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tNkqRz587t2rXrwoULIhokSdLbb7+tO5t86NCh9evXq1Qqw7OYMWPGnDlzTJnENMvVq1fXrFlz8uRJvd9v3LgxLi7uvvvus/IBCp2dnevXr9+3b598ysLatWsTEhIMz9RWWcJER48e3bBhg4gx61IoFBkZGffff3+f8YC2trb169cfPny4p6fH8K/h4eFZWVm33HKLmMV46623dM/9o48+0nv9XXfdNXPmTHH8zTffnD9/XpKkxx57LD09va2tbceOHUePHm1qahIvmDRp0sKFCyVJeuWVV4yED4OCgubPn5+Zman7SzlDynM0b775pt4/vvTSS7Gxsbq/uXz58urVq4uLiw0/JS4u7sEHHxw8eHCf30Gr1e7atWvr1q16Be2HH36IiIgICQkpLCyUJGnu3Ll6Gzz+9NNPa9eulSQpKytr0aJFem9rwYlbduHMotVqd+/evXnzZsNaxXBW11BPT8+OHTt27typNzEqSZKHh8f06dPnzZtnyhS/oUOHDq1cuVIv7qubz8eMGXPPPff0OUmnmxsHDhy4fv36U6dO6b4gNzc3PDz8kUceiYuLM/x3OecvWbLEz8+vurp627ZteXl5IlojSdLDDz88YcIEKwu77qc0NTWtXbtW5CvdLxkdHf3EE08YmUWtra399ttv9f5RkiQXFxfjs7dvv/22uGT/+Mc/5DQsKSl57733TLk6vr6+S5cutb5hWrZsmV4l5ubmZljVWFmijdNt71599dV9+/Zt2bJFr4Zfv379zTfffNdddxlmZsc0yitWrDh06JBeBtMta9OmTZs7d6658eyrV6/q1qWGVevChQsnTZpkZbNrYo/CrBbHTgliffPd0tKyZcuWAwcOGNZdfn5+EyZMmDx5clRUlPW1qOmZx0rW5HDTWZBuNsmNx44dW7t2rdxRkcv7Aw88IJpjlUq1cePGgwcP6maG/fv3r1+/fvHixSkpKTZvgCyr7swqPtbUqDZpuSoqKtavX3/27FnDP0VGRmZmZmZmZsohKyM9K6fNnD09PVu2bMnJydH7l+3btwcFBd155526XYj+krehoeG7774rKSnRfcHmzZunTJly7733uri4qNXq3NzcrVu3yp0TuQjMnz9f73LLGUPcJvvyyy8b3kUh/O9//zt37pwkSYsXL9ar63SrnQULFuTm5m7fvr29vV2v+MyePXvu3LmG72y8kyzk5eVt2LChqqrKsNeXmJiYlZU1duxYeURpWUNgVmFZtWpVfn6+Xsfv2LFjGzZs0G3U+pObmytSLC0t7amnnrK+f2u6goKCVatW1dbW6v3ey8vLlAGyZcNMa1wze1g8ML/mOztta+KYrAI4IUL7AAAAsI158+bt3bu3q6tLq9UeOHDg7rvvNhzaLVu2TKxjkCTJ09PT39+/u7tbDDKVSuXnn3/e1NRkOMmyY8eOdevW6Q3S5PFeT0/PyZMnBwwYoDv50t3dbWQOS5KksrKypUuXPv7448bjOmVlZf/973/1Bvx9To60tLR8+eWXhhNw8ou1Wu133333448/6p6FQqEQA++enp6tW7deunTpySef9PLystVFqaio+OCDD+Q0lyTJ1dW1t7dXHF++fPmf//znI488kp6ebtn7t7S0vP/++4ZLwwW9ibY+R/uWZQlTaLXaVatW7dmzR07tgIAANzc3lUrV09Oj1WqPHz9++fLlF154QW9NuVKp/Oc//ymvfdfLb5Ik1dXViQiWlesdjxw5smrVKr3JPvmDdK+aIaVS+dVXX9XV1d1+++3WfIfDhw+vWLFCzhK+vr7e3t5tbW2i+Fy+fPndd999+umnDRemq9XqTz/9NC8vr8+3ra2tNZwmM5HFJ26/C6fRaL788ssjR470+dfGxkbDST1dbW1tH330kRwYEIvSNBpNc3OzRqPp7u7eunVrRUXF73//ewvuOWhtbe1vMktkp5MnT5aUlDz//PN9LuQSjh079sUXX3R3dxv+qa6u7l//+tdf/vKX/ma3JUnq7e1du3ZtTk6O3jSibQv7zp07c3Jy5Lyqq6qqaunSpa+++mqf91iUlJQsW7ZMr6DJV7a/PGwPtmqY7FGiTdfR0bF06dKioqI+81tOTk5LS8vDDz9sp3M33iirVKr+ohfiO2zfvr2kpOSZZ54xsoTUGZrda/YoTGS/BLGmRFdUVHz44Yd6M/u6dVpubm5NTc0f/vAH29aipvfonLN0W5Bu1ufG7u7uzz///NixY4Z/6unp+eqrr/z8/FxdXZcvXy62yTHMyR999NFrr73W3wJlaxogB1R31n+ExS3X0aNHv/rqq/7a95qamnXr1mm12ltvvfUGzZzt7e0ffvih7j0TLi4u8jJxpVK5fPny8vJyw+GkXvLu2rWrz77Hnj173N3db7rppk8++aTPcYparV67dm1ISMjYsWPt1Bw0NDS8/fbbV65c6bPjtHnzZi8vr+nTp5s7ulmzZk1ubm5/fy0qKioqKgoPD09ISLi+LWNWVtbmzZt7e3urqqpKS0v7i5RrtdqDBw+K4+zsbNv2b43bu3fvt99+22fidHZ2Gt4PapNhpl1ZOTC3a9/Gfq2JA7IK4JwI7QMAAMA2PDw8Ro0adfToUUmS8vPz9eZilErl+++/39LSIknSiBEj5s6dGxcXJ2ZglUrlrl27cnNztVrtunXr4uPjExMTdUeh69evF2PmzMzMSZMmDRw40MPDo7W1tays7OzZs0eOHOkzZiNJUkxMzLBhwxISEiIjI318fLq7u1taWkpKSnbt2qVUKtVq9YoVK958883+9mItKCiQV5+IXSUVCoV41K6e5ubmv/3tb2JGW6FQ+Pn5eXp6dnR06L44NzdXjutPnDhx2rRpMTExCoWivr7+p59+2rlzp1qtLioq+vrrrx999FGbXJH29vaPPvpIDMKDg4Nvu+22kSNH+vn5dXV1FRUVbd68uaysTK1W//e//9W7McJEWq32008/FdMHCoVi4sSJ48aNGzBgQE9Pj1KpvHLlyokTJ/qbXLAmS5ho48aNYsLFx8fntttuGz9+vNgwube3t7CwcPXq1WJfyuXLlz/zzDO6/7hixQoRHg4LC7v11lvT0tICAwN7enoaGxvPnz9/7NgxvcVbDz30kFarXb16tVhKePvtt+vt+9fnZNbmzZvl1Tbu7u6BgYFqtVpvLiM4ODg1NTUxMTE6OjogIECj0bS1tVVWVv7444+XL1+WJGn79u1jxoyRV+GHh4cvXLhQqVRu3rxZnPhdd92l97m6kxoFBQVffvmlVqtVKBTTpk2bNm2aPF1SXl6+fv36c+fOdXd3f/bZZ6+//rredtPfffedHBMdPXr05MmTo6OjFQpFU1NTVVXVqVOnzp07Z3HIxNwTt+zCmW7z5s1yXD8pKSk7O3vgwIGurq5KpbK2tjYvL8/IyWo0mv/85z/ioyMjI++4447U1FRxb0FnZ+fRo0fXrl0r9vnfvn37rFmzLPh6Li4uSUlJKSkpgwcPHjBggJeXl9hr+ty5c7t37xblcdWqVU8++WR/7yCW4Hh7e6enpw8bNszf37+1tfX06dNiAq6zs/OLL754+eWX+9tX4L333pMzs7e3t6hkRNG2YWHfsWOHJEl+fn7jxo1LTEz09fVtbm4+duyYWCjW1NS0c+dOwxs+mpubP/74Y9FGeHl5TZs2bcSIEYGBgW1tbUql8tKlS0ePHhUbkJouOjr617/+dX9/bWlpWb9+vcgPupPU1jRMd955p1hu2NnZuWbNmv4+2poSbbqmpiYRvxH7o0ZFRbm4uFRUVOzZs0dsZnvkyJFRo0ZlZGRcl0bZy8tr+PDhycnJgwYNCg4OdnV1bW9vb2hoOHLkyPHjxyVJKioq2r1794wZM0w/5YCAgIULF3Z1da1evVq0dw899JDuC+RMa5Nm13iPwtwWxx4JYk2Jbmpqeu+998T/+vj4zJgxY+TIkcHBwZ2dnVVVVXl5eYbbrtikFjW9R2cNK3O48XJnbrrZJDc2NDQ0NDSIU5s4caJYdV1eXr5r1y7RY1m+fHlnZ6dWqxWboIwePTokJKSzs/PcuXP79+/XarXd3d2bN2/+7W9/a9sGyLLqzqziY5Ma1bKW6+zZs8uXLxftSGRk5MyZM8X/tra2lpaWnjhxIj8/39wullNlTkmSvvzyS1Go3d3db7311okTJ4aGhmo0mvLy8pycHHH1d+3aFRYWNmXKlP4+WiRvcHDwxIkT4+PjPTw8Ghoa9uzZU1FRIUZe+/fvF61nXFzc+PHjIyMjtVptWVlZTk6O6BisW7cuIyPDVo8nM7yOchuRkZERERGh0WiuXLmSk5MjKp+NGzdmZmZec+cnXevXr5fj+qmpqTfddNPgwYPd3d2VSuX58+cPHz7c58jLgobAstGNXtM5atQoUcAPHjzY3+svXLggKpng4OARI0bYtn9rRGFhoRzXDwsLmz59+tChQ728vFQqVWNjY2Fh4YkTJww3ibF+mGk/Vg7M7T2lYNfWxK5ZBXBahPYBAABgM8OHDxeh/dra2p6eHt2lsV9//bWY9Jk6deq9996rO4cSFBS0YMECPz+/DRs2aLXaH374QXcMvGfPHjHqnjFjhm6c0t/ff8SIESNGjLjjjjtyc3P1VmwMGDDgjTfeMNzlcsCAAQkJCRMmTBDz5iqV6uzZs31GICRJEruCDx48+NZbbx05cqR8OoZ72YkJmoCAgFtvvXX8+PHy3Edra6uYr2lqahI3KEiStGDBAt0lGuHh4fPnz09OTn7//fc1Gs3x48fHjx8/atQo6y/Hxo0bRaAlPDz8ueeekxcNeHp6pqWlDRs27OOPPz537pxarf7qq69efvllc99/7969YuGmm5vbE088oTsdM3DgwNTU1FmzZr3xxhtifs2QxVnCFJcvX96+fbskSb6+vs8//7zu4yFcXV1HjBgRFxf3xhtvKJXKwsLC4uJieRvSuro6scGmp6en7koL8WDOqKioqVOnXr58edWqVfIbZmVlSZK0bt06MQGUkZFhyuMVRSg0PT196tSpiYmJ4vQ1Go18n8qzzz5r+OTCkJCQmJiY8ePHL1u2rKCgQKvVHjp0SI5wBwQETJo0qaqqSoT2PTw8dPeI1tPV1SUmjhUKxeLFi/UWLcXExDz99NPLli07d+6cSqXau3fv7Nmz5b8WFRXt27dPHD/44IO68cvg4OCEhIRJkyZ99913u3fvtiDfWnDill04E1VWVm7btk0c6z1cICIiIjk5OTs728jJ5uTkiGKSkJDwzDPP6E6ae3l5ZWdnR0VFLV26VKPR7Ny5c9q0aebOqqenp2dmZupt+BkQEBAZGSke5btkyRKtVpufn69SqfpbOeTi4jJz5sxbbrlFd3557NixI0aM+OKLL0QinDhxor/ttauqqtzd3adOnZqVlSWXNbGDiw0Lu5ub2+zZs6dPn66bRBMmTPjiiy8OHz4sSdLRo0cNAySrVq0SHx0aGvrss8/KgZmwsLDY2NhRo0bNmjXrT3/6k1lpHhgY2N8jIXp7e//1r3+JE09NTZ0/f75NGia5eKpUqv5C+9aUaHMNHDjwvvvu012oKgIM//znP8Ws8caNG/UaVsc0yrfffntkZKTec22CgoKio6NHjhwZHR29adMmSZIOHjxoViTby8tr0qRJra2tcmi/v6rVJs2u8R6FWS2OnRLEmhL95Zdfiv+NiIh49tln5ScW+fr6hoaGpqWl3XbbbRs2bNC94cYmtajpPTrL2CSHG2FButmqExgcHHzvvfeOGTNGt7yPGDHizTff1Gq1Yjl4UlLS/fffHx0dLb9m9OjRERERor46derUr3/96/5uDrOgAbK4ujO9+NiqRrWg5ero6JDj+mPGjFm8eLFchH19fSMiIiZOnFhZWbly5cobN3OeOHFC3B7q7u7+pz/9Se6Eu7q6xsXFLV68OCoqStRO33//fXp6en+9F3d393nz5t188826tdz48eNff/31q1evajSazs7O0NDQ++67b+TIkfILxPjx73//u1arbWxsvHz5spXPJjMiPj7+nnvukRfQiyi4IcQAACAASURBVE9PT09/44031Gp1d3f36dOn++tRGLp48aJ4+J1k8PAIPz+/QYMGTZ8+PS8v79tvv7W+IbBsdKMnOztbhPaPHTu2YMGCPitnecn+5MmTdWsJm/Rv+yPqPbm39sQTT8iNwoABA4YMGTJ+/PiRI0f+5z//se0w066sHJg7YErBTq2JXbMK4MxcSAIAAADYijybI+ZK5N+Xl5eLhQvR0dH33HNPn2sjZs6cKcZahYWFuss95bvLk5OT+/xQT09Pw6cV+vj4GJmA8Pf3nzhxojw47+9l7u7u991330svvZSRkaF7m0KfY8JJkya9+eabN998s+6aBj8/PzH43Lt3r1grlpSU1OfWiykpKTfffLM4zsnJsf5atLe3Hzp0SBw/9NBDht/Zzc3tN7/5jZhkKS8v73N3ZSPEHLo4vu222/SWWVyTNVnCFFu3bhXzNQ888IDuhIvupZF3MRX3owjyfEdUVFR/g/+4uLgXX3zRyt34g4KCnn322cceeywpKUk+fRcXF3liQl4E2ccozsVFzi1GMrBxBw4cEKmanZ3d52akCoVCvplGN4lE8oqDzMzMPtcli3+37ItZduL2u3Dbt2+X5/504/qmnKxard61a5eoTBYvXtznnGZiYqK4lae9vb3PR+oaFxYWZuRBnomJieIGCK1W2+eWsMKDDz54xx13GK4bmzhxonybUX/PI5AkaciQIa+//vpdd92lW9Y8PT3Fs0VsVdife+65OXPmGKahXJAbGxv1/re2tlY8vFnEZozsCG0ra9asuXjxorguixcv1jtZmzRM9ijR5ma5l156yXADai8vL3kzg9ra2rKyMsc3yoMGDdKLXui6+eabxRWprq7uc/dv52l2jfcoTGePBLGmRJeUlIjHq7u4uDz22GNyp1FXQEDAokWLHnjgAdvWomb16Cxg19JtQbrZKjcGBwe/+uqrupEYOWvJ0dDMzMxnn31WNxIjTJ48WWSPrq4uI8/osaABckB1Z6uPsKDl2rt3r7i/Jyws7OGHH+6zCA8cOPC5554bP378jZg5dUc6t9xyS59Rz9mzZ8fFxUmS1NPTs3fvXiPJe8stt+glkaenp5wyAwcOfPXVV3Xj+kJsbKx8e6hea2VDI0eOfP7553Xj+kJkZKSct8369G3btoke6dixY/t7gNGoUaNeffVV3f7YdWwZU1JSRNers7PzxIkTfbabop/m4uIibiawbf+2Pz/99JPYfyggIGDx4sV9Dg2MDGQsHmbaj5UDcwf0bezXmtg1qwDOjNA+AAAAbEZ3sCf2P9Qb006fPr2/iWlXV9eUlBRxrPsoOHmwbXEIs0/ytuR9Ps5NyMrKmjp1qikRyqioqIULFxpZbiuWLEiSdNNNN/X3GnnDyaKiIus3iRXbhEr/t7C4v+slD7Dlb2ii4uJicfeGl5fX1KlTzf161mSJa+rs7BQ7nQYHBxtZfpSamiqfi2F+q6urM/5oUivdc889/V0XU4SEhIgDc296MLwERhZrDhw4UMzS1tTUyKnR3t4upnElnblph+nvxO104dRqtZhzlCRpzpw55v77+fPnxZLQ9PR0I893lLOiNU/BtCarGNkMVl5MdunSpf5e88QTTxiJmtuqsPf3Ebpr0fQW4B47dkzMvaakpBjOrdvc4cOHxVNXPDw8nnjiCbO22DW9YbJ5iTaXh4dHf0GCmJiYQYMGiWNxi8P1apT75OXlJW+abXHN6YBm95o9CluxLEGsKdHy/44aNWrgwIFGPkUu77aqRa3MPI7pdl4zzU1PN1vlRm9v7/6qsoiICHEQFBTUZ8J6enoGBwf3WTlb2QA5oLqz1UdY0HLJH33zzTd7eHj09+kKhUJu32+szKlSqUQ5VSgUkydP7u/s5BGT3A0z8s37y5ze3t7iLsM+L4H9mgO5A9ZfJSlvWq778HLj2traCgoKxLHx5zf5+PiY3gOxa8uoe4kPHDjQZ/4RD2sYNWpUn/eF2GkoJD/xferUqeb21qwZZtqPlQNzB/RtHNCa2G/UDDgnNuQHAACAzYiF6YLuXIY8xT9gwABxj3x/MxHiQHfPxpiYGLGgYdu2ba6urpMnTzZyX7YhjUZTUlJy5cqVqqqqpqam5ubm1tbWjo4O+eF5vb29Npm5MPLXtrY2sROspPNEXkNhYWHBwcEifUpKStLS0qz5SvLstuHaSl1JSUliR1BzY4oXLlwQB8OGDTMy89gfa7KEKbMb4gENgwcPNvKP8lXTfc2gQYMUCoVWq21vb3///ffvvvvuIUOG2CMYYPp7VlVVlZaWVlZWNjY2Njc3t7S0tLe3y5PIlmXgrq4usXDB39/fzc3NyCXw9/dXKpVarVapVHp7e0uSdOnSJREuDQkJkedi7MGsE7fThSstLRVzjr6+vhZspymvXImOjjaSyHIJMveh73rXtKioqKKioqamRqlUqlSqtra29vZ2+QG3lmUVOSLe0dFx9erVPgMJxtPZroVdfLq3t7eYrdNbcCanv00ecWJceXn5N998I44XLVokR7gd0zBZU6JtKyEhQWyhUVlZeR0bZaVSeenSpcrKyrq6uubmZpVK1d7e3t7eLr+5TT7FTs2uPVocGyaINSVa/l/TeziOrEVtwh453IJ0s3cnUJIkOWKq2/nXI1cylq0G7rMBckB154CP6K/lam9vFw9sMuty31iZU450hoeHG4nmyiOmqqqqzs7O/iL0xjOe3AWyeea0kgWffvHiRdH9Dg4ONt7HcKqWMTMzc9OmTb29vcXFxTU1NXpr3HV343dY/1atVss1ngX9Q2uGmfZj5cD859Ga2GkoBDgtQvsAAACwGd1boeUVANL/PeJUkqQlS5aY8j7y48YlSZo5c+ahQ4c0Go1ard6wYcOmTZsGDx4cFxcXGxsbHx8fFRXV35t0dnZu3br10KFD1/0G7atXr4q5GE9Pz8DAQCOvjIiIEBOIuo8zsIz8DsaDr/IWneIReqarr68XB8bX6PTHmixh+pvn5eWJZ3kap7vWKjg4eMKECWJuorS09N133w0ICEhISBBbdw4dOtQBKykFrVa7f//+3Nzcmpoam795Y2OjmJZqaWl58cUXTfkXOZXkKSo7xfUtO3E7XTg5LxluDmlWMVm/fv369ettm891P2Xjxo2nT582MoVtsYCAAHd3d/HOra2tFqwRtGthF+QAiahpbXX5TNfW1vbvf/9bpNKMGTN0nwntmIbJmhJtW/K6TMPVn45plM+fP79lyxb5DiRHsnez6yQJYk2JbmhoMLdIOqYWtQn75XAL0s0BuVEOxhjJWnLLa1n267MBckB155gatc+Wq6GhQfzo7u4+YMCAn2XmlDOb8cwZFhbm4uKi0Wi0Wm1TU5OREZ+RjGdlBrYfC26tsyCpnaFlDAgIGDVqlFjJffDgQfkxFpIklZeXi3towsLChg8f7rD+rVKpFG/o4uJiVr6yfphpP1YOzG/01sSuQyHAaRHaBwAAgM3IYzkPDw85AiTW0Zr1PrpjtoiIiMWLF69YsULs8K/RaC5fvixvzh8RETFx4sSZM2fq7Q9cXV393nvv6d4m7+vrGxYWFhQU5Ofn5+vrW1NTc+bMGccki3z615zHkV9g/dy0/A7Gl7nIn2juIwDksI3uPRymX19rssQ1mXsuYgJXdv/997e0tJw7d078qFKpTp8+ffr0aUmS3N3d09LSZsyYYe/Nvbu6upYtW6a7o7WHh0dYWFhISIifn5+fn19vb6/Y+tsyFuy5KqeSnLz2WPJrzYnb48LJCWXWZiEWp7NeVjTF8ePHv/jiC91lLsHBwSEhIYGBgaKuO3PmTH/rp03k6ekpZsp0H7PiJIVd6G+VszXVlFlX7bPPPhNTnykpKXfeeWd/r7Rfw2RNibYtee5VL7c4plFevXp1bm6u/KOLi4uoPfz9/f38/Hx8fHJycuT1qfZr6+3U7DpDglhTojUajZwrTN8A2QG1qE3YL4dblm4OyI2mbC9h/RYUhg2QA6o7x9SofSaOfCEseKTLzyxzKhQKLy8v8WJz86djMqc1+tuo35TRjbl54/q2jJIkZWdni9D+Tz/9dPvtt7u6uorfy0v2s7OzDS+H/fq3cgH38vKy5kI4Vatkvx6v87cmDhgKAc6J0D4AAABsRp4Y6m8r7CeffNKUCJnewtCMjIykpKQDBw6cOnWqvLxcd4RcW1u7cePGEydOPPXUU/Iz2Lq6uuQ5LE9PzxkzZkycOFFv7cu+ffscFtqXZw2uObaXX2D9fJP8ocbjZPJfzZ3asNVXtSxLmGjUqFGmPAxe7xS8vLz+8Ic/FBQUHDp06Pz587ornHp6ek6ePHn69Om77rpr+vTp9sszy5cvF+FthULxq1/96qabbho8eLDuNaqpqbEmtK879/G73/3OlFfKi4TkKTl77GpozYnb48LZaj5u3rx5fS5I0mPu3RJlZWXLly8XFyIsLOzWW28dM2aMXoGqr6+3cj5LXgFj5ZYVdi3sxus3u87gb9iwobCwUHzzRx99tL+61DENkwUl2rbk3KI7BeyYc8/NzZWjF4mJiTNnzkxJSdHblnb//v32C2DYu9l1tgSxoESLx6Y4VS1qE/bO4Rakm7PlRns0QA6o7hxfo8qtla1WVzth5jT9HOU+mNPmT0eyrCdz3VtGSZJSUlLCw8Pr6upaWlrOnDkjHsquVquPHDkiSZKbm1tmZqYj+7e2GsNaNsy0ExvOIdxYrYljhkKAcyK0DwAAANtoaWkR4Q1JkjIyMnQHtD4+PuIO7pCQEMueDujv7z9r1qxZs2aJ51+WlZUVFxcXFBSIxSIVFRUrVqz44x//KF586NAhMYfl5eX14osvWrDVnm3Jqys6Ojq0Wq2RIbd8X7z1d9zLH2r83nmLl4DIYRsLthm0SZYwQk49FxcXi5fXDx8+XEQR6uvry8rKSktLz58/L54hrdFovv/++/j4eAsevm6KyspKsdZckqTf/va3EyZMsPlHyFMeXV1d5iaRHDhRqVROeOK2vXDW5HPddPbx8bHHTg/bt28Xk1mDBw/+85//bNaTaE3U09MjP9XSgq0L7F3YjfP09BSLeOy3G+rJkyd37NghSZK7u/vjjz9uJIns2jBZU6Jt3hMwzC0OaJR7e3vFhZAkafLkyQ8++KDjV2Tau9l1hgSxpkS7uLh4e3uLfk5ra6uJj3Sxdy1qE3bN4Zalm1PlRts2QA6o7q5jjSp/dHt7u/Ehw42bOeVeuvHMqdFo5Hjz9cqf12Wv/mumm+m7SjhDyygajkmTJq1bt06SpAMHDojQ/qlTp0TOGT16tL+/vyP7t/K7dXZ2WlDKbDLMtDkrByw3bmvigKEQ4LS46w0AAAC2sWrVKhFE8fPzmzhxou6f5KevlZaWWvkpnp6eiYmJ06dPf+yxx955553s7Gzx+4KCAjnQWFRUJA6mTJly3eP60v89LVKSpJ6eHvlJeH2qqqrSSzGLye9QXV1t5GXyX839RHmPhNraWmu+nvVZwt5vPmDAgLFjxy5YsOCVV1554YUXxKyrVqsVj3U3ZP08oLwdfUJCgjVxfSPfJDQ0VOTJ9vZ2c6+gXKaqqqp0Nz+0nq1O3LILZzyfy0/WNPc7iIOSkhJ71C1yXXf77bfbaTLrypUrIiP5+vpatp7eroXdrpfvmqqrq7/88ktx/NBDD8XGxppysezRMFlTom2eYcRBTEyMY85dbomam5slSXJxcVmwYMF1iV7Yu9k1q563X4JYU6LlKlHOJ9e9FrVtVWynHG5Bul2X3OiYBsiG1V1/xec61qihoaGitKrVauPX7meQOeVRT59qamrEBXJ1dQ0NDXXkVZArTKd6brec1OXl5Y5vGa0c3WRmZopn5507d66pqUmSpAMHDog/yWN5h/Vvg4KCxEFvb6/8IPkboltrv4H5jduaOGAoBDgtQvsAAACwgZycnOPHj4vj+fPnu7u76/41OTlZHPz00082/FBPT8/77rtPzBRIktTQ0CAO5MdJOslMpaen58CBA8Xx2bNn+3vZ5cuXxQ3vLi4u8fHxVn6ovC65oKDAyKbi8vcxdwG6HLa5cOGCBV/PTllCGDp0qJiTVSqV8k4SNpGQkDB16lS9/CbIed76eUAx52VxBpZLhJFv4unpGRcXZ9klGDx4sDjZrq6u/Px8GyavlSdu2YUzMZ9fvXrVrH/Uy+f5+fk2f662Wq2WV26ZuFTOAuLxqOJcLJsUtmthv2ZetaaaMq6jo+Pf//63WFM4depUvRvaDNm1YbKmRNtQa2urfINOSkqKY85dr/YIDAy08skRTtvsmtXi2C9BrCnRiYmJehXL9a1FbcXeOdyCdHNkbrSfPhsg66u7axaf61ijent7yx0P0y/3jZU54+PjxdVUKpViUyXjmVPudjpy4CYObL49lZVJLdKttbVVDmfau2W01ejG399/9OjRkiRptdpDhw41NjaKjllERIRcyTusf+vj4yPfLGJB/9B+w0xrWDkwv0FbE8cMhQCnRWgfAAAAVuno6Pjmm2/WrFkjfkxNTZ08ebLeayZOnCgmI4qLiw8dOmT8DWtra3Uf+JeXl2fkxa6urvIN2vKBYbDfkPGVIjY3fvx4cbB79+7+Jkd27twpDkaNGmX9RPzw4cPFhoEtLS39pXlFRUVBQYHeNzT9/cW8RlNTU3/XqKWlpb9NI63JEtfk6emZnp4ujlevXm38f7Vare7yl5KSEt1ntBuSt2HUWxkgbz9ofGMGU8jzaEbeykgGlr9he3u7kUDIr371K3GQm5t7zeJQVlYmH3t4eIi9NCVJWr9+veFHaLXagwcPWjAbbs2JW3zhjAsNDZVXuf344499vqa3t7e/ReEpKSliGU1nZ+fq1auNf1ZnZ6dZi8tdXV3l51n2l2JdXV1Xr161OCvW1dXt27dPHE+aNMmyN7FrYTcuNTVVHJw8ebK/CXrLlkVqtdrly5eLpVGJiYkLFiy45r/Yu2GyuETb0IYNG8ROHgkJCbpPnnZAoyzXHs3Nzf01so2NjfLm3vZg72bXrBbHfgliTYkeN26cOCgqKjISEdFqtefPn3dALWor9s7hFqSbI3OjnRhpgKys7kzpsF3HGlW+3Lt37zYSWu7o6Lh8+fKNmDl9fHzk1lke++jp7u7es2fP9cqc8gJo+WY1w8rT8VWNt7e3nG6bNm0ysoy+pqZGBPWtbwhsOLqR5wcOHTp04MAB8f37XLLvgP7tiBEjxMHevXv7S8n++ofWDDPt2gOxZmDuJH0bczkgqwDOjNA+AAAALNHT03Pp0qV169a99NJL+/fvF7+MjY1dvHix4crOqKgoeZi3cuXK/kbRKpVqw4YNb7zxhvzIeUmSPv300w8//LC/WbMzZ86IMWpAQEBkZKT4pbzUZu/evfJ6BVllZeV7773XX5TOTiZNmiRGxfX19V9//bXhPe8//vjjiRMnJElSKBQzZ860/hPd3d2nTZsmjtesWWM4/adSqT7//HPxTVJTU819BnZgYKA8LfLNN9/oTQtqNJoDBw789a9/lVcL2TBLmGLOnDliNrOqqur999/vc7tFrVZ77ty5f/zjH7qZoaio6LXXXtu9e3efMzW9vb1Hjx4Vx0lJSbp/khNwz549Vu5aKW/rXVJSYrjNQ0tLy7fffvvpp5/29+++vr7yVpNG8nlmZmZYWJgkSd3d3e+//35/C4AqKys///zzzz//XPeXs2bNEslbW1v71ltv7du3r7KysqGh4dKlS1u3bn311VdXrFhh7iWz8sQtvnDXlJWVJQ52794t700iO3/+/N///vf+di9wdXWdO3euOD58+PA333zT5/xpT0/P/v37X3vtNbP29lQoFPIanS1bthg+HCEvL+/NN980ZRfriooK8aBKXaLsiC+ckJAgTyiby96F3YhRo0aJBzF0d3d/+umneu/c3t6+YcOGJUuWWPDOP/zww5kzZyRJCgoK+t3vfufq6nrNf7F3w2RNiTZLe3u7YYiot7d348aNcmdAzvYOa5RjYmLE9K5Go9m8ebPeX9VqdW5u7t/+9rfOzk77NfT2bnbNanHslyDWlOi4uDi5Jvn888/7rPFKS0vfeecdOeBn11rUVuydwy1IN0fmRitZ0ABZWd2Z0mFzWI1q6KabbhKPHm9ra/vwww8No/tarfbYsWN//etf5WD5jZU5JUm65ZZbxMGRI0fkGzh0BxFfffWV6Lr7+/tnZmY6OE8OHTpUHBw8eFAvvtvV1bVjx46//e1v1oe6LTBnzhwxyr548eLXX39t2PHr6ur64Ycf3nzzTXGtrW8IbDi6SU5OFltHNDQ07Nq1S1RT8j00durfXrNvX1ZWtmbNGr2BeW1t7SeffLJhwwabDzPtx8qBuZP0bczlgKwCODM3kgAAAADG9fb2vvPOO/Jxd3d3e3t7c3Oz3gg/IyNj0aJF/a2IfeCBB65cuVJdXa1Wq//3v//t3r177NixMTEx3t7ebW1t9fX1BQUFFy9eNJzdkyQpPz8/Pz9/yJAhaWlpcXFxgYGBPT09SqXy9OnTcrhuzpw58l3bkyZNysnJ0Wg0bW1tr7322oQJEyIjIz09PcW+ecXFxdY/Dd1cPj4+Dz300CeffCJJ0pEjR6qqqqZNmzZ48GBXV9fa2tqDBw+KKJEkSTNmzEhISLDJh86aNSsvL+/KlSudnZ3vvvtudnb2mDFjAgMDOzo6zp8/v2vXLnFXhI+Pz8KFCy14/zvvvLOgoECtVqtUqrfeemvUqFGDBw9WKBS1tbX5+fnX3MTSmixxTdHR0Q888MCKFSskSSouLn711VfT09NTUlJCQkI0Gk1zc3NpaWl+fr6Y+ZIflyC0tbV99913W7ZsGTVq1LBhwwYMGODl5dXS0nLlypWDBw+KuZKwsDC9qcb09HSRG8+fP//ee+9lZGT4+PgolcqysrKkpCTDrSyMGD58+IABA+rr67Va7Ycffjh69Oj4+Hg/P7/W1tbS0tKzZ89ec1fMMWPGiImkLVu2NDY2Jicnu7q6NjQ0XLhw4e677xZzLm5ubk888cQ777zT1dWlVCqXLFmSkpIycuTIiIgINzc3lUpVVVWVn58v9kqVH/ApJ+/dd9+9atUqSZIaGxtXrlyp9wVcXFzCwsLEkibTd3G38sQtu3DXNHXq1H379tXV1Wk0ms8++2zv3r3Jycmenp5NTU0FBQXXXPM9adKkixcvHj58WJKk/fv3nzp1asKECfHx8f7+/t3d3VevXr1w4UJBQYFlEccpU6Z89dVXkiRdunTp5ZdfHj9+fFhYmFarbWhoyMvLM/1xmz/88MO+ffuGDRsWFhbm7+/f1dUl7q4Q83ReXl4PP/ywNXWRXQu7Ee7u7nfeeaeoBy5evPjKK6+kp6eHh4d3dXVVVFScO3fOsjXchYWFW7ZsEcehoaGG0+W6Zs+eLdb/2bthsqZEm0WpVL788ssJCQmxsbGBgYHu7u6NjY15eXlyvH/KlCl6cTgHNMre3t7jx48XBW3Hjh0XLlxIS0sLDg7u7OysqqrKy8szvquHrdi72TW9xbFrglhTohctWvTWW2+pVKrW1ta33347IyMjLS0tKCiora2ttrb21KlT4ondulnIrrWoTTggh1uQbg7LjVayoAGysrozpcPmsBrVkKen5yOPPPLBBx9oNJqysrJXXnklKytr6NCh4ktWVlYeO3bMMEh/Y2XOpKSkqVOnip7qypUrz507l5mZGRERoVary8rKcnNzKysr5Td3/POzJ06cuGnTJrVa3dnZ+fe//338+PHh4eG9vb2VlZX5+fnXsapJSEiYPXv2Dz/8IEnSwYMHL1y4kJmZGRMT4+bm1tjYWFJScvLkSd2vZ31DYMPRjUKhmDx58tq1a6X/294/IyND3lLLTv3b/sTGxk6YMOHIkSOSJOXm5p49e3b06NEBAQGtra2XLl26dOmS8XJhzTDTfqwcmDtD3+Y6DoWAGxGhfQAAAFyDVqstLi428oK4uLh58+bJt4r3ycvL6y9/+cvnn38udmusqamRQyOGI385SC9JknxcXFzc39eYOXPmlClT5B8jIiIWLFjw3XffSZLU1dVluBwkJiYmMTFx9+7djkzG9PT0Bx988H//+5/Ymk+MQvVMnjz5jjvusNUnurq6Pv300x988EF5eblard69e7fhKfv7+z/99NPyzpNmiYqKWrRo0RdffKHVatVq9YkTJ8TGA7LMzMySkpKamhrbZgkTZWVlubm5rVy5squrS61WHz16VL4RxDChDPNbW1vboUOH+tx4MDg4+Omnn9Z7aMLo0aOHDRsmzuX8+fO6S6nk9QSmX7iHH3546dKlPT09Wq321KlTp06d0rtqM2bMWLduXX/vMHv27BMnTqhUKvFIS92z0I21DBo06LnnnvvPf/4jYnJ6X7u/JBKmTp3q4eGxZs2ajo4OvT/FxsY+8MADR48ezc3NlXS2A7XriVt84a49ZnZze/zxx5csWSIePVBUVKS3ei8uLi44OFjvq+r69a9/7e/vL5Yotba2imQxMZ2N+9WvfpWfny8ecNvU1LRjxw69F4wdO7ajo+PcuXPXfKuWlpY+C0hAQMBTTz1lZdzC3oXdeD1QWloqVpO3trbqNQeurq5z5szZtGmTWe9ZWloqz/kaaZiE7OxsUcE6oGGypkRb0Cvo88QnT55877336v3SMY3yPffcU1JSIu4ounz5st7CMrH4e/fu3XaN8du72TWrxbFfglhTooOCgp599tmPP/64rq5Oq9UeP37ccDcUwyxqv1rUJhyQwy1IN4flRutZ0ABZU92Z2GFzWI1qaNiwYb/73e+++OKLrq6uzs7O3NzcPvO8vNn+DZc5RQXV2dkpHt50+vTp06dPG/brFi5cOHLkSMdnyMDAwLvuuktONHlDGrlamzlz5uXLl23+UHNTzJs3T6PRbNu2TZKkhoaG/jowct6wsiGw4ehG9Fo3btwoL63uczd+m/dv+/PAAw/UDGky/gAAIABJREFU1NSIfQFra2v1PiIgIGDcuHFG2hrLhpl2ZeXA3Bn6NhZwQFYBnBahfQAAAJhBoVC4ubl5eXkFBASEh4fHx8ePHDlSfha1cX5+fn/84x9PnTqVk5NTWlpquCl9bGzsuHHjxo4dGxgYKP/y9ddfP3DgwIkTJ/q87ToxMXHOnDnDhg3T+/20adP8/f1Xr16td4t6eHj4zTffnJ2dfeDAAcenXnZ2dkxMzNq1aw2f3RgeHj5//vyxY8fa9hMDAgKef/75nTt35uTk6IVg3dzcJkyYMH/+fN3UNteECRP8/f1Xrlyptz9zdHT07bffPmrUqDfeeMPmWcKsr5eUlJSTk3PkyBHDSStvb+8xY8aMHTtWN/9Mnz59wIABP/30U0FBgeEacV9f36ysrNmzZ3t7exsWjd///vdr1649cOCA7n6ACoXCgvVGCQkJL7zwwldffaX3gEbxBWbNmqVSqYyE9gMCAl588UWxEEr39+7u7nqB9piYmFdffXX//v379u0zLGKurq7Dhg0bN27c6NGjDT8lKytr9OjRJ0+eLC0tbWlp8fT0DAkJGT58eHJyskKhkGdCDdPKHidu8YUzxcCBA1988cWvv/5aL6jv7+9/6623Tpkyxci1kCTJxcXl7rvvHjt27I4dO86ePWu4Ujw0NHTs2LHjxo0zd55UoVA8+uijmzZtysnJ0T1rhUIxZMiQOXPmDB8+/LPPPrvm+9x22211dXWnTp3SfZyBt7f3xIkT582b19+aKrPYu7Ab8eCDD0ZFRW3atEl3KZtCoUhNTb3zzjuDg4PNDe1bzPqGyTDd9FhTok0UERExffr0PXv2yKsq5Ss4b968tLQ0O537Nfn6+r7wwgvffPON3n02bm5uo0ePvu222yIiIhywL669m13TWxy7Jog1JToqKur//b//t3v37r179+ptDizqrszMTL2H9dqvFnWe0n1NFqSbY3KjlSxugCyu7kzvsDmgRu3PmDFjYmJitm/ffuzYMb1l4u7u7mlpaZMmTRo+fPiNmzldXFx+85vfDB8+fOPGjXqDCIVCkZSUdNddd8nPabouJdrDw2PdunXitk75i6WkpNxxxx2xsbEffPDB9RqJ33777SNGjNi2bVthYaHe5ij+/v4ZGRnZ2dnySnErGwLbjm78/f3HjBlz7NgxMVQcMmSIvfu3Rnh5eT377LPff//9wYMHdZswd3f3rKysuXPnFhcXGwntWzbMtDcrB+bXvW9jWYmwd1YBnHdu1vGbkQIAAACdnZ2XL19uaWnp6Ojw8PAIDAwcPHiw8QBSc3NzeXm5SqXq6uoS/xIbGyueRtmfnp6eCxcuVFVV9fb2+vn5xcbGDh482BlOv6mp6eLFi83NzRqNxt/fPy4uLjo62q6f2NvbW1xcXFNT09bW5uXlFRoampSUZKstLsUKzoqKio6OjoCAgLi4OAv2HrQgS5ilurq6tra2ra1No9H4+vpGRERERUUZWR+sVqurqqrq6ura29u1Wq23t3dUVNTAgQOvuaS4q6urrKxMpVK5u7sHBgZGRUWZu0xcN2FLS0vLyso6Ojq8vLyio6MTExPNWvyhUqnKy8vFvwcHBxs/ZaVSWVFR0dra2t3d7e3tHRoaGhMTY/qaez3vvfeeWOXzhz/8wdzHtFtz4hZfOFPU1NQUFxerVCpvb+/o6OihQ4ea+7a9vb1Xrlxpampqa2tzdXX18/MbOHBgaGiolV+stbW1sLCwsbFRoVAEBQUNHTrUlPf817/+JRZgPfbYY+np6T09PZWVlU1NTVqtNigoaPDgwaasCHRM/W+9np6ewsJC8WCFoKCgpKSkoKCg61L/W9Mw1dXVvfLKK5IkeXh4LFu2zPiLbVuiL1269O6770qSFB0d/dprr4mGrKqqqqOjQ5SykJAQu5676erq6oqKikQlHBYWlpyc7OPj4/gLbddm16wWx94JYk2Jrqurq66ubmtrc3FxEf26a343O9Wi1710m5vJzUo3x+RGs9i2AbKsujOrw2bbGtV0Go2mvLy8sbFRlC+LP9dpM6ckSRUVFVeuXGlpaXF1dQ0MDExMTLxeDbRhDrlw4UJdXV1vb29gYGBycvJ13+Kizwzc1dXl7e0dGRkZFRXV32OwrGwIbDi6cUD/1iwtLS2FhYVNTU1ubm5hYWEpKSkWnJq5w0y7ssnA/AZqTRyWVQBnQ2gfAAAAAGBLvb29L7zwgljCsnTpUntHbWEZvcgKCeL8ioqKlixZIklSUFDQ22+/7ciPNgztAwANEAAAgOO5kAQAAAAAABvauXOniOunpKQQ1wdspaCgQBxERkaSGgAAAADwC+RGEgAAAAAAzPLdd9/V1dWNGDEiMTExOjpa3nOyqqpq9+7d+/fvFz/ecsstpBVgmeLiYnd395iYGIVCodFoxHPNxZ9GjRpF+gAAAADALxChfQAAAACAedRq9dmzZ8+ePStJkqurq6+vr5ubW1tbW1dXl/yaGTNmDB8+nLQCLHP27NmtW7e6ubkFBQW1tLTIhWvAgAFZWVmkDwAAAAD8AhHaBwAAAABYrre3V6VS6f7G29v7tttumzZtGokDWEmtVjc0NMg/Dhgw4KmnnvL09CRlAAAAAOAXiNA+AAAAAMA8c+bMSU5OLisrq6mpaW1tbW9vlyTJx8cnIiIiMTExIyPDy8uLVHJyCQkJ7u7ukiQFBgaSGk5o2LBhV69era+vb2lpcXV1DQ0NTUtLy8rKElfNwXx9fdPS0iRJCg0N5dIAoAECAAC4XhRarZZUAAAAAAAAAAAAAADAabmQBAAAAAAAAAAAAAAAODNC+wAAAAAAAAAAAAAAODVC+wAAAAAAAAAAAAAAODVC+wAAAAAAAAAAAAAAODVC+wAAAAAAAAAAAAAAODVC+wAAAAAAAAAAAAAAODU3kgAAAAAAAAAA4EhKpbK6uloch4WFDRgwgDQBAAAwjtA+AAAAAAAAAMChVq5ceebMGUmSvL29X3nlFRIEAADgmgjtAwAAAAAAAAAsd/r0aY1GI0lSWlqau7v7NV9fUVGRn58vjhcuXBgaGkoaWq+2trayslKSpNDQ0NjYWBIEuLFcvHixpaVFkqSEhISgoCASBECfCO0DAAAAAAAAuOE1NTXJ0eKMjAxfX9+f2Qm2t7cfP35cHI8YMSIkJMR5vtvy5cu7urokSfrHP/4RHBx8zddv27ZNq9VKkjR58uSMjAxyr03k5eWtXbtWkqSsrKxFixaRIDB0+PDh7u5uSZIGDRqUkJBAgvRHq9WWlZUVFxfX19e3t7dLkuTp6enr6xsZGRkdHT1o0CAXFxebf+iWLVvOnz8vSdJjjz2Wnp5+46bepUuX9H6jUCg8PDy8vb1DQkLskXTALwqhfQAAAAAAAOAXp6qqSky+h4eHp6Sk/DzOaOXKleI4Pj7+5xfaV6lU8gk++eSTThXaN0tdXd3JkyclSYqOjr733nspjPj5VUdOa+3atSqVSpKkGTNmOE9ov7CwsL6+XpKkpKSkyMjI6/tltFrtgQMHdu7cWVdX199rfHx8UlJSxo8fP3LkSFdXV/KVnnfffbe/P7m5ucXExKSnp2dnZ3t5eZFWgAUI7QMAAAAAAAC/OBcuXFi1apUkSRMmTCCWBkfavn27RqNxd3d/9NFHTdm9H1RH+Hnbt2+fuN1n4cKF1ze0397e/vHHH1+8ePGaLzt58uTJkycXLVqUlZXFFTSdWq0uLS0tLS3dsWPHww8/nJqaSpoA5iK0DwAAAAAAAOCG5+PjM2TIEHHs6en58ztBDw8P+QRv3D0JOjs7q6urY2Njp0yZEh0dTb4FHCk+Pr61tVWSpLCwMFJDj1qtXrp0aXl5ufgxLi5u4sSJsbGxAQEBPT09ra2t9fX1Fy5cOH/+vPL/s3fnYVZVB76w96mBokYoirFkKJChEIpJRgkqBhCn1hiHqDEDienYdq656aj9pJPY3Sa5GdrcNuqNURwwMRrTCCSKiiBR1CASkXks5nmsEWo+3x/76fPVU0WVUBTF0X7fP3w25+xz9j5rrb028ttrraKicJ9wYRGaMn78+A4dOoQFVVVVdfTo0cLCwvLy8iAIysrKHnnkkW9+85vDhw9XUHBaRPsAAAAAwCde375977333k/xD+zUqdOn4Ae2b9/+vvvu01zhnPiHf/gHhdCUV199Ncz1I5HIrbfeevHFFzfYYcCAARdddFE0Gl21atXChQs3bdqk0Jp3ySWXNFj3oa6ubunSpS+88EJlZWVdXd2sWbMeeOCBT98COnBWifYBAAAAAAD4HyoajS5ZsiTcnjx5cuNcPyYSiQwfPnz48OHvvvuuTPp0JSQkXHTRRZ06dfrP//zPaDRaXl6+bNmyyZMnKxk4daJ9AAAAAIgXu3fvXrt27eHDh8vLy9u3b9+5c+dBgwbFpmGPqamp2bdvX7idmprazNTK9ffMzs7OyMgoKSkpLi6OzSdcXl4em384lJCQcN5554XblZWVBw8eDIKgXbt23bp1i+1TXV197NixmpqaDh06xLKN6urqPXv27Nu37/Dhw2VlZdXV1e3atUtPT+/Ro8egQYMyMzObOslDhw5VVFQEQdC5c+fU1NQgCEpKSj766KPdu3eXl5enpaXl5eWNGjUqfKuBffv21dTU1H8lEon07NmzqWPV1tZu2bJl48aNRUVFFRUV6enpubm5Q4YM6dq160n3P60SqP/uxo0bN23aVFxcXFtbm5WVlZeXN2TIkDPMgfbs2VNXVxcEQW5ubmJiYoOWE04Nfd555yUkJIQl89FHHx06dKiysrJDhw6DBg0qKCgI3/rYRrhq1aqDBw9WV1enp6f37NlzxIgRWVlZsaLu1avXWW3ejdvw5s2bt23bVlJSUlNTk5qa2rVr1969e/fu3TsSibTNFXc2yvljnW5bbUUVFRXr1q3bunVrSUlJXV1dZmZmnz59hg4dmpGR0bqX8Gl1R+HOQRBkZmZ27Ngxts/x48eLi4sjkUh2dnbjxTjO/JKPRqObN29et27d0aNHw99YUFDQt2/fZgrw2LFju3btOnTo0NGjRysrK4MgSElJ6dy5c+/evfv169dUu2186Nra2nXr1m3YsKG4uDg1NbV79+7jxo1rUAvFxcUrVqzYu3dveXl5ampq3759m+otgyA4fPjwiRMngiDIyclJS0tr5vzXrFmzZ8+esrKyxMTEDh069O/ff/DgwcnJya3bAMIPhqcUK7f6OzR1gzt48OCaNWsOHDhQVlbWvn37nJycCy64oE+fPi3uE4qLi8PWFQTBqFGjTuUjEydOPOnrLb4VnvRnrlix4tChQydOnOjQoUN+fv6QIUMadP5nqWcLgqCurq6oqOjEiRNpaWkdO3Y88/42Jj8/v1+/foWFhUEQrFu3rn6034IziUaj27dvD6/QioqKjIyM7t27FxQUWHWCTyvRPgAAAACce9u3b3/xxRfDf+luIC8v77bbbuvdu3fslaSkpPnz53/44YdBECQnJ//zP/9zU2H2Cy+8EI5EzMnJ+Zd/+ZcgCN5555158+bFdlizZs2aNWvqfyQlJeVXv/pVuL1r165f/OIXQRDk5ubef//9QRCsXbv2jTfe2LhxY5gxB0Hws5/9rGPHju+9995zzz3XIGWPiUQiI0eOvOmmm7Kzsxu/+7vf/W7Dhg1BEPz93/99//79//SnP7377rux7w+C4O233549e/ZXvvKVYcOGNfjsww8/fOTIkfqvJCUlPfrooyc9jWXLls2dO7fB/uHpXXjhhbfcckvj5PLUSyD2kffee2/OnDklJSUNvio5OXnq1KlXXXVVUlIL/1X2Zz/7WRgT/vSnP21Qkj/+8Y/D83nwwQePHTs2e/bs9evX199h0aJFubm5d955ZzPB8N69e//whz+EdVHf888/P378+KVLl4aH+M1vfnNWm3dMXV3dwoULFyxYUFpa2vjdjIyMMWPGXHXVVacVlZ3hKbVKOZ+KFrTVVlFdXf36668vWLAgbGn1tWvXbsqUKddcc03jBxdafAmfVncU2/nSSy+95ZZb6urq3n777XfeeScWBnft2vWBBx5o3Uv+ww8/nDt37oEDB+rv88orr4wcOfKrX/1q4ycJgiD4wQ9+ECb0J9WxY8drr732oosuavxWg0N/8MEHs2fPPnbsWP195syZc+utt4YfLykpmTdv3rvvvlt/xfclS5bMmTPn61//en5+/knvCKtXrw6CYMaMGePGjWu8Q1FR0Zw5c95///0Gq8i//vrrHTt2vOGGG8aMGdOKfXjsg6GXX3755Zdfrr9DQUHBP/7jP9Z/5ejRo3/84x/D21998+bNy8vL+8IXvtD8UxdNiT1eEARBUzeyU3Emt8L6Dhw4MHv27JUrVzboXnr06PG1r32tmeerzrxny8jI2Ldv36uvvrpy5crwiY1mGkyL5eXlhScZe6KiZWdSWFj4/PPPN3giJGzqY8aMueGGG+rfneHTQbQPAAAAAOfY0qVLn3322dra2vCP6enpqamp5eXlYdiwffv2X/ziF9/61rcGDhwY+8iXv/zlPXv2HDhwoLq6+vHHH/+Xf/mXxiHTBx98EOb6ycnJd9555xkOGS8tLX3mmWcaBG9BEIQJUFlZWTNxSDQa/fDDD7du3Xrvvffm5OQ0tdv69et///vfnzTHLS8v//Wvf33ffffl5eW14OSj0egLL7zwl7/8JfxjJBLJyspKSkoqKSmprq6ORqPLly/fvn37fffdl5WV1bISCDf+8Ic/LF68OPZWJBKJRCJhUFFdXT1//vwtW7bcdddd7du3P0ttacGCBQsXLoy1pfr27t37y1/+8oc//OFJR+uuX7/+17/+deNANwiCurq69957ry2bd3jQX//616tWrapfmPVLu6ysbPHixQUFBUOGDGmbU2qVcm6bttoy5eXljz76aCwUTEpK6tChQ11dXXFxcV1dXVVV1fz583fv3v0P//APTY3fPXuXcAM7dux48sknGyTu9dPoMy/GqqqqJ598ctmyZSd9d8WKFbW1tXfddVfjtxpElQ0UFRXNmjXr4MGD1113XVP7VFVVzZw584MPPmj8VnV19axZszIyMhITE5966qmysrKT9lSPPvro/ffff7qjlnft2vXwww/Hzj8lJSUzM7Oqqip8UKmoqGjmzJnHjh2bNm1a2/fhod27d//qV7+qX8KJiYmxy3D79u3/8R//8bWvfe0Uh93XV78ZbNq0afDgwS07w1a5FX7wwQdPP/10VVVV47f27dv3y1/+8p577snNzT0bPVttbe3s2bMXLlxY/8mMsyE2A8RJe9FTPJNly5Y988wz9b+hfnv44IMPtmzZcvfdd/fo0cPfM/k0Ee0DAAAAwLm0bt26Z555JhqNRiKRyy677LLLLovlMbt27ZozZ87atWurqqqeeOKJf/3Xf43F8+3bt//mN7/5f/7P/6mqqjpw4MBzzz03Y8aM+l978ODB3/3ud+H2l770pdggv4KCgqysrI0bN4aRVb9+/RrMKnzSyX6Li4v//d//PQx4IpFIRkZGSkrKiRMnysvLY/skJCQMHDgwPz+/d+/eXbp0ad++fThR9tq1a998883q6uqioqIXXnjhpGFY6O233w6CICkpafjw4QUFBdnZ2RUVFevXr1+yZEltbW1dXd2LL75477331v/I9ddfHw7mq6io+OMf/9jUN8+bNy8M+dLS0v7u7/5u7NixYUnW1tauX7/+xRdfPHDgwOHDh5966qlvf/vbJ/2GUymBRYsWxXL98ePHX3bZZb169YpEIocOHfrrX/+6YMGCmpqaTZs2/fa3v73jjjvOUnN6/fXXg/8e0T5gwID09PTi4uIPPvggHKp77NixBQsWNM4UDx48+Nhjj4W5fmZm5rRp04YMGZKVlVVWVnbkyJFNmzYtW7aswejhs9q8gyB44403wlw/JSVl2rRpY8aMycnJiUQiRUVFW7ZsWbly5YoVK1oWPrX4lM68nE/FmbfVlqmrq3vsscfCXL979+6f+9znhgwZEsZvFRUVy5Ytmz17dkVFxapVq1577bUrrriiVS7hlnVH69ate+edd8IANSEhoUOHDpFIpP6V2CrFePjw4cOHDwdB0K1bt7Fjx/bu3Ts5OfngwYN/+ctf9u7dGwTBqlWr1q9ff9IMODs7e8iQIQMGDMjNzc3KyqqrqysvL9+zZ8/ixYu3b98eBMFrr702cuTIPn36NH/oXr16jR8/Pgwmd+3a9cYbb4RZ/lNPPVVRURGNRhMSEgoKCkaMGNGpU6eKioq1a9cuWbIkGo1WVVX9+c9//upXv3rqDaCoqOihhx4KU/mhQ4deffXVeXl54TMcRUVFb7zxxqJFi6LR6EsvvdS3b98BAwa0SgOYOnXqmDFj3n777R07dgRBMGHChP79+9f/wk6dOsW2jx8//uijj4a5fnZ29t/93d8NGzYsIyOjsrJy06ZNf/7zn3fs2FFTU/Pkk0926dLldNcNCVdqCGt24cKF+fn5gwYNatmldOa3wnBOgrS0tJEjR+bn54dd8apVq5YtWxaNRo8fP/70009/73vfa/CETav0bP/5n/8ZFkIQBKmpqWHxnvRZjTMUtvAgCDp06NCyM9m+ffvTTz8d3gX69et39dVXDxw4MDk5ubS09KOPPvrTn/5UUlJy7NixRx999Pvf//7Ze5wO2p5oHwAAAADOmcrKyqeeeir8t/ivf/3ro0ePrv9ur169vvWtbz388MNr164tKSl56623rrzyyti7ubm5t91229NPPx0Ewfvvvz9o0KBYKlZdXf2b3/wmzLynTJkyduzY+t/Zq1ev6urqMEvr0qXLZz7zmY89zzA2y8rKmj59+tixY2NToJeVlYVDk0eNGnXRRRc1mN06Kyure/fu4erjDz74YDQaXb16dUlJSTOjjceNG3fdddfVj3NGjBjRp0+fWbNmBUFQWFh45MiR+oMdYyVWUlLSVLS/ffv21157LQiC9PT0e++9t3v37rG3EhMThw4dmpeX98ADDxQVFa1fv76wsPCkCxJ/bAkcO3Zszpw54Ys33njjlClTYp/t2rXrtddeO2jQoIceeqiurm758uVjx44dPnz42WhRSUlJV1555ZQpU+rP4jBu3Linn3566dKlQRAsW7asceT829/+NmwtPXv2/Pa3vx37dZmZmT169Bg6dOj06dP/9//+323ZvGMPSXzjG98YOnRo7PWcnJycnJxx48YVFRW99NJLbXlKZ17OH6tV2mrLLFy4cNOmTUEQ9OvX79vf/nb939W+ffuLL764R48ev/zlL+vq6hYsWHDZZZeddC76072EW9YdhdPd9+7de/r06cOGDYsN/42tgtFaxRhOQT969OhYhjp48OAJEyb85Cc/2bdvX9jxNo72v/Od7zRe9L1Tp069evUaO3bsww8/vG7dumg0+t577zUV7QdBkJ2dffPNN48cOTL2ypAhQ4YOHfqjH/0oGo2Gg7AHDhx4yy231B+9PWLEiG7duoU94YoVK7785S83Xj2hKb/97W/D3HTy5Mk333xz/fPv2LHjjTfemJGRMXfu3Gg0+sorrzTzWMlpNYDw0l67dm0Y7ffv37+ZBjBv3ryjR4+GPeo999wTu4+kpKQUFBQMHjz4//2//7d27dqamppZs2Z9//vfP91LYMqUKc8++2wQBFVVVf/3//7f/Pz8ESNG9OvXLzc399RXUWmVW2FCQsLll19++eWXp6am1r/ZDR069MknnwyCYOfOnStWrKg/OUFr9Wx79+5NTk6ePHnyxIkTYxdOZWVlgwUaztDx48dj89809QhF82cSjUZnzZoV5vojR478xje+EWvqmZmZkyZNGjp06M9//vOjR48eOnToz3/+84033ugvnHxqJCgCAAAAADhX3nnnnTBNufjiixv8W3woEol8/vOfD7cbTw09fvz4iy++ONx+/vnnY0Pc/vCHP+zevTsIgvz8/NjHz9BnPvOZH/3oR5/97GfrL22ekZER/nt6586dm1n8e8CAAWGIFY1Gd+7c2dRun//852fMmFE/EwpNmDAhFoGEY15Py/z588Mw4NZbb60f8tX/FdOnT2+qkE+xBN56661wGPHAgQPr5/ox+fn5n/3sZ8PthQsXnqUWdc8991x11VWNY9fYDzxy5EiDIZiFhYVhppuUlPSNb3yjZUvXt27zLisri00S0FTw07FjxxkzZpzubPxneMWdSTm3ZVs9XTU1NW+88UYQBMnJyV//+tdPGtsPGDAgfB6lfizXNpdwA8nJyV/4whe+973vXXjhhbFcP6g3p3qrFGPHjh3vv//+MWPGNAjp27Vrd+mllzbzW2KD3RtLSEiIdQLNlEN2dvYPf/jD+rl+qGfPnrGF5C+66KLvfOc7jWdlnzRpUnj0ysrKBgsWNGPXrl1hnebm5t50000nPf9p06aFJbx+/fqm2vbZawDHjx+PLQvyxS9+sXEonpSU9JWvfCVsurt27Qr7tNMyceLE2GNw0Wh0/fr1zz///I9//OP/9b/+17/927899dRTCxYsKCwsbH6ykFa5Fd52223XXXdd/Vw/NHbs2GHDhoXb4SNErd6znX/++f/6r//6+c9/vv6Fk5KS0oqj3uvq6p599tnwYbLk5ORx48a14EzWr18f/oUnLS3t9ttvb/wIS3Z29i233BIrnPBw8Okg2gcAAACAcyb2L+xTp05tap/zzjuvY8eOQRDs378/HKxZ38033xxGBdXV1Y8//nhVVdUHH3ywZMmSIAhycnLuuOOOUx+12YwePXrcfvvtTY3TPRWxsKeZvLOplaEjkch5550XbscG5p6iioqKcI707OzsCy+8sKndYglxbKHx0y2BcArlIAguueSSpvaJJYKbNm1qMH94a2mqDLt37x4beNqgDGNnPnLkyG7dusVD866f127bti2urrgWl3ObtdUW2LBhQ3i2o0aNamYJ8Niht27d2mbYx86gAAAgAElEQVSXcGMTJ06cPHlyU/F5axVjWlpaOCFHY7HJ3lvwW06lJ0xNTW3q0LErtGPHjictgZSUlOzs7NM9vdh1MWXKlKZuGYmJifn5+eeqAYSTyYcl0NTjPllZWbHnIWLd2mmZMWPG9ddf36Cfr62t3bt37/vvvz979uyf//zn3/3ud3//+9/H5pM/Gw2gqdoPgmDChAnhxubNm89Gz3bnnXc2VYlnrrq6evXq1b/4xS9WrFgRvjJ9+vTwlE73TGLfMHr06KYWFygoKAh7s3BVCH/h5FPDhPwAAAAAcG5UVlaG4/YyMzOTkpKaWcs8MzOzqKgoGo0WFRU1GMmXlJT093//9z/+8Y/Ly8v37dv3xBNPhKMVk5OT77zzzmaGD56WplK0k/6oTZs27d69e//+/UVFRSUlJeXl5cePH6+urg53qK2tbcEJxKKOMN05dbFBlr179y4qKvrYH9jUPs2XQHl5eThJeBAETa1CHQRB586ds7Ozw4reunVrQUFBmzW2SCSSmpoahkkNyjA2vPWCCy6Ik+adkpLStWvXsEiffPLJG264YcSIEfXz/nN4xbW4nNusrbZArA3k5uY2Uyzt2rVr8aFbfAmfrjYoxlP8LXv37t22bduePXuOHDlSXFxcWlp6/PjxWKTasp4wNng6nCPkpGIt9tSLOpYTd+nSpZkGEPvhbd8AYg8TDBw4sJndBg4cGA5nb+rhg4+9fi+//PJJkya9//77K1eu3Lp1a2VlZePe/q233nrvvfduuumm2Kw5bXYr7NevX7hx/PjxY8eOhY9xtGLPdur3+lMxa9as8DmJmpqaioqKo0eP1p/Yf/z48VdddVXL/tZxKu0hEon079//yJEj4f6Np8GATyjRPgAAAACcG0eOHAkjqNLS0n/+538+lY+cdKRdTk7OjBkzHnnkkWg0umrVqvDF22+/PTa0tG0cOnRo3rx5H330USy6aEWxEOJ0V/yNJe4rV65cuXJly0r4Y8USi5SUlA4dOjSzZ7du3cLcJcwb2lIscm5QhrGUrnWH7J9h854+fXq47nVRUdHMmTNTUlL69u3bp0+fvLy8888/v/lCPttXXMvKOU7aalMXb7gxZ86cOXPmfOz+x48fb7NL+HS1QTE2/1ui0eiSJUsWLVq0f//+Vv91sWi/mWKMDTo/9aKOFdqDDz54Kvu3fQOIdZjNd1Ndu3aN9cktLuS0tLTJkydPnjw5Go0eOnRoz549u3fv3r59+44dO2JD7aurq5977rm0tLTGs9+f1Vthx44dk5KSwgc7SktLw2i/bXq2FmjqEkhPT7/mmmsmT558JveXBjXe1A23wf7wKSDaBwAAAIBzo6ys7HQ/0tQqv0OHDr3iiivmz58f/nHSpElNrV97lixfvvzpp5+uP5A0Ozu7U6dOHTp0yMjISE9PX7Vq1Z49e1r8/S1eVuB0571vfh3lpsSCro8d4R3boQXZ2BlqahBkrIhOa3j62W7eF1100YEDBxYsWBAGgZWVlRs2bNiwYUPw32MxL7744tjC2G1/xbWgnOOkrbZKybTg0K2yMkicFGMzv6WysvLhhx+uP1l6u3btOnfu3KlTp4yMjIyMjNra2sWLF7f6VXwmLTAajZ5ud9SCeP4MG0DsDJtf9D3WibXKiieRSKRr165du3aNDfguLCxcsGDBRx99FP7xpZdeuvDCC+sX+Nm+FQZBkJKSEn5/bP34tunZWiC2OklCQkL79u3T09N79uw5aNCgMWPGNF+PH9v8Yr+9+dtW67YHiBOifQAAAAA4x7Kzs7/xjW+cyp65ublNvVVcXBzb3rhxY0VFxZn80/lp2bFjx1NPPRVOL9y5c+fp06ePHDmywVoA4djHc1jIw4cPnz59+sfu1rJcNpZafWxeEtuhdec9PhOJiYlh3bVsguiz1Lwjkcj1118/YcKEt99+e/Xq1bFh5UEQRKPRzZs3b968eeXKlV/72tdaEBm2yhX3CW2rzbvmmmtOZV2G1n0K5NNUjE899VSY60cikQkTJlxyySW9e/eu30T3799/JtH+2XbXXXedyjIusQXj20ysDJt/qiD27ll6lOT888+/88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Desarrollo de estrategias de aprendizaje para fortalecer la competencia comunicativa del idioma
extranjero inglés en el entrenamiento Saber Pro
148
Cecilia Inés Bermuy CuelloLeidy
Diana Zuleta Villegas
Juan Camilo Castro Mendoza
Revista Criterios - 30 (1) Enero-Junio 2023 Rev. Criterios - pp. 138-157
ISSN: 0121-8670, ISSN Electrónico: 2256-1161
https://doi.org/10.31948/rev.criterios
Universidad Mariana, San Juan de Pasto, Nariño, Colombia.
apoyarlos al mejoramiento de su competencia
comunicativa en ese idioma.
De esa manera, se logró un espacio de
sensibilización ante la prueba y la estrategia
diseñada como apoyo para el fortalecimiento
de la competencia comunicativa, necesaria
para que el aprendizaje resultara más efectivo.
Ese proceso de sensibilización permitió a los
estudiantes bajar el nivel de estrés ante el
entrenamiento de la Prueba Saber y estar
atentos a los contenidos, así como expectantes
sobre cómo se desarrollaría la estrategia, en
un ambiente ameno y cordial en el trato entre
las investigadoras y los estudiantes, hecho
que permitió evidenciar que el ambiente de
aprendizaje es importante para el desarrollo de
estrategias efectivas para el aprendizaje.
Esa actividad introductoria fue seguida por
un juego didáctico virtual de vocabulario, que
ayudó de forma signicativa a los estudiantes
a refrescar los conocimientos e incrementar su
léxico en inglés. El aprendizaje se evidenció
cuando los estudiantes lograron expresar
cada palabra de manera uida, al poder
repetirla verbalmente y al practicar con otro
compañero, tal como pedía el juego. Con ello,
se activaron sus conocimientos previos y la
memoria, a través del uso de recursos virtuales
que incluían imágenes y sonidos, que ayudan
a activar la memoria visual y auditiva para
poder entender e interactuar, como parte de
la competencia sociolingüística. Igualmente,
al leer y escuchar las palabras del vocabulario,
pudieron visualizar la manera correcta y
estructurada de escribir y pronunciar cada una
en un contexto de acción determinado, con ello
se pudo ejercitar la competencia gramatical
dentro de la competencia comunicativa.
Posteriormente, se dio inicio al desarrollo de
la parte 1: Simulacros, donde se utilizó un
modelo de la Prueba Saber Pro, a esta prueba
se realizó un análisis de la gramática y del
vocabulario, como parte de las estrategias
cognitivas, lo cual facilitó, en los estudiantes,
aprendizajes concretos, ya que lograron asociar
conocimientos previos a través de la reexión
y aplicación; de esta manera, los participantes
se concentraron en la idea central del mensaje
del texto escrito y oral, analizando y razonando
lo leído. Además, se brindó la oportunidad de
practicar entre ellos los procesos de recibir y
enviar mensajes, de analizar y razonar lo leído
a través de la estrategia del skimming, centrada
en obtener la información general del texto.
Seguidamente, se desarrolló la parte 2 de
la estrategia, orientada a socializar con los
estudiantes la estructura de la Prueba Saber
Pro, de manera que se familiarizaran con la
misma y gradualmente perdieran el temor ante
su presentación al entender su propósito y
constitución. Luego de explicar las partes de la
prueba, con la descripción especíca de cada
contenido, se plantearon varias preguntas, las
respuestas fueron asertivas. Posteriormente, los
estudiantes emitieron sus dudas e inquietudes,
las cuales fueron expuestas paulatinamente con
un lenguaje sencillo para que comprendieran
efectivamente su contenido, lo cual generó mayor
seguridad al momento de responder la prueba.
De ese modo, durante este primer encuentro
en el desarrollo del Entrenamiento Saber, los
estudiantes aplicaron estrategias directas,
especícamente de memoria, para crear
conexiones mentales entre los conocimientos
previos y los nuevos, lo cual les permitió
involucrarse activamente y entender la necesidad
de asumir su responsabilidad de autodirigir su
aprendizaje y así lograr una prueba exitosa.
Así mismo, aplicaron estrategias cognitivas y
de revisión como el skimming, con las cuales
pudieron analizar las ideas, enviar y recibir
mensajes entre los compañeros, de forma
que se logró poner en práctica la competencia
comunicativa y, en ella, la sociolingüística y la
gramatical, para adquirir dominio del idioma
extranjero inglés.
En el segundo encuentro para el Entrenamiento
Saber, se retomó la socialización de los
simulacros de los años anteriores, desarrollados
por el Instituto Colombiano para la Evaluación
de la Educación –ICFES– para los estudiantes
de educación superior, correspondientes a los
años 2016 y 2019. Luego, se examinó cada
una de las preguntas, teniendo en cuenta el
uso del vocabulario y la gramática, para ello, se
aplicó estrategias directas de tipo cognitivo, a
través de la práctica de patrones y la repetición
dentro de la competencia estratégica. Por
otra parte, para la comprensión de textos, los
estudiantes aplicaron estrategias de memoria
y de compensación, para crear las conexiones
mentales y de socialización necesarias, que
les permitieran entender y formular hipótesis
de manera inteligente, así como resolver sus