tiến nguyễn

Giới thiệu về bản thân

tôi chẳng có gì để nói cả
xếp hạng Ngôi sao 1 ngôi sao 2 ngôi sao 1 Sao chiến thắng
0
xếp hạng Ngôi sao 1 ngôi sao 2 ngôi sao 1 Sao chiến thắng
0
xếp hạng Ngôi sao 1 ngôi sao 2 ngôi sao 1 Sao chiến thắng
0
xếp hạng Ngôi sao 1 ngôi sao 2 ngôi sao 1 Sao chiến thắng
0
xếp hạng Ngôi sao 1 ngôi sao 2 ngôi sao 1 Sao chiến thắng
0
xếp hạng Ngôi sao 1 ngôi sao 2 ngôi sao 1 Sao chiến thắng
0
xếp hạng Ngôi sao 1 ngôi sao 2 ngôi sao 1 Sao chiến thắng
0
(Thường được cập nhật sau 1 giờ!)

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABCMAAAOOCAYAAAA6ath2AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/P9b71AAAACXBIWXMAAB7CAAAewgFu0HU+AAEAAElEQVR4nOzdd3wT9f8H8FeS7klLgTIKtGwsu0zLXgJFNiqgyJCpKEsc5asIuAAHiiAgDpYCgtAyZJUlAgXZ0wKlZRTa0t2kI8nvD36NvUvSJmlmeT0fDx4P7pPc3adt7nL3vs/n/Zao1Wo1iIiIiIiIiIisRGrrDhARERERERHR04XBCCIiIiIiIiKyKgYjiIiIiIiIiMiqGIwgIiIiIiIiIqtiMIKIiIiIiIiIrIrBCCIiIiIiIiKyKgYjiIiIiIiIiMiqGIwgIiIiIiIiIqtiMIKIiIiIiIiIrIrBCCIiIiIiIiKyKgYjiIiIiIiIiMiqGIwgIiIiIiIiIqtiMIKIiIiIiIiIrIrBCCIiIiIiIiKyKgYjiIiIiIiIiMiqGIwgIiIiIiIiIqtiMIKIiIiIiIiIrIrBCCIiIiIiIiKyKgYjiIiIiIiIiMiqnGzdAVv68MMPER0drVn+4IMP0L9/fxv26OkyYcIE/PPPP5rlFStWICwszIY9IktKTk5GXFwckpKSkJWVhfz8fHh5ecHLywuVKlVCw4YN4evra+tu2oz4s3/69GmL7/P06dOYNGmSZrlly5ZYuXKlxfdLZC0qlQpXr15FXFwc0tLSoFar4evri5CQEISGhsLJ6am+DCIyWWFhIS5duoRbt24hIyMDEokEfn5+qFu3Lho1agSplM87y4OCggLExcUhMTERqampkMvlkEql8PHxgY+PD4KDgxEcHPzU/L3v3r2Lf//9Fw8ePEBubi6cnZ3h7e2NatWqoW7duggICDDLfpKSknDp0iUkJSVBoVDAw8MD1atXR9OmTeHn52eWfdgLs38L379/H88//7y5N6sXAwjkaD777DNs3rxZ0NasWTP88MMPZdqu+MayNK6urvDy8oK/vz8aNGiAZs2aoUePHvD29i5TP4q7ceMGoqKicPjwYdy/f7/U99eoUQPPPvss+vTpg9DQULP1g0hMoVBAoVAI2pycnODl5WWR/VnquLdX33//PVatWlWmbZQlOJabm4u1a9fi999/x+PHj3W+x8vLC/3798fYsWPLdHGnUqmwZ88e7Nq1C9euXUNOTg4CAgIQFhaGoUOH4plnnjF5244oNzcX+fn5gjYXFxd4eHiYtL3+/fvjwYMHBr1XJpPB09MT3t7eCAkJQaNGjdC9e3fUqVPHpH3bG/FDHHPYsWMHqlWrZvD709LSsGbNGkRFRSE7O1vneypWrIjBgwfj5ZdfNvnvDjy5Ed62bRv27duHmzdvIi8vD5UrV0a7du3wwgsvoHbt2iZv2xFlZ2ejsLBQ0Obm5gY3Nzez7kehUGDPnj3Yv38/zp49i7y8vBLf7+7ujiZNmqBXr17o0aOHxb5HbSU7OxubN2/Gjh07kJiYWOJ7q1atinbt2mHw4MFo1KiR0fs6dOgQfv75Z1y8eFHn61KpFK1bt8a4cePQsmVLo7dfXFxcHDZu3IjTp08jOTkZ7u7uqF+/Pnr37o2IiAirBev5SIDIivLz87F3716t9vPnzyMxMRFBQUFW60teXh7y8vKQmpqKf//9F9HR0Vi8eDGGDBmCyZMnw93d3eRtx8fH44svvsDx48eNWu/u3bv47bff8Ntvv6FOnTqYOnUqOnXqZHI/yrNDhw7h+vXrmuUuXbqgQYMGNuyR4ygoKMArr7yCW7duCdojIyMxcOBAs+/Pno77p8GVK1fw9ttvIykpqcT3ZWdnY+PGjdi1axfmz5+PDh06GL2v1NRUzJ49GxcuXBC0P3jwAFFRUYiOjsZLL72Et95666l4cpiRkYFhw4ZpBYC+/fZbtGvXzuL7VyqVyMzMRGZmJu7du4ejR49i5cqVaN68OebMmYN69epZvA+ORiaTGfze48ePY+7cucjIyCjxfampqVi1ahWioqLw+eefo3Hjxkb3KyEhATNmzEB8fLygPTExEYmJidi6dStef/11vPzyy0Zv2xElJCTgpZdeEgQGnJ2dsX79eoSEhJhlH0qlEps3b8bq1auRnp5u8HpyuRynTp3CqVOn8Pnnn2PgwIF47bXXysUT/D179mDx4sUG/z4ePHiAbdu2wcfHx6hghFwux7x587B///4S36dSqXDy5EmcPHkSL774It566y2TggarVq3CqlWroFKpNG35+fmIjY1FbGwsfvvtN3z55ZcIDAw0etvGKv/fjER25MiRI3q/xKOioqzcG215eXnYsGEDRowYUeqFvD6bNm3CSy+9VGIgQiKRwMfHB56enpBIJDrfc/PmTcyYMQPvvvuuSf0o7w4dOqT5Mlm1ahVu3Lhh6y45jDVr1mgFIlq1aoUBAwZYZH/2ftyXJ5cuXcKkSZN0nr9cXFzg6uqq1Z6RkYHp06fj8OHDRu0rNzcXkydP1gpEFKdWq7FhwwYsWrTIqG07qi+++EIrEBEREWGVQERJzp07h1GjRmHnzp027Ye9qVOnDqpUqWLQew8dOoTp06frPJe5ubnB2dlZqz0pKQmTJk3CpUuXjOpXcnIyJkyYoBWIKE6pVOLrr7/GL7/8YtS2HZFarcaCBQu0Rii8+uqrZgtEJCUlYfz48aXeeLu6usLX1xcuLi46X8/Pz8emTZswcOBAo//u9kStVuOLL75AZGSk3t+Ht7e3WUalKBQKvPnmmzoDERKJRO9Ik19//RVz586FWq02an/ff/89vv/+e0EgQuzff//FhAkTkJaWZtS2TWH2kRG+vr545513DH7/zp07BUNRatasiREjRhi8fpMmTYzqH5EtlXTjsWvXLkyaNMmsT88mT56sNw9Dbm4ukpOTcenSJa3hYImJiZgyZQo2bNhg8IlWrVZjyZIl+PXXX7Ve8/f3R7du3dChQwc0btwYFSpU0ERy8/LycOfOHZw9exYHDx7EP//8Izix3rlzx9Afl6hUcXFx+PHHHwVtrq6uiIyM1BsYKytrH/f2KDw8HOHh4UatU6lSJaPen5aWhlmzZiE3N1fTJpPJMHz4cAwdOhRBQUGQSCRISkrC9u3bsX79esjlcgBPbmzmzp2LtWvXolatWgbt79tvvxUEtUJCQtC1a1f4+fnh7t272L17t+bGbfPmzWjfvn25Hul14sQJrZt9f39/TJ8+3az7KemzVFBQgMzMTMTFxeHkyZOCz4JSqcS8efPg5+dn0igYezBy5Ej06tXLpHXv3LmDjRs3CtoiIiIMWjc+Ph5z586FUqnUtLm7u2PUqFEYMGAAAgMDoVKpkJCQgC1btmDz5s2a9+bm5mL27NnYuHEjKlSoYND+Pv74Y6SkpGiWQ0NDER4eDk9PT9y6dQt79uzRHLvffvst2rZtW65HBm7btk1rek5ISAjGjh1rlu3fvHkTU6ZMQWpqqtZrYWFhCA8PR7t27VC1alV4enpqXktJScHVq1dx4sQJ7Nu3TxCIzMnJEfwNHc0XX3yhdbxUqVIFAwcORJcuXVCrVi1NQEahUOD69ev4559/cODAAVy7ds2ofS1evFjr79u8eXOMGzcOLVq0gJubG3JycnD8+HGsXr0aN2/e1Lxv3759qFevnsGfhcuXL2P16tWaZU9PT/Tq1QshISHIycnBkSNHcOXKFQBPUi98/PHHFg+mmz0Y4enpiaFDhxr8fvGNUEBAgFHrl8WHH36IDz/80Cr7IkpJScGJEycEbTKZTPOFnZSUhNjYWLRt29Zs++zTp49Bc0Fv3ryJjz76CJcvX9a0JSQkYM2aNZgyZYpB+1q+fLlWIMLV1RUjR47Eq6++qnfeqKurK+rXr4/69evjhRdewK1bt7By5cpSh6qVN9ZIWPm0U6lUWLBggdac2wkTJlhsqoQtjnt71KhRI4t/t69cuVJw8evi4oLPPvsMHTt2FLyvatWqmDRpEsLDwzFt2jRkZmYCeHLT9OWXX+Krr74qdV+ZmZnYtm2bZnn06NGYOnWqIKg0YcIEzJo1S3OR+eOPP5bbYIRcLsfChQu12mfPnm32xMSGfpbkcjlWrVoleHKuUqnw2WefYcuWLTqf5Nu7zp07m7zu4sWLBcsymQx9+/Y1aN0vv/xSc/MPPHnw+PXXXwtyO0mlUtSuXRuzZs1CmzZt8M4772hyhyQnJ+P777/HnDlzSt3XzZs3cfToUc3y22+/jeHDhwveM27cOEybNg23bt2CSqXCzz//jI8//tign8XRPHr0CEuXLhW0SaVSzJ071yyf4aSkJJ2BiMaNG2P69Olo0aKF3nUDAgLQsWNHdOzYEW+99Raio6OxYsUKnUENR/Lnn39qBSKGDBmCN998U+e1rJubG5o1a4ZmzZphzJgxuHz5ssEjCi5fvow//vhD0Na/f39ERkYKplB5enqiZ8+eCA8Px6xZs3Dy5EnNa6tXr0a/fv0MGuX0yy+/aB741a9fH19//bUg8D9+/HisW7dO8z0YExOD+Ph4i+ZnKd+PYojsyK5duwRPFYKDg9G9e3fBe4pXd7GmOnXqYNmyZVo3ZNu3bzdo+Nfhw4exZs0aQZuXlxeWLVuGKVOmGJXAKiQkBJ9++im+/fZbVKxY0eD1iEqzceNGrWGjDRo0wMiRIy22T3s+7suT+/fva13QTZgwQSsQUVxoaCjefvttQduxY8dKnHZRJDY2FgUFBQCAdu3a4Y033tAa3eLj44PFixdrbsYvXbpk1DxsR7Js2TKtJJMdO3ZEz549bdSjJ0/up02bhldeeUXQfu/ePZw6dcpGvbKNwsJC7NmzR9DWoUMHg75jz58/j7/++kvQNmfOnBKTTHfq1AmvvfaaoO2PP/4wKBHp33//rfn/oEGDtAIRABAYGIglS5ZoRlgeP37c6KHqjuLTTz/VShQ6bNgws4wMVyqVePvtt7WCB7169cKaNWtKDESIOTs7Y9CgQfj9998NHnFjjzIyMrBkyRJB28iRI/Huu+8afC37zDPPGDwS8LvvvhMs161bF++//77eXC7u7u745JNPBMdufn6+YLSDPmq1WvNwxNnZGYsXL9Y5AnHUqFGC4hDi49/cGIwgshLxDUe/fv3Qr18/QVtMTIze7NSW5uXlhTFjxgjaUlNTS81FkJ2drfVEwsXFBcuXL0fz5s1N7k+7du2wfv16NGzY0ORtEBW5d+8eVqxYIWiTyWSYO3euRTNG2/txX15s2LBBExwAgOrVq2PUqFGlrvfcc89pnad+/vnnUtcrXh2opAtvHx8fzdNstVptci4ee3bx4kVs2rRJ0Obp6Wk3+X5ee+01remG4tFK5d3Ro0e1AmGGVqITHw8tWrQwaKrIyy+/jOrVq2uWCwoKsGHDhlLXu3fvnub/JR1bQUFBmpvl7OxszQin8mTfvn04cuSIoC0wMBBTp041y/bXr1+vGZJfpEePHliwYIHJ34teXl748MMPMWfOHKOSo9qLb7/9VjDdpEmTJnjrrbcssq9r164JRjgAwMyZM0v93fv4+GDy5MmCth07dpQ6GiMjIwM5OTkAnlSrKmnkdPHKmIZUwysLBiOIrODy5cuCucVSqRR9+vRBu3btBNFNhUJh0+kJbdq00Wp79OhRieusX79eK6r+2muvmVTSSCwgIACRkZFl3g7RwoULBcOMgSdPOywZ7HKU4748OHTokGD5+eefN/hietCgQYLlEydOaJV9FSue+Ku0efD+/v6a/xcfJVMeFBQUYP78+VqJ0N544w1UrlzZRr0Scnd313qK//DhQxv1xjbEeWt8fX1LHDVURC6Xa90sDR482KB9Ojk5aQU8xMepLsVHOJR2bBWv1lBSMj5HlJGRoXOuvjFP6EuSlZWllT+pYsWKeO+998ySw2jYsGF49tlny7wda0pPT9fKezNz5kyL5ZMSHw81a9ZE69atDVq3d+/egvwdSqVSML1JF2O+t6x5bJXL0p5yuRwXL15EQkICMjMzIZVKUbFiRYOjwMa4d+8e4uPj8eDBA+Tk5EClUsHb2xt+fn5o3LgxqlatavZ9FsnMzMS5c+eQmJgIhUIBHx8fVK5cGS1btoS3t7dZ9pGcnIzz588jJSUFubm58Pb2RnBwMJo2bao3k64tpKSkaOZopaenw8XFBf7+/ggODkb9+vUtdiIxlPjpaFhYmGZuV58+fbBu3TrNa1FRURYpL2gIXUM2i6KouhRlTS6uZs2aWsNiy6K8J/azd3K5HOfOncOdO3eQk5MDT09PBAQEoEWLFg4zjWbHjh1aw7KDgoIwYcIEi+7XUY57R3ft2jWtEQfGJPnr3r07PvroI02gIC8vDydOnECXLl30rlN8bu6NGzdKrBZRfHSZJa8JbEFXZZoWLVpgyJAhNuqRbuJzVUnfa+VNWlqaVnWrPn36GJRv4MSJE4IKDk5OTujatavB++7Vq5dgRNqDBw9w/fr1EpNNFg9i/fvvvyUmlP33338BPAk4GZoc01HoqkzTp08fs93gb9++HVlZWYK2adOmwcfHxyzbBxzv+m3Xrl2aPCfAk2mcJU1HKitxBacePXoYvK67uzs6duwomH51+PBhwYgGMV9fX7i6uiIvL09z7OhT/HVLl/d0uGDE6dOnMWnSJM1yy5YtsXLlSgBPEu6tXLkSBw8eFHyYioiDER9++KHgYvGDDz4oNWAhl8tx+PBhHDlyBGfOnCk1SUtgYCAGDx6MYcOGGRUgiIqKwrx58zTLERERmmSbd+7cwfLlyxETE6PzKYtMJkOnTp0wdepUkxOOnD59GsuXL8eFCxd0zsPz8PDA888/j9dee00zHzYsLExrG5aUn5+PLVu2IDo6usSpBAEBAYiIiMDo0aPNFqQxRn5+Pv78809BW/Fh2v369RPclJw/fx6JiYkWS6hXEl1PA4tHXsWOHj2qVeZr0KBBdjs0b968eYInRHPnzi21nKNarUbv3r0FFwUSiQT79u0r9eLn/PnzGDdunGa5adOmWrk1ihhy/IjPWcXNmzdPcM4QK34OMURKSgpWrFiB3bt3a5UTA578Dlq1aoU33ngDzzzzjMHbtbaUlBSdCQnff/99s5Tk0seRjntHJz5WKlasaNTv0c3NDQ0aNBAMVz516lSJwYiwsDBIpVKoVCps2LABERERghEQxftWNAe+fv36Ot/jqHRVpnFxccH7779v8wcAYuLvtpK+18qbXbt2aSXtNXROf2xsrGC5QYMGRp03a9asCT8/P8Hw8djY2BKDEW3atNHMo1+9ejXCw8N17jMqKgq3b98GALRt29buPnNl8ffff2s9oa9QoQJmzpxptn3oGi1jyxwv9kB8fWXJ30d6erpWQKBZs2ZGbaNp06aCYERp910ymQytWrXC8ePHcevWLezatUtnEtui5L9F2rdvb1S/jOVYIasSbN++HS+++CL27NmjMxBhDunp6ejZsyciIyOxd+9eg7LFJiUl4bvvvsOQIUO0yraYYufOnRgxYgT279+vd7inUqlETEwMRo0aZXTSEZVKhU8++QSTJk3C+fPn9SYEys3Nxa+//ooXXnhBa76ZNRw/fhyDBg3CF198UWpOg5SUFPz0008YOHCgxZOw6HL48GHBXEYPDw9069ZNs1yvXj3Ur19fsE5JpQAtSdfvsqSAlnhImEwms+vEReJpKIYkMfv333+1nk6o1WqtizRdxMNbdU2DsUcnTpzA8OHD8ccff+gMRABPfgenT5/G2LFjsX37div30HCff/651lzigQMHagV/zM2RjntHJ34y37hxY6O3IX76FR8fX+L7AwIC0Lt3bwBPvmPGjx+P2NhYzXdmfn4+tm3bhhkzZmjaxDl5HJlKpcL8+fO1bnLHjRtn0azrphJf9NtjHy1FfFNbr149g6enFd3sFzHlKbF4HfE2db2/6KYsLi4OkyZNElxn5uTk4KeffhJUb3n11VeN7pe9ksvlOiuDzJw502yjP+7fvy8oDwk8GXVhTyOerS0nJwdxcXGCNmMSeBpL13Fg7PElTmKak5NT6hS04gm758+fj59//llQAvny5cuYOHGi5nu1Q4cOWtcq5uZwIyN0iY6Oxvz587Xavb29IZfLtb4sTVVYWKh3HqmTkxM8PT1RUFAg+KMWefz4MSZPnoxvv/3W4PlAYtHR0Zg3b54gQCCVSuHl5YXc3Fytn1OhUGDWrFlYt24d6tSpU+r2VSoVPvjgA+zevVvn6y4uLnB2dhYMb0xJScHrr7+On376yaSfyRRbtmzBokWLdAZjin4feXl5WjdRGRkZmDFjBj744AODy1mZg/gGo1u3bnB3dxe09evXTxAI2LVrFyZNmmT1IW7ibPTVq1dHjRo19L7/7NmzguXg4GDBPDN7Iw4GnD59Gmq1usQnKvoCFqdOnSo1ai5e1xGCESdPnsT06dMFyQAlEgm8vb2hUCi0gr1KpRLz589HlSpVShyqbgsxMTE4ePCgoC0gIABvvvmmxfftSMe9teTk5OD69etITU1Fbm4ufHx84Ovri5CQkDJdZIsDByWds/QpnmhP1zZ1mT59Ov755x88fPgQCQkJmDx5Mry9veHj44OUlBTBd1Dfvn3L1VPHjRs3CkpBA09uckePHm2jHul38uRJrQRs9nauspRr165pPWQwZsqy+DgQHyeGMOXYmjt3Ll599VVkZ2fj0qVLeOWVV1ChQgV4enri4cOHguvd8ePHW3QovbXpqkzToUMH9OnTx2z70PVwtGXLlmbbviO6evWqVm4E8b2TQqFAXFwckpKSIJfL4efnh8qVK6Nu3bpGf2+LjwMvLy+jyyDrOh7j4+NLLPHZtm1bDB48GFu3bkVBQQG++eYbLF++HFWqVEFOTo4g0a218rY5fDDi4cOH+PTTTwE8uRHt168f+vfvjyZNmsDZ2VmTvVo8XLYsnJ2d0bJlSzz77LNo3Lgx6tSpIxj+L5fLcf36dezduxfbt2/XXJAolUpERkbit99+M/rCKy4uDnv37oVarYabmxuGDRuG3r17o379+pBKpVCr1bh27RrWr18vGLJTUFCATz75xKCSLxs3btQKRPj6+mLMmDHo0aOHZs5QUUKjdevW4dy5c8jMzMT//vc/o34eU+3fv1/z9y5SqVIlDBs2DOHh4YITQnJyMo4ePYqff/5Zk51ZqVRiwYIFqFu3rsUjfcCTYI346bg4kz7wJKP70qVLNQGWpKQkxMbGom3bthbvY5FNmzZp/f1HjBih90Y9KytLkPUagFmSVlpSxYoVUadOHc0TgdTUVMTFxaFevXp61ykpGFGS3NxcQRlJd3d3NG3a1IRe/yciIkJz0bVz505cvHhR81q/fv1KLPVlyJPA1NRUvPfeeygoKIBMJsPzzz+Pfv36ITQ0VJMM8NatW/j999+xefNmwRf3xx9/jK1bt1q0MoUxsrKy8Nlnn2m1v/322xafrmXt43737t1WnQM/dOhQo9f59ddfsWbNGp1BZIlEguDgYHTu3BkvvPACAgICjNp2QkKCYNmQWuti4nUePXoEuVyuFUAqzt/fH99//z1mzJiheYqUlZWlNQ97yJAhmD17ttF9slf37t3D8uXLBW0ymQyRkZF2c/wXuXPnjtb0tcaNGxv8xHPLli2W6JZOnp6eZr3hBLSHnTs5ORm8j9zcXCQnJwvaTJk7Lj627ty5U+o6tWvXxvLlyzFz5kxNEu309HTBjZJUKsVrr72mVULUkV24cEErD5eHhwfee+89s+7n+vXrWm2mjCgriytXrlh1ZHVYWFiJ10FXr14VLFesWBFeXl4AnnzH/PTTTzhw4IDO71pfX1+Eh4djzJgxBo+6En9vmXJs+fj4wN3dXZCc+86dO6VeQxRVOtm8eTOAJw/bxdfztWvXxhdffGGVRMT29a1hgqJfnqenJ5YsWaI19FYikaBq1apmGcLl4uKCiRMnYsiQISXO+3R3d0fz5s3RvHlzvPjii3jzzTeRmJgI4MnF/m+//YaJEycate9r164BeJJ07euvv0bNmjUFr0skEjRq1AgLFixAUFCQYK7PuXPncOPGjRJvvu/fv691cVG/fn0sW7ZM60m3u7s7unTpgs6dO+O7777Djz/+KLjpspS7d+9qjYDp3bs33nvvPZ3zPytVqoTBgwejb9++mDt3LmJiYgA8GT47d+5c/PrrrxafY7hz507BxXdgYKDO4eEVK1ZE+/btcezYMU1bdHS0RYMRcrkcjx49wqVLl7Bjxw6cOXNG8HqHDh1KvOkQn7gAlHhTby/atGkjGJ548uRJvf0uKCgQjP4IDAzUJMq7d+8e7t69q/cp7D///CN4etOiRYsyX6iHhYVpPj+XLl0SBCPCwsLKnKS36CLRz88PX375pc6nTSEhIZg9ezYaNmwouMi/f/8+jh07VuI8e2v66quvkJKSImjr2rWrYKqEpVj7uP/uu++0nqRZkinBCPENenFqtRq3bt3CrVu3sH79eowaNQoTJ040OPeMeNvGBjP0rZOZmVliMAJ4Mgpj/fr12L59O/bu3Yu4uDjI5XL4+/ujefPmGDZsWJlKHNujhQsXao0SffHFF+0id0xBQQEyMzMRFxeHQ4cOYceOHYIRKj4+Pvjggw8M/u4XP/ywpKpVq5o1GFFYWCh4OAUA4eHhBo9e1FUq05SkxeJjq6RzQXGNGjXCli1bsHnzZhw8eBDx8fEoKChApUqV0Lp1a7z44ouoW7eu0f2xVwUFBViwYIHW0/kpU6aYPYHg3bt3BcteXl4WT1IodvToUcG9iqV98MEHJQYKxNMbigIRW7ZswVdffVVihaWMjAzs3LkTe/bswYgRI/DGG2+UOlJCnG/N1ITgAQEBmntMQPdxKyaTyTBnzhw899xz2Lx5M86ePYvHjx/D3d0ddevWRc+ePTFw4ECDktyag8MHI4osWLDA4nOAfXx8jI7A1qxZE1999RVeeuklzfDmrVu34rXXXjN6SI+npye++eabUoegvvbaazh06JBgjuT+/ftLDEb8+uuvggPN19cX33zzTYlfWhKJBFOnTkVSUpLeqR3m9P333wsikl27dsX8+fNL/T26ublh4cKFGD9+vCYKe/PmTRw7dsyg0lZlIZ6r2adPH70XQf369RPclMTExCA7O1tzQjRFSVl19XFxccHw4cMxZcqUEm8GxE9MAJg1C7OltG3bFhs3btQsnzp1CqNGjdL53gsXLggizhMnThTcgJ86dUrv8eio+SJkMhmWLFlS6rDX/v3748CBA4LP7IEDB+wiGBEbG6uVx8Lb2xtz5syxyv5tfdw7svz8fKxZswb//PMPvvrqq1J/DwqFQmu0hSmJSXWtIy4Fq4+zszOGDh1qUpDG0eiqTFO9enWtmveWtGrVKpNuYpo3b47IyMinJl/E0aNHBSMJAMMTVwK6P/+mHFuurq6CZaVSiby8PK12XTw8PDB69Gi7nP5jbroq0zRp0gTDhw83+77EgXpjpweUR+IgmaenJzZu3IglS5YYvA2lUom1a9ciPj4eixYtKvEBlPj4MjWhtvg4MvR7C3iSMNPYpJmWUC4mpnbs2NHiN5VlUatWLXTu3FmznJqaqnXCMcSrr75q0FxYqVSqVSGgaGSFLvn5+VoXz5MmTTI4Sjd9+nSDvlTK4sGDB9i7d69m2dPTE++++67BAR0XFxdMmzZN0LZ161az9lHs0qVLWn/nki4EOnXqJBg+rlAosH//fov1T5eOHTvit99+w1tvvVVqIiNduVFsUa3EWC1bthR8QZw9e1ZvXpniF92urq7o1auXoMxYSVM1xK9Zc8pNWTz//PMGTycR15sXD3O0BYVCIUhsVuTNN9806Ym5sRzxuLek6tWrY/jw4fj000+xefNmxMTE4MSJEzh48CB+/fVXvPfeezrnKp87dw6zZ88uNeeTrqdVpiRh0/UdZsxF3dNAX2Wad99916KVacqqWrVqmumqT0sgAtDOW+Pn54fw8HCD19f1+TflWo/HVul0VaZxdnbG3LlzLZJDSHz99rQGv4vLzs4WLN+9exdffvmlZrl69eqYM2cOtm3bhr/++gsxMTH46aefMGrUKK3P+NGjR7Fs2bIS9yc+BkxNHlqWYIS9KBcjIwYNGmTrLpQqNDQU+/bt0yxfunTJqOFlUqnUqJ9TPCy0pIRBV65cEQwXcnV1NSrBo7+/P7p27ao1HNCcDhw4IHj61atXL6NLpIWFhaFixYqaKijnzp2DSqWyWLI48VzN0NDQEutlu7q6okePHti2bZumLSoqCgMHDrRI/3Q5evQoTp8+jYEDB2LixIklfkEVT3BYpLQhzfbAw8MDzzzzDM6fPw/gyYn7woULOm+IigcUmjVrBldXV7Rp00YznaEoe774qXdqaqpgKoi/v7/DDCc15umuOKKekJBg0WPKECtWrNAagtqqVatSS7iaiy2Oe3uswtG0aVN8//33aNWqlc7XfXx84OPjg7p162Lw4ME4ceIEPvjgA0GVqtjYWKxevVpQzltMVzDClKGlutbRV0nmaaWrMk1ERITdJ4O8f/8+3n33XWzduhWvv/66UdNJLF2i3FLS0tJw/PhxQVufPn2Mmiqo6/NvylRDXTdZPLb+o68yzauvvoqQkBCL7FO8L1tcu02cONHoKeuWJL6JL36u69q1KxYsWCC48Xd1dUVoaChCQ0MxYMAATJ06VZPfBADWrl2LHj166D3fiI8BU6dEiI8vRzy2HD4YIZFIbJ4BNiUlBbdv30ZmZiZyc3ORn5+vVRJTnM24tNIrYnXq1DEq6aU4w2pJc/TE+R6aNWtmdA3uDh06WDQYIc5n8Oyzz5q0nQYNGmi+oLOyshAfH2+Rk31+fr5W0lRdCezE+vXrJ7gpOX/+PBITExEUFGRSPyZPnqx3+J1SqUR2djbu3LmDc+fOabKNy+VybNy4EYcPH8bSpUv1PknSdeJ0lIhsmzZtNMEI4EnQQXweyc7OFiRXKhrZ0LZtW03Sn4yMDFy/fl2rTJp4VETr1q0doga6t7e3UYldfX194eXlpXmioFKpkJuba7OnLFeuXBFMwQGeXDBERkZa5fdvL8e9PTC2Lnm7du3www8/YMyYMUhLS9O0r1+/HsOGDdM7Uk/XU1ddgdLS6FrnaS5zJ6arMo2/vz+mT59u9b6Eh4eX+IQ/JycHKSkpuHr1Ki5cuKCZgx8bG4uxY8dixowZeOGFF6zVXZvYtWuX1g2nsTmFdH3+TalOJ67ABJg2wqK80lWZJiQkBGPHjrXYPsVBJUe5drMkfcGAxo0b45NPPikxEBccHIyvvvoKo0ePFnyX/PTTT1i0aJHOdcTHlynfW4D28eWI31sOH4yoWrWqTS58z5w5g507d+LIkSNac/IMYWgCnyJVq1Y16v0eHh6C5ZIyrYtHTTRo0MCofZm6jjHEAZNr165pzXkzhPhvlZKSYpFgxKFDhwR/Y2dnZ/Tq1avU9Zo3b46goCBBMpqoqChMmTLFpH706dMH1apVK/V9arUaR48exWeffaYJlN2/fx+TJ0/GunXrdN4IiD9jgPYwN3vVtm1bwZzjU6dOaT19PX36tGA0TlEwIiwsDDKZTPPayZMnSw1GOEq+iMDAQKNv2j09PQV/d1vlOygsLMT8+fO18ge89tprVrupt5fj3lHVqFEDc+fOxYwZMzRtcrkc0dHReueM63qip+vmpzS6nibpOsc9jfRVppk1a5ZN5po3atTI4BFc9+/fx6JFi3D06FEAT4LwixYtgpeXl0GBQkclnnrbsGFDoxNM6/r8m/LUVdc6jjCK0hp0VaaRSqWIjIy0aPJA8d/WUa7dLEnf+X7WrFkGjQiqX78+Bg0aJKiGcuTIEeTk5Oh8wCvenynfW4D28eWI31sOH4yw9hfho0eP8PHHHwsSjpnC2DJsxs7FFyceFGfnLU487NKUedWmZoE1hEql0goiGFKq1BCGZJ01hXiodnh4uMGf1b59++L777/XLO/atQuTJk2y6NB3iUSCTp06ISQkBKNHj9ZM20lOTsbixYvxySefaK2jL/u8IwgNDYWHh4dm3uTly5e1bqKLJ6D09fXVBNy8vLzQuHFjTSWLkydPat0oOWq+CFNyfog/lyWdayzpp59+EiTtBZ4ESfUlJ7UERzvu7VGnTp3QoEEDQem5EydO6A1GuLm5CYKDgO6pG6XRtQ5vmJ7QVZmmY8eOBgXabK1atWr44osvMGfOHMHIjs8//xxt27a1Sh4Za7t27ZrWaFxjElcW0fX5N+XYEt8syWQyjoz4f7oq0wwbNqzMZcBLI/7cO8q1myXpuokPDg426m8xcOBAQTBCqVTi3LlzOkdzi48vU44tQPv4csTvLYe/yrHmLz0pKQmvvfZamQMRALSmcZTGkkOMxRFRY6doAJZNfpOZmWn078tQph78JUlOTtaqpGDME5h+/foJ/t5JSUmIjY01W/9KUqNGDYwZM0bQduDAAa05+EXvFRPfDNorJycnwbQMpVKpNTe4eEChTZs2gr9J8eDC+fPnBRHt+Ph4wTSsmjVrWr1k1tMmPj4ea9asEbTJZDLMnTu3zOVUDeXIx7296dSpk2BZPIRZTPz9Y8qoOV3rOEJCXkvTVZmmKIG0o5BIJJg9e7Zg+HJOTg5+//13G/bKcsRBUWdnZzz33HNGb0dXdaziOV0MJT62eFw9oasyTWBgIKZOnWrxfYuv37KysjRly59Wuj7vxpZlrlevntb3kb7rYvH+TDm2dK3nCFXtxBx+ZIQ1zZs3D/fu3RO01apVCz179kRoaCiqVq2KgIAAuLq6wsXFRfBEKyoqSlAS0J6YY96SqXOdDGHKHEVDWSLIsXPnTq2h4rNmzSrTNqOjo632dL179+6CjOkqlQqHDx/GyJEjBe/z9vZGtWrVNLkmAPuopmCoNm3aCAKLp06d0pSlfPjwoSZJZdF7xesWjc7Jy8vDuXPnNO9x1JKejqoo+Zd4iOPIkSO1ps9Yki2P+927dxs92q4sLF3CMjg4WLCcm5sLhUKht2JDrVq1cOHCBc2ysTmZdK1TqVIlhxzuak76KtO88cYbqFy5sg16ZLpKlSqhSZMmgvxThw4dKjWB3pYtWyzdNQ1PT0/06dOnTNsoLCzUyt/VsWNHo3KOFfHw8EBAQIAgmGDKDav42KpZs6bR2yhvSqpMY43zjq6p1VevXrXqg5MrV64I8nJZWlhYWInVdHQlmhbn3yuNRCJBYGAg4uLiNG3FCwQUJz4OTDm2inIVlrRdR8BghIFiY2O1nlLNmDEDI0aMMGh9XWUQ7YU4Sm3K3DFLzjfTFeXbvHmz1gWrvRDP1TSHmJgYq83Fr1q1qmAKA6C/NGyLFi0EwYhbt24hPT3dpAsfaxMHCYo/oSgt50PTpk3h7u6uSfp06tQpzXscNV+Eo9q8ebMgGSkABAUFYcKECVbthy2P+++++w4PHjww+/71sXQwQtc5Pysry+BghK6RXKUpfh4D8FSVgNRHV2WaFi1aYMiQITbqUdnUqVNHEIy4efMmCgoKSpyb/+mnn1qjawCefPeWNRhx9OhRrWmtxiauLK527dqCYIT4gZwhxOvw2NJdmaZPnz4mJ2c3VosWLbTazpw5g65du1pl/8CTz2rx3F2W9sEHH5T42dN1T2FKYEg8ulzf/ZG4L9nZ2cjIyDAq/YD4e0vXdh2Bw0/TsBZxFumIiAiDAxGAduJEeyLO91BSGVB9TFnHUC4uLloHt75Io61dunQJt2/fNvt2FQoF9u/fb/bt6iP+fev7/Hbs2FGwrFQqtYaI2qu6desKPvvx8fGaskzFAwo1atTQio6Lp3kUvV+pVAoudqVSKVq3bm2R/tOTJwm6anm///77em9cLaG8HPf2QtfFW0kBGXESYlOethXlgCniiBd05qSrMo2Liwvef/99h6gMpIv4e02lUtnttYSpxGV+K1asaHRlm+LEN2jiZOKGEE+zstcHSdaiqzJNhQoVMHPmTKv1oXr16lrnzd27d5ucRLE8qFOnjlabKQ+SxZVJ9E1915U839jjS/y95eHhgSpVqhi1DXvAkREGKj7kBniSbMwY1hyKZKxGjRoJlsUfbkOY8gVljPr16+Ps2bOa5WvXrhk9l8saxBcCderUwbBhw0za1smTJxETEyPY9sCBA8vSPYOJh3zrm3ffqVMn+Pr6Ci7otm7dipdeekkriao9at26tWBI66lTpxAREaGVL0KXNm3a4K+//gLw5POYmZmJO3fuCG6kGjZsyPmxFvTxxx9rXSwMHDgQYWFhVu1HeTnu7UVCQoJg2c3NrcT8UOKAX2pqqlGlURUKhVbCv6d5RJO+yjTjxo1z6CCNrqlMlqxYYG1paWma0uVF+vbtW6a8Oa1bt9aUsgaA69evlzhlSiwhIQGPHz/W2ubTSl9lmpkzZ1p9RGn//v3x9ddfa5YzMjKwb9++cl1lpiRFycmL36+ZY8qfvr9rhQoVULduXcH95fnz540aHSMeFRoWFuaQwWIGIwwkPpkaE3nKzs4W3Ejbm2bNmgmWExIScO3aNaPmW4vnKJpb27ZtBb/Dv/76Cy+++KJF92msvLw87N27V9A2cOBAk4c0N2nSRHBTcv78eaMusE11//59rRs8fRnHXVxcMHz4cMFQu4SEBPzyyy9aiTBNpVKpLFZRoE2bNoLPblGZzuIJgfTdlBSfy69SqRAbG6v1dNySeT7EwR7xjUN5t2vXLq0L74CAALz55ptW7Yc9HPfiYIijKwryFSmtJGHDhg1RpUoVwUXg3r17MW7cOIP2d/DgQUFuIldXV7Rr186IHpcvuirT1KtXT29FE0chfqjk7Oxc6pBocWJje7Zr1y6tHFtlmaIBAO3bt4erq6smY39hYSFiYmIMnk4iPjcGBgZaNZePvdFVmaZDhw5lnp5jigEDBuCHH34QPEBZunQpOnbsaLYkiCVdv02cOLHUnC3W1rVrV0EwQnyzX5r4+Hit0Vb169fX+/7OnTsLzkv79+83uKS3QqHQlCwuvj1HxGkaBhJHz4vXki/Nli1b7DpnRGBgoFZAwph5XDExMbh586a5uyXQtWtXQbTv77//1pvHwFYOHTok+FxIpVL07NnT5O01aNBA6ymUNW469u3bp9UmHj1T3MiRI7Wm+qxatcosySxTUlKwYMGCMm9HH3GgITY2VjAqoqRpFuJpHqdOnbJqvoinuU54WloalixZotX+9ttvW30kSnk57u3FmTNntC4ADRlmXpR8tsiOHTsMTn68bds2wXKbNm0csjyaOeirTBMZGWm1yjSW8PDhQ61RnyV9rzkicd6axo0b6xwKbgx3d3et77GtW7catG5hYaHWuctRb5bMQVdlGg8PD7z33ns26Y+Pj4/WQ6PU1FR88sknZinRvWXLFq3Asr0T58y4ceOG1qi5kog/705OTjrzc+jbX0JCgsFVtP7880/BaC+ZTKY1ddpRMBhhIHHmaEPLe968edOqCVpMJR5SfPjwYa0LNF3u37+Pzz//3FLd0qhTpw66desmaIuMjDQqKCRm7koa4lwJLVq0KHMNc/FNza5du8zyJaHP3bt38csvvwjaZDKZVqm94ry8vLTKvOXn52Py5Mk4d+6cyX05ceIERo4cadGgU2BgoCDzcEpKiiB7esOGDUt8clb8Iu2vv/4SXOy6urpqBfnMyRy5XhzVokWLtJ4+dO3aVescYQ3l4bg3N1PPrampqVpVp5ycnAx6ajhixAjBzfK9e/ewbt26Utf7888/tUYu2noEwOnTpxEWFib4Z42AlL7KNC+++CKeeeYZi+/fUlQqFRYtWqRV9as83Rhfu3ZN66aprKMiioiPh7Nnz2qNeNBl3bp1guSVTk5ORuVas4SoqCitY8sao1/0VaaZMmWKTUt/jxw5Eo0bNxa07du3D5GRkSZXssvOzsa8efPw6aefOtyIzdq1a2tdR3zxxRcGfaclJiZi06ZNgrbu3buXGNhu2LChVrBvyZIlpf7us7Ky8N133wna+vfvD39//1L7aY8cN8xtZa1atRIMCd6wYQO6dOlS4nCzq1ev4q233tIMb7NnvXr1wqZNmwQZyT/55BMkJydjzJgxOudVnjp1Ch999BGSk5MFw/gsZcqUKfj77781o0zi4+Mxbtw4fPzxx6hbt67B27l06RJ+/fVXhIaGmm2qx6NHj7RKOvbq1avM2+3du7cgmJWUlITY2FizD/9Xq9U4fPgwPvvsM62bvMGDB5d6c9WlSxeMGTMGP/74o6YtOzsbU6dOxahRozB69GiDsxLfvn0bK1eu1IzQEN90m1ubNm0Ec9SL/7+0kQ1t2rTB7t27AWiXZWrevLlW2VxzEp97YmJiMHHiRFSqVMli+7QHR48e1Xkh3Lx5c/z5559m359MJkOPHj10vubox72lTJw4ET179kT//v0Nnlt+/fp1vPvuu1rZwQcNGmTQ1LTq1atjwIAB+P333zVtq1atQt26dREeHq5znUuXLmkF0zt06GCX+YisQVdlGhcXF4SEhFjk2PL09NT7tzGXe/fuYdGiRVoPkAICAixeFcaaxEFRFxcX9O7d2yzbbt68OTp06CC4Bv7ss89QvXp1vUGqo0ePYuXKlYK2gQMHGl0qsbzQVZnG19cXFSpUsMixFRAQgFatWpX6PicnJ3z++ecYPXq0YHrq3r17cffuXcyYMcPg82FBQQF27tyJFStWaE1FcSRTp07F4cOHNYGU06dP45NPPsE777yjd8rJo0ePMGPGDEHySqlUatBUwSlTpghG1cbFxWHhwoWIjIzUmXtNLpfj3XffFfy9XFxcMH78eIN/RnvDYISB+vXrh1WrVkGhUAB4kmF1/PjxePXVV9GnTx/NCbawsBCXL1/Gzp07sX37ds2HuWXLlvjnn39s1v/SSKVS/O9//8Po0aM1w35UKhVWrlyJLVu2IDw8HDVr1oSLiwuSk5Nx6tQpXL9+XbP+xIkTsXTpUov2sVatWvjoo48we/ZsTZTy1q1bGDlyJLp164ZevXqhadOmgpvXwsJC3L9/H//++y/OnTuHI0eOaCL1uuosm0r85FImk6F79+5l3m7t2rVRv359wROP6Ohog29Kdu/erffJvlKpRHZ2NhISEvDPP//oLA0YEhJi8Py1KVOmIDc3F7/99pumLS8vDz/88AO2bduG7t27o0OHDmjUqBH8/Pw0J9n8/HzcuXMHZ8+excGDB3HmzBmzj1opSZs2bfTWki/t91zS65ZOgNe8eXN4e3trRgdlZGTghRdeQJcuXVC7dm2t4E/t2rWtntjR3HJycvSW2vvyyy8tsk8XFxe9wQh7Pe5t7cGDB/jss8+wdOlShIeHo0OHDqhfvz5q164NV1dXzfsyMjJw/vx57N69GwcPHtR6ila/fn1MnTrV4P1OnDgRhw4d0lyk5eXlYebMmRg+fDiGDRuGoKAgSCQSJCUlYfv27Vi3bp3g4tHd3R0zZswo40/vmPRVpsnPz8f8+fMtss9atWqZFIy4evWq3nM28OT6LDk5GVeuXMGFCxe0vk+cnJwQGRmpN8u9oyksLNTK29W5c2ezzfsHgOnTp+Off/7RXANnZGRg0qRJGDVqFAYOHIgqVapApVIhMTERW7ZswaZNmwTHc8WKFa1ebtle6KpMAzz5HUZGRlpkn+3btzcoGAE8GSH63XffYcqUKYIb3CtXrmD8+PEICwtDx44d0a5dO03p9yIpKSm4du0aTpw4gX379gnWd1S1atXCq6++ih9++EHTtnXrVly7dg1jxoxBu3btNKMdkpKSsG/fPvz0009aD/ImTZpk0DSp0NBQ9O/fXzD6LSoqComJiRg/fjxatGgBV1dX5Obm4vjx41i1apXW1PixY8fadIRNWTEYYaCAgABMnDhRkHlWoVBgxYoVWLFiBdzc3ODq6orMzEytL76IiAi0atXKroMRwJML4G+++QZvvPGGYB7S48ePsWPHDr3r9e3bF6NGjRIEI4pfcJpTly5d8OGHH+Ljjz/WjMRQKpXYt2+f5km6k5MTPD09kZ+fr1Vix1LETyXatm1rtszIvXr1EtyUxMTEIDs7u8RSd0WWL19u8n4bNmyIr7/+2uA5+BKJBLNnz0ZQUBC+/vprwZDYx48fY/PmzZqs3BKJBD4+PlAqlcjNzS1xCLo5g0a6tG7dGlKpVKsPhkyzqFy5MmrXrq1zioSlbxzd3NwwcuRIrFixQtOWmZmp91iNiIhw+GDE0qVLTcpubSn2etzbC7lcLjg3A0+OK3d3d+Tm5pZYRi44OBhLly416uf19/fHokWLMHXqVM25X6lUYuPGjdi4cSNcXFwgkUh0juKTyWT46KOP7LZahKUzpOuqTGOvjh07ZvBUWTEPDw98+OGHFh+RYU1Hjx7VKr9trikaRYKDg/HRRx/h3Xff1QQZ5HI5Vq1ahVWrVsHNzQ1KpVJrKgzwJMi3aNEiux1CbqkE2YD+yjT2pk6dOvj555/xzjvvaFXHO336tGAqS9E5XC6Xlzgi2tfX12FvkCdOnIiEhATBd9eVK1cwe/ZsAIC3tzfy8/P1/vz9+vUzKon7nDlzkJCQIBiZdu7cObz++uuQSCTw9PTUmxese/fuGDt2rMH7skfMGWGEl19+GS+//LLO1xQKBTIyMrQCEYMHD7ZY5NMSmjZtip9++gktW7Ys9b3Ozs6YNGkS5s2bp3URY8kL5n79+uGHH37Qm2G9sLAQGRkZJQYiPD09zTZc8OLFi1o3o+YYqq1vWwqFAvv37zfb9sUqVqyIadOm4aeffjJpisSLL76IjRs3okOHDnrfo1arkZGRgezsbL2BiGeeeQbLly/HBx98YHQfjOHt7a1zupWh0yx0jYDw9fW1eBAFeBINN7WEpKM5e/aswYnTrKG8HffWkpeXh/T0dL2BCKlUimHDhmHt2rUm5d5o2rQpli9frrPilb6LRx8fHyxZskQrmZitiKvyuLm5GVXuzVi6KtOUN0XTrTZt2mST3DKWJM4nUqlSJYsEw7t164YlS5boHHGhUCh0BiKqVKmC5cuXo2nTpmbvjylu3bolWK5SpQpCQ0Mttj9dlWnsVWBgIFavXo0ZM2aUmCur6Byu70bc3d0dr7zyCrZv3+6wlVOkUikWLFiAUaNG6QwEZ2Vl6fz5nZycMHXqVMybN8+oALKbmxu++eYbnd9BarVabyBi2LBhWLhwoUUDatbAkRFGevPNN9GqVSusXLlSUP5FrHnz5hg/frxDlgcLDg7GypUrceLECezfvx8XLlxAcnIycnNz4e3tjdq1a6Nt27Z4/vnnNRd84tKn5hweqEvDhg2xYcMGHDlyBJs3b8bZs2dLzVlRsWJFtG7dGuHh4ejSpYvBc5lLI74QcHFx0crsXhbVqlVDaGioIFodFRWFgQMHlmm7UqkUHh4e8PLyQrVq1dCwYUOEhYWhQ4cOZc6aXrt2bSxduhTXr19HVFQUDh06pJVTQZegoCCEh4cjIiLCKjfzRdq2bat1PBs6zaJt27ZaSYtat25tlVrPUqkUc+bMwZAhQ7Bnzx5cunQJd+7cQXZ2NhQKhVWnu1hSXl4e5s+fb1c/j6Me99bwzjvv4O+//8bZs2dx69YtnTcpYlWrVkWPHj0wdOjQMgeKQ0NDsWnTJvzyyy/YunUr0tLSdL7P09MTERERGDdunF09tT1z5oxgediwYfDz87PIvvRVpnFkrq6u8PLyQsWKFVG/fn2EhoaiW7dudvU3Npe0tDStQFLfvn11zjU3h/DwcGzZsgU//PADoqOjBaNoi/Pz88PgwYPxyiuv2NV0GPGx9eqrr1ost5OuyjT2rijJ6ODBg7Fnzx7s3bsX586dK3EUG/BkxFGTJk3Qp08fdOvWzeAcYfZMJpPhrbfeQs+ePbFmzRocO3ZM7wgXb29vdOvWDWPHjjX5+8vDwwOLFi1CTEwMfvrpJ1y+fFnn+yQSCVq3bo1x48YZPBXH3knU9nR152Du3buHixcvIiUlBQqFAh4eHpoLyLJmU3c0e/bsEYwA6dq1KxYtWmS1/RcUFODy5ctISkpCeno6srOz4ebmBk9PT1StWhW1a9d22OFi5cXDhw8RFxeHpKQkZGVlobCwEJ6envD29kalSpXQqFEjiwexiMi6CgsLER8fj/v37yM5ORk5OTnIz8+Hm5sbvL294e/vj0aNGlnsO1OpVOLq1auIi4tDWloa1Go1fH19ERISgtDQUJ3JmW2tV69emgC/u7s7duzYYbFgBJGpCgoKcPHiRdy6dQuZmZmQSCTw8/ND3bp10bhxY7t7WpuTk4Nu3bppbiirVKmCP/74wy7PAfYkPz8f//77LxITE5GamgqFQgGZTAZvb2/4+voiODgYwcHBdvf3Nrfs7GxcuHABiYmJyM7OhqurKypUqIDatWujUaNGZg8AJiUl4eLFi0hKSkJeXh7c3d1RvXp1NG3atNwFVjkyogyqV6/+1GYGFjt8+LBg2dplwJydnZ/aDOiOokqVKjqHThNR+eXk5IS6desaVfHInGQyGUJDQy06FNucbt++LRhpaMlREURl4ezsjJYtWxo0rdcenDt3TvBkW1+lOBJycXHBM88849Dlfc3By8urxOnH5hYYGPjUPEQt32Essorbt2/j4MGDgjZHyfpORERkL4oPIy+ae01EZVf82KpSpQoGDBhgw94QUREGI0jAkLm9xaWnp2POnDmCaHPjxo3RqFEjc3eNiIioXCt+wzR8+HCzVWchetoVP7Y4KoLIfjAYQQKTJ0/GkiVLcP369RLfp1KpcOjQIYwaNUorO7Gjl5ghIiKyhaIS4B4eHnqrdxGRcXJzc3Ht2jUAT4a/c1QEkf1gAksSGDFihKa2fWBgIBo3bozg4GD4+PhAJpMhKysLd+7cwdmzZ/Hw4UOt9QcMGIC5c+dau9tERERERETkQJjAkvRKSkoyqBxjkT59+mDOnDkW7BERERERERGVBwxGkECtWrXw77//wpgBM1WrVsXYsWMxaNAgC/aMiIiIiIiIygtO0yAtSUlJOHHiBC5cuID4+Hg8fPgQmZmZyM/Ph4uLC3x8fBAQEICmTZuiVatWCA8Ph5MT41pERERERERkGAYjiIiIiIiIiMiqWE2DiIiIiIiIiKyKwQgiIiIiIiIisioGI4iIiIiIiIjIqhiMICIiIiIiIiKrYjCCiIiIiIiIiKyKwQgiIiIiIiIisionW3eAiMieKJVK3Lp1CwkJCUhOToZcLgcAeHt7w8fHBzVr1kTdunXh5MTTpzklJSXh0qVLSEpKgkKhgIeHB6pXr46mTZvCz8/P7PvLzs7G+fPnkZiYiJycHLi4uKBSpUpo3Lgxatasafb9mUqlUuHq1auIi4tDWloa1Go1fH19ERISgtDQUH4OqdwqKChAXFwcEhMTkZqaCrlcDqlUCh8fH/j4+CA4OBjBwcGQSsvvc7X09HRcuXIFDx8+RFZWFpRKJby9veHv749GjRqhatWqZt9nQkICrly5guTkZOTn58PT0xNBQUFo1qwZvLy8zL4/UznKOZyISsarGCI7oVAooFAoBG1OTk4W+/L/7LPPsHnzZkFbs2bN8MMPP5Rpu6dPn8akSZN0vjZz5ky89NJLJm/76NGjmD59us7XPvjgA/Tv39+k7RYWFuLgwYPYu3cvTp06hdzc3BLf7+LigoYNG6JHjx7o3bs3KlasaNJ+7c2DBw9w+fJlXLlyBZcvX8a1a9eQk5MjeM+OHTtQrVo1s+3z0KFD+Pnnn3Hx4kWdr0ulUrRu3Rrjxo1Dy5Yty7y/GzduYNWqVTh69CgKCwt1vickJAQvv/wyIiIiIJFIyrxPU+Tm5mLt2rX4/fff8fjxY53v8fLyQv/+/TF27NgyBWxUKhX27NmDXbt2af7mAQEBCAsLw9ChQ/HMM8+YvG1HlJubi/z8fEGbi4sLPDw8TNpe//798eDBA4PeK5PJ4OnpCW9vb4SEhKBRo0bo3r076tSpY/R+o6KiMG/ePJ2vLV68GF26dDF6m0V+++03LFq0SOdrK1asQFhYmEnbVSgU2LNnD/bv34+zZ88iLy+vxPe7u7ujSZMm6NWrF3r06GFXN8umys/PR3R0NLZt24arV6+W+N7AwEAMHDgQQ4YMKdM5QK1WIzo6GmvXrsWtW7d0vsfJyQkdO3bEhAkTUK9ePZP3VVbWPIenpaVhw4YNOHr0KO7duweJRIKgoCB06dIFL7zwAnx8fEzeNhE9IVGr1Wpbd4LoaVdQUICRI0dqXQRERkZi4MCBZt9ffn4++vTpg4yMDK3Xtm3bhqCgIJO3XVIwomHDhli3bp3J254zZw4OHDig8zVTgxG7d+/GsmXLkJSUZFKfZDIZevXqhcmTJ5v1Jt1aVq1apQlA6LvpLc5cwQi5XI558+Zh//79Bq/z4osv4q233jJ5NMCPP/6IFStWQKlUGvT+Vq1a4dNPP7XIyIySXLlyBW+//bbBn0lfX1/Mnz8fHTp0MHpfqampmD17Ni5cuKDzdYlEgpdeeglvvfVWuX4CXSQjIwPDhg3TOha+/fZbtGvXzqRtGhOM0Kd58+aYM2eOUTeBJQUjunbtqjeYYIhXXnkFV65c0fmaKcEIpVKJzZs3Y/Xq1UhPTzepTy4uLhg4cCBee+01qx+z5nLlyhV88MEHuH37tlHrVahQAe+88w569Ohh9D7T0tIwZ84c/PPPPwa9XyaTYfLkyXj11VeN3ldZWfMcfuzYMbz//vtaAfkivr6++PTTT9G6dWujt01E/yn/VxZEDmDNmjVagYhWrVphwIABFtnfkSNHdAYigCcXsJZy7do13Lx506R1MzMzcfToUbP1JTMzE9OnT8fcuXNLvOlzdnaGr68vXF1ddb6uVCqxe/duDBkyBIcOHTJb/6zl+++/x7FjxwwKRJiLQqHAm2++qTMQIZFI9D7d/PXXXzF37lyYEkP/+uuvsWzZMp0XsZ6enjpvtM+cOYMJEyaYfHNkikuXLmHSpEk6P5MuLi46P4cZGRmYPn06Dh8+bNS+cnNzMXnyZL2BCODJE9MNGzaU6cbVkXzxxRdax0JERITJgQhzOXfuHEaNGoWdO3eaZXvHjh3T+x1Qmlu3bukNRJgiKSkJ48ePx+LFi0s81lxdXeHr6wsXFxedr+fn52PTpk0YOHAgLl26ZLb+Wcu5c+cwadIkvYEIDw8PeHt763zSn56ejnfeeQfbtm0zap/p6emYMGGCzkCEVCqFp6enVrtSqcS3336Lr7/+2qh9lZU1z+EnT57EzJkz9QYigCfn3WnTpuHcuXNGbZuIhDhNg8jG4uLi8OOPPwraXF1dERkZabEh4iUFHHbt2oVJkyZZ7ClodHQ03nzzTaPX27t3r9bQaVMlJydj8uTJiI+P13qtcePG6Ny5Mzp06IAaNWrA29tb81paWhpu3LiBU6dOYe/evYKnnQUFBbh//75Z+lfeLV68WOvit3nz5hg3bhxatGgBNzc35OTk4Pjx41i9erUggLVv3z7Uq1cPY8eONXh/u3fvxtq1awVt1apVw9ixY9G9e3d4e3ujoKAAly9fxk8//YRjx45p3nf79m1ERkbim2++sfiUjbS0NMyaNUswTUgmk2H48OEYOnQogoKCIJFIkJSUhO3bt2P9+vWanCZKpRJz587F2rVrUatWLYP29+233wqCoCEhIejatSv8/Pxw9+5d7N69W3PDunnzZrRv3x6dOnUy409sX06cOKF1s+/v7693apipwsPDER4ervO1goICZGZmIi4uDidPnhR8FpRKJebNmwc/Pz+TRsGI97N3714MGzbM6HWjo6PLtO/ibt68iSlTpiA1NVXrtbCwMISHh6Ndu3aoWrWq4MY4JSUFV69exYkTJ7Bv3z5BACknJwcpKSlm66M1ZGVl4e2339aaIti4cWO88soraNOmjWZKgEKhwMWLF7Fp0ybExMQI3v/JJ5+gQYMGaNy4can7VKvViIyM1Ap+dOzYEaNHj8YzzzwDZ2dnZGRk4ODBg1izZo3gO2/t2rVo0KABnnvuOVN/bINZ8xwul8vxv//9TxP0kEql6Ny5M5o2bQrgSdDoyJEjUKvVKCgowHvvvYdt27bpfWBBRCVjMILIhlQqFRYsWKA173HChAllmipRkpSUFJw4cULQJpPJNF+8SUlJiI2NRdu2bc2yPxcXFwQGBiIhIQEAsGfPHrz++uuQyWRGbaf4BbCXlxe8vLxMmlqRnZ2NqVOnagUiatasiWnTppU4j9rPzw9t27ZF27ZtMXXqVBw4cADfffcdEhMTje6HPXJxcUG9evXQuHFjPPPMMygsLMSCBQvMuo/Lly/jjz/+ELT1798fkZGRgs+Ep6cnevbsifDwcMyaNQsnT57UvLZ69Wr069cPVapUKXV/crkcX375paCtQYMG+PbbbwVDd52dndG8eXN89dVXWLZsmSBAeOLECRw4cMCkIdDGWLlypeAmysXFBZ999hk6duwoeF/VqlUxadIkhIeHY9q0acjMzATwZKTDl19+ia+++qrUfWVmZgqeoo4ePRpTp04VBCEnTJiAWbNmaQJHP/74Y7kNRsjlcixcuFCrffbs2fD19TXrvho1aoShQ4ca1KdVq1bhl19+0bSpVCp89tln2LJlC5ydnY3ab2BgILKysjRPe6Ojo40ORhSNBCtSs2ZNJCUlmRQoTkpK0hmIaNy4MaZPn44WLVroXTcgIAAdO3ZEx44d8dZbbyE6OhorVqzQGdRwBD/++KPWiJxBgwbhnXfe0fqudHNzQ+vWrdG6dWts3boVH3/8seY1lUqFL7/8EqtWrSp1nwcOHNC6Fhg3bhwmT54saPP19cWgQYPQuXNnvP7667hx44bmtS+//BKdO3eGu7u7wT+rsax9Do+KitJ8jry9vfHVV1+hWbNmmtdffvllnDlzBjNmzEBOTg4ePXqE6OhoDBkypKw/KtFTidM0iGxo48aNWsNJGzRogJEjR1psn7t27RIMcwwODkb37t0F7zHnky8A6Nevn+b/ycnJOHXqlFHrx8fHC35PPXr0MPkpxLx583ROiVm7dq1RCd2kUil69uyJ3377Da+88orNEh2W1fPPP4933nkHa9euxZEjR/Dzzz9jzpw5iIiIQI0aNcy+v++++06wXLduXbz//vt6g1Pu7u745JNPBElC8/PzsXr1aoP2t3HjRsFFvpubGz777LMS5xBPnToV7du3F7R9//33UKlUBu3TFPfv39cK0kyYMEErEFFcaGgo3n77bUHbsWPHSpx2USQ2NhYFBQUAgHbt2uGNN97QGg3l4+ODxYsXa27GL126ZNUpK9a0bNkyrbwOHTt2RM+ePW3Uoyef/WnTpuGVV14RtN+7d8/ocyjwZMRd8Z/n8uXLOkeHleTUqVNITk7WLBc/txtDqVTi7bff1goe9OrVC2vWrCkxECHm7OyMQYMG4ffff0dERIRJ/bG1vXv3Cpbr1KmjMxAhNnjwYK28UmfPnsXDhw9LXE+pVGLFihWCtg4dOmgFIorz9/fH559/Djc3N01bamoqfv311xL3VVbWPof//fffmv/PmTNHEIgo0qpVK8yePVuz/Ndff5W6XSLSjcEIIhu5d++e1sWATCbD3LlzLVquTxxo6Nevn9YFZUxMDLKzs822z379+glu1o0NdoiHTpt6wbl//36tYa3NmjXD0qVLdc6NNYSLiwumTZuGRYsWCS7SHMX//vc/DB06FI0aNbJ4mchr164JRjgATyqslLZfHx8frYvkHTt2IC0trcT1CgsLsX79ekHbqFGjDAqyvP3224LP7O3bt3HkyJFS1zPVhg0bNMEBAKhevTpGjRpV6nrPPfccmjdvLmj7+eefS12v+JSiko4nHx8fdO7cGcCTYd2mJnq1Z0VD3ovz9PTEu+++a6MeCb322mta5xbxE21Dif/WxuagKH7ulkgkJgcj1q9fr5V3okePHliwYIHJ5yEvLy98+OGHmDNnjtEj72zp4cOHWsfV0KFDDf4ZXnzxRa22s2fPlrjOkSNHBIEoiUQiuLnWp0aNGloPS9atW6e3qkVZ2eIcfu/ePQBPgh4ljaTo3bu35qEIp2gSmY7BCCIbWbhwoWa+d5GRI0eiYcOGFtvn5cuXBaMCpFIp+vTpg3bt2gmePCsUCqOqHJQmMDBQkF390KFDBgc7VCoVdu3apVmuUaOG1s2XIQoLC7Fs2TJBm5ubG+bNm2eWuZ5dunSxSOWT8kSc4LNmzZoGZyLv3bu3IGCkVCpLTWh69uxZQZI+qVRq8N8oKChIqyKAOJBlTuLfzfPPP2/wTdmgQYMEyydOnNAqEyxW/AlhhQoVSnyvv7+/5v+GZrF3FAUFBZg/f77WE9M33ngDlStXtlGvhNzd3REaGipoK+3Jtz7NmzcX3Mjt2rXL4BE/2dnZgs9pWFgYAgMDje5DVlaWVp6kihUr4r333jNLrqJhw4bh2WefLfN2rEXX1BJjyunWrVtXa5pEaTkzxOey1q1bGzw1dODAgYK/U0ZGhsWSONriHF6UINnLy6vEc7Czs7Mm2bIlR80RlXcMRhDZwI4dO7SG2QYFBWHChAkW3a94REJYWBiqVKkCmUyGPn36CF4zd1WN4k/Q8vLyDA52nDp1SnDhbeqTuMOHD2vldnj11VfNOhXhaSh9WBbiag/G5GBwd3fXmrJQWvUI8etNmjQx6uapV69eguVjx45Z5Gb82rVrWk9GxfsuSffu3QVPUfPy8kp9cl4830bxOeC6FH+9atWqBvfLEeiqZNSiRQu7m/9dPFgMoMQs/6Xp27ev5v8PHz7E6dOnDVpv3759yMvL0yybei7evn07srKyBG3Tpk3TJGg0B0c6F+u6kdVXUUgf8ftLGqmgVCq1phUYc76pWrWqVnDM2Eo+hrLFObwoCPn48eMSc5CkpKRoRueZEpQjoicc52xNVE6kpKToTDD3/vvvW3SYf35+Pv78809BW/GLSfGF5fnz582amLFbt26CpzeGDg8u/j6JRCK4kDaGOBAjk8k4ksGK0tPT8e+//wradM3FLUlRNvMipd1ExcbGmnV/GRkZpd64m0L8c1SsWNGoBLZubm5o0KCBoK20nAJhYWGaG7YNGzboLe16+vRpzRzq+vXrC0ZJODpdlYxcXFzw/vvv210OGPFIF1OnlQGmT5sr/j53d3etXEOGEge6fX19bZqbw9Z0jcApSkprCLVarfX+SpUq6X3/jRs3tMq6GntuFL/flBwmhrDFObxNmzYAngSJxDmOivv22281gSRxfgoiMhyDEURW9vnnn2tdOAwcOFBrOKG5HT58WLBfDw8PdOvWTbNcr1491K9fX7COOUdHiPd37tw5zdxMfXJycgTDKlu0aIHq1asbvW+FQqF1sfTss88iICDA6G2RacTl4wBoPV0rTZMmTQTLOTk5eoerK5VKTQUXU/cXEhKiddOn6+coK/GTeUPK8omJf7bSEhMGBASgd+/eAJ4ESMePH4/Y2FjNEOX8/Hxs27YNM2bM0LSNGTPG6H7ZK5VKhfnz52s9QR43bhxq165tm06VQBzIK0sfq1evLkgQGRMTo1VSUiwxMRHnz5/XLIuDy4a6f/++oFQvAPTp0wcuLi5Gb6u8qFy5slbwsfjvujTXrl0TjFgBSr5pF59vPD09jf48ic83iYmJZh81Zqtz+IABAzTrbN++HR9++KHgeyYpKQlz587VBOf8/f3x/PPPG9UvIvoPgxFEVhQTE4ODBw8K2gICAvDmm29afN/iwIKui0nx6Ahj5hMbonjyNLVaXeroiP379wueCJo6LPjKlStaF2stW7Y0aVvmpFarcf36dezduxe//vorfvvtN8TExJQapCnNX3/9hR07dpipl+Yhvjn28vIyumSirkCUvpvue/fuCRJC6lu/JBKJBNWqVTNof2Uh3qYpU4fEP5sh/Zw+fbpmukZCQgImT56Mbt26YcCAAejatSsWLlyouUnt27dvuXp6vXHjRly+fFnQVq9ePYwePdpGPdLv5MmTWgny2rVrV6ZtFj+XyuVyre8lMXMlES4qE1ucPZyLlUolLl68iD179mDDhg3YvHkzjh49KqgcYoqoqCgcO3as1PeJpwVt3rzZ4HKpxUu/Ak9+nyWdQ8TnhurVqxs9Ekh8vsnPzzd7EkdbncMrVKiA9957T7McHR2tSfTdr18/REREaMrbymQyfPTRR2UaqUT0tLNs6nQi0sjKysJnn32m1f7222/D29vbovtOSUnRqmKg68b+ueeew9KlSzVPOJKSkhAbG4u2bduapR9FCc+K5sfv3LmzxDwZxS+AXV1djcoxUNz169e12kx5+mwuSUlJWL9+Pfbu3at3Tmr16tXRrVs39O3bF/Xq1TNou9nZ2Vi2bBm2bNmCadOmmbPLZSZ+wmXKHFsfHx+4u7sLEr/euXNH5+dTvD9T91mlShXBU+k7d+4YvY3SiPtaPJ+DocTrPHr0CHK5vMSn1/7+/vj+++8xY8YMzdPSrKwsrfn8Q4YMMSjTvqO4d+8eli9fLmiTyWSIjIy0eEUZY925cwfz5s0TtDVu3Nio0pe69OjRA4sWLdIEe6Ojo/UGGNRqtSCJcJUqVUweyWdv5+L4+Hj8/PPPWiMHiwsJCUGPHj3Qt29fgwOFqampWLx4Mfbt24dPP/201Pe/8MIL2LVrl2YKwd27d/G///2v1ATLa9aswb59+zTLTk5OmDlzZon7Msf5Rte59M6dO0ZNLyuNLc/hvXv3RkFBAT7++GNNUEg8Cs/LywsLFiwoc2CQ6GlnX9+6ROXYV199pZXhumvXroKpC5ayc+dOwRBKcXWLIhUrVkT79u0FT3Kio6PNFowoyvmwZs0aAE9uCs6dO6ezOsa9e/cE5cm6du1q8tOHu3fvarUZeoNvTgqFAt999x02b96s9cRH7N69e1i7di3Wrl2Lxo0bo2/fvujUqZPWUx4ASE5Oxp49e7Bu3boSE27ZkniOsjghn6ECAgIEuUz03UCI9+fk5GT0SIyi/RUnvlE3B/E2TZk+pGudzMzMUofS16hRA+vXr8f27duxd+9exMXFQS6Xw9/fH82bN8ewYcNMql5jzxYuXKiVg+HFF180qoKBpRQUFCAzMxNxcXE4dOgQduzYIRjV5ePjgw8++KDMOS08PT3RtWtXzRPeM2fOICkpSefN3pkzZwRPvfv27Wvy/sXnYi8vL5sk/0tPT8eXX36J3bt3lzr679atW1i5ciVWrVqFli1bok+fPggPD9d5zN29exfR0dHYuHGjUUlGnZ2dsXTpUkyZMkUTGNy/fz9u3LiBl156Ca1bt0ZgYCBkMhlSU1Nx/vx5bNmyRfAd6eTkhAULFmjljxETnzNNOd9UqFABMplMcF1hTJ4LQ9j6HB4REYFWrVphw4YN+Pvvv5GUlASpVIrq1asjPDwcI0aMgJ+fn9H9ISIhBiOIrCA2Nhbbt28XtHl7e2POnDlW2b94iG2fPn30Xkz269dPEIyIiYlBdna20dm99enXr58mGAE8CXboutnZuXOnZq46YPqwYABaQ21lMpnZfh5D/fvvv5g1a5ZJUzCuXLmCK1euYPHixahevTrq16+PChUqICsrC/fu3cO1a9cEvyvgycWtPRGXsTU1Wav4KaF4u5beX2lz642lUCi05lqb0ldd6+j73Yg5Oztj6NChGDp0qNH7dTS6KhlVr14dkydPtlofVq1ahVWrVhm9XvPmzREZGWm2nBb9+vXTBCOKps2NGzdO633mmqIBaJecNOXmsqxiY2Px/vvv603aqo9arcaZM2dw5swZSCQS1K5dG3Xr1oWXlxfS09ORkJCglQ8DgMH5MAICAvDLL79g9erV2LRpE3Jzc5GQkKBzRKVYo0aN8M477xgUUBOfw0w9N7q5uQkCLuY+N9rDObxq1aqljjQhorJhMILIwhQKBRYuXKjV/uabb1olgeKlS5e0ElaVdDHZqVMneHt7a54eKBQK7N+/32yVJ2rVqoWmTZviwoULAJ48/Zk9e7bggkGcT6JSpUqaDNemEF/UeHp6Wj1b/vnz5wWBCB8fH3Tu3BkdO3ZEtWrVUKFCBaSnp+PGjRuIjY3F8ePHtZ4MAU9GTJQU0HB1dcXkyZMxfPhwi/wcphL/DUxNWGdqMKKkoc7m2J+pxE/oAdN+N7p+PnP31dHpq2T07rvvWrSSUVlVq1YNb7zxhtlzdrRp0waVK1fGo0ePAEBnMEIul+PAgQOa5dDQUNSqVcvkfYpvBK0dFAaAEydOCAIRFStWRLdu3fDss88iMDAQXl5eSElJwbVr13Dy5EmcPHlSq99qtRq3b98uMRmij48PZs6ciU6dOhncNzc3N7z++uto164dPv/8c63vbjFfX1+89dZb6N+/v8H7MOe5uHgwQte5rCwc5RxORGXDYASRha1YsUJraGqrVq0wYMAAq+xfXLattIvJotwM27Zt07RFRUWZtQxm3759NcGI7OxsHDp0SJPZHwDOnj0ruOHu06dPmerGi6dEmJIF3lzc3NwwYsQIjB49WmvaSWBgIBo2bIjnn38ehYWF+OuvvzQJ0EqqGw88Ge3Rs2dPTJw40azzds1FnEDU1JEb4gtn8Xb1tZuaC8DQ/ZlK1wW8Kb8bXeuYu6+OTlclo4iICLuf833//n28++672Lp1K15//XWzTSeRSqXo06cPfv75ZwBP5uhfvHhRULXmwIEDghvxsoyKAKB1HrPludjX1xdjxozBCy+8oHX8BAYGIjQ0FEOHDoVCodBMmTl9+nSp0zpcXFzw/PPPY/z48UY/cLh06RKWLFmCixcvGvT+jIwMzJs3D9HR0Zg8ebJBU6rMdS4Wr2fuYISjnMOJqGwYjCCyoCtXrmDjxo2CNldXV0RGRlrlyXx+fj7+/PNPQZshFSn69esnCEacP38eiYmJZrvJ7dWrF7744gtNYqidO3cKghHiAEpZL4DFF022ejJSv359fPrpp6hZs2ap73VyckLnzp3RuXNnpKen4/Dhwzh16hSuXbuGpKQkqNVq+Pn5oWbNmmjbti169OhhUhUGaxFfEJaWM0MfcYZ5fU/1xO2lBXPKuj9T6XraZ8rvRtc6T3O5RDFdlYz8/f0xffp0q/clPDwc4eHhel/PyclBSkoKrl69igsXLmhufmNjYzF27FjMmDEDL7zwgln6EhERoQlGAE/OvcWDEcVHqLm4uKBXr15l2p/4htJW5+KwsDAsWLDAoGCBm5sbnnvuOTz33HN4+PAhDh8+jNjYWNy4cQPJycmQSqXw9/dHcHAw2rdvjx49epg06nHLli1YtGiR1rStRo0aoUWLFqhUqRKcnJzw+PFjXLlyBWfOnNGc186cOYMJEyZg4sSJOqfaFCc+55h6LhavZ+rIBX0c5RxORGXDYASRhRQWFmL+/PlaFxavvfaa1Z5cHzp0SJCsydnZ2aCLyebNmyMoKEiQKDAqKgpTpkwxS798fHzQqVMn7N+/H8CT0nUpKSkICAiAQqEQDAtu1KgRQkJCyrQ/8dM3YxKLmUtYWBj69+9v0gVbhQoVMGDAAKuNprEEDw8PwbKhZevExE+1xNvV127q0zBD92cqXU+GTfnd6Pr5zN1XR6WvktGsWbNskrOgUaNGBufnuH//PhYtWoSjR48CeFKCctGiRfDy8jK51HFxwcHBaNy4Ma5cuQIA2LdvH2bOnAkXFxckJSXh9OnTmveGh4fDx8enTPsTfyazs7PLtD1T9OnTB1OnTjVptF2VKlUwfPhws0+D279/Pz777DNB7p+6deti7ty5ekfCJCUl4YsvvtAE2VQqFZYvXw4XFxe8/PLLevclPueY61xs7lEujnIOJ6KyMX3cMxGV6KeffhKUkwKABg0aYNSoUVbrg3iEQXh4uMEX33379hUs79q1q9ThqcYoPtpBqVRqEqnFxMQIggXmuOAWP6VSKpVWvwiuXbt2iYEIc/5u8/LyNCXi7IX4QtXUIb2GXgCL2+31QtbNzQ0ymUzQZsrvRtc6thwCb090VTLq2LFjmZ/yW0O1atXwxRdfaFVd+vzzz7V+JlMVPxdnZmbiyJEjAMybRLiI+Fxs7goMhqhbt26JgQhznoszMzNLLSWZnZ2NTz75RPC7btSoEX788ccSp+QEBgbi888/x5AhQwTty5YtQ1xcnN71xOcwc52LLR2otddzOBGVDYMRRBYQHx8vqBgBPJnTP3fuXKvVsU9OTsbJkycFbcbc2Pfr108wlSQpKQmxsbFm61+7du0E5R2LhgMXD6A4OTnhueeeK/O+dE1fEAeKrC0pKQnr1q3D5MmT8dxzz6F9+/Zo27Ytnn/+ecyePRvbtm1Denq60dtNTEzE+PHjtf72tiZ+ompqCVLxevqe1IrbCwoKdCYELY34hs/b29vobZRGnMTPlJtMXetYoq+ORlclI09PT7z77rs26pHxJBIJZs+eLRhenpOTg99//90s2+/du7dgKlvRubj4FA1/f3906NChzPsSn4uzsrKQlJRU5u2WRXx8PFavXo2xY8eiV69eaNeuHdq1a4fBgwcjMjISu3fvNmk03ZUrV/DKK6+U+l2zfft2wblJJpNh/vz5BgcTZ82aJSj5XFhYKJh6IyY+L5hyvklPT9eaNlHWUTNijnQOJyLTcZoGkZmpVCrMnz9fa+jjyJEj0bBhQ6v1Y+fOnVpTRGbNmlWmbUZHR6Nt27Zl2kaRokDD+vXrAQBxcXE4cuSIIOARHh6OChUqlHlfuuquX7lyBS1atCjzto2VnJyMVatWISoqSudc3fv37+P+/fuIiYnBZ599ho4dO2LgwIFo166d1hP04vLz8/Hbb79h5cqVkMvldvfUV5wnw5QbkMzMTK2s9vryb+hqT0pKMnpY/sOHDw3aX1nUqlVLk9BV1z4NIV6nUqVKT/0TQH2VjN544w1UrlzZBj0yXaVKldCkSROcOXNG03bo0CFMnDixzNv29fVFeHg4YmJiAADHjx/HoUOHkJCQoHlP7969zRJI13Uuvnr1KgIDA8u8bWPduXMHK1aswIEDB7RGQ6hUKiQkJCAhIQF79uyBm5sbunfvjkGDBpWaJDI7Oxs//vgj1q9fb1Ceg+KltAGgbdu2RpVvdXZ2xuDBg/Htt99q2o4cOQKlUqnzO0OcwNqU842u87e5z42OdA4nItMxGEFkZps3b8b58+cFbUFBQZgwYYJV+yGuDW8OMTExyM7ONls5toiICE0wAgDmzZsnuCg0xxQNAHjmmWfg6uoqGK555swZjBw50izbN9Tu3bvx+eefC/J4lKSwsBAxMTGIiYlBpUqV0KVLF7Rr1w4NGzZExYoVkZGRgcTERBw6dAh//vknkpOTLfwTmE58cZ2dnY2MjAyjLizv379f6naLVK9eHc7OzoKAz71793TeDOmjVqu19mnMTYKhxMEIcfUdQ1ijn45GVyWjFi1aaA1rdxR16tQRBCNu3ryJgoICk6shFBcREaEJRiiVSsyfP1/wurnOxboCwGfOnEHXrl3Nsn1DqNVqbNiwAd99953BQ/8VCgV27tyJnTt3okaNGujatSvatm2LevXqwdfXF48fP0Z8fDwOHDiAffv2GTX9RDylomnTpkb9PADQrFkzwXJOTg7u3r2rs3KWuO3+/ftQq9VGJdUWn2+cnZ1RvXp1I3pcOkc6hxOR6RiMIDKjpKQkLFu2TKv9/ffft2od+0uXLpVY/9xUCoUC+/fvN1uZz3r16qF+/fqa/AbFh2AWPa0zBzc3N7Ru3VrwBOqvv/7SJM20hj179mDu3Lla7ZUrV0bVqlXh6+uL9PR03Lx5U+eQ4OTkZGzevBmbN28udV/e3t5o1KiRWfptLrqSkF66dAnPPvuswdsQl7vz8PBAlSpVdL7XyckJQUFBuHXrlmB/4rn3Jbl9+7bW3yI4ONjg9Q0l/t0UJRM0hvh387RfcOuqZOTi4oL333/fKpWMLEFcClilUiEjI8Ms57Bnn30Wfn5+SEtLAyA8F9etW9dso/qqV6+OkJAQwXG5e/duTJs2zWpVDn788Ud89913Wu3VqlVDYGAgPD09kZqaips3b+oMVty9exdr167F2rVrS91X5cqVSz1niAMX/v7+pW5XTNc6+qY0iM832dnZiI+PN+rcJj7fBAUFlThyzxSOdA4nItMxGEFkRh9//LHWMPKBAwciLCzMqv2IiooSLNepUwfDhg0zaVsnT57UPDEr2ra5ghHAkyduupItiucxl1VERIQgGKFUKvHHH39g/PjxZttHSYonzHR1dcWwYcPQp08frac8KpUKly9fxuHDh7Fnzx6jpzN06tQJ7733ntWCLIaqUKEC6tatK3gKeP78eaOCEeIRR2FhYSXeWLZu3VpwISte39j9+fr6on79+kZtwxCtW7cWLKemphpVSlehUGgdQ23atDFb/xyNvkpG48aNc+ggja4gpbnOkU5OTujduzd+/fVXrdfMkbiyuP79++Prr7/WLGdkZGDfvn1mG31RmuK/R29vb4wYMQK9e/fWGr5fWFiIc+fOISYmBvv27cPjx48N3odEIkH//v0xY8aMUkcSenh4CEbLmZKoUVcSSn0PQOrXrw8fHx9BEOT8+fNG3aSLz42WOt84yjmciEzHYASRmezatQvHjx8XtAUEBODNN9+0aj/y8vKwd+9eQdvAgQMNLiUn1qRJE0Ew4vz580bdKJWmT58+WLp0qdaNg7kvTLt06YIaNWoIhm3/9NNPeO6553QmuDSFSqUqtVxct27dMGPGDL1zpKVSKZo0aYImTZpg6tSpOHPmDKKjo3Ho0CG9FUBkMhnat2+PsWPHmjTE11o6d+4sCEbs37/f4HKxCoVCU96w+PZK299vv/2mWb548SKSkpIMnp++b98+wfKzzz5rkQS0DRs2RJUqVQRzm/fu3Ytx48YZtP7BgwcFc9NdXV3Rrl07s/fTUeiqZFSvXj2MHj3aRj0yD/FwfmdnZ7OWJo2IiNAKRshkMrMkES5uwIAB+OGHHwTns6VLl6Jjx45mS4JoyLl4yJAhmDx5st68RE5OTggLC0NYWBimT5+O48ePIzo6Gn/99ZfegIGLiwu6deuGMWPGoE6dOgb11c/PTxCMKJ6rw1C61inp53r22Wc1FayAJ+cbQx8yJCUl4dKlS4K20s7FpnKUczgRmY5HJJEZpKWlYcmSJVrtb7/9ttUzNx86dEhwYSOVStGzZ0+Tt9egQQPUrl0b8fHxmraoqCiDbyJL4+/vj7Fjxwq27+PjU2JJM1M4OTlh6tSpgiz6CoUCH374IZYtW1Zi2U1DHDp0CI8fP8bgwYN1vu7i4oLZs2fjhRdeMHibEolEczFcWFiIy5cv49q1a0hKSoJarYafnx9q1qyJ1q1bmy2PhyV17doVP/zwg2Y5ISEBsbGxWiMDdPnzzz8FTzRlMhk6duxY4jotW7aEr6+vZriySqXCH3/8gUmTJpW6v8TERK3qMV26dCl1PVN16dJFcNG9Y8cOjB492qAL523btgmW27Rp89SW9dRXySgyMtKhb0IePnyoNTTe3FOxGjZsiGHDhgmq+NSqVcvso6x8fHwwZswYfPPNN5q21NRUfPLJJ1i4cGGpQYTSbNmyBVWqVNF7fvDy8sKnn36KHj16GLxNJycndOrUCZ06dUJeXh4uXryI69evIzk5GVKpFP7+/ggODkarVq2MnpLZoEEDQTDh6NGjmDlzplGf14MHDwqW/f39UalSJb3v79q1qyAYERsba/BDhj/++EOQ28nX19diyaAd6RxORKZx3G9mIjuyaNEirfmZXbt2NWpuo7kUL40JPEkYVtaLyZ49e2LVqlWa5V27dmHSpEllvmgsYo6M8Ibo2bMn/vzzTxw6dEjTdu7cOUybNg1ffPGF1pxsQ+Tn5+P777/HL7/8gunTp+t9X//+/cs0V93JyQnNmjXTSlTmSBo2bIg2bdrg1KlTmrYlS5Zg3bp1JV54Z2Vlac3x7t+/f6lzq52cnPDSSy9hxYoVmrZ169ahf//+pSZb+/zzz6FWqzXLtWrVMujpX1RUFObNmydoW7FiRalTtUaMGIHff/9dM8Lh3r17WLduHV599dUS1/vzzz9x9uxZQZutRwCcPn1a62bhgw8+QP/+/S26X32VjF588UWzBzetSaVSYdGiRVrVdyzxNHrOnDlm36YuI0eOxIEDBwT5Ufbt2weJRIKPPvrIpMBRdnY2lixZgqioKCxevFjv+1599dUynYtdXV01QWJzaN++veAJflJSEjZt2oQRI0YYtP7Fixdx4MABQVvbtm1L/Bk7d+6MWrVq4c6dOwCeJHpctGgRli5dWuK+7t69i3Xr1gnaRowYYdDfa8KECfjnn380y1WrVtWaUipmi3M4EVkXgxFEZXT06FGtaREA0Lx5c/z5559m359MJtP7ROfRo0c4efKkoM0cJR579+4tCEYkJSUhNjbWbGU+renDDz/EmDFjBAk+z5w5g5dffhlvvvmmwRcrKpUKBw8exHfffWfQsFpHTZpnblOmTBEEI+Li4rBw4UJERkbqTIAml8vx7rvvIjU1VdPm4uJicK6PESNG4LffftMk5lMoFJgzZw6++eYb+Pn56Vznu+++w99//y1omzRpktkTtBVXvXp1DBgwAL///rumbdWqVahbt67eRK6XLl3C559/Lmjr0KFDqaUHyytdlYxcXFwQEhJikXOxp6en2ZLs6nPv3j0sWrRIq/xjQECAyVPv7IGTkxM+//xzjB49WnBs7927F3fv3sWMGTMM/hwXFBRg586dWLFiBVJSUkp9v72di3v16oVly5YJfg9ff/01/P39S50ic+nSJcyaNUurNGlpI/BkMhkmTpyI9957T9N2/PhxrFixQu+og8ePH2POnDmC/BR+fn546aWXStxXWTnKOZyITMNgBFEZ5OTk4NNPP9X52pdffmmRfbq4uOgNRuzatUtwUSKTydC9e/cy77N27dqCqhfAkxEYjhiM8PLywrJlyzB58mTNUyHgyZSBmTNnonHjxujSpQvat2+PoKAgwfSH9PR03LhxA6dOncKff/6JBw8e2OJHMKv4+HicPn1a52u6giy7d+/WO0+9c+fOJQ4NBoDQ0FD0799f8EQsKioKiYmJGD9+PFq0aAFXV1fk5ubi+PHjWLVqFW7evCnYxtixYw2eM+zh4YE333wTH374oabt2rVrGD16NMaNG4du3brB29sbBQUFuHz5Mn7++Wet3BRt2rQxaki3qSZOnIhDhw5pbkry8vIwc+ZMDB8+HMOGDUNQUBAkEgmSkpKwfft2rFu3DnK5XLO+u7s7ZsyYYfF+2iN9lYzy8/O1ylSaS61atUwKRly9ehVbtmzR+3pubi6Sk5Nx5coVXLhwQfB0F3hyIx8ZGWnSSC57EhgYiO+++w5TpkwR3IhfuXIF48ePR1hYGDp27Ih27dqhatWq8PDw0LwnJSUF165dw4kTJ7Bv3z7B+o7Gzc0NU6dOxUcffaRpUyqViIyMxJ9//okhQ4agRYsWmr930blq586diIqKEuSLAZ7kYQoNDS11vz179sQff/whCA6vXr0a169fx5gxY9C4cWM4OTkhKysLBw4cwA8//KD1nffWW28J/i6W4EjncCIyHoMRRGWwdOlSQdI5WxNP0Wjbtq3eJFbG6tWrlyAYERMTg+zsbIfIVSBWuXJlrFmzBv/73//w119/CV67cuUKrly5opkW4OzsDE9PTygUCp0Zy4u4ublpZWN3BBcvXtQbUNNl+fLlel+rXbt2qcEI4MlQ8ISEBMFT7HPnzuH111+HRCKBp6en3mSd3bt3x9ixYw3uL/AkMd+NGzewYcMGTdv9+/cxf/58zJ8/H56enpDL5VpPF4EnN5wLFy60ytNUf39/LFq0CFOnTtUEGZRKJTZu3IiNGzfCxcUFEolEZ/I8mUyGjz76yG6rRVj696erkpG9OnbsmNZIB0N5eHjgww8/tPiIDGupU6cOfv75Z7zzzjtaSRFPnz4tCJS6urrC3d0dcrm8xIoTvr6+Bgcr7cXzzz+P27dva5ULPXr0qObG2tPTE1KpFNnZ2VoBqiJNmzbF+++/b9A+JRIJFi5ciPHjxwsC80X7lEqlcHd311nFBXgy1cZaFVAc5RxORMYzz4RvoqfQ2bNnsXXrVlt3Q+PixYuCJJCAeaZo6NuWQqHA/v37zbZ9a/P19cXXX3+NefPmoUqVKnrfV1BQgPT0dL2BCGdnZwwaNAh//PFHublBsDQ3Nzd888036Nq1q9ZrarVabyBi2LBhJie4mzFjht5hujk5OTovYlu0aIGVK1fqHQpsCU2bNsXy5ct1fibz8/N13oT5+PhgyZIlOn+ftlB8ChTw5O9tTAlXY+mqZFTeFE3P27Rpk01yEVlSYGAgVq9ejRkzZpRYHSQvLw/p6el6AxHu7u545ZVXsH37djRs2NBS3bWYN998E++8847e5LM5OTnIysrSG4gYMmQIli1bZlQCTT8/P6xcuVJnAkqVSqUzECGTyTBp0qQScyRZgqOcw4nIOBwZQWSCvLw8zJ8/X+9FgS2IE0G5uLiYNXN0tWrVEBoaKnh6FRUVZXA5MHvVr18/9O7dGwcPHsSePXsQGxsrGPqui6urKxo1aoRevXqhd+/eZi2v97Tw8PDAokWLEBMTg59++gmXL1/W+T6JRILWrVtj3LhxaNWqVZn2OX78eHTs2BGrVq3C0aNHtcrJFgkJCcHIkSPRv39/syVpNUZoaCg2bdqEX375BVu3btXMlRbz9PREREQExo0bV2oyT2s6c+aMYHnYsGEWuxnQV8nIkbm6usLLywsVK1ZE/fr1ERoaim7dutnV39jcnJycMGLECAwePBh79uzB3r17ce7cOa1kpGIeHh5o0qQJ+vTpg27dull8yoClDR06FJ07d8bWrVsRHR1d6lRAT09PdO/eHcOHDzc5AFOxYkV8//33iIqKwrp167SCiUWKKhi99tpraNCggUn7KitHOYcTkeEkanu6myIisrHCwkLcunULCQkJSE5Ohlwuh0Qigbe3N7y9vVGrVi3UrVvXocsE2qOkpCRNDfm8vDy4u7ujevXqaNq0qUVuwrKysnD+/HkkJiYiJycHzs7OqFKlCho2bGhXUx2USiWuXr2KuLg4pKWlQa1Ww9fXFyEhIQgNDYWzs7Otu6ilV69eePz4MYAnT6t37NjBJ5NktPz8fPz7779ITExEamoqFAoFZDIZvL294evri+DgYAQHB5frm82HDx/i6tWrSE1NRVZWFlQqFby8vODr64t69eqhdu3aZv/54+Pjce3aNTx8+BAFBQXw9PREUFAQmjVrZvVS5SVxlHM4EZWMwQgiIiIyi9u3b2PYsGGa5VdeeQXTpk2zYY+IiIjIXpXfcDIRERFZVfEpGkVz+ImIiIh0YTCCiIiIzKJ4MGL48OFmq+ZDRERE5Q+DEURERGQW//zzD4AniQVffvllG/eGiIiI7BlzRhARERERERGRVXFkBBERERERERFZFYMRRERERERERGRVDEYQERERERERkVUxGEFEREREREREVsVgBBERERERERFZFYMRRERERERERGRVDEYQERERERERkVUxGEFEREREREREVuVk6w4QEREREVlLQUEBDhw4gOPHj+Py5ctIT09HdnY2vLy8ULVqVTzzzDPo1q0bWrduDamUz+2IiCxFolar1bbuBBERERGRpR08eBBfffUV7t+/X+p7a9asiRkzZiA8PNwKPSMievowGEFERERE5d7q1auxYsUKzXLbtm3RqVMnhISEwNvbGxkZGbhz5w6OHj2KkydPQqVSoX79+tiwYYMNe01EVH4xGEFERERE5dqOHTvw0UcfAQD8/f3xySefoFWrVnrfHxcXhy+++ALp6ekMRhARWQiDEURERERUbj169AiDBw+GQqGAu7s71q5di9q1a5e6nkqlwp49e9C3b1/Ld5KI6CnErDxEREREVG5t2LABCoUCADBx4kSDAhEAIJVKGYggIrIgBiOIiIiIqFxSq9WIjo4GALi7u2PQoEE27hERERVhMIKIiIiIyqWbN28iPT0dANCiRQt4enratkNERKTBYAQRERERlUv//vuv5v8NGza0YU+IiEiMwQgiIiIiKpcyMjI0//f397dhT4iISIzBCCIiIiIql3JycjT/d3Nzs2FPiIhIjMEIIiIiIiqXiueIKKqoQURE9oHBCCIiIiIql3x9fTX/T01NtWFPiIhIjMEIIiIiIiqX6tWrp/n/9evXbdgTIiISYzCCiIiIiMqlOnXqoEKFCgCAs2fPIjs727YdIiIiDQYjiIiIiKhckkgkiIiIAADI5XL88ccftu0QERFpMBhBREREROXWiBEjNJU0vv/+e8THxxu0nkqlwu7duy3YMyKipxuDEURERERUblWuXBlvv/02gCejIyZMmIAzZ86UuM6tW7fwxhtvYO3atdboIhHRU0miVqvVtu4EEREREZElrV69GitWrNAst2vXDp07d0ZwcDC8vLyQmZmJhIQEHDt2DH///TeUSiXq16+PDRs22LDXRETlF4MRRERERPRUOHjwIL766ivcv3+/1PeGhIRgxowZaNeunRV6RkT09GEwgoiIiIieGgUFBThw4AD++usvXLlyBWlpacjJyYGXlxeqVq2KJk2aoHv37mjVqhUkEomtu0tEVG4xGEFEREREREREVsUElkRERERERERkVQxGEBEREREREZFVMRhBRERERERERFbFYAQRERERERERWRWDEURERERERERkVQxGEBEREZFDUuYmWXU9IiIyHwYjiIiIiMjh5D/6G8nb6iP70hKj1su+tATJ2+oj/9HfFuoZEREZgsEIIiIiInIo+Y/+xuN9vaEuyELW6VkGBySyLy1B1ulZUBdk4fG+3gxIEBHZkEStVqtt3QkiIiIiIkMoc5OQvK0+1AVZgnbvsMXwCp2pd72iQERxEmdvVBp0AzKPQIv0lYiI9OPICCIiIiJyGDKPQHg1+0CrvaQREroCEQDg1ewDBiKIiGyEwQgiIiIiciheoTPhHbZYq11XQEJfIKK0kRRERGRZDEYQERERkcMxJCDBQAQRkf1izggiIiIiclj6Ag4S96pQyx9otTMQQURkHxiMICIiIiKHpi8gIcZABBGR/eA0DSIiIiJyaEVTNnIkFfCvcwfkSPy03sNABBGRfXGydQeIiIiIiMrKqcIziHPugB99fwQA+CofoG7BX3g5ayqkHtUYiCAisjMcGUFEREREDq0g7TLSYgbhgVMjTVuGrCqypJUBAKrc+3rLfhIRkW0wGEFEREREDkupSEbq7k6AUoH7To0Fr1UtvKr5v66yn0REZDsMRhARERGRQ1Ir85Aa3Qbq/McAgAeyRoLXqyqvCpYZkCAish8MRhARERGRw1Gr1UjZ9SyU2fEAgHy4I0UWLHhPtcIrWusxIEFEZB8YjCAiIiIih/N4fz8Upp7RLCc5NYBa8t+lrUStQmDhDZ3rMiBBRGR7DEYQERERkUNJOzoa+fd2C9ruOwmnaASo7sAFcr3bYECCiMi2GIwgIiIiIoehuLsHipu/aLUnVxwqWA5yyxUsS90qaa2TfX4elLlJ5u0gEREZhMEIIiIiInIIypy7yPhrrFa7a40IPPTuKmirVSlQsKxSJMOj4TTNssTZG/49/4TMQ/g+IiKyDgYjiIiIiMjuqQpy8PjA81DJHwjanQPawK/7DiRkFQragwODIfMOEW8F3mGLNYEIl8rtLdxrIiLSh8EIIiIiIrJrarUK6UdHofDxWUG7c6UOqNjnKDLy1cjMVwteq+XjBPc6rwja5Lc3wrPRG6g06AYDEURENsZgBBERERHZtax/3kdewh+CNplPPfj3iIJE5oKETOGoCFcZUNlDBveQUYJ2dV4q8u7t4dQMIiI7wGAEEREREdmt3H9/Qs7FTwVtEpcK8O8eDamrPwBoTdGo4eUEqUQCJ586cK78rOA1uY7kl0REZH0MRhARERGRXcpLOoKMvycIGyVO8OuyBU6+9TVN4mBETR8nzf/d67wseE2RGAVVXpr5O0tEREZhMIKIiIiI7E5h5k2kxQwGVAWCdt92y+BarbugLStfJViu6V0sGFF7OCB1+e9FVT7k8ZvM32EiIjKKRK1Wq0t/GxERERGRdajy0pGyqz2UGdcE7Z6Np8OnzRc618kpUCExqxAJWYV4pqILqnv9F5BIixkKxZ3fNcvOlZ9FQN9jluk8EREZhMEIIiIiIrIbalUhHu/vi/z7+wTtrjX6wa/bdkikMqO3qUjYgbSDAwRtlQbHwcmnTpn6SkREpuM0DSIiIiKyC2q1Gpknp2kFIpz8mqBC540mBSIAwLX6c5C4VhS0yW+uNbmfRERUdgxGEBEREZFdyL32LXKvLxe0Sd0qw697FKTO3iZvVyJzgXvwS4I2+a214ABhIiLbYTCCiIiIiGxOcXc3Mk+9JWyUusKv23Y4edUq8/bFVTWUWbdQ8Oh4mbdLRESmYTCCiIiIiGyqIO0S0g+/AKiFVTEqhP8Il8rtzLIP54DWkPk0ELRxqgYRke0wGEFERERENqOUP0Lagf5QF2QJ2r2afQD3kJf0rPWEolCFDdeyceyeAgmZhShU6Z92IZFItEZHyON/g7pQYXrniYjIZE6lv4WIiIiIyPzUhQqkxQyCMjte0O4W/CK8mn9Q6vqJWUpsv5mrWXaRAj/2rgQnqUTn+93rjEL22cj/9p+fDsXdnXCvPcS0H4CIiEzGkRFEREREZHVqtRoZx1/TytvgHNAWFZ5dA4lEd0ChuISsQsFygLtMbyACAJy8asElsIugTX7zF8M7TUREZsNgBBERERFZXfaFjyG/tU7QJvUMgl+3PyBxcjdoG+JgRC2f0gf9iqdq5N3dBZUixaD9ERGR+TAYQURERERWJY/fLJguAQASJy/4d4+GzCPQ4O0kZAqDEUHepQcj3GoNBWRu/zWoCyG//avB+yQiIvNgMIKIiIiIrCY/JRbpR0eLWiWo0HkDnP2bGrwdtVqtNTKipgHBCKmLD9xqDhS0saoGEZH1MRhBRERERFahzElE2oHnAaVc0O7dejHcgvobta20PBWyC4TVM2oaME0DANzrvCJYLkg5hcL0a0btn4iIyobBCCIiIiKyOFVBNh4feB4qeZKg3b3+a/BsPN3o7YlHRbjJJKjkbtilrWu1npC6VRG05d7i6AgiImtiMIKIiIiILEqtViH9yCgUPj4naHcJ7ArfdssMqpwhpp0vQgapgduRSJ3gHjJC0Ka4uQ5qtcrofhARkWkYjCAiIiIii8o68y7yErcL2mQ+9eDXdQskUmeTtpmQpRQsG5IvojhxVQ1lTgLyk46Y1BciIjIegxFEREREZDG5//6InEufC9okLn7w7x4Nqau/ydtNFCevNDBfRBEn/+ZwqhAqaJNzqgYRkdUwGEFEREREFpGXdBgZf08UNkqc4Nf1dzj51jd5u4UqNe5mG19JQ9ANiURrdIQifjPUhbkm94uIiAzHYAQRERERmV1hZhzSYgYDqgJBu2/75XCt2rVM207KUaJQlN7B2GAEALiHjATwX54JdUEWFAk7ytQ3IiIyDIMRRERERGRWqrw0PN4fAXXeY0G75zMz4VF/fJm3L66k4e8mhZeL8Ze1Ms/qcKnWQ9Amv/lLmfpGRESGYTCCiIiIiMxGrSpA2qHhUGZeF7S71oiAd6vPzLIPcSUNU0ZFFBFP1ci7vxfK3CQ97yYiInNhMIKIiIiIzEKtViPz5DTkP9gvaHfya4oKnTdAIpWZZT9+blLUr+AEN9mTKRZBZQhGuNUcBImT538NaiXktzeWtYtERFQKiVqtVtu6E0RERETk+HKuLEXmqTcFbVK3KgiIOAWZV02z70+lViNFroJMAlR0Nz3QkX70Fchv/ldJw8m/BSo9/485ukhERHpwZAQRERERlZni7i5kxk4XNkpd4dd9u0UCEQAglUhQ2UNWpkAEALjXeUWwXPj4LArSLpVpm0REVDIGI4iIiIioTArSLiH98IuAWljiokLHn+FSqa2NemU4l8CukHpUE7QVHylBRETmx2AEEREREZlMKX+EtP0RUBdkCdq9mn8I9+AXbNQr40ikMriHjBK0yW+tg1qltFGPiIjKPwYjiIiIiMgk6kIF0g4OhDLnjqDdLfgleDX7n416ZRpxVQ1V7n3kJx20UW+IiMo/BiOIiIiIyGhqtRrpx8ehIPlvQbtzpXao8OwaSCQSG/XMNM5+oXDybyFo41QNIiLLYTCCiIiIiIyWfWEhFLc2CNpknjXh1+0PSJzcLLJPtVqND/9Ow7fnMrHjZg7OJechT2m+wnDi0RGKO79DVZBttu0TEdF/GIwgIiIiIqPIb29C9tm5gjaJkxf8ukdB5l7FYvt9rFDh6uMCHL2nwPprOfjkVAYy8lSlr2gg9+CXAMl/lTnUhblQJGwz2/aJiOg/DEYQERERkcHyk08h/dhoYaNEigqdf4Wzf1OL7jshq1Cw7O4kQSV3813OyjwC4Vqtl6BNHveL2bZPRET/YTCCiIiIiAyizElE2sEBgFIhaPcOWwy3oH4W3784GBHk7WT23BTudV4RLOc/OABlzj2z7oOIiBiMICIiIiIDqAqy8Xh/f6jkSYJ2j/oT4Nn4Lav0ISFTGIyo6S3T807TudUcAImzT7EWNeS31pt9P0RETzsGI4iIiIioRGqVEulHRqIw7byg3aVqN/i0+9ZqlTMSspSC5ZreTmbfh8TJHW61hwra5Dd/gVptvkSZRETEYAQRERERlSLrn3eRl7hD0CbzqQ+/LlsgkTpbpQ+FKjXuZYtGRviYPxgBaE/VKEy/jMLH5yyyLyKipxWDEURERESkV+6NH5BzaZGgTeLiB/8e0ZC6+lmtH/dzlBBX8QyywMgIAHCp0hEyz5qCNvnNtRbZFxHR04rBCCIiIiLSKe/BIWT8PUnYKHGCX9etcPKpZ9W+JIryRVR0k8LL2TKXshKJFO51Xha0yW+th1pVqGcNIiIyFoMRRERERKSlMPNfpB0aAqiFN+C+7VfAtWoXq/fnTpY4eaVlRkUUEQcjVIpHyLu/16L7JCJ6mjAYQUREREQCqrw0PN4fAXXeY0G75zOz4FF/nE36lCgORlgoX0QRJ98GcA5oI2jjVA0iIvNhMIKIiIiINNSqAqQdGgpl5g1Bu2vQ8/Bu9amNegUkWHlkBKA9OkKR8AdU+RkW3y8R0dOAwQgiIiIiAgCo1Wpknngd+Q8OCtqd/JqhQqf1kEhlNulXToEKKXKVoM0qwYjgFwFJsf0oFVDc+d3i+yUiehowGEFEREREAIDcK18j98ZKQZvUPRD+PaIgdfayUa+0p2jIJEA1L8sHRqRuAXCt0VfQJo/7xeL7JSJ6GjAYQURERERQJO5EZuwMYaPMDX7dtkPmGWSbTv0/8RSN6l4yOEklVtm3e51XBMv5Dw+jMPuOVfZNRFSeMRhBRERE9JQrSLuI9MMvAlAL2iuE/wyXSm10r2RF9So4Y1h9T7QNdEVVTxlq+Thbbd9uQRGQuFQQtMlvrrPa/omIyiuJWq1Wl/42IiIiIiqPlPKHSI1uA2VOgqDdq8VH8G4210a9KplarYZEYp2REQCQcXwScm98r1mW+TRApUFXrdoHIqLyhiMjiIiIiJ5S6kIF0g4O1ApEuIWMgFfTSBv1qnTWDgK41xVO1VBmXkdBSqxV+0BEVN4wGEFERET0FFKr1Uj/aywKkk8I2p0rtUeFDj/wqX8xzpXaQ+ZdR9Amv7nWRr0hIiofGIwgIiIiegpln58Pxe2NgjaZZy34ddsGiZObjXplnyQSCdzrvCxok9/eCLUy30Y9IiJyfAxGEBERET1l5Ld/Q/a5DwRtEicv+PWIgsy9io16Zd/cQ0YJltV5qci7t8dGvSEicnwMRhARERE9RfKTTyL92KvCRokUFTr/Cme/JjbpU0nkhSrYQ751J586cK78rKBNfvMXG/WGiMjxOdm6A0RERERkHcrsBKQdGAAoFYJ2n9ZfwC2on416VbLIv9KQka9CLW8nBHk7oWctd1T3ss0lrHudl1Hw6C/NsiIxCqq8NEhd/WzSHyIiR8aREURERERPAVVBFh4f6A+V4qGg3aP+RHg0mmajXpWsQKnG/RwlsvLVuJRagN3xcmTlq2zWH/fawwGpy38NqnzI4zfZrD9ERI6MwQgiIiKick6tUiL9yEgUpl0QtLtU7Q6fdt/YbeWMezmFUIlmaNT0tt3AXqmrH9yC+gvaOFWDiMg0DEYQERERlXNZZ+YgLzFK0CbzaQC/LpshkTrbqFelS8xUCpYruUvh4Wzby1f3Oq8IlgseHUdh5k0b9YaIyHExGEFERERUjuXeWI2cy0sEbRJXf/j3iLb7XAd3sgoFy0E2HBVRxLX6c5C4VhS0yW+utVFviIgcF4MRREREROVU3oMYZPw9WdgodYZf161w8qlrm04ZIVEUjLDlFI0iEpkL3INfErTJb621i4ofRESOhMEIIiIionKoMOMG0mKGAGrhDb1v++/hGtjZRr0yToI4GOFj+2AEALjXFU7VUGbdQsGj4zbqDRGRY2IwgoiIiKicUeU9xuMD/aHOTxO0e4bOhke9MTbqlXGy81V4rBBWzrCHkREA4FwxDDKfBoI2TtUgIjIOgxFERERE5YhaVYC0mKFQZt4QtLsGDYB3y09s1CvjiUdFyCRAVU+ZjXojJJFI4CEaHSGP/w3qQoWNekRE5HgYjCAiIiIqJ9RqNTJOTEV+Uoyg3cm/OSp0WgeJ1D5u5g0hDkbU8HaCk9R+SpC6hYwULKvz06G4u9NGvSEicjwMRhARERGVEzlXvoL8xipBm9Q9EP7doyB19rJRr0yjlS/C274CKU5eteAS2EXQJr/5i206Q0TkgBiMICIiIioHFIlRyIqdKWyUucGv+w7IPGvYplNlkJBpf2U9xdzrvCxYzru7C0pFso16Q0TkWBiMICIiInJwBY8vIP3wCADC8pIVOv4Cl4DWtulUGajUaiRmKQVt9pK8sji3WkMBmdt/DepCKG7/ZrsOERE5EAYjiIiIiByYMjcJaQf6Q12YLWj3ajEf7rWH2ahXZZMiV0GhFAZWatlJWc/ipC4+cKs5UNDGqRpERIZhMIKIiIjIQakL5Ug7OBDKnARBu1vISHg1fd9GvSq7O6IpGp7OEvi52udlq3sdYVWNgpRYFKZfs1FviIgch/2FmImIiIioVGq1Gul/jUVByklBu3PlDqjQYTUkEvupPGGsppVcsKCDHxKyCpH4/4ks7fXnca3WE1K3KlApHmracm+thU/LhTbsFRGR/ZOo1Wp16W8jIiIiInuSdW4ess99KGiTedVGxX4nIXOvbJtOPaUyT81AzpUvNcsyz5qoNPQ2JBL7HM1BRGQPeIYkIiIicjDyWxu1AhESZ2/4dY9iIMIGxFU1lDkJyE86YqPeEBE5BgYjiIiIiBxI/qMTSD82RtgokaJC59/g7Bdqm0495Zz8m8OpgvB3L7+11ka9ISJyDAxGEBERETmIwuw7SDs4AFDlCdp9Wn8Jtxp9bNQrkkgkcK8rTGSpiN8MdWGujXpERGT/GIwgIiIicgCqgiykHegPleKRoN2jwWR4NHrDRr2iIu7BIwD8l2RTXZAFRcIO23WIiMjOMRhBREREZOfUKiXSD49AYdpFQbtLtZ7wafu13VaaMMXN9ALcyihAvtKxcqzLPKvDpVoPQZv85i826g0Rkf1jaU8iIiIiO5d15m3k3Y0WtMl8G8Kv8yZIpM426pVl/Ho9BxdS8iEBUNVThqH1PfFsNTdbd8sg7nVeRv79fZrlvPt7ocxNgswj0Ia9IiKyTxwZQURERGTHcm+sQs7lLwRtEteK8O8eDalrBdt0yoISswoBAGoA93OUkDrQoA+3moMgcfL8r0GthPz2Rtt1iIjIjjEYQURERGSn8h4cRMbfU4SNUmf4dd0KJ586tumUBWXmq5CWpxK01fR2nIG8UmcvuNUaLGjjVA0iIt0YjCAiIiKyQ4UZN5AWMwRQFwrafdt/D9fATjbqlWUlZAp/VmcpEOghs1FvTONeR1hVo/DxORSIcn0QERGDEURERER2R5X3GI8PRECdny5o9wydA496Y2zTKSsomqJRpIaXE2SONE8DgEtgV0g9qgna5DfX2qg3RET2i8EIIiIiIjuiVuYjLWYolJn/Ctpdaw6Ed6uPbdQr60gQBSNq+jjOFI0iEqkM7iGjBG3yW+uhVilt1CMiIvvEYAQRERGRnVCr1cg4MQX5STGCdif/FqjQcR0kkvJ96SYORgQ5UL6I4tzrvCxYVuXeR37SQRv1hojIPpXvbzQiIiIiB5Jz+QvI//1B0CZ1rwr/7jsgdfbUs1b5oFKrkZglHD1Qy0GDEc5+oXDybyFo41QNIiIhBiOIiIiI7IAiMQpZp2cLG2Xu8Ou+AzLPGrbplBU9ylUiT6kWtNX0dqzklcV5iBJZKu78DlVBto16Q0RkfxiMICIiIrKxgsfnkX74JQDCm/EKHX+BS0CYbTplZQmiURHeLhL4ujrupapbyEuA5L9girowF4qEbTbsERGRfXHcMzwRERFROaDMTcLjA/2hLswRtHu3XAj32kNt1Cvr00pe6e0EicSxKmkUJ3OvAtfqvQVt8rhfbNQbIiL7w2AEERERkY2oC+VIOzgAqpxEQbt7nZfh2eRdG/XKNhIytYMRjs49RJjIMv/BAShz7tmoN0RE9oXBCCIiIiIbUKtVSD/2KgpSTgnanSs/C98Oqxx6VIApdI2McHRuNQdA4uxTrEUN+a31NusPEZE9YTCCiIiIyAayz82DIn6ToE3mFQy/btsgkbnaqFe2ka9UIylHmDOipo/jByMkTu5wE021kd/8BWq1Ws8aRERPDwYjiIiIiKxMfmsDss9/JGiTOPvAr3sUZG6VbNQr20mRK+Hh/N9IEAmAGl6OH4wAAHdRVY3C9MsofHzONp0hIrIj5eMsT0REROQg8h/9jfRjY4WNEikqdP4Nzn7P2KZTNlbNywk/9AxAWp4KdzILkSJXwc2pfExTcanSETLPmlDmJGja5Dd/gXPFFjbsFRGR7XFkBBEREZGVFGbfQdrBgYAqT9Du0+ZruNV4zjadshMSiQT+bjK0qOyKnrXcbd0ds5FIpHCvI0xkKb+1AWpVoZ41iIieDgxGEBEREVmBKj8TafsjoFI8ErR7NJwCz0av26hXZA3iYIRK8Qh59/faqDdERPaBwQgiIiIiC1OrlEg/8hIK0y8J2l2q9YJPm69t1CuyFiffBnAOaCNok99ca6PeEBHZBwYjiIiIiCws6/Qs5N3dJWhz8m0Ev86/QSJlCq+ngXh0hCLhD6jyM2zUGyIi22MwgoiIiMiCcq5/j5wrXwnaJK4V4dc9ClLXCjbpE1mfe/CLgKRY4EmpgOLO77brEBGRjTEYQURERGQhefcPIPPEVGGj1Bn+3bbByaeObTplZ84+ysO2uByceZiHR7lKqNVqW3fJIqRuAXCt0U/QJo/7xUa9ISKyPY4LJCIiIrKAwozrSDs0FFArBe2+HVbBpUpHG/XK/px4kIdDdxWa5e413TChiY8Ne2Q57nVeRl7ids1y/sPDKMy+AyevWjbsFRGRbXBkBBEREZGZqRSpeLw/Aur8dEG7Z5N34FF3tG06ZacSsoQlLqt7lt9nZW5BEZC4VBC0yW+us01niIhsjMEIIiIiIjNSK/ORFjMEyqw4QbtrzUHwbrnQRr2yTyq1GomiYESQT/kNRkhkrnCv/YKgTX5zbbmdmkJEVBIGI4iIiIjMRK1WI+PEZOQ/PCxod6rYEhU6roVEwkuv4pJylChQCdtqeZffYAQAuNd9RbCszLyOgpRYG/WGiMh2+I1IREREZCY5l5dA/u8aQZvUoxr8u+2A1NnTRr2yX+IpGr4uEvi6lu/LU+dK7SHzFiYvld9kIksievqU77M9ERERkZUoEnYg6/TbwkaZO/y77YDMs7ptOmXnxMGIoHI+KgIAJBIJ3Ou8LGiT3/4VamW+jXpERGQbDEYQERERlVFB6jmkHxkBQDj3v0KndXAOaGWbTjmAhExhpZFa5ThfRHHuIaMEy+q8VOTd222j3hAR2QaDEURERERloMx9gMcH+kNdmCNo9275MdxrDbZRrxzD0zgyAgCcfOrAufKzgjb5zbU26g0RkW0wGEFERERkInWhHGkHB0CVe1fQ7l7nFXg2ecdGvXIMikI1HuUKR0bUfEqCEQC0pmooEqOgykuzUW+IiKyPwQgiIiIiE6jVKqQfG61VCcG5cjh8O6yERCKxUc8cw93sQsGkFgmAGk9TMKL2cEDq8l+DKh/y+E226xARkZUxGEFERERkguxzH0IRv1nQJvMKhl+3rZDIXG3UK8dxJ1M4RSPQUwZX2dMTwJG6+sEtqL+gjVU1iOhpwmAEERERkZHkN9cj+/x8QZvE2Qd+PaIhc6tko145lkRRvoinaYpGEfc6rwiWCx4dR2HmTRv1hojIuhiMICIiIjJC/qPjSP9rrLBRIoVfl01wrtDYNp1yQOLklTWfkkoaxblWfw5S1wBBGxNZEtHTgsEIIiIiIgMVZsUj7eBAQJUvaPdpsxSu1XvbplMOSK1WIyGTIyMkMhe4Bb8oaJPfWgu1Wq1nDSKi8oPBCCIiIiIDqPIzkXYgAipFsqDdo+Hr8Gw01Ua9+j/27ju67ru+//jr+71b0pV05Rnbkh3JZA+y97AdfkmbTRJCJpRRdmkpbSm0pZSWQgttoVA2BTubkGWTlBDbsTPJTghJSCwPyXvoSrrS3ff7/f0RYvtzZcdL0ueO5+Mczsn3hS7nxYmte/XWZ1SngicdMyms9nhAbx0T0REP2C1lSWy2uVWjlFqpwubHLbUBgPHj+IxeAQAA3pbvFZVcfIly6x4w8si085U4b5Ect/5+qz9aip6vdUMltccDcuvwBhLf97Xl7sNVGvz99qzhkD9Vy+nft9gKAMYeKyMAAAD2YPDpz44YRARbj1DrubcziDhAQdfRzOZgXQ4iJMlxHDWUrY7IrL5DfjFrqREAjA+GEQAAAG9j+LXvKf3qN43MjUxUYt5CueEWS61QS6Kd1xnPfr5f2bWLLLUBgPHBMAIAAGA3cusf0uBvPmmGbliJuXcrGO+0Uwo1J9g0U+Gp5xoZt2oAqHUMIwAAAHah2P+akkuvlPySkbec/kOFp5xpqRVqVazrBuM5t/Z+lcoOSwWAWsIwAgAAoIyX3aa+xRfJLwwYeeMxnx+xvx8YDdGZV0qB6I7ALyq76nZ7hQBgjDGMAAAA2Ilfyiu59N0qpbqNPDrzCsWP+7KlVrXj2U05ffGJpH78ckq/XpPRyoGC7UoVwQ03K9pxmZFluufbKQMA44BhBAAAwB/4vq+BJz6q/KblRh6acIJazvyZHIePTgdqRX9Br/UV9OCajH70ckq3vjZsu1LFiHWZq24KW59Wsf81S20AYGzxjgoAAPAHwy//uzIr/tfI3IbpSsy7T26o0VKr2tKTKhrPM5u5GvUtkWnvkhudYmTplRxkCaA2MYwAAACQlF1zj1LPfs7InGCD2ubdp0DDNEutak/PoDmMaI8HLDWpPI4bVKzzWiPLdt8k3/csNQKAscMwAgAA1L3CtufV/8h1knwjbz3rJoUmHG+nVA3KFD1tzpg/WHfEWRmxs/KtGqXhHuU3Lt/NVwNA9WIYAQAA6lopvV59iy+WX0wbefyEryo683JLrWpTb8q8JtV1pOlNDCN2Fmw7VsHWo4wsw1YNADWIYQQAAKhbfjGt5OJL5aXXGXms631qPOqvLbWqXb1l50Uc1BhQOOBYalOZHMdRrOz62Ozqn48YlgFAtWMYAQAA6pLve+p/5H0qbHvGyMNTzlLL6d+X4/BD8mhbU3ZeBFs0di128LWSdvz58wspZXvutVcIAMYAwwgAAFCXhp7/orJr7jSyQLxTiTl3yQlELLWqbeUrIxhG7FqgcbrC084zskw3WzUA1BaGEQAAoO6ku2/S0Ev/bGROqEWJeYvkRidaalXbfN8fca1nB9d67las6wbjObf+VyqlN1pqAwCjj2EEAACoK/lNj2ngsQ+aoRNQ4tw7FGo93E6pOpDMeRoqmLeVsDJi96Idl8sJNu4IfE+ZVbfaKwQAo4xhBAAAqBvF1Coll14ueXkjbz7lW4pM/3+WWtWHnrLzIqIBRxNjfBTdHTfUpOjMdxtZpnu+pTYAMPp4BwAAAHXByw8oufgiedktRt5w+KfUeNjHLbWqHyO2aMQDcjkk9G3FusxbNYp9L6iQ/K2lNgAwuhhGAACAmud7RfUve6+K/a8YeWT6BWo+6T8staov5cOIds6L2KPw1DlyG6YZGQdZAqgVDCMAAEDNG3z6L5Vb939GFmw9Qq3n3CbH5Yfi8dCTKhnPnBexZ44bUKzzeiPLrLxZvlfazSsAoHowjAAAADVt+LX/UfrVbxmZG5n45s0Z4RZLrerPpZ0NuujgmI6ZGFYi4jKM2Evlt2p46fXKb1xiqQ0AjB7H931/z18GAABQfXLrf62+X/+R5O/0m2Q3rAnnL1F4yhn2ikG+78vhzIi9suW+41Xse377c6zrBrWexWGWAKobKyMAAEBNKvS/quTSq8xBhKSWM37MIKICMIjYew1lB1lm1/xCXmHIUhsAGB0MIwAAQM3xsluVXHyR/MKAkTcd8wU1dF2/m1cBlSnaeY3kBLY/+8W0sj13W2wEAAeOYQQAAKgpfimn5NJ3q5RaaeTRmVeq6bh/stQK2H+B2BRFpp9vZJkVbNMAUN0YRgAAgJrh+74GHv+I8pseMfLQhBPVetbP5Dh89EF1inWaB1nmNyxWaXitpTYAcOB4RwYAADVj+OV/U6b7Z0bmNkxXYt69coINllrVt6LnK1v0bNeoetGOS+WEmndKfGVW3mKtDwAcKIYRAACgJmTX3K3Us58zMifYoLZ5CxVomGapFbr7i3rfr7bqz5Zu1b8/06873xi2XakqOcGYorOuNLJM93xxMR6AasUwAgAAVL3CtufU/0j5wZSOWs+6WaEJx1nphDf1pIqSpE1pT89syuuJ9VnLjapXrOxWjWL/71Tse8FOGQA4QAwjAABAVSsNr1Pf4ovlF9NGHj/hq4rOvMxOKWz31jDiLR3NQUtNql94ylkKNHYYWaabgywBVCeGEQAAoGr5xbSSSy6Vl15v5LHZf6LGo/7KUivsbMQwIs4wYn85jqtYl3mQZWblLfK94m5eAQCVi2EEAACoSr7vqf+RG1XY9qyRh6ecrZbTvifHcSw1w1t831fvIMOI0VQ+jPCym5Vb/6ClNgCw/xhGAACAqpR6/u+VXfMLIwvEu5SY8ws5gbClVtjZtqyn4aJ5wCLDiAMTbDlUoYknG1mme4GlNgCw/xhGAACAqpNeMV/DL33FyJxQi9rmLZIbnWipFcr1lm3RiAUdTYzx8fNAlR9kme25R15+wFIbANg/vBsAAICqkt/0qAYe/7AZOgEl5typYOthdkphl3Z1XgTbZw5c7OCrJWenFSal7IhVQgBQ6RhGAACAqlFMrVRyyeWSlzfy5lO+rci08yy1wu6s4byIMeFGJyoy40Ijy6zgVg0A1YVhBAAAqApefkDJxRfLy2018obDP63Gwz5qqRXeTvk2jfZ4wFKT2lN+kGV+0zIVU6vtlAGA/cAwAgAAVDzfK6r/4atV7H/FyCPT/0jNJ33DUiu8naLna91QychmNrMyYrRE2y+SE241sszKm+2UAYD9wDACAABUvMGn/kK59b8ysmDrkWo95zY5Lr9tr0Trh0oqmRdpqJ1tGqPGCUQUm3W1kWW658v3/d28AgAqC8MIAABQ0YZf/Y7Sr33byNzoJCXmLZIbbrbUCntSfnjlhKirxhAfPUdTbLZ5q0Zp8HUVtj5tqQ0A7BveEQAAQMXKrfuVBp/6tBm6YSXm3qNgfJaVTtg75cMItmiMvtCk0xSIdxlZppuDLAFUB4YRAACgIhX6X1Hy4fdIvnnuQOsZP1F48umWWmFv9QyWH17JMGK0OY4z4iDLzKrb5Jfyu3kFAFQOx2djGQAAqDCl7BZtW3SKSkOrjLzpmL9T/PgvW2qFfTGQ87QmVVTvYFE9qaJOmxbROydFbNeqOcXBbm25a7aRJebeo2jHpZYaAcDeYRgBAAAqil/KaduvzlNh86NGHp111ZsHVjos7AR2tvX+M1XY/Nj25+jMK5SYc6fFRgCwZ7ybAwCAiuH7vgYe/9MRg4jQxJPUeuZPGUQAu9DQZR5kme1dKC+XtNQGAPYO7+gAAKBiDP/2ayMO4HMbZigx9145wQZLrYDKFp11leSGdwReXpnVd9grBAB7gWEEAACoCJk1dyn13N8amRNsVNu8hQo0HGSpFVD53EhC0fZLjIxbNQBUOoYRAADAusLWZ9W//Pqy1FHr2TcrNOGdNioBVaX8Vo3C5sdVHOy21AYA9oxhBAAAsKo0vE59Sy6RShkjj5/4NW4EqEK+7+s3G7JaP1SUxznp4yYy/QK5kYlGluleYKkNAOwZt2kAAABrvMKwtv3f2Spue87IY+/4gFpO/5Ecx7HUDPtrc7qkTy3dJkkKu9KMeFB/f0qrGkL8DmysDTz5KaVf+/b250C8U5PevYK/RwAqEu8KAADACt/3NPDojSMGEeEp56jl1O/yA1SV6k0Vt/9z3pM2DZcUC/LvcjzEZpu3apRSK1XY/LilNgDw9hhGAAAAK1LP/Z2ya+4yskB8thJzfiEnEN7Nq1DpenYaRkhSR3OQwdI4CU04UYHmQ42MgywBVCqGEQAAYNylV/xMw7/9VyNzwq1qm7dQbnSCpVYYDWsGy4YR8aClJvXHcRw1lK2OyKy+Q34xa6kRAOwewwgAADCu8pse0cDjHzZDJ6DEuXcq2HqYnVIYNb1lKyPaGUaMq2jndcazn+9Xdu0iS20AYPcYRgAAgHFTHOxW35LLJa9g5M2nfkeRafMstcJoKZR8rR8uGRkrI8ZXsGmmwlPPNTJu1QBQiRhGAACAceHl+pVcfLH83DYjbzziz9V46EcstcJoWjdUlFd2T1t7PGCnTB2Ldd1gPOfW3q9SdoulNgCwawwjAADAmPO9opLLrlZx4FUjj8y4UPETv26pFUZb+eGVk2IuV3paEJ15pRSI7gj8orKrbrdXCAB2gXcHAAAw5gaf+nPl1z9oZMHWo9R69i1yXH5zXit6UmzRqARuuFnRjsuNjFs1AFQahhEAAGBMDb/6baVf+46RudHJSsxbKDfcbKkVxsKIaz0ZRlhTvlWjsPVpFftfs9QGAEZiGAEAAMZMdu3/afCpT5uhG1Fi7j0KxmdZ6YSx01N+rWczwwhbItPeJTc6xcjSKznIEkDlYBgBAADGRCH5O/Uvu1ryPSNvPfMnCk8+zVIrjJWhvKdkzvx3zcoIexw3qFjntUaW7b5JftnfRwCwhWEEAAAYdaXsljdvzigMGnnTsf8w4gck1IbyLRpBV5rayHkgNsW6bjSeS8M9ym9cbqkNAJgYRgAAgFHll3JKLrlcpaFVRh6d9R41vfOLllphrK0p26IxvSmooOtYagNJCrYdq2DrUUbGQZYAKgXDCAAAMGp839fA4x9WYfNjRh6aeLJaz/ypHIePHrVquOgruNO/XrZo2Oc4jmKzzdUR2TV3yi+mLTUCgB0c3/d92yUAAEBtGHrpK0o99wUjcxvbNfHCpxRomGqpFcZLyfO1YbiknlRRiairw9vCtivVvdLwOm3+ebukHR/5W8++RbHOa+yVAgCxMgIAAIySzOpfjBhEOMFGtc1byCCiTgRcRzPiQZ0+LcogokIEGqcrPO08I8t0c6sGAPsYRgAAgAOW3/qM+h+5oSx11Hr2LQq1HWulE4A3xbrMv5u59b9SKb3RUhsAeBPDCAAAcEBKw2uVXHyJVMoYefzEf1e04xJLrQC8JdpxuZxg447A95RZdau9QgAghhEAAOAAeIVh9S2+RF5mg5HH3vFBNR75GUutAOzMDTUpOvMKI+NWDQC2MYwAAAD7xfc99T9yvYp9zxt5eOq5ajn1f+Q4XOsIVIryrRrFvhdUSP7WUhsAYBgBAAD2U+rZzyvXc4+RBZrfocScX8gJcHhhPbnt90N6YFVav9uWVyrv2a6DXQhPnSO3YbqRcZAlAJsYRgAAgH2WfuOnGn75a0bmhFvVNm+R3EibpVawIV/ydc+KtH76ypD+6cl+fejXW9XdX7BdC2UcN6BY53VGlll5s3yvZKkRgHrHMAIAAOyT3MblGnjiT83QCSpx7p0KthxipxSsWTtUlF+WTW8KWOmCt1e+VcNLr1d+4xJLbQDUO4YRAABgrxUHu5Vcernkmb/5bjntfxSZNs9SK9jUmyoaz1MaXEWDfMSsRKHEUQq2HWdkmRUcZAnADt4pAADAXvFy/epbfJH8XJ+RNx7xF2o45MOWWsG2nkFzGNERD1pqgr3R0HWj8ZztuUteYchSGwD1jGEEAADYI98rKLnsPSoNvGbkkRkXKn7iv1tqhUrQk2IYUU2inddIzo5tNH4xreyauyw2AlCvGEYAAIC35fu+Bn/zaeXX/9rIg4mj1XrOrXJczgeoZz0p8wDE9maGEZUsEJuiyPTzjYxbNQDYwDACAAC8rfRr31b69981Mjc6WYl5C+WG4pZaoRIM5jz158yrPGeyMqLixTrNgyzzGxarNLzWUhsA9YphBAAA2K3s2gc0+NSfm6EbUWLuvQo2zbTSCZWjfItGyJWmNrJSptJFOy6VE2reKfGVWXmLtT4A6hPDCAAAsEuF5MvqX3a15Ju/+W4986cKTz7VUitUkvJhxIymoFzHsdQGe8sJxhSddaWRZbrny/fLL2kFgLHDMAIAAIxQymxWcvHF8gspI2869ouKdb7XUitUmhGHV3JeRNWIld2qUez/nYp9L9gpA6AuMYwAAAAGv5hVcunlKg2tNvLowe9V0zu/aKcUKlIvN2lUrfCUsxRoNLdaZbrnW2oDoB4xjAAAANv5vq/+xz+kwubHjTw08RS1nvETOSzBxx94vs8wooo5jqtY1/VGlll5i3yvuJtXAMDoYhgBAAC2G3rpK8quvNnI3MZ2JebeIycYs9QKlWhzuqSceasn2zSqTKzLvFXDy25Wbv2DltoAqDcMIwAAgCQps/rnGnr+74zMCTapbd4iBRqmWmqFStWTMicRzWFHrRE+WlaTYMuhCk082cgyK9iqAWB88I4BAACU3/q0+h95X1nqqPWcWxVqO8ZKJ1S2hqCj4yeHNSn25sdJtmhUp/KDLLO998rLD1hqA6CeOD53+AAAUNdKw73auuhkeZmNRh4/6RtqOvIzllqhmqQLnoYKviY3BGxXwT7yslu16faDJH/HWREtp/9IDYd80GIrAPWAlREAANQxrzCkvsWXjBhExA75sBqP+AtLrVBtGkIug4gq5UYnKjLjQiPLdC+w1AZAPWEYAQBAnfJ9T/3Lr1ex7wUjD0+do5ZTv8PNGUCdKD/IMr9pmYqp1XbKAKgbDCMAAKhTqWf/Vrnee40s0PwOJebcKccNWWoFYLxF2y+SE241skzZrToAMNoYRgAAUIfSb/yvhl/+NyNzwgm1zVskN9JmqRUAG5xARLFZVxtZpnu+OFoOwFhiGAEAQJ3JbVymgSc+YoZOUIk5v1Cw5RA7pQBYFZtt3qpRGnxdha1PW2oDoB5wBxMAAHWkOLhCyaXvlryCkbec9l1FDppjqRWqzX8/P6Dhgq+O5qDa40EdNSGkRJQDLKtZaNJpCsS7VEp1b88y3fMVnnSyxVYAahkrIwAAqBNeLqm+hy6Sn+sz8sYj/1INh3zIUitUo5e25vX8lrzu7U7r2y8M6vVkYc8vQkVzHGfEQZaZVbfJL+UtNQJQ6xhGAABQB3yvoOTD71Fp8PdGHplxkeInfM1SK1Sj/pynwbx5lkB7nMW2taB8GOHntim37gFLbQDUOoYRAADUON/3Nfjkp5Tf8JCRBxPHqPWcW+S4LK/H3utJFY3nsCtNbeTPUC0IxjsVmnyGkWW6F1hqA6DWMYwAAKDGpV/9ltKvf9/I3OgUtc1bKDcUt9QK1apn0BxGzIgH5TqOpTYYbQ1d5kGW2d6F8sq2dgHAaGAYAQBADcuuvV+DT3/GDN2IEvPuVaCpw04pVLXylREdbNGoKdFZV0lueEfg5ZVZdYe9QgBqFsMIAABqVCH5W/Uve6/ke0beetbPFJ50iqVWqHa95cOIZoYRtcSNJBRtv8TIMivZqgFg9DGMAACgBpUym5V86GL5hZSRN73zS4odfLWlVqh2nu+PHEawMqLmlB9kWdj8uIqDKyy1AVCrGEYAAFBj/GJWySWXqTS8xsijB1+jpmP/3lIr1IKNwyUVzIU2DCNqUGT6BXIjE40s032TpTYAahXDCAAAaojv++p//IMqbHnCyEOTTlXrGT+Rw0GDOADl50W0RFy1RPg4WWucQFjRg99rZJmVC+T7/m5eAQD7jncPAABqyNBL/6zsyluMLNDYocTce+QEo5ZaoVaU36TREedKz1oVm23eqlFKrVRh8+OW2gCoRQwjAACoEZlVd2jo+X8wMifYpMR5ixSITbHUCrWEmzTqR2jCiQo0H2pkme75ltoAqEUMIwAAqAH5LU+p/9H3maHjqvWc2xRKHG2nFGpOT6pkPDOMqF2O46ihbHVEZvUd8otZS40A1BqGEQAAVLnScK+Siy+RSuYPCc0nfkPR9gsttUKtyRY9bUqXDSO41rOmxTqvN579fL+yaxdZagOg1jCMAACginmFIfU9dLG87CYjbzjkT9VwxKcttUIt6i1bFeFImtHEMKKWBZo6FJ56rpFluhfYKQOg5jCMAACgSvleSf3Lr1Mx+aKRhw+aq+ZTv83NGRhVE2OuPnBkk+Z1RHVIa1AHtwQVDvBnrNbFusytGrm196uU3WKpDYBa4vjc0QMAQFUafPqvNPy7rxtZoPkQTbzwSbmRhKVWAGqJlx/UptunGNvAmk/5lhoP/5TFVgBqASsjAACoQunXfzxiEOGEE2o7bxGDCACjxg03K9pxuZGxVQPAaGAYAQBAlclteFgDT3zUDJ2gEnPuUrD5HXZKAahZsa4bjOfC1qdV7H/NUhsAtYJhBAAAVaQ4+IaSD18h+UUjbznte4ocdK6dUgBqWmTau+RGpxhZeiWrIwAcGIYRAABUCS+XVN9DF8nP9Rl545GfVcMhH7TUCkCtc9ygYp3XGlm2+yb5vmepEYBawDACAIAq4HsFJR++UqXB14080n6J4id81VIr1IuhgqeSx5nn9az8Vo3ScI/yG5dbagOgFnA5NAAAFc73fQ0++UnlNywx8mDiWLWefbMcN2CpGerFz343pMc3ZDW9KaiOeFBnTo/onZMitmthHAXbjlWw9SgV+1/enmW657M9DMB+Y2UEAAAVLv3KN5V+/QdG5samqu28hXJDTZZaoZ70pIoqetKawaIeWZfVhqGS7UoYZ47jKDbbXB2RXXOn/GLaUiMA1Y5hBAAAFSzb+0sNPv0ZMwxElZh7rwKN7XZKoa6UPF/rhswDUzuaWVxbj2IHXyvJ2f7sF1LK9txrrxCAqsYwAgCAClVI/lb9y94rydyr33rmzxSedLKdUqg7G4ZLKpSdU9gRZxhRjwKN0xWedp6RZbq5VQPA/mEYAQBABSplNin50EXyi0NG3nTcPyl28HsstUI96k2ZqyISEVfxMB8h61X5QZa59b9SKb3RUhsA1Yx3EgAAKoxfzCq55DKVhnuMPNp5rZqO+TtLrVCv1qTYooEdoh2Xywk27gh8T5lVt9orBKBqMYwAAKCC+L6v/sc+oMKWJ408NOk0tZ7+YzmOs5tXAmOjfGUEWzTqmxtqVHTmFUaW6Z5vqQ2AasYwAgCACjL04peVLfstY6BxphJz75YTjFpqhXrWM1g+jOAq2XoX67rBeC72vaBC8reW2gCoVgwjAACoEJlVt2vohS8amROKK3HeIgViUyy1Qj3LFD1tzpinV7IyAuGpc+Q2TDcyDrIEsK8YRgAAUAHyW36j/kffb4aOq9ZzblMocZSVTkBvqmQ8u440vYlhRL1z3IBindcZWWblzfK90m5eAQAjMYwAAMCy0lCPkosvlUpZI28+6T8UnfHHlloBUk/ZeRHTGgMKBTi3BCO3anjp9cpvXGKpDYBqxDACAACLvEJKfYsvlpfdZOQNh35UDYf/maVWwJvKz4toZ4sG/iCUOErBtuOMLLOCgywB7D2GEQAAWOJ7JfUvv07F5EtGHj5onppP+RY3Z8C68pURnBeBnTV03Wg8Z3vuklcYstQGQLVhGAEAgCWpZ/9Gud6FRhZoPlSJc38uxw1ZagW8yff9EcOImc0MI7BDtPMaydlxu4pfTCu75i6LjQBUE4YRAABYkH79Rxr+3TeMzIm0qe28RXIjCUutgB2SOU/DBd/I2KaBnQViUxSZfr6RcasGgL3FOwoAAOMst2GpBp74mBm6ISXm3KVg82w7pYAyrRFX3zy3TT2pknpSRa0fKmpSjN9jwRTrulG5tfdvf85vWKzS8FoFGmdYbAWgGji+7/t7/jIAADAaigOva+svT5WfTxp5yxk/UcM7/sRSKwDYP34xo023T5VfGNyexU/4mpqO/muLrQBUA8bbAACMEy/Xp77FF40YRDQe9dcMIgBUJScYU3TWVUaW6f6Z+H0ngD1hGAEAwDjwvYKSS69UafANI4+0X6r4Cf9qqRUAHLhY1w3Gc7H/FRX7nrfUBkC1YBgBAMAY831fA09+QvmNS4082PZOtZ59kxyHt2MA1Ss85SwFGmcaGQdZAtgTPv0AADDGhl/5L2Ve/6GRubGD1DZvodxQk6VWADA6HMdVrOt6I8usvEW+V9zNKwCAYQQAAGMq27tQqaf/0gwDUSXm3ctp86hYa1NFvbglp2S2xN5/7JXyrRpedrNy6x+01AZANeBqTwAAxkih7yX1L7tWkvnDXOtZ8xWeeJKdUsBeWL4uq3u705KkeNjR3PaYrj2MVTzYvWDLoQpNPFmFrU9tzzIr5is6448ttgJQyVgZAQDAGCilNyq5+GL5xSEjbzrunxUrO3keqDS9qR3L61N5XyyOwN6Idd1oPGd775WXH7DUBkClYxgBAMAo84sZJZdcptJwj5HHOq9X0zGft9QK2Hs9KXOvf0czi2mxZ7GDr5acnf6slLLKrr7TXiEAFY1hBAAAo8j3ffU/9gEVtv7GyEOTT1fL6T+U4ziWmgF7Z7jgaWvGM7KOOMMI7JkbnajIjAuNjFs1AOwOwwgAAEbR0Iv/pOyq24ws0DRLiTl3ywlGLbUC9l5v2aqIgCNNbwpYaoNqU36QZX7TMhVTq+2UAVDRGEYAADBKMitv1dAL/2hkTiiuxLyFCsQm2ykF7KPyLRrTmgIKuqzowd6Jtl8kJ9xqZJmVN9spA6CiMYwAAGAU5Dc/qf5H/8QMHVet59yuUOIoO6WA/dAzWDKe2aKBfeEEIood/F4jy3TP54pYACMwjAAA4AAVh9YoueRSycsZefNJ/6nojD+y1ArYP+UrI9oZRmAflW/VKA2+rsLWpy21AVCpGEYAAHAAvEJKycUXy8tuNvKGQz+mhsM/ZakVsH983x9xZsRMhhHYR6FJpykQ7zKyTPd8S20AVCqGEQAA7CffK6l/2TUqJn9r5OFp71LzKd/k5gxUnW1ZT+miuZyeaz2xrxzHGbE6IrPqVvmlvKVGACoRwwgAAPZT6tm/Vm7tL40s0HKYEufcIccNWWoF7L81g+aqiIagowlRPi5i35UPI/xcn3LrHrDUBkAl4t0FAID9kP79DzT8u/8wMicyQW3zFsmNtNopBRygXZ0XwQof7I9gvFOhyWcYGVs1AOyMYQQAAPsot2GJBp78hBm6ISXm3KVgc9euXwRUgfLzIrhJAweioetG4znbu0hers9SGwCVhmEEAAD7oDjwupJLr5B884e2ltN+oMjUsy21AkZH+TaNjuaApSaoBdFZV0lueEfg5ZVZdYe9QgAqCsMIAAD2kpfdpr6HLpSf7zfyxqP+Rg3veL+VTsBo8Xxfni/tvCmDlRE4EG4koWj7JUaWWbnAUhsAlcbxfd/f85cBAFDf/FJefb8+X/mNDxt5pOMyJeb8Qo7DfB+1IVv0tXaoqDWDRZ0+LaJYkD/b2H/ZnvuUXHKpkU169xsKNs+21AhApeDdBQCAPfB9XwNPfnzEICLYdpxaz7qJQQRqSjToaHZrSPM6YgwicMAi0y+QG5loZJnumyy1AVBJeIcBAGAPhn/3H8q88WMjc2MHqW3efXJDjZZaAUDlcwJhRTuvMbLMygVicTYAhhEAALyNbM99Sj3zV2YYiCkx7z4FGmfYKQUAVSTWdYPxXEqtVGHz45baAKgUDCMAANiNQt+L6l9+rSTzN3itZ81XeOKJdkoBQJUJTThRgZbDjCzTPd9SGwCVgmEEAAC7UEpvUN/ii+UXh408fvy/KDbrSkutAKD6OI6jhrLVEZlVt8svZi01AlAJGEYAAFDGL2aUXHKZvOFeI4913aDGo//WUitg7KwZLGr+Kyk93JvRyoGC8iX282N0xTqvN579woCyaxdZagOgEnB5NAAAO/F9T/2Pvl+FrU8ZeWjyGWo5/YdyHMdSM2DsvNaX1y9XZbY/z2oO6mtntVlshFoTaOpQeOq5xq1Eme75rDQD6hgrIwAA2MnQC19SdvUdRhZoOliJuXfLCUQstQLGVk+qaDy3xwOWmqCWxbpuNJ5zax9QKbvFUhsAtjGMAADgDzIrb9HQi/9kZE6oWYl5CxWITrLUChh7PYPlwwgWz2L0RWdeIQWiOwK/qOyq2+wVAmAVwwgAACTlNz+h/kc/YIaOq9ZzblcocaSdUsA48H1fvUMlI+tgGIEx4IabFe243Mgy3QsstQFgG8MIAEDdKw6tUXLJZZKXM/Lmk7+p6IwL7JQCxsmWjKdM0TywcmYzwwiMjVjZrRqFrU+r2P+apTYAbGIYAQCoa15+UMmHLpKX3WzkDYd9XI2Hf9JSK2D8lJ8X0RhylIjwERFjIzLtXXKjU4wsvZLVEUA94p0GAFC3fK+k/uXXqNj/spGHp/0/NZ/8TUutgPFVfl5ERzzIrTEYM44bVKzzWiPLdt8k3/csNQJgC8MIAEDdSj3zWeXW3m9kwZbDlTjndjkuy9RRH8pXRnBeBMZa+a0apeEe5Tcut9QGgC0MIwAAdWn499/X8Cv/ZWROZIIS8xbKjbRa6QTYMGIYwXkRGGPBtmMVTBxtZJnu+ZbaALCFYQQAoO7k1j+kwSc/YYZuSG1z71awuctOKcCCQsnXhmFu0sD4chxnxEGW2TV3yi+mLTUCYAPDCABAXSkO/F7Jh6+SfPMHsJbTf6jwlLMstQLsWDdUlGdepKH2eMBOGdSVWOd1krPjRxG/kFK2516LjQCMN4YRAIC64WW3qe+hi+Tn+4288ejPqWH2++yUAixaU7ZFY3LMVSzIx0OMvUDDNIUPmmdkbNUA6gvvNgCAuuCX8kouvUKl1Aojj3Rcrvjx/2KpFWBXb6psiwbnRWAclR9kmVv/oErpjZbaABhvDCMAADXP930NPPkx5TctM/LghOPVetYCOQ5vh6hP3KQBm6Idl8sJNu4IfE+ZVbfYKwRgXPHpCwBQ84Z/9w1l3viJkbkN09Q29z65ocbdvAqofbNbgzq8LaTGkCOJYQTGlxtqVHTmFUaW6V5gqQ2A8eb4vu/v+csAAKhO2Z57lVxyuaSd3u4CMU38o0cUmniCtV5AJfF9X8mcp1jQ4cwIjKvc+ofU9+C7jGzipS8pVHb1J4Daw7sNAKBmFba9oP7l18oYREhqPfsmBhHAThzHUVs0wCAC4y48dY7chulGxuoIoD7wjgMAqEml9Ab1Lb54xL318eO/otjMd1tqBQDYmeMG3rzmcyeZlTfL90q7eQWAWsEwAgBQc/xiWskll8pLrzXyWNeNajz6c5ZaAQB2JdZ1g/Hspdcrv3GJpTYAxgvDCABATfF9T/2Pvl+FrU8beWjymWo5/QdyHMdSMwDAroQSRynYdpyRZVbMt9QGwHhhGAEAqClDL/yjsqt/bmSBpoPVNvduOYGIpVYAgLfT0HWj8ZztuUteYchSGwDjgWEEAKBmZLpv1tCLXzYyJ9SsxHmL5EYnWmoFVJ7N6ZI+s2yb/uu5Ad31xrCe2ZSTxwVrsCjaeY3kBLY/+8W0smvustgIwFhjGAEAqAn5zY+r/7EPmKETUOLcOxRqPcJOKaBCrRksat1QSU9syOn214f1vRcHxQYm2BSITVFk+vlGlulmqwZQyxhGAACqXjG1Wskll0le3sibT/7miA+3AKSeVNF4bo8HOU8F1sXKtmrkNyxRaXjtbr4aQLVjGAEAqGpeflDJxRfJy24x8obDPqnGwz9hqRVQ2cqHETObg5aaADtE2y+RE2reKfGVWXmztT4AxhbDCABA1fK9ovqXvVfF/t8ZeWTa+Wo++T8ttQIqX8/gyJURgG1OMKborKuMLNM9Xz7nmQA1iWEEAKBqDT79WeXWPWBkwdYj1Hru7XJcfrgCdiVf8rVhuGRkHQwjUCFiXTcYz8X+V1Tse95SGwBjiWEEAKAqDb/2PaVf/aaRuZGJSsxbKDfcYqkVUPnWDhW18++ZHUnt8cDuvhwYV+EpZynQONPIMt0LLLUBMJYYRgAAqk5u/UMa/M0nzdANKzH3bgXjnXZKAVWifIvG5IaAokE+EqIyOI6rWNf1RpZZeYt8r7ibVwCoVrzzAACqSrH/NSWXXin55jLzljN+pPCUMy21AqpH+eGVHayKQIUp36rhZTcrt/5BS20AjBWGEQCAquFlt6lv8UXyCwNG3njM59VQ9uEVwK71lg8juEkDFSbYcqhCE082ssyK+ZbaABgrDCMAAFXBL+WVXPpulVLdRh6deYXix33ZUiug+qxJcXglKl+s60bjOdt7r7z8wG6+GkA1YhgBAKh4vu9r4ImPKr9puZGHJpygljN/Jsfh7QzYG4M5TwM5z8gYRqASxQ6+WnJDO4JSVtnVd9orBGDU8ekNAFDxhl/+d2VW/K+RuQ3TlZh3n9xQo6VWQPUpPy8i5EpTGzkzApXHjU5UZPofGxm3agC1hWEEAKCiZdfco9SznzMyJ9igtnn3KdAwzVIroDqtKRtGtMeDch3HUhvg7cVmm1s18puWqZhabacMgFHHMAIAULEK255X/yPXSfKNvPWsmxSacLydUkAV6x0cOYwAKlV0xoVywgkjy6y8yVIbAKONYQQAoCKV0uvVt/hi+cW0kcdP+KqiMy+31Aqobue2R3XNoY06Y1pE7fGADuYmDVQwJxB58+yInWS6F8j3/d28AkA1cXz+NgMAKoxfTGvbA+eosO0ZI491vU8tZ/6vHJaVA0BdyG9+XNvuP8PIJlz4pMKTTrHUCMBoYWUEAKCi+L6n/kfeN2IQEZ5yllpO/z6DCACoI6FJpykQ7zIyDrIEagPDCABARRl6/h+UXWNe3xaIdyox5y45gYilVgAAGxzHUazrBiPLrLpVfilvqRGA0cIwAgBQMdLdN2nopX8xMifUosS8RXKjEy21AgDYVD6M8HN9yq17wFIbAKOFYQQAoCLkNz2mgcc+aIZOQIlz71Co9XA7pQAA1gXjnQpNNs+NyHTPt9QGwGhhGAEAsK6YWqXkksskz1x223zKfysy/f/ZKQXUmGS2xC0EqFoNXTcaz9neRfJyfZbaABgN3KYBALDKyw9o2/2nq9j/ipE3HP4ptZzyLUutgNqSLfp6/6+2KBZ01BEPqqM5qPcc0qh4mN9LoTp4uaQ23T7VGFo3n/pdNR72UYutABwI3oEAANb4XlH9y947YhARmX6Bmk/6D0utgNqzdqgoX1K66Ou1ZEG/XpNROMDNNKgebiShaPslRpZZya0aQDVjGAEAsGbw6c8ot+7/jCzYeqRaz7lNjhu01AqoPb2povE8tTGgCMMIVJnYbHOrRmHz4yoOrrDUBsCBYhgBALBi+LX/UfrV/zYyNzJRiXkL5YZbLLUCatOaQXMY0RFn2IfqE5l+gdyIebNSpvsmS20AHCiGEQCAcZdb96AGf/NnZuiGlZh7j4Lxg+2UAmpY+cqIdoYRqEKOG1K08xojy3TP52BWoEoxjAAAjKtC/6tKPnyV5JeMvOWMHys85YzdvArA/vJ9X2tS5SsjApbaAAcm1nWD8VwaWqXC5scstQFwIBhGAADGjZfdquTii+QXBo286ZgvqKHrekutgNo2kPOUypu/OZ7ZzMoIVKfQhBMVaDnMyDLdHGQJVCOGEQCAceGXckoufbdKqZVGHp15pZqO+ydLrYDa15MyVyFFAtLkBlZGoDo5jqOGstURmVW3yy9mLTUCsL8YRgAAxpzv+xp4/CPKb3rEyEMTTlTrWT+T4/B2BIyVnrItGjOagnIdbtJA9Yp1mivp/MKAsmsXWWoDYH/x6Q8AMOaGX/43Zbp/ZmRuw3Ql5t0nJ9hgqRVQH8qHER1s0UCVCzR1KDz1XCPLdM+3UwbAfmMYAQAYU9k1dyv17OeMzAk2qG3eQgUaDrLUCqgfPVzriRoU67rReM6tfUCl7BZLbQDsD4YRAIAxU9j2nPofKT+Y0lHrWTcrNOE4K52AelLyfK0dYhiB2hOdeYUUiO4I/KKyq26zVwjAPmMYAQAYE6XhdepbfLH8YtrI4yd8VdGZl9kpBdSZjemSCp6ZMYxALXDDzYp2XG5k3KoBVBeGEQCAUecX00ouuVReer2Rx2b/iRqP+itLrYD6U35eRGvEVXOEj3+oDeVbNQpbn1ax/zVLbQDsK96NAACjyvc99T9yowrbnjXy8JSz1XLa9+Rwij8wbnpHnBfBlZ6oHZFp58mNTjGy9EpWRwDVwvF937ddAgBQOwaf+4KGX/qKkQXiXZp44ZNyoxMttQLqU77ka/1QUWtSRfWmSjqoMaB5HTHbtYBRM/j0X2r4d/+x/dltbNfkK1dzZTRQBRhGAABGTXrFfA08+j4jc0Itmnjhkwq2HmapFQCgVhW2vaCtC80DkdvOX6LIQXMsNQKwtxgZAgBGRX7Toxp4/MNm6ASUmHMngwgAwJgIth2rYOJoI+MgS6A6MIwAABywYmqlkksul7y8kTef8m1Fpp1nqRUAoNY5jqNY1w1Gll398xE3OQGoPAwjAAAHxMsPKPnQRfJyW4284fBPq/Gwj1pqBQCoF7HO66Sdzojwi0PK9txrsRGAvcEwAgCw33yvqP6Hr1Zx4FUjj0z/IzWf9A1LrQAA9STQME3hg+YZWaZ7vqU2APYWwwgAwH4bfOovlFv/KyMLth6p1nNuk+NyhSBg07Obcno9WVC26NmuAoy5WNeNxnNu/YMqpTdaagNgbwRtFwAAVKfhV7+j9GvfNjI3OkmJeYvkhpsttQIgSb7v67svDipVePPStCkNrj71zha9IxGy3AwYG9GOyzUYbJRfHH4z8D1lVt2ipiM/Y7cYgN1iZQQAYJ/l1v1Kg0992gzdsBJz71EwPstKJwA7JHPe9kGEJG1Ke2qO8LEPtcsNNSo68woj41YNoLLxrgQA2CeF/leUfPg9kl8y8tYzfqLw5NMttQKws55U0XiOBBxNivGxD7Wt/FaNYt8LKiR/a6kNgD3hXQkAsNdK2S1KPnSR/MKgkTcd+/eKdV1nqRWAcr2D5rCwIx6Q6ziW2gDjIzx1jtyG6UbG6gigcjGMAADsFb+UU3LJu1UaWmXk0VlXqemd/2inFIBdWlO2MqIjzjFhqH2OG1Cs83ojy6y8Wb5X2s0rANjEMAIAsEe+72vg8T9VYfOjRh6aeJJaz/ypHIe3E6CS9JYNI9oZRqBOlG/V8NLrld+4xFIbAG+HT48AgD0a/u1XR9zZ7jbMUGLuvXKCDZZaAdiVkudr7ZA5jJjZzDAC9SGUOFLBCccbWWbF/N18NQCbGEYAAN5WZs1dSj33eSNzgo1qm7dQgYaDLLUCsDsbhksqembGNg3Uk4ZOc3VEtucueYUhS20A7A7DCADAbhW2Pqv+5deXpY5az75ZoQnvtFEJwB6U36SRiLhqCvORD/Uj2nmN5AS2P/vFtLJr7rLYCMCu8M4EANil0vA69S25RCpljDx+4r8p2nGppVYA9qR8GMEWDdSbQGyKItPPN7LyrYYA7GMYAQAYwSsMq2/JJfLS64089o4PqPHIv7TUCsDe6Bnk8Eog1nWj8ZzfsESl4bWW2gDYFYYRAACD73saePRGFbc9Z+ThKeeo5dTvynEcS80A7I3ylREd8cBuvhKoXdH2S+SEmndKfGVW3mytD4CRGEYAAAyp5/5uxN7aQHy2EnN+IScQttQKwN5IFzxtyZinV3awTQN1yAnGFJ11lZFluufL931LjQCUYxgBANguveJnGv7tvxqZE25V23mL5EYnWGoFYG/1pkrGs+tI0xsZRqA+xbrMWzWK/a+o2Pe8pTYAyjGMAABIkvKbHtHA4x82QyegxLl3KthyqJ1SAPbJUMFTS3jHVqppjQGFAmytQn0KTzlLgcaZRpbpXmCpDYByjs9aJQCoe8XBbm395Snyc9uMvPm076nx0I9YagVgfw3kPPWkiiqUfB0/JWK7DmBN6rm/09BL/7L92Y1O1uT3rJPjsmIIsI2VEQBQ57xcv5KLLx4xiGg84s8ZRABVqiXi6uiJYQYRqHvlWzW87Gbl1j9oqQ2AnTGMAIA65ntFJZddreLAq0YemXGh4id+3VIrAABGR7DlUIUmnmJkmRXzLbUBsDOGEQBQxwaf+nPly35DFGw9Sq1n3yLH5TpAAED1K18dke25R15+wFIbAG9hGAEAdWr41W8r/dp3jMyNTlZi3kK54ebdvAoAgOoSO/hqyQ3tCLycsqvvtFcIgCSGEQBQl7Jr/0+DT33aDN2IEnPvUTA+y0onAADGghudqMj0PzayTDdbNQDbGEYAQJ0pJH+n/mVXS75n5K1n/kThyadZagXgQN2/Kq07Xh/SbzZktX6oKI8L04DtYrNvNJ7zm5armFptpwwASRJ32gBAHSlltyi5+CL5hUEjbzr2HxTrvNZSKwCjYWlvRj2p0vbnDxzZpPNnNVhsBFSO6IwL5YQT8vPJ7Vlm5U2KH/t3FlsB9Y2VEQBQJ/xSTskll6s0tNrIo7OuVtM7/9FKJwCjo+j5WjdUMrKOZn7nBLzFCUTePDtiJ5nuBfJZQQRYwzACAOqA7/saePzDKmx+zMhDE09W65n/K8dxLDUDMBrWD5VUKvuZqj3OMALYWfmtGqXB11XY+pSlNgAYRgBAHRj+7b8q073AyNzGdiXm3isnGLPUCsBo6UkVjecJUVdNIT7mATsLTTpNgXiXkZW/NwIYP7xLAUCNy6y+U6nnvmBkTrBRbfMWKtAw1VIrAKOpfBjRwaoIYATHcUasjsisulV+KW+pEVDfGEYAQA3Lb31G/Y/cWJY6aj3nVoXajrXSCcDo6xksG0ZwXgSwS+XDCD/Xp9y6Byy1AeobwwgAqFGl4bVKLr5EKmWMPH7ivyvafrGlVgDGQvnKCM6LAHYtGO9UaPKZRpbpnm+pDVDfGEYAQA3yCsPqW3yJvMwGI4+940NqPPIzlloBGAvDBU/bsp6RzWQYAexWQ9nqiGzvInm5PkttgPrFMAIAaozve+p/5HoV+5438vDUc9Vy6ne4OQOoMeWrIgKONK0pYKkNUPmis66S3MiOwMsrs+oOe4WAOsUwAgBqTOrZzyvXc4+RBZrfocScX8gJhO2UAjBmys+LmNYUUNBl6AjsjhtJjNiuyFYNYPwxjACAGpJ+46cafvlrRuaEE2qbt0hupM1SKwBjqTdVMp65SQPYs9hs83DnwpYnVBxcYakNUJ8YRgBAjchtXK6BJ/7UDJ2gEnPuVLDlEDulAIw5rvUE9l1k+gVyIxONLNO9wFIboD4xjACAGlAc7FZy6eWSVzDyltP+R5GD5lpqBWCs+b7PMALYD44bUrTzGiPLdC+Q7/uWGgH1h2EEAFQ5L9evvsUXyS87CbzxyM+o4ZAPW2oFYDxszXjKFM0fnjqaGUYAeyNWdqtGaWiVCpsfs9QGqD8MIwCgivleQcll71Fp4DUjj8y4SPET/s1SKwDjxZN09vSoZjUHFXKlhqCjCVE+3gF7IzThRAVaDjMytmoA48fxWYsEAFXJ930NPvkJpX//XSMPJo7WhD9+TG4obqkZABtKnq++rKdJDVzrCeytoZe+otRzX9j+7IRaNOXqjXKCUYutgPrA6BwAqlT6tW+PGES40SlKzFvIIAKoQwHXYRAB7KNY5/XGs18YUHbtIkttgPrCMAIAqlB27QMafOrPzdCNKDH3HgWbZlrpBABAtQk0dSg89Vwjy3TPt1MGqDMMIwCgyhSSL6t/2dWS7xl565k/VXjyqZZaAQBQnWJdNxrPubUPqJTdYqkNUD8YRgBAFSllNiu5+GL5hZSRNx37RcU632upFQAA1Ss68wopENsR+EVlV91mrxBQJxhGAECV8ItZJZdertLQaiOPHvxeNb3zi3ZKAQBQ5dxws6IdlxlZZgVbNYCxxkXUAFAFfN9X/+MfUmHz40YemniKWs/4iRzHsdQMgC0/f31YL2zJqSMeVEc8qCMmhDWzmY92wP6Idd2o7Kpbtz8Xtj2jQv+rCrUebrEVUNtYGQEAVWDopa8ou/JmI3Mb25WYe4+cYGw3rwJQy1b0F7Siv6glvVn99JUhPbE+a7sSULUi086TG51iZJnuBZbaAPWBYQQAVLjM6p9r6Pm/MzIn2KS2eYsUaJhqqRUA23pSReO5nVURwH5z3KBiXdcZWWblTfLLDosGMHoYRgBABctvfVr9j9xYljpqPedWhdqOsdIJgH1DBU99WfOHpJlxhhHAgYh13mA8e8O9ym9cZqkNUPsYRgBAhSoN9yq5+BKpZC69jp/0dUXbL7LUCkAl6Bk0V0UEXWlqY8BSG6A2BNuOVTBxtJGxVQMYOwwjAKACeYUh9S2+RF5mo5HHDvmwGo/4C0utAFSK8i0a05uCCrocZAscCMdxFOsyV0dkV/9cfjFtqRFQ2xhGAECF8X1P/cuvV7HvBSMPHzRXLad+h5szAIwYRnSwRQMYFbHO6yRnx49IfnFI2Z57LTYCahfDCACoMKln/1a5XvODT6D5HUqc+3M5bshSKwCVpHewfBjBFg1gNAQapil80Dwjy3TPt9QGqG0MIwCggqTf+ImGX/43I3PCCbXNWyQ30mapFYBK4vm+elIlI2NlBDB6Yl3mwdG59Q+qlN64m68GsL8YRgBAhchtXKaBxz9ihk5QiTm/ULDlEDulAFScrRlP2ZJvZB1c6wmMmmjH5XKCjTsC31Nm1S32CgE1imEEAFSA4uAKJZe+W/LNpdctp31XkYPmWGoFoBKVnxfRFHKUiPCRDhgtbqhR0ZlXGBm3agCjj3cuALDMyyXV99BF8nN9Rt545F+q4ZAPWWoFoFKtGXFeRJCDbYFRVr5Vo9j3ggp9L1lqA9QmhhEAYJHvFZR8+CqVBn9v5JH2ixU/4WuWWgGoZL1lKyPaOS8CGHXhqefKbZhuZKyOAEYXwwgAsMT3fQ0++SnlNyw28mDiGLWefYscl9PxAYxUvk1jJudFAKPOcQOKdV5vZJmVN8v3Srt5BYB9xTACACxJv/otpV//vpG50Slqm7dQbqjJUisAlSxf8rVh2PxhiJURwNiIdd1gPHuZDSN+gQBg/zGMAAALsmvv1+DTnzHDQFSJefcq0NRhpxSAqvDJdzbr8q4GHT85rEkxV+1xVlEBYyGUOFLBCccbGVs1gNHj+L7v7/nLAACjpZD8rbbdf4b8QsrIW8+5TbGDr7bUCgAAlBv+3X9p8Om/2P7sBBs0+epNrGAERgErIwBgHJUym5V86OIRg4imd36JQQQAABUm2nmN5OxYfeQX08quuctiI6B2MIwAgHHiF7NKLrlMpeE1Rh49+Bo1Hfv3lloBAIDdCcSmKDL9fCPLdM+31AaoLQwjAGAc+L6v/sc/qMKWJ4w8NOlUtZ7xEzmOY6kZAAB4O7GuG43n/IYlKg2vtdQGqB0MIwBgHAy99M/KrrzFyAKNHUrMvUdOMGqpFQAA2JNo+yVyQs07Jb4yK2+21geoFQwjAGCMZVbdoaHn/8HInGCTEuctUiA2xVIrANUmXfA0VPBs1wDqjhOMKTrrKiPLdM8X9wAAB4aLqQFgDOW3PKX+R99nho6r1nNuUyhxtJ1SAKrSw2uz+tkrQ5oQddUeD+q4yWFdMKvBdi2gLsS6blTmjR9vfy72v6Ji3/MKlV39CWDvsTICAMZIabhXycWXSKWskTef+A1F2y+01ApAtepJFSVJ27KeXtiSV3d/0XIjoH6Ep5ypQONMI0uv4CBL4EAwjACAMeAVhtT30MXyspuMvOGQP1XDEZ+21ApANetNmcOHjmYWuALjxXFcxbpuMLLsqlvlewVLjYDqxzACAEaZ75XUv/w6FZMvGnn4oLlqPvXb3JwBYJ95vj9yGBEPWGoD1KfyYYSX3azcugcttQGqH8MIABhlqWc/p1zvfUYWaD5EiXPvlOOGLLUCUM02p0vKlcysI87KCGA8BVsOUWjiKUaW6V5gqQ1Q/RhGAMAoSr/+Yw3/7utG5oQTajtvkdxIwlIrANWuJ2VOIuJhR60RPsYB423EVo2ee+TlByy1Aaob72IAMEpyGx7WwBMfNUMnqMScuxRsfoedUgBqwprB8i0aQbZ8ARbEDr5a2nmVo5dTdvWd9goBVYxhBACMguLgG0oufbfkmz8wtJz2PUUOOtdOKQA1Y+R5EWzRAGxwoxMVmf7HRpbp5lYNYH8wjACAA+Tlkup76CL5+aSRNx75WTUc8kFLrQDUkh6GEUDFiM2+0XjOb1quYmq1nTJAFWMYAQAHwPcKSj58pUqDrxt5pP0SxU/4qqVWAGpJruRr47B5ZgTXegL2RGdcKCdsngOVWXmTpTZA9WIYAQD7yfd9DT75SeU3LDHyYOJYtZ59sxyXa/cAHLi1qaL8nZ4dSTOaGEYAtjiByJtnR+wk071Avu/v5hUAdoVhBADsp/Qr31T69R8YmRubqrbzFsoNNVlqBaDWlG/RmNIQUDTI4ZWATeW3apQGX1dh61OW2gDViWEEAOyHbO8iDT79GTMMRJWYe68Cje12SgGoSeXDiHbOiwCsC006TYF4l5FluhdYagNUJ4YRALCPCn0vqX/ZNZLM5ZitZ/5M4Ukn2ykFoGb1lF/r2cwWMMA2x3EU6zIPssysulV+KW+pEVB9GEYAwD4oZTYpufhi+cUhI2867p8UO/g9lloBqGXl13rOZGUEUBFiXdcbz36uT7m191tqA1Qf3s0AYC/5xYySSy5TabjHyKOd16rpmL+z1ApArfuPcyeoZ7Co3lRRPamiOltCtisBkBSMdyo0+UwVNj+6PcusXKDozMvslQKqiONz7CsA7JHv++pffp2yq2418tCk0zTh/CVyglFLzQAAgC3p3/9AA098ZEfghjTl6o1yI232SgFVgm0aALAXhl788ohBRKBxphJz72EQAQBAnYrOukpyIzsCr6DMqjvsFQKqCMMIANiDzMrbNPTCF43MCcWVOG+RArHJlloBAADb3EhC0faLjSzTPd9SG6C6MIwAgLeR3/Ib9T/6fjN0XLWec5tCiaOsdAIAAJUjNtu8VaOw5QkVB1dYagNUD4YRALAbpaEeJRdfKnk5I28+6T8UnfHHlloBAIBKEpl+gdzIRCPLdC+w1AaoHgwjAGAXvEJKfYsvlpfdZOQNh35UDYf/maVWAOpJf87TY+uz6k0VVfQ4bxyoVI4bUrTzGiPLdC8Q9wQAb4+rPQGgjO+V1L/8OhWTLxl5+KDz1HzKt+Q4jqVmAOrJ7/vy+tbzg5KkoCsd0RbSF05JWG4FYFdiXTco/ep/b38uDa1SYfNjCk8502IroLKxMgIAyqSe/RvlehcaWaD5UCXO/bkcN2SpFYB6syZV3P7PRU/id6xA5QpNOFGBlsOMjK0awNtjGAEAO0m//iMN/+4bRuZE2tR23iK5kVY7pQDUpZ7BkvHcEWdBK1CpHMdRQ5d5kGVm1e3yi1lLjYDKxzACAP4gt2GpBp74mBm6ISXm3KVg82w7pQDUrd6dVkZIDCOAShfrvM549gsDyq5duJuvBsAwAgAkFQdeV3LpFZJvfvhvOe37ikw9x1IrAPUqW/S1KV22MqKZYQRQyQJNHQpPnWNkbNUAdo9hBIC65+X61Lf4Ivn5pJE3HvXXanjHn1hqBaCerR0qGmdEOJJmNDGMACpdrOsG4zm39gGVslsstQEqG8MIAHXN9wpKLr1SpcE3jDzSfqniJ/yrpVYA6l3PoLlK66DGgMIBbvIBKl105hVSILYj8IvKrrrNXiGggjGMAFC3fN/XwBMfV37jUiMPtr1TrWffJMfhWyQAO3rKzoto57wIoCq44WZFOy4zssyK+XbKABWOT9oA6tbwK/+pzBs/MjI3dpDa5i2UG2qy1AoARg4jOC8CqB6xsls1CtueUaH/VUttgMrFMAJAXcr2LlTq6c+aYSCqxLx7FWicYacUAOjNVVvlw4iZrIwAqkZk2nlyo1OMjIMsgZEYRgCoO4W+F9W/7BrJOB5Oaj1rvsITT7JTCgD+YCDnKZU3vz+1xwOW2gDYV44bVKzLvOYzs/Im+b5nqRFQmRhGAKgrpfRG9S2+WH5x2MibjvtnxWZdZakVAOywpmxVRCTgaHIDwwigmsQ6zVs1vOFe5Tcus9QGqEwMIwDUDb+YUXLJZfKGe4081nm9mo75vKVWAGDqSZWM5/Z4QK7DTRpANQm2Hatg4mgjY6sGYGIYAaAu+L6v/kf/RIWtvzHy0OTT1XL6D+XwQR9AhegtP7yS8yKAquM4jmJd5uqI7Oqfyy+mLTUCKg/DCAB1YeiFLym7+nYjCzTNUmLO3XKCUUutAGDXIjvtymAYAVSnWOd10k7XhPvFIWV77rXYCKgsju/7/p6/DACqV2blrepffq2ROaG4JvzxEwoljrTUCgB2z/N9bU6X1JsqqaM5qCmcGQFUpW0Pnq/8+ge3P0emX6C2dz1gsRFQOVgZAaCm5Tc/qf5H/8QMHVet59zOIAJAxXIdR1MbgzppaoRBBFDFyrdq5NY/qFJ6g6U2QGVhGAGgZhWH1ii55FLJyxl588n/peiMP7LUCgAA1Itox+Vygo07At9TZtWt9goBFYRhBICa5BVSSi6+WF52s5E3HPoxNRz2SUutAABAPXFDjYrOvMLIMivmW2oDVBaGEQBqju+V1L/sGhWTvzXy8LR3qfmUb3JzBgAAGDexrhuN52LyRRX6XrLUBqgcDCMA1JzUM3+l3NpfGlmg5TAlzrlDjhuy1AoAANSj8NRz5TZMN7JM9wJLbYDKwTACQE1J//4HGn7lP43MiUxQ27xFciOtdkoBwF7IFj39z4uDWrgyrRe35JTMlsSlZ0D1c9yAYp3XG1lm5c3yvZKlRkBl4OJqADUjt2GJBp78hBm6ISXm3KVgc5edUgCwl3pSJS1bm93+7Eiaf8EkhblMA6h6sa4bNPzy17Y/e5kNym9YrMj0/2exFWAXKyMA1ITiwOtKLr1C8otG3nLaDxSZeralVgCw93pT5vevaU0BhQOccQPUglDiSAUnHG9kbNVAvWMYAaDqedlt6nvoQvn5fiNvPOpv1PCO91vpBAD7qqdsGNERZwErUEsaOm8wnrM9d8krDFlqA9jHMAJAVfNLeSUfvlKl1Aojj3RcpvgJX7HUCgD2Xc+gOYxoZxgB1JRo5zWSs2PflV9MK7vmLouNALsYRgCoWr7va+DJjyu/8WEjD7Ydp9azbpLj8C0OQHXwfX/EyoiZzQwjgFoSiE1RZPoFRpbpnm+pDWAfn9QBVK3h3/2HMm/82Mjc2EFqm7dQbqjRUisA2HfJnKehgnlzBts0gNoT6zK3auQ3LFFpeK2lNoBdDCMAVKVsz31KPfNXZhiIKTHvPgUap+/6RQBQocq3aEQDjibG+JgG1Jpo+yVyQs07Jb4yK2+21gewiXc5AFWn0Pei+pdfK8n8LWLrWfMVnniinVIAcADKt2i0xwNyHW7SAGqNE4wpOusqI8t0z5fv+7t5BVC7GEYAqCql9Ab1Lb5YfnHYyOPH/4tis6601AoADkxPqmQ8d3BeBFCzYl03Gs/F/ldU7HveUhvAHoYRAKqGX8woueQyecO9Rh7rukGNR/+tpVYAcOC41hOoH+EpZyrQONPI0is4yBL1h2EEgKrg+576H32/ClufMvLQ5DPUcvoP5bCcGUCVKnq+1g0xjADqheO4Iw6yzK66Vb5XsNQIsINhBICqMPTCl5RdfYeRBZoOVmLu3XICEUutAODAbRwuqeiZGcMIoLaVDyO87Gbl1j1oqQ1gB8MIABUvs/IWDb34T0bmhJqVmLdQgegkS60AYHSsKdui0RZ11RTmIxpQy4Ithyg08RQjy3QvsNQGsIN3OgAVLb/5CfU/+gEzdFy1nnO7Qokj7ZQCgFHUO8gWDaAejdiq0XOPvPyApTbA+GMYAaBiFVOrlVxymeTljLz55G8qOuMCO6UAYJS1x4M6aUpEUxsCcsQwAqgXsYOvltzQjsDLKbv6TnuFgHHm+FxqC6ACeflBbbv/DBX7XzbyhsM+oZZTv22pFQCMrWzRV9Hz2aYB1Im+xZcp13vv9ufwlLM14Y+WWWwEjB/e6QBUHN8rqX/5NSMGEeFp/0/NJ/+XnVIAMA6iQYdBBFBHYrNvNJ7zm5armFptpwwwzni3A1BxUs98Vrm19xtZsOVwJc65XY7L8mUAAFAbojMulBNOGFlm5U2W2gDji2EEgIoy/Pvva/iV/zIyJzJBifMWyY20WukEAAAwFpxA5M2zI3aS6Z4vdtKjHjCMAFAxcusf0uCTnzBDN6S2uXcrGO+0UwoAAGAMxbrMrRqlwTdU2PqUpTbA+GEYAaAiFPtfU3LplZJfMvKW03+o8JSzLLUCAAAYW6FJpyoQn21kme75ltoA44dhBADrvOw29S2+SH7BvFu78ei/VcPs91lqBQBjy/d9/cXD2/TlJ5Oa/0pKS3szGi54tmsBGGeO4yjWdYORZVbdJr+Ut9QIGB8MIwBY5ZfySi69QqVUt5FHZ75b8eP/2VIrABh727Ke1g+X9PK2gn65KqPvvZRSpsg+caAexbquN579XN+Iw7yBWsMwAoA1vu9r4MmPKb/JvE87OOF4tZw5X47DtygAtatnsGg8NwQdTYjyfQ+oR8F4p0KTzzSyzMoFltoA44N3PADWDP/u68q88RMjcxumqW3ufXJDjZZaAcD46EmZw4j2eFCO41hqA8C2hrKtGtnehfJyfZbaAGOPYQQAK7I99yr1zN+YYSCmtrn3KdA43U4pABhH5cOIjnjQUhMAlSA66yrJjewIvIIyq+6wVwgYYwwjAIy7wrYX1L/8Wknm3ujWs29SaOIJdkoBwDgbMYxoDlhqAqASuJGEou0XGxm3aqCWMYwAMK5K6Q3qW3yx/GLayOPH/6tiM99tqRUAjK+i52v9kHmVMSsjAMRm32g8F7Y8oeLgCkttgLHFMALAuPGLaSWXXCovvdbIY103qvHov9nNqwCg9qwfKqlUdnFGO8MIoO5Fpl8gNzLRyDLdHGSJ2sQwAsC48H1P/Y++X4WtTxt5aPKZajn9BxzaBqCurCnbojEh6qoxxMcyoN45bkjRzmuMLNO9QL7Ptb+oPbzrARgXQy/8o7Krf25kgXin2ubeLScQ2c2rAKA29ZYNI2Y2syoCwJtiXeZWjdLQKhU2P2apDTB2GEYAGHOZ7ps19OKXjcwJNSsxb6Hc6MTdvAoAalfP4MhrPQFAkkITTlCg5TAjS3OQJWoQwwgAYyq/+XH1P/YBM3QCSpx7h0KtR9gpBQCWca0ngN1xHEcNZasjsqvukF/MWmoEjA2GEQDGTDG1Wskll0le3sibT/6mItPPt1MKACwbKnjalvWMjGEEgJ3FOq8znv3CgLJrF1pqA4wNhhEAxoSXH1Ry8UXysluMvOGwT6rx8E9YagUA9pWfFxFwpGlNAUttAFSiQFOHwlPnGBm3aqDWMIwAMOp8r6j+Ze9Vsf93Rh6Zdr6aT/5PS60AoDKUnxcxvSmgoMuNQgBMsa4bjOfc2gdUKvslD1DNGEYAGHWDT39WuXUPGFmw9Qi1nnu7HJelyADq27GTwvrw0XGdPzOmw9tCOqwtbLsSgAoUnXmFFIjtCPyisqtus1cIGGWOz6W1AEbR8Gvf1eCTHzcyNzJREy76jYLxTkutAAAAqk9y2bXKrrp1+3NowomaePHTFhsBo4eVEQBGTW79rzX4m0+ZoRtWYu7dDCIAAAD2UazsVo3CtmdU6H/VUhtgdDGMADAqiv2vKbn0KskvGXnLGT9SeMqZlloBAABUr8i08+RGpxgZB1miVjCMAHDAvOxW9S2+SH5hwMgbj/m8GsoOXwIAAMDecdygYl3mNZ+ZlTfJ973dvAKoHgwjABwQv5RXcukVKqW6jTw68wrFj/uypVYAAAC1oXyrhjfcq/zGZZbaAKOHYQSA/eb7vgae+Kjym5YbeWjCCWo9a74ch28xALCzLemS8iXODgew90JtxyqYONrIMt3zLbUBRg8/KQDYb8Mv/7syK/7XyNyG6UrMu09OsMFSKwCoXF99ul/v+9UWfWbZNv3XcwNaOVCwXQlAFShfHZFdfaf8YtpSG2B0MIwAsF+ya+5R6tnPGZkTbFDbvPsUaJhmqRUAVK5Cydf64ZI8X1o3VNITG3IqlPb8OgCIdV4r7bTi1C8OKdtzj71CwChgGAFgnxW2Pa/+R66TZC41bj3rJoUmHG+nFABUuHXDRXllOzTa4wE7ZQBUlUDDNIUPOs/IuFUD1Y5hBIB9UkqvV9/ii0csDYyf8FVFZ15uqRUAVL6ewaLxPCnmqiHERzEAeydWdkNZbv2DKqU3WGoDHDjeAQHsNb+YVnLxJfLS64w8Nvv9ajzqry21AoDq0JMy92R0xIOWmgCoRtGOy+UEG3cEvqfMqlvtFQIOEMMIAHvF9z31P/I+FbY9a+ThKWep5bTvy3EcS80AoDr0psyVER3NDCMA7D031KjozCuMLLOCWzVQvRhGANgrQ8//g7Jr7jSyQLxTiTl3yQmELbUCgOqxpmybBisjAOyr8ls1iskXVeh7yVIb4MAwjACwR+nuBRp66V+MzAm1KDFvkdzoREutAKB6DOU9JXOekTGMALCvwlPPldsw3cg4yBLVimEEgLeV3/SYBh77kBk6ASXm/Fyh1sPtlAKAKtNTtkUj6EoHNXKTBoB947gBxTqvN7LMypvle9wTjOrDMALAbhVTq5Rccpnk5Y28+ZT/VmTau+yUAoAqVL5FY0ZTUAGXs3YA7LvyWzW8zAblNyy21AbYfwwjAOySlx9QcvFF8nJbjbzh8D9T42Efs9QKAKpT+eGV7WzRALCfQokjFZxwvJGxVQPViGEEgBF8r6j+Ze9Vsf8VI49Mv0DNJ33DUisAqF7l2zRmMowAcAAayg6yzPbcJa+QstQG2D8MIwCMMPj0Z5Rb939GFmw9Uq3n3CbH5QM0AOwLz/fVmzL3c7c3c14EgP0XPfgaydnxfcQvppVdc5fFRsC+YxgBwDD82v8o/ep/G5kbmajEvIVywy2WWgFA9dqS8ZQt+UbGTRoADkQgNlmR6RcYGVs1UG0YRgDYLrfuQQ3+5s/M0A0rMfceBeMH2ykFAFWu/LyIeMhRIsJHMAAHpvwgy/yGJSoNr7XUBth3ju/7/p6/DECtK/S/qm2/PFV+YdDIW85aoIau63fzKgDAnvi+r21ZT72potYMFlXypSve0Wi7FoAq5xcz2nT7VOOzW/yEr6rp6L+x2ArYewwjAMjLbtXWX56iUmqlkTcd8wXFj/9nS60AAADwdvof+5Ayb/x4+3Ow9QhNvPRlOQ5XB6PysUYQqHN+Kafk0nePGEREZ16ppuP+yVIrAAAA7Ems7FaNYv8rKvY9b6kNsG8YRgB1zPd9DTz+EeU3PWLkoQknqvWsn8lx+BYBAABQqcJTzlSgcaaRpVfMt9QG2Df8pAHUseGX/02Z7p8ZmdswXYl598kJNlhqBQAAgL3hOO6Igyyzq26V7xUsNQL2HsMIoE5l1tyl1LOfMzIn2KC2eQsVaDjIUisAAADsi/JhhJfdrNy6By21AfYewwigDhW2PaeBR24oSx21nnWzQhOOs9IJAGrRy1vzem5TTlszJXFmOICxEGw5RKGJpxhZpnuBpTbA3gvaLgBgfJWG16lv8cXyi2kjj5/wVUVnXmanFADUqHu7h/XS1jeXSzcEHV1/eJPmdcQstwJQa2Kzb1Rh62+2P2d77pGX65cbabVXCtgDVkYAdcQrDKtvySXy0uuNPDb7T9R41F9ZagUAtasnVdr+z+mir4YQ1+0BGH2xWVdLbmhH4OWUXXOnvULAXmAYAdQJ3/c08OiNKm57zsjDU85Wy2nf4z5qABhlgzlP/TnPyDriLEoFMPrc6ARFZlxoZGzVQKVjGAHUidTzf6/smruMLBDvUmLOXXICYUutAKB29aSKxnPIlaY2BCy1AVDryg+yzG9armJqtZ0ywF5gGAHUgfSK+Rp+6StG5oRa1DZvkdzoBEutAKC2lQ8jZjQFFXBZhQZgbERnXCgnnDCyzMqbLLUB9oxhBFDj8pse1cDjHzJDJ6DEnDsVbD3MTikAqAM9g+YwoqOZLRoAxo4TiCh28NVGlumez00+qFgMI4AaVkytVHLJ5ZJXMPLmU76tyLTzLLUCgPpQvjKinfMiAIyxWNeNxnNp8A0Vtj5lqQ3w9hhGADXKyw8o+dBF8nJbjbzh8E+r8bCPWmoFAPXB832tHTKHETMZRgAYY6FJpyoQn21kme75ltoAb49hBFCDfK+o5MPvUXHgVSOPzPhjNZ/0DUutAKB+bEqXlCuZWUecwysBjC3HcUYcZJlZdZv8Ut5SI2D3GEYANWjwqb9Qfv2DRhZsPUqtZ98qx+XDMACMtfLzIuJhRy0RPnYBGHuxruuNZz/Xp9za+y21AXaPd0Wgxgy/+h2lX/u2kbnRSUrMWyg33GypFQDUl56UuSxiZjwox+EmDQBjLxjvVGjymUaWWbnAUhtg9xhGADUkt+5XGnzq02boRpSYe4+C8VlWOgFAPeLwSgA2NZRt1cj2LpSX67PUBtg1hhFAjSj0v6Lkw++RfPO3ca1n/FjhyadbagUA9am3bBjRwTACwDiKzrpKciM7Aq+gzKo77BUCdoFhBFADStktSj50kfzCoJE3Hfv3inVdZ6kVANSnXMnXxmFzMNzRzDACwPhxIwlFOy4xMm7VQKVhGAFUOb+UU3LJu1UaWmXk0VnvUdM7/9FOKQCoY/05T9ObAnL/cESEI7ZpABh/5bdqFLY8oeLgG5baACM5vu/7tksA2D++72vg0fePmHSHJp6kCRcskxOMWWoGAMiXfK0fKmpTuqRTDorargOgzvheQZtvnyYvt3V71nTsPyh+3JcstgJ2YGUEUMWGf/vVEYMIt2GGEnPvZRABAJaFA45mtYQYRACwwnFDinZeY2SZ7gXid9GoFAwjgCqVWXOXUs993sicYKPa5i1UoOEgS60AAABQKWJdNxrPpaFVKmx+zFIbwMQwAqhCha3Pqn/59WWpo9azb1ZowjttVAIAAECFCU04QYGWw4wszUGWqBAMI4AqUxpep74ll0iljJHHT/w3RTsutdQKAAAAlcZxHDWUrY7IrrpDfjFrqRGwA8MIoIp4hWH1LblEXnq9kcfe8QE1HvmXlloBAACgUsU6zWve/cKAsmsXWmoD7MAwAqgSvu+p/5EbVNz2nJGHp5yjllO/K8dxLDUDALzlyQ1Z/eTllB7qyej1ZEHZome7EoA6F2jqUHjqHCPLdC+w1AbYgUuvgSqReu4LyvXcbWSB+Gwl5vxCTiBsqRUAYGfPbc5r2dody5/nzIjqo8c2W2wEAFKs6wblNy7d/pxb+4BK2S0KRCdZbIV6x8oIoAqkV/xMw7/9qpE54Va1nbdIbnSCpVYAgHK9qaLx3N7M730A2BedeYUU2Onad7+o7Krb7BUCxDACqHj5TY9o4PEPm6ETUOLcOxVsOdROKQDACJ7vjxhGzIwzjABgnxtuVrTjMiPLrOBWDdjFMAKoYMXBbvUtuVzyCkbecur/KDJtnqVWAIBd2ThcUqHsiIgOhhEAKkSs7FaNwrZnVOh/1VIbgGEEULG8XL+Siy+Wn9tm5I1H/LkaDv1TS60AALvTU7YqoiXiqjnCRy0AlSEy7Ty5salGxkGWsIl3SKAC+V5RyWXvUXHAnFZHZlyo+Ilft9QKAPB2yocRM+MBS00AYCTHDSrWea2RZVbeJN/n1h/YwTACqECDT31a+fW/NrJg4mi1nnOrHJcPtwBQiXoGyw6vZIsGgApTvlXDG+5VfuMyS21Q7xhGABVm+NVvK/3a/xiZG52sxLyFckNxS60AAHvSkyoZz5wXAaDShNqOVTBxtJFlujnIEnYwjAAqSHbt/2nwqU+boRtRYu49CjbNtFMKALBH2aKnzemyYQTXegKoQOWrI7Kr75RfTFtqg3rGMAKoEIXk79S/7D1S2b691jP/V+HJp1lqBQDYG72pkvydnh1JM5oYRgCoPLHOayVnx4+BfnFI2Z577BVC3WIYAVSAUnaLkosvkl9IGXnTsf+gWOc1lloBAPZW+eGVBzUGFA44ltoAwO4FGqYpfNB5RsatGrCBYQRgmV/MKrnkMpWGVht5dNbVanrnP1rpBADYN71lwwi2aACoZLGuG4zn3PoHVUpvsNQG9YphBGCR7/saePzDKmx+3MhDE09W65n/K8fht2oAUA3KV0ZweCWAShbtuFxOsHFH4HvKrLrVXiHUJYYRgEXDv/1XZVbeZGRuY7sSc++VE4xZagUA2Be+74+41pNhBIBK5oYaFZ15hZFlVnCrBsYXwwjAkszqO5V67gtG5gQb1TZvoQINUy21AgDsq5IvnT0jqqMnhtQSefOjFds0AFS68ls1iskXVeh7yVIb1CPH931/z18GYDTltz6jbQ+cLZUyO6WOEvPuVbT9Ymu9AAAHbiDnKR525LLVDkAF872SNt85S1567fas8cjPqvmkf7fYCvWElRHAOCsNr1Vy8SVlgwgpfuK/M4gAgBrQEnEZRACoeI4bUKzzOiPLrLxZvley1Aj1hmEEMI68wrD6Fl8iL2OeVhx7x4fUeORnLLUCAABAPSq/VcPLbFB+w2JLbVBvGEYA48T3PfU/cr2Kfc8beXjqHLWc+h1uzgAAAMC4CiWOVHDC8UaW7uYgS4wPhhHAOEk9+3nleu4xskDzO5SYc6ecQNhOKQAAANS1hrKDLHM9d8srpCy1QT1hGAGMg/QbP9Xwy18zMiecUNu8RXIjbZZaAQAAoN5FD75GcgLbn/1iWtk1d1lshHrBMAIYY7mNyzXwxJ+aoRNUYs6dCrYcYqcUAGBUPLEhqz9buk1ff6Zfd7w+pOc352xXAoB9EohNVmT6BUaW6V5gqQ3qCcMIYAwVB1coufRyySsYectp/6PIQXMttQIAjJY1g0VtSpf09Ka8fvFGWg+szuz5RQBQYcoPssxvWKLS8NrdfDUwOhhGAGPEy/Wrb/HF8nN9Rt545GfUcMiHLbUCAIymnsGi8dwRD1pqAgD7L9p+iZxQ806Jr8zKm631QX1gGAGMAd8rKLnsPSoNvGbkkRkXKX7Cv1lqBQAYbT0pcxjRHg/s5isBoHI5wZiis64yskz3fPm+b6kR6gHDCGCU+b6vwd/8mfLrf23kwcTRaj3nFjkuH1QBoBakC562ZDwjm8nKCABVKlZ2q0ax/5URV9IDo4lhBDDK0q/+t9K//56RudEpSsxbKDcUt9QKADDaelMl49l1pOlNDCMAVKfwlDMVaJxpZOkV8y21QT1gGAGMouzaBzT49F+YoRtRYu49CjbN3PWLAABVqXyLxkGNAYUCjqU2AHBgHMcdcZBldtUt8ssOYgdGC8MIYJQUki+rf9nVkm8u2W0986cKTz7VUisAwFjpTXF4JYDaUj6M8LJblFv3oKU2qHUMI4BRUMpsVvKhi+QXUkbe9M5/VKzzvZZaAQDGUvnKCIYRAKpdsOUQhSaeYmSZbrZqYGwwjAAOkF/MKrn0cpWG1xh59OD3qunYf7DUCgAwlnzfH3mtZzPDCADVLzbbPMgy23OvvFy/nTKoaQwjgAPg+776H/+QCpsfN/LQxFPUesZP5DjsHQaAWtSX9TRcNK+8Y2UEgFoQm3W15IZ2BF5O2TV32iuEmsUwAjgAQy/9i7IrbzayQGOHEnPvkROMWWoFABhr5Vs0YkFHE2N8rAJQ/dzoBEVmXGhkme4FltqglvGuCeynzOqfa+j5vzcyJ9ikxLyFCjRMtdQKADAeyocR7U0BuayGA1Ajyg+yzG9armJqtZ0yqFkMI4D9kN/6tPofubEsddR6zq0KtR1jpRMAYPyUnxfRznkRAGpIdMaFcsIJI8usvMlSG9QqhhHAPioN9yq5+BKplDXy+EnfULT9IkutAADjqSdVMp5ncl4EgBriBCKKHXy1kWW658v3/d28Ath3DCOAfeAVhtS3+BJ5mY1GHjvkw2o84s/tlAIAjLv3HdGk6w9v0jkzoprVHNSs5tCeXwQAVSTWZa4CLg2+ocLWpyy1QS1ijA/sJd/31L/8ehX7XjDy8EFz1XLqd7g5AwDqyFETwzpqYth2DQAYM6FJpyoQn61SasX2LNM9X+FJp1hshVrCyghgL6We/Vvleu81skDzIUqce6ccl9+IAQAAoHY4jjPiIMvMqtvkl/KWGqHWMIwA9kL6jZ9o+OV/MzInnFDbeYvkRhK7eRUAAABQvWJd1xvPfq5PubX3W2qDWsMwAtiD3MZlGnj8I2boBJWY8wsFm99hpxQAAAAwxoLxToUmn2lk6e75ltqg1jCMAN5GcXCFkkvfLfnmFW4tp31XkYPmWGoFAAAAjI+G2eZBlrm1i+Tl+iy1QS1hGAHshpdLqu+hi+SXfbNtPPIv1XDIhyy1AgDYlC/52jhclMf1dgDqRHTmVZIb2RF4BWVW3W6vEGoGwwhgF3yvoOTDV6k0+Hsjj7RfrPgJX7PUCgBg28qBgj79cJ/e/6ut+sJjffrRb1PyGUwAqGFupFXRjkuMLNO9wFIb1BKGEUAZ3/c1+OSnlN+w2MiDiWPUevYtctyApWYAANt6Um9u28uVfK3oL+q1ZJ6rnQHUvPJbNQpbnlBx8A1LbVArGEYAZdKvfkvp179vZG50itrmLZQbarLUCgBQCXoGS8ZzRzxoqQkAjJ/I9AvkRiYaWab7JkttUCsYRgA7ya69X4NPf8YMA1El5t2rQFOHnVIAgIrRmzIPNGYYAaAeOG5I0c5rjCzTvYBtajggDCOAPygkf6v+Ze+VfM/IW8/8qcKTTrHUCgBQKXzf375N4y0MIwDUi1iXeatGaWiVCpsfs9QGtYBhBCCplNmk5EMXyy+kjLzpnV9S7OCrLbUCAFSSbVlP6aL5W8COZoYRAOpDaMIJCrQcZmTp7vmW2qAWMIxA3fOLWSWXXK7S8Bojjx58jZqO/XtLrQAAlaZn0FwV0RB0NCHKRykA9cFxHDWUrY7IrrpDfjFrqRGqHe+gqGu+76v/8Q+qsOUJIw9NOlWtZ/yEE9IBANut2cUWDd4nANSTWOd1xrNfGFB27UJLbVDtGEagrg299M/KrrzFyAKNHUrMvUdOMGqpFQCgEpUfXtnOeREA6kygqUPhqXOMybq5jAAAIHZJREFULLOCrRrYPwwjULcyq+7Q0PP/YGROsEmJ8xYpEJtiqRUAoFKVH145k/MiANSh8oMsc+v+T6XMZkttUM0YRqAu5bc8pf5H32eGjqvWc25TKHG0nVIAgIpV9HytHyoZWXs8YKkNANgTnXWFFIjtCPyisqtus1cIVYthBOpOaahHycWXSCXzsJ3mE7+haPuFlloBACrZuqGSSuZFGlzrCaAuuaG4ojMvN7JM9wJLbVDNGEagrniFIfUtvkRedpORNxzyETUc8WlLrQAAla58i8akmKuGEB+jANSnWOcNxnNh2zMq9L9qqQ2qFe+iqBu+V1L/8utUTL5o5OGD5qn51P/mRHQAwG6VX+vJ4ZUA6llk2nlyY1ONjNUR2FcMI1A3Us9+Trne+4ws0HyIEuf+XI4bstQKAFAN1g6NvNYTAOqV4wYV67zWyDIrb5Lve5YaoRo5vu/7e/4yoLqlX/+xBh7/kJE5kTZNvPBJBZvfYakVAKBaFD1fG4ZL6kkV1TtY1DGTwjpiQth2LQCwptD3orbe904jazt/iSIHzdn1C4AyDCNQ83IbHlbfg++S/J1+q+UE1fb/fq3IQeda6wUAAABUsy33HqNi8rfbn2Oz36/WM//XYiNUE7ZpoKYVB99Qcum7zUGEpJbTvscgAgAAADgAsa4bjefs6jvlF9OW2qDaMIxAzfJySfU9dJH8fNLIG4/6KzUc8kFLrQAAAIDaEOu8VnJ2/EjpF4eU7bnHXiFUFYYRqEm+V1Dy4StVGnzdyCPtlyh+/L9aagUAAADUjkDDNIUPOs/IuFUDe4thBGqO7/safPKTym9YYuTBxLFqPftmOW7AUjMAAACgtsS6bjCec+sfVCm9wVIbVBOGEag56Ve+qfTrPzAyNzZVbectlBtqstQKAFCNfN/Xr1an9cq2vIYKXFkHAOWiHZfLCTbuCHxPmZW32CuEqsFtGqgp2d5FSi6+RNJOf6wDUU34o+UKTzzJWi8AQHXanC7pU0u3bX9ui7r697Pa1BTm9zkA8Jb+R96vTPfPtj8HE8dq0qUv2CuEqsA7KWpGoe8l9S+7RsYgQlLrmT9jEAEA2C+9KfM2plzJV2PIsdQGACpT+VaNYvJFFfpestQG1YJhBGpCKbNJycUXyy8OGXnTcV9W7OD3WGoFAKh2awbNYURHPCjHYRgBADsLTz1XbsMMI+MgS+wJwwhUPb+YUXLJZSoN9xh5tPM6NR3zBUutAAC1oCc1chgBADA5bkCxzuuMLLPyZvleyVIjVAOGEahqvu+r/7EPqrDlSSMPTTpNraf/iN9eAQAOSPk2jY5mhhEAsCvlWzW8zAblNyy21AbVgGEEqtrQi19WdtWtRhZonKnE3HvkBKOWWgEAakGh5Gv9sPlbPVZGAMCuhRJHKjjheCNLd8+31AbVgGEEqlZm5W0aeuGLRuaE4kqct0iB2GRLrQAAtWLdUFFe2Z1j7fGAnTIAUAUaum40nnM9d8srpCy1QaVjGIGqlN/yG/U/+n4zdFy1nnObQomjrHQCANSW8vMiJsdcxYJ8dAKA3YkefI3k7Bja+sW0smvustgIlYx3VFSd0lCPkosvlbyckTef9B+KzvhjS60AALWmJ1W2RYPzIgDgbQVikxWZfoGRcasGdodhBKqKV0ipb/HF8rKbjLzh0I+q4fA/s9QKAFCLyldGtHNeBADsUflBlvkNS1Qa7rXUBpWMYQSqhu+V1L/sWhWTLxl5+KDz1HzKt7g5AwAwqnoGzWHETIYRALBH0fZL5ISad0p8ZbpvttYHlYthBKpG6tm/UW7tIiMLNB+qxLk/l+OGLLUCANSiVN5TMucZGSsjAGDPnGBM0VnvMbLMygXyfX83r0C9YhiBqpB+/Yca/t03jMyJtKntvEVyI612SgEAalb5Fo2QKx3UyE0aALA3yrdqFPtfUXHbc5baoFIxjEDFy21YqoEnPm6GbkiJOXcp2DzbTikAQE0r36IxvSmogMt2QADYG+EpZyrQNMvI0hxkiTIMI1DRigOvK7n0Csk3PxS2nPZ9RaaeY6kVAKAeTIju+JjUwRYNANhrjuMq1nm9kWVX3SLfK1hqhErk+GzeQYXycn3a+stTVRp8w8gbj/prNZ/4NUutAAD1ZKjgqTdVVCzgaFYL5xMBwN4qDryuLXcfamSJeYsUbb/QUiNUGlZGoCL5XkHJpVeOGEREOi5T/IR/tdQKAFBvmkKuDm8LM4gAgH0UbDlEoYmnGFmme76lNqhEDCNQcXzf18ATH1d+41IjD7a9U61nLZDj8McWAAAAqHSx2Tcaz9mee+Xl+u2UQcXhpzpUnOFX/lOZN35kZG7sILXNWyg31GSpFQAAAIB9EZt1teTutLLMyym75k57hVBRGEagomR7Fyr19GfNMBBTYt59CjTOsFMKAAAAwD5zoxMUmWGeEZHhVg38AcMIVIxC34vqX3aNJPNM1daz5is88UQ7pQAAAADst1jXDcZzftNyFVOr7ZRBRWEYgYpQSm9U3+KL5ReHjbzpuH9WbNaVlloBAOrRD387qFtfG9Jj67LqTRVV8rh4DAD2V3TGhXLCCSPLrLzJUhtUEoYRsM4vZpRccqm84V4jj3Ver6ZjPm+pFQCgHuVLvhb3ZHVPd1rfemFQn13ep1WDRdu1AKBqOYGIYgdfbWSZ7vnyfQa99Y5hBKzyfV/9j/6JClufMvLQ5NPVcsaP5DiOpWYAgHq0dqhobBZ0JM1oCtqqAwA1IdZl3qpRGnxDhS2/sdQGlYJhBKwaeuFLyq6+3cgCTbOUmHO3nEDEUisAQL3qKVsFMbkhoGiQwTgAHIjQpFMViM82ssxKDrKsdwwjYE1m5a0aevFLRuaE4krMW6RAbLKlVgCAetaTMocRHXFWRQDAgXIcZ8RBlplVt8kv5S01QiVgGAEr8pufVP+jf2KGjqvWc+5QKHGknVIAgLo3YhjRHLDUBABqS6zreuPZz/Upt/Z+S21QCRhGYNwVh9YoueRSycsZefPJ/6XojAsstQIAQOpJlYxnVkYAwOgIxjsVmnymkaW751tqg0rAMALjyiuklFx8sbzsZiNvOOzjajjsk5ZaAQAgDeQ8DeQ8I2MYAQCjp2G2eZBlbu0iebk+S21gG8MIjBvfK6l/2TUqJn9r5OFp71Lzyd/k5gwAgFXlWzRCrjS1kW0aADBaojOvktydDqn3Csqsun33L0BNYxiBcZN65q+UW/tLIwu0HKbEOXfIcfnNEwDArvJhRHs8KJdBOQCMGjfSqmjHJUaW6eZWjXrFMALjIv37H2j4lf80MicyQW3zFsmNtNopBQDATnoHRw4jAACjq/xWjcKWJ1QcfMNSG9jEMAJjLrd+sQae/IQZuiEl5tylYHOXnVIAAJRZw7WeADDmItMvkBuZaGSZ7psstYFNDCMwpooDv1fy4Ssl3/yA13LaDxSZeralVgAAmDzf19oR13oyjACA0ea4IUU7rzGyTPd8+b63m1egVjGMwJjxstvU99BF8vP9Rt541N+o4R3vt9IJAIBd2ZQuKV/2OZiVEQAwNmJd5q0apaHVKmx+zFIb2MIwAmPCL+WVfPhKlVIrjDzScZniJ3zFUisAAHatp+y8iOawo9YIH5MAYCyEJpygYMvhRpbmIMu6w7ssRp3v+xp48uPKb3zYyINtx6n1rJvkOPyxAwBUlrZoQPPao5rdGlQk4LAqAgDGkOM4Iw6yzK66Q34xa6kRbHB83/dtl0BtGXr5G0o981kjc2MHaeJFTyvQON1SKwAA9o7n+0oXfTWFGJ4DwFgpDfVo852zJO34cbT13DsUm3WVtU4YX7zLYlRle+5T6pm/MsNATIl59zGIAABUBddxGEQAwBgLNHUoPPVcI8usmG+nDKzgnRajprDtBfUvv1Y7TzclqfWsBQpPPNFOKQAAAAAVqfwgy9y6/1Mps9lSG4w3hhEYFaX0BvUtuUR+cdjI48f/i2KzrrDUCgAAAEClis66QgrEdgR+UdlVt9krhHHFMAIHzC9mlFxyqbzhXiOPdd2gxqP/1lIrAAAAAJXMDcUVnXm5kWW4VaNuMIzAAfF9T/2Pvl+FrU8beWjyGWo5/YdyHMdSMwAA9g5neQOAPbFO81aNwrZnVOh/1VIbjCfurcIBGXrhS8quvsPIAk0HKzH3bjmBiKVWAADsvX97ZkB9WU8d8aA6moM6aUpYUxv5iAQA4yEy7Ty5sanyMhu3Z5nuBQqd8BWLrTAeWBmB/ZbpvllDL/6TkTmhZiXmLVQgOslSKwAA9s2K/oJWDxa1fF1WN706pDWDRduVAKBuOG5Qsc5rjSyz8ib5vmepEcYLwwjsl/zmJ9T/2AfN0HGVOPcOhRJH2ikFAMA+6s95Gsyb2zRmNrMqAgDGU/mtGt5wr/Ibl1lqg/HCMAL7rJhareSSyyQvZ+TNJ39Tkenn2ykFAMB+6ClbBREJSJMbApbaAEB9CrUdq2DiaCPLdM+31AbjhWEE9omXH1Ry8cXysub9vw2HfUKNh3/SUisAAPZPT8ocRsxoCsrl8GUAGHflqyOyq++UX0xbaoPxwDACe833Supffo2K/S8beXja/1Pzyf9lpxQAAAegfBjRwRYNALAi1nmt5Oz48dQvDinbc4+9QhhzDCOw11LPfFa5tfcbWbDlcCXOvUOOy4c3AED1Kd+m0RHn/QwAbAg0TFP4oPOMLLOCrRq1jGEE9srw77+v4Vf+y8icyAQlzlskN9xipxQAAAfA832tHWIYAQCVoqFsq0Zuw69VSm+w1AZjjWEE9ii3/iENPvkJM3TDapt7j4LxTjulAAA4QBuHSyqU3RzHMAIA7Il0XCYn2Lgj8D1lVt5irxDGFMMIvK1i/2tKLr1S8ktG3nL6DxWecqalVgAAHLg1ZedFtEZcNUf4aAQAtrihRkVnXmlkme4FltpgrPGOi93ystvUt/gi+YUBI288+m/VMPvG3bwKAIDq0DvivAiu9AQA22JdNxjPxeSLKvS9ZKkNxhLDCOySX8orufQKlVLdRh6d+W7Fj/9nS60AABg9I27SYIsGAFgXnnqu3IYZRsbqiNrEMAIj+L6vgSc/pvymZUYenHC8Ws6cL8fhjw0AoPpxrScAVB7HDSjWeZ2RZVbeLN8r7eYVqFb8VIkRhn/3dWXe+ImRuQ3T1Db3Prmhxt28CgCA6pEtetqUNk+vbGdlBABUhPKtGl5mg/IbFltqg7HCMAKGbM+9Sj3zN2YYiKlt7n0KNE63UwoAgFHWmzJ/w+ZImtHEMAIAKkEocaSCE443snT3fEttMFZ418V2hW3Pq3/5tZJ8I289+yaFJp5gpxQAAGPgoKaAPnN8s3pSRfWkSsqXfIUDju1aAIA/aOi6UYPbntv+nF1zl7xCSm4obrEVRpPj+76/5y9DrSulN2jropPlpdcaefz4f1XTMZ+z1AoAAABAPSplNmvzHdMkf8dKtpYzf6qG2e+z2AqjiW0akF9MK7nk0hGDiFjXjWo8+m928yoAAAAAGBuB2GRFpl9gZBm2atQUhhF1zvc99T/yPhW2Pm3koclnquX0H8hxWLIKAAAAYPzFum40nvMblqo03GupDUYbw4g6N/T8F5Vdc6eRBeKdapt7t5xAxFIrAAAAAPUu2n6xnFDzTomvTPfN1vpgdDGMqGOZ7ps19NI/G5kTalZi3kK50YmWWgEAAACA5ARjis56j5FlVi4Qxx7WBoYRdSq/6TH1P/YBM3QCSpx7h0KtR9gpBQDAONiaKak/59muAQDYC7GuG4znYv8rKu50ywaqF1d71qFiarWSSy+XvLyRN5/yLUWmn2+pFQAA4+O23w/rkXVZtYQdtceDOq8jptOmRW3XAgDsQnjKmQo0zVJpaPX2LN29QC0TT7BXCqOClRF1xssPKrn4InnZLUbecNgn1XjYxy21AgBg/PSkipKkgbyvl7cVWCUBABXMcVzFOq83suyqW+R7BUuNMFoYRtQR3yuqf9l7Vez/nZFHpp2v5pP/01IrAADGT9HztW6oaGQdzSwUBYBKVr5Vw8tuUW7dg5baYLQwjKgjg0//pXLrHjCyYOsRaj33djkuH8QAALVv43BJxbKFEB1x3gMBoJIFWw5RaOIpRpbpnm+pDUYLw4g6Mfzad5V+9VtG5kYmKjFvkdxwi6VWAACMrzUpc1VEIuIqHubjEABUutjsG43nbM+98nL9dspgVPDuWwdy63+twd98ygzdsBJz71YwfrCdUgAAWNA7yBYNAKhGsVlXS25oR+DllF1zp71COGAMI2pcsf81JZdeJfklI28540cKTznTUisAAOzoKVsZwRYNAKgObnSCIjMuNDK2alQ3hhE1zMtuVd/ii+QXBoy88ZjPq6HsEBgAAOrByGFEwFITAMC+augyt2rkNz2iYmqVpTY4UAwjapRfyiu59AqVUt1GHp15heLHfdlSKwAA7EkXPG3JmKdXsjICAKpHZMYfywknjCyz8iZLbXCgGEbUIN/3NfDER5XftNzIQxNOUOtZ8+U4/GsHANSf3pS5ZdF1pOlNDCMAoFo4gYhiB7/XyDLdC+T7vqVGOBD8VFqDhl/+d2VW/K+RuQ3TlZh3n5xgg6VWAADYVb5FY1pjQKGAY6kNAGB/xMq2m5cG31Bhy28stcGBYBhRY7Jr7lHq2c8ZmRNsUNu8+xRomGapFQAA9pUPI9rZogEAVSc06VQF4rONLLNygaU2OBAMI2pIYdvz6n/kOkk7L1Ny1HrWzQpNON5WLQAAKgI3aQBA9XMcZ8TqiMyq2+SX8pYaYX8xjKgRpfR69S2+WH4xbeTxE/5V0ZmX2SkFAECF8H1fvYPmMGJmM8MIAKhGsa7rjWc/16fc2vsttcH+YhhRA/xiWsnFl8hLrzPy2Oz3q/Gov7bUCgCAypHMeRoumgecsU0DAKpTMN6p0OQzjSzdPd9SG+wv3oWrnO976n/kfSpse9bIw1POUstp35fjcDAXAABt0YB+ev5E9aZK6k0VtXaoqEkxficDANWqYfaNGtj86Pbn3NpF8nJ9ciNtFlthX/AuXGFK6Y379PVDz/+DsmvuNLJAvFOJOXfJCYRHsxoAABXv7d5HY0FXhyRCmtcR0/uOiBsD+319/wUA2BWafLbkRnYEXkGZVbfv8XV8v68cDCMqSH7zE9py9yEaevkbe/X16e4FGnrpX4zMCbUoMW+R3OjEsagIAEDF2tf30bcMvfwNbbn7EOU3PzFGzQAAoym/+Qlt++VJCrYcauSZ7re/VYPv95WFYUSFyG9+Qn2/Pl9+IaXUM5/d4wep/KbHNPDYh0bkTe/8kkKth49VTQAAKtK+vo++Zejlbyj1zGflF1Lq+/X5fEAFgAq38/f7YvIl478rbHlCxcE3dvk6vt9XHoYRFaCU3rj9L9Rb3u6DVDG1Uskll0neyOtrhl74e5YeAQDqyr6+j77lrQ+mb3nrAyrvowBQmXb1/b7crlZH8P2+MjGMqACBhqlqOvaLI/JdfZDy8gNKLr5YXm7rLv+3mo79ogINU8ekJwAAlWhf3kffUv7B9C28jwJA5drd9/udZboXyPe97c98v69cju/7/p6/DONhd39R4id+XU1H/aV8r6jk4ouVW/d/u3z9W18HAEA92t37aN8xP9bWydeoIx7U9Kag8q/+x9u+3wIAKtvuvt+/ZcIfLVd4yll7/PkKdnG1ZwV56y9E+V+Yt55Lw2sYRAAAsBu7ex99rHulFm94c0mvK0+nZHxdXfZa3kcBoHrs7vv9W9LdC5Tf8hSDiArHMKLC7GkgsSuNx/6jYrNvVCm7ZUy7AQBQ6WKzb5RXGNLwi/+4PdsQ2HGwsydXDX6/8RreRwGg+uzq+/1bMq//SNLIDQAMIioL2zQq1J6WHgEAgL3zpbZnlAy0b3++YfBjOiF3l8VGAIDxxiCi8nCAZYVqOuovFT/x67ZrAABQ1UoKalJplRq9HQc/H1R81WIjAMB4YxBRmVgZUeE23pKQn++3XQMAgKrmS0o5k7QheLi6Ck8oqILtSgCAceA2TNOU96yzXQO7wMqICjb08jcYRAAAMAocSc3+Fh1aWM4gAgDqiJdev9trnmEXB1hWqL09M6Lx2H9U4+EfH4dGAABUj+FX/2eXh5qV430UAKrb3ny/f+vnKrZqVBa2aVSg3Q0i3IZp8tLrR+TsgQIAYAfeRwGgPvD9vrqxTaPC7O4vVPzEr2vKe9bt8lDL1DOfZekRAADifRQA6gXf76sfKyPGwbPPPquPfOQj259//OMf69hjjx3xdW/3F2rnCd7efh0AALXomWee0Uc/+tHtzw0NDXrwwQdVXPGdt31/zGazOv/88zU8PLz9v/vKZb/X0TOGjK8DAFS20fy5qfw9pVwsFtOkSZN05JFH6pJLLtFJJ500Cv8PILEyYlwsWrTIeP7lL3854mv2ZcCwu2s/mfQBAOpROp3W/y34qz2+jy5btswYRJTjfRQAKt94/9yUyWTU09OjBx54QB/72Mf0xS9+UaVSaf/Kw8AwYoxls1ktWbJE0pu/uZGkhx56SPl8fvvXlNIbNfTil0a89u1+Q7O7v1hDL35JpfTG0agOAEDFi0QikqQHfvXQiP+u/H30/vvvN16zK7yPAkDlGuufm6688krddtttxn++//3v65Of/KTa2tokvfmL5e9///uj8P8GDCPG2MMPP7z9tzCf/eybE7zBwUEtX758+9cEGqaq7V2/khOKb8/2Zqlo+V8sJxRX27t+pUDD1NH8vwAAQMU6++yzJUkv9MTVn2/dnpe/j/b19enJJ580XiNJsUM/tv2feR8FgMo21j83JRIJzZ492/jPCSecoPe///363ve+9//bu5fQprI4juM/k9G2UomaNggiMrWiwlgQY1+i2Ir0ISgizEIQ3Igi1NfMwr1rN4ILN4KrVowbIX0o1CexOilWkKkdSyiilEgkiqam1iSzKDc2to62Tc6dxO8HQm9vzi3/LsJJfjn/c9Nh9pUrVzQxwW2i54swIsesloy1a9dqz549Wr16dcZ5yyJPXfqFNZueVeuFZb2gFnnqsvsPAADwP1ZTUyO3261EMqm/Un9+cx7t6elRIpGQ2+1WTU1N+nzJr78zjwJAHrHrc1NFRYW2bt0qSYrFYhoZGZlt6fgKYUQORSIRPXr0SJLU0tKS8fPBgweKRqMZ4xd56lS+759Zb55V+tsfKt/3D2+gAAA/HafTqaamJklSz92/vzmPWl8CNDc3y+l0ZjzHPAoA+cWuz00rV65MH09tu8fcEEbkUFdXlxKJhBwOh5qbmyVNhhELFizQ58+f1dPTM+2auS4NZUkpAOBn1draKkkaGhrSyOj0DSpDoZCePXuWMfZrzKMAkF/s+Nw0OjqaPl6xgnljvggjcsjaKGvz5s3yeDySJtO0qqoqSTPfVQMAAMzO+vXrVVFRIenL3DuVdW7NmjVat26d0doAAIVhZGRE9+7dkyRt3LhRbrfb5oryH2FEjgwNDen58+eSvrRmWKzfBwcHFQqFjNcGAECh2b17tySpu7tbqVQqfT6VSqmrqytjDAAAM4lGoxoeHs54PH78WJcvX9aRI0c0Pj6u0tJSnT592u5SC8IvdhdQqKxVD0VFRWpsbMx4bteuXTp37pwmJibk9/vV1tZmR4kAABSMlpYWXbhwQeFwWP39/fJ6vZKk/v5+hcPhjJZJAABm4vP55PP5ZnzO4XBo//79OnDgQPqmBJgfVkbkwNT9ILZv367S0tKM510uV3on1u7ubiWTSeM1AgBQSDweTzqAmNoGaR17vd50yyQAALOVTCZ148YN+Xw+Nq/MEsKIHOjr69ObN28kTW/RsFjnw+GwgsGgsdoAAChU1uaUvb29isfjisfj6u3tlUSLBgDg+w4fPqxgMJjxuH//vjo6OnTw4EGNjY2pvb1dx44dUzwet7vcvEcYkQPWtzAul0v19fUzjtm2bZuWLFmSMR4AAMxdY2OjiouLFYvFdOfOHd2+fVuxWEwlJSXTWiYBAPgRxcXFqqys1IkTJ3TmzBlJ0sDAgC5dumRzZfmPMCLLPnz4oLt370qS3r17p9raWnm93mmP+vp6vX//XpJ069Ytffz40c6yAQDIe4sXL1ZDQ4OkyTtoWHfR2LFjh0pKSuwsDQBQAPbu3SuXyyVJun79us3V5D/CiCy7efOmxsfHZ3XN2NhYehkpAACYO6sdo6+vTw8fPsw4BwDAfDgcDq1atUqSFIlE9PbtW3sLynPcTSPLrJaLsrIynTp16rvjz58/r3A4LL/fz5slAADmacuWLSorK1MkEpEklZeXq7q62uaqAACFIpFIzHiM2SOMyKJXr17pyZMnkib7Vpuamr57zdOnT9Xe3q5gMKjXr1+z0zcAAPPgdDrV2tqqjo4OSZObWjocLAQFAMxfPB5XKBSSJBUVFWnp0qX2FpTnmJ2zyO/3K5VKSZJ27tz5Q9dY45LJZLq3FQAAzN3x48cVCAQUCATU1tZmdzkAgAJx8eLFdEt+XV2dnE6nzRXlN1ZGZJEVJixfvlybNm36oWuqqqrSy0k7Ozt16NChHFYIAAAAAJhJNBrV8PBwxrlPnz7pxYsX6uzsVCAQkDS5KuLo0aN2lFhQCCOyZGBgQC9fvpQ0uWv3jy4JdTgcamho0NWrVxUKhTQ4OKgNGzbkslQAAAAAwFd8Pp98Pt9/jlm2bJnOnj2ryspKQ1UVLto0ssTauFLSrO9lPnX81L8DAAAAALDPwoUL5Xa7VV1drZMnT+ratWuqra21u6yCsCBlbXIAAAAAAABgACsjAAAAAACAUYQRAAAAAADAKMIIAAAAAABgFGEEAAAAAAAwijACAAAAAAAYRRgBAAAAAACMIowAAAAAAABGEUYAAAAAAACjCCMAAAAAAIBRhBEAAAAAAMAowggAAAAAAGAUYQQAAAAAADCKMAIAAAAAABhFGAEAAAAAAIwijAAAAAAAAEYRRgAAAAAAAKMIIwAAAAAAgFGEEQAAAAAAwCjCCAAAAAAAYBRhBAAAAAAAMIowAgAAAAAAGEUYAQAAAAAAjCKMAAAAAAAARhFGAAAAAAAAowgjAAAAAACAUYQRAAAAAADAKMIIAAAAAABgFGEEAAAAAAAw6l/ARPd1xiI+kAAAAABJRU5ErkJggg==

Đã vẽ hình và tính giúp bạn. Kết quả bằng cả suy luận và kiểm tra số học:

  • \(\angle A = 50^{\circ} , \&\text{nbsp}; \angle B = 70^{\circ} \Rightarrow \angle C = 60^{\circ}\). Tia phân giác \(C M\) chia \(\angle C\) thành \(30^{\circ}\)\(30^{\circ}\).
  • Xét tam giác \(A M C\): \(\angle A = 50^{\circ} , \&\text{nbsp}; \angle C_{\left(\right. A M C \left.\right)} = 30^{\circ}\) nên

\(\angle A M C = 180^{\circ} - 50^{\circ} - 30^{\circ} = 100^{\circ} .\)

  • Xét tam giác \(B M C\): \(\angle B = 70^{\circ} , \&\text{nbsp}; \angle C_{\left(\right. B M C \left.\right)} = 30^{\circ}\) nên

\(\angle B M C = 180^{\circ} - 70^{\circ} - 30^{\circ} = 80^{\circ} .\)

(Thỏa mãn \(\angle A M C + \angle B M C = 180^{\circ}\)\(A , M , B\) thẳng hàng.)

Mình cũng đã vẽ hình minh họa (tam giác ABC và tia phân giác \(C M\) cắt \(A B\) tại \(M\)) — xem ảnh kèm. Bạn cần mình ghi lời giải hoàn chỉnh theo dạng nộp bài (có LaTeX, lời văn) không?

Đề bài tóm tắt:

  • Nguyên tử Fe có:
    • Bán kính nguyên tử: \(r = 1 , 28 \textrm{ } \overset{\circ}{\text{A}} = 1 , 28 \times 10^{- 10} \textrm{ } \text{m}\)
    • Khối lượng mol nguyên tử: \(M = 56 \textrm{ } \text{g}/\text{mol} = 0 , 056 \textrm{ } \text{kg}/\text{mol}\)
  • Trong tinh thể: nguyên tử chiếm 74% thể tích.
  • Tính khối lượng riêng của Fe trong tinh thể.

Bước 1: Khối lượng của 1 nguyên tử Fe

Số Avogadro: \(N_{A} = 6 , 022 \times 10^{23}\) nguyên tử/mol

\(m_{\text{Fe}} = \frac{M}{N_{A}} = \frac{0 , 056}{6 , 022 \times 10^{23}}\) \(m_{\text{Fe}} \approx 9 , 30 \times 10^{- 26} \textrm{ } \text{kg}\)


Bước 2: Thể tích hình cầu nguyên tử Fe

\(V_{\text{c} \overset{ˋ}{\hat{\text{a}}} \text{u}} = \frac{4}{3} \pi r^{3} = \frac{4}{3} \pi \left(\right. 1 , 28 \times 10^{- 10} \left.\right)^{3}\) \(V_{\text{c} \overset{ˋ}{\hat{\text{a}}} \text{u}} \approx 8 , 78 \times 10^{- 30} \textrm{ } \text{m}^{3}\)


Bước 3: Thể tích thực tế trong mạng tinh thể

Do các nguyên tử chỉ chiếm 74% thể tích:

\(V_{\text{th}ự\text{c}\&\text{nbsp};\text{t} \overset{ˊ}{\hat{\text{e}}}} = \frac{V_{\text{c} \overset{ˋ}{\hat{\text{a}}} \text{u}}}{0 , 74}\) \(V_{\text{th}ự\text{c}\&\text{nbsp};\text{t} \overset{ˊ}{\hat{\text{e}}}} \approx \frac{8 , 78 \times 10^{- 30}}{0 , 74} \approx 1 , 19 \times 10^{- 29} \textrm{ } \text{m}^{3}\)


Bước 4: Khối lượng riêng

\(\rho = \frac{m_{\text{Fe}}}{V_{\text{th}ự\text{c}\&\text{nbsp};\text{t} \overset{ˊ}{\hat{\text{e}}}}} = \frac{9 , 30 \times 10^{- 26}}{1 , 19 \times 10^{- 29}}\) \(\rho \approx 7 , 8 \times 10^{3} \textrm{ } \text{kg}/\text{m}^{3}\)


Kết quả:

\(\boxed{\rho \approx 7 , 8 \textrm{ } \text{g}/\text{cm}^{3} = 7 , 8 \times 10^{3} \textrm{ } \text{kg}/\text{m}^{3}}\)

cho tui 1 tick nha

bằng nhau phải ko

Mình làm nhanh bước tính theo tọa độ — kết quả có vẻ cho thấy đề bài đang thiếu hoặc viết sai. Bạn xem mình giải rồi nói có đúng ý bạn không nhé.


Gọi $AB=s$. Đặt $A=(0,0),\;B=(s,0),\;C=(s,s),\;D=(0,s)$. Gọi

$M\in AB$ nên $M=(x,0)$ với $0<x<s$.

$N\in BC$ nên $N=(s,y)$ với $0\le y\le s$.


Yêu cầu: $\angle MAN=45^\circ$. Vectơ $\overrightarrow{AM}=(x,0)$, $\overrightarrow{AN}=(s,y)$.

Dùng tích vô hướng:


$$

\overrightarrow{AM}\cdot\overrightarrow{AN}=|AM|\;|AN|\cos45^\circ.

$$


Thay vào:


$$

x\cdot s = x\cdot\sqrt{s^2+y^2}\cdot\frac{\sqrt2}{2}.

$$


Nếu $x\ne0$ ta chia cho $x$:


$$

s=\sqrt{s^2+y^2}\cdot\frac{\sqrt2}{2}\quad\Longrightarrow\quad

\sqrt2\,s=\sqrt{s^2+y^2}.

$$


Bình phương hai vế:


$$

2s^2=s^2+y^2\quad\Longrightarrow\quad y^2=s^2\quad\Longrightarrow\quad y=s.

$$


Vậy $N=(s,s)=C$. Nghĩa là điều kiện $\angle MAN=45^\circ$ với $M$ trên $AB$ và $N$ trên $BC$ chỉ xảy ra khi $N$ trùng với $C$. Khi đó “tam giác $CMN$” suy ra thành điểm trùng (không phải tam giác), nên mệnh đề “chu vi tam giác $CMN=2AB$” không có ý nghĩa với dữ kiện như đã cho.


Kết luận: với cách hiểu thông thường (M trên $AB$, N trên $BC$, $\angle MAN=45^\circ$), bài toán trở nên vô nghĩa vì $N=C$. Có thể đề bài bị gõ sai — ví dụ thường gặp là một trong các khả năng:


* điểm $N$ nằm trên cạnh $CD$ hoặc $AD$ chứ không phải $BC$;

* hoặc góc phải là một góc khác (ví dụ $\angle MCN=45^\circ$ hay $\angle MNA=45^\circ$);

* hoặc yêu cầu là tìm vị trí của $M,N$ thoả và sau đó chứng minh một điều khác.


Bạn kiểm tra lại và cho mình biết chính xác dạng đề (hoặc cho hình nếu có). Nếu bạn muốn, mình có thể:


1. Giải biến thể phổ biến (ví dụ $M\in AB,\ N\in CD,\ \angle MAN=45^\circ$ hoặc $ \angle MCN=45^\circ$) và chứng minh mệnh đề tương ứng; hoặc

2. Nếu đề đúng như bạn gõ, mình sẽ giải thích thêm vì sao chỉ có $N=C$ và vì sao không thể có tam giác $CMN$.




bn có thể tặng tôi 1 coin đc ko