Datasets:
ahmed-masry
/
unichart-qa-data

Dataset card Data Studio Files
xet
Community
3
image
unknown
query
stringlengths
18
185
label
stringlengths
1
755
imgname
stringlengths
5
99
sample_id
int64
0
157k
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When did Periodicity assessment peak?
2015.0
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1,300
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"
What is the sum of the second highest and second lowest value of Exports?
65014000000.0
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1,301
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nq0WLFpKkgIAAderUSZKq/HL38ccf26dd3H///YqPj6/2X2ozMjLsv8D/4Q9/kJeXl9q1ayfDMFRcXKyPPvqoxqyVvxwfO3ZM69atU15enpo2barnnntOTZs2Pef3euedd2r48OEyDEOS7Be0Ligo0KZNm865/7lypaSkaMuWLSopKdEVV1yh//mf/3H6mB9++KH9Wji33367DMOQYRi66667dNlll1V53No+H++9955M01RYWJji4uIk/d9zkZ6e7pKLyT/77LP2MyAOHjyol19+WWVlZWds980339g/SFeerVP5/71799pLIEd169ZN1157rW6++WY1aNBAkuzTYB157xmGobZt29qvjVhYWKhnn31WXbp00eOPP65evXrV+NiOvL+CgoLk5+cnqaIEuOuuu9SsWTP7h6ujR4/ay7pvvvnGvtDAgAED1KZNG917771nXDi8sLDQPh1q48aN9vfFnXfeWeVMkt8LDg62/yyvXbtWpmlqy5Ytys3NlVRx3bHy8nKlpqaqQYMGtbpmX01CQkL04IMPqnv37vbHPtc0ZVePLZUlclFRkX0MKysr08qVK/WnP/1JUkXxIUnNmzdXw4YNFRgYaL/23uzZs8+a94MPPrBP3a58v5z+XpgzZ45sNluVs0ITEhKUmJioK664wv5eWLdunfbv31/j49TmvXT6c3jnnXeqefPmuvvuu+3H8vPzU2BgYI2P5cjz8c0339gX/rnhhhsUEBAgSerbt6/9ecjKytKnn34qqeLsnsDAQPn5+alLly6SKgqfyiLi9Dw33HCDWrRoYT/z1zRN/fzzz/bH3bNnT5XnOSoqyv53VuV4FxUVpYYNG9r3HzJkiLp06aIrrrjCnu3BBx9Uly5dquStvOD9+Tw35/t31+lsNpt9bJMqxrz27dvriiuuUKNGjSSd+2fKUec7np7LF198oRtuuEFeXl5Vzu79/PPP7X92ZExu166dJkyYYL/sRnR0tP3nq6YSauDAgYqPj9eDDz4oqeI98eGHH541b2xsrP312rlzp3JycuxTTLt162Y/M7CygDt9+qkj44Kzf/9kZGTY/67s3r27unXrpsTERHXu3Pms3w8AAEBd47FTUJ11+rSRyn/R3bFjh7788kv99ttvKi8vtxdDx48fV2lpqWw2W5UPipXTaar7YFE5fUOq+OW78mwuHx8fmaZpL2Oqk5CQoIULF6q4uFj/+Mc/ZBiG/vCHP+jWW2+1X/z/bIqKijRv3jzt2LFDeXl59rN/JNmLDmd06dJFKSkpOnDggJ599ln5+vrqiiuuOK/V4yo/UEqqUnxERETYVxd15vnIycmxn5lw+vSU0z/Q7dq1q8o0GGf4+fkpOTlZw4YN05EjR/Tjjz/qn//8p/3DbnXf57hx4+Tt7S3TNO0fQPbt22f/0O2I099z/v7+ysnJsX/ocea917JlS3uREBERcdaptLV9fxmGoZCQEEmqMpW7Mm91P1OGYahJkyb2kkyS6tWrp7Zt2+qXX37RunXrtG7dOjVo0MA+Tfxsevfurc2bNys7O1s//fSTVq1apb59+2rlypXKycnR1q1btXXrVvtZY+fr96/P6d9vTVw9tnTu3FlhYWHKysrSl19+qRtuuEEbNmzQZZddppCQEJ04ccL+eqWnp+vWW2+VVHGmlY+Pjw4fPqyioqJqFyORpN27d9v/XPkzFhwcLMMwZJqmdu3adcY+p09BPP3P+/fvV8uWLWt+cv5Xbd5LlSXN2aaon87R56OmMUuS/va3v0mqeG4qzyg72/jz+++5Mmt131t1z/fpxzx+/LiysrIUHh5uv8/Ly8v+fJ3+OlY+zum3nTx5ssaSzNHn5nz/7jqbytdTkn3cPNfPlKNcPZ6erqioSN98843ee+89SRVj0TvvvKO8vDytWbNGOTk5Vd4Xlaobk0+dOqXPP/9c69ev17Fjx+Tj46Njx45Jqvnv9spp76dPfz9b4V0pMTFRn376qcrLy7V+/Xpt3LhRgwcPVmBgoC6//HL9+OOPysrK0o4dO7Rv3z77FGZnxoXqvtfqCuHqxkip+nESAACgLrvkCrjKX/YqrVmzxr7a14svvqirrrpK7777rhYtWiRJVS42XKlyUYdzLe5w880368knn3Q42xVXXKE33nhDn332mX788Ufl5eVp586d2rlzp2w221nPTpIqPgSmp6frD3/4gyZNmqTy8nLddtttNX4fjnrkkUcUFRWl5cuXa+fOnSopKdG6dev0ww8/aNasWed95lB1Z45J5/981KTyDK7z1ahRI7388st6+umnVVRUpMWLF+vXX3+t8fjPPfec/YwAZ51eelWq/MB/Okffe44sZFKptu+vyrMaHcl7+s9SdT9X48aN03/+8x+tW7dOaWlpysnJ0RdffKGdO3faP+BWp1evXvas33zzjTZt2qRp06Zp48aNKigo0OrVq7Vt2zaNHz/eoefgXBx9fWriirHFMAz169dPs2fP1q5du5Senq4lS5ZUe628Vq1a2a9N5Srn+vmq6ef9XMd09L1UeVttnvdKjj4fznwPlar7Pqp7vWuT/3zGNEcf52zPjVVjtXT+z83ZuHo8Pd0333yjU6dOVbl+ZOX7prS0VF999ZXuueeeM/arbkyeNm2a/vvf/yowMFDvvvuuIiMj9dhjj2nv3r01/t3u6Fjye1deeaX9LM4PPvhATZs2tZdeiYmJ+vHHHyVVXGqia9euDh+/uvdobf7+qXSuvysAAADqskv+t5dt27ZJkv0CzFL1ZcLpZyxUXtOmumvbxMbG2v/8+3+Znjdvnr744osas2zYsEG+vr564YUXtHDhQv3973+3/9JaOR2pul84s7KydOLECfu/yHfr1k0BAQHn/MW80qlTp3T06NEacy1atEhXXnmlXnvtNf3nP//RAw88IKniGl6VU7Jqe8zKaaZS1edp79699mlNjjwfv9egQQP7WVynn0V1+mvVtm3bGnPVVmxsrP72t7/Zc23durXK/ZVTYKUz3w8vv/yyfvnlF0k1v661KU7P5713Lrm5uQ6/vxxV3c+UVHEW4+nKysrs77spU6ZowYIF9gvP79u3T0VFRTU+RoMGDdSxY0dJ0pIlS9S6dWs1aNDAfjHy5cuXKzAw0KEzKX7/AfL48eNnfWxHWTG2XHfddfa877//vvbt22c/O7Nhw4b2D9RHjhypUjhs3LixyrURq3P6z0/lz1hOTo79ONX9fJ0+FlSeuSPJfvH283X6c1h5Bs3Zxp/TOfp81DRmFRcX6+2339bJkyfVunVr+/Ne0/jj6MX7K1X3fEv/93PSqFEjy84EcvS5cWastlJdGE+/+OILJScn6/3337f/N3nyZPvzsnjxYoeLxMrfUy677DL7JTXO9b1UvldOf8848vN2+eWX26dHZ2VlVbku3OnXadu7d2+V+5wZFxxV098VZ7u+IAAAQF10yRdwldN2ysrK7B/mK3/ZPd3dd99t/6V+2bJlMk2z2muJNW/e3D6l8IcfftCBAwckVfyyumjRIvt0jer89NNPeu+991RQUCDDMBQbG2v/F/rKX15Pn06Sl5enY8eO6aGHHlJAQID9l+bK6/Fs2LCh2sf5/THWrl2rV199tcZcK1eu1Lx581ReXi4/Pz/79X98fX0VExPj1DHvu+8++9mI//3vfyVVnBUwZ84c+y/sjjwf1fnLX/4iwzCUlZVlfy4qL7wfHR1tvw6Wq1x55ZV69NFHq73vmmuusX9g+uqrr+zTm7/++mulpqbaC7qaXtfafGA8n/feuQQFBTn8/nLUNddcYy8OVq5cqdLSUm3evPmMKUhlZWWaPXu2/TVs0KCB/ee2VatWNU6VrFRZrFcueHH6bcXFxerdu7dDeStfo9zcXJmmqZEjR1aZduUsK8aWpk2b2q87tmrVKv3xj3+sUkpUluh5eXn2i/jn5eXp3//+d5WiqTr33XeffVph5QXgK1+bgIAA+7FPt2XLFq1bt07ff/+9fTXlnj172q9jdr5Ofw7nzZunXbt2ad68eQ7v78jz0bdvX/vY9/XXX6uwsFCS9Nlnnyk9PV1BQUEKCwuzT9PcsmWLCgoKVFxcrM2bN0v6v2u91UafPn3UunVrSf/3PB88eND++leOd1Zx5Llxdqy2irvH0927d9un5v7+mJXXhszMzKxxEZnfqxzvDh06pKKiIh08eFC//vrrWfepXCSp8hpxhmHUuMLo6Ww2m/0fOKSqCzM0bdrU/neWr6+vfYyRnBsXHBUZGWkfsysvKXDkyBGHnz8AAIC6wjBNM0nSGHcHcdZPP/2kV155RSdOnLCviNekSRPdd999GjBggD777DPNmjXLvkplgwYN1LdvXw0dOlRSxXVaXn/9df3www/y9fVV7969VVBQoBUrVtiP9dZbbyksLEwbNmzQv//9b+3fv1+NGjXSzTffrJkzZ0qquC7Mtddeq5EjR6q0tFTz58/X8uXLdfToUbVo0ULBwcG6//771aFDhxq/lzVr1mjRokU6cuSI/Pz8dOzYMYWGhuqGG26wT/WTKqajfP311yorK1NYWJj69++vm2++Wd99952mTp2qw4cPq02bNrruuuvsq+4FBATouuuu09ChQ1VUVKSxY8dqx44dql+/vho1aqQnnnhCn3/+udauXavi4mL79165Aur69etVUFAgLy8vnThxQtHR0XrggQfsHzBqe8wGDRrowIEDmjNnjrZu3SqbzaZGjRqpe/fuevDBB+Xl5eXw81GdrVu3av78+UpNTZWfn58Mw1CvXr304IMPKjAwUKmpqRo9erSys7Ptz0/9+vWrrHZ5uu+//14TJ07UsWPHFBISorvuukt33nlnlW0mTJigJUuWqHPnznrttdfst2dnZ2vWrFn6/vvvVVxcrKioKDVr1kwPP/xwlRUAq3td27Rpc0bOoUOHavny5dq2bZvKy8vl4+Oj9u3b67XXXnPovTd48GD79Q59fHzUoEED+3u8uvvbtm2rN99806H3V2X5Wvl6R0d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rV64wceJEVq5cydy5c9m5cydms5mlS5cSFxdned+uXbtwcnJi7dq1BAcH88EHHzB06FDMZjMBAQFkZmYyf/58Fi5ciJeXF40bN77hepW134YNG/j0009xcnLinnvu4cCBA0yfPp38/Hzg6iO+8+bN45133sHJyYmePXtiMpl499132bRpE4sXLyYoKIh33nkHe3t7yzUKCQkhOTnZcvwuXbqwZs0a1qxZg5OTE7m5ucyZM4fg4GBiY2NLXTji95gMw5h0839s5GYUFxczdepUJkyYgJ2dHYWFhbz//vuMHDkSFxcXVq5cSbdu3WjQoIG1o4qI/GXHjh1j165dDB06FJPJZHl0YerUq0tD/fvf/+bNN9+0ckoRkfJZu3Yt9957r+VxmJiYGH744QdGjRpFXl4eS5cu5ZVXXrFyShGR8vnggw8YMmQI7u5Xn6/84osvqFOnDl27duXw4cOcO3eOHj16WDllFVoHzODqnHBXgFHAa1ZNJGVYs2YNeXl5DBs2zNpRbqA54KpAtWrV6NChAwMHDsTZ2Zn09HT69OmDi4sLO3fu5Mcff+T555+3dkwRkXJ54IEHiIyM5B//+AeOjo5kZmby+uuvAxASEmIZPi8icjvr3bs348ePZ+7cuVSrVo3i4mI++OADAN599106d+5s5YQiIuXXt29fXnnlFcxmM7m5uTRp0oR///vfJCUlsXDhwrvvQ9UB//+rGD1HeAs7dOgQO3fu5MqVK7Rp08ayqMKtQiPgqtCvv/5KQkIC9evXp2HDhtaOIyJSKU6fPk1aWhrNmjXD2dnZ2nFERCrclStXLHPe3H///TesXCcicifIzc3l+PHjODg4cN99993U5PsiciONgKtCrq6uuLq6WjuGiEilyMnJIScnB09PTzw9PS3bi4qKSEhIwN3d3bICtIjI7erKlSskJSXRqFEjHB2vnxRIROTOYW9vT3JyMg4ODr87Ub2I/DkaPFlFrq0Qcr1vvvnm7llBRkTuaKdOnWLUqFGcOnWqxPbCwkI2bdpEaGiolZKJiFScnTt3MmvWLBITE0tsT0pKIjAwkJ07d1opmYhIxTtx4gSpqam89957pKamWjuOyG1NBbgq8uOPP5KXl3fD14MPPsjy5cutHU9EpEK0atWKsLCwEkU4e3t7Xn31VSumEhGpOMeOHWP27Nl4eXkBkJiYSG5uLg0aNGDOnDkcOXLEyglFRMrvl19+sXzfr18/hg0bxuLFi9m6davm9RX5i/QIahWJiIhg8+bNZbYPGDAADw+PKkwkIlLx7OzsGDt2LLNnz2bAgAE88MADlrbi4mIrJhMRqRgmk6nE4/RRUVG0bt0aLy8vnJycdK8TkTvC9u3bqVu3Ljk5OZYRv/7+/nz77bdMmDCBcePGUb9+fSunFLm9qABXRXr16kVgYGCZ7XZ2dlWYRkSk8tjZ2fHGG28wY8YM3NzcaNmyJadPnyY/P9/a0UREyq1OnTps3bqVp556ipSUFOLj44mOjqZ3794cPXoUJycna0cUESm35ORkxo4dS35+Pnv37r2hfd++ffTq1csKyURuXyrAVZEuXbpQs2ZNa8cQEak0tra2nDp1iq1bt9KzZ0+mTJnCpk2biIiIwMPDgxEjRlg7oohIuXXv3p3x48ezYMEC7OzsmDRpEvn5+XzyySc0atSIsWPHWjuiiEi5eXh4MGvWLBYuXMjLL79s7TgidwSTYRiTgMnWDiIiIiIicjswDIPz58/j7OysD1hF5I508eJF3NzcOHjwIN7e3taOI3JHUAFORERERERERESkEmkVVBERERERERERkUqkApyIiIiIiIiIiEglUgFORERERERERESkEqkAJyIiIiIiIiLyBwzD2gnkdqYCnIiIiIiIiIhIGX74LoYRL35KwKBlvDhgCevC9vylfhYvXkzfvn2ZOXPmDW3Hjh3Dz8+PGTNmcP78+fJGtlixYgW9e/cmLS2twvr8reXLl9O9e3fy8vIAWLZsGRERERXS988//8ysWbMqpK+/Kjg4mPXr11dIX7YV0ouIiIiIiIiIyB1mw7r9hIXsJDe30LJtTdhuziSk8tpbT91UXyNGjCAuLo6oqCgSExPx8PCwtEVERGA2m/H396d+/foVlt/f358vv/yywvq7XkBAABs3brS87t+/P9WrV6+Qvr29vbn33nsrpK9bgQpwIiIiIiIiIiLXidoex6pPd5UovgHk5V5mx49xuNf/iSEBj99Uny4uLvj5+REeHs6ECRMAiI2NxdPTE1vbkiWa1atXk56ejslkoqioiJEjRxIdHc2CBQto1qwZ1atX58iRI/j6+jJ48GCCgoKoVasWly5dorCwkIkTJ1r62rZtG/v37yc1NZV3332XRo0acfbsWYKDg2nSpAlpaWl06tSJTp06cejQIcsxatSowYkTJ2jXrh2BgYHA1dF6wcHB1K9fH09PT8sx4uLiWLJkCY0aNWLMmDEUFBSwcOFCnJ2dycrKwsnJiYCAAHJzc1m2bBn29vZkZGRw//3306dPnxLnnpuby4IFCzh+/DghISFs2LCBNWvW8OSTT5KUlERCQgL/8z//w549ezh69CiNGzfmjTfeIC0tjY8//pjExERat25Nbm4uaWlpvP7667i6upKbm2u5TpmZmXh5edGrVy9L/35+fpw9e5ZDhw4xaNAgDh48iJ2dHefPn6dnz56YzWZCQ0Nxd3cnKSkJX19funTp8qd+9noEVURERERERETkOl+s3Ud2dn6pbYX5l9nyxS9/qd9Bgwbx008/ce7cOQC2bt1K7969S+yzY8cO4uPjGTVqFCNHjqSoqIhNmzbRpk0bnn32WeLi4hgzZgwffvghDzzwAMuXL6devXr885//5LXXXiM7O7tEf3Xq1GHWrFl06dKFrVu3AlCtWjX8/f0JDAxk/PjxBAUFceXKFcsxTp06xbhx41iwYAFbtmwhJycHwzCYNWsW/v7+vPnmm7Rp04b8/KvXqHnz5jzxxBOWYx44cIC8vDwCAwN59dVXqVmzJgAhISE0bdrUctyNGzcSFxdXIq+9vT3+/v6W1/369cPb25ucnBwmTZrEsGHDmDFjBgMHDmThwoX85z//4ezZs7i4uPDss8+SnJzM0KFDefPNN2nXrh2LFi0CKHGdXn/9dTZt2sTRo0ct/f/6669MnjyZKVOm8Oijj+Lt7U2nTp14+eWXadasGVu2bKFVq1YEBAQwevRocnNz//TPXSPgRERERERERESuk19Q9LvtDrXtSEvLxcXF/qb6rVevHt26dSM8PJx+/frh4eGB2Wwusc/evXs5f/488+fPByAzM5P09HRLe8uWLTGbzZjNZh5//HGWLFnC2LFjLe3XzzPXqlUrABo2bEhUVBRwdTReZGQkX375Jba2tmRnZ5OWloabmxsALVq0wNbWFltbW+rWrUt6ejrZ2dkkJyfTunXrEvuUpnnz5gQFBTF16lS6dOlC//79Led28eJFTp48CYCrqyvJyck0b978D6+dl5cXAPfccw9169bFxcUFgPr165Oenk6jRo0AaNy4MY6OjgA89NBDhIeHW4597TqZTCYefPBB9u3bZ+m3bdu2lveUxsfHh/fff5+EhAR8fX3p0aPHH2a+RgU4EREREREREZHr2Jl/v2SSe6ngpotv1wwePJiAgAAuXbrEW2+9Veo+3t7eBAQEAGAYBoWF//cobI0aNUrsazKZfvd41+Zlq1atGsb/X841LCyMnJwcxowZA8CePXsoLi4u9Rg2NjYYhvGHx/ktV1dXPvnkE/bu3cuWLVtYu3YtH3/8MQC9e/fGx8cHgKKi3y90lnYeJpOpxFxzJpOpRPay/NnrVBYfHx9CQkLYvn07H330EW3btmXkyJF/IrkeQRUREZFbwLhx4+jevTt+fn4MHDiQTZs2Wdp27NhB//796dGjB88//zyXL1+2YlIRERG5Wzw76FEcHM2ltpntbOn9jPdf7tvd3Z2nn36adu3aYWdnd0O7j48PBw4csBTLvvrqK7799tsy+/Px8SE6OtryeubMmRQUFPxuhqysLGrXrg1AQUEBGRkZf5jbzc2NBg0acPjwYQCOHz9eZgHt559/5ujRo3To0IHp06dz7tw5CgsL8fHxYf/+/Zb95s6dS1JS0h8e+2YkJiZaHsM9dOgQ3t5Xf1a/vU6GYRATE0O7du3K7Kd69eoUFxeTlpbGzz//zOrVq7GxsaFHjx6MHz+emJiYP51JI+BERETE6ubNm8f8+fOJiIhg/PjxJX4R6ty5M7t376Zt27Z069bNiilFRETkbtLh8Xvxf+lxPl26g7zfLMRQs2YNHu96Py+81PGm+gsNDSUuLo7Vq1czaNAgy6IGAMHBwRQUFBAeHs7w4cPx9fUlMTGRmTNnUrduXQCGDx/OmTNn2LZtGxkZGWzatIm+ffsCV1cjXbRoEYsWLSI/P5/HHnsMs9nMZ599RnZ2NitXruT555/nq6++IikpiZ07d9K/f3/ef/99MjIysLe3p3r16oSGhvLcc89ZjnHw4EGSk5NJTU0lPDyc1157jYkTJxIUFMT//u//4uzsjNlsZunSpfTo0cPyvl27duHi4sLKlSuJiooiKyuLoUOHYjabCQgI4KOPPmL+/PlUq1YNLy8vGjduXOJa5ebmsmLFCtLT0/nss89o2LAhsbGxlkUb1qxZw4ULF/j6668xm82cPXuWDRs2WBaFaNy4MWFhYaSlpZGZmcnrr79+w3XKysqib9++PPjgg+zatcvSv6Ojo2V0Xvv27QkJCSE2NpZ+/frh4uLC7NmzqV+/PikpKbz00kt/+udvMgxjEjD5pv7UiIiIiFSwU6dOMXz4cDp06MC0adMs2zdv3szZs2cZNWqUFdOJiIjI3Wr7D7GsCd1DQf5lio1ievZ7mGcHlj1qSqwrJiaG4OBgPvzwQ2tHKUEj4EREROSW0LRpU1q1asWePXu4cOEC9erVIzo6mqioKGbMmGHZ7/Tp06xcuZLExETLIw/PPPMMvXr1KtFfRkYG69atY//+/eTn55Oens64cePo2rUrcXFxloJejx49aNOmDeHh4SQnJ3P//fdbJjwWERER8e3aAt+uLTCKDUzV/vwcaFL1UlNTWbt2LcnJyWzevJk+ffpYO5KF5oATERGRW0afPn0wDIOIiAjS0tIICgpiwoQJ2NjYABAbG8u4cePo1q0bS5YsISQkhKeeeor58+dz7tw5Sz9Hjhxh+PDhuLi4sHDhQoKCgsjLy7M8wtGkSRNCQ0OxtbXl5MmTJCQk8Pbbb/PMM8/g4OBglXMXERGRW5uKb7e+unXrMnnyZNauXXtLFd9AI+BERETkFtK5c2fq1KnDl19+SUxMDC+//DLOzs4A5OfnM23aNLp3707Hjv8358q1FbqurQyWlJTExIkTefHFF/nHP/4BXJ0gGKBZs2aW9xQVFVFUVESLFi0s83c4OjqSnJxcJecqIiIiIncPFeBERETklmFra0v37t1ZvXo1vr6+tGjRwtK2a9cuUlJS8PPzo6CggDNnzvDTTz+xfv16/va3v9G0aVMAlixZQoMGDXjmmWcs742Pj6devXrUqlWrxDagxKejbm5uuLm5VfZpioiIiMhdRgU4ERERuaVce9zU19e3xPaoqChMJhP/+te/sLGxwc3Njfvuu49Zs2bRpk0b4Oq8b1FRUQQGBmIy/d9jIvHx8ZbRb7/d5uTkRJMmTSr5jERERETkbqcCnIiIiNxS4uPjcXNzw8nJqcT2ixcv0qhRI0JCQsp87+HDhzEMw7J0/DWHDh2ia9euJbadPHmS++67r+KCi4iIiIiUQYswiIiIyC3lxIkT3HvvvTdsd3Z2JjMzE8MwLNuKi4sJCwujoKAAgKysLODqXG7XxMTEkJSUVOoIuNKOIyIiIiJS0VSAExERkVvGpUuXuHjxYqkj0/72t7+RlZXF999/D4BhGHz66ackJydjNpsBaN68OQDff/89hmFw5swZFi1aBFCi2JaZmUlaWtoNRTkRERERkcpgMgxjEjDZ2kFERETk7jZt2jSio6NJTU2ldu3aeHl5MW3atBL7bNiwgfXr1+Pg4IC9vT3e3t4MGTLEMm8cwMaNG1m3bh15eXm0adOGhx56iKCgIOrVq8fMmTNp0qQJBw4c4M0332Tp0qV4enpW8ZmKiIiIyN1GBTgREREREREREZFKpEdQRUREREREREREKpEKcCIiIiIiIiIiIpVIBTgREREREREREZFKpAKciIiIiIiIiIhIJVIBTkREREREREREpBKpACciIiIiIiIiIlKJ/h8hJEIUOU39OQAAAABJRU5ErkJggg=="
What is the sum of the average of Merchandise imports and the average of Merchandise exports?
8.71
3256.png
1,302
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JkxR9yilcuQ7o5AifAAAAAAAtZ5oq+e475S1apNJNmyRJhsWi+HPPVfKll8rZq1eQCwTQXhA+AQAAAACazfR4VLR+vfIWLVLl7t2Saq9clzR2rLpefLHCkpKCXCGA9obwCQAAAABwXN7qahV8/LHylyyRq6BAkmSLjlbXiy5S0rhxskVFBblCAO0V4VMImzlzpmbMmBHsMgAAAAB0YO6SEh1YvlwHVqyQu6xMkuTo2lXJkyYp4Qc/4Mp1AI6L8CmEZWRkKCMjQ5JUVVUlp9MZ5IoAAAAAdBTVeXnKW7xYhZ98Im9NjSQpok8fdZs0SbHDh8uwWIJcIYBQQfgEAAAAAPCp2LFD+xct0qENG3xXros9/XR1nTRJ0YMGceU6AC1G+AQAAAAAnZ1pquR//6u9ct3330uSDKv1yJXr0tKCXCCAUEb4BAAAAACdlOnxqGjdOuV98IEq9+6VJFnCw2uvXHfRRQpLTAxyhQA6AsInAAAAAOhkPFVVOrhqlfI//FCugwclSfbYWHW56CJ1ufBCWSMjg1whgI6E8AkAAAAAOoma4mIdWLpUB1aulKeiQpLk6Nat9sp1550ni90e5AoBdESETwAAAADQwVXt26f8JUt08JNPZLrdkqTIfv2UPHmy4oYNYxNxAAFF+AQAAAAAHVR5VpbyFi3SoS+/PHLlujPPVPLkyYrq35/QCcBJQfgEAAAAAB2Jaap440blLVqksq1bJdVeuS7hBz9Q8iWXKDw1NcgFAuhsCJ8AAAAAoAMw3W4Vrl2rvEWLVJWbK0myOp1KuvBCdb3oItnj44NcIYDOivAJAAAAAEKYp6JCBR99pPylS1VTVCRJssfHq+tFFylp7FhZIyKCXCGAzo7wCQAAAABCUE1RkfKXLlXBf/8rT2WlJCk8JaX2ynWjRsmw8XEPQPvAuxEAAAAAhJCqnBzlLV6swk8/lenxSJKiBg5U8qRJij3jDDYRB9DuED4BAAAAQHtnmirLzFTeBx+o+Ouva9sMQ3HDhyt50iRF9usX3PoAoAmETwAAAADQXpmmDn31lfI++EDlWVmSJMNmU+L556vrJZcovHv3IBcIAMdH+AQAAAAA7Yy3pkaFn36qvEWLVL1/vyTJGhGhLuPGqctFF8keGxvkCgGg+QifAAAAAKCd8JSX68B//6sDS5eqprhYkmRPSFDyxRcrcexYWcPDg1whALQc4RMAAAAABJnr4MHaK9d99JG8VVWSJGePHkqePFnx55zDlesAhDTewQAAAAAgSCr37FHe4sUq+uwz35XrogcPVvKkSYo57TSuXAegQyB8AgAAAICTyTRVumWL8hYtUsk339S2GYbiRoxQ8qWXKrJv3+DWBwBtjPAJAAAAAE4C0+tV8RdfaP+iRarYsUOSZLHblXD++Uq+9FI5kpODXCEABAbhEwAAAAAEkNflUuGaNbVXrsvPlyRZIyPVdcIEdZkwQbaYmCBXCACBRfgEAAAAAAHgLitTwcqVyl+6VO7SUklSWGKiul56qZJGj5aFK9cB6CQInwAAAACgDbkKCpT/4YcqWLVK3upqSZKzZ08lT5pUe+U6qzXIFQLAyUX4BAAAAABtoHL3buUtWqSidetker2SpOghQ2qvXHfqqVy5DkCnRfgEAAAAAK1lmirdvLn2ynXfflvbZhiKHzlSyZMmKSI9PajlAUB7QPgEAAAAAC1kejw6tGGD8hYtUkV2tiTJEhamxAsuUPIllyisS5fgFggA7QjhEwAAAAA0k9fl0sHVq5W3eLFcBw5IkmxRUeoycaK6jB8vW3R0kCsEgPaH8AkAAAAAjsNdWqoDy5frwPLlcpeVSZLCunRR8qWXKnH0aFnCwoJcIQC0X4RPIWzmzJmaMWNGsMsAAAAAOqzq/HzlL1mig6tXy+tySZIievdW8qRJihs+nCvXAUAzED6FsIyMDGVkZEiSqqqq5HQ6g1wRAAAA0DFU7NypvMWLVbR+vWSakqSYoUOVPHmyogcP5sp1ANAChE8AAAAAIEmmqZLvvlPeokUq3bRJkmRYLIofNUrJl14qZ8+eQS4QAEIT4RMAAACATs30eFS0fr3yFi1S5e7dkiSLw6GksWPV9aKLFJaUFOQKASC0ET4BAAAA6JS81dXKX7pU+UuWyHXwoCTJFh2trhddpKRx42SLigpyhQDQMRA+AQAAAOgUvNXVKs/KUtmWLSrdskVlW7b4jjmSk5V86aVK+MEPuHIdALQxwicAAAAAHZKnslLl27b5gqaKnTtlejx+fSL79VPypZcq9qyzZFgsQaoUADo2wicAAAAAHYK7rMw/bMrO9l2pTpJkGIro1UtRgwYpatAglcXGqkf//kGrFwA6C8InAAAAACHJXVLit4Sucu9ev7DJsFgU0adPbdg0cKCiBg6UNSLCd7wiNzcYZQNAp0P4BAAAACAk1BQVqfT771W2davKtmxR1VHhkWGzKbIubBo0SFH9+8sSHh6kagEAdQifAAAAALQ/pinXwYO1YdPhmU3V+fl+XSx2uyL79/eFTZF9+7JZOAC0Q4RPAAAAAILPNFWdl+c3s8l18KBfF0t4uKL691fU4MGKGjhQkX36yLDxkQYA2jveqQEAAACcfKapqtxcv5lNNcXFfl2sERG1ezUNGqToQYPk7NVLhtUapIIBAK1F+AQAAAAg4EyvV5V79qis3swmd1mZXx9bdHRt2DR4sKIHDlR4WpoMiyVIFQMA2grhEwAAAIA2Z3o8qsjO9s1qKtu2TZ6KCr8+9rg4335N0YMGKTwlRTKMIFUMAAgUwicAAAAAJ8x0u1W+Y8eRmU3btslbXe3XJywpSVEDByp68GBFDRokR9euhE0A0AkQPgEAAABoMa/LpfKsLN/MpvKsLHlravz6OJKTa2c1Hd4gPCwpKUjVAgCCifAJAAAAwHF5qqpUnpnpm9lUvn27TI/Hr094aqqiDy+jixo4UPb4+CBVCwBoTwifAAAAADTgqajwbQxeumWLKrOzZXq9RzoYhpy9ein68AbhUQMHyhYdHbyCAQDtFuETAAAAALlLS2vDpu+/V+nWrarcvVsyTd9xw2JRRJ8+R2Y2DRgga2RkECsGAIQKwicAAACgE6o5dMi3X1Ppli2qysnxO25YrYrs21dRh2c2RfbvL2t4eJCqBQCEMsInAAAAoBNwFRSobOtWlR7es6l6/36/4xa7XZH9+tXOaho0SJH9+skSFhakagEAHQnhEwAAANDRmKaq8/N9s5rKtmyRq6DAr4vF4VDUgAFHwqY+fWTY+HgAAGh7fHcBAAAAQp1pqio3129mU01RkV8Xa0RE7RK6gQMVNWiQItLTZVitQSoYANCZED4BAAAAocY0Vblnj29WU9mWLXKXlvp1sUVF+WY1RQ8apPC0NBkWS5AKBgB0ZoRPAAAAQDtnejyq3LXrSNi0das8FRV+feyxsYoaPPhI2JSSIhlGkCoGAOAIwicAAACgnTHdblXs3OkLm8q3bZOnqsqvT1hiot/MJkdyMmETAKBdInwCAAAAgszrcql8+3bfErryrCx5XS6/Po7kZF/QFDVokMKSkoJULQAALUP4BAAAAJxk3qoqlWVlHQmbtm+X6Xb79QlPSfELm+zx8UGqFgCAE0P4BAAAAASYp6JCZdu2+cKmiuxsmR7PkQ6GIWfPnkfCpoEDZYuJCV7BAAC0IcKnEDZz5kzNmDEj2GUAAADgKO6yMpVt3VobNn3/vSp275ZM03fcsFgU0aePb1ZT1IABskZGBrFiAAACh/AphGVkZCgjI0OSVFVVJafTGeSKAAAAOqea4mLfrKayLVtUuXev33HDavULmyIHDJA1PDxI1QIAcHIRPgEAAAAt5Dp4sDZo2rpVpd9/r+r9+/2OW+x2Rfbr57saXWS/frKEhQWpWgAAgovwCQAAAGiKaar6wAHfrKbSLVvkOnDAr4vF4VBU//61YdPgwYrs00eGjR+1AQCQCJ8AAAAAf6apqn37/GY21RQV+XWxOp2KGjjQN7MpIj1dhtUapIIBAGjfCJ8AAADQuZmmKvfu9c1qKtuyRe6SEr8utqio2qBp4EBFDR4sZ1qaDIslSAUDABBaCJ8AAADQqZheryp37fKFTeXbtsldVubXxx4b65vVFDVokJypqZJhBKliAABCG+ETAAAAOjTT41HFzp1+YZOnstKvT1hiom9mU/TgwXIkJxM2AQDQRgifAAAA0CFV79+vQ6+9pvxt2+R1ufyOObp29c1qih48WGGJiYRNAAAECOETAAAAOhRPRYX2v/ee8pculenxSJLCU1Jqg6bDgZM9Pj7IVQIA0HkQPgEAAKBDML1eHfz4Y+W++abcpaWSYch59tnqc/31tcvoAABAUBA+AQAAIOSVbdmiPXPmqHLXLklS1IAB6nHjjTrkcBA8AQAQZIRPAAAACFmuggLlvPGGitavl1S7cXjqlCmKP+ccyTB0KDc3yBUCAADCJwAAAIQcb3W18j74QHmLFslbUyNLWJiSJ09W8qRJsoSFBbs8AABQD+ETAAAAQodpqvCzz5TzxhuqKSqSJMWPHKnUKVNqr1gHAADaHcInAAAAhISKHTu0Z84clWdmSpIi0tPVY/p0RQ0YEOTKAABAUwifAAAA0K7VHDqk3PnzdfCTTyRJtpgYpV53nRJHj5YMI8jVAQCA4yF8AgAAQLtkut3K//BD7XvvPXmrqmRYrep68cXqdsUVsjqdwS4PAAA0E+ETAAAA2hfT1KGvvlLO3Lmqzs+XJMUOG6YeU6fK0a1bkIsDAAAtRfgEAACAdqNy717tnTNHpZs2SZLCU1PV44YbFDN0aJArAwAArUX4BAAAgKBzl5Vp39tv68DKlZJpyhoZqZSrr1bSuHEyrNZglwcAAE4A4RMAAACCxvR4VLBypXLfeUee8nLJMNRl/Hh1v+Ya2aKigl0eAABoA4RPAAAACIqS777T3jlzVJWTI0mKHjJEPW64Qc60tCBXBgAA2hLhEwAAAE6q6rw87Z07V8VffSVJcnTtqh433KDYM8+UDCPI1QEAgLZG+AQAAICTwlNZqf3vvaf8Dz+U6fHIEh6u7ldcoa4XXyzDxo+lAAB0VHyXBwAAQGCZpg6uXq2c+fPlLimRJCWOHq2Ua6+VPS4uuLUBAICAa3fh044dO/TUU09p8ODBuuOOO3zt27dv1z333COHw+Fre+2113y358+fr8zMTBmGod69e2vq1Km+fh3hGAAAQCgq27ZNe197TRXZ2ZKkyH79lDZ9uiL69AluYQAA4KRpV+FTYWGh1qxZo8GDBzd6/Be/+IUmTpzYoH3z5s1avXq1nn32WUnS3XffraFDh+rUU0/tEMcAAABCjevgQeW88YaK1q2TJNnj45U6ZYoSzj2XfZ0AAOhkLMEuoL6EhATddNNNCgsLa/T4p59+qhdeeEHPPvusNm7c6GtfsWKFRowYIcMwZBiGRo4cqRUrVnSYYwAAAKHC63Jp3zvvaPNvf6uidetksdvV/aqrNORvf1PCqFEETwAAdELtKnxqSnx8vC655BLddtttuuWWW/TMM89oy5YtkqS8vDwlJCT4+iYkJGj//v0d5hgAAEC7Z5oqWrdOm3/7W+1bsEBel0vx55yjUx5/XN2vvlqWelsnAACAzqVdLbtrSkJCgkaOHClJioyM1KhRo7Ry5UoNGjQoyJWdfDNnztSMGTMaPWYYhu69917dc889J7eoZsrNzQ12CWjHGB9oCuMDTWF8BFfN3r0qXbhQrsP7OtlTUhR92WUK69NHBS6XFOT/H8YHmsL4QFPa+/iwWCyNLxsC2pmQCZ/y8vKUmJgo2+HL8NrtdpWWlkqSkpOTVVhY6OtbWFio5OTkDnPsaBkZGcrIyPBrq6qqktPplGmajd6nPcjNzVVKSkqwy0A7xfhAUxgfaArjI3hqiouV++abOrh6tWSaskVHK+W665Q4erQMS/uYYM/4QFMYH2hKKIyPgoIClyQCKLR77eOngmZ499139d133/luf/PNNzrzzDMlSePGjdPnn38u0zRlmqbWrVun8ePHd5hjAAAA7Ynpditv0SJt/s1vdPDjj2VYLEq+9FINeeIJJY0Z026CJwAA0D4YpmlmSJoR7ELq/Otf/9JXX30lj8ejYcOG6dZbb5UkrV+/XgsWLFCvXr1UXFys1NRUTZ8+3Xe/efPmKTMzU4ZhqHfv3po2bVqHOnY8zHxCqGN8oCmMDzSF8XESmaaKN27U3tdfV3VeniQp9owzlDptmsK7dw9ycY1jfKApjA80JRTGR0FBQVl0dHSUg3310M61u/AJrUP4hFDH+EBTGB9oCuPj5KjKydHeOXNUcngmenhKinrccINiTjstyJU1jfGBpjA+0JRQGB+ETwgVIbPnEwAAAE4+d1mZ9i1YoIIVK2R6vbJGRKj71Very/jxMqzWYJcHAABCAOETAAAAGjA9HhV89JH2vf223GVlkmGoy7hx6n7NNbJFRwe7PAAAEEIInwAAAOCndNMm7Z0zR5V790qSok85RT1uvFHOtLQgVwYAAEIR4RMAAAAkSdX5+cqZO1eHvvxSkhSWlKQeN9yguLPOkgwjyNUBAIBQRfgEAADQyXmqqrT/vfeU/+GHMt1uWRwOdbviCnW9+GJZ7PZglwcAAEIc4RMAAEBnZZo6uGaNcufNU01xsSQp4Qc/UOp118keHx/k4gAAQEdB+AQAANAJlWdmas9rr6li505JUmTfvuoxfboi+/YNcmUAAKCjIXwCAADoRGoKC5Uzb54K166VJNnj45V6/fVKGDWKfZ0AAEBAED4BAAB0Al6XS3mLFytv4UJ5XS4ZNpuSJ01St8mTZQkPD3Z5AACgAyN8AgAA6MhMU0UbNihn7ly5Dh6UJMWNGKEeU6YorEuXIBcHAAA6A8InAACADqpi1y7tfe01lW3dKklypqWpx/Tpih48OMiVAQCAzoTwCQAAoINxl5Qo9623VLBqlWSaskVHK+Xaa5V4wQUyLJZglwcAADoZwicAAIAOwnS7lb9smfa/+648lZUyrFZ1mTBB3a+6StaIiGCXBwAAOinCJwAAgFBnmir+5hvtff11Ve/fL0mKOf109Zg2TeEpKUEuDgAAdHaETwAAACGsKjdXe19/XSX/+58kydGtm3rceKNiTz89yJUBAADUInwCAAAIQZ7ycu1bsEAHli+X6fXKGhGh7lddpS7jx8uw8SMeAABoP/jJBAAAIISYXq8Orlql3DfflLusTDIMJY0dq5Qf/lC2mJhglwcAANAA4RMAAECIKN28WXvnzFHlnj2SpKhBg5R2441y9uoV5MoAAACOjfAJAACgnXMdOKC9c+fq0BdfSJLCkpLUY+pUxZ19tmQYQa4OAACgaYRPAAAA7ZS3qkr7Fy5U3uLFMt1uWcLC1O3yy9X1kktkCQsLdnkAAADNQvgEAADQ3pimCj/9VDnz5qnm0CFJUsJ55yn1+utlj48Pbm0AAAAtRPgEAADQjpRnZWnvnDkq375dkhTRp4/Spk9XZL9+Qa4MAACgdQifAAAA2oGaoiLlzJunwk8/lSTZY2OVOmWKEs47j32dAABASCN8AgAACCKvy6X8JUu0//335XW5ZNhsSr7kEiVffrms4eHBLg8AAOCEET4BAAAEg2nq0BdfaO/cuXIVFEiS4oYPV+rUqXJ07Rrk4gAAANoO4VMImzlzpmbMmBHsMgAAQAtV7t6tPa+9prItWyRJzh491GP6dEWfckqQKwMAAGh7hE8hLCMjQxkZGZKkqqoqOZ3OIFcEAACa4i4tVe5bb6ngo48k05QtKkrdf/hDJY0ZI8NqDXZ5AAAAAUH4BAAAEGCm260DK1Zo34IF8lRUyLBY1GXCBHW76irZoqKCXR4AAEBAET4BAAAEUMk332jv66+rat8+SVLM0KHqccMNCk9NDXJlAAAAJwfhEwAAQABU7dunnNdfV/E330iSHMnJ6nHDDYo94wzJMIJbHAAAwElE+AQAANCGPBUV2vfuuzqwbJlMj0dWp1PdrrxSXSdOlGHjRy8AAND58BMQAABAGzC9Xh38+GPlvvmm3KWlkmEoacwYdf/hD2WPjQ12eQAAAEFD+AQAAHCCyrZs0Z7XXlPl7t2SpKgBA9Rj+nRFpKcHtzAAAIB2gPAJAACglVwFBcr5z39U9PnnkqSwxESlTp2q+BEj2NcJAADgMMInAACAFvJWV2v/woXKW7RIptstS1iYkidPVvKkSbKEhQW7PAAAgHaF8AkAAKC5TFOFn32mnDfeUE1RkSQpYdQopVx3ncISE4NcHAAAQPtE+AQAANAM5du3a++cOSrPypIkRfTurR433qioAQOCXBkAAED7RvgEAADQhJpDh5Q7f74OfvKJJMkeG6uU665T4vnns68TAABAMxA+AQAANMJbU6P8Dz/U/vffl7eqSobNpq4XX6xul18uq9MZ7PIAAABCBuETAABAfaapQ19+qb1z58p14IAkKXbYMPWYNk2O5OQgFwcAABB6CJ8AAAAOq9yzR3vnzFHp5s2SpPDUVPW48UbFnHpqkCsDAAAIXYRPAACg03OXlmrf22/rwH//K5mmrJGRSrnmGiVdeKEMqzXY5QEAAIQ0wicAANBpmR6PDqxcqX1vvy1PRYUMi0VJ48er+9VXyxYVFezyAAAAOgTCJwAA0CmVfPut9s6Zo6rcXElS9JAh6nHjjXL26BHkygAAADoWwicAANCpVO/fr71z56r4668lSY6uXdXjhhsUe+aZkmEEuToAAICOh/AJAAB0Cp6KCu1/7z3lL10q0+ORJTxc3a+8Ul0vukiGjR+JAAAAAoWftAAAQIdmer0q/OQT5cyfL3dJiWQYSrzgAqVce63ssbHBLg8AAKDDI3wCAAAdVtnWrdr72muq2LVLkhTZv7/Spk9XRO/eQa4MAACg8yB8AgAAHY7r4EHlvPGGitatkyTZExLUY8oUxY8cyb5OAAAAJxnhEwAA6DC81dXKW7RIeR98IG9NjSx2u5InT1bypEmyOBzBLg8AAKBTInwCAAChzzRVtG6d9r7xhmoKCyVJ8SNHKnXKFIUlJga5OAAAgM6N8AkAAIQsT1WVqv73P217+WWVbdsmSYro1Us9pk9X1MCBQa4OAAAAEuETAAAIEe6yMlXu2qWK7GxVZGerctcuVe3fL5mmJMkWE6PU665Twvnny7BYglwtAAAA6hA+AQCA9sU0VXPokCoOB02V2dmq2LVLroKCBl0Nm022bt2UeOaZSp48WdaIiCAUDAAAgKYQPgEAgOAxTVUfOHBkRtOuXarMzlZNcXGDrhaHQxG9esnZq5ci0tMVkZ6u8JQU7cvPV0pKShCKBwAAQHMQPoWwmTNnasaMGcEuAwCAZjG9XlXv23dkRtPhvz0VFQ36WiMjFVEvZHL26iVHt24spwMAAAhBhE8hLCMjQxkZGZKkqqoqOZ3OIFcEAEAt0+1WZU5O7ZK5uj2adu+W1+Vq0NceF1c7o+lw0BSRnl57hTrDCELlAAAAaGuETwAA4IR4q6tVuWfPkZApO1uVe/fK9Hga9A1LSjoymyk9XRG9eskeF3fyiwYAAMBJQ/gEAACazVNe3mDZXNW+fb4rzvkYhsJTUnxL5iLS0+Xs2VO2qKjgFA4AAICgIXwCAACNqikuPrJs7nDQ5DpwoEE/w2pVeI8e/ns0paXJEh4ehKoBAADQ3hA+AQDQ2ZmmXAcPHlk2dzhoqjl0qEFXS1iYnD17+u3R5OzRQ4aNHykAAADQOH5SBACgMzFNVe3fXzuj6XDIVJGdLU95eYOuVqfTt2Su7o+jWzcZVmsQCgcAAECoInwCAKCDMj0eVeXk+JbN1QVO3urqBn1t0dH+G4Gnp8vRpQtXnAMAAMAJI3wCAKAD8LpcvivO1S2bq9yzR6bb3aBvWGJigxlN9rg4giYAAAAEBOETAAAhxlNRocrdu31L5iqys1W9b59Mr7dBX0e3brUBU90eTb16yRYdHYSqAQAA0FkRPgEA0I65S0uPbAReFzTl5zfoZ1gscqal+c1ocvbsKav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What is the difference between the maximum of Trinidad and Tobago and minimum of Palau?
553000000.0
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1,303
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What is the sum of the second highest and second lowest value of Cote d'Ivoire?
110.7
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1,304
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What is the smallest value of Male at position 7.0 ?
nan
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1,305
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Which two x-axis labels of 1962.0 have a difference of 118938.0 ?
Finland, El Salvador
126750.png
1,306
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Which x-axis label is second highest for Tajikistan ?
1995.0
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1,307
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"
What is the difference between the largest and smallest?
1.0
OECD_FERTILITY_RATES_KOR_TUR_000002.png
1,308
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"
What is the smallest value of Armenia at position 3.0 ?
0.78
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1,309
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"
What is the difference between maximum and minimum of Iceland?
7.14
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1,310
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"
Which x-axis label has the minimum difference between Merchandise imports and Merchandise exports
2010.0
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1,311
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3afr06c6/UDz33HOKioo6zRF3srKyMo0bN05DhgxRcXGxRo0apdzcXG3evFktWrTQypUrdejQITVr1kz/+te/FBYWplmzZunjjz/W+vXrddFFF2nOnDk6fvy4YmJiNHXqVDVu3FhvvvmmlixZonnz5umKK66oMrqpU6dOeumll2QYhm677TYdOHBA7dq10/Tp02UymZyvb1pamtq2bXtGr/2JBg4cqL///e/Kz89XYmKijh49qk2bNmngwIF65513XH5tNm3apB07dshkMmnatGnq2rWr0tLSdP/999f6ee/cubOmTp0qPz8/TZs2TSkpKVq4cKGuuuoqXXPNNVqxYoW2bNmi48ePKyQkRN9++60kVRkpeqKHHnpI2dnZ+vHHH3XzzTdr+PDhVZbXdHyfyh8/V+risUsVI/cqJ9YZNGiQTCaT8zRhk8kkPz8/SapSQjocDkVEROj11193TkAVExMjs9msf//737JarbruuuucuX19T/9PxsqVK7V9+3YFBwfr+eefV3x8vFJTU/Xkk0/q22+/VWpqqoYMGaKmTZvq6aefltVq1dy5c6vdVk3Pv8lk0vz589W0aVPn59vGjRudz8XKlSslVZSGPXr00Lp16zRlyhS9+eab6t+/f7XX1KxUVFSkl156yfmHgDFjxmj//v366quvNHDgQJffn126dNHUqVOdz+vbb7+tRYsWOU/NPxOFhYWKiIhQfHy8pkyZorCwMKWkpOjFF190Ftjz5893jrp84okn1KlTp2q3VZvX7aKLLnKuHxISotdff11BQUGKjY3VrFmzqkz4BAAAALhbefYOFf+wUEZJQZXbjbJilR1KV1HqfAVcePsZbfv777/XM888owcffNB5RtVXX32lt956q0rfNGXKFLVv317h4eH65ptvdPToUef3sszMTL3++uvKzc1Vnz59lJeXpyuvvFK+vr6n3M6OHTucZ51JFd/XOnXqdMpJNf39/RUUFCRJCgoK0sCBA7V06VJt377d+V3m9ddf16ZNmxQQEKDrr79ew4cPd/ZIZrNZ+/fvV0lJiSwWiyZMmKAmTZrok08+0fr16/XCCy9Iko4ePaohQ4ZUGaTx7rvvOr9zjR492vm9sdKRI0f09NNPO0dcpqWl6Y033tCuXbvUtGlT3Xnnnerbt2+tXo9zdsSlVPHFtkWLFnrggQecp+n+9NNPkqTu3burtLRUWVlZ6t27d5VllSIiInT++efLx8dHISEhztY6Li5OcXFxkqSLL75Yy5cv1/z58+Xn5+fS9sPDw52nj1eO6JROf123mJgYTZ48WZMmTZLNZtMHH3zgnC228jTPbdu2SaooZCq/PA8ZMqRK02232/X7779Lkvr27ausrCz5+vqqY8eO1WatFB0dLUn64osvdMstt+jFF19UZGSkhg8f7nwslSwWiy6++GJJqvKF+dixY5IqDu5XX31Vbdq00fr16/Xee+8516l8LJV69eql8PBwhYSEyMfHx5nvggsu0OHDh5WXl6devXpJUpU3+okqR7DFxMQ4T9Ns1aqVbrqpYhh55WjHulD5BvT393eOeqp8XX/++WdJUv/+/RUWFiZJGjt2rFauXKmHH35YhmHo+++/l1TxHEVERMhkMmnMmDFq1KiRiouLtXnz5ir76969u6SKY75JkybO2yrLmcoRbgUFBWf82p+o8v104gjVytf1TF6b9PR0SRXvra5du0qqKHsq32e1cf3118vf318mk0k33HCDpIqRcQUFBerQoYPatm2r0tJS/ec//1FxcbGzaLnqqqtqvY8T1XR8n8ofP1fq4rFnZWVp4sSJys3NVYcOHXTLLbdIUo2nm1cuN5vNio2NVWxsrMxms3bs2KHvvvtOI0aMUEFBgR555BFdd911Gjp0qL777rtTbq/yPTZgwADFx8dLki688EJdcMEFkur2PdajRw/n6NHKfVU+9z///LMMw1BkZKRatmyprKwsde7cWX5+frLb7c6Jik6lWbNmOu+88yRVjF698MILJUm//vrrGb0/r776aufnb2Vxn5WVVeUSJq4KDAzUww8/rFdffVV5eXn67LPPnKNJ//j5WRNXX7euXbs6/wOp8t8uV/cJAAAA/Bkl6WtkFB2vfmF5mUp3fntG2/3uu++UlJSke+65p8ploC6++GIdOXKkSv+SmprqHAizadMm3XrrrZo5c6YMw1BycrISExO1dOlSde3a1fkd4XTbefzxx7Vs2TItW7ZMzz77rAIDA53zGNSk8nvKgQMHnP9N/9xzz6msrEyLFi3S9OnTtXbt2ipnfm3cuFGPPfaYXn31VZ133nnOAXO1UXnm7+TJkzV79uyTzsA90fHjx/X4449rwIABWrFihe6880499dRTOnr0aK32dc6NuBw2bJiGDx8uHx8fBQQEnDQsNS8vT1LFaYbr1q2rsiw7O7vKF/0/ziRded/KU7iliqKo8ppkrm4/ODi4ynbMZrPKy8tPWzaUlZVp7ty5+vTTT1VQUFBl/5WPNT8/X5KqjPjx8/NTo0aNnAdGZU6p4lpqf1R52u8fXXbZZRo6dKiWL1+urKwspaSkKCUlRY0aNVJycrK6devmXPfE58lsNjsfX+U11/773/9q5syZ+u233yTJWeKd+Fgq/fG1qCwoXn/9dedpkTVlP3LkiKSKUuJElaMLK5fXhRNf28pRapWva+Vzf+Jxc+LEJ/n5+c5rVZyY1cfHR5GRkTp27JgOHz5cZX+VJULlelJFsfbH2wzDOOPX/kQnvraVI/kqX9czeW0qj9k/njJ8qlNbq1N5bcM/bic3N1ctW7ZUQkKC5s6dq/Xr1yskJMRZaJ54aQBX1HR8n8ofj+U/+9izsrL0wAMP6Pfff1fbtm317LPPOl+TyuPQMAzniMni4mLnfU88Tk+0YMECNWnSRH/5y1/05ptvavPmzXrwwQe1fPlyTZs2Tb169TpphLVU83vsj8ftn3G6Y7DyGM/KynKWuCfKyso67ajYPz4vlfvKz88/o/fnids7MXd+fn6V9+mJysrKTpmv0urVq7Vw4ULn+6ryM9TV0zFcfd2q+3yr6bgHAAAA6pJRdPoBI+Zgq8oP75W5ce2/723fvl3p6emKjY1VSkqKrrzySudgoMDAQF1yySX6+uuvFRcXpw0bNig2NtZ5hmbz5s2dA1uWL1+ujh07OovPv/71r1qxYkWttiNVdEdJSUm6++67nSVkdZKSkpzf9YuKihQZGan77rtPXbp0UVZWljZt2qT33ntPQUFBCgoKck5mXTn3xTXXXOP83nnjjTfqrbfeck6kWpO///3vCggIUKdOndS/f399/fXXVfqgE/3www9V5k7o27evXnrppWq/U1bnnCsuT5ycpzqV5UDfvn01aNCg027rj7PoVhYjJ5YvhmHoo48+UuvWrdW1a1eXtl/TBUqrO5Xx448/1rJly9SkSRNNmDBBPXv21LJly/T22287v6xWFpYn5nQ4HFUKqxNLkkceeeSkL88nXhvtj+644w6NGDFCmzdv1s8//6zvvvtOubm5evPNN6tMYnO6L8+lpaV68skndeTIEV1//fUaNGiQoqOjnROn/PG+f7zGXnh4uBwOh4YNG+YcpVbpxGLgRJWPuXK0YaXK0VfVXWfvTJ3usVceR9nZ2c7bsrKytHHjRrVr1845MqykpES///672rdvL0nOEbzSyeVXdcfKqU6F/TOvfU3bls7stal8Tk48Rqv7/XROHL12YtFS+Xlw9dVXO0u4yvfeqU4Tr3S6x3mm1+o41efKmTz248eP6+GHH9bvv/+umJgYvfDCC1X+AHBiEZWVlaXmzZs7j7uIiIgqhXeljIwMpaam6t5775Wvr68yMjJksVh07bXXat++fVqyZIn279/vPC5PVNN77I/HbU3O9PmvzBEZGal77rnnpOVt27Y97X4PHTqksrIy53FS+ZyFhobKYrG4/P48cYTniZ/LjRo1qvKHqhNL5cpC+1R+++03vfzyyzKbzbr77rt1ySWX6MCBA5o4cWKV5+Z0z2ElV1+3P3txbQAAAODPMgVU/92yUrkj16XSUqoYPPDCCy8oPDxc48eP16JFizR69Gjn8quuukrTp0/X+PHj9dVXX1U5e+/EgSc5OTlVJvaUVKWYPN12ioqK9OSTT+qKK65QQkLCafPed9996tq1qw4dOqSZM2eqV69ezjO8Dh06JKni7M5KhmFUGYRwYuagoCD5+/vXqrgMCQmp0rs1a9ZMGRkZp1w/Nzf3pOfDlTMMz+lTxatTWaTs3btX3bp104UXXqg9e/Zo8eLF2rlz52m/5FWeOpiZmakNGzZIqpho47XXXtMTTzyh0tLSP7X9P6r8cnj8+HGVl5erpKREO3bskFRxGl+/fv0UEhKizMxMSf8b0Vc50ciXX36pgwcPyjAMzZ8/v8oXZKvV6iw1jh07pgsvvFBdu3bVv//975NmTj7RvHnzNGLECC1YsECXX3657rnnHucbuXLiitrIzc11jvIZPXq0YmJitHv3bufyP446/ePzVvk8Hzx4UBdccIEuvPBCrVmzRh9++OEpR05WnrK/c+dOffLJJzIMQ3v37tWyZcskSZdcckmt8/8Zlad1r127VgcOHHDOrj5jxgy98cYbMplMzlOrFy5cqNzcXJWXl2vBggU6duyYAgICnMvPxJm+9rV1Jq9N5X1sNptztvo9e/Y4L3tQG8uWLdPRo0dlGIaWLl0qqeJSAJVFXkREhHr16qWSkhJ99913MplMzkl7TqXyPXjs2DGXjm9X/JnHPn36dO3du1eBgYH6xz/+oby8PO3du1d79+5VWVmZIiMjnSMLU1JSZBiGvvrqK0nS+eefX+02//3vfysqKsr5RwTpf+/Hyv891edY5Xvs888/d54Cv2HDBue1J119j53p89+5c2eZTCbl5uaqSZMmuvDCC9WoUSO9+eabWrdu3SlHOVY6fvy48xjatWuX81Tqrl27ntH786OPPlJOTo4Mw9D7778vqeI/XCIjI6v8g//rr79Kqpi9sKbT2TMzM2UYhlq0aKEbb7xRTZs2PenfAql2z2Fdv24AAACAu/l1HiCTf/VnkMnsK7+YS13eZnx8vGJiYhQREaGHHnpIixcv1pYtW5zLe/bsqZKSEv3444/6+eefdfnllzuXnfgdKTIy8qSzDU8cuHSq7RiGoeeff16hoaG64447aszbuHFjRUVFqVu3bnrmmWeUkpKit956S1LF936z2ax3331XK1as0IoVK7R48WLNmDHDef8TB/9kZ2erpKRETZo0kdlsrjJj+R8H1RQUFFRZnpOTc9q5QZo0aVLl8UvSe++95/z+W5NzbsRlTa688krnEzRq1Cg1a9ZMv/32mwzDcE7gcypdunTRhRdeqNTUVCUlJSkoKMh5Xa+//e1vslgsf2r7f1T5wqenp+u6665TcnKyOnXqpM8//1xffPGFwsLCtG/fPuc1544fr7i+w/XXX68PP/xQR48e1W233abAwECVl5c7RwmZTCaZTCaNGjVKL774ol577TV99tlnOnLkiHJzc1VaWnrKyVnOP/98LV26VB999JHS09NlsViUlpYmSVWKjppERkY638xTp05Vt27dqpRmlY/lVIYNG6Z169Zp/fr1GjVqlPz9/bV3714FBwefcjRVhw4ddO2112r16tXOkrDyi3zr1q2rPaXUHQYNGqRPPvlEhw4d0m233aaAgAAVFhbKZDJp5MiRkqRx48Zp69at2rlzp4YPHy4/Pz/naKy77rqryqg6V53pa19bZ/LadO/eXd27d9fPP/+se+65R126dFFaWpp8fX1rdcqsVDFCbfjw4QoODnZ+sFY+n5USEhKc17bs0aNHjadjV74H33//fS1btsw5uVNdOtPHvmvXLq1fv15SxUQtDz74YJXl77zzjiIjIzVixAi99NJLevvtt7V06VIVFRXJx8en2pnxtm3bpu+//17333+/8xTgzp07a+vWrfrggw/0n//8R6GhoacclTto0CB9/vnn2rVrl/75z38qICDA+R674ooran3x5Upn+vw3b95cCQkJSklJ0T333KOYmBjt2rVLRUVF6tq1a42TDAUEBGj+/PlaunSpjh07JsMw1Lp1a/Xv31+S6+/PI0eOaOTIkQoMDHR+tlX+wSc4OFhxcXGy2Wx65plntHDhQu3du1dWq/Wkf9xPFBcXJ7PZrL1792r69OkKDAzUJ598IqnqaM2oqCjt3btXTzzxhOLi4jRz5syTtlXXrxsAAADgbuaIdvK/YIyKUt+USgqdt5t8/WVuGif/C8f8qe337dtXN9xwg6ZOnao33nhDVqtVPj4+uuKKKzR79mydf/75VS5XdqLLLrtM8+bN03fffacLL7xQKSkp2rVrl3P5qbazYMEC7dq1SzNnznT5DL+mTZvq3nvv1TPPPKMLLrhAXbp0UZcuXfT666/r7rvvVmlpqZ555hk1atRIjz76qKSKwS1XX321WrdurTlz5qhPnz4KDw9Xq1atlJGRoe3bt6tZs2Z6++23qxSzZWVl+vDDDzVs2DDZ7XatW7dOzz///Cmz9erVSzNnztRnn32mAQMGaMuWLXrvvfeqnbi3Ol434tLX11fTpk1zTpawe/dutWvXTo8++miNo68k6YknntDQoUPVpEkTlZaWqlWrVho3bpxuv/32Otn+iS666CJdeumlCgwMVGhoqHx8fPSXv/xFQ4cOVWBgoJYvX66cnBzde++9kipG65SWlio8PFzPP/+8OnXqJB8fH0VFRenZZ591nhZaearqNddco4cfflgxMTHau3evysvLlZCQoBdeeOGUX+x79eqlZ599Vt27d9f+/fv13//+V61atdIDDzygwYMH1/qxmUwmJScnKz4+Xtu2bdPnn3+uq666yvkF+VSTuFRq06aNpk2bpvPPP195eXnKyclRz5499eKLL572VOcHHnhA//znPxUTEyPDMBQeHq7rrrtOr7zySo2jsOpKSEiIpk+frv79+zv3GRcXp6SkJOdkGNHR0Zo1a5auuOIKhYaGyjAMdezYUZMnT3ZeF+LPOJPXvrbO5LWpPB4SEhJUVlYmm82m6667zjnJTm1MnjxZffr0UVFRkaKiovTAAw+cNPHOiSPhajMpz0033aS4uDj5+fmpWbNmKiwsrPE+rjrTx145CrAm1157re699141b95cZWVlateunZ566qlqT/WuHG1ZOfmSVFFEX3bZZVq0aJEMw9CkSZNOOt29UkBAgGbMmKGbb75ZUVFRKisrU4sWLXT77bfrkUceqVXeE/2Z5/++++7TrbfeqoiICO3YsUPh4eEaOXKk/u///q/G+7Zp00YPPfSQAgIC5O/vr4suukjPP/+885IVrr4//+///k99+vRRcXGxoqKidN9991V5jh955BF169ZNvr6+Ki8v10MPPaSePXvWKmOLFi305ZdfasuWLbrnnnsUEhIih8PhvNj3HXfcoaioKPn6+p7yDx51/boBAAAA9cG3TW8FXvZP+UTGyhwSKZMlQr6dBirwigfqZPt33HGHmjRpomeeecY5qOTKK6/Uzp07T3vZsYiICD366KOaM2eObrrpJv3888+Kjo6u8l27uu0sWbJEv//+u4YMGaKEhAQlJCTUutyTpMsvv1z9+/fXiy++qKKiIj3++OMqKCjQyJEjNXr0aIWFhem+++5zrn/eeefp5Zdf1tChQ1VaWqqHHnpIktStWzddd911mjRpksaOHavzzjuvynfAkJAQHTp0SH//+9/15JNP6p577qn2++WJ6z/zzDP67LPPdOONN2rOnDlKSkqq9eX6TIZhJEmaXOtnAh4vNTVV//3vf9W4cWMNHDhQAQEB+v3335WYmKjy8nItWbLE5WvNAeeCxYsXa8GCBQoICND7779/yslp4J0+++wzvfzyy+rQoYNmzZr1p7c3YsQIZWdn6+mnn3bOTA4AAADADYxyyeT+sXmHDx/Wbbfdpvfff/+UAzpycnJ05MiRKmVeYmKi7rnnHudgmtpsx51efPFFNWnSRGPG/LmRqfXB604V9wZms1nvvPOOpIrGPjw83DmqrkePHpSW8DoLFy7UqlWrnBcaHjBgAKUlAAAAAJwr3FxaGoah3bt368MPP9SVV1552rLx2LFjeuCBBzRjxgxFR0frq6++0tGjR9WpUyeXtoMKFJfnoL59++qBBx7QRx99pH379ik3N1fh4eG68sorq8woBXiLyMhI5efnq1GjRrrkkkt05513NnQkAAAAAMBZZOLEiYqIiNDUqVNPu17btm01duxYPf744zpy5Iiio6P19NNPKzg4WIZh1Ho7qMCp4gAAAAAAAAA8jtdNzgMAAAAAAADA81FcAgAAAAAAAPA4FJcAAAAAAAAAPM45MTlPcXFxQ0cAAAAAAABALZjNZvn6nhOVFNzsrD9KioqK9NhjjxU//PDDtJcAAAAAAODslZ9lDtoyN8hUcMRUm9XLg8KNwksfyZfp7Dqh1jAMWa3WEB8fn4aOAg931heXZWVleumll/ynTZvm39BZAAAAAAAAzlRpwW4VFx2XUcv1zcUOk9W/OMQc3tqtueqa3W4vMIzaPkp4s7OrkgcAAAAAADhHGUf3yigvrf0dTCaVH97rvkBAA6O4BAAAAAAA8AQBYZJqdZa4JMkkQ6agxu7LAzQwiksAAAAAAAAP4GONkfxcuBJeeZnM1rZuywM0NIpLAAAAAHWAa5UBwJ9ltraVObhJ7VY2mWVucZ5MfkHuDXUWKPfAf4LsdntDRzgnnPWT8wAAAABoOKXbv1RJZqqM49mSUS5z41byje0v3zZ9GjoaAJyVAq+aoIKPJ8koLTzteiYfPwVefk89pfJMq3Ok5N3SoWKp2JBGN5Oeaef6dhYvXqwFCxY4fzebzYqKitJVV12l0aNHy2Sq/en7kvT777/r73//u5YvX+56mFrau3evxo0bp88//9xt+/AEFJcAAAAAXFdWIsenk6WCwzJKCv5388FtKsvdo9Id6xV4xYMNlw8AzlKmoHAFXT9Fjo8mSDJJf5x928dPJrOvgm+a3iD5PMXSLGmcTcorkfOyoDP2ST/kSSndXd9ep06d9MQTT0iSysvLtXPnTj333HNq2rSpBg4c6NK2CgsLVVRU5HoInOSsLC6Tk5M1efLkho4BAAAAeK2Cjx+R4citfmHRcZUd3KbCL59X4FUP128wADgHmCxWWW55S8Ub5qh0z2YZZl+pvEQy+8o35iIF9B7V0BEbVOpR6S6blFeqKnMZ5ZdJ645UFJrz4lzbpp+fnyIjI52/R0VF6fzzz9f27ds1cOBAZWVl6fXXX9dPP/2koKAgJSQkaNSoUfLx8dFzzz0nf39/ff/992ratKl+//13lZSUaMSIEZo5c6bmzJmjtm3b6tZbb5UkrV+/XosXL9bs2bNVVFSkmTNn6rvvvlN4eLgGDBigVatW6e2331Z5ebkWLFigb775RtnZ2QoNDdXo0aM1YMCAP/8kniXOyuIyKSlJSUlJkiSHwyGLxdLAiQAAAADvUbj2ZZUXHD39Ska5yrIzVfzzcvl3v7F+ggHAOcb/4vHyv1gVl+Pw9ZcpMLShI3mEV/ZLuaXVLys2pAUHXS8uT2QYhjIyMvTrr7/qjjvukGEYeuyxxxQfH693331XR44c0ZNPPilfX1+NHDlSkrRx40a98MILCgwMVEFBge6++269++67Ne5r3rx5OnjwoBYuXKiioiI99thjzmVffPGF1q1bp+nTp6tx48Zas2aNXn31VV111VVn/uDOMmdlcQkAAACgYZTl7FJ57h7JKKt55dIilW7/Sv7dBklmvnoAwJkyhdRywh4vkVVy+uVtAqWt+dJ5Loxz++WXXzRo0CBJUklJiUwmkxISEnTNNdcoMzNTu3fv1syZMxUQEKCoqCiNHj1ar7/+urO4vOCCCxQdHS1J2rVrV633+8UXX2jy5MkKDa0opW+55RbNmzdPknTppZeqZ8+eioiIUG5urgIDA1VYWCiHw1H7B3aW478eAAA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Which x-axis label witnessed the smallest value of Kyrgyz Republic?
2008.0
4399.png
1,312
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"
What is the sum of the largest and smallest difference between Estonia and Yemen, Rep. ?
-143000000.0
85617.png
1,313
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"
What is the difference of the second highest and second lowest value of High income?
24828555305.17
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1,314
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"
What is the sum of the maximum of Serbia and minimum of Oman?
185.1
6037.png
1,315
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"
Is the sum of smallest two bars smaller than the 3rd largest bar?
Yes
two_col_22879.png
1,316
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YV1e3dOnS5Ov0Zy/61NLS4hzJDRs26EL34XUXqTvV56HQAlRbW1tM4+FwWE+HHpNE1SbaU23HadbttKcmiUSbS5PkZ/y0Eh00PTiJfgtSSH/vwuHwQE9fprh/QWL4znEpAHDBC4fDzc3N5eXlZWVl53K79fX1fr9f00AgEBjoyysrKysrK1NVTGpbi1FfX5+mAtra2hobG6uqqkpKSlpaWhobG/1+f0lJiYiUlpZWVla2tbU1NDT4/X49uaFQSEQ02/n9fqedDRs2BINBPSNNTU0NDQ36uLm5ubi4eOHChSKiSUjPVElJSZ/V9mdPjZXW99iAZE8lZ4w4CAAp1tXVJSIxnRN1dXW6RGNiU1NTMBgMBAKaOWprazs7OxsbG8vLyzVG6AoiUltbW1hYqH/T+/1+zQfV1dWaTuK3Xl5eHgqFWlpaSkpKnEY032gjjY2NLS0tlZWVTj+BlrRhw4bm5uaYHOmUrWlG19FK3KuFw+EkrWnHScxLRMRprbS0VBNVMBjUw+JULiKBQEDTlTZVW1urr1q4cKG7Bb/f714nFAo5BTh7EQgEli5dqhmuqqpq+PDhDQ0NenB0W9qC/lhSUqLHynlWRIqKioqLi4PBoMbBYDBYWloaDAZbWlrc6T8YDBYXF+suOysEg0GnU/CLX/zim2++qdVWVVXpnxB9Vqt76ix00mSig+k+zu7T19LS0tzcrDvb1NQUCoXcbzP3QYg5obW1tUVFRU1NTeFwuLOzU4OvNqjvWN1uVVVVY2Oj81aJaVlfLiKhUEh3YenSpe4zrtvSNt3bdZ/iyspKpxPO2aNAIKAZXff99ttv1xbq6urKy8v9fn9Mg3V1daWlpdqm8zeb+5g7Nbj/AHAfH/fm3Ac/phInymvN2tppf/HdO+j3+91n0NmpmAOutTmnTDetPzor62+E+xdERNylMlgMACnmJAb3wGU4HA4EAlVVVc3NzX2O8Sn9t1ujQ1VVVSAQKCoqeuKJJ4qLiwOBQDgcdoYvEyksLBSRcDisjdTW1paXlzuf0yJSVVW1cOFCv98fCAQCgYDz0RjPKbu4uFgfa69nfNdjktacPrDy8vL4nS0tLQ0EApWVlVqS/igilZWVgUBAC96wYUNZWZkGPj0gfbaQaB2tvL6+Xj+tQ6GQHlh3+nHEhHi/39/Z2Rm/s7qaZjvdaGtra6J2nDOiH/B6KufNm1daWqpHxl2Ju1p3g7qkqqoqFArFv3/6PDUxp0+3onUGg8Hy8vL4d4jDecuVlpZqaBCRUCh0++2319bW6rvLWVmzRWtrq56vlpaWPlsOhULl5eXOLsSccVVSUqJvJO1JlU+fYn3z66Fwp97m5mY97/X19UVFRVVVVbpaWVlZfIO6vvu96j7m4XBYw1ltbW0wGOzzV3X16tV6cIqLi2Oeclfi7LW++fWPgfjWnBeKSMwOxpxBXbO1tVWPmO6F3+/Xc9HnvxK6su57zC9ITKnEQQBIvYULF2qXj/6t74wkDh8+XETiE4ajqqpK/7IXkXHjxunCcDisj53YoZ+OyWvQRoqKinTT8R9sOnHN6YTrswX9wPP7/aFQSHs93TvSn9Zi9t1NQ3OfAVdnZZ12DlySFmIK0Bo0JjY2NurRKCoqSpQL+0PPhaZ/7XE8e+5q3ZYuXVpdXR0T2hx9npqY06dJ1EmT48aNS/IOcc6a/tfJMUVFRXoMnfjrRCLn7SqJ33vumN4nnYvpnvnnPsW6rfh3he5Ln7P04ht01+zeWS1Vj2RxcbGG+FAoFP8miTk4ySvRbel/Y/5mcNNf/JgdjDmDziYS7UXMvxLy6ZOSvFTiIACkRUlJifZStLS0xOS/JJ0E+lnuXkEfNzc393N2vJMMdOVEGSJJp52js7MzFAo5IS9Jik3SWpJXLVy4sLi4uLm5OeZ6giTdkP1sIUkB2mZDQ0OfF7XED4LH9wA5aUBbcI6Pu0F3O3pGknwwJ6lWtbS0hEKh2tpa7Yfr56tiTp+cSgDOQHaid0j820x3IdGz8ZK/95KI73hzn+KioiI9AjG/C2VlZTpHIj4pJunJc7iPnj5uaGhI9KdI8t1PVEmS3wKlv/gxOxh/BhMZ6L8S8aUydxAA0kX/XR4+fLj2cMipTwWnM0lHG+NfOG7cuGAw2NraWlJSov0WxcXF7u7AJHMHddRJOzOcqxnc9cRI0mOhdTrDXs4IqST+eItvLWbfY+gcskRda0lG1fvZglOA+1KPQCBQXV3d2toaP3fQmeenl5JIXIzT4WZNvTrurK/VBt3tNDc360Z19/sZB+OrdUu0m9p4zKmJOX0iUlJS0tzcrCPFcupt5n6HKH3LuU93UVGR7oVzRpLvTnzLpw008XvqToTOKdbA1NDQEPNO0ymAesxP22AM9zHX/YqfKegsiT84MWIqcX7TxdUjm+gXP2YH+/wF7FP8vxL9CYXuUomDAJBiMddV6Pia/pXvLCksLGxubtZZ7fEtlJSUtLa2NjY26mTze++9t66urs8p/27ORvXzQxtxzy7XDwznUpJgMFhdXZ2k10QvN3FPhNeZ6Tqdyx1NysrKErXmbCh+T51Z89ojohFKJ9o7j508oUHNmQWfqIX4dSorK50uEP2gdZbHx02deaZHXj59tPWiB92KXisjnx650+tLtOCysjL32yA+ciXirtbpHNUY19DQkOhk+f3++FMTf/qcKONcKxPzDnEa1LecvtZ9MFevXq09pk5c7lOSlt3cZ1yX6FxD9xvJfYqdy0q0AGeSgBMW9doRvQZIL6SIb/C0x9z9Buiz8ttvv72hoaHPt3RMJbqPzi++1pbkFz9mB/XyL+cMJr9TQcy/En3mdfcvSHNzs7tUy7btJK0DAAA4l8RmuhCkBXMHAQAAjEbvIAAAgNHoHQQAADAacRAAAMBoxEEAAACjEQcBAACMRhwEAAAwGnEQAADAaMRBAAAAoxEHAQAAjEYcBAAAMJqVv+Dnma5hAP74vWszXUJ6XfWDLZkuAQAAmMV6r/1wpmsAAABAZowdUcBgMQAAgNGIgwAAAEYjDgIAkHlWpguAyXyZLgAAgAuEpf+3xe5zufztKfcSscRrWZZlRaLRaMwrgXOCOAgAQAp4LMvrsTyWZYvdG/lbsLMs8Xo8HksssaK2HYlGRXSJJSJR2xax83J8Xsv6pKc3EolG49IkkG4MFgMAcLYsEa/HGpTru2hQTn5eTo7X43y+eiwrz+cZnOvLz/Pl5/lyfN4cr2dIri8/L2dwri8vx+vzenwez4nVD/bedWVeji/X5/F6GDrGOUXvIAAAZ8sWiUbt3r98eOT+mbokZ9XbPZFo1Jaobff0Ro/d/492x0ci4ht/de59q31e6/DCr0Q7PtKVh7zQqp2FnxmUeyISOXai94QdidBJiHOF3kEAAFIgKna0cFThT1sHT79JRIbk5fi0l8+WqMjgH232r2n77PzFvbt/a23/hWV5LLGGVHzH/9O2whdafSeHjsXn9Xzyr3XH7/y857fN9BHinKF3EACAVLDFFjsaPfmT1+OxLEtDnteyPB7Ljp7s8fONuFQ7Y3JHXur1Wid6opZ9sifw2P9df+L1dfnfe0GKJ5/oidh2hItLcA7QOwgAQGpYYomT7ER8Hks7CCO2ffz1V7puHffJKz/x/7TNWzz5eG8k0vHhoafva/+nK478sMo61Q94cHnt4Ok3Dbpyih21o7ZtkwVxThAHAQBIAcuyPB7LkpPRzuORXK93UI7P6/V4RXzTvjnshdaC+T8K31J07PX1kahd0PTO5/5tz2du+m7PrpbIOzuc4PfJ1pelY3/UtiNR0iDOEeIgAAAp4LHE57EsOXmbGI9YlkeOP/tA711XDsr15Xo9IqJDv3Z4f16O1+Px9EaivVFb9GaFURGRS156T0T+uup7Xo9lMXUQ5wpzBwEASIGIbR/riRy5fbz+2D73ikF3/lCHey3L6q79qnNl8eAbvn38Lx8eqf2qrjnoxu9I8Zei/75ORI73RgdXfOeTdU9Zr67wzbo7akfoIcQ5YL3XfjjTNQAAcCGwRHwea3CuL8fntSyrpzfSE4l6PZY+9nosr9fjsayobR8/EbHFzvF59Zri3ojdE4nkeD1ej+fUS+REb/R4DyPGSLuxIwroHQQAIDVskV7b/qQncrw3KpbYtq1fTmJZVtSOWlGPJxIVseyT301iRe3ICSsqIlHbjkajvZGoZVlR29YrkqM215LgHCEOAgCQMrYtvZFo3DcU27aIJdHIp5bbdsR2f8dx1LZ1TRHbmYMInAPEQQAAUsmW2ChnJ1ne15pxi4H04spiAAAAoxEHAQAAjMZgMQBc+DzzJ2a6BCBLRZ/emekSMo/eQQAAAKMRBwEAAIxGHAQAADAacRAAAMBoxEEAAACjEQcBAACMRhwEAAAwGnEQAADAaMRBAAAAoxEHAQAAjEYcBAAAMBpxEAAAwGjEQQAAAKMRBwEAAIxGHAQAADAacRAAAMBoxEEAAACjEQcBAACMRhwEAAAwGnEQAADAaMRBAAAAoxEHAQAAjEYcBAAAMBpxEAAAwGjEQQAAAKMRBwEAAIyW+ji4ZdPGLZs2prxZAAAApINvQGuvXLak48D+B360zL2wZm6FPph92x3Xfv26lJUGAACA9BtA7+DKZUu+dv0N8cuXv7hu+YvrHl++au3zz7mXP37/AroJAQAAstwAegfnLbgvybNDhxW6f1y/pqls9pxJk6ecYV0AAAA4J1I2d3D9mqbZt92hj9t27xIRsiAAAED2S00c3LJpY2d7u3vi4O6dfzh0sCsljQMAACB9UhAHdYKgeyi5aPyEW+bVvNT47Nk3DgAAgLQaQBxcv6apZm7F/g8/qJlbsW/Pu/v2vLty2ZJDB7vWPv/c2uefq5lbUTO3wukRHH35FfqStFQNAACAFLHeaz+c6RoAAOnlmT8x0yUAWSr69M5Ml5BhY0cU8K0kAAAARiMOAgAAGM03dkRBpmsAAKTXvkwXAGQtgpCI+N7v6M50DQCA9GIkCEiEIMTcQQAAANMRBwEAAIxGHAQAADAacRAAAMBoxEEAAACjEQcBAACMRhwEAAAwGnEQAADAaMRBAAAAoxEHAQAAjEYcBAAAMBpxEAAAwGjEQQAAAKMRBwEAAIxGHAQAADAacRAAAMBoxEEAAACjEQcBAACMRhwEAAAwGnEQAADAaMRBAAAAoxEHAQAAjEYcBAAAMBpxEAAAwGjEQQAAAKMRBwEAAIxGHAQAADAacRAAAMBoxEEAAACjEQcBAACMRhwEAAAwGnEQAADAaMRBAAAAoxEHAQAAjEYcBAAAMBpxEAAAwGjEQQAAAKMRBwEAAIxGHAQAADBa6uPglk0bt2zamPJmAQAAkA4Di4Mrly15/P4FMQvf2rG9Zm5FzdwKUiAAAMB5ZwBxcOWyJV+7/oa+li9+fPmq5S+uW/v8c+7lj9+/gIAIAACQ5Xz9X3XegvviFx462DXq0suGDisUkUmTr963511dvn5NU9nsOZMmT0lJlQAAAEiTFMwdHHHxqJglbbt3iQhZEAAAIPulIA52HNgfv3D3zj8cOth19o0DAAAgrc42Dg4dVrj/ww80+b2147ejL79CRIrGT7hlXs1Ljc+moEAAAACk0wDi4Po1TTVzK/Z/+EHN3Ip9e97dt+fdlcuWiMi8BYseqLmrZm7F7NvucFbWXLh+TVPKKwYAAEAKWe+1H850DQCA9PLMn5jpEoAsFX16Z6ZLyLCxIwr4VhIAAACjEQcBAACM5hs7oiDTNQAA0mtfpgsAshZBSER873d0Z7oGAEB6MRIEJEIQYu4gAACA6YiDAAAARiMOAgAAGI04CAAAYDTiIAAAgNGIgwAAAEYjDgIAABiNOAgAAGA04iAAAIDRiIMAAABGIw4CAAAYjTgIAABgNOIgAACA0YiDAAAARiMOAgAAGI04CAAAYDTiIAAAgNGIgwAAAEYjDgIAABiNOAgAAGA04iAAAIDRiIMAAABGIw4CAAAYjTgIAABgNOIgAACA0YiDAAAARiMOAgAAGI04CAAAYDTiIAAAgNGIgwAAAEYjDgIAABiNOAgAAGA04iAAAIDRiIMAAABGIw4CAAAYjTgIAABgNOIgAACA0YiDAAAARiMOAgAAGI04CAAAYLTUx8EtmzZu2bQx5c0CAAAgHXz9X/WtHdtXLlssIrNvu+Par1/nLN+yaePa558Tka9ed/2NN1emvEQAAACkzwB6B1cuW/z48lXLX1yn4c+x9vnnlr+4bvmL63bv/MOhg13O8sfvX0A3IQAAQJbrbxw8dLBr1KWXDR1WKCKTJl+9b8+7zlOjLr3srR3bNQjqCiKyfk1T2ew57k5EAAAAZKEB9A6OuHhUn8sf+NGy7dteX/7DRx/40TJd0rZ7l4hMmjzl7OsDAABAWg0gDnYc2N/n8pq5FV+7/oaa//VQzdwKZ7A4ZuAYAAAA2am/cXDosML9H36gCe+tHb8dffkVunzfnndHXXrZ6MuvGDqscNLkqw93dYlI0fgJt8yreanx2TQVDQAAgFQZQO/gvAWLHqi5q2Zuxezb7hCRfXveXblsyejLrxg/8Qs1cytq5laIiBMT9cH6NU1pqBkAAAApY73XfjjTNQAA0sszf2KmSwCyVPTpnZkuIcPGjijgW0kAAACMRhwEAAAwmm/siIJM1wAASK99mS4AyFoEIRHxvd/RnekaAADpxUgQkAhBiLmDAAAApiMOAgAAGI04CAAAYDTiIAAAgNGIgwAAAEYjDgIAABiNOAgAAGA04iAAAIDRiIMAAABGIw4CAAAYjTgIAABgNOIgAACA0YiDAAAARiMOAgAAGI04CAAAYDTiIAAAgNGIgwAAAEYjDgIAABiNOAgAAGA04iAAAIDRiIMAAABGIw4CAAAYjTgIAABgNOIgAACA0YiDAAAARiMOAgAAGI04CAAAYDTiIAAAgNGIgwAAAEYjDgIAABiNOAgAAGA04iAAAIDRiIMAAABGIw4CAAAYjTgIAABgNOIgAACA0YiDAAAARiMOAgAAGI04CAAAYDTiIAAAgNFSHwe3bNq4ZdPGlDcLAACAdPD1f9W3dmxfuWyxiMy+7Y5rv36d+6mauRUiMurSyx740bLU1gcAAIC0GkAcXLls8ePLVw0dVlgzt8IdB1cuW7Lo0R+NvvyKmPUfv39B6bUzYoIjAAAAskp/B4sPHewadellQ4cVisikyVfv2/Ou81THgf2/fPWVmrkVK5ctcRauX9NUNnsOWRAAACDLDWDu4IiLR8UvPHSwa/+HH3zt+huWv7iu48B+jYltu3eJyKTJU1JVJQAAANJkAHGw48D+PpePuvQyHSkeP/ELh7rCunD3zj8cOth19vUBAAAgrfobB4cOK9z/4Qea8N7a8VtnpqAOH+vy3Tv/MPqKIhEpGj/hlnk1LzU+m5aSAQAAkDoD6B2ct2DRAzV31cytmH3bHSKyb8+7OlmwbPYcXT5+4hc0HYqI5sX1a5rSUDMAAABSxnqv/XCmawAApJdn/sRMlwBkqejTOzNdQoaNHVHAt5IAAAAYjTgIAABgNN/YEQWZrgEAkF77Ml0AkLUIQiLie7+jO9M1AADSi5EgIBGCEHMHAQAATEccBAAAMBpxEAAAwGjEQQAAAKMRBwEAAIxGHAQAADAacRAAAMBoxEEAAACjEQcBAACMRhwEAAAwGnEQAADAaMRBAAAAoxEHAQAAjEYcBAAAMBpxEAAAwGjEQQAAAKMRBwEAAIxGHAQAADAacRAAAMBoxEEAAACjEQcBAACMRhwEAAAwGnEQAADAaMRBAAAAoxEHAQAAjEYcBAAAMBpxEAAAwGjEQQAAAKMRBwEAAIxGHAQAADAacRAAAMBoxEEAAACjEQcBAACMRhwEAAAwGnEQAADAaMRBAAAAoxEHAQAAjEYcBAAAMBpxEAAAwGipj4NbNm3csmljypsFAABAOgwgDr61Y3vN3IqauRV9pr3H71/w1o7tqSsMAAAA58IA4uDKZYsfX75q+Yvr1j7/XMxTWzZtHHHxqJiFj9+/gG5CAACALNffOHjoYNeoSy8bOqxQRCZNvnrfnnfdz7bt3jVl2jXuJevXNJXNnnPt169LVaEAAABIhwH0Dsb3/6ktmzZ+7fob3Evadu8SkUmTp5xNZQAAADgHBhAHOw7sj1946GDXwXDn6MuviFm+e+cfDh3sOqvSAAAAkH6+fq43dFjh/g8/OHSwa+iwwrd2/Hbegvt0+b5323698dVfb3xVf5x92x0iUjR+wteuv+Glxmed1QAAAJCd+hsHRWTegkUP1NwlpzLfvj3v/vLVV+YtuG/5i+tERC8rnjR5il4+ov2F69c03XhzZTrqBgAAQEpY77UfznQNAID08syfmOkSgCwVfXpnpkvIsLEjCvhWEgAAAKMRBwEAAIzmGzuiINM1AADSa1+mCwCyFkFIRHzvd3RnugYAQHoxEgQkQhBi7iAAAIDpiIMAAABGIw4CAAAYjTgIAABgNOIgAACA0YiDAAAARiMOAgAAGI04CAAAYDTiIAAAgNGIgwAAAEYjDgIAABiNOAgAAGA04iAAAIDRiIMAAABGIw4CAAAYjTgIAABgNOIgAACA0YiDAAAARiMOAgAAGI04CAAAYDTiIAAAgNGIgwAAAEYjDgIAABiNOAgAAGA04iAAAIDRiIMAAABGIw4CAAAYjTgIAABgNOIgAACA0YiDAAAARiMOAgAAGI04CAAAYDTiIAAAgNGIgwAAAEYjDgIAABiNOAgAAGA04iAAAIDRiIMAAABGIw4CAAAYjTgIAABgtNTHwS2bNm7ZtDHlzQIAACAdfP1f9a0d21cuWywis2+749qvX+csr5lboQ9ilgMAACD7DSAOrly2+PHlq4YOK6yZW+GOfctfXCcihw52PVBzl3v54/cvKL12BgERAAAgm/V3sPjQwa5Rl142dFihiEyafPW+Pe/GrKBPOdavaSqbPYcsCAAAkOUGMHdwxMWjkjy7fk3T7Nvu0Mdtu3eJyKTJU86mMgAAAJwDA4iDHQf2J3pqy6aNne3t7r7A3Tv/cOhg11mVBgAAgPTrbxwcOqxw/4cfaMJ7a8dvR19+hfOUXkc8b8F9zpKi8RNumVfzUuOzKS0VAAAAqTeAS0nmLVj0QM1dIqKDwvv2vPvLV1/5VtU/r33+ORHR/z6+fJWurHlx/ZqmG2+uTHnRAAAASBXrvfbDma4BAJBenvkTM10CkKWiT+/MdAkZNnZEAd9KAgAAYDTiIAAAgNF8Y0cUZLoGAEB67ct0AUDWIgiJiO/9ju5M1wAASC9GgoBECELMHQQAADAdcRAAAMBoxEEAAACjEQcBAACMRhwEAAAwGnEQAADAaMRBAAAAoxEHAQAAjEYcBAAAMBpxEAAAwGjEQQAAAKMRBwEAAIxGHAQAADAacRAAAMBoxEEAAACjEQcBAACMRhwEAAAwGnEQAADAaMRBAAAAoxEHAQAAjEYcxIXPynQBAABkM1+mCwD6S1Od3edyS8Q++ZTlXtUSr2VZlhWJRqPxrwQAAMRBnBcsS7wej8cSS6yobfdGo/apbOexLJ/XssSyxY5Ebdu2vR6Px7JEJGrbInZejs9rWZ/09EYi0ajdR5oEAMBwDBYj21kiPo9ncI43Py8nP883JNeX6/Vo95/HsnJ9nvy8nPy8nIvycvJyvHk+75BcX35ezuBcX16O1+f1+Dye6FNPWVOn5eX4cn2eUy8FAAAn0TuIbGdZls/ryfF5e/7tf59oeEJEfDf/k9zz7RORiNdj5fq8Hsv6+Itf1pXzXnvV97mLj35rTnTPe7rE++bvbMsSkc8Myj0RiRw70XvCjkToJAQA4BR6B5HtLEu8Hsvq6DjR8MSQJxYXLGvoXfNveW2hXK/HY1k+j+fEsic9l/9n/843vVdcHm1Y5vNYIjKo9t6C/7fjM2/+zufxWJYlIj6vp+fHT0ZLp3r/7zb6CAEAcBAHke0sEUsk+vafRMR38ed8V10pItbbf/LpJEFLeltaPKNHWyK5pSU9v9liWZYlVu7f/Sev14radtTWzkHp+c1ven76Yl7js3kzv+LzeAiEAAAo4iCyna1XE1siIpZ18gJiyyO5Pq9liV5T4r7oOGrbkT17uhfUHpz0peOL7rdOxb7D/7N20G235E26yo7aUdu2GS8GAEBEiIPIfrYtkah9KvZZzoMcr8djWdFoVERHg09mQ0vkojd/53/rzYvur+39zVb7T7uc5Hfs+Z9a7Z1R245ESYMAAJxEHES2s227NxKNjv97EYn+pb3nj38UEd+kq44t/XHPlJJI1M4puTqy9wNb7BPBlpyvXGtZlseSnmi099QFI5olP/f2/xORTxYv8Z6cTAgAAESIg8h+tkhvNHrss4W+hQu6F9QeWbgo55a59vjxkWhURDxey/4f347s2ROe+MXonvfyFt17/D8OdP/XL3f/l8nHGp7Ivfdee8L43mhURI73RgfV3nvi11vsl172nbw1IQAAEOu99sOZrgE4PUskx+vRWwlaIr1RuycS8Voej8c60dPrsay8XJ/ejPp4TyRq23rHQcuS3ojdE4nkeD1ej6cnEtWuwRO9UV0t07sFnCOe+RMzXQKQpaJP78x0CRk2dkQB9x3E+cEW6YlGoz3i6Y3od5NEolGPFdUvoBOxeu0e13eTSCRqn7CiIhK17Wg02huJWpYVtW3LsiyRqM21JAAAnEQcxHnDtqU3Eo25iPjUtcV2T6/t/uZiO/KpH91rWn198TEAAMYiDuI8Yyf40f70c3bcqnbcAwAAIFxKAgAAYDjiIAAAgNEYLD5bef9wTaZLALLU8X9/PdMlAABOj95BAAAAoxEHAQAAjJb6OLhl08YtmzamvFkAAACkwwDi4Fs7ttfMraiZWxGT9hItBwAAQPYbQBxcuWzx48tXLX9x3drnn+vP8sfvX0BABAAAyHL9jYOHDnaNuvSyocMKRWTS5Kv37Xk3+fL1a5rKZs+59uvXpaFmAAAApMwAegdHXDyqn8vbdu8SkUmTp5xxWQAAADg3BhAHOw7s7//y3Tv/cOhg1xkWBQAAgHOlv3Fw6LDC/R9+oAnvrR2/HX35FUmWF42fcMu8mpcan01PzQAAAEiZAXwrybwFix6ouUtEZt92h4js2/PuL199Zd6C+2KWK82F69c03XhzZYpLBgAAQOpY77UfznQN5ze+pA5IhC+pyx6e+RMzXQKQpaJP78x0CRk2dkQB30oCAABgNOIgAACA0SzbtjNdAwAAADLG935Hd6ZrAAAAQGYwdxAAAMB0xEEAAACjEQcBAACMRhwEAAAwGnEQAADAaMRBAAAAoxEHAQAAjEYcBAAAMBpxEAAAwGjEQQAAAKMRBwEAAIxGHAQAADAacRAAAMBoxEEAAACjEQcBAACMRhwEAAAwGnEQAADAaMRBAAAAo1lHT/RkugYAAABkxuAcn2XbdqbLAAAAQMYwWAwAAGA04iAAAIDRiIMAAABGIw4CAAAYjTgIAABgNOIgAACA0YiDAAAARiMOAgAAGI04iAtQzx/fznQJAJCMfbT7YNNjma4COIk4iAuKfeTIoYcePvZGsPO2f7aPHMl0OQDQt87liwpmVWW6CuAk4iAuBIceerj3/b0icnT9Lwr+xz0X3XqzZ+hnw/O/QyIEkJ162z/8eOu6jiV3dyy5u2fvrkyXA9PxncW4EPS+v7fru/cWPvmEb+wYEfnrMysvuvXmj19Y07PrncKnlma6OgA4yT7afejlp3zD/27Il2ce/d3mQZ+fIiIf//v6YZUPZro0GI3eQVwIvCNH5E66qvO2O7SP8Hhwe6S9I/Ln/cN+8GimSwOAv9Ex4hP7dne/1viZ627PGTOh+7XGQROmZLoumI44iAvB4R8u+ez/um/48891fffe3vf3Dn3koe5lTw36h2us/PxMlwYAf9Pb/qEnv6C3/aOL/uFGEenZu+ui6RWDJ8/MdF0wHXEQF4LefR9a+fm+sWMKn3yi87Y7RKTwqaWDZnwl03UBgIRXLLKPdv9142oRGfLlf/xo/rTCqgdzxkzoWHK3b+QleXQNIgsQB3F+03vKDJ751e7FT4iIb+yY/JvnRP7Snum6AOCkgllVH82fljt2goh89qbvXvSVb3Uuv69jyd1DJs+0hhRkujpAhEtJcP6yjxw5/MMl3r8bdTy43f/0Ux+/sOZ4cHvulRPyrvlveVd/OdPVAcBJx3dt723/6OOt60Yuekbzn320W0TIgsgexEGcr4688OLgr82w8vMPfu+h6KHD/qef0tvKeEaOzHRpACAiYh/t/njLutyxE/ImTOnZu6ur8bGRi57p3rj6szd9N9OlAZ/CYDHOV/m3zvWMHPnxC2uG/eDRvNIpB7/3kGfkSLIggCxhH+3uanzMN/KSrtX/cmTrupwxEwqrHmxffLdvxCWZLg2I5ct0AcDA2EeOHPzeQyIy7AePWvn5x4PbB3/tH7mnDIAsYR/t1lHg3vaPLppekTtmfO7Yz3dvfE5E8qdXfO7hFzNdINAHBotxPrGPHPlk868HlV4d+Uv7X1c9N+wHj0baO7qXPTXk+jKuIwaQDQ6//KRvxCUn9u0eetN3rCEFh19+8qLpFb0df+5a/S8jFwW8dA0iKxEHcT7Rbx8Z8W/PW/n5ve/v7V72lPYRZrouAJBPdmzWOwj++Z7/dtG1s3WC4OGXn+zt+LOIFMyqyhkzIcMlAgkQB3He6Pnj2zlXXelOgb3v7438pZ3riAFk3MGmx4ZMnpk7ZryI9LZ/pN81kj+9QkT+unG1b+Ql3Gsa2Yw4iPNAzD1ldICYfkEAWSLS8dGhl5/y37PYvTC8YlHu6PE6aswYMbIccRDZq3vxE3oTwfh7ykTaO+gXBJA9/uO+64Z8+R9F5NiftnvyC4be9J2cMRPoF8T5gjiILHX05696L77YHfj++szKi269+eMX1vTseqfwqaUZrA0AYkQ6Pvp46zrfiEsGfX6KXjjyn5ZszHRRQH9x30FkqWO/2RrT+Xc8uD3S3sE9ZQBkA/to9+GXn3R+9I645LM3fTd/eoV3xCV5E6b4Rl6awdqAgSIOIkvlTf7SsV/9xr1k6CMPdS97atA/XMOUQQAZZw0p6O34c3jFopjl9tHu8IpFF02vyEhVwJlhsBhZyj5ypOOfbit88gnf2DG65OjPXx3y36/PaFEA8Df20e4D3/+n3LGfd19E0rN3V/ToX/MmTMlgYcBAEQeRvXrf33vo+48OnvnV3C9M/OT//DL3v/4X7jUNIHt0LLm74LrbP966TkRiLisGzi/EQWQ1/RoS+68f535hYs5VV2a6HAA46fiu7Ud3bB5W+aCI6JAxiRDnL+IgAAADo19M/B/3XTe8ZknOmAn20e72xXcP/dZ3GSPGeYo4CABAf9lHu7saH+tt/8g38pKCWVXti6sLrrujt/PPQybPJAvi/MWVxQAA9Ff3xtUXTa8YueiZY2+3ePILRjVsFBGyIM539A4CAJCMfbT76O8250+vOL5ru4h0b1wdPdJdWPVgzpgJn+zYzJeO4AJA7yAAAMlYQwqO7dreseRuz5DP5E2Y4skv8OQXyKkrSIALAHEQAIC+fbJj85Gt60Qkd/R4ETmxd7eI+O9ZPGTyzO7XGi+aXkHXIC4MDBYDAJBQpOOjY3/anj+9QkTCKxYNmjBFR42ZLIgLCb2DAAAk5B1xybFd24+cutf0sV3b/+O+63rbP8p0XUAq0TsIAEAf9J4yQybPHDx5ptMvmOmigLSgdxAAgD4cevmpIZNnfrx13ZGt67RfUPsIgQsPcRAAgJP+unG1+8HgyTNH3PeMBkH/PYt9Iy/JaHVAuhAHAQA4yZNfoLeP+cx1t0ePdLunDEY6PuLyEVyomDsIAMDfHNm67tiu7f57FovrUuJMFwWkF72DAADTHdm6zrmndP70ikETpuiPTr9gRqsD0o7eQQAAxMl/+uORret6Oz767E3fzWhRwDlC7yAAAOKMDuuP+dMrjv1pe0YrAs4degcBADhJ42Bh1YPdG1fnjpnAd9DBEMRBAAD+5vDLTx770/aC624nC8IcxEEAAACjMXcQAADAaMRBAAAAo1n5C36e6RoAAACQMf8fosNGC5uR7/AAAAAASUVORK5CYII="
Which is the second largest bar value in the graph?
0.05
OECD_DISTRIBUTION_OF_NET_ODA_CAN_IRL_LUX_LVA_USA_000053.png
1,317
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"
Which x-axis label witnessed the smallest value of Guatemala?
2010.0
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1,318
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"
What is the average of Niger from 1990.0 to 2012.0?
9.15
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1,319
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"
Which year recorded the lowest number of Share of one-year-olds vaccinated against Haemophilus influenzae type B (Hib3) in Gambia?
2001.0
OWID_Line_44673490017407.png
1,320
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"
Sum up the medians of all the data series in this chart
5.19
2558.png
1,321
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"
How many times purple higher than orange?
1.06
OECD_MEDICAL_GRADUATES_IRL_LTU_LUX_PRT_000009.png
1,322
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"
Which two x-axis labels of Russian Federation have a difference of -0.59 ?
Merchandise exports, Merchandise imports
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1,323
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"
Which two x-axis labels of 1961.0 have a difference of nan ?
Low , Fragile and conflict affected situations
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1,324
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"
What is the mode of Barbados?
48.84
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1,325
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Which two x-axis labels of High income sums up to 24.6 ?
1991.0, 1994.0
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1,326
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"
What is the sum of the second highest and second lowest value of Lao PDR?
39.67
5654.png
1,327
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"
What is the sum of the largest and smallest difference between Greece and Mozambique ?
-37.8
127739.png
1,328
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"
Sum up the medians of all the data series in this chart
41905000.0
26439.png
1,329
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AAAAAWEKoAAAAAAAALCFUAAAAAAAAlhAqAAAAAAAASwgVAAAAAACAJYQKAAAAAADAEkIFAAAAAABgCaECAAAAAACwhFABAAAAAABYQqgAAAAAAAAsIVQAAAAAAACWECoAAAAAAABLCBUAAAAAAIAlhAoAAAAAAMASQgUAAAAAAGBJiQgVoqKiZBiGfQEAAAAAAI5XIkIFm80m0zTtCwAAAAAAcLwSESoAAAAAAIBrj1ABAAAAAABYQqgAAAAAAAAsIVQAAAAAAACWECoAAAAAAABLCBUAAAAAAIAlhAoAAAAAAMASQgUAAAAAAGAJoQIAAAAAALCEUAEAAAAAAFhCqAAAAAAAACwhVAAAAACAIjLx7ddkGIblpWbVIO3Zs8fZLwMoMA9nF3ApS5YsUWxsrAzDUGhoqHr16uXskgAAAADgqn7avFFLn5Hub2bt+Q9Mz9WePXvUoEGDoi0McBCXCxX27NmjDRs2aOrUqZKkYcOGKTIyUo0aNXJyZQAAAAAA4O9cLlRYu3atmjVrJsMwJEktWrTQ2rVrCRWc7PDJs84uAaVcaka2s0sAlJmT5+wSAP1yMNnZJaCUy+J3oVNt2rRJixcvVkxMjCpWrKjg4GCZpqnk5GQFBwfriSeeUGRkpLPLLLSJEyfq5MmTevPNN51dCgrJ5UKFhIQEhYWF2R8HBQVp586dTqwIknSIUAFORqgAV5CZnevsEgD9cvCMs0tAKUeo4FytW7dWixYtdPvtt6tbt27q2bOnJCknJ0dvv/22XnrpJc2ePVshISFOrrRwmjRpotTUVGeXAQsM0zRtksY6u5ALRo8erZYtW6pr166SpNWrV+v777/X+PHjL9o3KipKY8eOvcYVAgAAACgtRo4cmT1u3DhPb2/vAu3/wD3/UY/a3/6LORXKqcczc3T//fdfdp/c3FzdfvvteuKJJ+yhgiT9+uuvev755zVixAjdcccd1goACsnlRiqEhIQoKSnJ/jgpKemyKZvNZpPNZrtofW5urjIyMhxWY2nk5+entLQ0Z5eBUow+CFdAP4QroB/C2UpbH3RzcytwoOBsubnnR9S5uf3vJn+maerzzz/Xt99+qzJlyujcuXNq166devbsKcMw9Pnnn2v69OmSpHHjxmnJkiWKiYlReHi4XnjhBR06dEjvvfeeUlNTdeutt+rpp5+2t3/w4EEtWLBAKSkpcnd3V2Zmpnr16qWWLVtKkg4cOKCBAwdKkvr376/4+Hh999138vf3V9++fXXbbbdJkmbPnq0ffvhBqamp+uKLLyRJ6enpmjlzpuLi4lSmTBmlp6erTZs26tGjh/1SebgGlwsVOnbsqOnTp+vRRx+VJG3ZskX9+vUrVBvu7u4qW7asI8or1TincDb6IFwB/RCugH4IZ6MPup6zZ8/qs88+U0hIiFq3bm1fHx0drS+//FLTpk1TpUqVlJSUpKFDhyo5OVkDBw5U9+7d1bRpUz3++ONavny5RowYIW9vb73wwgt68803FR4ervfff19xcXEaNWqUGjdurFtvvVWSFBMTo4CAAPvo8bi4OD3zzDOaPHmywsLCVKdOHa1Zs0YPPvigVq1apSFDhmjAgAGKjo7WpEmT1KxZMwUEBKhfv36qXLmyZs+eba/7zJkziomJ0dSpU+Xl5aWzZ89q6NCh8vX1Vbdu3a7pucWVuV19l2urYcOGatu2rcaNG6c33nhDzZs3L5YTjQAAAACAI61YsUJDhw7V448/ru7du6tGjRqaOXOm/Pz8JEmZmZn65JNP1LlzZ1WqVEnS+TnrunTpouXLlyslJSVfe506dVLVqlUVHBystm3bavfu3erdu7f8/Px0/fXXq06dOtq3b599/1tuuUUDBgywPw4LC1PNmjW1devWi2pt1KiRmjRpojJlyqhr167KysrS4cOHL/vaKlWqpPHjx8vLy0vS+SCrRYsW2rx5s/UTBodwuZEKktSjRw9nlwAAAAAALu3CRI2maWr+/PlasmSJ2rdvrwYNGkiS/vzzT2VmZqpatWr5nle9enXl5OQoLi5ON954o3191apV7f/v5+cnf39/+fv751v3z0tfPv74Y+3cuVOmacowDB09elSJiYkX1fr3GgICAiTpipfRuLu768cff9T69euVmZkpNzc3nTp1yh6YwHW4ZKgAAAAAACgYwzDUu3dv/fDDD5o9e7YmTpxoqR0PD48rPv6nd955R0ePHtU777yjwMBASdKwYcNkmuZF+3p6euarV9Il97vgiy++sL+W6667TpI0b948Riq4IJe7/AGuibtswNnog3AF9EO4AvohnI0+6Jrc3d310EMP6Y8//tAff/whSapZs6a8vb119OjRfPseOXJE7u7uCgsL+1fH3Llzp5o0aWIPFCQpO7tobgO+c+dO1ahRwx4oFGXbKFqECiiQS91lA7iW6INwBfRDuAL6IZyNPui6OnbsqMqVK+ujjz6SJHl7e6tHjx5as2aNTpw4Ien83fW+/vpr3X333SpXrty/Ol5oaKh+++03paenS5JiY2MVFxf3717E39o+evSo/vzzT0lSSkqKfvrppyJpG0XLME3TJmmsswsBAAAAgOLugXv+ox61v9X9zSw+f3o59Xhmju6///5Lbt+0aZMWL16smJgYVaxYUcHBwZo8ebL9No8rV67UpEmTVL9+fT3wwANq27ZtvltKpqenq127durVq5cMw9DWrVs1d+5cxcXFKTQ0VE8++aRiY2O1cuVKJSYmqm7duho/frzeeOMN7dq1S56enmrSpIlefPFFxcfHa8qUKTp8+LCqV6+umjVrateuXTp9+rRatGihvn37ymazaf/+/QoODlaXLl3UsmVLTZgwQfv27VP16tV133336fjx4/rhhx904sQJ1atXTyNHjlSVKlX03nvvadu2bapcubKCg4NlGIa2bNmi0NBQvfvuu1e9PAPXBqECAAAAABQRR4cKgKvh8gcAAAAAAGAJ40UAAAAAoIi0bNVGDzz/reXn16jirqj/f0tIoDhgpAIu6+DBg5dcf/jwYZ08efIaV4PS6OzZs/ZJhf4uJydHBw4cuOK9jYGicujQoUve8urEiRM6cuSIEypCacR7MpwtISHBPhnf36WmpurAgQPKzc11QlWuacRzL8s0TcvLn/FJakCogGKEUAGXNWTIEK1bt+6i9Vu3btW4ceOcUBFKm4MHD2rw4MEX/TGdlZWl5cuXa8GCBU6qDKXJ+++/r6lTp14ULMTFxSkqKkpJSUlOqgylCe/JcLa1a9fq+eef19mzZ/OtT0xM1MyZM7V582YnVQbA2QgVcFlBQUE6ePDgRX/EPPjgg2revDl/SOOaaNSokaKjo/MFC76+vhoxYoQTq0JpU7lyZU2fPj1fsNCiRQsNHz5cO3fudGJlKC14T4YruP766/XOO+/kCxZq166tcePGKSYmxomVAXAmQgVcUb9+/XTw4EGtXLky33pPT09lZWU5qSqUJj4+Pho1apQWLlx40R8seXl5TqoKpU2bNm10ww03aMqUKcrJybGv9/Ly4nchrhnek+Fs1atXV79+/fTWW2/pzJkz9vXu7u7Kzs52XmEAnIqJGnFV/fr10/z58zVmzBi1adNG6enpWr9+vbp37+7s0lBK+Pj46LnnntO4ceNUsWJFNWzYUIcOHVJGRoazS0Mp0rp1a7m7u2v48OHq0KGDfH19tXz5co0ePdrZpaEU4T0Zzla9enUNHDhQL7/8spo1a6aqVatq06ZNat68ubNLA+AkjFTAFc2YMUOS1LdvX3Xr1k3r16/Xjh07NGLECLm50X3gWB4eHvZv5Xx8fBQVFaUaNWroq6++UnJysgYOHOjsElEKlC1bVnPmzNGZM2fUokULjRo1Snv37tXatWvVs2dPVatWzdklopTgPRnO5O3tre+++05//PGHqlatqjfffFNpaWn68ssvFRYWpttuu83ZJQJwEsM0TZuksc4uBAAAAACKu4nj39DIF62PYqsRUlGrvlvPHSBQbHD5A67q5MmTOnnypEzTVKVKlVSxYkVnl4RSxjRNxcfHKzExUWXKlFFISIjKlSvn7LJQyqSmpur48eM6d+6cgoKCVLVqVb4dxjXHezKcLTMzU8eOHdOZM2cUEBCgqlWrytvb29lluZSfNm/S0gea6f4GVS09/4EVu7Rnzx5CBRQbhAq4rNjYWE2bNk0HDhyQn5+fDMNQamqqQkNDNWTIENWvX9/ZJaIU+O677zRv3jylpKTIz89P2dnZOnv2rJo1a6ann35agYGBzi4RJVxycrKmTp2qLVu2qEyZMvLy8tLZs2dVtmxZ9enTR507d3Z2iSgFeE+Gs5mmqXnz5unLL7+UYRjy9fXVuXPnlJubqy5duujxxx+Xu7u7s8sE4ASECrik3NxczZo1S08++aQaNGggwzAknX9DiYmJ0axZszR+/Hh5eXk5uVKUZIcOHdIPP/yg8ePH57tuPSsrS1u2bNGMGTP04osvOrFClAazZ89W69atNWrUqHzfxh07dkwffPCBateurXr16jmxQpR0vCfDFaxcuVJubm6aP3++AgIC7OtTUlL05ZdfatmyZbr//vudWGHpsWnTJi1evFgxMTGqWLGigoODZZqmkpOTFRwcrCeeeEKRkZHOLvOSDh48qMmTJ2vPnj0aPny47rjjDmeXhCLAuE1cUlJSkpo0aaKGDRva/3iRJMMwFBERoTZt2ighIcGJFaI02L9//yUnwvPy8tItt9yiMmXKOKkylCZeXl5q3779RcN7q1Spoocfflj//e9/nVQZSgvek+EKDh06pD59+uQLFCSpXLlyevjhh/XXX385qbLSp3Xr1po0aZIkqVu3bpo6daqmTZumefPmqVKlSnrppZdc9ndCaGioJk2axCUzJQyhAi4pKChIP//8s3bv3i3TNO3rTdPU3r17tXHjRoWEhDixQpQGdevW1aJFixQfH59vfVZWljZs2KD09HQnVYbSJDMzU999950yMzPzrT927Jiio6MZpQCH4z0ZrqBWrVpasGCBkpOT861PSUlRdHQ0d8JxAR4eHrr99tuVkZGhX3/91dnloBTh8gdckru7uwYMGGC/ftPf31+GYSglJUWhoaEaPHgwwyzhcLVr11a7du30/PPPKyUlRf7+/vnmVBg6dKizS0Qp0L9/f02dOlUTJ06Ur6+vvLy8lJaWJj8/P/Xu3ZtQAQ7HezJcQZcuXTR//nz17dtXbm5uKlOmjDIyMpSbm6s777xTvXr1cnaJ0PnLpSTZJxKeMmWKVq9eLT8/PzVv3lwjRoyQaZp66KGH9Nhjj6lz585KSEjQq6++qqNHj+ree+9V3759tWjRIm3evFm+vr7KyMhQrVq11L9/f/n7+0uSbDabNm/erLJly+q1117TpEmTdPLkSV1//fUaNWpUvhEtu3bt0rRp05SUlKSQkBD17dv3oro3bdqkzz77TJ6ensrOzpa3t7cGDBig2rVrO/yc4d8jVMBlhYeHa/LkyUpKStKJEyckSRUqVFCFChWcXBlKkw4dOqh9+/Y6fvy4kpKS5O3trcqVK8vPz8/ZpaGUCAgI0JgxY5SWlqaEhAT73R+qVKmSbyg64Ei8J8PZ3Nzc9Pjjj+uRRx7RsWPHlJKSonLlyqly5coMZXcRZ8+e1WeffaaQkBC1bt1akvT0008rLS1Np0+f1ogRIyRJMTExOnXqlDZu3KjOnTsrJCRETzzxhLZs2WL/wL9q1SqNHz9eVapUkWmaeuuttzRp0iS9/PLLkqSoqCh99dVXmj59utavX6+JEycqOTlZI0aM0OLFizVgwABJ0pkzZzR69Gh17txZgwcPlmmamjZtmrKzs/PV/uOPP6pr167q0KGDpPNzeIwZM0Zz5syhfxUDhAq4qqCgIAUFBTm7DJRihmGoSpUqqlKlirNLQSnm5+dHmAWn4z0Zzubl5aVatWo5uwz8fytWrNCmTZt09uxZ/fXXX+rWrZtefvlllS1b1r5PmzZtNG7cOCUnJysgIEAbN25U69attX37dmVkZMjHx0c//vij2rdvb3/OhAkT7LesNQxD7du316uvvirTNPMF6llZWerVq5cCAgIUEBCgpk2bKjY21r79yy+/VGZmpvr06SPDMGQYhnr27Kkvv/wy3+t48sknVb58efvjjh07atKkSdq/f78aNmxY1KcNRYw5FXBZv//++yXXf/vttzpz5sy1LQalUmJi4kXzKVywdOnSfNcWA45yud+Fe/fu1R9//HGNq0FpxXsynC0mJkZZWVkXrU9LS9PXX3/thIog/W+ixjlz5qhnz5766quvdPjw4Xz7NGvWTJ6entq8ebMk6bffftOQIUOUnZ2tbdu2yTRN7dmzJ98dI/7880+NGTNGgwcP1tChQzVr1ixlZWUpNTU1X9ve3t75RkwFBAQoLS3N/vjQoUMKDAzMF8pXqlRJHh75v9tOT0/XhAkTNGTIEA0dOlSjRo2SdH6iWrg+QgVc1g8//KBz585dtERERGjOnDnOLg+lwLFjx7R3795L9sOKFStelHIDjvDjjz9esg/WqlVLn3/+uTIyMpxdIkoB3pPhbL/88otOnz59UR90d3fX4cOHFRcX5+wSSzXDMNS7d2+FhIRo9uzZ+bb5+PioSZMm2rhxo+Li4lSjRg1VrFhRDRs21MaNG7V7925dd9119hEIsbGxGj16tJo2bar3339fU6dO1ZAhQyTpoi90/hkOGIZR6C99srKy9OyzzyovL0+TJk3S1KlT7Xe34Auk4oHLH3BZX331lVasWHHZ7Q8++KBq1KhxDStCaTR+/PjLbgsMDFS3bt2uYTUojQ4fPnzFftakSRN17dr1GlaE0oj3ZLiCRx555LLbkpKSNHr06GtYDf7J3d1dDz30kN555x398ccf+UYetGnTRu+++67WrFmjtm3b2td9+OGH8vf3V5s2bez77tq1S7m5uerUqZN93T/nQCio0NBQbdq0yT7BsSSdOHFCOTk59n2OHj2qxMRE3XLLLfL09PxXx4NzECrgsrp27ap+/fpddruPj881rAal1QsvvKBWrVpdchuT5OFaqFWrlqKioi67/cIfQIAj8Z4MVxAdHa1y5cpdcpu7u/s1rgaX0rFjRy1cuFAfffRRvi9mWrZsqYkTJ+qbb76xT8bYpk0bzZgxQ+vXr9egQYPs+4aGhko6f0eGzp07Kzc3V2vXrrVUT9euXbV06VItWLDAPlHjggUL8v0NV7lyZZUpU0ZbtmxRy5YtZRiGVq9ebel4cA4uf8Bl3XrrrSpTpsxlFz7QwdGqVKmiiIiIy/ZB/ojGtdC2bdsr/i7859BPwBF4T4azNWnSRIGBgZftg9zW9NrZtGmThg0bJun8RI1Dhw5VXl6epPPhTs+ePfXLL79o6NCh2rBhg6Tzkw3fcMMNaty4sf1uCiEhIQoPD9fNN9+c773sxhtv1MCBA/Xhhx9qwIABevnll+2TNr744ovau3evoqOj9cknn+jcuXMaOnSokpOTNX36dH333Xf666+/7DWVL19e48aN0x9//KEHH3xQgwcPVpMmTeTt7a1FixZp7ty58vX1lc1m0759+9SnTx+98MIL9ksL586de8VRWnANhmmaNkljnV0IAAAAABR3D3Troh4+p3R/g6rWnr9il3q89Kbuv//+Iq4McAxGKuCqTp48qT179mj37t06efKks8sBgGvq0KFDl5wo6sSJEzpy5IgTKkJplJSUpKNHjzq7DEB79uzRokWL8l0TD6B0Y8wmLis2NlbTpk3TgQMH5OfnJ8MwlJqaqtDQUA0ZMkT169d3doko4RITE5WZmamqVS9O+pcuXar777+fIb9wuPfff1/Vq1fX0KFD8/W3uLg4zZ49W2+//baCgoKcWCFKg9GjR6tx48Z68skn861fsGCBfv75Z02dOtVJlaG0SUhIUG5urqKiovTwww/z9+AltGzVWg+8aH3SyhohFRXVoEERVgQ4Fpc/4JJyc3P1wgsvqG/fvmrQoIH9D2nTNBUTE6MPPvhA48eP5/o5ONSuXbuUkJBwyYkat27dqpSUFO7+AId77rnndPPNN+vUqVMaNGhQvmBh9+7dOnHihNq3b+/EClHSpaWl6eOPP84XKMTExNg/zM2cOVM9e/ZUQECAs0pEKbB3716FhYVp8+bNqlixosLDwzV//nxJUp8+fZjnCCjFGKmAS0pKSlKTJk3UsGHDfOsNw1BERITatGmjhIQEbl8Fh+OWknAFbdq00cGDBzVlyhQNGTLEPqGVl5eXsrKynFwdSrqMjAz7JGnS+YB/8eLFGjt2rCSpWrVqSklJIVSAQ/3666+Szo8iNE1TAQEBuvPOOxUTE6ORI0eqf//+uvHGG51bJACnIFTAJQUFBennn39WZGTkJUcqbNy4kfuy45rglpJwFa1bt5a7u7uGDx+uDh06yNfXV8uXL+e+7HC4oKAgbdq0SbfccovKly+vzz77TOfOndPy5ctVuXJlffvtt7rtttucXSZKgdGjRys3N1eGYVx0C8nVq1cTKgClFKECLsnd3V0DBgywz6ng7+8vwzCUkpKi0NBQDR48mEsf4HBVqlRRUFCQypQp4+xSUIqVLVtWc+bM0dChQ9WiRQtVrVpV0dHROn36tHr27Klq1ao5u0SUcG5ubmrfvr0eeughSVKzZs1ks9k0adIkrV69Wj179rTfIg5wpHnz5unXX39VxYoV1ahRI2eXA8BFMKcCriopKUknTpyQJFWoUEEVKlRwckUAAJQ+Z8+eVWpqqipXruzsUlAKJSUlKSAgQPHx8SpTpgx/DwKwI1QAAAAAAACWuDm7AAAAAAAoKSa89YYMw7C8VK9cUXv27HH2ywAKjDkVAAAAAKCIbN60UW/1aqBOjSpefedLePHzw9qzZ48aNGhQxJUBjsFIBQAAAAAAYAkjFQAAAACgGEhISNBrr72mffv2qWLFioqMjNSLL75o396jRw+1a9dOgwYNkiTl5eXpmWee0eHDh1WrVi298sorqljR2giKC5YtW6a6desqMjLyivuNHj1acXFxSkxM1HXXXSdJSktLU25urjp27KhHHnnkoluT/lsTJ07Uzz//LB8fH82dO7dI27ZqzZo1+vTTTxUXF6cFCxaoatWqV9w/KytLK1as0IYNG5Sbm6vc3FxJUp06ddSqVSs1b95cHh6u9TGekQoAAAAAUAyEhIRo2rRpCgkJUURERL5AIS4uTklJSdq+fbt9nZubmyZPnqwaNWpo6tSp/zpQkKQvvvhCv//++1X3GzdunDp37iwPDw9NnTpVU6dO1bx58/TYY48pOjpaS5cu/de1/NOIESN0++23F3m7/8Ztt92mkSNHFmjfs2fPavjw4dq1a5deffVVvffee5oxY4befPNNpaamauzYsTp8+LCDKy48QgUAAAAAKEZuvvlm/frrr8rLy7Ov2759u2688UYdOXJECQkJ9vV79+5V/fr1nVHmJbVv317lypXLF37gvGnTpik1NVVjxoxR+fLl7esDAwM1evRo+fn5Oa+4K3CtcRMAAAAAgCu6+eabtXLlSu3du1cNGzaUJP38888aMGCABg0apO3bt6tr16729U2bNpUkmaappUuX6vvvv5efn5+ys7PVrl073X333TIMQ5L0zTff6JtvvlGZMmWUkZGhmjVrqnfv3ipXrpyeffZZnTx5UitXrtSWLVskSe+++26hh+Pn5ubKze1/328fPHhQCxYsUEpKitzd3ZWZmalevXqpZcuWkqQDBw5o4MCBkqT+/fsrPj5e3333nfz9/dW3b1/ddtttlz3W0KFDtW/fPtWtW1e33367unXrdsn9Fi1apM2bN8vX11cZGRmqVauW+vfvL39/f0mSzWbT5s2bVbZsWb322muaNGmSTp48qeuvv16jRo1SQECAva2vvvpKixYtkmEYqlmzZoFGT5w5c0br1q3TQw89dMnz6e3trWeffVYVKlSQJKWnp2vmzJmKi4tTmTJllJ6erjZt2qhHjx72f8vx48fr0KFD8vT0tJ/32NhYtW7dWmPHji1QGwVBqAAAAAAAxchNN90kd3d3bd++XQ0bNtS5c+eUkZGhunXrKiwsTD///LM9VPjtt9/Uo0cPSdKHH36odevWadq0aSpXrpySk5M1aNAgZWdn64EHHlBsbKzee+89LV68WH5+fsrJydHIkSN16NAhNW3aVFOnTlWfPn3UuXNnPfzww4Wu2zRNffrpp8rIyNC9995rXx8TE6OAgACNHTtW0vlLOZ555hlNnjxZYWFhqlOnjtasWaMHH3xQq1at0pAhQzRgwABFR0dr0qRJatasWb4P9X8/Xu3atdW+fXt17979irWtWrVK48ePV5UqVWSapt566y1NmjRJL7/8siQpKipKX331laZPn67169dr4sSJSk5O1ogRI7R48WINGDBAkrRt2zZNnjxZr7zyitq2bavk5GRFRUVd9dzs3bvXXu/ltG7d2v7/Z86cUUxMjKZOnSovLy+dPXtWQ4cOla+vb77g5JVXXrHP4zB79mz99ddfevLJJwvVxtVw+QMAAAAAFCO+vr5q0KCB/RKCnTt36sYbb5QkNW3aVDt27FBOTo5SUlLk5eUlHx8fZWZmaunSpbrzzjtVrlw5SVJAQIA6dOigJUuWSJJOnDih3NxcHTt2TJLk4eGhUaNGqV69epZrzcnJ0dChQzV06FD17NlT0dHR6tu3r30UgiTdcsst9g/lkhQWFqaaNWtq69atF7XXqFEjNWnSRGXKlFHXrl2VlZV1yXkGcnJy9Oabb+q66667aqAgSRMmTFCVKlUkSYZhqH379tqyZYtM08y3X1ZWlnr16qWAgADVrFlTTZs2VWxsrH37kiVLVK9ePbVt21bS+XN8xx13XPX4qampkqQyZcpcdV9JqlSpksaPHy8vLy9JUtmyZdWiRQtt3rzZvs8TTzyhSpUqSTp/ecySJUs0bNgwe8hQkDYKgpEKAAAAAFDM3HzzzZo/f76Sk5O1fft23Xrrrfb1n3zyifbs2aPExETddNNNkqQ///xTmZmZ+uabb7Rp0yZ7OxkZGfLw8FBaWpqaNWumm266SYMHD1b9+vV16623qmPHjpccBVBQFyZqvODYsWOy2Wzavn273n77bfsdID7++GPt3LlTpmnKMAwdPXpUiYmJF7VXrVo1+/9fqCstLS3fPtnZ2Xr11Ve1ZcuWAn/j/ueff2ry5MlKSkqSu7u70tPTlZWVpdTUVHsII52/DOHCJQgXajh48KD98aFDh3TzzTdftubLuXCZRXp6+kXbRowYoezsbCUlJek///mPevfuLXd3d/34449av369MjMz5ebmplOnTuWbd+HCxJyJiYl66623dPvtt6t9+/b27QVpoyAIFQAAxcLw4cO1d+9e5ebmKjg4WL169dLdd98tSfrxxx81ZcoUpaWlKSgoSPPnz7dfPwgAQEnUtGlTzZs3T7/88ov27t1rv41ko0aN5OPjo+3btyspKUn33Xdfvuc9+OCD6tKly2XbHTdunOLi4rR+/Xp9/vnn+vDDD/X666/r+uuvL5K6q1Spou7du+v//u//9Ntvv6lJkyZ65513dPToUb3zzjsKDAyUJA0bNuyiUQKS8r2/X7ju/5/7nTp1SgMHDpSbm5vGjx+vWbNmydfX97I1xcbGavTo0Ro0aJD9b4tff/1Vzz///EVt/3O+A8MwLlnn311tuyRFRETIMAzFxcXl++Avnb9VpiTdd9999gDliy++0OzZszVx4kT7LTvnzZt30SiDvLw8vfHGGwoMDNSQIUPybStoG1fD5Q8AgGLh3XfftQ8fHDlypP1NX5Latm2rZs2a6dlnn9VHH31EoAAAKPHq1q2rgIAArVixQpUqVbJ/2PXw8NCNN96o7du36+DBgwoLC5Mk1axZU97e3vrzzz/ztZOQkGAfSXDkyBEdOnRIYWFhevzxxzV//nxVqlRJ33zzzSVryM7OVm5ubqFrvzA64cK38jt37lSTJk3sgcKFtq2qUqWKWrdubf+G/+8jJS5l165dys3NVadOnf718UNDQy86x/Hx8Vd9Xvny5dWxY0etW7dOmZmZV91/586dqlGjhj0MkC5d88KFC7Vv3z6NGTNG3t7eks7PWVGYNq6GUAEAUGxcGMK4YsWKfOtXrFihsmXLqmPHjs4oCwCAa84wDN18883avXv3RcPtmzZtqgMHDig0NNS+ztvbWz169NCaNWt05MgRSefvBjBnzhwFBQVJOv/het68efm+Wc/Nzc03eWBQUJD9+v8LlxgURlpamlauXCk/Pz/dcMMNks5/EP/tt9/sIUNsbKz9g++/Ua5cOY0aNUrr1q3Thg0bLrvfhfN04bKQ3NxcrV271tIxH3zwQcXGxurHH3+UJCUnJ2vZsmUFeu5TTz2lwMBARUVF6dSpU/b1OTk52rhxozIzM+2BTGhoqI4ePWoPMFJSUvTTTz/la2/Hjh366KOPNGTIENWqVcu+fsKECQVuoyAM0zRtksYW+pkAADjB8OHDtXv3bkVHR6tSpUravXu3Fi5cqHHjxtnfaLds2aJPP/1UKSkpysjIUPny5dWvX7+Lhm7GxcVpyZIlOnDggFJTU5Wdna333ntPlStX1qeffqqZM2dKkkaNGqWjR49q9erVSk1N1b333qv+/ftr+/btWrRokTIyMpSZmamKFSvqvvvus9+6CwBQ+nTvdqda+B1Wp0YVLT3/xc8Pq/8L7+j++++/6r7r1q3T+PHjFR0drZCQEPv6+Ph49enTR6NHj1a7du3s603T1Oeff65Vq1bZr5tv1qyZevbsKcMw9Oeffyo6OlrHjh2Tr6+vzp49q8aNG6tv377299ht27Zp+vTpCg4Olp+fn8aMGXPJWyCOHj1acXFxSkxMtH8TnpOTo7Nnz6pOnTp69NFH7aMo4uPjNWXKFB0+fFjVq1dXzZo1tWvXLp0+fVotWrRQ3759ZbPZtH//fgUHB6tLly5q2bKlJkyYoH379ql69eq67777dOTIEW3YsEEpKSkKCwvT22+/rbfeekvbt2+Xh4eH6tWrp3feeeeS5/Kzzz7TsmXLVLZsWQUHB6t27dpaunSpwsPDNXToUP3yyy9avXq1Tpw4oXr16un111/Xxx9/rPXr1+vs2bMKDQ3V5MmT5ebmppUrV+qjjz6Sm5ubKlasqNtuu03vvvuu6tSpo4ceeki33HLLZf9Ns7KytHz5cq1fv155eXnKyclRdna2atasqTZt2qhDhw7y8PBQZmam3nvvPW3btk2VK1dWcHCwDMPQli1bFBoaqnfffVdPPvmk/vrrr4sm2kxJSdGCBQsK1EZBbhdKqAAAKFa+//57vfHGG+rVq5fuuecevfLKK3r99ddVvnx5SedHLXz66ad67bXXVKtWLZmmqaioKMXExGjx4sX2dr744gstXrxYw4YNU/PmzbV161ZFRUXpyy+/tE9Y9euvv+q1115T48aN1b59e0VERGjatGlq2rSp6tevr7Fjx2ry5MmqWbOmcnNzNWbMGNWpU0f9+vVz0tkBADjbtQwVAFfARI0AgGKlbdu2CgwM1DfffKO9e/dq6NCh9kDhwIEDmj59umw2m32Yn2EYcnd3V1ZWlr2NH374QTNmzNDkyZPt354cOHBANWvWtCfyfn5+Sk5OliR17drV/q1Cv379VK5cOc2fP181a9ZUzZo1JZ2/PvT+++9X2bJlr8l5AAAAcAWECgCAYsXDw0O33367Fi1apFtuuSXf5EJffvmlfH191bx5c6WlpWn//v36+uuvtXHjRg0bNkzS+QmI3n//fXXr1i3fcw8cOKA6derkO1ZcXJwCAwPt95qWpPr160s6HzpcGDXRtWtXRUZGqkmTJg585QCA4qBV6zYa9cKlJzYsiGqVK6hBgwZFWBHgWIQKAIBi58J1nf+8JnHz5s06d+6cevbsKW9vb1WuXFkNGjTQ7NmzVaNGDUnSTz/9pKSkpIsmdTxw4IDuuuuufOv279+vyMhI+y2r/u7JJ59U2bJl9c033+j7779XSEiIBg0apNatWxflSwUAFDPPPv+Snn3+JWeXAVwzhAoAgGLnwIEDqlixogICAuzrcnJydPr0aXXt2lXPPPPMZZ+7c+dO+fv755u06NSpU4qPj883UsE0TR08eFCtWrW6ZDs+Pj564okn1KdPH/3444+aOXOmXn/9dS1btkw+Pj5F8CoBAABcH7eUBAAUO/v377/oUgUPDw/5+fnpzJkz+dYnJCTkuwVlSkqK/P39840+uHDbqAuzUEvSX3/9pczMzIuOI52fLPKXX36xH7d9+/bq0qWL3NzcCjRLMgAAQElBqAAAKFZSU1N18uRJ1a1b96JtnTt31s8//2y//3ZGRoYm/r/27lBV0SCOw/APBDVZDDabxbswmNSrsp8kgskbEATBokVRELveg0VMFgXdsJzDHnbT13b3eepMmPwyM/+Pj1Qqla89rVYrl8slp9Mp7/c7x+Mx8/k89Xr9282Hz/nYv4aGT4fDIavVKq/XK8nPGdSbzSb9fl9UAAD+K0ZKAvDXGA6HOZ/PuV6vqdVqabfbGQ6HX+uPxyPj8Tj7/T6NRiOVSiW9Xu/b/wnP5zOj0Si73S7lcjmdTif3+z3r9TrNZjOTySRJMp1Os1wuM5vNfjvHdrvNYrHI7XZLtVpNqVRKt9vNYDD44/8LAAD/KlEBAAAAKMTzBwAAAKAQUQEAAAAoRFQAAAAAChEVAAAAgEJEBQAAAKAQUQEAAAAo5AdPFEK/047cVQAAAABJRU5ErkJggg=="
Which label contains smallest values across all labels?
Rwanda
132047.png
1,330
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"
When did Secondary peak?
1980.0
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1,331
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When did Poland peak?
2008.0
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1,332
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"
Which two x-axis labels of Honduras sums up to 720000.0 ?
Belgium, Korea
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1,333
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"
What is the absolute difference of two middle values of Male ?
0.56
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1,334
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Sum up the medians of all the data series in this chart
5348158000.0
3378.png
1,335
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"
Which two x-axis labels of Honduras have a difference of 4.83 ?
Female, Male
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1,336
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"
What is the sum of maximum and minimum of Oman?
60.75
66000.png
1,337
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"
What is the value of Jamaica in 1985?
2.42
OWID_Line_97703638005092.png
1,338
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What is the largest value of 2005.0 at position 3.0 ?
50.0
105104.png
1,339
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"
What is the sum of the second highest and second lowest value of Turks and Caicos Islands ?
101.52
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1,340
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"
When does line grey peak?
2006.0
OWID_Line_84321945011214.png
1,341
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What is the maximum difference between Iceland and Sub-Saharan Africa (developing only)?
-31118165.0
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1,342
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"
Sum up the medians of all the data series in this chart
109.25
31253.png
1,343
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"
What is the smallest value of 2006.0 at position 3.0 ?
24.64
44138.png
1,344
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Which x-axis label has the minimum difference between 1963.0 and 1961.0
Sub-Saharan Africa (developing only)
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1,345
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What is the sum of the second highest and second lowest value of Venezuela ?
196.75
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1,346
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What is the sum of the maximum of Attending school and minimum of Not attending school ?
100.0
82295.png
1,347
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"
Which x-axis label is second lowest for Fiji?
1994.0
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1,348
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"
What is the value of the longest bar?
13.2
OECD_AIR_AND_GHG_EMISSIONS_BEL_BEN_FRA_PRT_ROU_000047.png
1,349
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768cff9Tx48fVvHlzvf/++/Lw8LB/jxyRnp6uX375Rb6+vpo2bZpq166tP/74Q99++60Mw7jo+C3x5ZdfXjRziYYNG2rixIkyDEPFxcWaPXu2EhMTdddddzmUHQAAwBVMVYQsXrz4nHuElGwel5iYqDvvvLPMfWf+AtWmTRunZMvPz1dcXJwOHz6sNm3aaNSoUZWa7eTJkzpy5Iik0zMipNMb5U2ePNl+TskVdLp27arAwEBJp0uX5s2bKykpSYmJifYZK8HBwfZp6bVr17a/Bklq1aqVGjVqpN27d+uZZ56Rr6+v2rRpo549e9r3sjiX8/2V/4orrrD/d0BAgI4fP24/VjKzo6CgoMxj6tWrp7CwMPs5V155pXbs2KF9+/bZlwNcSGJiomw2m5o3b27fRDEwMFBdu3bVvHnztH379jK/fJYuPEq+L2dmupgLfU/PxTAM3Xfffbrvvvu0d+9ebdmyRT/++KMsFoveeecdde7c2eHXUdr53o9zad26tf2/S77veXl55zx306ZNOnLkiLy8vNSlSxdJ0s0336z//e9/+vXXXzVixAgFBQWpa9euWrBggX3pQs2aNdW+fXv17dtXhmGc87nbt2+vwsJCffTRR0pKSlJycrKk878XdevWVfv27ZWQkKClS5cqMTFRx44dk3T6e+/r66sbb7xRq1atUnx8vDw8PNS8eXPdeOONatmyZYWe80JKj+GS/963b5/27Nljn/1w3333lXnMmT8HWrVqZS9BJNmXgZWMe+n0krASJT9j5s2bp3nz5pV5rtTU1DJFQ8n49/LyUo0aNXT06NELvqaLvR8ls4bat29vf0ynTp3KFCGO5JOkY8eO2WfL3X777ZJOj5UePXooISGhQlcKi4mJsX/mWrduLcMwlJmZad/sV5Lq1KlTZiZeydfp0aOH/bE9e/bUBx98oPT0dB09etSe85prrrG/Z6W/F+dz5tgseY+bNGli/9nRtm1bh8v58mQu0aRJE/s5JV/T0Z95AAAArmKqIuR8vLxOfxvatWunwYMHl7mvpBA4378ry5tvvqmdO3eqQYMGiouLs2dyRraCggL7+vxTp07Zy6Hz/XJZovT9Pj4+9v8u2Y+i5P+cBwQE6L333tMPP/ygdevWaefOndq4caM2btxYZg8KSWWWZpzvF6qS70HpDCXr0M+X+cxfwku+zsVe45lfp7xKfz9KfqFxpEg48znO/J6eafv27frss88UHBysF1980X4VpF69eunee+/VqVOntHfvXodfR3nej4tlv9jr/+GHHySdXop1zz33lLkvPz9fP/30k/r06aPmzZtr+vTp+uGHH7Rx40alpKTop59+0q+//qoZM2bY9wkp7bnnntOWLVt05ZVX2pdRLFiw4Lzfh02bNun555+Xp6enunTposGDB2vOnDnKzMy0v45x48bp2muv1Zo1a7R161ZZLBZZLBbt27dPzzzzTIWe83xKf25Lig/DMOyf9+DgYL388stlHnPmazvfz4HSv6Tm5uba9wUqGV/9+/c/a8lESalV4lzv84Vc7P0o+byV/tyduaGnI/kkx8dueZR+X4qKiuyf7dJf68zve3l+npacU/rc0j/vSivP2Cz9HttsNnuZV16V9b8BAAAA7s5Ue4ScT8lfOfft26fIyEi1bNlSSUlJWrp0qTIyMsqce+b/+S/596VcLWH27NlatWqVgoOD9corr6hmzZqVkq20GjVq2H9pKFnrffz4cd1///3q37+/Tpw4oaioKEmnl5/k5ORIOv3X2OTkZHl4eCgmJqZcrycxMVHz5s1TcHCw3njjDS1cuNC+EV9iYqIk2f/Peckslfz8fKWmppbr+csjIyND27Zts3+Nkn0WSmaSXOx9a9GihQzDUHJysv0v0jk5OUpISJAk+/INVwkLC9OWLVuUkJCglStX2o9v2rTJvvFuSEhIuV9Hed6PyvisZ2dn67fffpMkRUREqGnTpvZbyWyY7777TpK0evVqLVq0SF26dLFvbtmsWTPl5+ef8xKtaWlp2rJli4KDg/Xhhx9q6NCh9mUo5/sF7/vvv1dhYaGGDh2qCRMmqGfPnvZfeg3D0JEjRzR37lylpqbqn//8p+bPn69x48ZJ+r/PsqPPeSGrV6+2/zK5bt06SVLjxo3VsGFDeXt76+TJk/L391fLli2Vn5+v+fPnn/W9OPPnQMkSnpLns9lsGjt2rPr06aONGzfaf8YcPHhQLVu2VMuWLbV8+XL9+OOPDv2F/8zPR3nej8aNG0uS1qxZY89WejaIJIfz1axZ0/51Sq5MZLPZ7AVcRcbuxo0bdfLkSUn/930MCwsrM8PwzO97yc/Tkv1wJNn30GjUqJFq165tf/2lZ6mU3idH+r+xeeLECfvnqGRmTYmS93jfvn1KT0+XJG3YsEG9e/e2f17LM37LkxkAAKA6YEaITs+2iIyM1J9//qknn3xSkZGR+umnn+xLDy6kpLSYOnWq2rdvb9/jo7z27NmjOXPmSDr9V7WSqyRIp6fGP/bYYxXOdqYHHnhA7733nt566y2tWLFC+/fvV15enjp16qTg4GB169ZN3377rXbv3q0hQ4aocePG2rlzp4qKivTAAw8oLCzMXpBciIeHh+bPny/DMLRz504FBATYy5eSTTyjoqKUkJCgr776SmlpaUpJSSkzzfxSGYahCRMmKDY2VhaLRQUFBeratat9FsHF3rf69eurZ8+e+u677zRq1Ci1bNlSqampysrKUuvWrdW1a9dKy1oR9erV0913362FCxfq9ddf1/Tp0+Xp6Wmfut61a1f7EqDyvI7yvB8l37MlS5Zoy5Ytmjp1qsO5f/75Z+Xn5yskJEQzZswoc3Ubi8WiESNGaPfu3bJYLMrMzNSCBQuUkJCgW2+9VVarVWlpaQoMDDxnKVe7dm35+Pjo5MmTWrBggfz8/Oz74pw6deqceUqWMqxevVp169bV6tWrlZ2dbX9M7dq1tWzZMmVkZCg1NVVNmjTRhg0bJJ3e5Lgiz3khmzdv1mOPPabg4GBt2bJFHh4e6tevnwIDA9WrVy8tWLBA48aNU5cuXfTbb78pKyvrvFeiKXHffffpl19+0fLly5WSkqKioiLt3r1b9erVU+vWrdW4cWMtWrRICQkJ9n0h1q1bpwYNGpTZg+hizvx8vPzyyxd9P+6++26tXr1aP/zwg1JTU3Xq1CkdPHiwzPPeddddDucbOnSoJk2apPfff1+rVq3SiRMnlJaWppo1a2rgwIHlfk0lTpw4oUcffVSRkZHatGmTJJ11dZczPfDAA1qzZo0SEhI0bNgwBQcHa8eOHfLw8NBjjz0m6fSSsM8//1zbt2/Xiy++qMaNG2vJkiVlCrOGDRsqKChI2dnZeuaZZ9SwYUN7hhLh4eHq2rWrEhIS9MQTTygqKko7duyQzWazz6Ipz/gtT2YAAIDqgBkhOv1L8yuvvKJbbrlFf/31l1avXq3mzZtr0qRJZa7ici4PPPCAwsPDlZGRYf+LoSNKFwtZWVlKTk623w4cOHBJ2c501113aeTIkQoPD9f27dtlGIbuuece+0aBvr6+euutt3TPPffIy8tL27dvV926dfXkk09q2LBh5f460dHRmjRpkv3qDosXL1ZISIgmTJhgX89/991367bbbpNhGPrf//6nLl26nLUHyqVo1KiRhg4dqqSkJOXm5urWW2/V6NGj7feX530bNWqUhg8frgYNGmjHjh0yDEN9+/bVpEmTyvwC7yqPPfaYRo4cqebNm6uwsFDZ2dmKiIjQgw8+qGeffdZ+XnleR3nej+7duysmJka5ubnKysqq0H4AJX+Vv/3228/6HkZFRdn33fj+++/Vt29fjRw5UsHBwVq4cKF++eUXtWnTRq+99to5N90NCgrShAkT1LBhQ/373//WwoULNWDAABmGocTExHNeIWfAgAHq1q2bUlNT7b8YlpRDW7dulb+/v6ZMmaKbbrpJiYmJ+uabb5Sdna1BgwZp6NCh53yNF3vOCyn55XP79u2KiIjQxIkT7eP80Ucf1d/+9jd5eXlp+fLlCggI0FNPPaU77rjjgs8ZGRmp1157TTExMdq7d68yMjJ03XXX6fXXX5efn5/CwsL0xhtvKDY2Vlu2bNH27dt13XXX6Y033iiz/OFizvx8+Pr6XvT9aNWqlcaPH68GDRpo9+7dql+/vv1nTclyoIrku/nmm/Xyyy/br5pz9OhRde3aVe+99945l9OU57V17NhRW7ZsUWBgoB5++OELXh5aOj3j6f3339cNN9ygY8eOKTk5WTExMXrttdfUqVMnSad/5k6aNElXXXWVNm7cqDVr1mjkyJEKCAiwP4+Xl5deeOEFRUREaM+ePfrrr78UHx9/1tcbN26c7rvvPvn4+Gjr1q0KCwvTiBEj7JuXlmf8liczAABAdWDYbLY4SRNdHQSoDDt37tRTTz2liIgIzZo1y9VxgHIZP368Nm7cqAkTJuimm25ydZwqs27dOh06dEgRERH2mS0LFizQtGnTdOedd9o3jXaVr776Sp988ol69eplv5oPAAAALn8sjQEAuMSxY8f0wQcfyDAM3XTTTTIMQ2vXrpUk+xWFAAAAgMpGEQIAcIkePXroyJEj+vHHH+0b+DZq1Ej33HPPefdgAQAAAC4VS2MAAAAAAIBpsFkqAAAAAAAwDYoQAAAAAABgGtV6j5AXX3yxeOTIkbmGYdhcnQUAAAAAAFQtHx8f1ahRI7D0sWq1R0h8fLwmTpxY5tjx48fl4+PjmkDlsOrPVfrzyJ8qKi4q1/nBvsEa0G6ADMNwcjIAAAAAAC5vR48eVXh4eJlj1aoIOZNhGLJarfL393d1lPN69+d3VWwrLvf53p7e6n1Vb10RcoUTUwEAAAAAcPlLT08/qwhhjxAXysjOkKeHp0OPKSgqUPqxdCclAgAAAACgeqMIcaFj1mMOFyGySTn5Oc4JBAAAAABANUcR4kJhNcJUWFTo2IMMqXZAbecEAgAAAACgmqMIcaFgv2B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What is the average of all values above 173.66?
178.95
21635.png
1,350
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Vq1caNGiQZHGw2qVLl7z++ut59dVXq3XMskFhnTp1stdee+XJJ5/MxRdfnBo1aqRLly7Za6+9svXWW6/8RgMAAPCVCQpXwZLngyWpCvA+H7okqfrL8BJLArkv8mWff/5tqUuO+/zz6z5/7pL27t2757jjjvvSmqozjupYtt8//vGPGTFiRDbeeOPsscce2X333TN06NCV3oPPW5Vjv845K7Oi+1yrVq0VXq+8vDynnHJKPvzww3Tv3j19+/bNP//5z7zwwgtLBT7L9r9w4cJccMEFadGixVKffT6kXKJ+/fq55ppr8uijj2bcuHF57bXX8vzzz+f5559f6vmDX+Tzq8Q+H559fiyfr3XZ5ySurN73338/yar/bH3dcX3e1/25XpXfoWX/XB3nnHNOXnzxxXTs2DE9evTINttsk/vuu2+5n6dl+27cuHF22WWXjB07NmPGjMlzzz2XBg0afOFq5C5duuT666/Po48+mueffz6TJk3KE088kaeffjo33nhjNtpoo6pjFyxYkDp16iRJPvvss+WeAfpl97Q6c9tXnf9+8YtfpEePHnnmmWfy8ssvZ8KECZkwYULefvvtnHnmmV/aJwAAAF+dZxR+w5YNhrbccsskyaOPPlr1F+wlzzXcdNNNq1Y+fV0dO3ZMsnjlU+fOnbP11lvn9ddfz0MPPZQPPvig2v0sqb86b89ddqwPPPBAkuSyyy7Laaedlq5duyb5vzDg88d/Uf9bbLFFCoVCysrKqlZ4zZ49O6NHj06SbLfddsud07hx46pVSX/961+TLA4zHn300S8855s0duzYfPjhh9ltt91y+eWX58gjj6wKWL4oCFnyfc2aNStbb7112rVrlzvuuCPPPPPMUuHMEq+++mruvPPONGrUKL/97W8zcuTIHHDAAVWfJSv+7paEQEtWkM2fPz9Tpkyp+rx+/fpVL2T597//XXX+sqswV7XeL7JsjdUZ1+qybC2r8ju07M/+yn5vpk6dmhdffDGNGjXKsGHDcvzxx1f9zC77M7KicPm73/1ukuT666/PZ599ll69en3hff/b3/6W+++/P7vttlvVy3k6deqU+fPnZ+LEidloo42qvvMlz0mdNWtWvve97+X73/9+Pv744xX2u6wlc9vo0aOr3pQ+ceLElJWVpUaNGunatWu1jlnWjBkz8qc//SlTpkzJRRddlHvuuSe/+MUvkqz+nwkAAIANnRWF+b+XmSxr8803r/oL6ld11FFH5Zlnnsno0aNzwgknpFGjRhk/fnxq1KiRn/70p1+r78/r3r17OnfunIkTJ+a0005L586d88QTT6RQKOSII46odj9Lnnn22muvpX///unfv3+1nwvWqlWrfPTRRxk5cmS6d++eO++8M8nilUrJ4i26derUybx583LqqafmwAMPrHp5yuf72H///fPwww/njDPOyNZbb50pU6bko48+yrbbbvuFb+Q9/vjjM3jw4AwdOjRPPvlkPv7440ydOjWNGzfOD3/4w2qP/6tYsv361VdfzahRozJ16tQ899xzSf5v7Mv6/ve/n9LS0gwbNiwTJkzIm2++mYkTJ6Z+/forfOtxjRo1cs8996RQKOS1115L/fr1q0KeJW8HXvLdPfjgg3nxxRdz1VVXZcstt8zo0aPzv//7v5k6dWomTZqUOXPmLNX3UUcdlWuuuSaXXXZZ9t9//7z++uv5z3/+87Xq/SJLarzqqquy0047pU+fPisd1+qybC2nnnrqV/4dWrav0047banPmzZtmtq1a+eTTz7Jfffdl7p161Y9J/CLfkY+b5dddknjxo3z4YcfJvnibcdJ8uGHH+a+++7L6NGjs88++2TOnDmZOnVqGjRoUBXMLfnOr7jiijz22GOZNm1a5s2bl1133TWNGjVaaT1J0rt379x777158803069fv2y22WZ57bXXsmjRohx11FFp3rx5tY5ZVsOGDfOXv/wlH3zwQaZMmZIOHTpUvchll112qVZtAAAAfDVWFOb/Xmay7D/Tpk372n23a9cuQ4cOzZ577pmZM2emrKwsXbt2za9//evsuuuu30D1ixUKhVx66aX5zne+k/fffz9/+9vf0qVLlwwePLhqpVR1bL311tl7771Tu3bt/Oc//1mlZ7ydeeaZ6dq1a5588snccMMN2XnnndOuXbvMnj07b775ZmrUqJF+/fqlcePGeeedd76w7zPOOCMnn3xyWrdunfHjx6dQKOTwww/P4MGDl9qO/Xl77713LrnkknTr1i2TJk1KeXl5evXqlWuuuWaFYcQ3aaeddsp///d/p1Ao5KqrrsqLL76Y733ve0kWv4l3RXbfffecc845adeuXZ588smUl5fn0EMPzVlnnbXC47faaqsMHjw422yzTZ588sk88MAD2XjjjXPeeeelR48eSRa/YKNr166ZO3duPvrooyxYsCCHHHJI9t133xQKhbzwwgvZbbfdlnv+3oEHHph+/fqlRo0aGTlyZJo0aZKjjjrqa9X7RY466qi0adMmH3zwQT755JNqjWt1WbaWr/M7tGxfy2rYsGHOO++8tG3bNrfccktGjhyZH/zgBykUCnn11Ve/8G3eS5SUlGTvvfdOkrRs2fJLn5F4+OGHp3///mnUqFFGjhyZp556Kt26dcuvf/3rqhfEHHTQQenfv3/atGmTV155JYVCIYceeuhKX/LzeXXq1MkVV1yRQw89NCUlJXnllVfSokWLnHbaaTnhhBOqfcyy6tWrlyuvvDLf/va38+qrr+buu+/Op59+mmOPPTbHH398tesDAABg1RUqKysHJSktdiEAfLGzzz47L774Yo4++uj069ev2OUAAACwHrL1GGAtds0112TSpEkZP358atWqtdyKUAAAAPimCAoB1mIffPBB3njjjbRr1y4nnnjicm+dBgAAgG+KrccAAAAAgJeZAAAAAACCQgAAAAAgG/AzCs8999z5AwcOXFDsOgAAAABgTatdu3Y22mijBp9v22CfUVgoFDJ79uzUqGFRJfDlysvLs/HGGxe7DGAdYL4AqsNcAVSX+YLVqby8PG3atFmqbYNdUZgkdevWFRQC1VK3bt1ilwCsI8wXQHWYK4DqMl+wJknJAAAAAABBIQAAAAAgKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAACSlBS7gGJ64IEHUigUil0GsJYrLy/PxhtvXOwyKKKePXumRYsWxS4DAABgtdqgg8KB556aGjUEhcCXq6ysSKFgAfaGav68BenQfov8bdToYpcCAACwWm3QQWG3PZqmVp2axS4DgLVY+Xtz8t4bHxa7DAAAgNXOEhkAAAAAQFAIAAAAAAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACAFCkonDNnTn784x9nxowZVW0jRozIcccdl5NOOikPPPBAVfuYMWNywgkn5MQTT8zVV1+dhQsXLtXXE088kdNOO22N1Q4AAAAA66M1HhSWlZVlwIABmTZtWlXbuHHjMm7cuAwbNizXXnttnnnmmYwfPz6zZs3KkCFDUlpamuHDh6dRo0a5++67q8577733MmLEiDU9BAAAAABY75Ss6Qs+/PDDOfnkkzNkyJCqtokTJ2bXXXdN/fr1kyTdu3fP2LFj06NHj7Rr1y7t2rVLkvTo0SNDhw7ND37wg1RUVOSKK65Iv3798uc///kr1fJ22UepWWL3NQBfbPbH8zOrvIb/MEW1zJw5M02aNCl2GcBazlwBVNe6MF80aNAgRxxxRLHL4BuyxoPC/v37L9fWqVOnjBgxIoceemhq1aqVZ599Nq1bt067du0yderUTJo0KR07dsyoUaNSXl6eJLnjjjuy6667pmPHjl96vYsvvjilpaUr/OyfT72Tho0bpEGj+l97XACsnyorK9OiTbPc8L83FLsUAABY67w75d188MEHOeigg4pdCt+ANR4UrkjPnj1TVlaWU089NU2bNs2OO+6Y8vLyNGnSJAMGDMjgwYNTWVmZAw88MLVq1cprr72W8ePH57LLLsuUKVO+tO9BgwZl0KBBy7UXCoVcNvKy1GtYb3UNCwAAAGC9du9V96akpCRt2rQpdimsounTpy/XtlYEhXPmzMn++++fY489Nkly6623pmXLlqmoqEiHDh0yfPjwJMlLL72Uli1b5sknn8wbb7yR73//+1m0aFHmzJmT008/PVdffXUxhwEAAAAA66y14gF906ZNS2lpaRYtWpSZM2fm8ccfz5577pnKysqceeaZKS8vT0VFRe6555707t07p5xySu69997cddddueKKK9K5c2chIQAAAAB8DWvFisItttgiO++8c0488cQUCoX069cv7du3T5KcfvrpOfvss7NgwYL06tUrffv2LXK1AAAAALD+KVRWVg5KUlrsQtY0zygEAAAA+HruvereHHfwcTnxxBOLXQqraPr06cs9W3Kt2HoMAAAAABSXoBAAAAAAEBQCAAAAAIJCAAAAACCCQgAAAAAggkIAAAAAIIJCAAAAACCCQgAAAAAgSUmxCyimsQ+OTa06tYpdBgAAAMA66b2p7xW7BL5BG3RQuFm9zVIoFIpdBrCWmzNnTurXr1/sMoB1gPkCqA5zBVBd68J8sWXfLXPssccWuwy+IRt0UHj1/1ydGjXsvga+3PTp09OmTZtilwGsA8wXQHWYK4DqMl+wpknJAAAAAABBIQAAAAAgKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAAJKUFLuAYuq+8w6pUSgUuwxgLbdg4cLUKtmgp0s2cBUVlRl53wPZbLPNil0KAACwGm3Qf/PdqO2nKallUSVQHfOKXQAUzVuvludPf/pTzjnnnGKXAgAArEYbdFC4Scv6qVWnZrHLAIC12rtvf1rsEgAAgDXAcjoAAAAAQFAIAAAAAAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAkJcW46Jw5c9K/f/9cdtllad68eZJkxIgRGTVqVOrUqZMDDjggBx10UJJkzJgxufnmm1MoFLLddtvllFNOSUlJScaMGZNbbrklFRUV2WqrrTJgwICUlBRlOAAAAACwzlvjKwrLysoyYMCATJs2rapt3LhxGTduXIYNG5Zrr702zzzzTMaPH59Zs2ZlyJAhKS0tzfDhw9OoUaPcfffdmTt3bq666qoMHjw4N910U+bNm5dHH310TQ8FAAAAANYbazwofPjhh3PyySenRYsWVW0TJ07Mrrvumvr166ekpCTdu3fP2LFj8/bbb6ddu3Zp165dkqRHjx4ZM2ZM6tatmzvuuCPNmjXLggUL8umnn6ZBgwZreigAAAAAsN5Y43t1+/fvv1xbp06dMmLEiBx66KGpVatWnn322bRu3Trt2rXL1KlTM2nSpHTs2DGjRo1KeXl5kqRWrVp58cUX85vf/CYNGzbMLrvsssLrXXzxxSktLV3hZyOHv5LadUpSq3bNb2x8ALC+WbSoIkOmDcn1N15f7FIAAPgSC+YvyM033Zxtt9222KWwjlorHurXs2fPlJWV5dRTT03Tpk2z4447pry8PE2aNMmAAQMyePDgVFZW5sADD0ytWrWqztt+++1zxx135A9/+EOGDBmS888/f7m+Bw0alEGDBi3XXigUctxFx6VO3TqrdWwAsK4rFArZuNXGxS4DAICVGPvg2Dz11FPZd999i10K64Dp06cv17ZWBIVz5szJ/vvvn2OPPTZJcuutt6Zly5apqKhIhw4dMnz48CTJSy+9lJYtW+bjjz/Oq6++mh49eiRJevfunUsuuWSVr7vljlumXsN639xAAAAAAIqkQWOPZePrWePPKFyRadOmpbS0NIsWLcrMmTPz+OOPZ88990xlZWXOPPPMlJeXp6KiIvfcc0969+6dGjVq5Iorrsi7776bJBk1apRltQAAAADwNawVKwq32GKL7LzzzjnxxBNTKBTSr1+/tG/fPkly+umn5+yzz86CBQvSq1ev9O3bN4VCIWeddVYuuuiiLFq0KJ06dcrpp59e5FEAAAAAwLqrUFlZOShJabELWdMKhUIuG3mZrccAAADAeuHx2x/P9q23z6WXXlrsUlgHTJ8+PW3atFmqba3YegwAAAAAFJegEAAAAAAQFAIAAAAAgkIAAAAAIIJCAAAAACCCQgAAAAAggkIAAAAAIIJCAAAAACCCQgAAAAAgSUmxCyim357w2xQKhWKXAazlKisrzRVAtZgvgOowVwDVtarzxYL5C3LiLSeuxopY323QQeErL7+SGjUsqgS+3LvvvptWrVoVuwxgHWC+AKrDXAFU11eZL8wvfB0bdFDYqlUrQSGwUhUVFf7HFqgW8wVQHeYKoLrMF6xpUjIAAAAAQFAIAAAAAAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAkJcUuoJjGjBmTGjVkpcCX++CDD9KsWbNilwHrlBo1aqRnz57FLgMAAFgFG3RQ+MPjvpcahUKxywDWchWVleYKWEVz5szL1UOuzVFHHVXsUgAAgGraoIPC7t9pnlp1aha7DABY74z/+/uZPHlyscsAAABWgX23AAAAAICgEAAAAAAQFAIAAAAAERQCAAAAABEUAgAAAAARFAIAAAAAERQCAAAAABEUAgAAAAARFAIAAAAAERQCAAAAAElKinHROXPmpH///rnsssvSvHnzJMmIESMyatSo1KlTJwcccEAOOuigJMmYMWNy8803p1AoZLvttsspp5ySkpKSjBs3LjfffHMqKirSokWLDBw4MBtvvHExhgMAAAAA67w1vqKwrKwsAwYMyLRp06raxo0bl3HjxmXYsGG59tpr88wzz2T8+PGZNWtWhgwZktLS0gwfPjyNGjXK3XffnXnz5uWKK67IL3/5ywwfPjzdunXLTTfdtKaHAgAAAADrjTW+ovDhhx/OySefnCFDhlS1TZw4Mbvuumvq16+fJOnevXvGjh2bHj16pF27dmnXrl2SpEePHhk6dGgOOuigDBgwIK1atUqSdOnSJS+//PIq1/Lu1E9SUsvuawD4pn0yc25ef/31/OUvfyl2KWtUeXm5HQ7ASpkrgOoyXxRHz549N9j7vsaDwv79+y/X1qlTp4wYMSKHHnpoatWqlWeffTatW7dOu3btMnXq1EyaNCkdO3bMqFGjUl5engYNGmS33XZLkixcuDB33HFH9ttvvxVe7+KLL05paekKPxv36JTUrV8ndevX+cbGBwAkqazM868+nxcve7HYlQAAQLV9NvuzdGjdIX+46Q/FLqUoivKMwmX17NkzZWVlOfXUU9O0adPsuOOOKS8vT5MmTTJgwIAMHjw4lZWVOfDAA1OrVq2q8+bOnZtf/epX6dy5c/bdd98V9j1o0KAMGjRoufZCoZDLRl6Weg3rrbZxAQAAALDumPTypDx/7/Np06ZNsUtZ7aZPn75c21oRFM6ZMyf7779/jj322CTJrbfempYtW6aioiIdOnTI8OHDkyQvvfRSWrZsmSSZNWtWzj///PTs2TM//OEPi1Y7AAAAAKwP1ooH9E2bNi2lpaVZtGhRZs6cmccffzx77rlnKisrc+aZZ6a8vDwVFRW555570rt37yxatCgXXHBB+vbtKyQEAAAAgG/AWrGicIsttsjOO++cE088MYVCIf369Uv79u2TJKeffnrOPvvsLFiwIL169Urfvn3z3HPP5fXXX8/kyZMzbNiwJItfaHLllVcWcxgAAAAAsM4qVFZWDkpSWuxC1jTPKAQAAADg85Y8o/DZZ54tdimr3fTp05d7FuNasfUYAAAAACguQSEAAAAAICgEAAAAAASFAAAAAEAEhQAAAABABIUAAAAAQASFAAAAAEAEhQAAAABAkpJiF1BM/3zyn6ldp3axywAAAABgLfD+1PezYMGCYpdRNBt0UFgyoySVNSqLXQawlpv72dzUrVe32GUA6wDzBVAd5gqguswXa94m2STn//b8YpdRNBt0UHj7bbenRg27r4EvN3369LRp06bYZQDrAPMFUB3mCqC6zBesaVIyAAAAAEBQCAAAAAAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgKxiUPjxxx9n0KBBueSSS6raXnjhhTz22GOZM2fON14cAAAAALBmlKzKwcOHD8+kSZNy0kknJUmuu+663HvvvUmS22+/Pddee20aNGjwzVcJAAAAAKxWq7Si8IUXXkj//v3Tq1evTJs2LX/+85/zgx/8ICNHjkyTJk3y0EMPra46AQAAAIDVaJWCwrlz56Zly5ZJkrvvvjtNmzbNMccckwYNGmSvvfZKWVnZaikSAAAAAFi9Viko7NKlS+67776MGzcujz32WA499NDUrl07SfLpp5+mTp06q6VIAAAAAGD1WqWg8Kc//Wmee+65XHjhhencuXMOPfTQzJ07Ny+88EIeeOCBdO3adXXVCQAAAACsRqv0MpOxY8fmkksuSf369dOyZcsUCoU89thj+e1vf5stttgiffr0WV11AgAAAACr0SoFhX/+859Tr169HHrooVVtO+64Y373u99l2223Tc2aNb/xAgEAAACA1W+Vth737ds3//rXv5Zqa9asWb71rW8JCQEAAABgHbZKQWHHjh3z8ccf58orr8xHH320umoCAAAAANawVdp6/Nxzz2XChAkZP358HnvssWy77bbZdttts9VWW2WrrbZKkyZNVlOZAAAAAMDqtEpB4TnnnJOzzjorkyZNyoQJE/L6669n9OjRueOOO1JZWZnjjz8+P/jBD1ZXrQAAAADAarJKQWGS1KpVq2oF4cEHH5wkmTNnTt54443UrVv3Gy8QAAAAAFj9VjkoHD9+fN555520aNEinTt3TsOGDVO/fv1sv/32q6E8AAAAAGBNWKWg8Kmnnsoll1ySQqGQysrKFAqFbLbZZunUqVMaNWqUbbbZJnvttddqKhUAAAAAWF1WKSi8++67c+SRR6Zfv3753e9+lwULFqRQKOSpp55KgwYNsvnmm6+uOgEAAACA1ajGqhz8zjvvZPfdd09JSUk6duyYFi1a5IILLsiQIUPSuHHj9OrVa3XVCQAAAACsRqsUFDZo0CAff/xxkqRRo0Z5//33kyRbbbVVdtpppzz44IPffIUAAAAAwGq3SkHhrrvumltvvTXl5eVp0qRJpk2bVvVZq1at8sYbb3zjBQIAAAAAq98qBYXHHntsFixYkGHDhqVbt26ZOnVqHnzwwbz11lt59NFHs8kmm6yuOgEAAACA1WiVXmbSuHHj/P73v8/kyZPTsGHDnHTSSbn66quTJM2bN88RRxyxWooEAAAAAFavVQoKk6R27drZYostkiSHHHJIdt5553z44YfZYostUrdu3W+8QAAAAABg9VvloHDOnDkZO3Zs3nvvvXTo0CG777572rZtuzpqAwAAAADWkFUKCt9+++2cffbZmT9/furVq5fNNtssm2yySe6+++4MGDAgDRs2XF11AgAAAACr0Sq9zOT666/PzjvvnLvvvjsnnHBCkqRRo0Z56623MnDgwCxcuHC1FAkAAAAArF6rFBROmDAhhx9+eEpK/m8hYps2bXLVVVdl1qxZ+etf//qNFwgAAAAArH6rFBTWr18/77333nLtjRo1yj777JPx48d/Y4UBAAAAAGvOSoPCjz76qOrfe/XqlRtvvDEffPDBcsd9+OGHqVFjlXJHAAAAAGAtsdJk74wzzsjzzz+fJDnmmGNSr169nHDCCXnggQcya9asjB07Ntdcc03+3//7f9l7771Xe8EAAAAAwDdvpUFhs2bNct5552XEiBGpU6dOhgwZkiOPPDIzZsxIWVlZBg0alCeffDI/+9nP0r179zVRMwAAAADwDStZ2QG//vWvc8011+SPf/xjXnvttZx77rn54Q9/mKOPPjofffRR5s6dmxYtWiz1ghMAAAAAYN2y0hWFJSUlGTBgQPr375+XXnopP/3pTzN+/PgUCoVsvPHGadOmjZAQAAAAANZx1X77yAEHHJAhQ4akZs2aGThwYO69997VWRcAAAAAsAat0lLArbbaKjfccEMuu+yyXHfddXnwwQez9dZbZ6uttsqWW26Zzp07W10IAAAAAOugVUr1/v3vf+fOO+/M3//+97Rs2TLt2rXLCy+8kP/3//5fkuToo49Ov379VkuhAAAAAMDqU62g8N///ndGjBiRl156KS1btszpp5+e/fbbr2r14IwZMzJhwoQ0atRotRYLAAAAAKweKw0KL7jggjz33HNp0aJF+vfvv1RAuETz5s3TvHnz1VYkAAAAALB6rTQonDFjxhcGhAAAAADA+mGlyd+wYcNSo0a1X44MAAAAAKyDVpoACgkBAAAAYP0nBQQAAAAABIUAAAAAgKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAASFJS7AKKaZ8+e6dQo1DsMoC13Px581O7Tu1ilwEbpJo1auSPt/0pLVq0KHYpAACw3tugg8LPSianpJZFlcBK1EnmF7sG2EC9/cbHueOOO3LGGWcUuxQAAFjvbdBBYav2G6VWnZrFLgMA+ALl784rdgkAALDBsJwOAAAAABAUAgAAAACCQgAAAAAggkIAAAAAIIJCAAAAACCCQgAAAAAggkIAAAAAIIJCAAAAACCCQgAAAAAgRQoK58yZkx//+MeZMWNGVduIESNy3HHH5aSTTsoDDzxQ1T5mzJiccMIJOfHEE3P11Vdn4cKFS/X129/+Nk888cQaqx0AAAAA1kdrPCgsKyvLgAEDMm3atKq2cePGZdy4cRk2bFiuvfbaPPPMMxk/fnxmzZqVIUOGpLS0NMOHD0+jRo1y9913J0k++uijlJaW5qmnnlrTQwAAAACA9c4aDwoffvjhnHzyyWnRokVV28SJE7Prrrumfv36KSkpSffu3TN27Ni8/fbbadeuXdq1a5ck6dGjR8aMGZMkefLJJ9O9e/fsvffea3oIAAAAALDeKVnTF+zfv/9ybZ06dcqIESNy6KGHplatWnn22WfTunXrtGvXLlOnTs2kSZPSsWPHjBo1KuXl5UmSww47LEly5ZVXfun1Lr744pSWlq7ws5HDX0m9BrVTr0GtrzcoAGC1WDBvUa4eenVuvf3WYpcCAMBaZMGCBRl00aDs1mO3YpeyXlnjQeGK9OzZM2VlZTn11FPTtGnT7LjjjikvL0+TJk0yYMCADB48OJWVlTnwwANTq9aqhXqDBg3KoEGDlmsvFAo56CcHpVYdISEArK1q1KiRVh1aFbsMAADWMq/9/bXcc889OeKwI4pdyjpr+vTpy7WtFUHhnDlzsv/+++fYY49Nktx6661p2bJlKioq0qFDhwwfPjxJ8tJLL6Vly5bf2HV77N8j9RrW+8b6AwAAAGD1+3D6h8nyORdfU1HeerysadOmpbS0NIsWLcrMmTPz+OOPZ88990xlZWXOPPPMlJeXp6KiIvfcc0969+5d7HIBAAAAYL2zVqwo3GKLLbLzzjvnxBNPTKFQSL9+/dK+ffskyemnn56zzz47CxYsSK9evdK3b98iVwsAAAAA659CZWXloCSlxS5kTSsUCrls5GW2HgMAAACsY/7x2D+S6cntt91e7FLWWdOnT0+bNm2Walsrth4DAAAAAMUlKAQAAAAABIUAAAAAgKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAASFJS7AKK6bqzrkuhUCh2GcBarrKy0lwBVIv5AqgOcwVQXeaLLzb3s7k5+ScnF7uM9c4GHRQ++OcHU6OGRZXAl3v//ffTokWLYpcBrAPMF0B1mCuA6jJffLktt9yy2CWsdzbooHDbbbcVFAIrNX369LRp06bYZQDrAPMFUB3mCqC6zBesaVIyAAAAAEBQCAAAAAAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACAJCXFLqCYJkyYkBo1ZKXAl3v//ffzySefFLsMYB1gvlizGjdunFatWhW7DACA9cYGHRT2/vbuKRQKxS4DWMtVVlaaK4BqMV+sWY0bN8mYp8elefPmxS4FAGC9sEEHhbsf2Da16tQsdhkAAHwFT9w5ObNnzxYUAgB8Q+y7BQAAAAAEhQAAAACAoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAEhSUoyLzpkzJ/37989ll12W5s2bJ0lGjBiRUaNGpU6dOjnggANy0EEHJUnGjBmTm2++OYVCIdttt11OOeWUlJSUZMKECbnqqqsye/bsdO/ePaeeempq1qxZjOEAAAAAwDpvja8oLCsry4ABAzJt2rSqtnHjxmXcuHEZNmxYrr322jzzzDMZP358Zs2alSFDhqS0tDTDhw9Po0aNcvfdd6eysjKDBw/OGWeckVtvvTXz5s3Lo48+uqaHAgAAAADrjTW+ovDhhx/OySefnCFDhlS1TZw4Mbvuumvq16+fJOnevXvGjh2bHj16pF27dmnXrl2SpEePHhk6dGj22GOP1KxZM1tuuWWSZN99983//u//pm/fvqtUy4fvzUlJLbuvAQDWRQsXLMzzzz+fd955p9ilwCr54IMP0qxZs2KXAawDvup80b59+6osBVbFGg8K+/fvv1xbp06dMmLEiBx66KGpVatWnn322bRu3Trt2rXL1KlTM2nSpHTs2DGjRo1KeXl5Pvzww2yyySZV52+yySaZMWPGCq938cUXp7S0dIWfPf3gm6ldp1Zq1ynKDmwAAL6GOvXq5Pxfnp9CoVDsUgBgrTJ/9vw8M/qZYpfBOmitSMh69uyZsrKynHrqqWnatGl23HHHlJeXp0mTJhkwYEAGDx6cysrKHHjggalVq9YK+6hRY8UrAwcNGpRBgwYt114oFHLZyMtSr2G9b3QsAAAAAMU0YJ8BadOmTbHLYC03ffr05drWiqBwzpw52X///XPssccmSW699da0bNkyFRUV6dChQ4YPH54keemll9KyZctssskm+eijj6rO//DDDy3dBwAAAICvYa14QN+0adNSWlqaRYsWZebMmXn88cez5557prKyMmeeeWbKy8tTUVGRe+65J717986mm26aBQsW5PXXX0+SPPbYY9lll12KPAoAAAAAWHetFSsKt9hii+y888458cQTUygU0q9fv7Rv3z5Jcvrpp+fss8/OggUL0qtXr/Tt2zeFQiHnnXderrrqqsyePTtbb711DjzwwCKPAgAAAADWXYXKyspBSUqLXcia5hmFAAAAwPpowD4DUllZWewyWMtNnz59uWdZrhVbjwEAAACA4hIUAgAAAACCQgAAAABAUAgAAAAARFAIAAAAAERQCAAAAABEUAgAAAAARFAIAAAAACQpKXYBxTThhQmpXbd2scsAAAAAgKLboIPCaeOmpVCjUOwygLXc/PnzU7u2/6gArJz5AqgOcwVQXV91vrio9KLVUA0bgg06KHzsr4+lRg27r4EvN3369LRp06bYZQDrAPMFUB3mCqC6zBesaVIyAAAAAEBQCAAAAAAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgAgKAQAAAIAICgEAAACACAoBAAAAgCQlxS6gmI7+4VGpUUNWCny5zz77LPXq1St2GcA64Mvmi86duuSCCy5M7dq113BVAABQPRt0UFj2n7GpWSIoBKrh42IXAKwzvmC+eOzxR3PYYYdn++23X6PlAABAdW3QQWH7Lk1Tq07NYpcBAGwA3nljbrFLAACAL2U5HQAAAAAgKAQAAAAABIUAAAAAQASFAAAAAEAEhQAAAABABIUAAAAAQASFAAAAAEAEhQAAAABABIUAAAAAQJKSYlx0zpw56d+/fy677LI0b948STJixIiMGjUqderUyQEHHJCDDjooSfLSSy9l2LBhWbRoUdq2bZtf/OIXqVevXsaMGZObb745hUIh2223XU455ZSUlBRlOAAAAACwzlvjKwrLysoyYMCATJs2rapt3LhxGTduXIYNG5Zrr702zzzzTMaPH58kufLKK/Pzn/88N954Yxo1apT7778/s2bNypAhQ1JaWprhw4enUaNGufvuu9f0UAAAAABgvbHGg8KHH344J598clq0aFHVNnHixOy6666pX79+SkpK0r1794wdOzZJUlFRkdmzZ6eysjLz589PnTp18vbbb6ddu3Zp165dkqRHjx4ZM2bMmh4KAAAAAKw31vhe3f79+y/X1qlTp4wYMSKHHnpoatWqlWeffTatW7dOkpx66qn5xS9+kYYNG6Zx48Y544wzMnfu3EydOjWTJk1Kx44dM2rUqJSXl6/wehdffHFKS0tX+NnI4a9koyZ1s1Hjut/Y+AAAVuTTT+bnlFNPSf0G9YtdCgDABm+7bttlQP8BqVmzZrFLWausFQ/169mzZ8rKynLqqaemadOm2XHHHVNeXp45c+bk2muvzdChQ9OxY8fcdNNNGTp0aAYOHJgBAwZk8ODBqayszIEHHphatWqtsO9BgwZl0KBBy7UXCoX0Prx3SmqvFbcAAFjP1W9YP803bV7sMgAASHL9b67PRRdclCZNmhS7lKKZPn36cm1rRUo2Z86c7L///jn22GOTJLfeemtatmyZSZMmpVmzZtl8882TJH379s0555yTioqKdOjQIcOHD0+y+IUnLVu2XOXrfve/v5t6Det9cwMBAAAAYK13V827il3CWmmNP6NwRaZNm5bS0tIsWrQoM2fOzOOPP54999wzm266aaZOnVqVcI4dOzZdunRJZWVlzjzzzJSXl6eioiL33HNPevfuXeRRAAAAAMC6a61YUbjFFltk5513zoknnphCoZB+/fqlffv2SRY/0/Ciiy5KZWVlWrdunTPPPDM1a9bM6aefnrPPPjsLFixIr1690rdv3yKPAgAAAADWXYXKyspBSUqLXciaVigUctnIy2w9BgAAANjAXHjYhZk6ZeoG/4zCNm3aLNW2Vmw9BgAAAACKS1AIAAAAAAgKAQAAAABBIQAAAAAQQSEAAAAAEEEhAAAAABBBIQAAAAAQQSEAAAAAEEEhAAAAAJCkpNgFFNMtF92SGjVkpcCXq6ysTKFQKHYZwDrAfAFUh7kCqC7zxerTum3r1KpVq9hlrHU26KDwxmtuFBQCK/XBBx+kWbNmxS4DWAeYL4DqMFcA1WW+WH3atm2bBg0aFLuMtc4GHRTusccegkJgpaZPn542bdoUuwxgHWC+AKrDXAFUl/mCNU1KBgAAAAAICgEAAAAAQSEAAAAAEEEhAAAAABBBIQAAAAAQQSEAAAAAEEEhAAAAABBBIQAAAAAQQSEAAAAAEEEhAAAAABBBIQAAAAAQQSEAAAAAEEEhAAAAABBBIQAAAAAQQSEAAAAAEEEhAAAAABBBIQAAAAAQQSEAAAAAEEEhAAAAABBBIQAAAAAQQSEAAAAAEEEhAAAAABBBIcBKXXnllcUuAVhHmC+A6jBXANVlvmBNK1RWVg5KUlrsQta0QqGQTz/9NIVCodilAGu5Bg0aZPbs2cUuA1gHmC+A6jBXANVlvmB1mjlzZtq0abNUW0mRalkrNGzYsNglAOuIBg0aFLsEYB1hvgCqw1wBVJf5gtXlnHPOWTB48OBan2/boIPCysrKYpfwjSsUCuvduNbHMSXr57jWxzEl6+e41scxJevnuNbHMSXGtS5ZH8eUrJ/jWh/HlKyf41ofx5Ssn+NaH8eUGNe6ZH0cU7J+jmsdHVOtZRs8oxAAAAAAEBQCAAAAAILC9U5paWmxS/jGrY9jStbPca2PY1pfra/f1fo4rvVxTMn6O6710fr6Xa2P41ofx5Ssv+NaH62P39X6OKbEuCi+9fG7Wl/GtEG/9Xgd3DsOFIH5Aqgu8wVQHeYKoLrMF6xpG+yKwvUl6QVWP/MFUF3mC6A6zBVAdZkvWNM22BWFAAAAAMD/2WBXFAIAAAAA/0dQCAAAAAAICgEAAAAAQSEAAAAAEEEhAAAAABBBIQAAAACQpKTYBaxpEyZMyFVXXZXZs2ene/fuOfXUU1OzZs1ilwWsJcaNG5ebb745FRUVadGiRQYOHJiNN944H3/8cS677LK8++67adasWS644II0adKk2OUCa4EnnngiI0eOzDXXXJMk5gtgKdOnT8+QIUPy8ccfp2nTpjnvvPPSqFEjcwWwnJdeeinDhg3LokWL0rZt2/ziF79IvXr1zBesURvUisLKysoMHjw4Z5xxRm699dbMmzcvjz76aLHLAtYS8+bNyxVXXJFf/vKXGT58eLp165abbropSTJ8+PDstNNOueWWW7LPPvtk2LBhRa4WWBu89957GTFixFJt5gvg8y6++OIcdthhuf7667P11lvnjjvuSGKuAJZ35ZVX5uc//3luvPHGNGrUKPfff38S8wVr1gYVFE6bNi01a9bMlltumSTZd999M3r06CJXBawtFi5cmAEDBqRVq1ZJki5duqS8vDxJ8txzz2WfffZJkuyzzz4ZN25cKioqilYrUHwVFRW54oor0q9fv6XazRfAElOnTk1FRUV69uyZJDnyyCNz+OGHJzFXAMurqKjI7NmzU1lZmfnz56dOnTpJzBesWRvU1uMPP/wwm2yySdWfN9lkk8yYMaOIFQFrkwYNGmS33XZLsjg0vOOOO7LffvulsrIys2bNqlreX1JSkjp16uTjjz+25B82YHfccUd23XXXdOzYsarNfAF83vTp09OsWbNcfvnleeWVV9K5c+cMGDDAXAGs0Kmnnppf/OIXadiwYRo3bpwzzjjDfMEat0GtKFyRGjU2+FsALGPu3LkZNGhQOnfunH333fcLjysUCmuwKmBt8tprr2X8+PE57LDDqnW8+QI2TIsWLcqLL76Y//qv/8ptt92WDh06fOmWQXMFbLjmzJmTa6+9NkOHDs2dd96ZXXfdNUOHDv3C480XrC4bVEq2ySab5KOPPqr684cffphmzZoVsSJgbTNr1qwMHDgw22yzTU455ZQki/9HuHHjxpk1a1aSxasN582bl4022qiYpQJF9OSTT+aNN97I97///Zx11lmZOHFiTj/9dPMFsJSNN944rVq1Srdu3VIoFLLPPvukrKzMXAEsZ9KkSWnWrFk233zzFAqF9O3bNy+//LL5gjVugwoKN9100yxYsCCvv/56kuSxxx7LLrvsUuSqgLXFokWLcsEFF6Rv37754Q9/uNRnu+yyS9XLj5544onssMMOViTDBuyUU07Jvffem7vuuitXXHFFOnfunKuvvjqJ+QL4P507d878+fPzxhtvJFn8nLEuXbokMVcAS9t0000zderUTJ8+PUkyduxY8wVFUaisrByUpLTYhawpb7zxRq666qrMnj07W2+9dQYOHJiSkg3qUY3AFxg3blwuvPDC1K1bt6qtS5cuufLKKzNr1qz85je/yfTp09O4ceOcf/75ad68eRGrBdYWkydPzhVXXJFrrrkmScwXwFImTpyY//mf/8ns2bPTvHnznHPOOWnatKm5AljOmDFj8oc//CGVlZVp3bp1zjzzzGy88cbmC9aoDS4oBAAAAACWZ60qAAAAACAoBAAAAAAEhQAAAABABIUAAAAAQASFAAAAAEAEhQAAAABABIUAAAAAQASFAACs5xYsWLBO9g0AsKYJCgEAvsRLL72Uiy++OEcffXT69u2b4447LsOHD8+cOXOKXdpa64wzzshll11W7DKSJHfeeWfuueeeNdL3XXfdlYMPPjiVlZVfu+9HHnkk5513XiorKzNlypScdtppOeCAAzJgwIDMmDFjueN/9atf5corr1yq7ec//3n++te/fu1aAIANh6AQAGAFKisrM3z48AwcODDvvvtuDjzwwPzsZz/L9ttvn3vvvTcDBgzIvHnzil3mWqeioiITJ07MFltsUexS8uGHH2b48OFp3779Gum7Vq1a6du3bwqFwtfq+5VXXsltt92Wc889N8niELB169a59tprs3Dhwvz5z39e6vg777wz7777bk477bSl2rfbbrs89thjX6sWAGDDUlLsAgAA1kb3339/7rzzzpx44on5/ve/X9X+X//1X9lll11SWlqahx9+OIceemgRq1z7vP3225k3b166dOlS7FIyceLEJFktoeWK+v4mfhZmz56dwYMH58c//nE22mijvPrqq5k6dWqGDBmSjTbaKO3bt8/MmTOrjv/nP/+Ze++9N0OHDk2tWrWW6qtbt2657bbbMnv27DRo0OBr1wYArP8EhQAAy5g5c2aGDx+ePn36LBUSLrH77rtn7733zvz585Mkn376aQ499ND85je/yb333psXX3wxpaWl6d69e+6999785S9/yfvvv5/WrVvnqKOOyj777FPV15QpU/L73/8+EyZMSN26dbPzzjvnJz/5STbaaKNqfb4iL7/8ckaMGJE33ngj9evXz4EHHpgf/vCHVSvdxowZk8svvzzDhg3L8OHD88ILL6RJkyY544wz0r179yTJtddem/fffz977LFHbrzxxrRt2zZXXnllnnvuufzxj3/Mm2++mSZNmmTvvffOcccdl5KSxf+3sqysLIVCoSoo/MlPfpJtttkmLVu2zH333Ze5c+fmiCOOyCGHHJLrr78+Tz/9dGrXrp0f//jH2XfffavG8PDDD+e+++7LO++8k1atWuWEE07I7rvvXvX5tddem2nTpuV73/tebr755rz11lvp1KlTzjvvvLRs2TJXXnllHnnkkSTJ0UcfnV/+8pfp2bPncvfqJz/5Sfr06ZPy8vI89NBDOeyww3Lcccflrrvuyl//+te8//772WSTTdKnT58cffTRqVmz5gr77ty5c44++uhccskl2XXXXVNZWbnS735Fbr/99jRq1Cjf/va3kySTJ09O27Ztq77vN954o6qP999/P5dffnnOPffctGjRYrm+WrVqlYqKirz55pvp1q3bl14XACCx9RgAYDn/7//9v8ybNy/HHXfcFx5z7rnnVoWIEydOTKFQyB/+8Idsv/32GThwYHbYYYdcffXVGTFiRA455JBcddVV2WuvvfLrX/86zz77bJLF25vPP//8NGnSJL/73e/Sv3///POf/6x61tzKPl+RcePG5ec//3k22WSTXHbZZTn++ONz11135S9/+UvVMRMnTkzt2rVz+eWX58ADD8ztt9+eLbbYIkOHDl3qmPfeey+PPvpoBgwYkBNPPDFPPvlkLrzwwmy99dYZMmRIjj/++Dz00EMZPnx41XllZWVp06ZN6tevnwULFmTKlCkZO3ZsPvvsswwbNiyHHXZYbr311px99tnp2rVrbrvttvTs2TPDhg2r6mP48OG55ppr0qtXr/zud7/LHnvskV/+8peZPHnyUvVNmzYtd999dwYMGJBbbrklM2fOzJ/+9KckyX//93+nW7du6datW26++ebstNNOy92rJfWNGjUqn332Wc4777x897vfzdChQ3PHHXfkwAMPzK9+9ascfPDB+dOf/pS77777C/tessJwSUC6su9+RT766KOMHDkyRx99dFVbs2bNMnv27HzyySd57LHHMn369HznO9/J/PnzU1pamsMPPzw77LDDCvtr0qRJkuS99977wmsCAHyeFYUAAMt4/vnns/nmm6dly5ZVbbNnz17umYQNGzZM7dq1M3HixFRWVubQQw+tWgn24osv5qGHHspFF12UPffcM8niEOn111/PyJEj07Nnz8yYMSPvvfdezjjjjHTp0iVdunTJggUL8uCDD6aysnKlny/7LLx58+ZlyJAh2XnnnXPeeeclWbz9dPr06bnvvvtywAEHJFkcss2bNy8XXXRR1Uq0zTffPP/85z+TLA4oJ02alJYtW2bw4MEpKSnJp59+mnPPPTcHHXRQTjnllCSLt92Wl5fnD3/4Q0466aTUqFEjb7zxRtV23MmTJ2fRokX59re/nX79+iVJNt100yTJEUccUbUyrm3btlVvDy4rK8tdd92VH//4x/ne976XJNlmm23y8ssv54EHHsjpp59eVV+rVq3yy1/+smo1Y8uWLau25TZv3jzvvvtuvvOd76Rdu3Yr/J6X1Lflllumf//+SZLPPvss7777bgYOHFj1ve2444559tln89Zbb31h3xMnTkzTpk2z8cYbV+u7X5HHH388derUWerznXbaKdttt11+8IMfpFmzZrnwwgvTrFmz/O53v0vLli1XuOJ1iTp16qRGjRqZO3fuFx4DAPB5gkIAgGW89957y70A47zzzsurr766VNuQIUOy7bbbpqysLJtuumlVSJgs3jrbrl277LHHHkud06lTp4waNSrJ4sCpQ4cOueSSS3L44YfnkEMOSe/evdO7d+9qfb6sZ599NuXl5fnBD36w3DXvuuuuqnCxrKwse+2111LbVadMmZK2bdsmSaZPn545c+bkqKOOqgrh/va3v2Xu3LnLBVOdOnXKggUL8sEHH6R58+aZNGlS1RbhsrKyJMnhhx9edfxbb72Vhg0bLnWv3nrrrarA7eGHH079+vVz8MEHL3edqVOnLlXfEUccUVXfkjEsCR9nzZqVGTNmfOmzEpdsk/78Cr569erl0ksvzaRJk/L8889n/vz5mTlzZiZPnlwVgK6o77KysnTu3LlqDCv77ldk3Lhx2XnnnZcaU40aNXL++ecvddyDDz6YV199NUOHDs3kyZNzxRVX5K233soWW2yR888/P5tsskmSxaFnRUVF6tev/4XXBAD4PEEhAMAy5syZk5o1ay7Vdvzxx1c9k/Dxxx/PU089VRUMTZw4cblVYq+99lp23nnn5Vb9ffzxx1XBTaFQyO9+97vccsst+dOf/pR77rknxx9/fFVItrLPl7UkyBw4cOBS7UsCwkKhkJkzZ+bDDz/MzjvvvNQxEydOzHbbbVf17zVq1EiPHj2qPn/99dez6aabpnnz5kudN2vWrCRJ/fr18/bbb2fu3LlVAdrEiRPTrl27pc4pKytL165dl7q/kyZNytZbb101hjlz5uSQQw5Z6jqLFi2q2mK7ZJvv58dQXl6e8vLyqu9kSUj5ZUHhxIkT06VLl6Xqmzp1ai688MLMmjWralVpw4YNM2vWrHTo0OEL+544cWJVSFmd735ZlZWVKSsry2677faF9SaL788tt9ySIUOGpF69eiktLc0uu+ySX//617ngggty33335cQTT0zyf1uOlwSHAAArIygEAFhGq1atqlavLfGtb32r6t8feOCBtG/fPnXr1s28efMyderUHH/88Usd/+mnn1Y9I26JysrK/P3vf0/37t0zZ86c/Oc//8lmm22W/v3755hjjsn111+foUOHZosttshmm232pZ8vCdaWveZmm22WQYMGLfdZjRqLH029JGTbcsstqz6bO3dupk2bVrXyb+LEienQocNSodaKxpMkzz33XNq0aZOGDRtm3LhxS73IZOLEidlqq62WOn7ixIlLBZ3z5s3L22+/nYMOOqjqOn369MlRRx213LXq1atX1UeLFi2WqmfZZwSWlZWlYcOGad269XL9fP6crl27LtX2y1/+Mq1atcp1112XunXrJkmeeOKJJKkay7J9f/zxx5kxY0ZVSLmy735F5syZk7lz5y613X1ZH330UX71q1+lf//+ad++ff7973/nvffey/HHH5+6deumWbNmS70R+Y033kiNGjVWy1ufAYD1k5eZAAAsY4899sjkyZMzevTo5T6bOXNmXnvttarwZdKkSamsrKwKiZZo0aJF3nzzzaXalrwB97vf/W4mTJiQn/70p1Wr0zbZZJMMHDgwhUIhkyZNWunnK9K6det8+OGHadmyZdq1a5d27dplwYIFGThwYNXqsrKysjRo0CCtWrWqOm/JGJaM6fPbaD8/nqlTp2bhwoVVbW+++Waeeuqp7LfffkkWB1OtW7dOgwYNqt62+/l+ZsyYkY8//niptrfeeisVFRVVAV/r1q0zc+bMqvrbtWuXl156Keedd15q165dVV+nTp2Wqm/SpEmpX79+1fbpSZMmZfPNN1/hfUqywvoqKyvz9ttvZ7fddqsKCSsqKjJy5MjUrVu3anv0sn0v+Y6W9LWy735F5syZkyRp0KDBCj9ftGhRfvWrX2XvvfdOr169kix+xuKmm25aVWtZWVnVqsdk8Vb07bbbripgBQBYGSsKAQCWcfDBB+dvf/tbLr300vzjH//IVlttlblz52bChAl55plnUllZmV133TXJ4lVpG2200XIrwQ488MBcffXVueOOO7LDDjvkX//6V2677bYcdthh6dq1az777LM0bdo0v//979OvX780aNAgjz/+eGrXrp0dd9wxTZs2/dLPV6RPnz658847c9lll+W//uu/Mm3atPzxj3/M1ltvne23376q3hWFbCUlJenYsWPVMUvGt8R+++2XBx98ML/5zW9y8MEH5z//+U9uvPHGdO7cOUcccUSSxUHVkrBx6tSpmTdv3nLbc5Plt+zWrFmzKng78MADc8kll+QPf/hDtttuu7zwwgu59957c/zxx6dRo0ZV5yxZgfj5fjp37ly13fc///lP5s+fn2eeeSY9evRY6rl/n6/v80HhktWQS1aMVlRU5M4778yECRPSrl27L+x74sSJadCgQdUKw5V99yuyJOxbEhgu6/rrr0/NmjVzwgknVLU1a9Ysn3zyST755JM89dRTmTFjRvbee+8ki1c5/v3vf19uGzoAwJcRFAIALKN27dr57W9/mzvvvDOjR4/OE088kZKSkrRr1y5HHnlk9t9//6pgcElAtawDDjggCxcuzH333Zfbb789bdu2zWmnnZa+ffsmWbyNdsiQIbn55pszePDgzJ07N1tssUUuv/zytGnTJklW+vmyWrVqlcGDB+eGG25IaWlpmjVrlsMOOyxHHnnkUluPlw0BJ06cmI4dO6akpCQffPBBZs2atdyz/TbffPNceumlufnmm/Pzn/88TZo0yb777ptjjjkmtWrVqnoT8ZJnNU6cODGFQmGpUHLixIlp1KjRUs8EnDRpUjbbbLOq1YK9e/fOJ598krvvvjv33ntv2rdvn3PPPTd77bVXklTVt2zYOXHixKWe77f//vvnpptuynXXXbfcS0WWHF+rVq1sttlmS7X//Oc/z5VXXpkLLrggG2+8cXr37r3cS0iW7XvSpEnp1KlTVZC4su9+RTbaaKPUr19/qa3DSzzxxBN55plnMmzYsKrvMUl22WWXdO3aNT/4wQ/SvHnzXHTRRdl4442TJHfffXfatm1bdd8AAKqjUFlZOShJabELAQCADdmZZ56ZbbbZpuplJF/VjBkzcuKJJ+aSSy5Jt27dvqHqAIANgWcUAgDAWmDnnXfOSy+99LX7ufrqq3PEEUcICQGAVSYoBACAtcA+++yTSZMm5bPPPvvKfdx7772pVatWjjnmmG+wMgBgQ2HrMQAAAABgRSEAAAAA4K3HAMA65p133sl+++2XV155pdilwJfadttt88gjj2TTTTctdikAANUiKAQA1inTpk1LgwYNUllZWexS4Ev17Nkz06ZNExQCAOsMW48BAAAAAEEhAAAAACAoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEAAAAACIoBAAAAAAiKAQAAAAAIigEANZz77zzTrbYeosUCoWv/M8pp51S7GEUVf8Bp3+t+7dZh3aZPHlysYcBAMBKlBS7AACA1WnatGkp1CpkyP8b8pXOn/LalPztlr99s0WtY559dmz2OqRTmrdt+JXO/8ej72fy5Mnp0KHDN1sYAADfKCsKAQAAAABBIQDAN2X06NE5++yzc+ihh+aQQw7JgAEDMm7cuGKXlfnz56dPnz75xz/+UexSVui9995Lnz590qdPn7z11lvLfb5w4cIcdthh6dOnT957770iVAgAsGEQFAIAfAOuvfbaDB48OB07dsw555yTCy64IB06dMiFF16YBx54oNjlrRNKSkoyevTo5dr/+c9/5tNPPy1CRQAAGxbPKAQA+Jr+/ve/57777suFF16YXr16VbXvtNNOqVOnTm644Yb07t07jRs3LmKVa78ddtghTz/9dI477ril2p966qlsu+22+fe//12kygAANgyCQgCAr+mhhx5Kly5dlgoJlzj66KPzrW99K3Xq1Emy+C3Mw4cPz0svvZTPPvssLVq0yPe+970ccMABSZKzzjorW221VaZNm5Z//etfKSkpSZ8+ffKTn/wkNWos3gzywgsv5I9//GPKyspSUVGRTp065aSTTkq3bt2SJOXl5fmf//mf/Otf/0rDhg1zwgknLFXTZ599lptvvjljxoxJeXl5GjVqlF69euWnP/1pSkqK938Pe/XqlSuuuCJTp05Nu3btkizedjx27Nj86Ec/WiooXNl9TJJnn302t912W6ZMmZKmTZvmkEMOyRFHHFGt8ysqKvLnP/85Dz30UN5///20bt06Rx11VPr06bMG7wgAwJpl6zEAwNdUVlaWbbfddoWfNWrUKD179kzdunWzaNGinHPOOamsrMyVV16Z4cOHZ7fddsvVV1+91LP37r777vTq1St//vOfc/HFF+eBBx7IM888kySZOnVqzj///HTv3j3Dhw/PNddckwYNGuS3v/1tkqSysjLnn39+Zs2alSuuuCLnn39+/vd//3epmq6++uq88MILOf/88zNixIicdNJJeeihh/K3v/1t9dygamrdunW6dOmy1Pbj559/PptssslSb0yuzn186aWXMmjQoPTo0SPXX399TjrppPzhD3/IY489Vq3zb7jhhtxxxx350Y9+lBtvvDH7779/rrjiijz22GNr9J4AAKxJgkIAgK/pk08+ScOGDVd63GeffZa+ffvm9NNPT4cOHdK2bdsce+yxqayszJQpU6qO22GHHfKd73wnJSUl6datWzp27JjXXnstyeKQrF+/fjnmmGPSqlWrdOrUKYccckj+85//ZN68efn3v/+diRMn5uyzz06XLl3StWvXnHnmmUvV0bVr15x11lnp2rVrWrZsmX322Sebb755Jk+e/I3el6+iV69eSwWFf/vb39K7d++ljqnOfRw5cmR23HHHHHvssdl0003Tq1ev/OxnP0udOnVWev5nn32W+++/Pz/60Y+y1157pW3btjniiCOy3377LRe6AgCsT2w9BgD4mho3bpyPP/54pcc1bNgwRxxxREaPHp2ysrK88847KSsrS7J4q+sSrVu3Xuq8evXqZcGCBUmSDh06pEmTJhk5cmSmTJmSadOm5Y033qjq46233kr9+vXTtm3bqvO32mqr1KxZs+rPBxxwQF544YXcfPPNeeeddzJ58uS8/fbb+da3vvXVb8I3pFevXrnpppsyffr0NG/ePM8++2yGDh2a8vLyqmOqcx8nT568XMDYt2/fqn//svOnTZuWhQsXpmvXrkud361bt/zlL3/JokWLlrqfAADrCysKAQC+pm222SavvPLKCj+bOXNmTj755Lz88sv59NNPc8opp+T2229P7dq18+1vfzu//vWvlztnRSFUZWVlksXbnI877riMGTMmzZs3z2GHHZbTTz99hcd+UZ+DBw/OJZdckjlz5qR79+4599xzs8UWW6zSmFeXNm3apHPnzhk9enSef/75tGzZsup5hUtU5z6WlJSkUCis8BorO3/J8ySXPb+ioiI1atSoelYkAMD6xopCAICvab/99ss555yTp556arlVbHfeeWcmT56cdu3a5ZlnnsmUKVNy7733ZqONNkqSvPnmm6t0rT//+c9p1apV1TMJk+S+++5Lsjgg7NSpUz777LNMnjy56rl+U6ZMyfz585Mk//nPfzJq1KiUlpZm9913T7J4O/P777//lca+OvTq1StjxozJlClTstdeey33eXXuY/v27atWCS4xfPjwvP/++9lxxx2/9PzWrVunVq1aGT9+fDbffPOq9ldeeSXt27f/wgASAGBd5z+HAgB8Td27d8/++++fyy+/PNdff31eeOGFjBs3Lr/+9a9zzz335JRTTknTpk3TrFmzVFZW5rnnnsvs2bPz2muv5Te/+U2SVAV5K9OsWbPMmDEjb7zxRj799NOMHj06t912W5JkwYIF6dq1a7p27Zrf/OY3KSsrS1lZWa644oqqcKtx48apVatW/vnPf+bjjz/OO++8k1//+teZOXNmtWtY3Xr37p0JEyZkzJgxywWvSap1H7/3ve/l73//e+6555689957GTNmTEaOHJldd911pefXqlUrRx55ZEaMGJGnn3467733Xu677748+uijVW9NBgBYH1lRCADwDRgwYEC22mqrPPzww3nkkUdSKBTSsWPH/OpXv0qPHj2SJDvttFP++7//OzfeeGOuuuqqtGrVKgceeGAeffTRvPHGG+nVq9dKr/ODH/wg7777bn7+858nWfzMwgEDBuTSSy/NhAkTsssuu+RXv/pVhg4dmoEDB6ZOnTo55phjql5UUr9+/Zx//vm56aab8sgjj2TjjTfObrvtlgMOOKDqWYfF1qZNm6qVfJ9/1uIS1bmPW221VS666KLceuutuemmm9KiRYv89Kc/zXe+850kWen5//3f/51CoZBhw4blo48+Svv27XP22WdXnQ8AsD4qVFZWDkpSWuxCAACq47nnnkv//v0zbty4ah9/7I+PzclDTv5K15vy2pT87Za/5V/P/+srnb8+2KXHTmnQemaat135m51X5B+Pvp8/3HjHCrcRr8969uyZIUOGVAXFAABrO1uPAQAAAABbjwGA9dumm26aygWVGbDPgK/cx8mnfrXViOuLnj13y9VXXfOVz2+/2aZVL1YBAGDtJSgEANZrbdu2zRuvrR3P3ltX/c+Qq/M/Q64udhkAAKxmth4DAAAAAIJCAAAAAEBQCAAAAABEUAgAAAAARFAIAAAAAERQCAAAAABEUAgAAAAARFAIAAAAAERQCAAAAABEUAgAAAAAJCkpdgEAAKti0003zezZs1MoFIpdCnypbbfdNptuummxywAAqLb/DxZKVstRatA0AAAAAElFTkSuQmCC"
What is the sum of the second highest and second lowest value of Canada?
167.54
29160.png
1,351
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"
What is the average of all values above 1.0?
1.67
76588.png
1,352
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"
What is the sum of the bars in the second group from the left?
18.0
multi_col_101204.png
1,353
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"
In what year the gap between green and purple become minimum?
1989.0
OWID_Line_99621875000366.png
1,354
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"
What is the median of Georgia ?
4.5
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1,355
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What is the sum of the second highest and second lowest value of Latin America(all income levels)?
95.22
143905.png
1,356
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"
Which x-axis label witnessed the smallest value of 1996.0 ?
Romania
47040.png
1,357
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"
Which label contains largest values across all labels?
Belgium
6770.png
1,358
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"
Which x-axis label is second highest for Colombia?
Females
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1,359
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"
What is the average of Norway and China (People's Republic of)?
4.5
OECD_FERTILITY_RATES_CHN_DEU_KOR_NOR_000051.png
1,360
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"
What is the largest value of Primary schools at position 4.0 ?
105.53
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1,361
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"
What is the ratio between purple and brown?
14.99
OWID_Bar_99515165008531.png
1,362
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0EDIa+FYSABgauSRUV+Vyf3dl4YEHsinjNm/a21sIaTquOj8hX9X74we6L708hHD0fz6yr6fwyp59e3t7jSmhsnwrCQAMmayBMH/dtZP/45Gj7/inEELVXXdNGp+vzudyIey58cvdl14+9bF/O/KKy1/4/ff2/ObXaZoGWZBRQBwEgKGRS5LqqlxVLvSmhb09hRBCkiTpj3+yb8683sefSPc3A2b3mEk6OnM5ncWMCm40AwBDo5Cme3oKPWedHX6xLYRQdcrJ+U/92Ws/+lEIIcmF3EUXhW/f0XHCH4QQxn36rNy7jk/29oSQBC2EVJprBwFgyCQhVOWSCdVVVVW5XJIU0nTvvkKShHxVbl9vby4k46qrkpCEJPT0Fl7d29PTWxAGqawZdTVaBwFgyKQh9Kbpaz2FXG8hhCRN00KhEJJkX2+hkKZpGvYVCtk31RXStKcgCzIqiIMAMJTSNPT2FnqziwKzsSJpWgivXzm4ryfN+ocFQUYPcRAAhlga+l4QmB78Jag4I4sBAKImDgIARE1nMcBhZfyHPljpEmDM2POTBytdwqigdRAAIGriIABA1MRBAICoiYMAAFETBwEAoiYOAgBETRwEAIiaOAgAEDVxEAAgauIgAEDUxEEAgKiJgwAAURMHAQCiJg4CAERNHAQAiJo4CAAQNXEQACBq4iAAQNTEQQCAqImDAABREwcBAKImDgIARE0cBACImjgIABA1cRAAIGriIABA1MRBAICoiYMAAFETBwEAoiYOAgBETRwEAIiaOAgAEDVxEAAgauIgAEDUxEEAgKiJgwAAUcuXOd8Xrrj4+V/+VwjhI6d/7IyzFw9nSQAAjJxy42DdMW/9u+tuHNZSAAAYeTqLAQCiVm4cfHTLwxeetejCsxbtePaZYS0IAICRVG5n8c13rAsh7Hj2mW/fdrNeYwCAw8ahdRa/ZcqUYaoDAICKKKt1cMezz6y+6ors8dKV1w1nPQAAjKiy4uCx73hn1lkMAMBhxshiAICoiYMAAFHLz6irqXQNAAyZ5ytdAIwhUlAmv21nV6VrAGDIjK90ATCGSEEhhBl1NTqLAQCiJg4CAERNHAQAiJo4CAAQNXEQACBq4iAAQNTEQQCAqImDAABREwcBAKImDgIARE0cBACImjgIABA1cRAAIGriIABA1MRBAICoiYMAAFETBwEAoiYOAgBETRwEAIiaOAgAEDVxEAAgauIgAEDUxEEAgKiJgwAAURMHAQCiJg4CAERNHAQAiJo4CAAQNXEQACBq4iAAQNTEQQCAqImDAABREwcBAKImDgIARE0cBACImjgIABA1cRAAIGriIABA1MRBAICoiYMAAFETBwEAoiYOAgBETRwEAIiaOAgAEDVxEAAgauIgAEDUxEEAgKiJgwAAURMHAQCiJg4CAERNHAQAiNohxMEXX9h14VmLXnxh1/BVAwDACDuEOPjd5m+8533vH75SAAAYefky59vx7DMzj5v9QmfHsFYDAMAIK7d18F/uufuUPz59WEsBAGDklRUHH92yec5JHxzuUgAAGHlldRY/2/bUj+67J3v8o/vuWbryumPf8c7hrAoAgBGS/KL9pfLnXv+dtR8+beHko6cMX0EAvBnjP6QzB8q15ycPVrqEyptRV1PuUJLMGWcvHqZSAACoCLehBgCImjgIABC1/Iy6mkrXAMCQeb7SBcAYIgVl8tt2dlW6BgCGzPhKFwBjiBQUQphRV6OzGAAgauIgAEDUxEEAgKiJgwAAURMHAQCiJg4CAERNHAQAiJo4CAAQNXEQACBq4iAAQNTEQQCAqImDAABREwcBAKImDgIARE0cBACImjgIABA1cRAAIGriIABA1MRBAICoiYMAAFETBwEAoiYOAgBETRwEAIiaOAgAEDVxEAAgauIgAEDUxEEAgKiJgwAAURMHAQCiJg4CAERNHAQAiJo4CAAQNXEQACBq4iAAQNTEQQCAqImDAABREwcBAKImDgIARE0cBACImjgIABC1fKULgDdIXv8vhDSk/V96/RUAYMiIg4wiSRKqcrlcEpKQFNK0t1Ao7I9+VbmkKkmSJCmkaU+hkIqEADBExEFGkVySjM/n8lW5qiQppOmr+3r39fQW0pBLQj6XG19dla/K9fYWXt3bs6+3IBACwJAQBxlFCmm6r6fw2hV/mO58LoSQP+791Zd8Y19vbyENvYXC3n+955VvLAshVB33/uqL/3GfNkIAGAqGkjCapKEQwhHXbaz9ztNvOX91z5MP57dsyFdVJUkopGlu3semfueZqmlvzyXJhHH5fM5PLwAMASdURpEkCVVJksslaSHt7U1DCPm66flckgtJmobeQkjTQjZnVS5Jkv8ZXAIA/NZ0FjOKpGnoTdM9D979yjeXVdW9vfbbT6dpWujpzeWSUEiTJKTh9XHFSUiCNAgAQ0HrIKNJEpIQ8id9/OhvtdWcf13np2fu+df11VW518eX5F5vEEySkIiCADBExEFGkVySjMvnqqtyIYRs6HDa+XzY9avdn50d7rt1XFVVCK+3CSZJkmgfBIChoLOYUaSQpnt6Cq8t/cO04/WRxRP+5K/2/uaXIYRckux9cvNL134mhNDb/stdn545/rqNucnH9BpdDABvTvKL9pcGnWnHs8+svuqK7PEXbv765KOnDHNVxCsJoSqXTKiuqqrK5ZKkkKZ79vamSRifr+rtLRTStDpfNS5fFUK6t6fw6t6eHjcghDca/6EPVroEGDP2/OTBSpdQeTPqasqKg0U//uf7XujsOOPsxcNXExS/mySEJE3T3kIhhKQql6RpmqahKpckuSSEUCikvYXUvQehD3EQyicOhhBm1NUccmfx0bVTh6MUKErT0Ntb6H3DNxen6f5e4UJvGgqlLwEAb0q5Q0luu/H6C89aFEI45Y9PH856IIQQ0hDSNKQlgS89+EsAwJtRbhw89+LLb75jXQhh/XfWDmc9AACMqEO70cyU2qkd7e3DVAoAACOvrGsHH92y+bYbV2ePv3Dz14eznsrLnX9CpUuAMaPwtccqXQIAb1ZZcfA975uT9RQDAHCY8a0kAABREwcBAKKWn1FXU+kaRpcdlS4AxhAHkFHo+UoXAGOIg1gmv21nV6VrGF20l0L5HEBGofGVLgDGEAexEMKMuhrhBwAgauIgAEDUxEEAgKiJgwAAURMHAQCiJg4CAERNHAQAiJo4CAAQNXEQACBq4iAAQNTEQQCAqImDAABREwcBAKImDgIARE0cBACImjgIABA1cRAAIGriIABA1MRBAICoiYMAAFETBwEAoiYOAgBETRwEAIiaOAgAEDVxEAAgauIgAEDUxEEAgKiJgwAAURMHAQCiJg4CAERNHAQAiJo4CAAQNXEQACBq4iAAQNTEQQCAqImDAABREwcBAKImDgIARE0cBACImjgIABA1cRAAIGriIABA1MRBAICoiYMAAFETBwEAoiYOAgBETRwEAIiaOAgAEDVxEAAgauIgAEDU8uXMtOPZZ1ZfdUX2eOnK6459xzuHsyQAAEZOWXHw2He88+Y71oUQHt2y+V/uufvciy8f5qoAABghh9ZZPHlK7TDVAQBARRxaHPz2bTf/0cc+MUylAAAw8g4hDt524/XzTpnvwkEAgMNJWdcOhhBuu/H6P/rYJ2RBAIDDTFlx8NEtmx/d8vCjWx4OIbz17f/r7667cZirAgBghJQVB9/zvjnZyGIAAA4zbkMNABA1cRAAIGr5GXU1la5hdNlR6QJgDHEAGYWer3QBMIY4iGXy23Z2VbqG0UV7KZTPAWQUGl/pAmAMcRALIcyoqxF+AACiJg4CAERNHAQAiJo4CAAQNXEQACBq4iAAQNTEQQCAqImDAABREwcBAKImDgIARE0cBACImjgIABA1cRAAIGriIABA1MRBAICoiYMAAFETBwEAoiYOAgBETRwEAIiaOAgAEDVxEAAgauIgAEDUxEEAgKiJgwAAURMHAQCiJg4CAERNHAQAiJo4CAAQNXEQACBq4iAAQNTEQQCAqImDAABREwcBAKImDgIARE0cBACImjgIABA1cRAAIGriIABA1MRBAICoiYMAAFETBwEAoiYOAgBETRwEAIiaOAgAEDVxEAAgauIgAEDUxEEAgKiJgwAAURMHAQCiJg4CAERNHAQAiNohxMELz1q0/jtrh68UAABGXrlx8MKzFi1ded2wlgIAwMgrNw7efMe6Ya0DAICKcO0gAEDUxEEAgKiJgwAAUcuXOd8Xrrj4+V/+VwjhR/fd4zpCAIDDRrlx8O+uu3FY6wAAoCJ0FgMARE0cBACIWn5GXU2laxhddlS6ABhDHEBGoecrXQCMIQ5imfy2nV2VrmF00V4K5XMAGYXGV7oAGEMcxEIIM+pqhB8AgKiJgwAAURMHAQCiJg4CAERNHAQAiJo4CAAQNXEQACBq4iAAQNTEQQCAqImDAABREwcBAKImDgIARE0cBACImjgIABA1cRAAIGriIABA1MRBAICoiYMAAFETBwEAoiYOAgBETRwEAIiaOAgAEDVxEAAgauIgAEDUxEEAgKiJgwAAURMHAQCiJg4CAERNHAQAiJo4CAAQNXEQACBq4iAAQNTEQQCAqImDAABREwcBAKImDgIARE0cBACImjgIABA1cRAAIGriIABA1MRBAICoiYMAAFETBwEAoiYOAgBETRwEAIiaOAgAEDVxEAAgauIgAEDUxEEAgKiJgwAAUSs3Dq7/ztoLz1p04VmLdjz7zLAWBADASCorDu549pknH/vPm+9Yt3Tldf9yz93DXRMAACOmrDj44q7O4074/RDCse9456NbHh7eigAAGEHldhYfXTt1WOsAAKAiyo2DL3R2DGsdAABURFlxcPKU2icf+88Qwo5nn3nP+94/vBUBADCC8uXMdOw73nncCb9/4VmLQghLV143zCUBADByyoqDIYQzzl58xtmLh7UUAABGnttQAwBETRwEAIhafkZdTaVrGF12VLoAGEMcQEah5ytdAIwhDmKZ5BftL1W6BgAAKmNGXY3OYgCAqImDAABREwcBAKImDgIARE0cBACImjgIABA1cRAAIGriIABA1MRBAICoiYMAAFETBwEAoiYOAgBETRwEAIiaOAgAEDVxEAAgauIgAEDUxEEAgKiJgwAAUcu/ZeK4StcAAEDFJGmaVroGAAAqRmcxAEDUxEEAgKiJgwAAURMHAQCiJg4CAERNHAQAiJo4CAAQNXGQMSDd3fWbFWelu7sqXQgAHIbEQcaAZGLNkScv+vXVfy4RAmNXz7bt+37+eKWrgAMQBxkbxtUfF0KQCIGxq2paXfd376p0FXAA4iBjQLq768XvffV3r7+v5vTPSoTAmNOzbXuhvT2ZNKl61iwNhIxC4iBjQE/7c7lJNSGESScvOvLkMyVCYGzp/U17xznnd3/rjiP+aL4GQkYhcZDRrnfnc9X1s3van+t+YF0I4chTFo2bcXxP+3OVrgtgcD3btnetXlP1O9Om3bOu6neP2XXZsr2P/rzQ3l7puuANkjRNK10DHFi6u6t99Xk97b+c/Kd/M/HEU9tXn5e1EU5ZcmVV3fRKVwcwuBevWnHE6ad133FnzcUX5WfUhxD2PPyzPQ/+a83SSytdGvyPfKULgANLd3d13Xf71AtXV9VN77xlaQjhd1bcsW/71vy06cnEmkpXBzC4rtVrJnzog+Pff+K4dx//wrKrskQ4/v0nvnrf/YX29ty0aZUuEF6ns5hRKplY07PzV7t/tjGEUHvB6te2bu5+YF11/WxZEBgrjrrwvN333NuzbXsyadLRX1z5yjebs+k1//cCWZBRRWcxo066u+uVH68bN2P2+NlzOm9ZOmH2nEknLwoh7Nm6efzsOZWuDmAQPdu2d9341cKLL03+/FVV0+qK7YKVrgsOSusgo8K+7VuzB+nurl3Nq/LTpu+6/R+6H1hXbBcMIciCwOiXdne/8s3mKV+94cjPnN3xmc/2tu8sbReE0UnrIKNC9wPrXtu6ufaC1fu2by3sfnlc/XG7mlft3fZEzemfnXTyIu2CwBiSdneHEF6++daJn1zU8ZnPTv2nb2oaZJTTOsioMOnkRRNmz+m8ZWl1/ezxs+d03Xf75E9eNOUv/77rvm/27nxOFgRGv55t23dddMmeh3+WTJq0Z9Pm/KyZVdPqJp39qUrXBYPTOsiosG/71p6dvyp0d2VthC997ys9O38VQqg5bUl1/exKVwcwuK7VayZ+ctEr32ye8KEPjp87p/P8i0IIkz9/laZBRj83mqHy9m3f2nV/85QlV2ajhjtvWVp7weqX77s9P226LAiMftnYkfz0t+Vn1E9euaJr9ZoQwtR/+kal64Jy6Sym8vLTpu/d9kT2RSNZr/ELa1cddfpfHvG+UytdGsAg0u7uPQ+1HP3FlSGELAjWLL1077//R3YFIYwJOouppHR312tPbB5Xf1xuUk376vOmLLkyaw5Md3e5vyAwJrz2w/+3+557p3z1hlASBytdFBwarYNUTHZPmUJ316+v/vOe9uemLb11V/Oq7I4zsiAwJrx41YoJ8z888WMLikEwqTnKVxIz5oiDVMze7U/mJtVMPPHU/LS3hxCSiTXTlt5a6aIAytX9rTuqZ80KIUyY/+Fx/+d/Z4nwqPPO9Y0jjDniIJWR3Urwtcc3FfuIX/reV5KJNcaOAGPF+JPm7dnySHaNYJYItQsyRomDVMALa1ftuv0fQghTL7y+p/2Xrz2xeef15+Xrple6LoDB9Wzb/uJVK168akXVtLqaiy96YdlVxUSoXZAxShxkpL2wdtWRHzpj3Izj923fWl0/+61fui83qWbKkiuzLyYGGIVKhwl33fjVyStXVM+a9fLNt+Zn1GeJsIK1wZsnDjIS0t1dnbcsTXd3dT+w7ujFV1bXz54we85rT2wOIez+2cZJJy+q0jQIjFZpd/cLy67q2bY9e1p48aV9P398z5ZHjrrwvEJ7e35GfXaXGRi7xEGG3b7tW5OJNeOOPe75y06feOLrtxIcV3/ca1s3d96ytLK1AQzqpWuvP/qLK4tfLnLUBY07/+zTk6/82xDCi6uuTbu7k0mTKlkfvGniIMMr3d21e8vGdHdXblJNzemf3dW8KpteXT/7tcdbJsyeo48YGM0K7e1Vb3trFviybyUe9+7ja795267Llr107fU1F18kC3IYcBtqRsLO68+b/MmLqutndz+w7rWtm6csufKVH6878pRF7i8IjHJpd3fn+Rdl3zjXtXpNftbM3et/UPu1r0qBHE7EQYbXnq2b83VvK/3Ske4H1r3ywLriF5AAjHIv33pb1THHTPyTj2VPd3//np62p331CIcTcZDh1bvzuV3Nq+ouvzXd3VX6NXQAY0XWQHjEqR+ZeMbH0+7uF1ddO/nKv3VPGQ4n4iDDJd3dlY0aful7X5lw/PvHz56T7u7quHlp3eW+egQYe7q/dceeLY/kp7/tyCV/IQtymBEHGS77tm9tX92Yn/b2yX/611333S4FAsDoZGQxQybd3bVn6+YQwr7tW1++7/bq+tlHnnLmlCVX7t6yce+2J16+7/ZKFwgAHIA4yNBId3ftal6Vm3hUCCE/bXphd9d/X376uPrZXfc3H734ymlLmyYcP6fSNQIAB6CzmKHR/cC6EELpTQSzQSR7tz0x5S///oj3nVq50gCAgYiDDI3enc+1r26ceOIfFna/vHfb1vy06VOWXJlMrNmzdXNu4lFGEwPAqCUOMmT2bN382hMPj6ufPeH4Oa/8eN3eHU/WXrC60kUBAIMQBxkW2aWE4iAAjH6GkjD0enc+1776vMmfvKjShQAAg9M6yNB7dcvGcfXHVdVNr3QhAMDgxEEAgKjpLAYAiFoy6eLvV7oGAAAq5v8D/ZsTOSzn63sAAAAASUVORK5CYII="
Which country has the lowest Long-term interest rates?
Switzerland
OECD_LONG-TERM_INTEREST_RATES_CHE_DEU_EST_ISL_LVA_000061.png
1,363
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Which one is greater, 1995.0 or 1992.0?
1995.0
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1,364
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"
Which x-axis label witnessed the smallest value of 1991.0?
Finland
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1,365
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"
In what year the gap between grey and brown become minimum?
2005.0
OWID_Line_92464259022117.png
1,366
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"
Which label contains smallest values across all labels?
Gambia, The
6549.png
1,367
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"
Which label contains smallest values across all labels?
Nigeria
130661.png
1,368
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"
What is the largest value of Dominican Republic at position 3.0 ?
0.95
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1,369
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1xx13aOLEidY6j9u3b9fxxx+vc889N+A1OtznhFQzojkxMVFSzXoZK1eulMfj0Y8//qhhw4YFrCW5d425JUuWHHaNyQkTJui0004LaHr+lqqqKi1atMj6QcbhcPzmxjIAAADAluIv9H3e08p3rz9o/ddvhzrv1/VDeeyxx3TLLbfolltusZa2kqRzzz1XvXr1sm5fdtllAb8bT506VRkZGfr+++81ffp0zZgxQ5GRkVqwYIEWL16sKVOm6Pbbb1dkZGTAjKz9GYah3//+97rlllt0xx136MMPP7TWwj/U9R9//HGFh4fr9ttv15133qk5c+bo559/Puz16oLpq81cRkaG/vznP+vee++VaZpavHixXnrppYBfHKWaXzR/+OEH63a7du0C/i/VjNyo77p0+09R23+9p70j+UzT1LfffhswdepI+f1+ff/999bt/a+9dzfDvVNBD8Xn8+nxxx/XypUrlZ+fL7/fr+rqaknSrl276p3tSK+7atUq6/39Ryp16dJFmzZtqneuQ1m/fr2KiookHfz1k/a9xn379lVMTIyKi4u1ZMkS3XDDDfrqq6+UlJSkvLw8FRcXa/Xq1QoPD5fD4fjNEZa1tf9zsHeB/+rqapWUlCgmJuaQ9wsJCdGbb76pL7/8Urt27VJ1dbU1UqmsrEwVFRUBzbi99q5juP9mAnvX5zuUvbsDS4FfV7GxsSouLtaPP/4oj8ej7Oxsa9pmcnKy1biVap7b6dOnS1LAiMpDvSbLly/XGWecEZAjKSnJuub++fPz8yXV7bX+tb2N0v0XX92/eRoREaGKigoVFBRYtV69ellT7ZcvX66CggLFxcVpwYIFDbaJTGJiorWTaGRkpG6//faABWHr8vx17tzZGqF2sI9z/+d0/4/ztxx77LHWpitLlixRdXW10tLSFBMTo2OPPVbvv/++dezyyy/XihUrrA0eDuWxxx6zcl555ZW/ee7eZQLYfRUAAAB1sbnoC63P/0CRocmKD+txQP3XDnXer+uHcv3111sDDuqzntyoUaMUEhKiXr16qVevXrr11ls1YsQIa9miUaNG6eabb9af/vQnq7ZXly5d9OKLL2rbtm1yOBzauXOnsrOzA2aX7H/9jIwMnXHGGdbMr9DQUA0ZMkQLFy5Unz59anW92qAp1wKMGjVKF110kV555RVJ0iuvvKKuXbsGnFNRUWE1I6SaqYWSAmrbtm2rd4a9v+RLCphytf/7e0d+NRS32201uiQdMDLucCPlqqqqdPvttys3N1edO3fWc889pw4dOljraNV2/bbGuO7+fxXY/+NorI0Q9n/99t9kY//Xb+/nkMPh0LBhwzRv3jzt3r1b69at09KlS3Xbbbfpb3/7m6SaEXTh4eEaMWJEg+TbP9P+DvdcPvLII/r000/lcDg0Y8YMZWZmasqUKdYU2/0///d3sM+d/dc2O5j9P7/ff/99a3hyWVmZlXXHjh0B57lcroBrGIZhPXZ9v6YO91zV9bXe397bhmEcUJNk/cP26+fq1FNP1RNPPCGfz6dPP/1U48aN0+bNmzVo0KCDZq2rvVNi91ff52//Rv7BPs79//E+3OfEXsOGDbOackuXLlV1dbU1rbV///4KDw9XRUWFcnJyNHfuXHXt2vU3m81STfNw7+v30EMP/eaIw/3X0QQAAABqq1u7MYoKTVZ8eI+D1n/tUOf9ul4bN910U53vEx0dHXB79+7dAbXo6Gh5vV4VFhYesD75E088IZvNpnvvvVeGYeiOO+6wZhoe7PqFhYXyer16/fXXrd/rioqKrAEltblebdCUayEuvfRS5eTkWGuOPfTQQwG/LO8dtbS3CfHvf//7gIZAbaZ7Hsr+I4P2b5Tt//6vv0COVFhYmEJCQqzH8Hg8BzQRfkt2dra1yPrYsWOttZ2OVENcd//nav/GUVVV1ZEHPIj9GwD7P8b+r9/ezyFJGjFihNV0mjVrlhITEzV48GBrtNxXX32liIgI/fGPf2yUvLVhmqa+/PJLSVJmZqYyMzMb9fH2f83Gjh1rNb73FxsbazXpJP3mN+XG+pqq62vdEMaOHatZs2apurpac+fOlcPh0KhRow7461R9Hew6wfiedChHH3201XjbuXOnFi5cqMcee0xSTbNv0KBBWrx4saSaXab332ynttcHAAAAGlrXmDHqGjOm1vX6nncwiYmJys3NVadOnWSz2eRwOAJ+lj/U2nD769ChgzVLSar5o7zD4QhYomevNWvW6NJLL7X+MH+oARx7xcbGyuFw6LLLLlN6erqkmoEQe9fyruv1DoU15VoIwzD05z//2VoI0ePxBOyaaLPZApoSXq9XCQkJ1tvzzz+vjRs3Wsf3/kK+dyTIjh07tHTp0kM+/pAhQ6z3d+/efcD7hmEEnNMQbDabBgwYYN3ef826/Px8TZo0yVqw/mDcbrf1/v4f729tllEbDXHd/dcI2//5/K2P50j07NnTatbsP01z/8fe//UbNGiQ1dT96aefrHXj9v5/586dKioqUu/evRslb214vV6r6fTrUWCNYe/6iVLNN/v9v7727nrscDjUo0cPa1rk9u3bA0b7LVq0SNddd52kmnXQ9jrY15QkDR06tM456/paN4SoqChrLcJt27bp1Vdf1dixYxv0MX6tsZ6/+nA4HDrmmGOs23FxcQHTuvffDKK0tPSIdn4GAAAAWou9mylINcv07B38sm3btlr9bjxu3Dh9/fXX1u9cixcv1tixYw/6R/3k5GStX1+z9l15eflhN/qz2+068cQT9dVXX1m1OXPmWBsu1vV6h0JTrgVxOp265557Dtr1lWrWHdo73emVV15RZWWl/H6/5syZox9++MHq7kpSp06dJEklJSXyeDz64IMP9Nlnnx3ysU8//XT17NlTUs1OmW63Wzk5Ofrxxx8l1SzM2JDrye31u9/9zprS+eKLL6q8vFxVVVWaNWuWevToYS2wfjDp6enW6MAlS5aorKxM77zzTr2nrTbkdcePH281Tj744APl5eVp6dKl1mYakqzXryE4HA7dcMMNMgxDhYWFWrRokfx+vz766CNJNaOrrrrqKuv80NDQgCbD3obL/ps6DB8+PGD6X1MLCQmxdvVcs2aN8vLytHr1amvhzYbWt29f63lYvny5tS5gXl6ennzySWsYc0hIiK655hoZhiG3262XX35ZXq9XBQUFevXVV63NGdLT0zV+/HhJNbt2btu2TRUVFVqwYIGkmh11TznllDrnrOtr3VD23/AhLi5OGRkZDf4Y+2us56++9v/a+PUmDkOGDLF+MEhOTm6U75UAAABAc1RRUaG7775bVVVVeuGFF3T33Xdbb/v/7nbWWWdp3bp1mjJlij7//HOlpqZq9uzZysrK0iuvvKLc3Fy98cYb+vTTT637jB07ViNHjtTUqVN17733qqysTNdee+1Bc1xzzTX66aef9Le//U2PPfaY2rdvr//+979au3btIa9/3XXXKT8/X/fcc4/uu+8+lZaW6qyzzjrs9erCME1ziqSpdboXGs0zzzyjOXPmWLfPPfdc/f73vw84Z82aNbr11ltVXV2t6dOna+DAgdaxvZ+wq1atUlVVleLi4nTUUUfp0ksvDVhwcP369frXv/6lLVu2KCIiQl26dNGtt976m4sSejwevfbaa1q0aJF2794twzDUrVs3nXXWWdaomP/+97/WtK393XPPPbrzzjsPqN92223q3r27rrnmmoC6y+XSBx/ULCy5detWvfLKK/rhhx9UVlam9u3ba8iQIbriiisUHh6ud95554AdVoYOHap7771XX3/9tWbNmqWdO3eqc+fOuuSSS/Svf/0rYJTh3Llzdc455wTUJOnxxx+3mj6/1hDXzc3N1cyZM/XTTz/JMAwNHTo0YEqmJN15550aNWrUAY+/YcOGA56zXr16adSoUXr66acD6pdccokuvfRSSTUbTLz++utas2aNqqurFR0drWOOOUaXXHJJwAL5krRw4UI98MADSklJ0XPPPSepZkTgeeedp5KSEv3jH/8IGK10MId6bQYOHHhAfdKkSdq+fbs1zW+v33qcLVu26OGHH1ZWVpZiYmJ06qmnav369QGjPqdPn6677777oK/DH/7wh4Bar1699Oijjx7y4/F6vXrzzTe1YMECbd++XdHR0YqPj9dpp512wIYCK1as0Jtvvql169bJNE0lJCTo9NNPD9jxVZLmzZunDz/8UFu2bJFUs2nB8ccfr0mTJik0NPSQr/XYsWMP+FqbNGmSrr76akm1e633roO4v4N9rf7f//3fQXcTeuutt6zmsmmauuyyy5SXl6crr7xSF1544SGfx70O9vinnnqqxo8ff8DHLOmA73dS/Z6/fv36qUePHnrrrbcC6lOnTtXUqVMDat26ddOsWbMO+7GUlpbq3HPPld/v14MPPhgwslKS/vSnP2n16tU655xzDsjz6quv6oUXXjjgmomJidZaovs7+eSTD9qw/+Mf/3jA5yEAAACA5oumHACgQcyePVsvvPCCXnnllQZbwxEAAAAAWiumrwIA6m3Lli3WOovp6enKzMykIQcAAAAAtUBTDgBQb7NmzdIXX3yh6upqvfnmm0yfBAAAAIBaoikHAKi39PR0Pfvsszr//PPVpUsXjRkzJtiRAAAAAKBFYE05AAAAAAAAoIkxUg4AAAAAAABoYjTlAAAAAAAAgCbmCHaAvTZu3KiHH35YvXv31nXXXRdw7I033lBWVpYMw1BqaqouvPDCFncMAAAAAAAA2KtZNOUKCgr01VdfqXfv3gccW7NmjRYtWqRHH31UknTTTTcpMzNTffv2bTHHAAAAAAAAgP01i+mrcXFxuvTSSxUaGnrAsQULFmjIkCEyDEOGYWjYsGFasGBBizoGAAAAAAAA7K9ZNOV+y86dOxUXF2fdjouL044dO1rUMQAAAAAAAGB/zWL6alszbdo0TZ069ZDHb7nlFv+tt97qb7pEAAAAAACgNXA6nRWxsbHRwc6Bw2v2Tbn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"
What is the largest value of Euro area at position 4.0 ?
1250000.0
97762.png
1,370
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"
Which x-axis label has the minimum difference between Pacific island small states and India
2001.0
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1,371
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L/iR0+vRpI6gkJSXp3nvvlVTU+ufp6aljx44pOzu7RJh2c3Mzft45d37xT+jnzsvIyLhguKtataqaNWumXbt2afXq1Vq9erV8fX0VFxenxx57TFJRH6t58+YpJydH7733nkwmk6699lrde++9qlGjxgX366+//ir1OBV/yJ86dUopKSklWgBMJpOxX1WqVDHmF/dntLWWsmratKmkoi+jrl276vPPP7/sfbDXe3Nu/9Xi15pMJtWpU+eCfzhdCVvOQ+n8Y/bZZ58Zz40cOVLu7u6yWq1G6Nm/f786depUYh3nhpri5Yrfc2cp/sNFkvHzdWFhYYn9uJwRGxISEowW939e0V28/rS0NKMltrTzTZJ2796t7t27l3j9xY7fNddcIx8fH2VkZBitmA0aNFDXrl31wAMPlLn+0px77UDxeeHv72900yqed27L4LnOPX61a9fW8ePHdfr0aaWlpV32BZaOOHZXwpHntLu7u0aOHKnp06dr8+bN6tu3ryIjIxUXF6dly5ZJKjoGOTk5RqiPiIgwRjK4+eab9d5772nTpk0aM2aM0dJd7HK/wwBnq7ABNjo62mgBOPcnkXPt2bNHVatWVUhIiK699lpj+eKfYc517rx/9mHcu3ev3nnnHQUGBmrSpEmqV6+e0tPTlZ2dXaZhSEJDQzVx4sQy71tZXOxnaqkoZMyfP1+rV6/W3r17lZaWpp9++kk7duzQl19+qRtuuEEfffSR/vvf/2rTpk1KT0/Xjh07tGPHDnl4eBgtirb4Z39kk8lU6pXwxfvgyFrc3NxKtK6X1ZVcuX+p96aYm5tbqf92lLKeh5c6Zq+//nqZhhgqbZ/Kemwu18XOrwuZOXOmXVu+i1vHbFFa/Rc7fn5+fho7dqzmzZundevWKSUlRYcOHdLUqVOVmpqq/v37X/Acttd7UJb1XMkxKavLPXZXwtHntK+vb4k+t5KMP7i9vb3VoEEDHTx40GhwqV69urFc8blstVr1+++/lwiwV/odBjhDhe1CcM899xid21euXHne86mpqXrppZe0a9cuY/niL+V169adt3zxPA8PD91///2SilpmvvnmGw0dOlS9evXSqFGjjFa5VatWacaMGResr1atWkZLxPHjx0t8yK1bt86hw/QUFBRo/vz56t27t8aPH69vv/3WuDBp//79ys7O1tq1a1WlShX9+9//1rx58/Tuu+8aXwQ7d+684LrP/VA8t8UwLS1NUlELxeX+7G9rLbZyxD6U1bnjDJ/bv7d42/Zmr/Pw3D6mxS26xd555x3j/7PLUVoYSElJUWFh4WWvq7il/tzAVFqL9oX248SJE3rttdfK9GvOuSIjI41z9Z/H5euvv9bu3bvl6+tr9G88t6Zz3/9/tpZdysGDB7V79269+OKLmjlzpiZPnmz03yz+f8bT09P4zLvUcbGncy9GKu6SUatWLaPV9J/v+9mzZy9YkyOOXXn2008/GRceFiv+f+uWW26Ru7u7atWqZZxz5y5bPG7sua7kOwxwtgobYOvUqSOz2azq1asrISFB48aNM/5nPn78uN599101a9bM+FkzMDBQQ4cOlZeXl7Zt26ZvvvlGBQUFslqt+uWXX7R69Wp5eHhoyJAhxoDq8+bN0+TJk3X27Fl9+eWXuv/++43p3I79F1L8E2J6erpxYVB6err+85//qEmTJg44KkUKCgo0ffp0rV69WlLRl0Dxh1ZoaKi8vb21fft2ffnll8rMzJTJZFLjxo3l7u4u6eJfCB07djQujCte/8GDB/X3339Lkp577rnLbr20tRZbOWIfyuqWW24xwvHvv/+u/Px8bdy48aL9Zq+UPc7DW265xbiRwi+//GL8v7Z48WIlJiaedxFVWZz7U3V6erpOnjypJ5980qYAW9yPNSUlRRkZGTp9+rQ2btx43nI9e/Y0urEsWLBAUtH/L1999ZX8/f0ve0zZ+vXr64477pAkbdy4UYcOHZJUFCIXLFhghK/icyolJcXo81187oWFhenWW2+9rO0ePXpU48aNM7YXHBxstMCd+//Muf2UrVartm3b5tBzTZJ+/vln7dixQ/Pnz1dqaqok6ZFHHjGeL37fi396nzRpknGRV2nsfezKs2+//VbTp09XYWGhMbpFQkKCgoKC9PTTT0sq+mOgeJ8TEhKMawnWrFkjqegPl+Lnr/Q7DHAmk9VqNUsa7uxCHKX4TlwbNmzQiRMn5OPjo6pVq6pDhw66//77SwxHIhUN3TJv3jzjp2pJxp247r///hItZLNmzdJ//vOfC277jjvu0ODBgy9a3++//6758+dr//79CgwMVI0aNXTbbbcZX3ojR47UqlWrjJ+EIiIi1L17d02YMMEICf7+/ho4cKA++ugjo99ZrVq1NHToUH366ac6evSo0Y+vWbNm+uCDD/Tee+9p3759cnNzU1ZWlvLy8tS8eXM999xzql+/vlauXKkFCxbo+PHj8vLy0smTJxUQEKA77rhD9913nxITEzVs2DDjC6hatWrq3r27nnnmmQsOQfXQQw8ZFzj9c7/CwsLUp08fvf/++8Y++Pr66rXXXlNOTs5Fa7mQJ554osS++/r6avjw4VqwYEGJbdepU0fPPfdciT6atuzD5b43LVu2LLXugwcPaty4cdq2bZuqVKmim266SX/99ZfxfgUFBWnYsGGlHv+AgABNmzatxDFs1aqVAgICSrTe+Pv7q2vXrnrmmWdsOg9LO2apqamaNm2a1q9fr5ycHIWEhCg4OFhPPfWUAgMDSz1n+vfvr/j4eG3ZssV4n5o3b24M9zZx4kQtXrxYBQUFCgwM1N13313qXbVKW3eNGjWMK9izs7M1ZswYozW/TZs2cnd3N64Qr127tkaPHq2goCD99ddf+uqrr7Rz5055e3urdu3aatGihR5//HFVqVLloud+aaxWq77//nv98ssvOnLkiIKCglSrVi0988wzioyMNJb751BQJpNJN910kx577DFVr179so5f//799eWXX+rvv/+Wt7e3Tp06JW9vb8XExOjZZ581Wl6Tk5P10Ucfac+ePapbt65uueUWrVmzRgkJCfLw8FBoaKjGjx9/3v9Ld9xxh/Ly8rRkyRLl5+fL3d1dMTExCgkJ0YIFC5STkyOTyaTatWvrP//5j7Zu3aqhQ4dKKhqOatWqVdq/f/95w2hJRb8CjRw5Un///beCgoJUu3ZtDR06VBMmTDjvHJwwYYJ8fX3teuyKz71/+ucxaNasmfr163fF65WKRl9Yt26d0tPTjf3z8/OTu7u7RowYYYwPO378eP3555/KyspSbm6uqlevrtjYWPXq1atEH+CCggItXrxYP//8s06cOGG0sEdFRalXr17GH6b2+A4DnKXCB1gAgHNt2LDBCLDDhw+3+21YAVQ+FbYLAQAAAComAiwAwGF+//13jRo1yng8evRozZ0714kVAagI6EIAAAAAl0ILLAAAAFwKARYAAAAuhQALAAAAl+KUW8mOGzdOv//+uzHuX35+vq6//nqZzWZJ0ty5c5WQkCCTyaSwsDD16tXLGWUCAACgHHJKgK1ataqmT59u3ERg9uzZCgkJkVR0h5oVK1YY93ceNGiQoqOjjTvGAAAAoHJzSheCp556ygivhYWFWrdunWJjYyVJ8fHxatu2rUwmk0wmk2JiYozbWwIAAABOaYE91x9//KF27drJza0oS6ekpBi3zZOKbnm5ZcuWy1rnsGHDCoYMGZJj10IBAABw1Xl5eZmqVatW9dx5Tg+wP//8s1577TWbXmuxWDR8+PDSnnJ/7733qg0bNsy4fSEAAABcz+nTp63Fv9wXc2qAPXDggHx9feXr62vMCwwMVGpqqvE4NTVVgYGBpb7ebDYbF36dy2QyKTc3V56envYvGgAAAFfN6dOnz5vn1GG0fvjhB3Xv3r3EvM6dO2v9+vWyWq2yWq1au3atunTp4qQKAQAAUN44rQU2MzNTBw8eVNOmTUvMj4qKUlxcnEaMGCGTyaR27dopOjraSVUCAACgvDFZrVazpOHOLsSe6EIAAABQMSQnJ1uDgoJM587jTlwAAABwKQRYAAAAuBQCLAAAAFwKARYAAAAuhQALAAAAl0KABQAAgEshwAIAAMClEGABAADgUgiwAAAAcCkVIsBaLBaZTCZjAgAAQMVVIQKs2WyW1Wo1JgAAAFRcFSLAAgAAoPIgwAIAAMClEGABAADgUgiwAAAAcCkEWAAAALgUD2cXAAAAUNHl5ubq30PNys7Octg2TCaTPvhopLy8vBy2jfKCAAsAAOBgkyZN0vdTlqupd1eHbeOvs7+rfvAnev311x22jfKCAAsAAHAVBFW7RnF+zzhs/WcLTzhs3eUNfWABAADgUgiwAAAAcCkEWAAAALiUChFgLRaLTCaTMQEAAKDiqhAB1mw2y2q1GhMAAAAqrgoRYAEAAFB5EGABAADgUgiwAAAAcCkEWAAAALgUAiwAAABcCgEWAAAALoUACwAAAJdCgAUAAIBLIcACAADApRBgAQAA4FIIsAAAAHApFSLAWiwWmUwmYwIAAEDFVSECrNlsltVqNSYAAABUXBUiwAIAAKDyIMACAADApRBgAQAA4FIIsAAAAHApBFgAAAC4FAIsAAAAXAoBFgAAAC6FAAsAAACXQoAFAACASyHAAgAAwKUQYAEAAOBSKkSAtVgsMplMxgQAAICKq0IEWLPZLKvVakwAAACouCpEgAUAAEDlQYAFAACASyHAAgAAwKUQYAEAAOBSCLAAAABwKQRYAAAAuBQCLAAAAFyKh7M2vHHjRq1YsULVqlVTUlKS7rvvPrVt21aSNHfuXCUkJMhkMiksLEy9evVyVpkAAAAoZ5wSYE+cOKHvv/9eb7/9tkwmk06fPq2srCxJ0s6dO7VixQp9/vnnkqRBgwYpOjpazZs3d0apAAAAKGecEmAXLlyokJAQTZs2TVlZWWrUqJG6desmSYqPj1fbtm2NW8LGxMQoPj6eAAsAAABJTuoD+/fff2vVqlXq1auXXnjhBf3xxx9auHChJCklJUX+/v7Gsv7+/jp69KgzygQAAEA55JQAm52drVatWqlq1aoymUy6+eabtXz58stej8VikclkOm+SpCpVqshisdi7dAAAADiZUwJsnTp1jKApSR4eHsrLy5MkBQYGKjU11XguNTVVgYGBpa7HbDbLarWeN0lSbm6uzGazA/cCAAAAzuCUANuxY0ft2LHDCJvbt29Xq1atJEmdO3fW+vXrjTC6du1adenSxRllAgAAoBxyykVcLVu2VNeuXTVq1ChVr15dVqtVPXv2lCRFRUUpLi5OI0aMkMlkUrt27RQdHe2MMgEAAFAOOW0c2AceeOCCzxWHWQAAAOCfuBMXAAAAXAoBFgAAAC6FAAsAAACXQoAFAACASyHAAgAAwKUQYAEAAOBSCLAAAABwKQRYAAAAuBQCLAAAAFxKhQiwFotFJpPJmAAAAFBxVYgAazabZbVajQkAAAAVV4UIsAAAAKg8CLAAAABwKQRYAAAAuBQCLAAAAFwKARYAAAAuhQALAAAAl0KABQAAgEshwAIAAMClEGABAADgUgiwAAAAcCkEWAAAALiUChFgLRaLTCaTMQEAAKDiqhAB1mw2y2q1GhMAAAAqrgoRYAEAAFB5EGABAADgUgiwAAAAcCkEWAAAALgUAiwAAABcCgEWAAAALoUACwAAAJdCgAUAAIBLIcACAADApRBgAQAA4FIIsAAAAHApFSLAWiwWmUwmYwIAAEDFVSECrNlsltVqNSYAAABUXBUiwAIAAKDyIMACAADApRBgAQAA4FIIsAAAAHApBFgAAAC4FAIsAAAAXAoBFgAAAC6FAAsAAACXQoAFAACASyHAAgAAwKUQYAEAAOBSKkSAtVgsMplMxgQAAICKq0IEWLPZLKvVakwAAACouCpEgAUAAEDlQYAFAACASyHAAgAAwKUQYAEAAOBSCLAAAABwKQRYAAAAuBQCLAAAAFyKhzM2unfvXg0ePFheXl7GvBkzZhiP586dq4SEBJlMJoWFhalXr17OKBMAAADlkFMCrCT1799fXbt2PW/+zp07tWLFCn3++eeSpEGDBik6OlrNmze/2iUCAACgHHJagF29erX27dunvLw8xcXFqUWLFpKk+Ph4tW3b1rglbExMjOLj4wmwAAAAkOSkPrB+fn6644471LdvXz399NMaM2aMdu/eLUlKSUmRv7+/say/v7+OHj3qjDIBAABQDjklwPr7+ysmJkaSVL16dcXGxmrp0qWXvR6LxSKTyXTeJElVqlSRxWKxa90AAABwPqcE2JSUFOXn5xuPPT09lZOTI0kKDAxUamqq8VxqaqoCAwNLXY/ZbJbVaj1vkqTc3FyZzWYH7gUAAACcwSkB9vvvv9f27duNx1u2bFHLli0lSZ07d9b69euNMLp27Vp16dLFGWUCAACgHHLKRVwtWrTQnDlz9McffygtLU2tWrVSp06dJElRUVGKi4vTiBEjZDKZ1K5dO0VHRzujTAAAAJRDTgmw7dq1U7t27S74fM+ePa9iNQAAAHAl3IkLAAAALoUACwAAAJdCgAUAAIBLIcACAADApRBgAQAA4FIIsAAAAHApNg2jlZaWpiNHjkiSfH19FRgYKDc3sjAAAAAc77IC7NatWzVp0iTt3r27xPyqVauqVatWateunW6++WZVq1bNrkUCAAAAxcocYDds2KCPPvpIt956q5544gl5eXkpIyNDR44c0f79+7Vr1y6tXr1aU6ZM0WOPPaa7776bVlkAAADYXZkD7PHjxzVmzBjVq1fvgsucPHlSy5cv17x587R582YNGzZMHh6Ov9mXxWLR8OHDHb4dAAAAOF+Zm0jvvPPOi4ZXSapdu7Z69OihKVOmqF69ehoxYsQVF1gWZrNZVqvVmAAAAFBxOaR51NPTU88//7z+85//6I8//tCNN97oiM0AAFCqv//+W3l5eQ7dRuPGjR26fgAXZlOAzc/P18aNG9WuXbuLLvfEE08oJSXFpsIAALDFqlWr1Ou+J1WQX+iwbWTnZWr85M/U8+GHHLYNABdmU4DNy8vT9OnTSw2wS5cuVdOmTRUcHCyTyXTJbgcom7S0NPV7ZqCOphx12Dby8vL0wej3dWPsxf8wAYDybO/evQrxaq37Aj9y2DaWHv9cW7dsJcACTnJZAfbYsWPy9fW96DIFBQV644039PHHHysgIOCKisP/Wbt2rTYs36Gbq7/ksG0kZKzSpx9/phtjZzlsGwAAAFfqsgLs9OnTtWTJEgUHBysjI0PffvutIiMjFRERIR8fH0lS165d5e7urjVr1uiee+5xSNGVVbUqNXWNT0eHrT8j/4Tc3Tc7bP0AAAD2cFkB9uGHH1azZs30119/KT4+XlOnTlV+fr4kqV69eoqMjFRoaKj27t2r66+/3iEFAwAAoHK7rAAbEhKikJAQdenSRfv27dOYMWN04MABJSQkKDExUYmJidq8ebO8vb3Vt29fR9UMAACASsymi7i8vb01evRoeXh4qHHjxgwlAgAAgKvG5nu9enl5XfC5M2fOqLDQccOXAAAAoPKy+UYGM2fO1K+//ipvb281aNDAuJirSZMm+vrrrxUTE6NWrVrZs1YAAADAtgB75MgRTZ8+XS1atFDdunV1+PBhzZkzR1lZWUUr9fBQTEyMXQsFAAAAJBsD7KlTp1SvXj19+OGHxjyr1apDhw4ZF3P5+fnZrchLsVgsGj58+FXbHgAAAJzHpj6w4eHh8vb2LjHPZDIpJCREnTp10rPPPquwsDC7FFgWZrNZVqvVmAAAAFBx2RRgvby81LNnT3333XcERgAAAFxVNnUhyM7O1qhRo+Th4aHFixcrNjZWTZs2VWRkpGrXrm3vGgEAAACDzaMQBAQEKC4uTgkJCVqwYIEyMzMlSX5+foqMjFTfvn0VEhJit0IBAAAAycYA6+HhodjYWPXr109S0QVcycnJJe7IlZ6ebtdCAQAAAMnGAOvp6akBAwYYj00mk4KDgxUcHKyOHTvaqzYAAADgPDZ3Idi9e7e+/fZbeXp66qGHHlJ4eLg96wIAAABKZdMoBPn5+Xrrrbe0d+9erV+/Xq+88opOnTolSVq5cqXRHxYAAACwN5sC7IEDBxQeHq5p06bp66+/VlBQkBYuXChJSktL09tvv83wWgAAAHAImwJsZmamIiIiZDKZ5O3trccff1x//vmnJKlbt24KDw/Xtm3b7FooAAAAINkYYOvXr6+dO3caj1u1aqXk5GTjcVRUlPbu3Xvl1QEAAAD/YFOArVOnjjw9PTV+/HhlZmbK09NTPj4+ys/PlyQdOnRIubm5di0UAAAAkGwMsJI0ePBgrVmzRg899JDeeustZWZm6vfff9c333yjGTNmqHnz5vas86IsFotMJpMxAQAAoOKyOcAGBgZq/Pjx6tixozZv3qyTJ0/qgw8+0H/+8x89/PDDioqKsmedF2U2m2W1Wo0JAAAAFZfN48BKko+Pj4YMGaIXX3xRe/bsUW5ursLDw+Xn52ev+gAAAIASbA6wP/30kzIzM9WmTRuFh4crOjrannUBAAAApbKpC0Fubq4mTZqktWvXKikpyZifkJCgr7/+WoWFhfaqDwAAACjBpgCbnJysqKgojR49Wrfccosxv169etq7d68++eQTuxUIAAAAnMumLgTp6ekKDQ09b36NGjX05ptvavjw4UpMTFRERMSV1gegHDtz5owG9husU6mnHLaN3LxcjZ34mcIbhzlsGwAA12JTgK1fv7527Nghq9Va6rBVnTp10o4dOwiwQAW3ZMkS/bF4u9pVfcph29id/ps++mC0xk383GHbAAC4FpsCbJ06deTt7a3PPvtMzz33nKpWrVri+dTUVOOmBgAqtppedRRd806HrT8t76jc3FIdtn4AgOuxeRSCwYMHa8iQIVq2bJnatGmjpk2byt/fXykpKfr666/14Ycf2rNOAAAAQNIVBNjAwECNGzdOEyZM0MqVK7Vs2bKiFXp46JFHHtE111xjrxoBAAAAg00BNjs7Wxs2bFBkZKReffVVDRw40LiRQVhYmPz9/e1dJwAAACDJxgC7f/9+vf3222rQoIGmTJkiLy8vbmQAAACAq8KmcWBNJpPq16+vadOmyc3NplXYlcVikclkMiYAAABUXDalz/DwcJlMpnJzxy2z2Syr1WpMAAAAqLhsCrCenp56/PHHNX369HITYgEAAFA52HwR18iRI+Xh4aGVK1cqLi5OzZo1U2RkpGrXrm3vGgEAAADDFQ2jFRsbq8TERH3//ff6+uuvJUl+fn6KjIxU3759FRISYrdCAQAAAMnGAOvh4aHY2Fi98MILkiSr1ark5GQlJCQoMTFRiYmJSk9Pt2uhAAAAgGRjgPX09DTCq1Q0KkFwcLCCg4PVsWNHe9UGAAAAnMf5Y2ABAAAAl8HmPrC7d+/Wt99+K09PTz300EMKDw+3Z10AAABAqWwKsPn5+XrrrbdUrVo1nTlzRuvWrdPUqVPl5+enlStXqnXr1qpWrdol15Oenq4+ffqoZ8+e6tGjhzF/7ty5SkhIkMlkUlhYmHr16mVLmQAAAKiAbOpCcODAAYWHh2vatGn6+uuvFRQUpIULF0qS0tLS9Pbbb5fphgJffvmlAgMDS8zbuXOnVqxYoaFDh+qNN97Q2rVrtX37dlvKBAAAQAVkU4DNzMxURESETCaTvL299fjjj+vPP/+UJHXr1k3h4eHatm3bRdexYsUKNW7cWEFBQSXmx8fHq23btsZtYWNiYhQfH29LmQAAAKiAbAqw9evX186dO43HrVq1UnJysvE4KipKe/fuveDr09LStHz5ct1zzz3nPZeSkiJ/f3/jsb+/v44ePWpLmQAAAKiAbAqwderUkaenp8aPH6/MzEx5enrKx8dH+fn5kqRDhw4pNzf3gq//8ssv9eyzz8pkMtlW9f9nsViMltpzJ0mqUqWKLBbLFa0fAAAA5Y/NoxAMHjxYQ4YM0cKFC9WqVStlZmbq999/V2pqqmbMmKFRo0aV+rrU1FSdOHFC33zzjaSi0QyOHj2q5ORkDRgwQIGBgUpNTS2x/D/7yRYzm80ym83nzTeZTMrNzZWnp6etuwcAAIBy6opuJTt+/HhNmDBBK1asUFZWlj744AN5eHjo0UcfVVRUVKmv8/f3LxFuR44cqSZNmhijEHTu3Fnjx4/XY489Jklau3at+vTpY2uZAAAAqGBsDrCS5OPjoyFDhujFF1/Unj17lJubq/DwcPn5+ZXp9ZMmTdJff/2llJQUeXh4qHv37oqKilJcXJxGjBghk8mkdu3aKTo6+krKBAAAQAVic4BNSUnRzJkztXv3brm7uysyMlI333xzmcOrJD377LN69tlnz5vfs2dPW8sCUMFkFpzS3AULFL9iucO2YS0s1E//nafIyEiHbQMAYD8238jglVde0cmTJ9WgQQNlZGRo8eLF+uWXX9S2bVu99tpr8vX1tXetACqhozl/ybdJG11760sO28auFZM1b948vf766w7bBgDAfmwKsAkJCcrLy9NXX32lgIAASVJGRobWrVun6dOn69///rfGjBkjNzebBjkAgBK8q/urdgPHdSWqWqOOw9YNALA/mxKmh4eHrr32WiO8SkX9YYsvwEpPT9fatWvtViQAAABQzKYA27hxY2VkZBjjvp6revXquvXWW/X3339fcXEAAADAP9kUYK1Wq66//np9/PHHOnPmzHnPp6WlqW7duldcHAAAAPBPNvWBzc3N1fTp0yVJy5YtU3R0tK699lr5+/vryJEjOn36tDp06GDXQgEAAADpCobRCgkJ0WOPPabExEQlJCTov//9r9LT0yVJNWvW1LBhwxQZGanIyEhFRUWpTh0ukgAAAMCVsynAenp6qkePHurUqZM6depkzE9JSVFCQoISEhKUmJioJUuW6JtvvlG3bt300kuOGwIHAAAAlYdNAdbDw0PdunU7b35gYKACAwN10003GfNOnjyprKws2ysEAAAAzuHwgVpr166tBg0aOHQbFotFJpPJmAAAAFBxVYg7DZjNZlmtVmMCAABAxVUhAiwAAAAqDwIsAAAAXAoBFgAAAC7FIQH2zJkzKiwsdMSqAQAAUMnZfCODmTNn6tdff5W3t7caNGigyMhIRUREqEmTJvr6668VExOjVq1a2bNWAAAAwLYAe+TIEU2fPl0tWrRQ3bp1dfjwYc2ZM8cY79XDw0MxMTF2LRQAAACQbAywp06dUr169fThhx8a86xWqw4dOqTExEQlJibKz8/PbkUCAAAAxWwKsOHh4fL29i4xz2QyKSQkRCEhISVuLwsAAADYk00XcXl5ealnz5767rvvuHEAAAAAriqbWmCzs7M1atQoeXh4aPHixYqNjVXTpk0VGRmp2rVr27tGAAAAwGDzKAQBAQGKi4tTQkKCFixYoMzMTEmSn5+fIiMj1bdvX4WEhNitUAAAAECyMcB6eHgoNjZW/fr1k1R0AVdycrISEhKMi7jS09PtWujFWCwWDR8+/KptDwAAAM5jU4D19PTUgAEDjMcmk0nBwcEKDg5Wx44d7VVbmZnNZpnN5hL1AAAAoGIq80VcZ8+e1V9//eXIWgAAAIBLKnOAXbRokQYMGKCkpCTl5OTolVde0YQJExQfH6+kpKQSt45duHChkpKSHFEvAAAAKrkydyG48847VaVKFdWvX1+FhYVKSEhQSkqK5s2bJ6loaK2wsDBFRkYqKSlJ9evXV2hoqKPqBgAAQCVV5gBbrVo1de/eXVLRMFohISEaO3asMjIylJCQYFzA9b///U+HDx92WMEAAACo3MocYNeuXas2bdrIw8ND3t7e+uSTTyRJPj4+atmypVq2bGksm5WVxYVUAAAAcIgy94F1c3PT2LFjjcdVqlS54LJVq1Y971azAAAAgD2UOcC2bdtWBQUFevPNN5WamurImgAAAIALKnOAlaSXX35Z9erV02OPPaaRI0dq1apVysjIuODyP/30kxYsWHDFRQIAAADFLutGBiaTSf3791eHDh305ZdfymKxyGQyKSgoSKGhoapXr558fHx09uxZbdy4USaTSR999JGjagcAAEAlZNOduKKjo/X5558rKSlJ69at06ZNm7Rnzx79+eef8vDwUEhIiLp06aJ77rlHXl5e9q4ZAAAAlZhNAbZYaGioQkND1bNnT3vVAwAAAFzUZfWBLa+KuzIUTwAAAKi4bA6w8+bN07fffqv09HRjXnZ2tl2Kulxms1lWq9WYAAAAUHHZFGBzcnI0Y8YMHTlyxAitFotFd999t/r06aOEhAS7FgkAAAAUsynAHjp0SO3bt9fAgQMVEBCgTZs2adWqVbrxxhsVHR0ti8Wi/Px8e9cKAAAA2HYRV25urvz8/IzHS5YsUa1atfTmm2/K09NTU6ZM0bp169S+fXu7FQoAAABINrbANmjQQNu2bVNBQYHOnDmjVatWqUuXLvL09JQkNW3aVMnJyXYtFAAAAJBsbIGtUaOGIiMj9cwzz0gq6hN7++23G8+npaWpSpUq9qkQAAAAOIfNoxD0799f99xzj4KDgzV48GA1atRImZmZ+vHHHzVr1iw1atTInnUCAAAAkq7gRgYmk0n33Xef7rvvPmNeYWGhDh48qPDwcF133XV2KRAAAAA41xXdieuffHx89MILL+jMmTP2XC0AAABgsDnAzpw5U7/++qu8vb3VoEEDRUZGKiIiQk2aNNHXX3+tmJgYtWrVyp61AgAAALYF2CNHjmj69Olq0aKF6tatq8OHD2vOnDnKysoqWqmHh2JiYuxaKAAAACDZGGBPnTqlevXq6cMPPzTmWa1WHTp0SImJiUpMTCwxTiwAAABgLzaNQhAeHi5vb+8S80wmk0JCQtSpUyc9++yzCgsLs0uBZWGxWGQymYwJAAAAFZdNAdbLy0s9e/bUd999J6vVau+aLpvZbJbVajUmAAAAVFw2dSHIzs7WqFGj5OHhocWLFys2NlZNmzZVZGSkateube8aAQAAAIPNoxAEBAQoLi5OCQkJWrBggTIzMyVJfn5+ioyMVN++fRUSEmK3QgEAAADJxgDr4eGh2NhY9evXT1LRBVzJyclKSEgwLuJKT0+3a6EAAACAZGOA9fT01IABA4zHJpNJwcHBCg4OVseOHe1VGwAAAHAemy7iAgAAAJzF5j6wqampmjRpkjZv3ixJatKkiTp27KiOHTsylBUAAAAcxuYA++9//1unTp1SeHi40tPTtWXLFq1Zs0a//vqrhg0bpho1atizTgAAAECSjQH2wIEDslqtmjZtmnFDg4KCAm3dulVTp07Vu+++q1GjRtm1UAAAAECyMcCeOXNG119/fYm7cbm7u6tly5b65JNPNGTIEO3YsUNRUVGlvn779u2aO3euGjRooJMnT6patWoaMGCA3N3dJUlz585VQkKCTCaTwsLC1KtXL1vKBAAAQAVkU4CtV6+edu/eLavVel5/Vw8PD911113atWvXBQNsWlqaHnroITVv3lyS1K9fP23YsEExMTHauXOnVqxYoc8//1ySNGjQIEVHRxvLAgAAoHKzaRSCgIAAValSRZ999plxA4NzpaenX/SWru3btzcCaUZGhjIzMxUcHCxJio+PV9u2bWUymWQymRQTE6P4+HhbygQAAEAFZPNFXIMHD9arr76qZcuWqU2bNmratKn8/PyUkpKir7/+Wh999NEl1zFt2jStXr1ajzzyiHHXrpSUFIWHhxvL+Pv7a8uWLbaWCQAAgArG5nFg69Wrp/Hjx6t9+/Zat26dJkyYoPfff19fffWVHnroIV1zzTWXXMdTTz2lsWPH6ueff9aKFSsuuwaLxWK01J47SVKVKlVksVgue50AAAAo32xugZUkHx8fDRkyRC+++KL27Nmj3NxchYWFyd/f/6Kvy8zMVLVq1SRJXl5eateunVatWqUOHTooMDBQqampxrKpqakKDAwsdT1ms1lms/m8+SaTSbm5ufL09LyCvQMAAEB5VOYW2LNnz+qvv/4q9TkvLy9FR0erdevWlwyvkvTZZ58pOTnZeJyUlKSgoCBJUufOnbV+/XpZrVZZrVatXbtWXbp0KWuZAAAAqODK3AK7aNEiTZw4UZMmTVL9+vU1dOhQRUZGKiIiQhEREWrYsKHc3Iry8MKFCxUVFaXQ0NBS13XDDTfos88+U6NGjZSRkSEvLy9jqKyoqCjFxcVpxIgRMplMateunaKjo698TwEAAFAhlDnA3nnnnapSpYrq16+vwsJCJSQkKCUlRfPmzZNU1AobFhamyMhIJSUlqX79+hcMsJ07d1bnzp0vuK2ePXte3l4AAACg0ihzgK1WrZq6d+8uScrOzlZISIjGjh2rjIwMJSQkKCEhQYmJifrf//6nw4cPO6xgAAAAVG42XcTl7e2tTz75RFLRhVwtW7ZUy5YtjeezsrLOu8EBAAAAYA82j0Lw448/qrCwULfffrtq1Kghqahl1tvbW1WrVrVbgQAAAMC5bBoHNicnRzNmzNCRI0eUnZ0tqWhM1rvvvlt9+vRRQkKCXYsEAAAAitkUYA8dOqT27dtr4MCBCggI0KZNm7Rq1SrdeOONio6OlsViUX5+vr1rBQAAAGzrQpCbmys/Pz/j8ZIlS1SrVi29+eab8vT01JQpU7Ru3Tq1b9/eboUCAAAAko0tsA0aNNC2bdtUUFCgM2fOaNWqVerSpYtx56umTZuWuFEBAAAAYC82tcDWqFFDkZGReuaZZyQV9Ym9/fbbjefT0tJUpUoV+1QIAAAAnMOmFlhJ6t+/v+655x4FBwdr8ODBatSokTIzM/Xjjz9q1qxZatSokT3rvCiLxSKTyWRMAAAAqLhsDrAmk0n33XefRowYYbS+FhYW6uDBgwoPD9d1111ntyIvxWw2y2q1GhMAAAAqLpvHgZ03b95548B6eHjohRdesFtxAAAAwD8xDiwAAABcCuPAAgAAwKUwDiwAAABcCuPAAgAAwKUwDiwAAABcSoUYBxYAAACVh83DaBWPA3vfffcZ85w1DiwAAAAqjzIH2LNnz+rQoUO65pprLriMj48P48ACAADAocrchWDRokUaMGCAkpKSlJOTo1deeUUTJkxQfHy8kpKSVFhYaCy7cOFCJSUlOaJeAAAAVHJlboG98847VaVKFdWvX1+FhYVKSEhQSkqK5s2bJ0ny8vJSWFiYIiMjlZSUpPr16ys0NNRRdQMAAKCSKnOArVatmrp37y5Jys7OVkhIiMaOHauMjAwlJCQoISFBiYmJ+t///qfDhw87rODSWCwWDR8+/KpuEwAAAM5h00Vc3t7e+uSTTyQV9Xtt2bKlWrZsaTyflZUlk8lknwrLwGw2y2w2G4+v5rYBAABwddk8CsHFxnn19vYmRAIAAMAhbA6wv//+u3799Vd5eXkpJCREERERioyMVFBQkCZOnKjY2FiG0gIAAIDd2RRgT5w4offff19BQUHy8/PTkiVL9M0330gq6ivr6emptm3b2rVQAAAAQLIxwB47dkz+/v6aMmWK3N3dJUmpqalKTEw0LuiqVq2aXQsFAAAAJBsDbFhYmKpVq2aEV0ny9/dX27ZtaXkFAACAQ5X5Rgbnqlq1qp555hnNnj1bVqvV3jUBAAAAF2TzRVw5OTn65ZdftGTJEsXGxqpZs2aKiIhQYGCgPesDAAAASrApwB4/flyjRo1SYGCgqlevrkWLFhkXcfn4+CgiIkIDBgxQo0aN7FosAAAAYPNFXLVq1dLUqVPl4eFhzCu+iCsxMVFZWVl2LRQAAACQbAyw4eHhqlmzphFeJalu3bqqW7euYmNj7VYcAAAA8E82XcTl7e2thx9+WPPmzeMiLgAAAFxVNrXAZmdna+TIkfLw8NAvv/yi9u3bq2nTpoqMjFTt2rXtXeMlWSwWDR8+/KpvFwAAAFefzaMQBAYGKjY2VomJiVqwYIEyMzMlSX5+foqMjFTfvn0VEhJit0Ivxmw2y2w2G49NJtNV2S4AAACuPpsCrIeHh2JjY/XCCy9IkqxWq5KTk40LuBITE5Wenm7XQgEAAADJxgDr6elphFepqMUzODhYwcHB6tixo71qAwAAAM5T5ou4Dh48qG3bthldBQAAAABnKHML7JYtWzRz5kxJ0vvvv6+wsDCHFQUAAABcyGV1IejQoYPRdSAlJeW828Zu27ZNv/76qyIiItSpUyf5+vrar1IAAABAVzAKwbBhw5SWlqbw8HBdf/31euSRRxQWFqa2bdtq+vTpatiwoVq1amXPWgEAAADbbmQgSZMnT9Ztt92mhg0bqn79+pIkHx8fdejQwXgMAAAA2JvNAbZYgwYN1KlTJ3vUAgAAAFySzV0IAAAAKoK///5bd95xr44fT3HYNjLOpqtVjfsctv7K5rIC7K+//qqkpCRFRkYqIiJCp06dUkBAgKNqAwAAcLj//e9/ysv20e3tRzhsGys2jFRBTr7D1l/ZXFaArVu3ro4dO6bNmzfLarVKklatWqXly5crIiLCmAoKChxSLAAAgCN4eFSRT7XASy9o6/rdvRy27srosgLsHXfcoR49eigzM1N79+5VQkKCcfvYH374QYWFhcayDz74oN2LvRCLxaLhw4dfte0BAADAecocYO+66y7l5uZKkqpVq6bo6GhFR0cbz+fk5Gjfvn1KSEjQL7/8Yv9KL8JsNstsNhuPTSbTVd0+AAAArp4yB1iTySQvrws3f3t5ealZs2Zq1qyZDh06ZJfiAAAAgH9yyCgEvXv3locHAxwAAADA/hySMmvWrOmI1QIAAABXfiMDAAAA4GoiwAIAAMClEGABAADgUgiwAAAAcCkEWAAAALgUp4x1tWLFCi1fvlx169ZVcnKy2rVrpzvvvNN4fu7cuUpISJDJZFJYWJh69erljDIBAABQDjktwPbv31/+/v7Kzs5Wr169FBUVpUaNGmnnzp1asWKFPv/8c0nSoEGDFB0drebNmzujVAAAAJQzTulCMGzYMPn7+0uSvL295evrq9TUVElSfHy82rZtK5PJJJPJpJiYGMXHxzujTAAAAJRDTgmwJpPJ+PehQ4fk6emp6667TpKUkpJihFtJ8vf319GjR696jQAAACifnHoRV05OjiZMmKA333xT7u7ul/16i8VitNSeO0lSlSpVZLFY7F0yAAAAnMxpATY7O1sff/yxnn76aTVs2NCYHxgYaHQnkKTU1FQFBgaWug6z2Syr1XreJEm5ubkym82O3QkAAABcdU4JsJmZmfroo4/Uu3dvhYeHKykpST///LMkqXPnzlq/fr0RRteuXasuXbo4o0wAAACUQ04ZheDTTz/VunXrtHXrVklSQUGBHn30UUlSVFSU4uLiNGLECJlMJrVr107R0dHOKBMAAADlkFMC7NChQy/6fM+ePa9SJQAAAHA13IkLAAAALoUACwAAAJfilC4EFU1GRoaeerKvEhL2OGwbp9NSVTW3nsPWDwAA4CoIsHZw4MABrVyxWje1HO6wbezO+lGZqQcctn4AAABXQYC1E3cPTwXWcdxoCYdSNihLfzts/QAAAK6CAIsSjhw9rHnz5jl0Gz169ChxO2EAAIDLQYCF4XD2Du3ae0hvffiVw7Zx6tgBHTp0WC+9NNBh2wBQfiUlJalTx9t08NA+h22jsLBQrQO6O2z9AJyPAAtDXmGm/IOjFPv4JIdtY/Mvo3Xs2DGHrR9A+bZ37155uvvr2YdmOmwby9e/p4JTBQ5bPwDnqxDDaFksFplMJmMCAJRfJpnkZnJ32GQS3wNARVchAqzZbJbVajUmAAAAVFwVIsACAACg8iDAAgAAwKUQYAEAAOBSCLAAAABwKQRYAAAAuBQCLAAAAFwKARYAAAAuhQALAAAAl0KABQAAgEshwAIAAMClEGABAADgUipEgLVYLDKZTMYEAACAiqtCBFiz2Syr1WpMAAAAqLgqRIAFAABA5UGABQAAgEshwAIAAMClEGABAADgUgiwAAAAcCkEWAAAALgUAiwAAABcCgEWAAAALoUACwAAAJdCgAUAAIBLIcACAADApVSIAGuxWGQymYwJAAAAFVeFCLBms1lWq9WYAAAAUHFViAALAACAyoMACwAAAJdCgAUAAIBLIcACAADApRBgAQAA4FIIsAAAAHApBFgAAAC4FAIsAAAAXAoBFgAAAC6FAAsAAACXQoAFAACAS6kQAdZischkMhkTAAAAKi4PZxdgD2azWWaz2XhMiAWKzJo1S4mJiQ5b/86dO2UttDps/QAAlKZCBFgA51u3bp1efmmowoLvcNg2/j7yl/xy/SR/h20CAIDzEGCBCqx6dT+1af6cw9afm5epnCOHHLZ+AABKUyH6wAIAAKDyIMACAADApRBgAQAA4FIIsAAAAHApBFgAAAC4FAIsAAAAXIrThtHat2+fPvnkEzVr1kwvvPBCiefmzp2rhIQEmUwmhYWFqVevXk6qEgAAAOWNUwJsamqqVq1apWbNmp333M6dO7VixQp9/vnnkqRBgwYpOjpazZs3v9plAgAAoBxyShcCf39/Pf7446pSpcp5z8XHx6tt27YymUwymUyKiYlRfHy8E6oEAABAeVTu+sCmpKTI3///7kvp7++vo0ePOrEiAAAAlCflLsBeDovFYrTUnjtJUpUqVWSxWJxcIQAAAOyt3AXYwMBApaamGo9TU1MVGBhY6rJms1lWq/W8SZJyc3NlNpuvSs0AAAC4espdgO3cubPWr19vhNG1a9eqS5cuzi4LAAAA5YTThtGaPHmyNm3apIKCAk2cOFHPP/+8JCkqKkpxcXEaMWKETCaT2rVrp+joaGeVCQAAgHLGaQG2T58+F3yuZ8+eV7ESAAAAuJJy14UAAAAAuBgCLAAAAFwKARYAAAAuhQALAAAAl0KABQAAgEshwAIAAMClEGABAADgUgiwAAAAcCkVIsBaLBaZTCZjAgAAQMVVIQKs2WyW1Wo1JgAAAFRcFSLAAgAAoPIgwAIAAMClEGABAADgUgiwAAAAcCkEWAAAALgUAiwAAABcCgEWAAAALoUACwAAAJdCgAUAAIBLIcACAADApRBgAQAA4FIqRIC1WCwymUzGBAAAgIqrQgRYs9ksq9VqTAAAAKi4KkSABQAAQOVBgAUAAIBLIcACAADApRBgAQAA4FI8nF0AAACuaOWqlXrzzTcdtv7qPj7612uvMboOUAoCLAAAl2nf2bU6m1KozC2FDtvGkV3zVcvXV3379nXYNgBXRYAFAMAGgeFt1fL2Vxy2/rz0Iw5bN+Dq6AMLAAAAl0KABQAAgEshwAIAAMClEGABAADgUipEgLVYLDKZTMYEAACAiqtCBFiz2Syr1WpMAAAAqLgqRIAFAABA5UGABQAAgEshwAIAAMClEGABAADgUgiwAAAAcCkEWAAAALgUAiwAAABcioezCwAAAMCVs8qqvXv3aunSpQ7bRrVq1XTjjTc6bP1lRYAFAACoAJKzd2rLT4e0bH2Cw7aRc/aUJo/7UF27dnXYNsqCAAsAAFAB5BSkq3G7Xrq+6yCHbeOPr/vp2LFjDlt/WdEHFgAAAC6FAAsAAACXUiECrMVikclkMiYAAABUXBUiwJrNZlmtVmMCAABAxVUhAiwAAAAqDwIsAAAAXAoBFgAAAC6FAAsAAACXQoAFAACASyHAAgAAwKUQYAEAAOBSPJxdQGnmzp2rhIQEmUwmhYWFqVevXs4uCQAAAOVEuQuwO3fu1IoVK/T5559LkgYNGqTo6Gg1b97cyZUBAACgPCh3XQji4+PVtm1b47awMTExio+Pd3ZZlUZq8i5nlwCc59iB/zm7BOA8R/eudXYJQAmn8444u4Srpty1wKakpCg8PNx47O/vry1btlz2enJzc1VYWGjP0i66rfy8XB06ut5h20jLOKTsgrNKPLvacdvIT9HJw7uU/NcKh23jzIkkFRSEKCcnx2HbQJG8vDzl5mY59LxMP3tUBflpDj0vz+af1LGkTQ49LzNSDyk/vzbn5VWQl5en7JwMh56XZ7OOKy9fDj0vMwtO60jiNseel2kpys/P57y8CvLy8pSVlebQ8zIrO1VnHHxens5N1pnjSQ49LzPPnCwf56XVajVby5GhQ4daf/zxR+PxL7/8Yv3Xv/5V6rLDhw+3SmJiYmJiYmJiYqqg02uvvZb9zwxY7lpgAwMDlZqaajxOTU1VYGBgqcuazWaZzearVVqlYDKZZLVanV0GUALnJcojzkuUNxX4nPT654xy1we2c+fOWr9+vaxWq6xWq9auXasuXbo4uywAAACUE+WuBTYqKkpxcXEaMWKETCaT2rVrp+joaGeXBQAAgHKi3AVYSerZs6ezSwAAAEA5Ve66EAAAAAAXQ4BFCcOHD3d2CcB5OC9RHnFeorypTOekyWq1miUNd3YhAAAAQFnQAgsAAACXQoAFAACASyHAwvm3gwNKwXmJ8ojzEuVNYWGh8vPznV3GVUeAhUaOHKmsrCxnlwGUwHmJ8ojzEuXNzp07NXfuXBUWFjq7lKuqXI4Di6srKytLY8eOlaenpzp37qzmzZs7uySA8xLlEuclyqPDhw9r5MiRqlevnm677TYFBwc7uySHYxQC6MSJE6pTp47GjBmjRo0aafv27YqIiFDXrl3l7+/v7PJQSXFeojzivER5k52drYKCAlWvXl3vvPOOgoODdfToUbVp00Y333yzvLy8nF2iQ9ACC9WpU0eS5ObmpnvvvVf33nuvEhISNHz4cNWsWVMWi0Xu7u5OrhKVDeclyiPOS5Q33t7exr9r1aqlp59+WoWFhVqzZo2ee+453XLLLXriiSecWKFjEGBRQmpqqpYsWaJffvlFJ0+e1M033yyTyeTsslDJcV6iPOK8RHm0f/9+LVq0SEuXLpWXl5dq1qzp7JIcgi4E0PTp0xUREaEpU6YoOTlZzZo10+23366bb765xF92wNXEeYnyiPMS5U1CQoIOHTqkjIwMTZkyRTk5OYqNjdXtt9+uNm3aVNg/qmiBhWbPni1fX1917dpVt99+e6Xo/I3yj/MS5RHnJcqbnJwcvffeewoPD9cTTzyhzp07V9hW13MRYKGOHTvqtddek5sbo6qh/OC8RHnEeYny6MUXX1T37t2dXcZVxf+BUNu2bc/7MF62bJlzigH+v+jo6AuGhOTkZG3evPnqFgSI8xLlT506dRQVFVViXmZmptavX++kiq4OWmChWbNm6Y8//igxLzExUevXr1erVq3UpUsXJ1WGymz27Nlavnx5qc9lZWXp7rvvvsoVAZyXKH9OnDihyZMnKyAgwJiXm5urZs2aqW3btk6szLEIsFBQUJDi4uJKzMvKylLbtm21du1ahYSE6JprrnFSdaisrrnmmov+JBYSEnIVqwGKcF6iPGrWrJmaNWsmSUpPT9fKlSvVunVrJ1flWARY6NZbb1WHDh1KzNu7d686duyo2rVrKzk5mQCLq65fv37GmJtAecF5ifImMDBQd955Z4k/npo1a6Y1a9YoMjLSiZU5Fn1goQ4dOmjfvn1auHCh4uPjdfLkST311FOSpB9//FERERFOrhCV0YYNGy74HH0N4Sx16tQ57/MScKaAgIDzWv4rw7nJOLCVVHJyskaMGKF33nlHP/zwg37++WeFhoYqPz9fBw4c0Ouvv16h+86g/Ovdu7eCgoJKfa64r2HXrl2vclWojPi8RHlntVq1efNmHTx4UH5+fqpWrZqCgoJUv359Z5fmMHQhqKR27typF198Ud7e3tq5c6dmz54tD4+i0+HEiRP69NNP+UCGU7Vq1UoNGzZUWFiYCgoKtH79etWuXVvXXnutJPoa4urh8xLl0ZIlS7Ru3Tq9/vrreuONN3Ts2DHVr19fZ86c0ZkzZ/TJJ584u0SHIsBWUlarVV5eXiosLFSTJk2MD2Op6Ceyc69mBK62s2fPqkaNGnrggQeMeW3bttVnn32m66+/3omVoTLi8xLl0d69e/X6669r48aNatasmT788EPjuQ0bNui///2vnnnmGSdW6FgE2EqqefPm+uSTT9SjRw+lp6frxx9/VFhYmPLz8/Xnn3+qcePGzi4RldzevXtltVqN2yCmpaXp+PHjTq4KlRGflyiP3Nzc5O7ursLCQuOXqWJRUVHasmWLkyq7OgiwlVT9+vXVs2dP/fjjj0pNTdX+/ftLPH/o0CF169bNSdWhsqtevboaNWqkRx99VOHh4crPz1dCQoIGDx7s7NJQCfF5ifKocePGGjNmjNq3b69FixYpJydHAQEBysjI0G+//ab77rvP2SU6FBdxoVQ//fQTH8hwul27dmn37t3y9PRUmzZtVK9ePWeXBJyHz0s4g9Vq1Y8//qg//vhDGRkZJZ4rKChQhw4d9PDDDzupOscjwEJ//PGHbrzxxlKfS0lJ0YkTJ867TR3gaGlpaVq9erUaNWqkqKgoWa1WSTK6FADOcvDgQW3fvl1VqlRRmzZt5Ovr6+ySgBIyMjK0ceNG3Xzzzc4uxWEIsNAzzzyj8PDwUp9LT0/XLbfcwnBFuKqsVquee+45BQQE6PDhwxoyZIh27dql5ORkDRo0yNnloRL78ccfNXv2bNWqVUvZ2dnKzs6W2WzmZi9wum3btikpKUn+/v5q165diYsNK6KKvXcok3NvJZuXl6eNGzcqJCREwcHBksQHM666U6dOqXXr1urbt69OnjypBQsWqE+fPpo4caKzS0Mllp+fr82bN2vGjBnatWuXUlNTdf3112vKlCl8TsKp3n//fSUkJKigoEDVq1fX9OnTNXr0aPn4+Di7NIchwEIvvfRSiVsjdu7cWSNGjFCvXr2cWBUqs1q1aqlGjRqSpNq1aysrK0uSlJOT48yyUMmlpaWpefPmcnd3N+b5+voa5yrgDDt27FBoaKjeeOMNzZo1S926dVNycrJ++umnCt0HlgALzZkzR4888oikoo7fSUlJDFcEp3Jzc9OaNWu0e/du1axZU7t27dLgwYPVuXNnZ5eGSszf3187d+7UrbfeKkn6+++/NWvWLBUWFjq5MlRmKSkpateuXYl5TZs21Zo1a5xU0dVBgIXi4+O1evVqSUUXyAQEBFTowY/hGmrVqqWOHTtKktq0aaPQ0FCFhYU5tyhUaiaTSQ899JDmzp2rmJgYLV68WLGxsXrqqaecXRoqscjISP3000967rnnJElbt27VqlWrKvQFXBIXcUHS/Pnz1aNHD2eXAZSwcOFC3XXXXSXmLVu2zAi1gDOUNmoL5yWc7ffff1deXp7OnDmjxYsX6+6779bdd9/t7LIcigALhitCuVTa6BiFhYV68803nVQRwHkJlBd0IajkrFarhgwZooCAAH3zzTcMV4Ryo7TRMa677jonV4XK7tzzMjc3V2vXrlXbtm2dXBUqs5SUFGVmZpboYpWZmant27dX6HOTAFvJMVwRyqsLjY5x++23O7EqVHY9evRQy5YtjcfF5+Vtt93mxKpQmR0/flyTJ09WQECAMS83N1fNmjUjwKLiYrgilFeMjoHy6NzwKklr165VUlKSc4oB/r9mzZqpWbNmkoruwrVmzRq1bt3ayVU5FgG2kmO4IpRXjI6B8uifF2wFBgaqS5cuzisIlV5ERITCwsJUvXp1Y17z5s21bNkyRUZGOrEyxyLAguGKUC49/vjjjI6BcmfGjBnGH1bFCgsLlZeXpwEDBuiLL76Qp6enk6pDZbRv3z4dOnRIbdq0kVR0zcCaNWuUnZ3t5MociwAL9e/fX0FBQc4uAyjB39//vHkMVwRnO/cirmL+/v7y9PTUG2+8QXjFVVdYWKgJEybIy8tLkuTh4aHQ0FANHDjQyZU5FsNogXENUS5daLii119/nZYuOM2hQ4fUoEEDZ5cBGPbt26czZ86oRYsWzi7lqqIFFpo8ebJ+++23EvMKCwsJsHAqWrpQHtWoUUM///wz42aj3PjnH/pS0YVcmzdv1k033eSEiq4OAiwYbxPl0vPPP3/Blq7Q0NCrWwwgxs1G+ZSRkaFPPvlEycnJKiwslFTUCHXmzBnNmDFDr7zyipo0aeLkKu2PAAvG20S5REsXyhvGzUZ5tGHDBrVs2dIYdlCSzpw5oz/++EO33XZbhb3Gxc3ZBcD55syZo9TUVKWmpur48ePasGED423CqYpbulatWqUPPvhA27Zt07fffqsxY8Y4uzRUYoybjfIoMDBQO3fuVHBwsBo3bqzGjRurUaNG8vf3V+PGjVW1alVnl+gQtMCC8TZR7tDShfKIcbNRHtWqVUs33HCD3Nz+r03Sy8urwne1IsCC8TZR7tDShfKKcbNR3qSmpuqHH37QmjVrjHnFt5L19fXVggULNHToUCdW6BgEWDDeJsodWrpQXjFuNsqjc28lWywsLEz16tXTk08+6ZyiHIwAiwveWaZ9+/aMtwmnoaUL5RHhFeVNWFiYGjRooFq1apX6fEU9ZwmwYLxNlEu0dAHApWVkZCgzM7NEgM3MzNT27dvVtm1b5xXmYARYqH379vL19dX111+vgwcP6vDhw7r22mslMd4mnIfwCgCXdvz4cU2ePFkBAQHGvOI+sBU5wDKMViVXUFCg+Ph4+fr66vTp0xo8eLBWrlypadOmObs0AABQBs2aNVNcXJzi4uLUsmVLFRQUqHXr1s4uy6Foga3kUlNTddNNNyk0NFTfffedOnfurL59+2ry5MnOLg0AAFxCRESEwsLCVL16dWNe8+bNtWzZMkVGRjqxMseiBbaS8/HxUXJysvLz8/Xzzz+rY8eOKiws1NmzZ51dGgAAuIR9+/Zp9erVxg2JUlJStGbNGmVnZzu7NIeiBbaSq1q1qtzd3XXvvfeqVatWatq0qcaNG0ffVwAAXEBhYaEmTJggLy8vSZKHh4dCQ0M1cOBAJ1fmWCar1WqWNNzZhcC5cnNzVaVKFWeXAQAALsO+fft05swZtWjRwtmlXFV0IYAknRdeFy1a5KRKAABAWYWHh8vPz08//fSTjhw5IqmoVbaiowUWmjhxorZu3ar8/Hxj3smTJ1W7dm3dfffd6tatmxOrAwAAF5KSkqKBAweqSZMm+vvvvzV+/Hi9//776tixY4W+eyF9YCu51NRUZWZmatCgQXJz+78G+blz5+qhhx6Sn5+fE6sDAAAXs3PnTg0aNEg33nijfvvtN+3YsUNms1nTp093dmkORYCt5KpXr64TJ07I29tbISEhxnxfX181btzYiZUBAIBLadiwoVJSUiRJdevW1fHjx5WdnS2TyeTkyhyLLgTQ3r17tXHjRkVFRSkqKkpWq1X5+fncQhYAgHLu8OHD+ve//63IyEidPXtWWVlZysrK0quvvqrw8HBnl+cwtMBWclarVSNHjlRAQIAWLlyoIUOGaNeuXUpOTtagQYOcXR4AALiIU6dO6YYbbtA111wjqeii7GbNmqlOnTpOrsyxCLCV3KlTp9S6dWv17dtXJ0+e1IIFC9SnTx9NnDjR2aUBAIBLCAsLU0hIiHx9fZ1dylVFgK3katWqpRo1akiSateuraysLElSTk6OM8sCAABlcO4tZCsTAmwl5+bmpjVr1mj37t2qWbOmdu3apcGDB1fooTcAAIBrI8BCtWrVUseOHSVJbdq0UWhoqMLCwpxbFAAAwAUQYKH+/fsrKCjI2WUAAACUCbeShQ4cOHDevGXLll39QgAAAMqAFlho8uTJ+u2330rMKywsNLoVAAAAlCcEWCgoKEhxcXGSpLy8PG3cuFHXXXedk6sCAAAoHXfigk6cOHHegMcjRozQsGHDnFQRAADAhdEHFpozZ45SU1OVmpqq48ePa8OGDTp+/LizywIAACgVXQig+Ph4rV69WpJkMpkUEBCgZ555xslVAQAAlI4ACz3++OPq0aOHs8sAAAAoE7oQgPAKAABcCgEWAAAALoUACwAAAJdCgAUAAIBLIcACAADApRBgAQAA4FIIsAAAAHApBFgAAAC4FAIsAAAAXAoBFgAAAC6FAAsAAACXQoAFAACASyHAAgAAwKUQYAEAAOBSCLAAAABwKR7OLgAAKopNmzbpp59+UmJiorKzs1VYWKiIiAjFxsbqlltukY+Pj7NL1KxZs9SiRQtFRUU5uxQAsBkBFgCuUF5enj7++GPt2bNH/fv3V8uWLeXm5qa0tDRNmjRJn3/+uRITEzV48GCn1pmSkqL//Oc/Gj58uFPrAIArRYAFgCtgtVr17rvvau/evRo3bpxq1qxpPOfr66tBgwZpw4YNaty4sROrLJKQkCBJatKkiZMrAYArQ4AFgCvwyy+/aM2aNXrnnXdKhNdiHh4euu222xQdHW3Ms1qtWrBggX755Rfl5+crOztbXbp00ZNPPik3Nzdt3LhRH3zwgVJTU9W/f3/de++9xmufffZZNW3aVK+88ook6Z577lFmZqaCgoL0xhtvaOzYsdq/f7/Cw8M1dOhQ1atXT5JkNpu1adMmubu7a+DAgZKkm266SV27dtULL7wgSbrjjjt0/fXXa9asWTpy5IiaNGmiBg0aaOnSperUqZP+9a9/GXW88847WrlypYYMGaKuXbva/bgCwMVwERcA2MhqtWr27NmqX7++2rVrd8Hlnn76aYWHhxuP33vvPf3yyy969913NXXqVL333nuaP3++Zs+eLUlq3bq13n77bUkq8br8/HwdPHiwxLwvv/xSUVFRcnNz0+LFizVw4EC98cYbSkhI0LfffmssZ7FYdN111yk6OlqzZ8/W7Nmz1b9/fzVq1EjTp0+Xh4eH9u3bpwMHDujf//63evTooerVq+vVV19VixYttGfPnhL7NGzYMLm7uyssLOzKDiIA2IAWWACw0d69e3XkyBF1795dJpOpTK/573//q+XLl2v8+PGqW7euJCk0NFTNmzfXkiVL9Oijj0qS9u3bJ6lkgD1w4IAKCgpKhMbAwEAdPnxYdevW1YsvviiTyaTIyEjVrVtXmZmZJba9f/9+xcXFlZhXpUoV5efnKz8/X9dcc42efvppSVKNGjV05MgRSVJkZKQ2bdqkrKwsVa1aVZJ09OhRmUwmhYaGlvVwAYDd0AILADYq7lN6zTXXlPk1CxYsUNOmTUvtE5uWlmb8e9++fapTp06JkQtKC7Wpqak6ffq0br/99hIhOiMjQwEBAcbj9PR0HT9+vNTt7t27V5LUvXt3Y15AQICuu+46SUUB1mq1KjEx0Xg+KSlJTZs2laenZ5n3HQDshQALADY6c+aMJKl27dplWv7gwYM6dOiQWrRocd5zR48eNVpkpaJQeW5QlYoCbO3atUv0tS0On8VhU5JOnTqlM2fOlGipLV7uQgHW19dXjRo1KrXu4ou+/vrrL2Pehg0b1LJlywvuKwA4EgEWAGzk5+cnqWgYrdJYrVatX79eKSkpkqTjx49LkurXr19iuePHj+vw4cOKjY015u3fv/+8QLlz587z+pzu27dPVapUUUhIiDGvOKxGRESUWM7Dw6PUkLpv374Sy/5TvXr15OPjU6If7Lp163TTTTdd8DUA4EgEWACw0Q033CAvLy9t37691Ofnzp2rjz/+WNWqVZMk1apVq9TlFi5cqGrVqun222+XJOXk5CgjI6NEy25KSop27959Xqvs3r17FRoaKjc3txLzvLy8FBwcbMxLSkpSgwYN5OHhoYyMDG3evLnE8pca5isyMtIIsNu2bVOtWrW4gAuA0xBgAcBGfn5+eu6557RgwQKtWLFCVqtVUlFf1smTJ+v777/Xu+++qxo1akiSwsLCFB4erl9//dVotf3jjz80b948DRkyRIGBgZKKht7y9PQ0+tieOXNG06ZNU2FhYandCv4ZPvft26ewsLASoTYtLU2+vr6SpB9//FHx8fHG/NTU1PPW+09NmjRRcnKyzp49qxkzZujBBx+06ZgBgD0wCgEAXIHu3burdu3a+vbbbzV27Fh5e3vL29tbsbGxGj9+fIlWV5PJpLfffltffPGFevfurapVqyowMFDvvfdeiXFi3d3d1b9/f82YMUOPPPKIrrvuOt14441aunSpJk6cqBMnTqhnz57Kzc3VwYMHS1x8JRUF2CNHjmjQoEH69NNPJUldu3bVF198ob59+yogIECvvfaapIv3jT1XRESErFarZsyYobNnz6pjx45XfvAAwEYmq9VqljTc2YUAAMqv5ORkPfHEEzKZTPr000917bXXOrskAJUYLbAAgEuqX7++vL29dddddxFeATgdfWABAOc5efKkBg8eLKloTNlPPvlETZo0UZ8+fZxcGQDQAgsAKMWJEye0f/9+9e7dW1LR7W3fe+89eXjwtQHA+egDCwAAAJdCFwIAAAC4FAIsAAAAXAoBFgAAAC6FAAsAAACXQoAFAACASyHAAgAAwKUQYAEAAOBSCLAAAABwKQRYAAAAuBQCLAAAAFwKARYAAAAuhQALAAAAl0KABQAAgEu57AAb066DTCaTzVNMuw6O2A+cIy8vT21btL+i96nzTbc7ezdczurVq+Xp6XVFx33hz4ucvRsAAJR7Hpf7gnXrV+qFRzbavMFxX7e2+bUom9zcXG3btVkfRP1t2+sLMzXiz1Z2rqriW7VqlaI791Pr7m/Z9Poti8do+fLluuvOO+xcGQAAFQtdCAAAAOBSLrsF9mrIz8/XnDlztH37dnl5eSkzM1NVq1bVrbfeqri4OGeXd0W+/PJLHTx4UGlpaXr44YcVGxt72etITU3VRx99pI0bN+rXX391QJUXl5mZqVGjRmnt2rWKiorS008/rebNm5dY5scff9TevXs1aNCgK97evn379P7772vSpEnnPRcfH69Zs2bphhtu0AsvvFDq6/fv369x48apevXqysrK0qhRo2yqY/78+Zo/f77uuOMOPfroozat40qdPHlS48aNU25urtzd3ZWWlqbrr79eTz755EVft2nTJk2ZMkXVq1fXBx98IOni79HkyZP1888/65VXXlH79u1LXeeyZcv0888/y83NTU2aNNHTTz9t0z6NHj1ay5Yt03vvvXfeeQQAQGnKXYC1Wq16++231bBhQ73//vsymUySpNmzZ2vy5MkuHWAPHjyo33//XbNnz9aJEyeUkpJi03r8/f01ZMgQ9erVy84Vlk21atVksVh09913lxpeJal169aKiIiwy/aCgoIuGNC6dOmigwcPKisr64Kvnz17tjp16qQ777xTy5cvt7mOHj166ODBgza/3h5Gjx6tdu3aqXv37pKkAwcO6LXXXrtkgG3VqpXS0tK0aNH/9bG92HvUp08fbd++/aLrHD9+vEaPHq3g4GCtWLHi8nbkHIMHD77ktgAAOFe560KwZs0a7dmzR0899ZQRXiWpZ8+eql+/vhMru3InTpxQzZo1JUl16tRRVFSUkytynKCgIDVr1swu6/L29r5gK2BZHD9+XL6+vpKkm2++2S41OcuuXbvUpEkT43GjRo3Uo0cPm9Z1Je9RYWGhUlNTjePaoQMXZwIArp5y1wK7cuVKXXfddXJ3dy8x383NTSNHjjQef/7550pPT1eVKlWUm5urfv36yc/PT5I0ZcoUHT16VO7u7jp79qxeeukl1alTR5mZmRo7dqzy8/OVmZmpdu3aqVu3bpKKfhYfP368cnNzlZ2draioKD344IM6efKkRo4cqcOHD2v27Nn6+++/9dFHH8lqterzzz+XJC1fvlxLly5VjRo1dOLECT3yyCO6/vrrS9S/Z88eTZ8+XUePHpXZbFb79u21ZcsWLV26VFOnTlVQUJDeeust/fHHH1q4cKGqVKkiq9WquXPnaufOnapSpYp8fX3Vt29feXiUu7ethD179mjcuHHKysrSxIkTJUmnTp3SBx98oMzMTPn5+alq1arasWOHHnroIe3ateuCx0GS3n33Xf3xxx9asGCBfHx8SqwrMDBQ1atXl6enZ6m1TJw4UQcOHNCcOXO0ePFi3XHHHZoyZYoaN26s119/XStWrNCUKVMUFxenPn36SJIOHz6sCRMmyMfHR6dPn1bv3r3LzR8bAQEBmjNnjgYPHmz8MdSzZ0/j+Qudx+f+MSiV/h7t3r1bn332mapWraprrrnmgjXk5ubq3XfflSS9//77atiwoWrXrq1vv/1WTz75pO644w5Nnz5d33//vYYOHaobbrhBkrR+/Xp9//338vX1VVZWlgYOHCh/f3+7Hh8AQOVQ7lpgk5OTVbt27Usud80112jo0KEaMmSIOnXqpMmTJ0sq+mLevHmzhg0bptdff12NGjXSiRMnJEljx45VtWrV9MYbb+jNN9/UN998ox07dkiSxo0bJx8fH73xxhsym81auXKlli5dqjp16qhfv37Gdhs2bKhHHnnEeGy1WjV69GgNGzZMr776qu6//37t3r37vHqbNGmixx9/XPXq1ZPFYlHXrl316quvytvb21jmjTfeKPGaJUuWaNmyZXrrrbc0bNgwnTlzRt9+++1lHE3nKN7Xc40ZM0bBwcEaM2aMXnvtNW3dulUxMTHq1q3bRY9DlSpVZDabL7iuQYMGadOmTRes5fnnn1fDhg318MMPy2KxKCYmRnfc8X9X+Xfo0KFEP+T8/HwNGzZMt912m/71r3+pX79+MpvNF+2icDX169dPW7ZsUa9evWSxWLR69WpZrVbj+Qudx//0z/coLy9PZrNZvXr10scff6xbbrlFf/31V6k1nPuevPHGG3r++ef1wAMPqGnTpsYyTzzxRIlfTJKTkzVixAi98sor+te//qU2bdoYfXEBALhc5S7Almb+/Pl699139eyzz+ro0aOSpFq1aunNN9/UW2+9pe+++874svXy8lJSUpJ+/vlnZWVlqU+fPmratKkKCgr022+/qWPHjpKKvoTbtm2rpUuXqqCgQEuXLjV+BnVzc1P79u3LfIGUl5eXpk+frhMnTqht27YlWsSuxOLFixUXF2e0Rt90002Kj4+3y7qvpvz8fK1Zs0adO3eWVNSHtl27dnZbV+vW9huabefOnTp27JgRahs2bKhatWpp/fr1dtvGlWjRooVmzZqlfv36KS0tTcOHD9e///1vWa3WKzqPt2/frrNnz+qmm26SJEVERCgoKMhudS9dulRNmzY1/jiNi4vTxo0bdfr0abttAwBQeZS736Lr169vtJgW69Gjh7p166a77rpLeXl5Onz4sN59912NHz9ewcHB2rNnj95++21JRX0Chw0bpjlz5mjcuHG69dZb1bdvX6WnpxujGxS39p0+fVohISE6deqU8vPzjZ9kJalmzZo6fvz4Jes1mUz64IMP9NVXX+mJJ57Qddddp4EDB9qlv+7x48f1xx9/aP/+/ZKk7OzsEi2VruLUqVOyWq0ljm+NGjVsatW057pKc/z4cbm5uen999835lWtWlXZ2dl2Wb89VKtWTd26dVO3bt20bds2vfrqq9q6dauCg4NtPo9TU1Pl4+NToqtBjRo17Fbz8ePHdfjwYY0YMcKYFxoaqtOnT6tWrVp22w4AoHIodwE2Li5OY8aMUX5+/gX7eu7Zs0d16tRRcHCwpKJWuWK5ublq1aqVYmJidODAAVksFv3www+6//775eHhoSeeeMK48rqgoEA5OTny8vKSh4eHzpw5Y6wzLS1NAQEBkiQPDw/l5eUZ28jMzDT+bbVaFRAQoLfeektpaWn69NNP9cUXX5T4or6Yc9d97nolqW7duoqJidH9999vzMvIyCjTep3l999/V6dOnUrM8/Pzk5ubm9LS0ozjm56eXuL9vdhxuNx1XUpp72dxWKtbt67c3d01bNgw4/mcnJzz+pA6y+jRozV48GDjcXR0tOrVq6esrCz5+fld9Dy+mNq1aysjI0NWq9XY1/T09Muq7WL/n9StW1fh4eEljmtmZqZL/kEGAHC+cteFoH379mratKm+/PLLEn37zu2PFxQUpGPHjhk/P27evNl4bsOGDZo/f76kotbYpk2byt3dXe7u7urcubNWrVplLPvNN99oyZIlxnPFQwEVFBRozZo1uu222yQVXTiTlZWltLQ0SdLGjf93J7KzZ88aF7T4+voqJibmvAvQLqZ+/frG0EznrleSunbtqjVr1qiwsFCStGPHDo0ePbrM63aGxYsXnzfPw8NDN910k9EXMzMz87x9vdhxuNS61q1bd1k11q9fX4cOHZJU1Pdz27ZtxnPXXnut/P399b///U9S0R8ow4cPN5Z3ts2bN2vnzp3G4+IxhZs0aXLJ8/hioqKiVKNGDa1cuVKSlJiYeNlDhp37Hh4+fLjEMHG33HKLdu3aZfw/lJGRoZdfftk4twEAuBwmq9VqljS8zC8wma74VrLnBtPS5Ofna/bs2dq6dau8vb119uxZVa1aVffcc4/atm0rSZo+fbpWrlyp8PBweXp6avny5UY3g/Hjx8vHx0eFhYXy8PDQyy+/bNwQYfz48crMzJSbm5vq1Kmj5557TiaTyXguKytLOTk5at68uR566CGjNeqbb77R8uXLFR4ernr16mn+/Pm688479cQTT+ijjz5Sdna2qlatqvT0dPXr108NGjQosU8JCQkaP3689u3bp1atWun5559XYGCgNm7cqIkTJyo0NFQtW7bU6NGj1b59ew0dOlSenp6aO3eutm7dqho1aqiwsFD9+/dXQUGBPvnkE61bt0433XST3nqr5K1Lz549qzr+dfV25PkXk5VFbmGmRuxrpczss6U+n5mZqY8++kirV69WdHR0iZ+s9+zZI7PZbOzr7bffrr59+yotLU2jRo1SRkaG6tWrZ4wcUHzzgQsdhyFDhujjjz/WqlWrdOONN+r1119XXl6eRo0apfT0dPn7+6tq1aratWuXHnroId11110lap08ebIWLVqkBg0aKDY2Vj179lRhYaHeffddpaenq2HDhsrNzdWOHTvUq1cv3XrrrcYoBFWrVlVubq5iY2PVtWtXLViwQAsWLJCXl5d69+593pBco0aN0je/H7miW8l2vCZHH4waecFlvv/+ey1fvlw1atSQ1WpVZmamHnnkEaMf8IXO482bN2vq1Kk6evSounXrptjY2PPeo7/++ktjxoyRt7e3GjRooP3798vNzU3PPfdciVEYcnNz9f777xvvyV133aV27drp2LFjeuedd+Tv76/IyEitWbNGXl5eeuGFFxQZGakNGzZo3rx5qlWrlrKystSrVy81bdpUn376qX7//XdFRkZqwIABCg0Nten4AQAqj3IZYHFlHB1g7WHatGnKysq64N2zXNHVCLAAAKAcdiEAAAAALqbcXcSFii8+Pl4rVqxQQUGBGjZsaNxMAgAAoCwuuwtBTLsOWrd+pc0bbNc2TmvX2X7fdFxaXl6e2t/QURu2rLF5HZ3a36bfVv1ix6oqvtWrV6tjx1uUn59r8zoWLvxZd955x6UXBACgErvsAAsAAAA4E31gAQAA4FIIsAAAAHApBFgAAAC4FAIsAAAAXAoBFgAAAC6FAAsAAACXQoAFAACASyHAAgAAwKUQYAEAAOBSCLAAAABwKQRYAAAAuJT/B0dWmVDjjZcLAAAAAElFTkSuQmCC"
Which label contains smallest values across all labels?
Gaseous fuel
127266.png
1,372
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0prwgIo0pL8j9nDt3jsjIyLuOd+vWjZycHAwGA6+++ir5+fnEx8cD8Pe//53z58/bPsfExPDuu+8CUF5ezkcffURaWhoGg4EzZ87wz3/+k9GjR5Obm2vr38XFhRkzZuDq6kp+fj6rV68mMTHxgfEGBgYSEREBwObNm9m+fTujRo0iOjratjzz9lLXGTNmEBISwtmzZ0lJSblnf7Nnz+b48eO4urqSlJTEjh07qKioIDk5mZSUFJycnMjOzmbFihW8//77rFu3Dh8fH8aNGwdgK7IdPHiQgoIC23NYtmwZ27ZtY8SIEQwaNIjz588TEBDA5MmTWb16NUFBQQD4+fnxxhtvNNn+dnHuu4ylKSq0iTyA1WrFarXS0NDAzZs37R2OiHwPKC+ISGPKCyLSmPKCPAwHB4d7vu/sQU6fPk2XLl0wGAwA9OnThz59+tx1nZ+fH2vXrqVt27bU1dXxzTfffKf+3dzcWLx4Ma6urpSUlNxzKerly5cpKyujd+/eAAQFBeHkdP9y07PPPgvcmgG6d+9e6urqWLlyJQBms5m6ujoAjh49yowZM2ztbhcHjx49yqVLl2yz/oxGIxUVFXfdp2/fvly/fp38/Hw8PDxwc3PDycmpyfaPMpbGVGgTaYK25RaRxpQXRKQx5QURaUx5Qe4nKCiI4uLiu44XFxcTHBz80P3d6x1p97Jw4UJGjBjBz372M8rLyzlx4sQD21RXVzNv3jxSU1Px9PRk796992z3XWP4/xq/Q83b29s2Yw+wvTPufn2HhIQwYcIE4Nbfu/r6+nvGNnToULKysvD09GTIkCH3bW80Gh96LI1p11GRJvz/bbm3bNnCxo0b2bx5Mxs2bMBgMLB161Z7hygiLUx5QUQaU14QkcaUF+R+xowZQ25uLhcvXrQdKy8vZ9++fbblkQ+jT58+lJaWUlNTA8CpU6fYsmXLXdfdXsIMt2agfRe1tbVYLBZcXV3v287b2xt/f3/OnDkDwPnz57FYLA81hpKSEluRq7S0lGXLlgEQGhrK119/bbs2MTGRuro6QkNDOXHihG0WYFZWFnv27Lln/4MHDyYnJ4fCwkLbO9eaav+fjgU0o02kSUVFRbz22mt3VdBvb8t9e4qpiLQeygsi0pjygog0prwg9+Pn58fixYvZsGEDjo635j41NDSwcOFCAgICqKmpYcOGDVRUVLBixQp++tOfkp2dTWVlJZ9++ikjRoywnd+0aRNRUVHMmjWLjz76CB8fH6qqqpg6dSo5OTmcO3eOyspKevbsyeTJk1m/fj25ublYLBZMJhObN2/mmWee4ciRI1gsFvr160dISIgtVm9vb0aNGkVCQgJBQUGUlJRQWlpKbm4uBQUFVFdXs379et544w3mzp1LcnIyOTk5PPXUU7Rv3561a9fy+uuv3zH+TZs22dpFR0fj5+eHt7c3b731FkuWLKFr166YTCZ+97vfAbd2/Vy1ahWrVq3CbDYTHh5O+/btiYiIoKSkhMTERDw9PQGYPHkyeXl5tud15MgRwsPD8fLyIigoiH79+tniaKq9g4PDdx5LUxysVut7wPxH/DMi8sTKzMzk6tWrTW7L7ezsTFRUlB0jFJGWprwgIo0pL4hIY8oLj7eQPn2Y/OKLPBMQ8EjtX1+5krSMDEJDQ5s5MnlcaEabSBO0LbeINKa8ICKNKS+ISGPKCyKtm2a0iTxAfX29tuUWkTsoL4hIY8oLItKY8sLjSTPa5D+lGW0iD9DQ0EBDQwOOjo44OzvTrl07e4ckInbWrl07unfvbvtssVgwGo04OzvrC7RIK1RXV0dhYSE+Pj535AYRad1uf1+or68nLy+P/Px8goKCcHLSf8NFnmT6Gy7ShIaGBlJSUsjMzKSurg6ATp06YTAYGDduHIMGDbJzhCLyfVFSUsL69evp3r07EydOtHc4ItKCrl27xuuvv47ZbObGjRskJCRw/Phxdu7cSXBwMPPmzbPt8iYircOuXbvYsWMHy5cv5+rVq8yaNYsbN24A4OrqytKlS+nYsaOdo5SmhIWHM3Xp0kdu/8OgIPz9/ZsxInncaOmoSBMyMzOpqKggMjKStm3bcuDAAZydnenfvz+pqamEhYXxk5/8xN5hikgLOnLkCDdv3iQ8PNy2S9Rt+/bto6CgQIU2kVZm48aNBAcHExoaislkYtmyZXTp0oXIyEjOnDlDWVkZ48ePt3eYItKCVq1aRUxMDB06dCAlJYX+/fvTu3dvAE6ePMlXX31FTEyMnaMUkf8WxwdfItI6lZaWEhMTg6enJ25ubgwbNozi4mI6duzItGnTOHr0qL1DFJEW9sMf/pDi4mJmzpxJRkYGRqPR3iGJiJ3V1tba3sPTsWNHunTpwvDhw+ncuTODBw+mtrbWzhGKSEtzcnLCxcXF9vvbRTaAkJAQTCaTvUITkRagQptIEzw8PDh27Jjt87/+9S/MZjMAZrMZi8Vir9BExE7c3d0ZM2YMS5cuJSAggA8//JBFixZx9uxZe4cmInbi4uJi++FbdXU1paWlbNmyhUuXLrF7924MBoOdIxSRlhYeHs6f/vQnjEYjgYGBbN26FaPRSEVFBRkZGXh7e9s7RBH5L9LSUZEm1NTUMGvWLIxGI46Ojty8eZMlS5bg7+/PnDlzGDBgAL/85S/tHaaI2FlxcTHbtm3j6NGjREREaOmoSCtz7do14uPjMZvN1NfX8+6773Ls2DG9o02klTt48CBpaWlUVlZSVVWF1WqlXbt2DB06lClTpmhDBJEnmAptIvfR0NDA+fPnsVgsPPPMM9pNUESaVFNTQ01NDV5eXvYORURaWH19PRcuXMDLywsPDw97hyMi3xNWq5WrV69y5coVnJ2d8fX1tS0pFZEnlwptIiIiIiIiIiIizUDvaBMRERERERERAX736qs4ODg88q//CQzk4sWL9h6G2JEWhouIiIiIiIiIALm5uXzw9NMEPuIy3/fLy7l48SL+/v7NHJk8LjSjTUREREREREREpBmo0CYiIiIiIiIiItIMtHRURERERERERKSFXLhwgfT0dBwdb819unHjBqNHj6ZXr14ArF+/nm3bttGvXz86dOhAZWUlnTt3Zvz48bi5ud3RV2FhIXFxcWzcuBEfH58WH8ttKSkpdO7cmWHDhv3Hfe3atYsNGzYwffp0wsLCmiG6lqVCm4iIiIiIiIhICygrKyMhIYFFixbRpUsXAL799ltmzpzJggULePrpp4mNjWX//v2MHDmSH//4xwD89a9/JT4+npUrV2IwGGz9ZWVlERAQwK5duxg3bpxdxgQwcuRI2rZt2yx9DRkyhIMHDzZLX/agQpuIiIiIiIiISAvIyMggLCzMVmQD8PX1ZeDAgWzcuJF58+bds90rr7xCdnY2O3fuJCoqCgCLxcKVK1cYNWoUGzZsYOzYsTg4ONzVdsmSJWRnZxMbG8uxY8c4deoU27dv5+TJkxw6dAh3d3cuX77MpEmT8Pb2pqamhuTkZDp06IDJZKK+vp65c+fa4q+oqMDBwQGLxcKUKVMoLCxkzZo1dO3aleHDh7Nw4UIA4uPj8fT0JDExEW9vb9555x2++OKLe96zsrKSxYsXYzAY8PDwwGw2N/ejbzF6R5uIiIiIiIiISAs4d+4c3bp1u+t4t27dOHfu3H3bBgUFcfbsWdvnzz//nPDwcCIiIqiqquLkyZP3bDd79mzc3d1xdXUlKSmJ6dOnU1FRQXJyMvHx8UycOJGwsDBWrFgBwLp16/Dx8SEuLo7Zs2dTXV0NwMGDBykoKGDq1KlMmTIFi8XCtm3b6NWrF4MGDQIgICCAyZMnY7VaCQoKwsvLCz8/P+bMmUN5eXmT90xJSaFXr14kJCQQGxtLUVHRQz/b7wvNaBMRERERERERsSMHBwesVutDtdm/fz9vvvkm7du3JyIigqysLJ599tkmr799LjIykr1791JXV8fKlSsBMJvN1NXVAXD06FFmzJhha5eYmGg7funSJZYvXw6A0WikoqLirvv07duX69evk5+fj4eHB25ubjg5OXHmzJkm73nq1ClmzpwJgLOzMz179nyoZ/F9okKbiIiIiIiIiEgLCAoKori4+K7jxcXFBAcH37ft+fPneeGFFwAoLy/nm2++Yd26dQDU1tZy5MgRqqur6dChwz3bN36Hmre3N/Hx8bbPtbW1APdcfnpbSEgIEyZMAMBqtVJfX3/XNQ4ODgwdOpSsrCw8PT0ZMmTIf3TPx42WjoqIiEirtXbtWl5++WVefPFFRowYYXunCMDVq1cZM2YMgwcPZvTo0Xz11Vd2jFRERESeBGPGjCE3N5eLFy/ajpWXl7Nv3777bmawefNmamtreemll4BbO3POmjWLqVOnMnXqVObNm4e/vz979+79TnH06dOHkpISjEYjAKWlpSxbtgyA0NBQvv76a9u1iYmJ1NXVERoayokTJ2wz77KystizZ889+x88eDA5OTkUFhbSo0ePB94zJCSE06dPA1BXV0dBQcF3Gsf3kYPVan0PmG/vQERERETsIScnhz/84Q+MGjWKiRMn3nFu9+7d/OMf/7AtZRAREZEnW7/gYKLq6wl0cXmk9u+Xl7Nx505CQ0ObvKasrIwNGzbg6Hhr7lNDQwPR0dEEBAQAkJaWxtatWwkJCaFjx45UVFTg4+NDTEwM7u7uHD58mNWrV/PKK68wbNgwAPLy8li6dCkmk4m4uDgGDBhgu9+mTZtIS0vj+eefJzo6Gj8/PwByc3PZsWMHXbt2xWQyERsbS6dOnaipqWHVqlUYDAbMZjMhISEMHDgQgPT0dIqKivD09ARg8uTJFBQUsGbNGiorK4mNjSU8PByAhIQEnnvuOVtx8H73NBqNfPjhh3To0AGDwUB+fj7u7u689tprtngfFyq0iYiISKtmsViIjo6moaGBjIwM27KKvLw8Pv74Y5KSkpptu3oRERH5fmuJQps82fSONhEREWnVnJyc+MUvfkF6ejoHDhzghRdewGg0snz5cubPn28rsplMJj799FNOnToFQE1NDeHh4cTFxeHk9H9fqSwWC5mZmWRnZ1NTU0N5eTmDBw9m2rRpAPzqV7+ipqYGf39/EhISWLVqFXl5eRgMBpKTk/Hy8mrxZyAiIiIizUPvaBMREZFWLzIyEkdHR7Zv387NmzdJSkoiLi7OVvSqrq5m+vTpuLi4kJyczJo1a3jvvff47LPP2L17t62fa9euMW3aNPLy8liwYAHr1q2ja9euuLu7265Zs2YNP/rRj3B0dGTLli3ExcXx1ltvYTabbcswREREROTxpBltIiIi0up5e3sTHh7O4cOH+f3vf0///v3p3bu37fyyZctwdXXlt7/9re1Yu3btAGy7bVksFubOnYuPjw9vvvkmcOudK0VFRURHR9va+fr6UlpaSqdOnZgzZw5t2rQhODgYi8XyRO24JSIiItIaqdAmIiIiArz88sscPnyYtm3b8utf/9p2/MqVKxw8eJApU6bQ0NDApUuXOH78OBkZGQQGBvLzn/8cgMzMTIqLi0lMTLS1LSkp4caNG/Ts2dN27Nq1a1RWVjJu3DjatGkD3NrSftCgQS0zUBEREWlSWFgY89LSHrl9cI8e+Pv7N2NE8rhRoU1EREQEbEWviIiIO47n5uZitVpJT0/nL3/5Cx4eHnTv3p1JkyYRERFhez/bzp07CQkJoVOnTra2BQUFGAwGfH197zgG0Ldv3//2kEREROQhfZyaysepqfYOQx5jKrSJiIiI8H8FsB/84Ad3HC8vLwdg7dq1eHh43LOt0WikqKjoju3rAU6fPk1gYOAdS0L//e9/0759ewICApozfBERERH5HtBmCCIiIiJAfn4+BoMBPz+/O44/9dRTAFRWVt5xPCsri5KSEgCqqqoAcHNzs52vqanh888/JzAw8I52BQUF9OjRA0dHfQ0TERERedLoG56IiIgItwpgPXv2vGtDgueff5727duzdetWrFYrAF988QWbN2+2LQn19fWlY8eOHDhwgPr6ekwmE3/84x8xmUx3vJ8Nbs1oa1x8ExEREZEngwptIiIi0qpt2rSJsWPHUlRURF5eHmPHjsVsNtvOd+rUiQ8++ICzZ88ybtw4ZsyYQU5ODosXL7btPNquXTvmz5/PxYsXiYqKYu7cuQwYMICbN2/yySefkJWVBdzaobSkpOSu5akiIiIi8mRwsFqt7wHz7R2IiIiIiIiIiIjI40wz2kRERERERERERJqBCm0iIiIiIiIiIiLNQIU2ERERERERERGRZqBCm4iIiIiIiIiISDNQoU1ERERERERERKQZqNAmIiIiIiIiIiLSDP4Xip1Ku3rkJlYAAAAASUVORK5CYII="
What is the smallest value of ODA received at position 3.0 ?
40022550000.0
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1,373
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"
What is the maximum difference between Montenegro and Venezuela ?
0.0
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1,374
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"
What is the maximum difference between 1990.0 and 1991.0?
0.07
42384.png
1,375
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"
What is the median of Equatorial Guinea?
50.9
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1,376
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"
What is the difference between the maximum of Puerto Rico and minimum of Saudi Arabia ?
-310000000.0
86099.png
1,377
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"
Which two x-axis labels of Burkina Faso have a difference of 35552.0 ?
Under-five, Infant
68402.png
1,378
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"
Which x-axis label is second highest for Capital account?
2011.0
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1,379
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"
What is the absolute difference of two middle values of Argentina?
981000.0
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1,380
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Sum up the medians of all the data series in this chart
nan
142585.png
1,381
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"
What is the sum of the second highest and second lowest value of Cameroon?
24.57
8852.png
1,382
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"
What is the average of Solomon Islands from 2004.0 to 2006.0?
92.67
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1,383
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"
What is the ratio of the two smallest segments?
1.0
two_col_5884.png
1,384
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"
What is the ratio between red and blue?
0.78
OECD_YOUTH_NOT_IN_EMPLOYMENT,_EDUCATION_OR_TRAINING_(NEET)_ARG_BRA_JPN_POL_000009.png
1,385
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"
What is the value of Trinidad and Tobago in 1990?
12.33
OWID_Line_97703638005062.png
1,386
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"
What is the sum of two middle values of Natural Gas?
0.35
85500.png
1,387
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"
What is the sum of the maximum of Bhutan and minimum of Luxembourg?
197.5
66810.png
1,388
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"
Which x-axis label witnessed the smallest value of Fiji?
Ages 15-20
47484.png
1,389
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"
When did Food and tobacco peak?
1984.0
79900.png
1,390
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"
Which is the second largest bar value in the graph?
43.46
OWID_Bar_26282467018318.png
1,391
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zpySF7PMMAACAw0ODneOkRYsWNW4XFBTUaWLTb775Rna7vc51TJ8+XatWrar1m+6CggLNmzfPr4u5PecyiIiI8P7b5XL5XVtycrIuv/xyffjhhzJNU1u2bNEXX3yhL774Qn379lV6errPAVH1RdHeqqqqJKnGMKcvvvhCM2bMkOTpKVHdbuvWrRo4cKB+/PFHLVq0SKZpatWqVVq1apXee+89XXfddbr44ot9auOL6jk09uRrnXu+3ns+9z3PT6CtX79ed999t8rKytS/f3+NHj1aW7Zs8c7lUN3b40Cq5+mRPL1Wavv3nq9DtdpeL0k655xz9Pnnn0vyvN/79++vmTNn6oEHHthvHXs+xmOPPSaHw1FjoubNmzfXul9t7zW32+39d4cOHdS+fXutW7dOCxYsUFFRkX755Rd17tzZ8jlY2bt9cXGxysvLvbf9ef0OVPfeqi/09/wM7jmJbfVqXtXHKC4urvEeuOKKKyTVfF9YvaZ7/i7xpTZ/1fa6f/vtt96hVNdff70uvPBCffHFF965k3x9P/viQL+fQvF5BgAAwOGjwQYnrVq1UnJysncekaysrH3CFMlzoVdUVOTzxbY/3G63Zs6cqSlTptT4lnPJkiW66667JHmGTfgTnOzZQ2XPC4vqb6X3XBp5T3te7O1p1KhROv/887VgwQL98ssv3uE18+fP17Jly7zDNw7WnkOlBgwY4L2o21N8fLwcDofGjh2rtWvX6qefftKCBQuUmZkp0zT12muvafDgwYqIiDhgmz0vYq3U9lr5Wueek6LuOU9C9TAJXx5Lsj4vtVmwYIH3sYYMGeLtueSvPXsg7Pl+2vPftQ1ts3oO7du3V8eOHbVmzRotWrRI8+fPl8PhOOBEt3s+xs0336xjjz3Wp8fzxcCBA/XKK6+ovLxcc+bM0Y8//njAYTq12buG6OhohYeHe89bRUWFN8w40OsXbNHR0XI4HN7fC+PGjdvnwr+2gKQ+1HYuv//+e0meMGjo0KEHdb4P1p7ny5fPMwAAALCnBj1U55prrvH++6uvvtrn/l27dmn8+PE1VpcIpJ9//llt27atEZpInpU+qv9Q//3337Vp0yafj7ln9/k9/109nn/Pb3arJ9eUau/2vmbNGmVkZCgxMVGDBw/Wo48+WmMlitq+Na+rPQOY/Px8JSYmen+qVwFxOBz6/PPPNXnyZHXo0EEjRozQSy+95B0uUVlZqaKiIp/aBLvO1NRU70VoTk6O99v56jk79ubPebGy537VF+vFxcW1tt2zZ0J1bStWrNCaNWt0wgkneO/Lzc3d59+GYdRo44tBgwZJ8gzzefrpp73zsOzPnq91cXFxjdd69uzZmjt3rl817On000/3XohPmTJFK1eurDHspq4Mw1CvXr28t6tfM9M0vZ/Hpk2b1pgnpb7YbDZ1797de7uysrLGa/rGG2/UOoTIF/t7P9VVdShht9u958qf9/P8+fNrvH8Phr+fZwAAAGBPDTo46du3r2666SbZ7Xb99ttvGjdunLZt26by8nKtWrVKDzzwgNq0aWO56sfB+uqrr9SvX799ttvt9hoXcbWFOlZmzpyp3NxcrV69WosXL5Yk9ezZ03vBFBsb610OdeXKlcrPz9fSpUu1evXqfY5VXl6u+fPn65tvvpFpmqqqqvJ25Y+MjKxxEXawunXrppNPPlmSZ0LM6slsc3JyNGHCBO/8D4WFhZo8ebJ38tLCwkLvPARpaWlq3LixT22CXWdUVJT3fVNUVKRnnnlGs2fP1nvvvVfrcf05L/urrdqcOXO8IVJtEhISvBeCubm5Mk1TL7/8sjIzM3XuueeqU6dOkjzDJUpKSrRhwwYtXbpUkmd1nD3n0vHF6aef7u3dUFxc7FMvqsGDByspKUmSZ1hUdYi0ZMkSffDBBzWWfvZXkyZNvAFHdna2Tj755ID1trj22mu9PbymTZsmt9ut77//XkVFRbLZbLr11ltD1nti1KhR3qEm7777rkpLS+V2u/XRRx9pyZIldZ7cdH/vp7qqXgq4rKzMG4JU90LZ256rmOXm5io/P1+PP/54wHqE+Pt5BgAAAPZkmKaZLmlMqAs5GNnZ2fr888+1dOlS5ebmymazqXnz5jrllFM0ZMgQ7ySL7733nt5888199o+Pj6+x5Gc1q/bDhw/XDz/8oC1btkjyfBu/53Kazz//vHe532otW7asseRntWeffVbTp0/33r788su1ZMkSZWVlKSYmRv369dO1115bY/6WTZs26bnnntPq1asVFRWlAQMGqKioqMZx7rnnHnXr1k2TJk3S2rVr5XK5VFpaqsjISB111FEaMWKEjjrqKH322WfeOQeq9e7dWz179txn+2WXXaYtW7Zo3rx5NbY/9thjOv7441VZWamPP/5YM2fO1JYtW+R0OpWQkKBzzjnHuyzvokWL9Nlnnyk7O1tlZWUqKSlR48aNddxxx+mqq65SkyZNfGpTm7Vr19boUVPtiSeeUM+ePb23falT8vQymDx5sqZNm6adO3cqOTlZw4cP16OPPipJOvXUU3X//ff7fV7mzp3rnWS12nXXXadLLrlEb731lr766isVFxerc+fOGjhwoHeeCMlzMTpu3DhJnlDk7bffVm5uruLj43X00UfrzjvvVFhYmMrKyvTBBx9o7ty5ys3NlWEYSklJ0QUXXODtLeLr61Xtqaee0rfffqvjjjtOY8eOrfUc7C0vL09vvfWWFi5cqN27dyshIUGtW7fWsGHDvD1S0tPT93k9HnvsMY0dO7bGkCnJE0JWBwc//PCD91w888wz3lWorI553XXX6Y8//thn+56vabVt27bpnXfe0aJFi+RyuRQeHq6uXbvq8ssv904E7W/dl1566T69pR5++GE9+OCD+9T55Zdfen+/VPvkk08UFxenzMxMvfvuu1q+fLnKy8vVpEkTdenSRVdeeaU3gLjwwgv3eazx48fXWGJcko466ii9+OKLkvb/ftpbbb83pJpzRhUVFem5557Tr7/+KpvNphNPPFHNmjWrEVYMHz5cV199tbe+2bNnq6ioSE2bNtW5556r448/fp/3aGRkpMaNG7fP9qOOOkoDBgzQf//73xrbL7vsMv3zn//0+/MMAAAAVDssghOgvmzevFlXXXWVJM8KSqNHjw5tQfXozz//1L///W/dfffdPg3VAQ51R/LnGQAAAL5r0EN1gGB6/fXX9dlnn9XYVj0ZsSR17ty5vkuqdzt27PDO7dGuXTvFxMR4hzoBDQmfZwAAANQVwQlgoaKiQp988omys7MlSVu3btU777wjyTPXyplnnhnC6urH7Nmz9eqrr0qSPvzwQ5122mks4YoGic8zAAAA6oqhOoCFX3/9VVOnTtXatWtVUlKiyspKtWzZUv3799ell14asqVf69P8+fM1YcIEuVwudezYUQ8++GBIluIFDhafZwAAANQVwQkAAAAAAIAFhuoAAAAAAABYIDgBAAAAAACwQHACAAAAAABggeAEAAAAAADAAsEJAAAAAACABYITAAAAAAAAC45QF1AXFRUVuueee9x33nmnO9S1AAAAADhsuRMSEsLDwsJCXQeAEDJM00yXNCbUhfjD5XLJ6XSqqqoq1KUAAAAAOEy5XK5yh8MRHhMTE+pSAIRQg+xxUs1mY6QRAAAAAAAIHpIHAAAAAAAACwQnAAAAAAAAFhr0UB0AAIAtFRX6uahYvxUXK9pmV5+YaJ0WGyO7YYS6NARIVlm5FhUXa2lJieLtdvWOiVH/2Bhxhg8ff5SUaElJqf4sLVWSI0wnxETrxJjoUJcFAJIITgAAQAP21PZcvbJjpzZVVKrM7VlsL8ZmU6LDodfattbpsbEhrhAH654tOfp4d742VVSo3DQlSbE2m5qHhenjdm10bFRUiCvEwRq1fpNmulzKqaxU5f/OcSO7TS0dYfo+rb1asqINgBBjqA4AAGiQbt20WQ/nbNfasnJvaCJJRW63ssvLdeG6bH1VUBDCCnGwhv6VrRdzd2pdebk3NJGkQrdba8vK1H/NOi0rKQ1hhThYvddk6oO8PG2sqPCGJpLkqnJrdVmZuqxcrQ3l5SGsEAAITgAAQAP0+NbtemvXbrncVZZtXFVuDc/ewIV1A3XTxs2aXlCo4j1Csb0Vuqt04pos5VZW1mNlCJRz1/6lxcWlKt3POc6vcqv9n6vqsSoA2BfBCQAAaFA2lJfr1V275KqyvtiqVlDl1nUbNtVDVQikn4uLNd3l2u8FdbUSt1tXr+ccNzRT8wq0pKS0Ri8Ta4au2bAx6DUBgBWCEwAA0KAsKCrWpvIKn9v/XlqirRX0SGhIZhW4tKHM93P8tcsVxGoQDF8U5CunwrdzXCVTn+Ux7A5A6BCcAACABuXnoqIa810cSLhh0+KSkiBWhED7pbhUbvl+juNsNi0p5hw3JL/7OYTOLWk7Q7IAhAjBCQAAaFAibHa/2rtNU1E2Fq5tSOx+nq5y01SsnT9rGxTTv5Nc5HarkY1zDCA0+O0DAAAalL4x0Yr04wKqzG2qV3R0ECtCoJ0aGyOH4fuFdaWktIiI4BWEgOsb699nMtHhUBTBCYAQ4bcPAABoUM52NlITP3oXnNYolm+qG5iLGsepWZjDp7ZhhqHL4+OCXBECbUSTeLUMC/OpbZTNpqubxAe5IgCwxl8RAACgQQk3DP23dSufwpAww9Bn7dvWQ1UIpFZhYbq7WaJifDjHNklvtkkOflEIqOOjo3RpfJwijQOf4yZ2mx5r2aIeqgKA2hGcAACABmdI4zhNaNNKcQ7r+U7CDEOZXTr5dPGNQ89tiU31fy2ay2mv/RzbDUOGpNzuXeq3MATMc61a6pqEJnJafEbDDEPNHA6t69q5nisDgJr4SwIAADRIV8THa1q7FB0dFaUow6ZYm03RNpsiDJtOj43Vju5d1DY8PNRl4iDc1TxRb7dprU4REYoybGpk95zjcMPQ2Y0ayX3s0WpkEaygYfhvcks93bqlUsLDFW3Y5PzfOXYYhi5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"
Which two x-axis labels of Middle income sums up to 6.77 ?
2010.0, 2006.0
14899.png
1,392
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"
What is the sum of the average of Romania and the average of Senegal ?
0.84
57893.png
1,393
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"
Sum up the medians of all the data series in this chart
91.08
30487.png
1,394
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"
Which x-axis label has the minimum difference between Register a business and Register a property
2005.0
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1,395
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"
What is the maximum difference between 1981.0 and 1980.0?
-0.1
29937.png
1,396
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"
Which label contains smallest values across all labels?
Ores and metals
36514.png
1,397
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j1imMrujr62twqGygvjnf999/LyYJy5cvb9Fw7+bqs9aWPD09MW/ePKxYsUJnxL3k5GSdZpCmTtvYukyhPdBJa3l7e2PRokVYs2YNYmJixONmzZo1ZlsHERERUWdilkTqwIED8PX1bfJietKkSeLf2iOyWaLDhw8DqK8xMvXZSaZavHix+PcHH3zQ7PRr167VadL3yCOPAKhvVrlly5Ym501PTxf7Lz3zzDMGp8nJycFrr72GixcvYvXq1Vi0aJFJCcCgQYPE4eoNDRwiWL16taQJ95YtWxo00RRG4hMSJKEZpCnTNmXQoEFi4nz8+HGD0wjlzX3fjBUbG9tgPw8aNAhRUVHw9fUV+2wRERERka5WJ1Ll5eXYtGmTOJpYY7RrVwyNbiYV4c67fjzl5eWNPvtKoD+8eHl5Oa5fv27W+IYNG4aHHnoIQH1tXmxsrMF9V15ejvXr16OkpERngADtwQ4SEhIarQXKyckRax+0n0WlLT09HStWrMDixYsRFRXV4pq4BQsWAAA2bdpksKYmJSUFJSUlbVbTZ6w1a9YYTOacnOof9KZdI2TKtE0RRsoz9B0pLy/H1q1bAegm2K3VWILu4uIiJr1ERERE+vx8esHPp5dJ80ydMELnnyVrVR+pnJwcfPrpp+IgEiNHjmy0c7r2BXN2djYSExPx4IMPihfL2kOjnzp1SqdZmfa8V65cQXl5uVgTVF5eLtYGXL9+HTk5OTp36q9evSr+nZGR0SC+KVOmID09HRs2bIBMJoOPjw/y8/Oxd+9eBAQEIDs7G0qlUme5wjxnzpzBli1bEBgYiPz8fPz+++/iPOnp6QgMDISnpyc8PT1RXl4ujkSnVCpx/vx5ozvy33fffZDJZPj444+Rnp4OpVKJyZMnw8vLS9wHW7duhVwuxyuvvNJg/vHjx+ONN97AqlWrEB0djZCQEIwZM0bsr5Samio2VWysT0x+fj7WrFkDV1dXbN26Vbyg12fMCHXz5s1DXl4ekpOT8eabb2LBggXi6HEZGRlIT09vsB1NHR/ayWFqair69u2rc3wIya2h40P72Vf686rVarzyyit48sknxX1y6tQpbN26FSEhITrLMWXaptY5bdo0qFQqbNiwAcuXL8fzzz8PT09P5Ofn44MPPoBarcazzz7boNmldo1YRkZGk/sgPz9fJ0k9c+YMli5dioULF2LQoEEoLy8Xny9l7IiDRERE1PUk/OdlAA37KTUl5ev3sOf2sOburs4YOWQAVq7dhGUffNnss6ki7p+NlAMnDD43SgpWGo1G05IZt2zZgoSEBIPv6Q8i8OCDDza6nGeeeQaffPJJg/Lx48cjKioKsbGxBkfBi4mJQUZGhsEYIiIiMG/evEbXqx/fli1bsGnTJqjVari5uWHBggWYPn06du/erbN8Ybn68/j6+kKhUGDevHkoLy/HBx98gDNnzsDX1xeLFy+Gvb29wRHqtJdnjPz8fOzevRsnT54UkzI3NzeMHTsWY8aMaXZQAOEC+fDhwzr7dPz48Rg3bhwmTJjQaFPF8+fPGzXKnikDSKSnp2Pv3r1iLL6+vpg5cyamT58uxtHYeps7PjZu3NjoMSrs9+bmBQAvLy9s2bJF3N9BQUGYN2+ezr42Zdqm1qnt/Pnz2LFjB44cOSIel2PHjsWsWbMaJOBNHefG7IO5c+fiypUr4iAZAMSBYzhqHxERUddhNWCuSdMLtVGmJDaarK0663F3dcbK1yMxcsgAjA55rsl5U75+D0tXfWG2h+zOmTQGv66PafH8LU6kiIiIiIio8zA1kRKeG5Vy4ATefGEhVq3bjPD7ZsHd1Rk/bk8z+Jwn/URKcGnfeqxctwkr127CtIl/NPsTljN1wghsjn8DS1d9gWNnsrDn4An4+fRC+H2zdaYzRWsTKbM+kJeIiIiIiLqGaRNGYNrthGfpCwux8vVIqItLYQVg91fLTeo/tXlbKsJmB8PPpxdWvv40Ll+7CXVxqbic6RNHwN3VGaODBmL6xBHw8+mFlK//g8vXbuLytZs4mvyRyf21Wstsz5EiIiIiIqKuK+H77WKzu7A5CowKGmh0sz+hf9Slqzcx6k/PiuVhs4MxKmgglq76Am++sFBnHdrPiIq4bzbC5iiwcu0mc21Os5hIERERERGRWRUWlWDUkAHYvC21+YlR39+qsKhU/Pue2cHw69sLI4cMaHQ5+tOZq++Usdi0j4iIiIiIJOPu6ox7Zgdj8/ZUhM1RYHP8m7h8LRerEjbj+Nksg/MYO11bYiJFRERERESSuGd2MHZ/tRx7Dp5Ewnfb8eLiMGzelorN21JRWFSK/n0b9ntyd3VG2OzgZqdra2zaR0RERERE7UaT9cfzSI+fzcLmbalYuuoLAMDKdZux8vWnMXXCCKiLS8VnTgHAqnWbsWn1G1AXlyHi77FI+E+UON2P29PafTs4/DkREREREZk8/Lml4/DnRERERERE7YyJFBERERERkYmYSBEREREREZnIbINNREdHQ6VSia9DQ0MREhLSqmXGxcUhMDCw1ctpqczMTMTGxiImJgYymcxs8QjLjY+PN/h+XFwcZDIZwsPDW7WOdevWISbmj3afKpUK0dHROtNFRUUhICDAYAxKpVJ8LZfLsWTJkibXmZiYCJlM1q6fV3JyMjIyMpqNrTmRkZGN7ou2Jnx3ZDKZzufVXhITEwFAPN7M/b2T4nss5eep/T1TKBQNvsfNvW8u2ueZ5s45aWlpSEhIAABEREQgODi4Vetuzf6X+vvQ2en/rlmytLQ0JCUlSX6cREZGmuV7o7895vp9M4ZwXmrP48Ic1zpkfqccM6QOoV1pal1aNX+rEynhy6d/EomMjIRKpepUXxBzncwCAgIavaAxl3Xr1uHll18WXwsXStonSeEHVfuzEz5PhUKhE2NiYiIiIyObjDs8PBzR0dGQy+XtdgFrrovztv48GpOZmQmVStUpLmo6Eqk+T6D+u9ZUEtDc++ZiynkmLS2tTZM6Y/H7QPQHqW4iE3UlLk4OrZq/1YnUihUrEBoa2uBOTExMjHhBLlxUN1XLkZycDJVKhdTU+qcWR0VFidNFRkbqLFf7BzYxMVGcB9C9gBLuhCclJYllzd0l1Y5RoVA0eE/7zrr2XVztZWsnI8KFiTCtsF3ad4eFhAYAZDIZvLy8dNarX5PUXG1fcnIy5HK5uJ9UKpW4bu19FxAQgIiICCQkJIifX2JiosHla9dWNJVQhoaGIikpqclpmvrMhDtwAMTPISIiAiqVSvwctfer/h077WNFvxZN//jTXq/+HfTWHFfan6ewTwx9XtrTRUdHIzQ0FAAafA8CAgJMjicmJgaJiYk6+9DQ3VLt5SqVSp2Le+19qf+9aSqexjT2Pdb/XhmqCZbJZOL64uPjERkZKR5rhmLQ/jyNOQ9o16gLy21qmxrb/uTkZHE9hmplGnu/qf3Z3PHU2DHfXC2UQPt7kZqaKu5f7diTk5ORmpqqc3xo77Omaqxb830ICQlp9DwrxGXo+6Kvtb8Tzc2vf3waOmcL5ylDd+Hj4uIQGhra6G+T9mcsLE/Yh8bE39TvmiFNbW9zn4cp5++WLM/QcREZGWkw+W4sHuFc2Njx01RMwnza22NondrfB/0aK0PLz8vLa7A9aWlpOstq6lpA+P5onxeNaUliCu3tFuhfxzS1/uaudbQZOn/pf3ea+k0HjD9HEbVGqxIplUoFlUpl8AJNJpM1qNEAGn7p0tLSxPlTU1MbnLCSkpLEsuTkZERHR4vLEC4UtV8LVdPa8wsn2OTk5AbN3bTFxcXpxKjfDE6bfg1PWlqazsVfVFQUYmNjxUQyISEBERERCAgIQGZmprgcYT/on8CFk7Nw4tTeL0JcjSVTqampWLx4sfg6IyMDMpnM4I90cHCwTm2UUqls9K60QqFAbGys2OzGkODgYCQkJDQ6TWJiIlQqlbiP09LSGtR0KZVKREREYMmSJUhOThb3h/YFinaCLhAuRoT9Eh0djeTkZISEhCA5ORkAdI6VxpLC1h5X2p+nEK+hWrqAgADxONFelv73wNR44uLixFriJUuWiMeUoe+p9met/XdT22fMZ6ivqe+xMYQL/MbK4uLikJiY2Oix29T2xMXFwcvLS3ytf9Gqr6nPQzj29JMOgaH3m/t8mzqemjrmjdXYxX1ThO+gsJ6mvk+t+T40d54V9mVTN8iMOV5be7zrH5/aiaBwjpfL5QD+OEcK+1qlUiEvL6/R+LWXBfxxMRscHCzug+aOb8C43zVhe/WPR+GzFT4P4T1Dv0+mnL9NXZ6wL7V/t5pr2qdUKhEaGqozv5eXl7h8/eOnuWNO2P/a+8cUjS1fWF5j26Pf+kd4LZPJdM7t2sdqZGSkzjVWawjNDvVvWOmfdxtbf3PXOqZq7jfdlHMU6erzz6VSh9CubHp7t2r+ViVS+fn5AGBUEwz9H2hDPxqGLva1L5hDQkKQmpoqfjGFE6D2OvRPHAqFQoxPLpc3uJsiEJII7RNYaGiozl0jbWlpaQgNDRWXHRwcjLS0NCQnJyM8PBwBAQFQKBRYt24dvLy8IJfLDZ7MUlNTdbYxODhYJ0ahyY32fhHu+Bi6WBKSW09PT52ypu78CJr7PIUY8vPzm/zM5XI50tLSDManf4EpbK/2Z6b9wyB8ZsKyZDIZZDKZwQuPvLw8BAYGiq/1+4dpa+qCsTXHlf569G8oGEP/e2BqPIGBgcjLyxPfE/ZJUwmwvqa+N8Z8hoaW19j32Nh49Ak1eED9Ngp3nk3ZHkPfe6GWtjHGfB6maGp52scz0PB4auqYbyvCjSDt73dISIhO3yZBa78PzZ1nhWU21crAmOO1tce79vEpNN0U9o/wWyDsCyGRyszMREBAADIyMpq8mNT/TA39jplyfDf1uyZsr/7xKMSelpaGiIgI8T2ZTAaFQoHU1FTxMzDl/G3q8oz9DdJm6LPQX7728dPcMZeamqoTs3A+M5ah5QuJUXPzaV9HyGQy8VpA+7yj/b2Uy+XNLtdY2smr9vL1Nbb+5q51TNXUb7op5yhqyPPPi6QOwaKYbbAJYxmqGhYYutjXv5Dw8vISkwUAOgkD0PDEYegLY+iLZCiJ0F+3Nu0LVe3ptS/mhAsioc2/ISqVqsF6tE9OGRkZUCqVRp+ohdqn9jhRCCcl/aY6MpnM4MlbOLkZuiOqPb0xSZ8hwgVCUlJSgz4owklUqG1orA+GOY4roeYOaNlgAtrb35p4WqOx7RO+J819hvoa+x63Jh794yQvL8+k+bW3R/v9po4/Yz8PYzW3vOaOp6aO+baiVCqhUqkM1tzpX+C29vtgzHm2ueZBQPPHa2uPd/3kUT8m/XOiQqGAUqkUkwntmwKN0W/GpL/8puI39netseNRmF+pVEKpVDZIxLR/s0w5f7d0eU3V4OnTv9iXyWRNHj/NHXP6n6+pv7eGli8spymGrlsMJdX605grkRLoN9XVvwnQ2Pqbu9YxVVO/6aaco4haq1WJlHCybSzD1y7XTqC0q32pea0dAVG4A9gY4XNq7vMULko8PT2RlpYmDmZhqGlDUyfvthoIQPvOnnCCFS7ctO+ER0dHi00i2uLCMzw8HOHh4WLTBeEOpjmaV3QUUg7m0NU0dTw1dcy3JVP6G3SE70Nrj1dzH+9Cn6bg4OBmkwIhgZLL5TojMErF3KNhSjW6JplG+7jT7n8qleZ+09knitpLq54jJZPJxGZchgjt9QGIP56m/iDpX5Dn5eXp3AES7rgJlEpli+42CEmEdv8l/WVrM3RHXagNEsTFxUEul0OhUDTajlr/7hjQ8E5nU02WjCFcaGlvmyAzMxPR0dHIzMwUP0/hM9OXmpoqDmKh3T7f0N1UQ5+BoX3cFoQTbEREhME7uDExMYiJidGp2dSeFzDPcRUcHIz4+HgoFIoWf4bmPs5bq6WfYWPfY6lp3zwQGFOzZa7Pw5TlNXU8NXfMm5NMJmvROlryfTDmPNuU1p5zWjK/oRtX+tsgnJOF5lqN0W6a15KLQlN/1xo7HrXfN+fxZe7lGaK/75tr2tXcMWcoZlNqfUytjRcYaunRnr8DQtO8+Pj4FiW+zV3rtIb+b3p7HFdEglY/kFdoo6t/8R0ZGQm5XK5Tk6L9pTH2TkZSUpI4nzDCjna79HXr1onTCs8xasmdTqEJinY1ufay9Qnte7XbjiuVSp0R/YSBG8LDw6FUKg0mnCEhIVAqleIPnTCf/vva+1fojG5IYGCgwQQhNDQUsbGxBge60B4tSmgDrp/4CaM46f+Yr1ixosFJtbEfKv1mPsK0Qn+Q1oqMjNTZTxkZGWITjLi4OJ1jTjihG4qzNcdVZmYmIiMjdfZza3/szHmct1ZLP8OmvscymUyn6Wpr2s2bSrh5oH28N9V/BDD/59HU8po7npo65lujqc9EuImi/X0SBmDQP++09vvQ3HnWmO1ozTmnJfMLSZLwuWRmZhpsmi00yzKms712YmNKbZSpv2sAGkwvfLbAH7/32p9ndHS0yQMuCMy9PEO0f3uFz6Kpfd7cMac/Wqh+rMJFvPb5ztDyBcLx1FyyHhwcrLMtwkiIxjQLNRft73dycrJJyUpz1zr6hJsA2p+d9vRN/aabco4iaq1W95ESnlUSGRmpc3LQb17y8ssvIzo6WpxG6KyZkZHR5AVIaGioTtKgXaMVHh4uPt8IQKubaoWHhyMuLk5cntAp1RAhZu3YhDa6mZmZ4ih9wgWD0IHdUNt5YaQq4bX2HUphm7T3nVwub3Q7hdo6/f0aEhICuVze4EdYv4mNcGdbez8I69Qfplx7GGf99smNNS0SypsaWrul9PeT9vGwZMkSnfbUwvSNxdjS40oYUl6/DXlrmmaa+zjXJ1wo6ndKbyoewLTPsLnvsfZn0x61Ktr0jw39CyV9bXHeaWx5zR1PTR3zrSGcr4XzX0RERIPh9fW/T4ZaG7T2+9DUedZYrT3ntGR+/c9FGP5cmzHN+mQyWYP9Jyy7ud9O7fiN/V0Tptc+HoE/PlthfcYMZ2+M1i5PGLijseHPgT8SVuEGSXOfXXPHnJAoa+9P/fkzMjLE+bUHltBevqHjSRjhV9gebdrXAi19eLYxD8o2dJM2JiamwXlaoVAgNDTU6P7bzV3rGJpeuG5KSEgQW/cImvtNN/YcRdRaVhqNRiN1EGRewrMnpHi4ZlpaGtLS0tg2mSyWMMxvewzcQF2DUGuhP7JYamqq5A9B7swMPdOJiMicWt20jzoeoQmAFFXY7d3UgKg1DDXTaq7fClFTDDUhSk1NbTBiWXNNzIiIqONr9+HPqX0sXrwYK1asaNe76omJiQYftEnUUek3HwFaNmQ9kUC/aReg2wSrqYcSExGRZWHTPiIiIiIiIhOxaR8REREREZGJmEgRERERERGZiIkUERERERGRido0kYqLi2vwMLqOTKp4hZHDGhtlT3iopTkY8+C/xghxtHQ0wNbOT0RERETUUXDUPi0d9VkTwkOPiYiIiIioYzBLIhUdHS3WMsjl8gYJSVNPhNevadF+qnlcXBwCAwPFp8Mbml973aGhoUhKStJJOhITE3WevN1UQiKsT1i/dmyGtkuQmZmJ2NhYcf2GpheGvNXfTu3y6Ohog08qF5YfHx/fqnU1t73CsrWf4h4XFwelUgmg4RPcgeb3b3PzExERERFZolYnUsLzMITnrkRHRyM5OVm8OE9KShIvzJOTk7Fu3Trx2UbR0dE6F/nJyclISkpCcHCweCHf1PxxcXHw8vISX+snZYmJiVCpVOLFvfCgRGNqd+Li4nRi098uQ7TXJTzkMzg4WExshCRJeC2TyRAcHIyYmBhER0frJDDNMXVdLXlmSVxcHIA/kiPt5Axofv82Nz8RERERkaVqVR+pzMxMqFQqnYdXxsTE6NSoKBQKMTmQy+U6/WNiYmJ0EhO5XN5gHY3Nr1KpoFQqddYdERGhM29qaqrO+0KClpaW1uy25eXl6bzWj9UQ/W0RYk1LS4NcLhf3i0wm06lRaglT1hUfHw9PT0+Tlm9o/4aGhupM09T+NWZ+IiIiIiJL1aoaqby8PIM1KNplht5XqVQ65drNv5palvb8+fn5Dd738vIS/xYGVDBUC2LMYAehoaFISEhAUlISZDKZWOvVFP1YtZM+/ffkcnmrEilT1mVo+uYY2r+BgYHi383t3+bmJyIiIiKyZJIONiEkUHK5XKf/jzm1dJCG4OBgnaZxkZGRUCgUOjUs1Pj+benIgERERERElqBVTfu8vLxaPJS10PQrJiamRaPlCU3VtNev3RxPeL+1F/RC07iIiIhGa82MWYb+flIqlSbXErV0XS1haP8JtUyNvW/K/ERERERElqxViVRAQIA4CIQgMTFRHGTAGNoX16bURslkMsjlciQmJoplCQkJOu8rFAqdZQrPazKmj1RkZKTOdmVkZOg0HTRFcHAwlEqluF6VSoWkpKQ26TMkrEs7gREGytAnk8l0RtzTbmoo7D/tsnXr1jV4v7H929z8RERERESWrNVN+4QR5xobirsxMpkMEREROhfiwrIyMjIaDAFuyJIlS8RmdwAaDOAgNMNravh1Y7fL2H5ShgjzRkdHi8me9jDnQlLY2PDnLV2XoLHhz8PDw3X2n36tW3h4OOLi4sT3FQqFTuLV3P5tbv7k5GRkZGR02Od3ERERERE1xkqj0WikDsJc0tLSxOHSiYiIiIiI2kqrmvZJyVAzPWHobyIiIiIiorZk0TVSaWlpOv2iOKoeERERERG1B4tOpIiIiIiIiKRgsU37iIiIiIiIpMJEioiIiIiIyERMpIiIiIiIiEzERIqIiIiIiMhETKSIiIiIiIhMxESKiIiIiIjIREykiIiIiIiITMREioiIiIiIyERMpIiIiIiIiEzERIqIiIiIiMhETKSIiIiIiIhMxESKiIiIiIjIREykiIiIiIiITMREioiIiMiCbFaexejPPoH/h+9js/Ks1OEQdVnWUgdARERERMb727YtuFpUVP/3r1vg7eKK8d59JY6KqOux0mg0GqmDICIiIqKmKVV5iNm/F+tPHgNgVV+o0QBW9X9P8O6LsX28Md7bB2N698Hwnr0ki5WoK2AiRURERNSBHb6eg5j9e7HpdjO+Of4DcLW4CKXV1Vg2eTpc7e1x8NpVHMy5isM5OSiprgIAuNraYVwfb9zh3Rfjvfsiv7wcHx1JR2FFBd6fPRdh8iFSbhaRxWMiRURERNQBbb2QiffS9mP35YtwsbXFs2PH46UJwejl5NzkfEdvXMfh6zk4euM6fsu+jJO3cm+/o4FQkzXEywtnIv/WthtA1MkxkSIiIiLqQL49exr/2r8XR2/eQG8nZyyZoMAzY++As61ti5ZXVl2NQ9evIezbr1FYUVFfqNFgfuBgvDzxTkzp19+M0RN1HUykiIiIiCRWWVuD9SeO4z9pvyGzIB8BHp74e/AkhI8YBdvu3c2yjs3Ks1i6dzfyyssw1Ksn9l65jIraGih8fPFK8CSEBsphJfS9IqJmMZEiIiIiameblWexbF8KCirKMbWfH7ZfvIDrJSUY18cbrwRPwn1Dgto8qblVVoqV6Wn4+PAhFFZWYIjMC/9QTMKjw0bAppt5kjeizoyJFBEREVE78/swDpfVavH1nwYF4sXxEzHLf2C7x1JSVYXVvx9C7IH9uFlail5OToiaeCeeHtPy5oREXQETKSIiIqJ25vPfWFwrKgYABHrKoHzmeYkjqpdw4iiWp/6Gc6o8uNja4rlx4/HSeAV6OjlJHRpRh8NEioiIiKidTVj7KX6/mYO+Lq5YOfvuDjUUuQYaJGUo8V7ab9h/NRv23a0xtX9/ZBcVoay6mkOnE93GRIqIiIioHaVcvojpXyTgy3vuwyPDRkgdTpP2Z1/Bfw7sx48ZZyEMnd7byRn/p5iMgR4e8HP3wEAPDzhY20gbKJEEmEgRERERtaMRn34ERxsbHFj8lNShGK3vB7HIKa5vigiNBrDSHQijl5MTBnp4wt/dA/7u7hjg7nn7tTuOXM/Bsn0pfBAwdTrWUgdARERE1FV8cuQQTt7KxaHHI6UOxSQf3fUnLN27G4WVFVg5+26M69MXWYUFyCrMx8XCAlwoKEBWQT52XLyAm6WlenP/8SDg1/fsYiJFnQZrpIiIiIjaQWFFBQI+XoV5gwKQOP9eqcNpM+U11bhQUIBLtxOsN/buRFFlFYD6dOrdabPw6p2TpQ2SyAyYSBERERG1gxe2bcFnR3/H+edeQB9nF6nDaTfCg4BvlpXAvps1LhWp0d/NDctnzMFDQcOkDo+oxZhIEREREbWx8wX5GPzJB1g6ZTpemzRV6nAkU6fRYO3x3/Fayk7cLC3FBO+++GhuCMb28ZY6NCKTMZEiIiIiamNzvlqPU7du4uJfX4Jdd3ZRL66qxDu/7cGq9AOoqq3FI8NG4N/TZ8PH1VXq0IiMxkSKiIiIqA0lZyoRuvErfLPgATZl05NVWIC/7/gVPyjPwsHaGi9PVOBVxRQ42nA4der4mEgRERERtZHquloErf4QMgcHixruvL3tuXIJL/y6Bcdzb6KPszPenTYLESNHwQpWzc9MJBEmUkRERERtZMWBVPx956/4/S/PYFSv3lKH06Hp95/yc3WDtXV31NTW8flT1CExkSIiIiJqA7fKSjHwo5V4YMhQ/C8kTOpwLEZRZSVi9u/F8rR9EJ4/NbxnL5x48llpAyPS003qAIiIiIg6o9dTdqFOo0HM9FlSh2JRXO3s8O8Zs9HX5Y+BJ87cysVm5VkJoyJqiIkUERERkZmdybuFT48exmuTpqKXk7PU4VikD+/6E0b27IW+Li4Y4O6BBd99g0U//YDiqkqpQyMCwKZ9RERERGY39fO1uFRYiPPPvQCbbt2lDsfi1Wk0WJmehtdSdsLD3gFfht2Haf39pQ6LujjWSBERERGZ0XdnT2Pvlct4f/ZcJlFm0s3KCksmKHDiqefg6+qK6V8k4OktSSivqZY6NOrCWCNFREREZCaVtTUI/PgD+Lm7Y89jj0sdTqekXTvVy8kZ3yx4ABP6+kgdFnVBrJEiIiIiMpPYtFRkF6nxyd2hUofSaWnXTvVycoIi4TO8vGMrqmprpQ6NuhjWSBERERGZwfWSYgz6aBUeHTYCn/5pvtThdAnatVP9XN3wZdj9GNvHW+qwqItgjRQRERGRGbyyazu6d7PCu9NnSh1Kl6FdO+Vub4+J69bgjT27UF3H2ilqe6yRIiIiImqlYzdvYPRnn+A/M+cgauKdUofTJWnXTnk5OMLJ1hYVNTV4f/ZchMmHSB0edUJMpIiIiIha6Y618cgvL8eF516UOpQu73xBPoZ9+iEqa+prpUb16o2jf3lG4qioM2LTPiIiIqJW+OLkcRy+noOVc+6WOhQCMMjDE721HoJ8rbhIwmioM2MiRURERNQCm5VnMXLNx4hI2oQgLy+EBsilDoluWzn7bozs2QueDg64VVqKiKRN0ICNsMi8rKUOgIiIiMgSvbj9F1xWqwEAdbxG71DC5EPEflHrjh/F48mbUV5djQ33PihxZNSZsEaKiIiIqAXyy8vFv+26d5cwEmrK4pGj8cP9D2Pj2dOY89V6lNdUSx0SdRJMpIiIiIhMUFNXh/u++wbFlZXo5eiE/m5uWDplutRhURMWyIdg18II/JZ9GdM+X4fCigqpQ6JOgKP2ERERERmpsrYG8zd8hW0XL+C/d83DX8dNkDokMkF6zjXc9dV69HZ2xp7HHkdPJyepQyILxkSKiIiIyAjFVZW4++vPkXb1KtaGhiF8xCipQ6IWOKfKw9T1a+FoY4O9ix6Hr6ub1CGRhWIiRURERNQMVXkZpn++DudUefjh/ocRwhH6LNoldSGmrP8faurqsGvhYgyWeUkdElkgJlJERERETcguUmPGFwm4VlyEnx9eiOn9/aUOiczgekkxZnyRgBslJdi1MAKje/eROiSyMEykiIiIiBpxviAfU9b/DyVVVdjxaATGe/eVOiQyo8KKCsz4Yh0y8lX49c+LcKdvP6lDIgvCRIqIiIjIgKM3rmP2V4nobtUNOx4Nx/CevaQOidpAaXUV7vpqPQ5fz8F39z3EZptkNCZSRERERHr2Z1/BXV+vh6eDA/YuegJ+bu5Sh0RtSBiNccfFLHwZdh8eHjpc6pDIAjCRIiIiItKSnKnE/d9vgK+rG/Yuehx9nF2kDonaQU1dHR778Xt8c/okfFzdYN2tG96fPRdh8iFSh0YdFBMpIiIiotu+OHkcj/30A8b27oNfH1kEmYOj1CFRO3P9z7sorqoCAIzq1RtH//KMxBFRR2UtdQBEREREUtqsPItl+1JwpUiN/LIyTOnvh+SHHoWLrZ3UoZEEPB0cxETqsrpQ2mCoQ+smdQBEREREUnr6lyQcu3kD+eXlcLWzx9Y/P8YkqgtbOftujOzZC16OjigoL8e0z9dCXVkhdVjUAbFpHxEREXU510uKsfbYUfzv2BFcVBcAsAIAjOzZC8eefFba4KjD2HPlEu7Z+BV6Ojph26PhHHSEdDCRIiIioi6hTqPBLxcyseboEfycmYEaTR18XFyh8PHBqVu3UFpdhZWz7+bgAqQjI1+F2V8moriqEr88/Bgm9PWROiTqIJhIERERUad2rbgIa44ewdrjvyO7qAjdrazwp0GBeHL0WNw9KADdrdjTgZqWV1aGuV+vx8ncXHy94H7cOzhI6pCoA2AiRURERJ1OraYOP2UoseboEfx64TzqoIGfmzueGDUGfxk1Fr2dnaUOkSxMRU0NHvh+A34+n4G3ps7Aa5OmSh0SSYyJFBEREVk8YeS9vLIyjPf2RurVq7hRWgKbbt0QGiDHU2PGYc6AgbC63ReKqCU00GDJ9q1YmX4ADwcNw/p77oVNt+5Sh0USYSJFREREFs/vwzhcVqvF1/1c3fDM2DuweORo9HJi7ROZ18dH0vHc1p8xtV9//PjgI3Czs5c6JJIAEykiIiKyeB4r/oXCivohqge6e+D8cy9KGxB1esmZSjy86Vv4uLhi6yOLOKJfF8TelURERGTRfso4h8Lycjjb2KC/mxtiZ90ldUjUBYQEyJEa8SQKKysw5rNPcPDaValDonbGGikiIiKyWMdu3oAiYQ18Xd1w6PFIuNrxQbrUvq4VF2HOV+uRocqDr5sbNBrg/dlzOYx+F8BEioiIiCzSrbJSjP3fapRWVePwE5Hwd/eQOiTqoooqK9Fr5XJU1NQCAPo4u2BdaBju6NMXng4OEkdHbYWJFBEREVmk8Wvjceh6DvY89jim9OsvdTjUxekMeKLRAFb1I0T6urpiXJ++GNO7D8b18cYd3n0hc3CUMFIyFyZSREREZHEe/GEjvj17Gp/PvxcLh4+UOhwibFaexdK9u1FYWYHX7pyKHk5OOHI9B7/fuI4j13Nwo7REnLafqxvG9vHG2N7eGNunD26VlSLuYBoKKyrM1izwrX0peHPvblz660vob2AgDOF9zT+XtWo9Vu++2WVvZjCRIiIiIovyXtpveGXXdvwj+E4snzFH6nCIjJJTXIyjN6/j8PUcHLn9L6ek+Pa7GuD2M876ubrh8BOR6OHo1Kr1vbUvBQnHjwIAsv76ks57e69cRsRPP+CiurDViVRXZi11AERERETG+vl8Bl7ZtR3zA+RMosiieLu4wNvFBX8aFCiW3SorxZHrOfjz5u/E4fuvqAvR8/33MLZ3H8wdGIB5gwKh8PFt8Xr93T1wWV2oUyuVeOIoIkaOxpt7d4tll9WF8PvwffH1sinT8cbkaVh/4hjCkzYhMXQBFo0YBQB4Inkz1h4/Cs0/lzWokRrw4fu4qC4EAMzo74+dCyOaXL4lYyJFREREFuFM3i08/MO3CPLqgS/D7pc6HKJW6+HohLkDA7AuJExsFhg5ehyKq6rwy4VMxOzfi3f374WHvT3mDBiEuwcGYN6gAJNqq8JHjELiiWM6Scva40ex57HHAdQnUkKSo58QAcAbk6fhkroQ4UmbsGjEKOy9chlrjx/FJb1aLmGe6X7+yAoJE1+/tS8F4SNGwe/D98VkTFifn5u7mJxZIiZSRERE1OEVVJRj7tfr4WBjja1/fgzOtrZSh0RkNmHyIQ36RcVMn4WbpSXYcj4Tv1zIxK8XzmPDmVOwAjC6dx/cPTAATjY22Hj2dJN9qxaNGIUBH74vJlLrTxzD4yNH60yTeLtMu5/T0inTsXTvbrwxeRremDwNCcePijVRy6ZMb9Dvau+Vy7ioLhSTKKC+SeFldSESTxzDjP7+YtLU380dy24vn4kUERERURu6Z+NXyC4qwoGIJ+Hr6iZ1OETtopeTMxaPHI3FtxOf37KvYMv5DGw5n4F39++Fdt+qZftSGh2kwt/dA3uvXMaUfv2ReOIY3pwyXef9PZcvYdfli1h7u0+VIQnz78XUz9fC383dYJO8S4UF8DcwqEV/N/f6Gih33fem9ffXaVpoiZhIERERUYf2RPJm7Mu+gq/D7seEvj5Sh0MkmUm+/TDJt59YWzX00w+hKisHADQ1flx9876jmNKvP3Zdvoid/SKw98plnWk6Q5+l9tZN6gCIiIiIGrMyPQ1rjx/F65Om4uGhw6UOh6jD6OXkjM/m3YORPXuhv5sblurVMmlbNGIU1h4/arBZHwD4ubtjz+VLTa5v6udrsez2Ot7al2JgGR7iIBP6+ru541Kh7nsply8arMGyJEykiIiIqEPaffkiXt7+K+YHyPHW1BlSh0PU4YTJh+DYk8/i0l+XNPvsqRn9/RGetAnhIxomUm9MnoZdly/qJEhPJG8WB5x4Inmz2KQvYf69eHPvblzWS5qm9OsPfzf3BsuY+UUCwkeMwq7LF7H+xDEA9YNbvLl3d5PJnyVg0z4iIiLqcDLyVQjb+DVG9OqFb+59QOpwiCyekMwYenBufzd3XPrrS/D78H2x39KM/v7I+utLeGtfis4ofVP69cfjI0fD78P3GzyDKuuvL2GA3jKE4c+F5YcnbQIAneHULRUfyEtEREQdSlFlJUat+RgVtTU48sTT6OPsInVIREQNsEaKiIiIOoTNyrNYti8F51R5qKurw8HHI5lEEVGHxUSKiIiIOoS/bduCq0VFAAB/d3eM6tVb4oiIiBrHRIqIiIgkVVFTg3f378HVIjWEZ+K42tpJGxQRUTOYSBEREZFkvj17GlE7fsWVIjXu7NsPBZUVKK2usvjRvIio82MiRURERO3unCoPf0nejP1XszHUqwd+W/QE7vTtJ3VYRERGYyJFRERE7UZdWYHXUnbikyOH4GZnj4/nhiByzDh0s7KSOjQiIpMwkSIiIqI2p4EGa44ewT9370RBRTkix4xDzPRZcLOzlzo0IqIWYSJFREREbergtauI3PITjufexJ0+voifNx9De/SUOiwiolZhIkVERERmJTwPSlVeDn93d+y9chn9XN2w8d4H8cCQoVKHR0RkFlYajUYjdRBERETUefh9GIfLarX4+rVJU/DPO6fC3pr3b4mo8+AZjYiIiMyqsLJC/DvIqwfenjpTwmiIiNoGEykiIiIyCw00WJy0GeryCni7uMKmeze8O41JFBF1TkykiIiIqNVq6urw0A8bsUl5Fv8LDcPjI8dIHRIRUZtiIkVEREStUl5TjbCNX2PXpYvYwAEliKiLYCJFRERELVZcVYlZXybi+M0b+OmhR3D3wACpQyIiahdMpIiIiKhFcktLMevLBGQVFmD7I+GY3K+/1CEREbUbJlJERESdmPBMp8KKCrw/ey7C5EPMstzsIjWmrF+L/PJy7HnscYzt422W5RIRWYpu5l5gZGQkMjMzG5SrVCpERkaK/5KTk829agBAYmIioqOjddaZlpYGAEhLS0NkZCRUKhUAIDo6GomJiW0Sh764uLh2WQ8REZG2F7f/gmM3b+CSuhD/TNlplmWezbuFievWoKiyEvvCn2ASRURdkllrpIQEprH3QkNDERISAqA+4QIgvjaX8PBwo6eNiYkx67obwySKiIikkl9RLv595lYuwr79Gk+PGYe5LezLdPh6DmZ9mQBnW1ukLX4SgZ4yc4VKRGRRzFIjJdT8CDU9+pKTkyGTyXSSpoiICCQlJZlj9URERKSntLoKoRu+RHFFJfq5usHH1RWRY8bhbN4t3P3NFwj8eBVWpqehqLLS6GXuz76CaZ+vhae9A1LDmUQRUddmlhqp6OhoyOVyhIaGIjY2tsH7GRkZkMvlOmWBgYEAgMzMTAQENLwrlpmZidjYWERFReksMyIiAl5eXjplMTExkMnqT+aJiYlQKpVG1TYJcWvXYgk1ZQAgk8l0lpOWloaEhIQGMUVFRRncBqC+NkqpVIrL1o6ViIioLdwsLcGcr9bjsroQ+8L/gkm+/cT3NNDg58wMvH8wDS9t34rXUnbi0WEj8ML4YAR59Wh0mcmZStz//QYM9PDE7oWL0dPJqT02hYiowzJLIhUfHw8ABvtGAUBeXp6YOAmEZCIvL6/RJAQAYmNjxeUnJiYiISEBMplMLIuLi8OKFSta3UxPpVIhOjoaCoVCTKwSExMRGRkprkuwbt06nZi0Y9S3ZMkSsWnfkiVLWhUjERFRc87k3cKcr+r7/6Y/Htmg1sgKVggJkCMkQI6TuTcRdzAViSeO4dOjRzDZtx/+Om4C7h0cBOtufzRa+eb0STy6+XuM7t0bOx6NgLu9fbtuExFRR2T2wSYMaazJnzEiIiLEv4VkbPHixWJZcHBwq5YvEJofatdOCX/rD4yhvX6huWJjSSQREVF72X35Iias/RQyB0cceeLpZpveDe/ZC+tCFyD7+ZfxxuSpOKfKw0ObvkW//67Anzd9i+GffgRZ3L/x503f4k5fX+xZ9DiTKCKi29olkWoNLy+vBmWenp4NylqbTCmVygbNDwFAoVAgIyOj2fUTERFJ6bNjRzDjiwRM8u2H1Ii/oJeTs9Hz9nB0wrIpM5D70itY86f5cLezxzdnTuLUrVzkl5fDxc4e2x4Jh5ONbRtuARGRZWmX50h1hT5BzTVRbEppaSkKCwsBAE5OTnB3d2cZy1jGMpaxzOiydw8fwCenTmDR8JH4cMYcFObeQmELl3d3j964O/RejN74BW6VlQEAfJ2coLp5s8NsL8tYxrKGZdT+2iWR8vLyalBjJLw2VOPUkZij2WBzrK2t4ejoCACwtbVlGctYxjKWscyosjorKzy9Zyd+vngBb02aitenzkBlZaVZ1vHfmXfhXwdTUVhZgVcnKODo6Cj59rKMZSxrvIzaX7skUoGBgUhNTdUpE5rLtbQWx9zkcrk4up42pVKJ0NDQVi1bJpM1mZDZ2dnBzs6OZSxjGctYxjKjy/LKyhCy4QscvXED3933EO4dHGTWdTzk4YGHRoyCIR1lH7CMZSwjKbVLHylhQAhh0AaVSoWEhIRWJyjmFBISApVKhcTERLFM+NvcDw0mIiJqjYx8Fcb+bzXOqfKwd9HjYhJFRETtp936SMXExCA6Olp8CG9oaGiHSlCEIdUjIyPF2jPtYdZbQ6FQIDY2FpGRkU0+c4qIiKg5v2VfQciGL+BmZ29weHMiImofVhqNRiN1EERERNS4zcqzWLYvBdeKi5FfXoZRvXpj658Xwet2HwkiImp/7VIjRURE1NUJyVBhRQXenz0XYfIhAABVeRkKKipQUF6Owkrt/ytQXlMNAFh5KA3qikoAgKudHfYuegKONjZSbQoREYGJFBERUbt4cfsvuKxWAwAe/GEj7K2tUVxV1ex87nb2KK3+Yzp/N3cmUUREHQATKSIionZQq9WS3snGBg8PHQ5PBwe42dnDw94BHvb28HBwgLtd/f8e9vXlQH1t1tK9u1FYWYGlU6ZLtQlERKSFfaSIiIjawb3ffo1NynPwcXPFf+fME5v2ERGRZWKNFBERURsrrqrEjktZiBg5CutCF0gdDhERmUG7PEeKiIioK/vocDpKqqrw6p1TpA6FiIjMhIkUERFRG6qqrUXcwVTMDxzMZz4REXUiTKSIiIjaUMKJo7hVVobXJk2VOhQiIjIjJlJERERtpE6jwb/278OUfv0xro+31OEQEZEZMZEiIiJqIz+cO4NL6kL8n2Ky1KEQEZGZMZEiIiJqI8vTfsOwHj1x98AAqUMhIiIzYyJFRETUBnZdysLh6zl4lbVRRESdEhMpIiKiNrA89Tf4ubnj4aHDpQ6FiIjaABMpIiIiMzt1KxfbLl7A34PvRDcrK6nDISKiNsBEioiIyMze/W0Pejg64i+jxkodChERtREmUkRERGZ0SV2IjWdO44U7gmHbvbvU4RARURthIkVERGRG/0n7DU62Nnh+/ASpQyEiojbERIqIiMhMbpWV4rOjv+Op0ePgYmsndThERNSGmEgRERGZyar0A6jTaLBkgkLqUIiIqI0xkSIiIjKD8ppqfHwkHeEjRsHbxUXqcIiIqI0xkSIiIjKDT44cQmFFBf6hmCR1KERE1A6YSBEREbVSTV0dVhxIxQL5EAR6yqQOh4iI2gETKSIiolb64tRx5JQU49U7p0gdChERtRMmUkRERK2ggQb/2r8P0/v7Y1wfb6nDISKidsJEioiIqBWSMpTIyFfh/9g3ioioS2EiRURE1Apv/7YHw3r0xJwBg6QOhYiI2hETKSIiohb6LfsKDl/PwWuTpkodChERtTMmUkRERC20PHUf/Nzc8cCQoVKHQkRE7YyJFBERUQtk5Kvw8/kM/J9iMrpZWUkdDhERtTMmUkRERC3w7m974OXoiMUjR0sdChERScBa6gCIiIgsyWblWby2ZxdO38rFwmEjYNu9u9QhERGRBJhIERERGamipgZPbfkJt8rKAAAncm9KHBEREUmFiRQREVETKmpqkJSpxGblWWxSnkV5TTWA+j5R7BlFRNR1MZEiIiLSU1FTg+RMJb49exo/n89AaXU1/N3c8fwdE9HT0QnrTx5DYWUFlk6ZLnWoREQkESuNRqOROggiIiJTbVaexbJ9KSisqMD7s+ciTD6kVcszlDz5uLjiwaCheChoOMZ79zVP4ERE1CkwkSIiIovk92EcLqvVAAAPewc8NnwEPB0c4W5nD3d7e3jY28PD3uH23/X/O9vaAvgjCSuoqMBDQ4bicpEaP2WcQ3lNDfo4O+OhoGG4b/BQTPLtJ+EWEhFRR8ZEioiILJL3qv/geklJ/QuNBjDyWU5eDo4orKxATV2dWOZhb48HhwzDg0FDMcNvQFuES0REnQz7SBERkUWy69Yd1lZW6OPigg/mzBOb9hVXVaKgvAIFFeUorKxAfnk5CirKUVBegcLKcuSXlyPxxDExkRro7oHzz70o4ZYQEZElYiJFREQW51/79+FSkRpfh92Ph4cO13nPxdYOLrZ26Ofm1uj8s/0HYune3SisrEDsrLvaOlwiIuqE2LSPiIgsyiV1IeQff4Cp/f2w7ZFFUodDRERdVDepAyAiIjJF+E8/wLZ7d6wLDZM6FCIi6sLYtI+IiCzGmqNHsPfKZXx415/Q18VV6nCIiKgLY40UERFZhJulJfj7zl8xwbsvnh13h9ThEBFRF8dEioiILMKzvySjtKoan99zH6xg3FDnREREbYWJFBERdXjJmUr8oDyL1ydPRYCnTOpwiIiIOGofERF1bCVVVRj08Up4OTji2JPPwrob7wESEZH0ONgEERF1aC/v2Irc0lL88vBjTKKIiKjD4C8SERF1WAevXcWnR4/g+TsmYnTvPlKHQ0REJGLTPiIi6pCqamsxLP5DlNVUI/PZF+BgbSN1SERERCI27SMiog5p2b7dyCzIx7ZHFjGJIiKiDodN+4iIqMM5fSsX76Xux8JhIzDbf6DU4RARETXARIqIiDoUDTR47Mfv4WZvh5Vz7pY6HCIiIoPYtI+IiDqUlQcP4OjNG/jinvsgc3CUOhwiIiKDWCNFREQdxrXiIvwzZQdm+w/Eo8NGSB0OERFRo5hIERFRh7E4aTMAYF1omKRxEBERNYdN+4iIqEP4/ORxbL94Aavm3I2+Lq5Sh0NERNQkJlJERCSpzcqzeGPvLpy+dQsBHp742x0TpA6JiIioWUykiIhIUs/9+jNyiosBAN27dYMVrCSOiIiIqHlMpIiISBLbL17AqvQDyCkuAm4nT3bdu0sbFBERkZGYSBERUbvRQIPvzp7B8tR9OHLjOvo4OyN8+Cj8fuM6iqoqsXTKdKlDJCIiMoqVRqPRSB0EERF1blW1tUg4cRT/SduP8wX5GODugX8ET0LEyFGw6857ekREZHmYSBERUZspqarCR4fTsTI9DTdKSzCsR0+8qpiMh4cORzcr9oUiIiLLxUSKiIjM7lZZKVYcSMXq3w9BXVmJiX198KpiMuYHDpY6NCIiIrNgewoiImq1zcqzWLYvBXllZQjy8sKeK5dRWVuL2f4D8eqdkzG9v7/UIRIREZkVa6SIiKhVLqkLMfZ/q5FfXi6WLZAPwWuTpmJM7z4SRkZERNR2WCNFREQmyS8vx85LWdiWdR47L2bhoroQgAbCEOaDZV744f6HpQyRiIiozTGRIiKiJlXU1OC37MvYfvECdlzMwrEbN1AHDey6d8edPv3wl9FjYdOtG748dQKFlRX41/RZUodMRETU5ti0j4iokxH6KxVWVOD92XMRJh9i8nx/HTce1XV12HExC/uzr6CitgbdYIUxffpgpt8AzPIfgEm+/WFvzftxREQd2Y2Un5D+jwd1yuanV7TJuipu5WDbnwZgzs9ZsO/hjaxvPoLq6F7csXxDm6xPakykiIg6kZziYoxY8xFUt/srOdvaYqyR/ZQO5FxFZU2tTtkgD0/MGTAQM/0GYIbfALjb25s9ZiKiru5Gyk8499k7qC5WY/hL/0HvafPNstzTq15Bbtp2TP/md7Es65uPcCruZTHZMSf9RKqzYyJFRGTB1JUV2HXpIrZnXcCuS1lQ5qug3V/JycYG4/oY92OmnUj1c3XF/vAn4ePq2kaRExERAFTm52L3Q6NRpVYBAOx7euOOf30Nj+ETWrVcoSbKUO3T6VWvoCznEu5YvgGHXnkIjt5+uPDlKgD1tVVCQiQYtmQFBjz8nPj6p/G6N9WGLVkB75kLdOYZ/95GlN3I1qmROvTKQ7i++0dxmj7T77Ho2iq2ySAisiCVtTX4LfsKdl7Mwo6LF3Dk+nXUQQP77ta407cfFo8cA+tuVvj85HEUVlZg5ey7TWrat3TvbnE+JlFEROZXU1qMvCN7cOvgTuQdSUFx1llAowFuP6S84uY17HtiKgDAPWgc3IPGwiNoHNwGj4broGFGr0d1fD8GPvqCwfeGvrBc5/WFL1eJCZeQRI1/byN6T5svvnbs7Yve0+Zj98NjdBIroYbLe+YCzPk5q0HTPsHpVa8A+KNZYeGZw9gbMQk3Un4yWw1ce2MiRUTUAen3V6qp02DHxQv4Tau/0qjevfH34DsN9ld6eeKdJq8zTD7E6KSLiIiMl3doN27d/ld4+hAAoJutHTxHKuBz96Po1r07sn/5CtXFagx+8nVYO7ui4HQ6Ck4dQvbPX+DSd/EAAGsn1/rEaugd8Bh6B6qLCnFhw38NNgksy7kE2egpRsWnnXDl7NyEPtPvEZdl38Mbw5aswNnVS9F72nydZoIA4DnCuJoz/eTNPWicUfN1ZEykiIg6mJulJfjLzz+K/Zyidm4DAPi6uiJ8xCjM9B+AmX4D4OngIGWYRESkRbuf04D7I1FXV4tb6buRd2iXOI1b4EgMemwJeoyfAdmoSehm90cTuYELX9JZXp/p94h/q5XHUHj2CNTK41Ad24/MhPfq39CqyTr32Tstrtlx6NVP/Lv85hU4evvpvO85YgJOxb2sU6bfTM9YQg1WZ8BEioioA/gt+wp+Pq/ErxfO4+jNG9Du5+Tj4oqdCyMQ6CmTNEYiImrc8X89h8qCWwCAU/99FVawgqO3H/ov+At63DEdPe6YDhs3zxYt200+Cm7yUeLr2ooyFJ45jPS/P4jq4sL6Qr1hDxy9/VB+84rB5VXcymnxYBBCAtVn+j2Yn14hNtFrjnYCJTTv0+9rZWmYSBERSeBmaQm2nM/ELxcysT3rAgorK2AFYFSv3oi+czKcbWyx4cwpsb8Skygioo4n/0Qarv7yNa5t24jqogKxdsihZ18oPv4Vzv0C2mS93e0dIRszBaNf/xTn1rwtNgnU1nf2A9gbMalBkzqgvvneqbiXDQ5E4dCrH1RH9+qU5Z84CJcBQai4lYPru39s0ah8lzf/T+x31VkwkSIiakPafZ2eGj0WxVVV+OVCJo7fvAENAHc7e8wZMBB3DwrA3QMD0MvJWZz31TuNa9tORETtpzT7ArJ//hxXt25AWc5FwMoKXuOmw9V/MPKO7EF1aTGGL4ltsyRKW+9p8xtNTNyDxqHP9Hvw03h7nYRJqBmakvCbwfm8Zy7AqbiXxUEgKm7l4FTcyxj/3kZxGu0aLWNqowRlN7LFvw+98pDR83VUTKSIiNpIZr4KT/z8I/Jv93WKTtkJABjdqzf+TzEZ8wYFYpJvv6YWQUREHUBlfi6ubv0GV7d+DfW5owDqm9sNffE9+Mx9GHaePSWO0LA7lm9A1jcfNWhC11SNkn0Pb3H0PYF2TdL49zbqJE/CtIWnD6P3tPnoM/0ecdQ/bcH/Tca2Pw0Qm/cJ76uO77fYWio+R4qIyExulZVi96WL+DXrPHZeysJltRrafZ36uboi/fFInVonIiLqWMRBI4oK0WdKCIovKXHr8G6grg6O3n7wmfswfOY92i41TtSxMZEiImqh0uoq7Ll8CTsuZmHnpSyczL0JDSA+02m2/8AWP9OJiIjaX11lBbaFDkJVYR4AQAMNbF084HPXw+g75wF4jjL90RLUeTGRIiJqhn4/p6q6Ouy4eAEHr11FdV2d+Eyn2f4DDT7TiYiIOq66ygrcTN2Kq79uwM39v6CuolwcNMLRuz9mbVZKHCF1VEykiIia0f/DOFxRq3XKfF1dMW9gIJ/pRERkgeoqK3Djty3I2fk9bv72C2orytDdwQm9J82DY+9+uJn2K6pLijB8SazF9t+htsdEioioCadu5WL0Z5+gpq4OQP0znVIeW4yBHi17FggRERlH+wG3w1/6T6sTGkPJk7WTC3pP/hO8Z9yLnoq70M3WzkzRU1fARIqIqBFrjh7BC9u2wMXWFu729qisrWU/JyKidlCtzsfOB0aIfZVsXNzQ966HYevqARsX99v/PGDr5gEbZ3fYuNa/tnZyAaA7YITP7AdQev0ybuxLRl1lBawdndFn2j3oM2MBek8JkXIzycIxkSIi0lNSVYXHfvwemzPOISxwMD6/5z4429pKHRYRUadWcPIAcg/uRG7qryg4lQ5oNGJfJZ2/m2Hj5omakiJoamvqZ4UGNk6u6DPtHnjPvA+9Jt3dVptAXYwkiVRkZCSioqIQEGD+YSMTExOhVCoRExMDlUqF6OhoREREIDg4GGlpaUhISEBMTAxkMhmio6Mhl8sRHh5u9jj0xcXFYcmSJW2+HiJqneM3byDs26+RW1qKVXfdjb+MGit1SEREnVJVwS3cTP0Vuam/IvfAdlQXFwIA3AaPRs8Js2Dt6IxrO76rb9qn1VepprQY1cUFqC4qRHVJIarUBfWviwtRXVyIqqICZCd/jtqKMgCAo7cfZm0+J9VmUifW7sNKRUdHt+nyTUmKYmJi2jCSP8TFxbXLeoiodT48fBBRO37FIA9P/P6XpyGXeUkdEhGRxdPu6+S34AnUlJciN22b+GBbG1cP9Jw4Gz0Vd6GX4i7YevQQ5w1Y/EqD5Vk7ucDayQUOvRt/oHnP8TNxbs3bqC5WY9iL75l/o4jQjomUUDtERNTRqCsr8Ojm7/Hz+Qw8PWYcVs65G3bdOXw5EZGgsYEfakrUqCr6ozaouqhAfF1bXgoAyPrmQ1SX1I98eubj12EFK7gHjUXgE6+il+IueAyfaPZ4e0+bz9H2qM2125WC0IwuNDQUsbGxzU6fmZmJ2NhYREVF6UwfEREBLy8vnTKhqR6g27TP2Ji0a7EiIyPFv2Uymc5yhKaB+jE11UwxLi4OSqVSXLZ2rEQkvSPXc7Dgu69RVFmJTfc/zIEkiIj0lOVcwrF3nkZVUT4A4NA/H4W1gzOqiwqandfG1QM1txMqAHDs3Q9T16fB1p01/mT52i2Rio+PB1CfIJkiNjZWnDcxMREJCQmQyWRiWVxcHFasWNHqZnpCjZlCoRATq8TERERGRorrEqxbt04nJu0Y9S1ZskRs2sc+UkQdy4oDqXh193aM7eON/eEPwtfVTeqQiIgkV1VwC3lH9uDWoRTcSt+FsmtZOoM9WNs5ou+s+2Hj5gkbZzfYuLjXj6anNaKerasHrJ3rz6k3Un4Sm9kNXxLLJIo6jQ7fdiUiIkL8OzAwEKmpqVi8eLFYFhwcjISEhFavJzk5GTKZTKd2Kjw8HKmpqUhOTkZIyB/DY2qvPyQkBKmpqcjMzGyTwTOIyPwKKsrx8A/fYsfFLLyimIS3p81Ad6tuUodFRCSJmrISqI7sxa1Du3Dr0G4UXzgNAOhmawfPkQr0D3sc3bp3R/YvXzUY+MEYbGZHnVWHT6S8vBretfD0bPggTJVK1aomc0qlEnK5vEG5QqFARkZGs+snoo5ts/Islu1Lwc3SUlTUVMG2uzV2LAzH9P7+UodGRNQutPs59Z8fgbrqStw6tBuFZw5DU1sLWFnBLXAkBi16GT3Gz4Bs5J3oZmcvzj9w4UsSRk/U8XT4RMpS5OXltbhGqrS0FIWFhQAAJycnuLu7s4xlLDNz2fO//ozs4mIAgLONDfaE3QdfNw8A/A6yjGUs6xplJ1a8jIqb2QCAs/FLYQUr2PXoC9nMB+E6QoHeE2fBq5+/OO/1PJXkMbPM+DJqf0ykmqFSqdp8HdbW1nB0dAQA2N5+6CfLWMYy85blV1RA4OfqBh9Pzw4VH8tYxjKWtXVZze2R8wDAvoc3JsXvgHUPH5SV1T9vyc7OrsPFzDLjy6j9MZG6TS6Xi6PraVMqlQgNDW3VsmUyWZMJmZ2dnXjyYhnLWGbesgpoELLhS1TW1MDPzQ0aAG9PnwUPD48OER/LWMYylrVH2bXt36KmRA1rJxfYuHpi+JJYOPkMFKeVOj6Wtb6M2h8TqduEQSMSExN1Ru0T3iMiy3NFrcbsrxJxq6wUv4X/BRP6+kgdEhFRu1Md3Yff31gMt8GjMemz3ehu5yB1SESdAoepuk0YUj01NRWRkZGIjIyEUqlsdFhzUygUCiiVSkRGRpo8/DsRtczBa1cx9n+rUVNXh8NPPM0kioi6pJJLShxcci/se3gj+L/JTKKIzMhKo9FopA6CiMicfjh3Bn/e9B1G9+6NX/78GDzseeFARF1Ppeom9iwKRm1FGaYk7IeT70CpQyLqVNi0j4g6lXd+24M39uzCAvkQfL3gAdh27y51SERE7a62vBSpf52HyoJbmBS/g0kUURtgIkVEnUJ1XS0W/fgDvjlzCq8ET8K/Z8yWOiQiIkloamtxMOoBFF84jTuWb4DH8AlSh0TUKTGRIiKLV1BRjvkbv0La1Wwkhi7AohGjpA6JiEgyx96JRN6hXRj6wr/RZ/o9UodD1GkxkSIii5ZVWIDZXyYit7QU2x8Nx/T+/lKHREQkmczE/yD75y/QP+wJDHz0RanDIerUONgEEVmsg9eu4u5vPoejjQ22PRKOIK8eUodERCSZ67t/xKFXHkJPxV2YGLcJ6MbBmYnaEhMpIrIom5VnsWxfCq4VF6OgvAxBPXpi2yOL0MvJWerQiIgkU3DyIH6LnAXXgUP5rCiidsJEiojanZAMFVZU4P3ZcxEmHwIAUFdWoKCiAgXl5SioKK//u6IcBeUVKK2uAgCsPJQGdUUlAMDVzg45L0TBycZWqk0hIpJcafYF7I24E9ZOrpi6PhW27l5Sh0TUJbCPFBG1m/zychy6fg2LkzejsKICAPDQpm/hbGOL/IryZud3t7MXEyoA8HdzZxJFRF1aVWEeUp+7GwCg+OgXJlFE7YiJFBG1iVtlpThyPQeHr+fg9xvXcfj6NWQXFd1+VwPACgDgaG2NB4OGwt3eHh72Drf/2cPDwQHudvX/e9x+D6ivzVq6dzcKKyuwdMp0aTaOiKgDqK0sR9rfQlCRd53PiiKSAJv2EVGLaDfPWzp5GrycnHDkeg6O3E6crhYXidP2c3XDuD7eGHv7X25pKVYc2I/CygqsnH232LSPiMzvRspPOPfZO6guVmP4S/9B72nzpQ6JWkn4TEsuZ6Kuogx3vLeRw5wTSYCJFBG1iM8HsbhWXNyg3NfVFeP69MXY3t4Y5+2NO/r0hacDOz0TSWX7/ECU37gCALCT9cTQF96Di/9guPgNRjc7e4mjI2PUVpajNPsCynIuoezaRSjXvIPqEjUAwK5Hb9z18yVpAyTqoti0j4hMcr4gH2/u2YVrxUUQmuf1dnJGwvwFTJqIOrjKvJv4/Y0I8bWjtx9c/AfD2U8OF7/BcBkwBC7+Q2Dt7CZdkF2Efk2hm3wkSq9dRNm1iyi9nTCVXb+M0qtZqCq4pTuzRgNY1Z9/7dz52AciqbBGioiMcr4gH8v27sbXp0+iTqNBcF9f5FeUo7ymms3ziDqwc58sRcbaf8FO1gsj/+9DOPsPRsklJYovnkVx1lmUXMlAcdZZ1FaUifPYyXrVJ1YDh8K53yC4DAiCc/9A2PfwlnBLOhftmkINNLC6fWNKYOvuBSefAXDs0x+Ot/938hkAR+/+KMo4iXNr3q5PwpbEsrkmkUSYSBFRk84X5GPp3t34+tRJaKDBA0OG4q2pMyCXcWQoIkvw+xsRyD24E3dtuQSr7t0bna78xhWUXFKiKOssSi4pUXJZieKss6hSq8RprJ1cbidV8vrmgQOC4Nw/AE4+HOTAFJX5udgeGoC66vpHOdi6yxAQ8QqcfAeKCVN3e0eJoySi5jCRIiKDzhfk4409u7Dh9CkmUEQWqq6yAltm9kL/sCcwPCquRcuoVuejKOsMSi6dQ/HFcyi+pETJxXMov5ktTtPNzh7O/QPra7H8B8NZ+L9fAKysbcy1OZ1CUcYJpL0wHzUlhbD36oO62lrWKhFZKPaRIiIdSlUe3ty7G9+eOQ0AuH9IEBMoIgt1fW8S6qoq4XPXgy1eho2bJ2SjJ0E2epJOeW15aX1SJSZY56A+dxQ5O7+HprYWAGDVvTsc+/rDxX8IXPwGw/n2IBcu/oPR3cGpVdtmia5t/xZHlz4Bxz79MWnNTtbkEVk41kgRGaA9tPf7s+d26v4/wrbeKiuDn6sbUq9lwwpWTKCIOoH0qPtReO4o5iRfaLd1amqqUXLlvE6CVXLxHEouZ6C28o8Hb9v39KlvHuj/Ry2W64Ag2Lh5tlus7UVTW4vTH/wfsr7+L3pNuhvj3v2iSyaSRJ0NEykiA3qv/A9ulpYAAPq7ueHQ45Ho4dg5f/T6fhCLHK1hzP88dDhenzQVQ7w4EhSRJaspK8EvM3tj0MKXMOS5t6UOB9BoUHb98h8DXVysT7RKLp1DdXGhOJmtm+yPmqsBQ+DiJ4ez/2A49PKVLvZWqC4uxMGX70P+8VQMfuoNBD7xqtQhEZGZMJEium1b1nl8d/YMvjt3GgUV5RCG9haGmR3Woydm+w/ELP8BmNLPD862tpLG21oHrl3Fu7/tQfJ5JYRtHSyT4ezTz0sbGBGZxZUf1+HYu89g2leH4TpomNThNKlSdVOsuSq+pBQTrIpbOeI03R2c6pMqP6EWawic/QfDqe+AJgfRkFJx1hkceDEM1cUFGBfzJXoGz5E6JCIyIyZS1KX9fD4D3509jR8zzqGgogJONjb406BA+Lm545cLmSiqqsTzd0xETV0ddlzMwm/Zl1FeUwMAUPj4YqbfAMzyH4gp/fq3Opb2ak747dnTWJ66D0duXAcAzPIbgGvFRSjjMOZEnUrqs3NRmX8T0785KnUoLVZTWozii2f1mgkqUZpzEairAwBYWdvAud+gPxIsv9tJVv9ASR84fHPfFhyKfgSOvXwxYeVm9oci6oSYSFGXs1l5Fj8oz2Kz8iyKq6rgYG2NBfIhuG9wEOYNCoS9ddNjsOy+fBE7Ll7A9qwLOHS9/m6pg7U1Jvv2xyz/gejezQqfnzzeICFSlZchv7y8/l9FOVRlZcivKEdBRQVUZWVYe/woSqurAAC+rq5IXxyJ3s7OZtvuj4+kI+5AKi4UFsDLwRERI0dhyQQF+ji7mG0dRNQxVObn4te5/TD46aUIfPz/pA7H7OqqKlFyJfOPBOt2U8HSK5mou30ehZUVHPv4wcVfuxZrcNs/cFijwdlP3kRmwnvsD0XUyTGRok5LqOEpKC/Hw0OH4UpREX5UnkNZTTUcrK0xP3AwHhwy1KjkqTHqygrsunQRuy/VJ1dnVXk679t27w5HaxsUVlYYsTQN9JsTDpF5Ydbt5oTT/fzhYmtnUnxFlZWI//0wVhzcj5ulpRjk4Ym/B9+Jp0aPM2k5RGRZsr7+L069/3fMST4P+54+UofTfurqUHrtolYzwT/6YdWU/tEX1E7WW6y9cvaXiyMK2nv1adXqa0qLcOjVR3HrwHbIn3wN8idfa+0WEVEHxkSKOi3/D9/HJXWh+NpcyVNTcoqLMWLNR1CV149M5WFnj4XDR0Lm6AgPe3vIHBzh5egIdzt7eDo4wNPBATKH+ocublaexdK9u1FYWYG/jZuAWo0GOy9mYZ9Wc8IJ3n0x07++OeH0/v6NxnGjpARxB1Px8ZF0lFZX444+3nhFMRn3DQ4y+zYTUcezN+JOwKobpqzbJ3UoHUbFrZz6ZoIXlToJVmV+rjiNtbObVoIlNBOUw9HbH7CyanL5pVcvIO1voahU3cAdy79hfyiiLoCJFHVafh/G4bJaXf+3qxvOPvN8myRP+rQTInP1Odpz5RJ2XszCrktZ2H+1/iGY9t2tMbW/H2b4+aO7lRW+OHUCt8rKMFgmw85LFwEAfxoUiH8ETzJLHy4isgylVy9g571DMWxJLAY8/Fepw+nwqosLbydYf9RgFV88h/Lrl8VpGnvgcMnFc1Cu+zcq826gprQIdl7emLhyM5z7B0q4RUTUXphIUafVFglNR1BaXYU9ly9h56UsbM+6gJO3chtM8/jI0Xh54p0I4hDmRF1Oxtp/49zqpbhr6xXYefaUOhyLVVtZLiZX2kO2l1xS/jHR7WbYAGDt5Iw5yVmwdnKVKGIiam9MpIgsnKq8DINX/xd5ZWUAgCCZF04//TeJoyIiqex6YATse/pA8dEWqUPptEouKVFySYmjbz2J6pL6lg+uAcMx7ctDEkdGRO2pm9QBEFHryBwcsWbefIzs2Qv93dzw7vRZUodERBJRZxxHyeUM+Mx5QOpQOjVnPzl6T5uP0W+sgWvAcDj07ofBT74udVhE1M5YI0VERNRJnPlvNC589QHu3nkD1o7me3wCERE1xBopIiKizkCjwdVfN6DXnXOZRBERtQMmUkRERJ2A6th+VOReQ9+7HpI6FCKiLoGJFBERUSdwbdtGdLO1Q58poVKHQkTUJTCRIiIisnCa2lpc27YR3jMWoJudvdThEBF1CUykiIiILNytgztQXVyIvnPYrI+IqL0wkSIiIrJwV7d+AxsXd/QMniN1KEREXQYTKSIiIgtWV1mBnF0/wHvmfbDq3l3qcIiIugwmUkRERBbsxr5k1FVVwmcum/UREbUnJlJEREQW7OrWb2Dr0QOy0ZOlDoWIqEthIkVERGShaspKcHP/Vvje/WfAykrqcIiIuhQmUkRERBYqZ/u30NTWoO9dD0sdChFRl8NEioiIyEJd3bYRjn0HwH3IGKlDISLqcphIERERWaDK/FzkHdoNn7msjSIikgITKSIiIgt0bdtGAIDvnx6VOBIioq6JiRQREZEFurr1G7gFjoSTz0CpQyEi6pKYSBEREVmYityrKDxzGH3v4rOjiIikwkSKiIjIwlxJ+hwA4HPXgxJHQkTUdTGRIiIisjBXkj+H56g7Yd/TR+pQiIi6LCZSREREFqQo4wTKrmXBZw5ro4iIpMREioiIyIJc/fUboFs39GUiRUQkKSZSREREFuTqrxvQc8Is2Lh6SB0KEVGXxkSKiIjIQuQf24+K3GscrY+IqANgIkVERGQhrm7biG62dugz7R6pQyEi6vKYSBEREVkATW0trv26Ab0mzYO1o7PU4RARdXlMpIiIiDq4Gyk/Yef9w1BVVADnvgOlDoeIiABYaTQajdRBEBERdXY3Un7Cuc/eQXWxGsNf+g96T5sPAKgpUaOqqADVxYX1/4oKxNe15aUAgKxvPkR1iRoA4Bo4AtO+SJdsO4iIqJ611AEQERF1ZnWVFSg4cwhH334K1cWFAIBD/3wU1g7OqC4qaHb+7g5OqKus+KOA9z+JiDoEJlJERERmVJRxAoVnj6BQeQwFJw5AnXG8/g2NBrCyAgBY2znCe+Z9sHX1gLWzG2xd3WHj4g4bVw/YOLvBxsUDNi5usHX3AnC7NmvN26guVmPwk69LtWlERKSFTfuIiKjLaayZnanzDv7La7B2dkXB6XQUnj6MwrNHUFNWAgCwdnSG+5Cx8Bh2BzyGjkd1sRoXvvmgfp1LYk1aJxERdTxMpIiIyCK1pM9RdYka1ep8ZG/5ErUVZQDqm865Dx5j9HoLTqWjrroSAKCBBlaor2VyGzwaHsPGw33waLgPGQvXgOFm3mIiIupI2LSPiIgsSmv7HNm4eaKuukqrpOX3Ex28+mBczJdwHzIW3ezsW7wcIiKyPEykiIioQzO2z1HfWffDxs0TNs5usHX1qO9vdLvfke3t/62dXAHo9jkytZmd/ryeo+40+zYTEVHHx6Z9REQkqZb0OXIPugM1JUXsc0RERJJhIkVERK3WWH+l+n5KBaguut0/qZlnJOn0OQocCY8RE+EuH1Xf5yhwhDQbR0REZAATKSIiarVtfxqAils5AAArGxtY2zuJ/ZeaYuPqgZrSYmhqawAA9l69Mfbdz+ERdAf7HBERUYfGPlJERNRihacPIXN9LCpyr+n2V5r9gNhfycbFXbfP0u3X1s5uABr2OZKNnizlJhERERmFNVJERGSym7/9gsz1scg/th/dbO3gNXoyynOvoqa8jP2ViIioS2AiRURERtHU1uDq1m9w/vMVKM46C2tnN/jf9xQGPvI8bD16SB0eERFRu2IiRURETaqtKMOl79fgwtcfoCL3Gux7eGPAn/8Gv3ufhLWjs9ThERERSYKJFBERGVRVcAsXvv4vLn4Xj5oSNZz7B2LQopfhe/cjsLK2kTo8IiIiSXGwCSIiAvDHEOZVhSq4+g9B3tF9qKuqhMfwCQhYFIXeU0LEASWIiIi6OtZIERERKlU3sfvhMahSqwDUP8+p9+Q/YdDClziKHhERkQFMpIiIuqj8Y/txc/8vyE3bDnXGcUCjEWucnPsHYMa3JyWOkIiIqONi0z4ioi6iUnUTN1O3Ijf1V+Qe3ImaEjUAwHXQMAxa9DJsHJxxbdf3qC4uQtBz70ocLRERUcfGGikiok5G6OtUXayGX9jjqCkrwc20X1GUcQIAYO3shp4TZqJn8Bz0VNwFe68+EkdMRERkeZhIERFZuNrKcpRdu4iynMsovXoByk/fRvXt2iYNNLCCFdwGj0bP4DnoFTwHnqPulDhiIiIiy8emfUREHZB2rdLwl/4D96CxKMu5hNKrWSi9dvF24nQJpdeyUKm62ehyHHv5Yur6ND4wl4iIyMxYI0VE1Az9pKb3tPltur6qglvY9eAonRH0rKA77LidrBccvf3h1NcfTj4D4OjtJ/5feOYIzq15uz7eJbFtHi8REVFXxESKiKgJFbdykPLIHWJSY9ejD8YuWwf3IWNh7eRitvXkn0jDzf1bkZu2DepzR3VG0LN1lyHw8Vfh5DMQjt794dR3ALrZ2Ztt3URERGQ6JlJERFqqiwuRdzgFt9J3Ie/IHpRcUuokNdp/O/kMhNvgUXAfPAbuQ+r/WTu7GbWeStVN5KZtqx9+XGsEPfchY9Bj4mxYOzjj2vaNrFUiIiLqoJhIEVGXVltRBtXRfbiVvht5h1OgVh4DAHSztYPnSAV6jJ+Jbt27I/uXr1BdrMaQp9+EnWdPFCqPofDs71CfO4aynIvi8hy9/euTqyFj4D54NCpVN3H+q1X1I+jd8zhqKkqRm/pr/XObANi6e6HnxNnoqZiDnhNnw9bdS4rdQERERCZiIkVEXYLOkOD3PI7a6krkHU5B/vFUcRo3+Sj0GD8DPcbPgGzUJKObz9WUqFFw5jDU547V/688jrJrWfVvatVgCX2dPIZPRC/FXegZPAfuQWPNvq1ERETU9phIEVGXsH1+IMpvXAHwR0Lj6O2HHhNmoccd09HjjumwcfM02/pqSotRePYIDr3yMKqLCwEADn36YfqXh4xu/kdEREQdFxMpIuoSfp7sgdrKcgCAfU9v3Ll6O5x8Brb5em+k/MQR9IiIiDohJlJE1KnVVpbj4IthyDucAvue3rDqbsOEhoiIiFqND+Qlok6rurgQaX8LQeGZwxj1ejz6zY+QOiQiIiLqJCRJpDIzMxEbG4v4+PgG76WlpSEhIUF8HRUVhYCAAJOnMSQ6OhoqVf2zYORyOZYsWdJm0+iLi4szajoiMo/K/Fzsj5yF0qtZGBfzJbxn3Sd1SERERNSJdGvvFapUKsTGxhp8LzMzEwkJCYiKikJ8fDyioqIQGxuLzMxMk6YxJC4uDl5eXoiPjxcTuLi4uDaZxtC6iaj9lN/Mxt7Fk1F24wqCP/iJSRQRERGZXbsmUmlpaYiOjm70/aSkJCgUCrF2KSAgAAqFAklJSSZNoy8zMxNKpRLh4eFiWXh4OJRKpZiAmWsaIpJWafYF7I2YjOqifNz58a/wumOG1CERERFRJ9RuiZRQkxQaGorQ0FCD0yiVSgQGBuqUBQYGQqlUmjSNoeXKZDLIZDKxTHgtzGeuafTFxcVBqVRCqVQiMjJSbBJIROZXdP4U9j4+GXU1VZj06S54DJ8gdUhERETUSbVbIhUQEID4+HiEhIQYfF9IMLy8vHTKhdcqlcqoaRpbtv48wnzCPOaaRt+SJUsgl8shl8sRHx+vk4QRkfkUnj6E3/4yDd1t7DDlf3vhGjBc6pCIiIioE2v3PlKNyc/PN8s0hhhTC2SuaYio/eUdTsFvT8+GrbsXJq/dA6d+g6QOiYiIiDq5DpNIERG1xPXdm5H2txA4evth8tq9cOjdT+qQiIiIqAvoMM+R8vT0NMs0hshksmZrk8w1TUuUl5ejuLgYAODg4AAXFxeWsYxlRpTl7fwO599fArfBozFmxSaoawDk5naY+FjGMpaxjGUsa68yan8dpkZK6DuUl5enUy681h7koalpGlu2/jzCfMI85pqGiNrWjZSfcOAvU3D4zyNwPu4luA2fiEnxO2Dt7CZ1aERERNSFWGk0Gk17rzQ5ORlJSUkNHsgbFxcHmUymM7x4YmIiVCqV+DBbY6bRJzwAOCYmRkx4VCoVoqOjxYf5mmsaQ5qLj4iM9+vcfqjMzwUAWDu5YN7uWxJHRERERF1Rh6mRAoDg4GCkpqaKz2RKS0tDamqqznDpxkyjLyAgADKZDImJiWLZihUrIJfLdZ5HZY5piMj8KvKuI2Ptv7EjbDAqVTfFckdvP+mCIiIioi6tQ9VIAfWJUUJCgvjaUE1Pc9MkJiZCqVQiJiZGZ77o6Gixj5NcLjdYQ2SuabQJNVmNbQ8RGVBXh5upv+Ly5v/h5v5foKmthX3PvvAcPhHFWadRU16G4Uti0XvafKkjJSIioi5IkkSqPcTFxbEpHZEFqsi9hsub1+LyT4moyL0KdOuG3nfejf5hT6Cn4i5Yde8udYhEREREHWfUPnPi856ILIumthY39ibj8ua1yD2wDdBo4NCnPwZHvon+YYthJ+stdYhEREREOjplIpWWltZknykiktaNlJ9w7rN3UFWogmfQOKhOHkCl6iasulujz7T59bVPE2cDVlZSh0pERERkUKdt2kdEHdf2+YEov3EFAKCBBo69+sHv/qfQL2QR7GS9JI6OiIiIqHmdskaKiDq2mhK1+Ldz3wGYuemshNEQERERmY6JFBG1qxt7k1FdXIjujs6wdZNh6AvLpQ6JiIiIyGRs2kdE7UadcRz7npgKh14+mJqYCmsnV6lDIiIiImoRJlJE1C6qCm5h9yN3oK6qAlM/T4Ojt7/UIRERERG1GJv2EVGbq6uqxIGXwlBVmIc7V29jEkVEREQWr5vUARCRtG6k/ISUheOx/R45bqT81Cbr+P3NxSg8cwSj3/gUniMVbbIOIiIiovbERIqoizux/HkUZZxA+fXLOPfZO2Zf/vn1K5Cz8wcMfOR5+Nz9iNmXT0RERCQFNu0j6oLyDu3CrcN7cPWXr1GRd1188G3ZtYuoKS2GtZOLWdZz87dfcObDf6LHxNkY+uJ7ZlkmERERUUfAwSaIuojctF+Rs+MHXE/5sX74cTsH9Jp0Nxz79Efuge2ozM9FTWkJHHr1xfgV38O5f2Cr1lecdRZ7F0+CQ29fTFn3G6wdnc20JURERETSYyJF1Ind2Pczru/aJD67ydajB7ynh8F71n3wHD4R3ezsdaYvv3EF6VEPoCT7PMYs/R/6TA9r0XqriwqQ8thEVBcXYtoXB+Ho7df6jSEiIiLqQJhIEXUQN1J+wrnP3kF1sRrDX/oPek+bb/q8RYXwmfMAym5exc19P6OmrAS2bjL0mR6GvrPvg9cdM5pdVl1VJX5f+gRydnyHQQtfQtBf3wW6Gd+dUlNTjf1Pz0HB6UO4c/U2Di5BREREnRITKaIOYvs9cpRfvwwA6O7gBPfBY4yet+D0IdRVVQAANNDAxtkd3tPD0Hf2/egxcXaL4rn47Sc4Ffd3yEZPwrh/fQlbN5lR8/3+xmJc3fo1xixby8EliIiIqNPiYBNEHYSmplr7lYkz/zG9k7c/Zm0+1+p4/B94Bu6Dx+Dgy/ch5dHxGP+fb+E+pOnkLuvr/+Lq1q8xaOFLTKKIiIioU2ONFFEHkfbs3bh1JAX2PfpiRFSc6U371rxd3yxwSaxJ8zanIu86Dv3jIaiVxzD87++jf9gTBqfLO5yC1OfuRo8JsxC86idxJEAiIiKizoiJFFEHUHYtCzsWBEH+1OuQ/+WfUofTgKa2BqdWROHid6vhc/cjGPXaanSzsRXfL7mSib3hCtj37MsR+oiIiKhLYCJF1AEceW0Rcg/uwJyfMtHdwUnqcBqVveVLHH/3GbgMHIoJsd/CvqcPakqLkPLoeNSUlWDq52lw6OUrdZhEREREbY6JFJHESi4psevBkQh6/l8YtPAlqcNpVlHGCRyMuh/V6nzYynqgIvc66irLMSVxP9yDxkkdHhEREVG7YCJFJLH0vz+AgpMHMfvHjAbPdeqoqosK8Os8f3GkQIc+vpj9Y6bEURERERG1H+MfDkNEZleUeRI39iQh8C/RFpNEAYCNqwfsPHv+8drZXbpgiIiIiCTARIpIQqf/Gw37nn3hf//TUodisuFLYuEaMBwOvfth8JOvSx0OERERUbti0z4iiRSeOYy9EZMw+o1P4RuySOpwiIiIiMgETKSIJPLbUzNRkZuDWZvPSh0KEREREZnIWuoAiLqiWwd3IP/YfoyL+ULqUIiIiIioBVgjRSSBlEfGoa66CjO+PSF1KERERETUAqyRImpnN/b9jKLzpzB+xfdSh0JERERELcQaKaJ2tuuBEbB2csGUhP1Sh0JERERELcQaKaJ2lLPjO5RczoDioy1Sh0JERERErcAaKaJ2tCNsCOx7emPSpzulDoWIiIiIWoE1UkTtJDv5c5TlXMS4mM+lDoWIiIiIWok1UkTtZFvIQLgFDMeE9zdLHQoRERERtRJrpIjawaXvP0VF7jVMZBJFRERE1Cl0kzoAoq5AueYdeM+8F64Bw6UOhYiIiIjMgIkUURvL+vq/qMzPxeDIN6UOhYiIiIjMhIkUURuqLS+Fcu2/4DvvUTj7yaUOh4iIiIjMhIkUURvK2vARqtX5GPLsMqlDISIiIiIzYiJF1EZqStTITIyF371Pwr6nj9ThEBEREZEZMZEiaiPnv1yJmtIiyJ98TepQiIiIiMjMOPw5kZndSPkJZ+OXojjrLPpM/hPsZL2kDomIiIiIzIyJFJGZnXz/7yi/fhkAUJJzUeJoiIiIiKgtsGkfkZnVVpaLf1t16y5hJERERETUVlgjRWRm3TSAlY0N7GV9MPjJ16UOh4iIiIjaABMpIjM6F78MFQW5UHzyK7zGTpU6HCIiIiJqI2zaR2QmJZczkPG/+ofvMokiIiIi6tysNBqNRuogiDqDfU9MRfHFc5i16Qxs3WRSh0NEREREbYg1UkRmcOWnBBScPIihz/+LSRQRERFRF8AaKaJWqlKrsGNBEFz8B2Py//ZIHQ4RERERtQPWSBG10qm4v6OmRI3Rb6yROhQiIiIiaidMpIhaIe/IHlz95SsMemwJnPsHSh0OEREREbUTNu0jaoUdYYNRV1ONmd+fQnc7B6nDISIiIqJ2wudIEbXQufhlKMu5hImrfmISRURERNTFsGkfUQsIz4zqM/0e9AyeI3U4RERERNTO2LSPqAX2PTEV6ozjmL35HOxkvaUOh4iIiIjaGWukiEwkPDMq6Nm3mUQRERERdVGskSIygfDMKIeefTH9m9+lDoeIiIiIJMLBJohMID4z6qNfpA6FiIiIiCTEpn1ERhKeGeV//9NwHzJG6nCIiIiISEJs2kdkpB1hg1FdWoTZP2bA2tFZ6nCIiIiISEJs2kdkBOGZUWPf/ZxJFBERERGxRoqoOSWXM7DrgRGQjZmCO1dvkzocIiIiIuoA2EeKqBlH33oSADD6jXiJIyEiIiKijoKJFFEThGdGDY58E47e/lKHQ0REREQdBJv2ERlwI+UnnI1fiuKsc3CQ9cLsLRelDomIiIiIOhAONkGkpzT7Ao6++zSq1fkAACt7B4kjIiIiIqKOhokUdXlVahXyDu1G7oEduHVoN8qvX4ZGA1hZ1b9v7eAkbYBERERE1OEwkaIup7ayHKrf9+JW+i7cOrQbRRknxPfcg8bCZ84D6G5rj2u7N6GmpBiDn3xdwmiJiIiIqCNiHynqtG6k/IRzn72D6mI1Btz7FGprqnArfRdUR/eJ0zj7D0aPcdPR447p8Bo3FdbObhJGTERERESWgokUdVrbQgaiIvcaAEADDaxgBfse3ugZPAde46ahx/gZsPPsKXGURERERGSJ2LSPOp2SK5nI+OxdlN+8JvZzcujRF4pPfoVzvwBpgyMiIiKiToGJFHUapdkXcC5+Ga5t2wgA8Bo5EZXqfNRWVmD4klgmUURERERkNkykyOKVXM7Aufi3kLPjOwCA98x7MfjppXDuHyhxZERERETUWTGRIotVcjkD51YvRc7OHwAwgSIiIiKi9sNEiixOcdZZnItfhuu7NwNgAkVERERE7Y+JFHV4wjDmlQV5cOzZFwWnDwFgAkVERERE0uHw59ThbQsdhIqbVwHUD2PuM+chBD7+KlwGDJE4MiIiIiLqqlgjRR3ape/iUZGbI7527h+Ise+slzAiIiIiIiImUtRBlVw8h6NvP4WCU+mwdfVEdydnQAMMfe5dqUMjIiIiImIiRR3P2U/eROa65QAA/weewZBn34K1k4vEURERERER/YGJFHUYeYdTcOydZ1CWcxEuA4di9Oufwj1orNRhERERERE1wMEmSHJVhXk4vfIVZG/5Et3s7CH/y2sICI+SOiwiIiIiokaxRooklf3zFzi98hVUqVXwGjsVo9/4FA59+ksdFhERERFRk5hIkSTKrmXh2DvPIO/IHti6e2HMW+vgM/fPUodFRERERGSUDptIZWZmIjY2FvHx8Q3eS0tLQ0JCgvg6KioKAQEBzS4zOjoaKpUKACCXy7FkyZI2m0ZfXFycUdN1BRlr/42Mtf9CXVUlfEMWYdiLy2Hj6iF1WERERERERusmdQCGqFQqxMbGGnwvMzMTCQkJiIqKQnx8PKKiohAbG4vMzMwmlxkXFwcvLy/Ex8eLyVlcXFybTGNo3QQUnDyIXQ+OxLnVS+HQywd3xu/A6Dc+ZRJFRERERBanwyVSaWlpiI6ObvT9pKQkKBQKsQYqICAACoUCSUlJjc6TmZkJpVKJ8PBwsSw8PBxKpVJMwMw1DTVUU6LGiX//DfuemIqSS0oEPvEqZn5/GrLRk6QOjYiIiIioRTpUIiXUNoWGhiI0NNTgNEqlEoGBgTplgYGBUCqVjS5XqVRCJpNBJpOJZcJrYT5zTaMvLi4OSqUSSqUSkZGRYpPAriJn5w/Y+cBIXPphDTyGjceMDccwOPJNqcMiIiIiImqVDtVHKiAgQGwul5yc3OB9IQnx8vLSKRdeq1QqnSRHez79eYT5hGWaaxp9S5YsEZv2daU+UhW5V3H8X3/Fzf1bYe3shpHRH6F/2BNSh0VEREREZBYdKpFqTn5+fovmM6YWyFzTEHDhqw9wLn4ZastL4T3rfgyPioOdZ0+pwyIiIiIiMhuLSqSoY1NnHMfRt55EUcYJOPTuh1HLv0GPibOlDouIiIiIyOwsKpHy9PRs0XwymazZ2iRzTdMS5eXlKC4uBgA4ODjAxcXFosrsrDS4+uUKXPjqAwBAnwVPIuDJ1+Hu1bNDxMcylrGMZSxjGctY1tnLqP11qMEmmiP0f8rLy9MpF14b6h8llOvPI8wnzGOuaboa9e97kBY+ERe++gDOg4Zh+Ae/oP8Tr6O7nYPUoRERERERtRkrjUajkToIQ5KTk5GUlNTggbxxcXGQyWQ6Q5AnJiZCpVI1OpiD8HDfmJgYMeFRqVSIjo4WH+ZrrmkMaS4+S1SZn4uTsS8hZ8f36O7ghCFPL8WAP/9N6rCIiIiIiNqFRdVIAUBwcDBSU1PF5zalpaUhNTW10eHSgfrRAGUyGRITE8WyFStWQC6X6zyPyhzTdAWXfliDnfcPR86O79HrzrmY+e1xJlFERERE1KVYXI0UUJ88JSQkiK/1a4MSExOhVCoRExOjM190dLTYx0kulxusITLXNNqEmixDsVqSkovncPTtp1BwKh12st4YHhUH75n3Sh0WEREREVG767CJVGvFxcV1qqZ0Uju3eiky1v4bAOB375MI+lsMrJ3YsZGIiIiIuiaLGrXPWHzek/mojv6Go8ueRFnORTj7yTH69U/hMXyC1GEREREREUmqUyZSaWlpTfaZouZVFxXg1Mp/IDv5c3SztcPgp5ci8PH/kzosIiIiIqIOodM27aOWy97yJU6//w9UqVXwGjsVo177BI59B0gdFhERERFRh9Epa6SoZcquZeHYO88g78ge2LrJMPqNNfANeUzqsIiIiIiIOhwmUgQAyEx4D8r/xaCusgK+8x7F0BeXw9bdS+qwiIiIiIg6JCZSXVzhmSP4fenjKLmkhKO3P0a99gm8xk2TOiwiIiIiog6NiVQXVVNajDMfvYZL39U/pysg4h8Y8uxbEkdFRERERGQZmEh1Qdd3bcLJ2CWoyLsOj2HjMfr1T+HsP1jqsIiIiIiILAYTqS6kIvcqjv/rr7i5fyusnVwx4h+r4Hd/pNRhERERERFZHCZSXUTWNx/i7Cdvora8FH2mh2H439+HvVcfqcMiIiIiIrJITKQ6uaLzp/D70sdRlHEC9j37Yty7X6DXpLulDouIiIiIyKIxkeqkaivLcW71Mlz4ciUAYMDDz2HIM2+hu4OTtIEREREREXUCTKQ6oVsHtuNYzHMov3EFLgOHYsyytXALHCl1WEREREREnYaVRqPRSB0EmUdlfi5OrXgZ17Z/i+52DpBHvoFBC1+SOiwiIiIiok6HNVKdxOXN/8PpD6JRU6JGjwmzMCr6Izj06S91WEREREREnRITKQtXeuU8fl/6OApOpcPOsydGvrMefec8KHVYRERERESdGhMpC3Yu/i1k/C8GANA/7HEMff5fsHZ2kzgqIiIiIqLOj4mUBVId/Q3H3olEafYFOPkOxJila+ExfILUYRERERERdRlMpCxIdVEBTq/6P1xJSgQAyJ96HfK//FPiqIiIiIiIuh4mUhbi6tavcSru76gqzIPnqDsx+rV4OPUbJHVYRER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What is the value of Croatia in 1900?
116715.53
OWID_Line_79687614009401.png
1,398
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"
What is the average of Singapore from 2006.0 to 2009.0?
24.9
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1,399