK2s0MBhS02BK5589W7GUQ+csrNbvf79WS5cvkD+Qoz3btygrJ1eRREIl5dPVdvAd9UfiKi+vULi/T4YvU7OL/Vqzbruq5szQQGeHzl9xiXZs/pOyCoo12NcvX9Avl8OheCyiwZihSF+n8gsL5HJaGgobysz2qaCsUm7D0EsvrFHaCKqsrETnLVt01P55a8sG7dzboJUfulzTiscoA75rX1IhA858pt0NAPD+OlxVOZl/pRWVKi8pVHtHs1zeXAX9XoUG+9XTH1FBbo4KiwoVi0bl8QdUUVWtZYvP0sGDdfL6fTp44KB8GVnq6+pSdCikxtZ2NTY2KRIKKxIJyecJKDfTqdbusBJDvWrpCqm6Zp5CPe1qaW+X1xOUZaVkOT2KDEXU3dklKxrWvrp6ZWTmyutxqu5Qg7JzspQRyFaoq0M94ZiSMpWVU6CLLr5QfZ2tSqRN+X0eeVymDh08qMycHCWiYXX39ampsVGHGppVVFyksooZ6mqq04H6FgUDfgWzcpWfn6+cjKDCPV3qDkfU2dmllsYG9QxE5DAN9fd2qb2rR35fUIVF+drx5na1tDXrQG2degdCI/0/o7JSFRXFyinIH7Ofz15ygeZXFaqpufk97R8AZy4G9QNTzODqp056UP9h3Z2dysnPl2kYig4NKpF2KiPgO+W2JRNxyeGS03x/qj2xeEwet+f4TxxLOq14Iim323XMpx3ZV5LU0dklt2v81yRTKeXnHT0J71jePaj/8H4FcObhlCUwxUzEGLLc/PyR13l8QXlOYhljcThdJ9Wek+V2uU9pXS6X87ivP7KvJKkgP++4y2UMGTD1EMiAKWa8MWQtLS1Kp9OKRCLKzvApLp9Ki3KVTg6pe1DKz/Grq6tb+ScQKMYTGxpQLO1VPDKo/Pw8dXV1Ky8/T0Yqpq7+uPJzMyZqM6cExpABkweBDICk4QpLWVmZBgcHlY5165mnN2hGRZa8WW61tFtypSPy+B3a/06DPvfZG/SrX7+koD8mf16ZQk0NchSU6eyqYu09eEDJpKFwJKR4Mi63YUpen2L9UeXmezUY8cuItckXzFYk7dUNV12gTVu3a29th8oKHRpKB+VNx5VyuNRcu1/FM0t12eXXKcvPxxWAyYtPOGCKGe+UpcfjUXNzs+LxuLKDHp29eIGmFWeqs7dHDiOmQLBEpsulkuJSmaapounTVJ5jqquvT9lz5qmguEj5WRnKyMtWZ3e/rGRSybTk93kkw5TH6ZPbY6m1M6TcwEzJ4VZ3X1gub1C5efm6rLxa4XCX/FlFMsJt2ry3UxdddrGcbpfcLoNTcmPglCUweTCoH5hiJmJQPz4YGNQPTB5UyAAcJTrYpdVr1mvZygvV2VCrlLtIM8uyFMjOVX9XhyzDkMfr1+BASB6PU4YsZWfnqK2zR37v8KWVcnOy1dfXp7ThUDyRUGdrsypnVWsoPCSnw9RAV5tyyquV4ba0ZdvbWrrkbIWicaWiQ9r+9l4tPfcsDQ70y+XxyO/zKxpPyEhbkulUItSturY+VVfPUjoZV252QG+/U6+S4jx53S7tO1CnmpoahQb61dsX1uyaKm3b+pYGe9rVE01r5QXnyWE6lLJSkpVUICNTA4NhOZ0uWam4CguL7N4FAKYYAhmAo7hdUn9IKs7LVOu+Qe2pHVDz/l7NXHiRBlv36FBrWL1tjaqaN091O95W0ewKXXLhJVq9+v80qzhbB/pSuuFD5+rVDbvkdETVO+iR1x3VpvWva/nK5dr0dr0KXXFV+/LlzkyqtbNfhpJ6+re/kdObrWg6rdIcr7b+6S3lL5ij7sZWleS71dOXlic3V+dUZCocS+pA7S5t3rBTn7lzlcI9LXp8/esKeKXqBfP19tbXdKgzqd7OTrlTQ+oeGlJPd0SzZ+Tr//vNk1p0/kJtW79VZy+br30H+7RkdoEOtPcobnh0xaUrlJXBFwwAvH84ZQlMMSdycfF4NKyegaiKC/PU0d4mXyBLydigfJl5qtv3jkpLSxSNhLW3vlPVlSUyDVOFxQVqaW5TQUG+urt7VFSYr0Qioa6uNg1EHCrK9sj0+BSNRJW2LJlGWvGkpfLSInV09Ci/qEDxyJASSUtpST6vR+vXrtP5Ky9WOh5TNJFS0O9T30BIBXlZauvoVV5etnq6u1VSUqLOzk4lkwkFAz6FhxJKKyWn6ZThdCk/O6jm9i5lBoPyeFzq7u5RXl6euru7lZebo2QiocFIVOlUUmnDqazMoPy+U59X7XTj4uLA5EEgA6aYI8caWZaleDzOlAlnKMuy5PV6GUMGTAKcsgSmmCO/mWcYhjyek5ypHh8YXDoJOPMRyIAphklEJyf2KXBmI5ABU8x41ZRQKKRQKCTTNFVYWGhDy+xR25lUKBI76dcn0g6dN917Qs9taGiQ03nyH7uBQEBZWVljPkaFDDizEciAKWa8Cll/f79KSkrU0tKi5roD6g8PaDDhU3meV/7cQunPg/qb6w/J7w8olUooIztXfb29MpRWdmZA0ZSpovwTuzD2B0U8ldb04NiBrLWpQdFEQol4WtNmVMnrOnq+tvqQ54SrU4ZhyOsdHd7e2b1DBSUzlBn0yDQdI1+06OnpUXHx6Ok3UqnUuOuiQgac2QhkwBRzrPFGpmnKMAxZ6aT2vfOODF+FYr19amqLKB6L6cb/50Zt3/iGAqXV6qt7U/78ciXSlpoPNKmqpkKplKnrPnL1+7xFpyadTsuyrDEfa2ntVDLSo41vterv/98ZYz4vbVnv6WLgo5aRGNRgxKVD61ar3woqYEVUPGOatu86pPMXL1BhYcGo1xvG+FcsoEIGnNkIZMAUM16FLBgMqqWlRYZhqLi8Un9dMl1Op1OJeFwrvG5ZluRyObT04ktVVlqs+LIFcro8MkxD0WhEXo93ZPlnEsMwlEqlxnxsWkWJoski3ThjnsJDUfk9rqOeY6XTJ7zNlmWNXpfpV06GlDHnbGXl5MntsNQ7ENLF5+eosKDgqHYdnuJivO0AcOYikAFTzHgVsqysrFHjkw5HD5dr+GPi8FRl0yrKJEk+f2DkucFAcNTyzyQZHkPNA4GxHwwM35+SFEtLvdGjn+J0OU94m51OpxKJxKj7Ssunj/rZ5/9LX777uYFAgAoZMEkRyIAphm9ZjjY916XpuUdXvk6HioqK07Zs9ilwZiOQAVNM8tABDT73pN3NwARL1h+0uwkATgEz9QMAANjMtLsBAAAAUx2BDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAAsBmBDAAAwGYEMgAAAJsRyAAAAGxGIAMAALAZgQwAAMBmBDIAAACbEcgAAABsRiADAACwGYEMAADAZgQyAAAAmxHIAAAAbEYgAwAA+P/brWMBAAAAgEH+1sPYUxTNhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEiw2VVQAAAbFJREFUDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAADMhAwCYCRkAwEzIAABmQgYAMBMyAICZkAEAzIQMAGAmZAAAMyEDAJgJGQDATMgAAGZCBgAwEzIAgJmQAQDMhAwAYCZkAAAzIQMAmAkZAMBMyAAAZkIGADATMgCAmZABAMyEDABgJmQAALMAXVyiMvZ1CSgAAAAASUVORK5CYII=