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
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sample_id
int64
0
157k
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O999/rwsXLqhmzZr65JNP5OTkZG3nZv763Xijx48fP65NmzZZv9MCAgJ09OhRvfTSS3/rvdyszxflvXh5eal///6qUKGCmjRpIovFoi5duuj8+fNKTk62HlOAPLd0wJaujlb/8MMPWrJkiS5fvqzmzZtft03eaOP8+fM1f/78fI8dPnw4XwDJGxWXZD3wVq1aVWXLlpUkNWjQQA0aNLjuNerWrWv9/8DAQEmyjpLVrFlT2dnZiouL0759+6wHsOzs7Hxt+Pr6Wr+k8l4v70CfN1JRrVo1ayCsVq2aAgIClJycXOC+cXd3V9u2bbV27VrFxsbKyclJNWvWVNu2bVW7du18++avV2ORpGPHjl33J8i87ffu3auHH34432PXHvB69OihX375RUeOHJG7u7uGDh163YG3fPny1n3l4+OjatWqKT4+XkeOHFFWVpYsFotq1qyp0NBQSZK3t7ciIyM1f/587dmzJ1/4uvZzK0idOnVUuXJl/fHHHxo0aJDc3d1Vr149dejQQTVr1rzpc/P+nJv3/ytWrLD+daKw/ffXX/akq6OT48eP17Zt21S/fn3l5OQoMjJSGzZs0K5du3Ty5ElJUqtWrYr0Grb072vDxrVTEwqS1+eunULTpEmTfAG7KP3n/vvv1/z58/X999+rRYsWOnr0qKpXr65atWpZR+0l6cknn8z3/L9+gebZs2ePpKu/1Ob9CT00NFQ1a9ZUQkKC9u7dm+/L8Nq/aNWrV0+7d+++Ydt5braf8j77a6fLNG/e/KYBu7DPKG8f3OhYc/78eevn8eCDD0q6GlQeeOABbdiwwbpPrq0/799bXnt59Rdl/7m5uUm6GlryTib08vKSJIWEhEi6Ggo9PT2VmppaYB86ePBgoZ9tZGSklixZorVr12rt2rXy8/NTkyZN9MQTTxQa1P7Klr6dJzw83OY52DcaWb/jjjus4Vr6335+4IEHrO+lQ4cOmjRpkk6cOKFz585Zt73ZsTBvFL6wY+61mjRpopycHH366adKSEhQUlKSpL/3ndOoUSM5OTlZ2y1MXn/56366cuWKJFnbyvt3lPc9JklVqlRRxYoV843MF/W93KzPF+W9BAUFqUmTJtqwYYNWrFihvXv36vz58/n2CXCtWz5gN2jQQD/88IP1T6t/nR4iyTpP9emnn1br1q3zPZZ3UMuT94VzrWv/IVssFmVlZV13lnzeF5L0vwNI3gHmyy+/1BdffKGAgADdfffdat26tT755JPrvkCubeOvB6m8bf/6nBvNk87z5ptvqkWLFtq4caN27dols9kss9msI0eOaNCgQXJxcVFOTo7efvttBQUF5XvunXfeeV17ea/XuHFjde/ePd9j1+671NRU68EpMzNTe/fuVWRkZL7t//pn+rxpHyaTyeYv14I+t2t5eXlp4sSJ+u6777Rlyxbt27dP27Zt07Zt2xQdHV3gSOlf68qrTfrffihs/+V9qVwrICBAYWFhMpvNWr9+vaSrfXPbtm36/fffdeTIEesc3aK8hi39+2b99K8K6nN/7W9F6T8dOnTQ/PnztX79emVkZEj6X0jMmx/p6+ur0aNHF/j6N6rrRv76+LX97No+djM32095bVzbLwr6nK9V2GeUkJAg6cbHGlv/PRTlWHIj1z5+7ZU6/tr3C2urKJ9tzZo1NXXqVH333Xfatm2bDhw4oB9++EE//fSTpk+ffsN52AWxpW/b6trP+kZh66/HIFv2882OhUU95l4rOjpaO3fuVLVq1axTkpYsWfKPv3MK+765tqbU1NR86/MuPJB3/kxB/46k6/8tFdd7+e233/TWW2/J2dlZrVq1Uvfu3TV79mwlJydb+xNwrVu+V+QF6rS0NEkqcHS5WrVqkq7+ab527dqqXbu2Vq9ere+///6634Kv/YeUN43iyJEj1jl5v/76qx599FG9+eabRa4xbw7le++9p/79+ysiIkJS4Qfga+WNGh08eND6Xv/880+dOXPmhs85c+aM5s2bp8OHD2vEiBFauHChte68+b95++bChQuqXbu2qlSporlz52rjxo35Dlh58rY/cuSIQkNDVbt2bSUkJGjFihU6e/asdbtx48bp4sWL1hHcCRMmKCUlJV9bZ8+e1e7du621HjhwQNLVYFarVi2ZTCYlJSVZR/8uXbqkDRs2SLr+F6m/HgDzfs47WO/du1fz58+Xr6+vPvzwQy1dulSPPPJIvn1xI+vXr7ceqPNOns0Lj4Xtv2vruvaLo1WrVrJYLIqLi1OZMmVUs2ZN1a9fXzt27NDp06d11113Wb+ICnsNW/q3LfL6XN5nJF2ds3mtovSfSpUqqUGDBjp69KhWr14tV1dXtW/f3vqYq6urUlNT5enpqdq1aysrK0sLFy60fu5/FRYWJunqVJFLly5JujpCnJSUJCcnJ+u/rzx5I8s5OTn69ddf8723f7Jf8qb+WCyWm45eS4Ufgwo71vj5+VlH5VevXm193e+++05SwQMLN2Lr/vu7ivLZrlu3TsuWLVOrVq00efJkLVmyRDVq1FBWVtYNP//ilDeQcu1xNm8E9a/+egzK28/fffed9fiRNye4cuXK1lFW6ebHwqIec/McPXpUO3fulK+vr6ZMmaIePXpY+87f+c659q8jf/33X5C8Y+OGDRusU4AyMjKs/Tbv8bz/Hjx40Nrn4+Pj850TU5zv5dtvv1VOTo569Oih4cOHq0OHDtZffGz9BRe3h1t+BLtSpUoKCAjQuXPn5O/vrzvvvPO6GxA89thjWrZsmTZs2GCdC7dlyxZVrFjxpnOYg4ODrX+679evn8LCwhQfHy+LxXLdKNTNVKhQQSkpKVq6dKkaN25s/RPx5cuXi9zGtbUMHjxYLVu21Nq1a286QuPj46OVK1fq7NmzOnz4sKpWrWoNGM2aNZN0dURt5MiRmjJlisxms/744w/t379fXl5eBY5WNG7cWKGhodq/f7/69++v0NBQ/fDDDzKZTNY/A8fFxWnLli0qW7asxo8fr5iYGO3Zs0fjxo3TqFGjrG2ZTCYNHz5cDRs2lNlsVnZ2tiIjI62jVh06dNCqVas0cOBA1a5dW4cPH1ZKSorq1q173Wj4X/n5+Um6eoJMkyZNFBUVpYULF8pkMmnfvn3y8vKynmhU2FVEduzYoX79+snb21s7d+6Us7Oz9b0Wtv+cnJzk7u6uzMxMvfrqq3r00UfVoUMHtWrVSjNnzlRubq4aNGggk8mku+66S1u2bJGkfP2rsNf4u/27MF26dNHatWv11VdfKS0tTZmZmVqzZk2+bYrafzp06KDff/9daWlpatu2rcqUKSPp6mjXI488oiVLlujNN99Uq1at9PPPPyslJeWGZ+63adNGixYt0h9//KEXX3xRISEh2rdvn3Jzc/XMM89cN2o/e/Zs7d69W+fOndOhQ4cUFBSke++992/vl06dOmndunX67rvvdPjwYV2+fNk6redGCvuM3NzcCj3W9OjRQ2PGjNEnn3yitWvX6uLFizp69Kj8/Pz03HPPFbn+ouy/xMTEv71/8hTls01OTtaSJUu0YcMGtW/fXunp6Tp69Ki8vb0NC/o3c6PzWKpXr64333zTGpJ37NihESNGKCsryzrFrzDPPPOMNm7cqA0bNqhnz57y9fVVfHy8nJyc9Morr+Tb9mbHwooVKxZ6zL1W2bJl5ebmptTUVC1ZskQeHh6aN2+eJNu+c+699159+eWX2rNnj9555x2FhIRo+fLlhYbNe++9V3PnzlVycrJ69+4tf39/paWlKTs7WyaTyTrHv0qVKmrWrJl++eUXvfrqq9YpYy4uLtaBgeJ8L3nTe9atW6egoCCtW7fOOphly2vh9nHLj2BL/xu1vtEoTmBgoD788EM1bNhQO3fu1J49e9S6dWt9+OGHBY7SXuvNN9/Uk08+KTc3N+3atUuBgYF69dVX9dhjjxW5vkGDBikiIkJr167VtGnT1LRpU1WpUkWXLl0q8ASbG8m7s+DJkye1cuVKtWnTpsA553k8PT01duxYtWvXTnv37tWCBQuUlpamF154QT169JB0NchFR0erSpUqWrt2rc6dO6fOnTtr8ODBBbZpMpn07rvv6r777tPp06e1bt061axZU2PGjFG1atV05swZ613Q+vXrJ19fXw0aNEiurq7avHmz4uLirG1VrlxZPXr0UEJCgjIyMtS+fft8rztw4ED16dNHFStWVHx8vEwmk5544gmNGTOm0JtMPPPMMwoODtbZs2eVmpqq8PBwjRkzxnr1hm+++UYBAQEaPnx4vjnKBYmOjpa3t7fi4+NVpUoVjRw50noSVmH7z8nJSS+++KL8/Px0/Phx65+XQ0JCrL9I5F3i7K677rLu42tPgCrsNf5J/76Z6tWra+TIkapUqZJWrVqlY8eOaeDAgfm2KWr/ueeee6wnzOZND8nTq1cvPfvss3JxcdHq1avl5eWl11577YYnIbq7u+s///mPOnfuLBcXF+3Zs0dBQUHq37+/evbsed320dHROnPmjI4dO6b69etrzJgx/2i/1KlTR8OGDVPFihX1xx9/qEKFCtbXzZsW8VdF+YwKO9bce++9Gj16tOrVq6cDBw7o3LlzioyM1MSJE6/7peJmbN1//0Rhn+0TTzyhAQMGyNfXV0uXLtX69etVr149vf/++8Vys5e8kxz/uhw7dkzS1VHoXr16qWzZstaR1P79+xep7SpVquiTTz7RPffco/PnzyspKUkRERF6//33rztu3+xYWNgx9698fHw0fPhwVapUSZ9//rmWLl2qrl27ymQyae/evddNybgRd3d3jRkzRvXr19e2bdu0ceNGDRgwwDoX/0Z8fHw0fvx4tW/fXmXLltXFixfl6upq/beXd5yTrvb5yMhIZWVl6ciRI+rXr5816Lq6uhbre+natavatGmjw4cP6+OPP5Yk60BOUUbucfsxWSyWGEkjS7oQIE/etV+rVKmimTNnlnQ5uEU99NBDys7O1vz586+7wsU/sWXLFv3555+qUqWKdSR2yZIlmjx5sh5++OHrfgkBbuR2PhZevnxZS5Ys0R133KEmTZooICBAOTk5euaZZ3ThwgXD/90CRrvlp4gAQHE6f/68Jk2aJJPJpHbt2slkMmnTpk2S/nflFwA35+HhYb3BUJUqVVS/fn3t379fFy5cUFhYGOEapR4BGwAM9MADD+jMmTP6/vvvrSfdVq5cWZ07d7ae2wDg5kwmk0aPHq2pU6fKbDZr1apVKlOmjCIjI6+bow6URkwRAQAAAAx0W5zkCAAAABQXAjYAAABgoFtuDnZ0dHTW0KFD//7dMwAAAIAicnNzU5kyZfLdOvWWm4NtMpkc4qLv586d4yxoGIK+BCPQj2AU+hKM4ih96dy5c9Z7V+S55UawpauX93EEjlInSj/6EoxAP4JR6EswiqP2JeZgAwAAAAYiYAMAAAAGImADAAAABiJgAwAAAAYiYAMAAAAGImADAAAABiJgAwAAAAYiYAMAAAAGImADAAAABiJgAwAAAAYiYAMAAAAGImADAAAABiJgAwAAAAYiYAMAAAAGImADAAAABiJgAwAAAAYiYAMAAAAGImADAAAABiJgAwAAAAZyKekC/mrLli2aOXOmrly5oqCgIA0ZMkQBAQElXRYAAABQJKVqBDszM1P/+c9/NGrUKM2YMUP16tXTf//735IuCwAAACiyUhWwc3Jy9Prrr6tChQqSpJo1a+rcuXMlXBUAAABQdKVqioi3t7datWol6WrYnjt3rh588MECt42NjdXIkSMLfMxkMmnw4MEaNGiQvUo1xIkTJ0q6BNwi6EswAv0IRqEvwSiO2pdMFoslRtLIki7kWhkZGfrXv/6lSpUqqW/fvjY912QyyWKx2Kky45w4cULBwcElXQZuAfQlGIF+hJu5cuWK9u3bV6RtT58+raCgoCK3HRER8XfLwi3OUY5LBdVZqkawJenChQt666231LJlSz333HMlXQ4AALe9z/47XaOGDlIZ98JjwxWLRU4mU5HavZiZrY+mfqYuTz/9T0sESpVSFbBzc3P19ttv66GHHtJDDz1U0uUAAABJCfv2qX/5dA0JMbbd2D+kvfv2GtsoUAqUqoD966+/KiEhQYcOHdKUKVMkXT3RcezYsSVcGQAAAFA0pSpgt2jRQmvWrCnpMgAAAIC/rVRdpg8AAABwdARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwECl6ioijuzQoUN6/slO8nBzK9L22dnZcnV1LXS7zKwsffbVQtUIDf2nJQIAAKAYELAN8t8Z0xV68nc9V9GGJ2UVvsn8P6Vpn07R+x/952/XBgAAgOJDwDaMSTU8pfYBxra6/aKUUsRbzgIAAKDkMQcbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMBABGwAAADAQVxEBSpljx46p74svyN2t8OukS1JmZqbc3d0L3y4rS9NmzVWFirZcSxIAANiKgA2UMp9MmCDfPWvVKcjYdheflj6ZOEGj3xtjbMMAACAfAjZQyphMJtUtIz1Z3th2zenSZWObBAAABWAONgAAAGAgAjYAAABgIAI2AAAAYCACNgAAAGAgAjYAAABgIIcP2LGxsTKZTNYFAAAAKEkOH7BjYmJksVisCwAAAFCSHD5gAwAAAKUJARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMJDDB+zY2FiZTCbrAgAAAJQkhw/YMTExslgs1gUAAAAoSQ4fsAEAAIDShIANAAAAGIiADQAAABiIgA0AAAAYiIANAAAAGMilpAsAAADA7eHA/iT1f7mn3N1cC902MzNT7u7uRWo3OydX/507X+XLl/+nJRqCgA0AAIBiMWHcOFVM/EmPBhrb7rxT0vTp0/X2228b2/DfRMAGAABAsXByclK9MlKnIGPb3Z5qbHv/FHOwAQAAAAMRsAEAAAADEbABAAAAAxGwAQAAAAMRsAEAAAADEbABAAAAAxGwAQAAAAMRsAEAAAADEbABAAAAAxGwAQAAAAMRsAEAAAADEbABAAAAAxGwAQAAAAMRsAEAAAADEbABAAAAAxGwAQAAAAMRsAEAAAADOXzAjo2Nlclksi4AAABASXL4gB0TEyOLxWJdAAAAgJLk8AEbAAAAKE0I2AAAAICBCNgAAACAgQjYAAAAgIEI2AAAAICBCNgAAACAgQjYAAAAgIEI2AAAAICBCNgAAACAgQjYAAAAgIEI2AAAAICBCNgAAACAgQjYAAAAgIEI2AAAAICBCNgAAACAgQjYAAAAgIEI2AAAAICBCNgAAACAgQjYAAAAgIEI2AAAAICBCNgAAACAgQjYAAAAgIEI2AAAAICBCNgAAACAgRw+YMfGxspkMlkXAAAAoCQ5fMCOiYmRxWKxLgAAAEBJcviADQAAAJQmBGwAAADAQC5F3TA1NVUHDx7UmTNnlJWVJW9vbwUFBSk0NFQuLkVuBgAAALil3TQZZ2dna+XKlfr++++VmJhY4BxnV1dXNW/eXA8//LCaNGlit0IBAAAAR3DTgJ2SkqKtW7eqdevW6t27twIDA+Xn5ycPDw+lpaXp+PHjSkxM1MaNG/XWW28pIiJC/fv3V7Vq1YqrfgAAAKBUuWnADgoK0pgxYwp8rEyZMgoPD1d4eLgee+wxnTp1SnPmzNHAgQPVq1cvPfzww3YpGAAAACjNDDvJsXz58ho0aJA+/vhjfffdd5o6dapRTQMAAAAOw6aAffHiRcXExGj06NHWddu3b1dcXJzS09MlSdWqVdPHH3+scuXKGVspAAAA4ABsuvzHjBkzdODAAfXq1UuS9Omnn2rRokWSpDlz5mjy5Mny9vaWk5OTnnzySeOrBQAAAEo5m0awt2/frgEDBigyMlLHjh3T4sWL1bVrVy1dulT+/v5asWKFveoEAAAAHIJNATsjI0Ply5eXJC1YsEBly5ZVt27d5O3trbZt2yopKckuRQIAAACOwqaAXbNmTS1ZskRbtmxRXFycOnfuLDc3N0lSWlqa3N3d7VIkAAAA4ChsCtivvPKKtm7dqnfeeUehoaHq3LmzMjIytH37dn3zzTeKiIiwV50AAACAQ7DpJMcKFSpo9uzZOnPmjMqXLy+TyaS4uDh9+OGHqlWrlqKiouxVJwAAAOAQCh3BTkpK0pkzZyRJb7zxhrZt26YKFSrIZDJJkho1aqSPPvpIEyZMkKurq32rBQAAAEq5QkewU1NT1bdvXwUEBOjy5cvasGGDnJ2dFRYWpjJlyuiOO+7QHXfcoa+//lr+/v66//77i6NuAAAAoFQqNGA3atRI7733nvbu3avly5dr7dq1iouLkyQFBwcrPDxcoaGhWrdunapXr07ABgAAwG2tSHOwmzZtqqZNm+rIkSNq3769QkJCZDabrcumTZuUmZmprl272rteAAAAoFSz6STHGjVqqGLFigoODlZwcLDatWsnSbJYLMrIyJCnp6ddigQAAAAchU0Be/HixfL09FTVqlXzrTeZTIRrAAAAQDZeB/uhhx7Sjh077FULAAAA4PBsCtjVqlXTxYsXNXbsWKWkpNirJgAAAMBh2TRFZOvWrTKbzYqPj1dcXJzq1q2runXrKjw8XOHh4fL39y+0jfT0dA0YMEDvvfeeAgMDr3t84cKF+u9//ysXl6ulPfLII+rdu7ctZQIAAAAlxqaAHR0drcGDB+vAgQMym81KSEjQhg0bNHfuXFksFvXo0eOmVxJJSkrSRx99pGPHjt1wG7PZrNjYWDVr1syW0gAAAIBSwaaALUmurq7WEeuOHTtKujoqnZiYKA8Pj5s+d9WqVerTp4/GjRt3w20SEhKUlpamiRMnKiIiQv3795e3t7etZQIAAAAlwuaAffbsWa1Zs0YnT56Ur6+vGjRooEaNGqlhw4aFPnfAgAE3fTw7O1uVKlXSSy+9pJCQEI0fP14zZswo8HmxsbEaOXJkge2YTCYNHjxYgwYNKspbMkRqaqrc7dR22qVLOnHihJ1aR2mTlpYmPzu2TV/CjdA3cCOX0i7Zre3U1FT63m3k0qXboy/ZFLCTkpI0ZMgQubq6Kjg4WGfPntX8+fNVvXp1DR8+XCEhIf+oGFdXV/373/+2/vz0008rOjq6wG1jYmIUExNz3XqTySSLxfKP6vg7ypQpY7e2fby9FRwcbLf2Ubr4+PjYtW36Egpy4sQJ+gZuyNvHfn9JLlOmDH3vNmLPWQkl1ZcKCvU2XUVk+vTpatmypb766itNmDBBc+fO1ccffywXFxcNGzbsH/9WkpycrJUrV+Zb5+rq+o/aBAAAAIqTTQH7wIED6tKli/UKH5IUERGhcePGycvLS6tXr/5bRSQnJ+vy5ctyd3fXzJkzdfToUUnSkiVLdPfdd/+tNgEAAICSYFPA9vDwKPD6125uboqKipLZbP5bRbz//vvatGmTfHx8NHToUI0aNUrdu3dXamqqunXr9rfaBAAAAEqCTXOwW7VqpWnTpunDDz+Ur69vvseSk5Pl7l600/y++OKLfD9/8MEH1v9v0aKFWrRoYUtZAAAAQKlh0wh29+7ddeXKFXXv3l0zZszQli1btGvXLs2ePVvLly/XPffcY686AQAAAIdg0wi2j4+PJkyYoFmzZmnlypWaP3++pKtTRJ5//nluDgMAAIDbns3Xwfb09FTv3r318ssv68SJE8rMzFTFihXl5eVlj/oAAAAAh2JzwD5x4oQ2b96slJQUlS1bVnfddRfhGgAAAPj/bArYP//8s0aPHi1nZ2f5+fkpOTlZubm5aty4sQYPHqzAwEB71QkAAAA4BJsC9ueff67IyEgNGjRI7u7uysnJ0ebNmzVv3jwNHjxYU6ZMsesdegAAAIDSzqariJw7d06dO3e2Xo7PxcVF99xzj8aPHy8fHx8tWbLELkUCAAAAjsKmEezIyEjt27dP4eHh+da7urqqVatWOnjwoKHFAQD+voN//KF+PbrL3c210G0zs7Lk7uZWpHYzs7I0Y+7XCg4O/qclAsAtyaaAXaNGDX3xxRfKysrSY489Jk9PT0lSVlaWfvvtN7Vs2dIuRQIAbDdp4gQFJW1UJ4NPj1l4Spr8ySca/d57xjYMALcImwL2zp07dfHiRc2YMUPz5s1TRESEvLy8lJSUpCpVqujxxx+3V50AABuZTCbV9ZE6BRnbbvwl6bLJ2DYB4FZiU8B+++23lZGRocTERJnNZiUkJGjfvn06deqUjh8/rmeeeUZhYWEKCwtTo0aNFBERYa+6AQAAgFLJpoC9b98+1a5dW/Xr11f9+vWt6y9cuKCEhAQlJCQoMTFRy5Ytk9ls1ujRow0vGAAAACjNbArYU6ZMUb169fTSSy/JZPrf3wf9/PzUvHlz1a9f3zovOy0tzdhKAQAAAAdg02X6nnjiCX3zzTcaMWKE0tPTreuTkpL0zjvvaP78+dZ1Pj4+xlUJAAAAOAibAnabNm00ceJEHT16VAMGDNCvv/6qkSNHqm/fvjp58qQaN25srzoBAAAAh2BTwJakqlWravjw4Tp16pSGDx+ugwcPasSIEZo+fbrq1atnjxoBAAAAh2HTHOzExETNmTNHmzdvVo0aNRQSEqL169crLS0t35xsAAAA4HZlU8CeOHGiMjIyNGLECLVu3Vomk0mhoaEaN26cDhw4oD59+sjZ2dletQIAAAClnk0Bu0+fPqpdu3a+0eonn3xSFStW1JgxY1SuXDl17drV8CIBAAAAR2FTwK5Tp47S09O1adMmnTp1SlWrVlXr1q3VunVrjR07VgkJCfaqEwAAAHAINgXsI0eOaOjQocrKypKnp6dCQkJUrlw5LViwQK+//rpq1aplrzoBAAAAh2DTVUSmTp2qpk2basGCBerZs6ckydfXVwcPHtSQIUOUk5NjlyJvJjY2ViaTyboAAAAAJcmmgG02m/XEE0/IxeV/A9/BwcH6+OOPdeHCBa1evdrwAgsTExMji8ViXQAAAICSZFPA9vLy0qlTp65b7+vrq/bt2ys+Pt6wwgAAAABHZFPAjoyM1PTp03X27NnrHktOTpaTk833rQEAAABuKTad5NitWzft3LlTPXv2VNWqVZWdna1NmzZp+/bt+v777zVmzBh71QkAAAA4BJsCtoeHh8aNG6evv/5aK1eu1JkzZxQTE6MyZcqoX79+aty4sb3qBAAAAByCTQFbklxdXfXcc8/p2WefVUpKijIyMhQUFJTvxEcAAADgdvW3U7HJZFJAQICRtQAAAAAOj7MSAQAAAAMRsAEAAAADEbABAAAAAxGwAQAAAAPZfJJjenq6Nm3apFOnTqlq1apq3bq1PeoCAAAAHJJNAfvIkSMaOnSosrKy5OnpqZCQEJUrV04LFizQ66+/Lh8fH3vVCQAAADgEm6aITJ06VU2bNtWCBQvUs2dPSZKvr68OHjyoIUOGKCcnxy5FAgAAAI7CpoBtNpv1xBNP5LupTHBwsD7++GNduHBBq1evNrxAAAAAwJHYFLC9vLx06tSp69b7+vqqffv2io+PN6wwAAAAwBHZFLAjIyM1ffp0nT179rrHkpOT5eTERUkAAABwe7PpJMdu3bpp586d6tmzp6pWrars7Gxt2rRJ27dv1/fff68xY8bYq04AAADAIdgUsD08PDRu3Dh9/fXXWrlypc6cOaOYmBiVKVNG/fr1U+PGje1VJwAAAOAQbL4Otqurq5577jk9++yzSklJUUZGhoKCgvKd+AgAAADcrmyaNH3x4kXFxMRo9OjRMplMCggI0MmTJ/Xjjz8qPT3dXjUCAAAADsOmYecZM2bowIED6tWrlyTp008/1aJFiyRJc+bM0eTJk+Xt7W18lQAAAICDsGkEe/v27RowYIAiIyN17NgxLV68WF27dtXSpUvl7++vFStW2KtOAAAAwCHYFLAzMjJUvnx5SdKCBQtUtmxZdevWTd7e3mrbtq2SkpLsUiQAAADgKGwK2DVr1tSSJUu0ZcsWxcXFqXPnznJzc5MkpaWlyd3d3S5FAgAAAI7CpoD9yiuvaOvWrXrnnXcUGhqqzp07KyMjQ9u3b9c333yjiIgIe9V5Q7GxsTKZTNYFAAAAKEmFBuxDhw4pNzdXklS1alXNnj1bs2fP1oQJE+Tu7q4NGzYoOjpaQUFBioqKsnvBfxUTEyOLxWJdAAAAgJJU6FVEBg4cqGbNmmn48OFatmyZfHx8FB4ebn28UaNG+uijj1S3bl05OzvbtVgAAACgtCs0YL///vvKyMiQJP3+++/auHGjLBaLfHx8FBYWplq1aik8PFznz59XuXLl7F4wAAAAUJoVGrDDwsKs/z9ixAilp6crMTFRCQkJMpvN+v777zVv3jxJ0v/93//pueees1+1AAAAQClXaMBeuHChqlWrplq1aqlMmTLy8vJSw4YN1bBhQ+s2586dk9lslo+Pjz1rBQAAAEq9QgP2smXL9Oeff0qSgoODFRYWprCwMIWHhys0NFTu7u4KCAhQy5Yt7V4sAAAAUNoVGrBnz56tkydPWqeErF+/XmvXrpUkOTk5qWrVqtbA3bhxY+uNaAAAAIDbUaEBW5IqVqyoihUrKicnR5s2bdKwYcNUvnx5nT17Vps2bdLq1av1/fff66mnntKLL75o75oBAACAUqtIATvPrFmz1Ldv33zTQdq0aaMHH3xQ06ZNU6dOnYyuDwAAAHAoNt3JMSsrq8C7Jd51112KiIjQ8uXLDSsMAAAAcEQ2Bey7775bn3/+uc6dO3fdY66urjp27JhhhQEAAACOyKaA3aNHDzk5OalHjx6aNGmSfv75Z23btk0zZ87UkiVLVL9+fXvVCQAAADgEm+Zge3t7a/z48VqwYIFWrVqlpUuXSro6ev3444/r4YcftkeNAAAAgMOwKWBLV8P0s88+q2effVapqam6fPmy7rjjDjk52TQYDgAAANySbArYubm52rBhgy5duqSQkBCFhoYqKCjIXrUBAAAADsemgP2f//xHa9askbOzs3Jzc2UymVS1alWFh4crLCxMTZo04UYzAAAAuK3ZFLC3bNmi6OhotWvXTocPH1ZCQoISExNlNpu1Zs0adenShRvNAAAA4LZmU8AuV66c/P395eTkpGrVqqlatWrq0KGDJCk7O1vp6el2KRIAAABwFDadmfjUU08pLi6uwMdcXV3l5+dnSFEAAACAo7IpYDs5Oenw4cMaP358gTebAQAAAG53Nk0R2bZtmw4fPqwDBw5o1apVqlmzpmrXrq2wsDDVqlVLVapUKfBW6gAAAMDtwqaAHR0drcGDB+vAgQMym81KSEjQ9u3btWzZMlksFnXr1k3du3e3V60AAABAqfe3bjQTHh6u8PBwdezYUZKUnp6uxMREeXh4GF4gAAAA4EhsDtjx8fE6fvy4goKCFBoaKh8fH3l5ealhw4Z2KA8AAABwLDYF7PXr12v06NEymUyyWCwymUwKCQlRjRo15Ovrqzp16qht27Z2KhUAAAAo/WwK2AsWLLDeTOajjz5Sdna2TCaT1q9fL29vb1WvXt1edQIAAAAOwabL9B0/flytW7eWi4uLqlWrpqCgIL399tsaN26c/Pz8FBkZaa86byg2NlYmk8m6AAAAACXJpoDt7e2tixcvSpJ8fX11+vRpSVJ4eLiaNGmi5cuXG19hIWJiYmSxWKwLAAAAUJJsCtjNmzfXrFmzdO7cOfn7++vYsWPWxypUqKDExETDCwQAAAAciU0B+4UXXlB2dramTJmievXq6ejRo1q+fLkOHjyo7777TuXKlbNXnQAAAIBDsOkkRz8/P02aNEmHDh2Sj4+PevXqpQkTJkiSAgMD9eSTT9qlSAAAAMBR2HwdbDc3N9WqVUuS1KlTJzVt2lTJycmqVasWN5oBAADAbc+mgJ2Tk6O1a9cqIyND1apVU2hoqCpVqqRKlSrZqz4AAADAodgUsD/44AOtW7dOzs7OysnJkZOTk0JCQhQeHq6wsDA1adJE5cuXt1etAAAAQKlnU8Detm2bhg0bpjZt2ujw4cMym83WZc2aNdab0AAAAAC3K5sCdtmyZVW2bFk5OTmpWrVqqlatmh588EFJUnZ2ttLT0+1SJAAAAOAoCr1MX3x8vC5fvixJevLJJ/Xdd98VuJ2rq6v8/PyMrQ4AAABwMIWOYL/11ltKT09XSEiIatWqpd9++02TJ0/WM888o4CAgOKoEQAAAHAYhQbs8ePHKyEhQQkJCTKbzbp48aKWLFmipUuXKjQ0VBEREQoLC1OtWrVUpUoVmUym4qgbAAAAKJUKDdghISEKCQnRAw88IOnqXOsDBw7IbDYrISFB27dv17Jly2SxWNStWzd1797d7kUDAAAApZXNN5pxdXVVxYoVFR4ero4dO0qS0tPTlZiYyI1mAAAAcNuzKWAfO3ZMMTExcnJy0vTp0yVJe/bsUU5Ojho2bGiP+gAAAACHUuhVRK41efJkubu7q1+/ftZ1Bw8e1NChQ/Xpp58aXhwAAADgaGwK2GazWb169co3Wv3oo4/q3//+t1auXKktW7YYXR8AAADgUGwK2D4+PkpLS7tufePGjdWpUydt2rTJsMIAAAAAR2RTwL777rs1c+ZMnTp16rrHnJ2dlZuba1hhAAAAgCOy6STH5557Trt27dL//d//qVWrVqpXr558fX116NAhLVq0SMOGDbNXnQAAAIBDsClgL126VAMHDtSuXbu0Zs0a/fTTT7JYLPLz89OLL76ou+++2151AgAAAA7BpoC9ePFieXp6qnPnzurcubNyc3OVkZEhb29ve9UHAAAAOBSb5mA/9NBD2rFjh/VnZ2dnwjUAAABwDZsCdrVq1XTx4kWNHTtWKSkp9qoJAAAAcFg2TRHZunWrzGaz4uPjFRcXp7p166pu3boKDw9XeHi4/P397VQmAAAA4BhsGsGOjo7WN998o4kTJ6pPnz4KDAzUhg0bNGLECD311FOaN2+eveq8odjYWJlMJusCAAAAlCSbRrAlydXV1Tpi3bFjR0lSenq6EhMT5eHhYXiBhYmJiVFMTIz1Z0I2AAAASpLNATs9PV2bNm3SqVOnVLVqVbVu3VpeXl75bp8OAAAA3K5sCthHjhzR0KFDlZWVJU9PT4WEhKhcuXJasGCBXn/9dfn4+NirTgAAAMAh2DQHe+rUqWratKkWLFignj17SpJ8fX118OBBDRkyRDk5OXYpEgAAAHAUNgVss9msJ554Qi4u/xv4Dg4O1scff6wLFy5o9erVhhcIAAAAOBKbAraXl5dOnTp13XpfX1+1b99e8fHxhhUGAAAAOCKbAnZkZKSmT5+us2fPXvdYcnKynJxsag4AAAC45dh0kmO3bt20c+dO9ezZU1WrVlV2drY2bdqk7du36/vvv9eYMWPsVScAAADgEGwK2B4eHho3bpy+/vprrVy5UmfOnFFMTIzKlCmjfv36qXHjxvaqEwAAAHAIf+tGM88995yeffZZpaSkKCMjQ0FBQflOfAQAAABuVzal4ri4OH366aeyWCyqVq2awsLCFB4eLmdnZ5UvX95eNQIAAAAOw6aA/fnnn6t27dqqW7euDhw4oI0bN2rhwoWSJD8/P/Xs2VMdOnSwS6EAAACAI7ApYGdnZ+uZZ55RvXr1rOsuXLggs9msxMREeXt7G14gAAAA4EhsCtiRkZHauXNnvoDt5+enZs2aqVmzZoYXBwAAADgamy5c/dJLL+m3335TXFycLBaLvWoCAAAAHJZNI9irV6/W3r17tWfPHs2YMUMNGjRQeHi4wsPDFRoaKnd3d3vVCQAAADgEmwL23Llz9cADD6hevXpKSkqS2WzW5s2blZmZKWdnZ7300kt68skn7VUrAAAAUOrZfKOZqKgo1atXT1FRUZKk3NxcHTp0SAkJCQoMDLRLkQAAAICjsClgP/XUU1qzZk2+kxydnZ1Vo0YN1ahRw/DiAAAAAEdj00mOly9f1s6dOzV58mSdP3/eTiUBAAAAjsumEeyDBw/qzJkzWrJkiZYuXaqaNWuqTp06Cg8PV1hYmCpVqiSTyWSvWgEAAIBSz6aAHR0drcGDB+vAgQMym81KSEjQ9u3btWzZMlksFnXr1k3du3e3V60AAABAqWdTwJYkV1dX66X5OnbsKElKT09XYmKiPDw8DC8QAAAAcCQ2zcG+ES8vLzVs2FDh4eFGNCdJ+vDDD/XDDz8Y1h4AAABQHAwJ2EZKSUnRyJEjtX79+pIuBQAAALCZzVNE7G3t2rVq3LixfH19S7oUAAAAwGaFBuxTp06pfPnyxVGLJOnxxx+XJI0dO/am28XGxmrkyJEFPmYymTR48GANGjTI6PJuKDU1Vfa6UXzapUs6ceKEnVpHaZOWliY/O7ZNX7p9XLp0yW5tp6bSl24nl9Ls2ZdS6Uu3Efsel0pPXyo0YPfu3Vsmk0lhYWHWy/GFhYUpICCgOOq7oZiYGMXExFy33mQyyWKxFHs9ZcqUsVvbPt7eCg4Otlv7KF18fHzs2jZ96fbh7e1tt7bLlKEv3U68fezZl8rQl24j9j0ulUxfKijUFxqwR4wYob1798psNmvVqlWaM2eOJCkwMFC1atWyhu5atWrZdacBAAAAjqDQgN2oUSM1atTI+vOZM2eUkJAgs9kss9msefPmKT09XSaTST179tTTTz9t14IBAACA0szmkxwDAwMVGBioe+65R5JksVh09OhRmc3mEp82AgAAAJQ0mwN2fHy8jh8/rqCgIIWGhsrHx0d33nmn7rzzTkMLK84TFAEAAACj2BSw169fr9GjR1tPJDSZTAoJCVGNGjXk6+urOnXqqG3btnYqFQAAACj9bArYCxYsUJcuXfTiiy/qo48+UnZ2tkwmk9avXy9vb29Vr17dXnUCAAAADsGmOzkeP35crVu3louLi6pVq6agoCC9/fbbGjdunPz8/BQZGWmvOgEAAACHYFPA9vb21sWLFyVJvr6+On36tCQpPDxcTZo00fLly42vEAAAAHAgNgXs5s2ba9asWTp37pz8/f117Ngx62MVKlRQYmKi4QUCAAAAjsSmgP3CCy8oOztbU6ZMUb169XT06FEtX75cBw8e1Hfffady5crZq04AAADAIdh0kqOfn58mTZqkQ4cOycfHR7169dKECRMkXb0+9pNPPmmXIgEAAABHYVPAzsjIkIeHh2rVqiVJ6tSpk5o2bark5GTVqlVLHh4edikSAAAAcBSFThFJSkrSmTNnJElvvPGGtm7dmu/xSpUqqX79+oRrAAAAQEUYwU5NTVXfvn0VEBCgy5cva8OGDXJ2dlZYWJjKlClj3e7rr7+Wv7+/7r//frsWDAAAAJRmhQbsRo0a6b333tPevXu1fPlyrV27VnFxcZKk4OBghYeHKzQ0VOvWrVP16tUJ2AAAALitFWkOdtOmTdW0aVMdOXJE7du3V0hIiMxms3XZtGmTMjMz1bVrV3vXCwAAAJRqNp3k+M4771j/Pzg4WO3atZMkWSwWZWRkyNPT09jqAAAAAAdjU8CWpLNnz2rNmjU6efKkfH191aBBAzVq1IhwDQAAAMjGgJ2UlKQhQ4bI1dVVwcHBOnv2rObPn6/q1atr+PDhCgkJsVedAAAAgEOwKWBPnz5dLVu21JAhQ+TicvWp8fHxmjx5soYNG6bp06fL29vbLoUCAAAAjsCmW6UfOHBAXbp0sYZrSYqIiNC4cePk5eWl1atXG14gAAAA4EhsCtgeHh5KSUm5br2bm5uioqJkNpsNKwwAAABwRDYF7FatWmnatGm6ePHidY8lJyfL3d3dsMIAAAAAR2RTwO7evbuuXLmi7t27a8aMGdqyZYt27dql2bNna/ny5brnnnvsVScAAADgEGw6ydHFxUUTJkzQrFmztHLlSs2fP1/S1Skizz//vJo1a2aXIgEAAABHUWjATkpKkr+/vwIDA/XGG2/oueeeU+/evfXyyy/rxIkTyszMVMWKFeXl5VUc9V4nNjZWI0eOLJHXBgAAAP6q0ICdmpqqvn37KiAgQJcvX9aGDRvk7OyssLAwVa5c2brd119/LX9/f91///12LfivYmJiFBMTY/3ZZDIV6+sDAAAA1yo0YDdq1Ejvvfee9u7dq+XLl2vt2rWKi4uTdPV26eHh4QoNDdW6detUvXr1Yg/YAAAAQGlSpDnYTZs2VdOmTXXkyBG1b99eISEhMpvN1mXTpk3KzMxU165d7V0vAAAAUKrZdJLjO++8Y/3/4OBgtWvXTpJksViUkZEhT09PY6sDAAAAHIxNl+m7EZPJRLgGAAAAZFDABgAAAHBVoQH7m2++KfD26AAAAACud9OAff78eU2cOFGnT5+WJG3dulUXLlwolsIAAAAAR1SkKSI7d+5URkaGvvzyS+3Zs8feNQEAAAAO66ZXEfH399cDDzygGTNmaObMmXJyctKqVauUkpKisLAwVa9eXc7OzsVVKwAAAFDqFXqZviFDhujpp5/Wnj17NGvWLB08eFC//fabcnJy5ObmptDQUIWFhSk8PFwNGzZUQEBAcdQNAAAAlEpFug52lSpVVKVKFW3ZskUPPPCAmjRpov3791tvNPPrr79q6dKl6tq1q1588UV71wwAAACUWjbdaCY2Ntb6/3Xq1FGdOnWsP1+6dEnp6enGVQYAAAA4IJsCtiSdPXtWa9as0cmTJ+Xr66sGDRqoUaNG8vb2lre3tz1qBAAAAByGTQE7KSlJQ4YMkaurq4KDg3X27FnNnz9f1atX1/DhwxUSEmKvOgEAAACHYFPAnj59ulq2bKkhQ4bIxeXqU+Pj4zV58mQNGzZM06dPZxQbAAAAtzWbbpV+4MABdenSxRquJSkiIkLjxo2Tl5eXVq9ebXiBAAAAgCOxKWB7eHgUeNt0Nzc3RUVFyWw2G1YYAAAA4IhsCtitWrXStGnTdPHixeseS05Olru7u2GFAQAAAI7IpoDdvXt3XblyRd27d9eMGTO0ZcsW7dq1S7Nnz9by5ct1zz332KtOAAAAwCHYdJKjj4+PJkyYoFmzZmnlypWaP3++pKtTRJ5//nk1a9bMLkUCAAAAjsLm62B7enqqd+/eevnll3XixAllZmaqYsWK8vLyskd9AAAAgEOxOWDncXJyUuXKlY2sBQAAAHB4Ns3BBgAAAHBzBGwAAADAQA4fsGNjY2UymawLAAAAUJIcPmDHxMTIYrFYFwAAAKAk/e2THE+dOqVvvvlGly5dUmhoqNq2bSsfHx8jawMAAAAczk1HsP/880/NnTu3wJHh6OhoHTx4UOfPn9e8efP0/PPPa+/evXYrFAAAAHAENx3B9vPz05YtW7Rv3z69+eab1hHq9PR0paWl6b333pMkWSwWLVq0SFOnTtX48ePtXzUAAABQSt10BNvT01Njx45VYGCg+vXrpz/++MO63tnZWUuWLFFOTo5MJpMeeOABnTp1qliKBgAAAEqrQudgu7i46LXXXtOaNWs0dOhQ9e3bV/fdd5/eeustjR49WjNnzlSVKlV0/vx5NW3atDhqBgAAAEqtIp/kGBUVperVq2vkyJHau3ev+vTpozlz5mjHjh06fvy4KlSooGbNmtmzVgAAAKDUs+kyfTVq1NCUKVP0559/atCgQdZR606dOqlFixZycnL4q/4BAAAA/0ihifj06dOaOnWqPvroIy1atEhZWVkaPXq0GjdurH79+mnnzp3FUCYAAADgGAoN2CNHjtShQ4d05coVrVixQi+88IJ27Nih7t27a9CgQRo9erTmz59fHLUCAAAApd5N52BbLBYdP35ckyZNst6GPC4uTlOmTNH06dPVvHlzTZgwQbGxsUpISNDQoUPl5eVVLIUDAAAApdFNR7BNJpMCAwM1Z84cZWZmSpLatGmj5ORk6zbBwcGaMGGC3N3d9frrr9u3WgAAAKCUK/QqItHR0Ro1apTmzp2rSpUq6dKlS2rSpEm+bdzd3RUdHa24uDi7FQoAAAA4gpsG7IsXL8rd3V1ffPGFdu3apSNHjigwMPCGl+O7//777VIkAAAA4CgKHcEeMWKEunbtqvvvv18NGjQojpoAAAAAh3XTOdi+vr764IMPtGTJEg0ZMkTx8fHFVRcAAADgkAq9TF9gYKAmTJigmjVravDgwRo0aJBWrVqls2fPFrh9enq6tm7dqq+++srwYgEAAIDSrki3Snd1dVXv3r310EMPac6cOZo0aZLGjRsnf39/BQYGytPTU2lpaTp//rxSUlLk7e2thx9+2N61AwAAAKVOkQJ2nipVqig6Olr9+/fX7t27lZSUpPPnzysjI0MeHh6qWLGiwsLCVLt2bbm42NQ0AAAAcEv4WynY29tbLVq0UIsWLYyuBwAAAHBohc7BBgAAAFB0BGwAAADAQARsAAAAwEAEbAAAAMBANgXsixcvKiYmRqNHj7au2759u+Li4pSenm54cQAAAICjsekqIjNmzNCBAwfUq1cvSdKnn36qRYsWSZLmzJmjyZMny9vb2/gqAQAAAAdh0wj29u3bNWDAAEVGRurYsWNavHixunbtqqVLl8rf318rVqywV503FBsbK5PJZF0AAACAkmRTwM7IyFD58uUlSQsWLFDZsmXVrVs3eXt7q23btkpKSrJLkTcTExMji8ViXQAAAICSZFPArlmzppYsWaItW7YoLi5OnTt3lpubmyQpLS1N7u7udikSAAAAcBQ2BexXXnlFW7du1TvvvKPQ0FB17txZGRkZ2r59u7755htFRETYq04AAADAIdh0kmPVqlU1e/ZsnTlzRuXLl5fJZFJcXJw+/PBD1apVS1FRUfaqEwAAAHAINgXsjIwMeXh4qEKFCtZ1jRo10kcffaS6devK2dnZ8AIBAAAAR1LoFJGkpCSdOXNGkvTGG29o69at+R6/44471KBBA8I1AAAAoCKMYKempqpv374KCAjQ5cuXtWHDBjk7OyssLExlypSxbvf111/L399f999/v10LBgAAAEqzQgN2o0aN9N5772nv3r1avny51q5dq7i4OElScHCwwsPDFRoaqnXr1ql69eoEbAAAANzWijQHu2nTpmratKk2btyo559/Xk2bNpXZbLYumzZtUmZmprp27WrvegEAAIBSzaaTHFNSUnTlyhUFBwcrODhY7dq1kyRZLBZlZGTI09PTLkUCAAAAjsKm62A/9NBD2rFjx3XrTSYT4RoAAACQjQG7WrVqunjxosaOHauUlBR71QQAAAA4LJumiGzdulVms1nx8fGKi4tT3bp1VbduXYWHhys8PFz+/v52KhMAAABwDDYF7OjoaA0ePFgHDhyQ2WxWQkKCNmzYoLlz58pisahHjx6c6AgAAIDbmk0BW5JcXV2tI9YdO3aUJKWnpysxMVEeHh6GFwgAAAA4EpsD9tmzZ7VmzRqdPHlSvr6+atCggRo1aqSGDRvaoTwAAADAsdgUsJOSkjRkyBC5uroqODhYZ8+e1fz581W9enUNHz5cISEh9qoTAAAAcAg2Bezp06erZcuWGjJkiFxcrj41Pj5ekydP1rBhwzR9+nR5e3vbpVAAAADAEdh0mb4DBw6oS5cu1nAtSRERERo3bpy8vLy0evVqwwsEAAAAHIlNAdvDw6PA61+7ubkpKipKZrPZsMIAAAAAR2RTwG7VqpWmTZumixcvXvdYcnKy3N3dDSsMAAAAcEQ2Bezu3bvrypUr6t69u2bMmKEtW7Zo165dmj17tpYvX6577rnHXnUCAAAADsGmkxx9fHw0YcIEzZo1SytXrtT8+fMlXZ0i8vzzz6tZs2Z2KRIAAABwFDZfB9vT01O9e/fWyy+/rBMnTigzM1MVK1aUl5eXPeoDAAAAHIrNAfvEiRPavHmzUlJSVLZsWd11112EawAAAOD/sylg//zzzxo9erScnZ3l5+en5ORk5ebmqnHjxho8eLACAwPtVecNxcbGauTIkcX+ugAAAEBBbDrJ8fPPP1dkZKQWLVqkOXPmaMWKFRoxYoQuXryowYMH69KlS/aq84ZiYmJksVisCwAAAFCSbArY586dU+fOna2X43NxcdE999yj8ePHy8fHR0uWLLFLkQAAAICjsClgR0ZGat++fdetd3V1VatWrXTw4EHDCgMAAAAckU0Bu0aNGpo7d67mz5+vy5cvW9dnZWXpt99+U3h4uOEFAgAAAI7EppMcd+7cqYsXL2rGjBmaN2+eIiIi5OXlpaSkJFWpUkWPP/64veoEAAAAHIJNAfvtt99WRkaGEhMTZTablZCQoH379unUqVM6fvy4nnnmGYWFhSksLEyNGjVSRESEveoGAAAASiWbAva+fftUu3Zt1a9fX/Xr17euv3DhghISEpSQkKDExEQtW7ZMZrNZo0ePNrxgAAAAoDSzKWBPmTJF9erV00svvSSTyWRd7+fnp+bNm6t+/fry9PSUJKWlpRlbKQAAAOAAbDrJ8YknntA333yjESNGKD093bo+KSlJ77zzjubPn29d5+PjY1yVAAAAgIOwKWC3adNGEydO1NGjRzVgwAD9+uuvGjlypPr27auTJ0+qcePG9qoTAAAAcAg2BWxJqlq1qoYPH65Tp05p+PDhOnjwoEaMGKHp06erXr169qgRAAAAcBg2zcFOTEzUnDlztHnzZtWoUUMhISFav3690tLS8s3JBgAAAG5XNgXsiRMnKiMjQyNGjFDr1q1lMpkUGhqqcePG6cCBA+rTp4+cnZ3tVSsAAABQ6tkUsPv06aPatWvnG61+8sknVbFiRY0ZM0blypVT165dDS8SAAAAcBSFzsH+7bffrFcMqVOnToFTQVq3bq2xY8fK29vb+AoBAAAAB1JowB41apQ2b95s/fnKlStKTU29brtatWrpscceM7Y6AAAAwMHYfBWR1NRUPf7449q3b1++9V988YV+++03wwoDAAAAHJHNATtPbm5uvp+3bdum33///R8XBAAAADiyvx2wAQAAAFyPgA0AAAAYiIANAAAAGKhIATspKUknT560dy0AAACAwyv0RjPu7u5atGiRFi1aJD8/P1WrVk2SlJCQoODgYAUEBNi9SAAAAMBRFBqw582bp0OHDslsNstsNishIUHOzs6aOnWqpk6dqsDAQIWFhen06dOFvlhcXJzmzZun3NxcPf3003r44Yev22bhwoX673//KxeXq6U98sgj6t279994awAAAEDxKzRgOzk5qXr16qpevbo6dOggScrMzNT+/fuVkJBgDd7nzp27aTunTp3S7NmzNWXKFDk5OWnAgAFq0KCBKleunG87s9ms2NhYNWvW7B+8LQAAAKBkFBqwC+Lu7q6IiAhFRERY16Wmpury5cs3fM6vv/6qpk2bysfHR5J0991366efflLXrl3zbZeQkKC0tDRNnDhRERER6t+/P7dgBwAAgMP4WwG7IGXKlFGZMmVu+HhycrLKlStn/blcuXL6448/8m2TnZ2tSpUq6aWXXlJISIjGjx+vGTNmaMCAAde1Fxsbq5EjRxb4WiaTSYMHD9agQYP+3pv5G1JTU+Vup7bTLl3SiRMn7NQ6Spu0tDT52bFt+tLt49KlS3ZrOzWVvnQ7uZRmz76USl+6jdj3uFR6+pJhAfvvMJlM+X52dXXVv//9b+vPTz/9tKKjowt8bkxMjGJiYgps02KxGFtoEdzsl4t/ysfbW8HBwXZrH6VL3l957NU2fen2Yc+//pUpQ1+6nXj72LMvlaEv3Ubse1wqmb5UUKgvtutglytXLt887eTkZAUGBubbJjk5WStXrsy3ztXVtVjqAwAAAIxQbAG7SZMm+vXXX3Xx4kVdvnxZGzdutJ7ImJycrMuXL8vd3V0zZ87U0aNHJUlLlizR3XffXVwlAgAAAP9YsU0RqVChgrp166aBAwcqJydHjz32mKpXry5Jev/99/XAAw/ovvvu09ChQzVq1ChlZWUpLCxMvXr1Kq4SAQAAgH+sWOdg33///br//vuvW//BBx9Y/79FixZq0aJFcZYFAAAAGKbYpogAAAAAtwMCNgAAAGAgAjYAAABgIAI2AAAAYCACNgAAAGAgAjYAAABgIAI2AAAAYCACNgAAAGAgAjYAAABgIAI2AAAAYCACNgAAAGAgAjYAAABgIAI2AAAAYCACNgAAAGAgAjYAAABgIAI2AAAAYCACNgAAAGAgAjYAAABgIAI2AAAAYCACNgAAAGAgAjYAAABgIIcP2LGxsTKZTNYFAAAAKEkOH7BjYmJksVisCwAAAFCSHD5gAwAAAKUJARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMBABGwAAADAQARsAAAAwEAEbAAAAMJDDB+zY2FiZTCbrAgAAAJQkhw/YMTExslgs1gUAAAAoSQ4fsAEAAIDShIANAAAAGIiADQAAABiIgA0AAAAYiIANAAAAGIiADQAAABiIgA0AAAAYiIANAAAAGIiADQAAABiIgA0AAAAYiIANAAAAGIiADQAAABiIgA0AAAAYiIANAAAAGIiADQAAABiIgA0AAAAYiIANAAAAGIiADQAAABiIgA0AAAAYiIANAAAAGIiADQAAABiIgA0AAAAYiIANAAAAGIiADQAAABiIgA0AAAAYyOEDdmxsrEwmk3UBAAAASpLDB+yYmBhZLBbrAgAAAJQkhw/YAAAAQGlCwAYAAAAMRMAGAAAADETABgAAAAxEwAYAAAAMRMAGAAAADETABgAAAAxEwAYAAAAMRMAGAAAADETABgAAAAxEwAYAAAAMRMAGAAAADETABgAAAAxEwAYAAAAMRMAGAAAADETABgAAAAxEwAYAAAAMRMAGAAAADETABgAAAAxEwAYAAAAMRMAGAAAADETABgAAAAxEwAYAAAAMRMAGAAAADOTwATs2NlYmk8m6AAAAACXJ4QN2TEyMLBaLdQEAAABKksMHbAAAAKA0IWADAAAABiJgAwAAAAYiYAMAAAAGImADAAAABiJgAwAAAAYiYAMAAAAGImADAAAABiJgAwAAAAYiYAMAAAAGImADAAAABiJgAwAAAAYiYAMAAAAGImADAAAABiJgAwAAAAYiYAMAAAAGImADAAAABiJgAwAAAAYiYAMAAAAGImADAAAABiJgAwAAAAYiYAMAAAAGcinpAv7KbDbr448/1qVLl9S4cWO9+uqrcnZ2LumyAAAAgCIpVSPYFotFY8aM0cCBAzVr1ixlZmbqu+++K+my7CL2j5KuALcK+hKMQD+CUehLMIoj96VSNYJ97NgxOTs7KywsTJJ0//3366uvvtJDDz1kUztXrlyxR3k3ZbFYlH5FSs4u2vYjD0ivVil8u/Tcq22XxHtCybBYLErPtU9fEn3ptmJLXypqP5LoS7cji0V260se9KXbisVyRZfs0JcuX5HcSlNfslgsMZZSYseOHZahQ4dafz5y5IilR48eBW47cuRIiyQWFhYWFhYWFhaWElsGDx6c8decWqpGsAvi5FTwLJaYmBjFxMQUczXGMZlMslgsJV0GbgH0JRiBfgSj0JdgFAfqS+5/XVGq5mCXK1dOKSkp1p+Tk5N1xx13lGBFAAAAgG1KVcCuXLmysrOzlZCQIEmKi4tTs2bNSrgqAAAAoOhK1RQRk8mk4cOHWy/TV7t2bT366KMlXRYAAABQZCaLxRIjaWRJF3K7caB5RSjl6EswAv0IRqEvwSiO3JdK1RSR28nIkSNLugTcIuhLMAL9CEahL8EojtyXGMEGAAAADMQINgAAAGAgAjYAAABgIAI2AAAAYCACdjH59NNPdfLkyXzrDh06pPj4+BKqCI6KvgQjHDt2TF9++aUuX76cb/3OnTt14sSJEqoKjoi+BKPcSn2JgF1Mli9frkGDBllvoiNJqamp+uSTT7R8+fISrAyOhr4EI5w/f16LFi3SgAEDdOHCBev6kydPKjo6WklJSSVYHRwJfQlGuZX6EgG7mHh4eCg2NlajR4+2/hZWr149/ec//9G3335bwtXBkdCXYJT69evrscce04gRI5SZmSlJ6tChg15//XWtXr26hKuDI6EvwSi3Sl8iYBejWrVq6dVXX9Xbb7+tM2fOSJJcXErVzTThIOhLMMojjzyievXqafTo0crOzpYkubm5KScnp4Qrg6OhL8Eot0Jf4hu5mLVo0UKXLl3SgAEDdO+998psNqtZs2YlXRYcEH0JRunZs6c++eQT9evXTy1bttT69ev12muvlXRZcED0JRjF0fsSN5opJl9++aW6detm/fnIkSPatGmTypcvr7Zt28pkMpVgdXAk9CUY4dSpU9q9e7fat29vXbdjxw7t27dPDRo0UERERAlWB0dCX4JRbqW+RMAGAAAADMQUkWJ08OBB7dy5UykpKXJ2dlZQUJCaNWumcuXKlXRpcDD0JRjBYrFo586dSkxMVGpqqjw8PHTnnXeqefPmcnd3L+ny4EDoSzDKrdKXOMmxmMyZM0djxozR6dOn5e3tLTc3NyUlJWngwIHatGlTSZcHB0JfghFyc3M1fPhwzZ8/X+np6SpTpowkadOmTerdu7fDXXMWJYe+BKPcSn2JEexikJmZqXXr1mnKlCnXXenh/PnzGj58uFq1alVC1cGR0JdglN9//13lypXTkCFDrnts8+bNWrRokfr3718ClcHR0JdglFupLzGCXQxyc3Pl5ORU4MlnJpNJubm5JVAVHBF9CUbJysqSq6trgY/Rl2AL+hKMciv1JU5yLCbTpk3T7t271axZM/n5+clisejMmTP6+eef1aNHD91zzz0lXSIcBH0JRsjJydGQIUPk7++v2rVry8vLS9nZ2Tp+/Li2b9+u0aNHq3LlyiVdJhwAfQlGuZX6EgG7GO3bt087duxQSkqKJCkoKEht27ZVYGBgCVcGR0NfghGuXLmiLVu2yGw2Ky0tTW5ubrrzzjvVpk0beXl5lXR5cCD0JRjlVulLBGwAAADAQMzBLkEffPCBDh8+XNJl4BZAX4IR0tPT9fbbbysrK6ukS4GDoy/BKI7alwjYJaht27YaO3assrOzS7oUODj6Eozg5eWlqlWraubMmSVdChwcfQlGcdS+xGX6ikn37t0LPPv1zJkzevPNNzV27NgSqAqOiL4EIyQmJmrUqFHXrc/NzdXZs2fl6emp7t27l0BlcDT0JRjlVupLzMEuJikpKbJYLAU+5uTkJH9//+ItCA6LvgQj5OTk6OLFizd83M3NTT4+PsVYERwVfQlGuZX6EgEbAAAAMBBzsIvRwYMHtWTJEs2cOVNffPGFvv32WyUnJ5d0WbgFcJIjbHXs2DF9+eWXunz5cr71O3fudKjbEaN0SE1N1Zo1a/KtO3r0qE6dOlVCFcGRbd26Vf3791dSUlJJl/K3EbCLyZw5czRmzBidPn1a3t7ecnNzU1JSkgYOHKhNmzaVdHlwcJzkCFudP39eixYt0oABA3ThwgXr+pMnTyo6Otqhv9hQvDIzMzVw4MDr+syxY8c0ePBgJSYmllBlcFTp6emqWLGipk+frq+++uqG0yJLM05yLAaZmZlat26dpkyZIheX/Lv8/PnzGj58uFq1alVC1cHRcJIjjFK/fn01bdpUI0aM0AcffCB3d3d16NBBFSpU0OrVq1WzZs2SLhEOYMeOHWrevLl69eolSdq+fbv8/f3VsmVLeXt7a+XKlapVq1YJVwlHExQUpGHDhunrr79WdHS0Bg0apPLly5d0WUVGwC4Gubm5cnJykslkuu4xk8lUYFgCbuTjjz++6UmOgC0eeeQR/fnnnxo9erRGjBghV1dXubm5KScnp6RLg4NwcnLSlStXrD/v2rVLGRkZ6tOnj9LT068bWAJuJDk5WevXr9f+/ft19uxZLVmyRK6urgoMDFTv3r01dOhQtW7duqTLLBJ6fTHw8vJS48aNNXDgQDVr1kx+fn6yWCw6c+aMfv75Z/Xo0aOkS4QDKVu2bEmXgFtMz5499cknn6hfv35q2bKl1q9fr9dee62ky4KDaNiwoaZPn66pU6fKw8NDmzZtUmBgoHr16qX09HR9+OGHJV0iHERubq4uXLig9PR0ZWVlWaevlStXTh07dnSoAUmuIlKM9u3bpx07diglJUXS1T9/tG3bVoGBgSVcGYDbzalTp7R79261b9/eum7Hjh3at2+fGjRooIiIiBKsDo7mwoULWrp0qdLT09WxY0dVqFBBBw4cUKVKleTl5VXS5cHBJCYm6syZMw4zWl0QAjYAAABgICZsAgAAAAYiYAMAAAAGImADAAAABiJgAwAAAAYiYAMAAAAGImADAAAABiJgAwAAAAYiYAMAAAAGImADwC0kLi5OUVFR2r59e4GPb9y4UVFRUZo5c2YxVwYAtw8CNgDcQu677z6VL19ec+bMue6xEydO6MMPP1SdOnXUvXv3EqgOAG4PBGwAuIU4OzurS5cu2r17t/bs2WNdn5mZqdjYWDk5OWn48OFydnYuwSoB4NZGwAaAW8yDDz6ogIAAzZ0717pu0qRJ+uOPP/T666+rfPnykqRVq1bp5Zdf1kMPPaQePXro559/ztfOxYsXNWHCBHXt2lWPPPKIXnnlFa1fvz7fNr1799bChQs1bdo0PfbYY/r888/t/v4AoLRzKekCAADGcnNz0+OPP67//ve/OnLkiI4ePapvv/1WDz/8sCIjIyVJM2bM0KJFi/Tss8+qcePG2rJli0aNGqWpU6eqatWqysnJ0ZtvvqnMzEy99NJL8vf3188//6x3331XgYGBqlOnjrKzs3X48GH9+OOPCgsL0/DhwxUSElLC7x4ASh4BGwBuQY8++qi++uorzZ07V7///rtCQkLUp08fSVJSUpK+/vprvfzyy3rqqackSXXq1NGuXbv0zTff6LXXXtP+/fvl4+OjmJgYVahQQZLUqFEjrVy5UocOHVKdOnV06NAh5ebmKiwsTAMGDCix9woApQ0BGwBuQV5eXurUqZO+/PJLubm5acyYMXJ3d5d0dWqIl5eXOnbsmO85NWrU0NGjRyVJ4eHhGjNmjMxms44cOaKsrCwdPnxYV65cUbly5SRdDeomk0nPPvts8b45ACjlCNgAcItq27atvvzyS3Xr1k1Vq1a1rt+7d6/S09PVqVOnfNvn5ubqrrvukiRt2LBBH3/8sTw8PBQSEqKgoCClpqZKkrWt/fv3q2bNmgoMDCyOtwMADoOADQC3qLzR6LzQnCctLU1RUVF65plnrnuOp6enzp07pzFjxujpp5/W//3f/1kfGzt2rMqWLWs9SXL//v2KiIiw3xsAAAfFVUQA4BaVmJgoZ2dnVa9ePd/6ihUr6vz586pSpYp1+f333zV8+HC5ubnp+PHjysnJUdu2ba3POXv2rNavX6+aNWtKkq5cuaI//vhDoaGhxfmWAMAhMIINALeopKQkhYSEyM3NLd/6Rx99VKNHj9Znn32m+vXra/v27Vq0aJF69OghX19f3XnnnXJ3d9cXX3yhp59+Wn/++ac+++wzXb582Tp6ffToUWVmZhKwAaAABGwAuEUlJSWpZcuW161v06aNUlNTtWDBAi1atEh33nmnhg0bZh2x9vPz0/DhwzVt2jQNHTpUwcHBeu6557Rq1SpdunRJ0tXpIa6urlyWDwAKYLJYLDGSRpZ0IQAAAMCtgDnYAAAAgIEI2AAAAICBCNgAAACAgQjYAAAAgIEI2AAAAICB/h+WZTVfQOonswAAAABJRU5ErkJggg=="
What is the average of all values above 1.45?
1.91
148356.png
2,600
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"
What is the smallest value of Sri Lanka at position 3.0 ?
8.86
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2,601
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What is the average of 1961.0 from Switzerland to Syrian Arab Republic?
60.93
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2,602
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bq7BuQzANYq0ouH77rFq2ieRg5MiRixcvZu355HJ5XFwcayqxfPnysLCwphv4L1y4kJXh1f9o/vz5rOkua9jL2uGyHbI0zrYxR/39sJoR20FkGO4mBQBPPfVUWFgYq75k67zzzjusipPrYgwArNkHW401LmFpUEhISHp6ehN9Zp9++mmuhHJZvdGRGsMuIDsce2Rko+GwK8yq47mG0iNHjly7di2rkGVPmYsXL7YtHdTpdIsXL05PT2clebZHYSfFdcKwvXoZGRm2NbasGpqlyOwFu7CsVwr70tmV5L6shQsXsiup1+tbcpNlWTU7F/aa7WH58uWsbQB3CNZGSi6Xs+beLGysLEZdl+0fFPvzqX/34/5gG/zpsbsVPP3001xTjVaN2MJ2FRYWtnLlStb0zfYjuVy+YMECtucG7xu2d5WmfwjYA+fKlSvDwsIau4W28P5p94PFmjCyS8F1Mc7MzNy2bRu3mm3zlTZcK65ZDgDMnz/f9v5s+xjckvjtt6WU/vH771MmTPjj99/pjXQ63ZQJE6ZMmKDT6diSIwkJUyZMePO117h1HnnooSkTJqSnpdHGsf1/8/XX7O2br7325muvTZkwof6BbLdi6xxJSGBvv/n6a9tD//H772yF+mHXP7TtKXAxc0vS09LsTsr2ZLmwW77DBvdjtwIXdoPnXn+HdlfDbit2CNtLwX3K1rQ9O7Yr7iuz+wbZCT7y0EO2F8c2vPr/BrjDsYCbCAZRSj/88MNt27bd5B7Wrl2r0+kWLVrU2L86p2Phte1MX3jhhSNHjjg8JIQQQo0hb772GldWZzvxrv7GoeMW/+c/AGA7sAsbIYV72/SkvbaT/H78+ee/rl/PDvrx55/LfXxsD8QGwLMd/YQbocZ2ZBnbeOzmkauv/miFtsO+tGHO4iZ22Bi7kf/YSdldZHbutmuy4frsrgabVc92K7traBeP3aFtT8f2G+Sus11UjQ0Sye3HdifNBoNY337W878Nm7ORCOrXHXc2er2eG/HB2bEghBBqBqGUOjsGhBBCCCHkNLzmV0EIIYQQQt0XpoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0apoMIIYQQQj0a8Vj6h7NjaIWUF8Y6O4T2FfXuAWeHgBBCCKGehWQXlTs7BoQQQggh5BxBCilWFiOEEEII9WiYDiKEEEII9WiYDiKEEEII9WiYDiKEEEII9WiYDiKEEEII9WiYDiKEEEII9WiYDiKEEEII9WiYDiKEEEII9WiYDiKEEEII9WiYDiKEEEII9WiYDiKEEEII9WiYDiKEEEII9WiYDiKEEEII9WiYDiKEEEII9WiYDiKEEEII9WiYDiLUVlba8Ov22xAhhBBqBwJnB4BQl8UjpSn5pWfzZQPVsig1WCnwSPNbWSnwSG1hhWZvmpufRDUhov0DRQghhJqC6SBCbZS+5vCVLckAAL9A8LxhwfcNa9FmPFKcmJ381k72rmBvWuyKWe0WI0IIIdQ8TAcRaqOruSAAABQfzQm+b1hpSn7S85ub2CR2xSxZlPqyzYalKfmmKqOLh7AdA0UIIYSahG0HEUIIIYR6NCwdRKgVio/n5q4/Eb5kjCRY0WtmNFdAqBgRBACyKPWEHUua3Umv26NLU/LZa1mUGosGEUII2aJWK+F1aIEdyS4q78jjIdQVUSstPJSZ8+vJqkslACAf3HvQm7cDQOnZvNIUjSxKJRsYQCklpPmuJGy1Gm1Fwb7rXUlMZTUuXqL2PguEEEKdk6nKmLkmwZCtc/OTBM8bKglWdOTRgxRSTAcRago1WzV7U3M2JtVqKwCA7+7aa1pU4KwYF0/RDflfC7sV11vZXFOX8fXhsvTCEZ/ezXPlO/4EEEKoS2vV3bXLyv75ePYvx9lrgYdwzK8Pd+TRgxRSrCxGjWKDoQCAakK4m5/U2eE0g435AgC97oh2SPWrpdact+vc5d9PGUuqAcDFUxR4R0yv6QP57i5shRvKAlt1t7JZmVqo/sxlo64q5d1d0a9Mh+5/00MIoRazUm5IL7h2e6fQDe+UXAsiADBXGUtT8mVR6o4MAEsHUcNqCyuOPr7BXGUEAIGHcMRnd3fmjNC2S6+bn3T4Z3ffTEZoMtRe3nI2b1uyqdIIAG4KcZ85saqJETzXdnl8qrpScuzJX6215j5zY/vNj2uPQyCEUBdlOzKXm580/rsHnBtPO7mwap9mbyp7LfAQxn/3L4HYrcOOHqSQYs9iZI+lgIZsHXvBlrBiwk6LPTgytYUVZWfzAaD4aE7h4azyNK1RV0WbnPzDkF3MPZlV5uoPL1ibs+64qdLoESAb8NTEW/43P2BaVDvlggDg0cs75qVpQCD316TCw1ntdBSEEOqKbEfmqi2sqC2scGIw7cFYXAkAQfcOZWUuAg9h6KJ4gdjNYjR1ZBhYWYwAAKoul5RdKCi9oClP1brJxbErZgnEXaC7a9WlEmNptXdMgN1yFvzlP87YFr8LfcQiP4lQLhb5SYU+YnelVDaoF4/P457JJMGKwSvuEPeRe4b4mWvrgucOVYwM7pgT8R7UK+zhUelrDqes2O2mmO0ZruyY4yKEUCfXJX6M2qz4eO65FbvD/nOrakKEbcGnqcp48ulN/RaMZMNWdABMB3sYmza5hszistSCkrNXSs8VmA213CrUQgFAEiSXBCsM2cUA4OYn7T1zIABUXSrxCPR2Rtw3qCko1/6dUXAws/pKiSRYMfyzu/3Hh1/eksyKMxVxwazJhVekytVLVKurqikqr9NXG3WVRl0ltxNZlFo+JNCQXcyVzxuyi6/8kRx837CIJ8a5+3t28En1mhldeaUkf9f5M6/vGPHp3UKFuIMDQAihzqMyR19yNq/3zOjgeUNLz+az27ssSu3mJ60trDjx7G+Bdw4OmDKgXeptKIUWDBNx83I3JmWtTQSAyksldg0iL28+XXWlNPmtHVHPTfYb1a8DgsG2g91f+prDBXvTACD4vmG9Z0bXlVWfW7mnLLXAWmu2Xc2jt7dXpEo2QOUVrnRTSgHAXFlryNaZKuu8B6oEYjfWgKPf/Lg+c2OdciJGXVXh4Uzt3xkVmUXXYpYpx4QF3hHDEwpqtBWGbJ2L2FU20L6wkKktMtQWV9YWG4zFlTXFFQJ3Yb8FcXbziPSaGR22aFRHnEwjTr24peTMFXEf+dAP5/Dd8GkNIdTjmCuNmT8k5u86J3AXxn1xj1AhqdFWlJ7LF/lK2O39wmcHNLvPA4CLp6jPrEEB06K4Hn6OYsguvrBqf01hhf+E8Hb5UbBYz320V3swg/BI+JIx6tsG1F8l9YuD+TvPAUD/J8arJrXv7PY40Ez3p9mbemHVPu7t8M/ulgQrjj2+gRX7eYYrvaJUsv4qrwEqgYdrE/uhFmvmj0cvbzoFALIoVeSztwm9PRwf7o0DCrCnJZOhtvBQpvbvjLLzBWy5i1TkPz7Mf0yYpN/NjsxUo6049t8NXCvJ/kvHs4EAncVcVXd86a/V+WWKYX2iX53uxEgQQqjj5f95Puu7I6wbX6/bB/abP9L2wZgb3qv4aE7OhpMVGYUAwHd36XV7TOAd0S4Sx/S9MFUZ/1n4I/e70Iop6VvGbKg9/cb28gtavrtrzEtTZdENF2EAQN6Oc2lfHgSA8P+MCZgW6cAY7GA62P3ZdlaCa3PmFh7MFCrEXgP8W7s33fHc8x/uMVUaBR6ukcsm+Qzr48hYAQBAsze1+GiOJMiHDSiQ/cuJ7J+PsY94Lny/Uf2UY0LlsYEOPGLp2TzN3jRzlVERF6yaEOH0Ma5qCsqPPbHBXFUXOGdwyIKRTowEIYQ6TEVG4YXPDlRm6wBAFqUK/88Yj97NtE3SJ13K/TWp9JwGAHiu/F4zBgbOGuQqc29bAGZDbWVuiVeUyq7WSBaljl0xq237rK/qSsnpl7fWFleK/CQxr9/u0UvW9Pqav1IvfLIPAEIXjeo9M9pRYdjBdLD7a7B08GZ2WFdafW7V3pKkywAQcPvA8MWjbzZEG7bjcLJGgYbs4mOPb5BFB6gmhPuO7Nfu9afOzgWZ0nOapOd+B4DIZyYpx4Q6OxyEEGpHZkNtxveJmj/PA4CrzCPs4Vv8bm3Ffa88TXvxl+PsVwkAAqZFBc2JFSrELRme0KivLjufX5KSX5qcV51fxsZ/NlfWJvz7/xT3DhF2VG/CJigkbjXHc899sAcAguYO6Tt/RHscBdPBbstkMGauPdL/8bEAkLHmMBsmpvfMaEeVeF/Zkpz5/RGryeLRWxb94lT3gGaeb1qIq8Vm2Py/daVVrrJ2qJiup1MNbao9mHHug7+IgD905V3SEF9nh4MQQo5HrTR/17msH4+aK43A5wXeER1833C+sC2P/ZUXiy/+dKz4eC4AAJ83ZMUsr/7+pipj2dl8gVhoO6RzdX5Z6TlNWUp+6XlNbZGBWy7wcPXsr4p47FY3haT0bJ7eTzIxstfNnuFN23PuSj8/z8LDWSnv7QYK6qmREY+NcfhRMB3snkrPaVLe312nr+49e3DowhtqG1s4r25LVF0uOfvurqrLpQAQ8d+xDbaEbYnqvFLN3jTFiCDPcGXS85tth4Zh6WCPlfndP5d+O+0iFY347B6hT0ckxAgh1E7qP2+Xpxakfn6wMlcPALKB6ojHxtx8yULV5ZLsX45X55cP/+xu28kUWHUTABx/cmNFZiG3vquXu9cAf1mk2itSJQnyYSGyH8qswvLOkw4CQPHRnOR3doHFqpoY0f+J8Y4tvcBJ6rodizXrp2O5G5OAgjhI3mvy1RSN+zt0VC4IAB69vUd8dk/6//7J23o29dMDxcdzI5+a2HR/FFsmQ632QEbB/jTWTZjnwvcMV4Yuik96/g/219ur3RpJdBUhC2+pulyqO5Gb9NIWnNEYIdR1UauV8G6Y9qK2qOLEst8AQOjjEfbwaN/4vg45kEdv76jnJ9eV1QAAaxTOlhuyi4sTsxVxwUIfD2Gp2DNC6R2llkWpG2ye6MAfSgdSjAga/Obtp1/ZptmTaq6pi3puMnFo0yYsHew+agoNZ9/ZacgqBoDes2JCFowkgo6YdaYkOS/lvT9N5TVCH4+BL0yxHUK5/uOg1WQpPppTsC9Nd+oSWCgAEAHfZ1igauIAxZBewOOx0W0EYqEkWFH/DtLTWOssx5f+WpmrVwzrgzMaI4QcJX3N4StbkoEbXav9m00bsouT39pVW1ghCVZEvzTFzU+ave4krTMH3TukneZ8sm2MDtcGjjBX1gnELSq26Gylg0zZuYJTL/9hrbMohveJfnEq8B3zE9mKyuI1qz4o1mpefG8Ve3tg945NP34HAIuWPhs9dLhDokE3o+BAetoXBy01Jlcv9wFPT5AP7t2RRzcbas9+8FdJ0mXgk5Ff3uce4GW/BoXSc5qCfamF/1y0VNcBABCQRan9x4b7xfdz+JBR3UldadXRxzfUlVZjR2OE0E1ij+gO72LYEgn//pGbX04RFxz90lRrnbn9Jv8EgNKzeUkv/MFet2EW4M6ZDgJAeZr21PI/LEazPDYw+uWpPBcHVBy1tLJ4zaoPbrt91k9rvmBvL13Myky98MUvv918BOjmWWpMFz7Zx+a69R7UK+rZSS5SUQfHIJC4DX7j9rwdKSaD0T3Ay5BdnP3LCXOlURzsE3zfMBcP4elXt+qvdfsS91WoxoYpx4R0TAeRrs5V5jH4zZnHn/r10sZTQplH+w00gBDq9lgBYG2hwXZhbaGhA9JB27mGixOzAYC0Zy4IALKBAbHv3lGaogGA3jMHtioX7FRq6swim2vlGa4c8t5dJ5f/rk+6dOrFPwa/dYdDmhK16MtYtPQZ27fZmek+vr6PzbsLAJ59873Avh0xfQpqUHl6YcqK3axvVOhD8b1nxTgxmIBpUdRKAYDVCABAaUq+paqu/9LxfqNDqvLK/G8N9R8f5qhuyD2HOEgeuWzShU/2uykktss7VVdo1Fr49aGOZ9RXCeUe4iAf24VufhIAuLI1xX9siMBBIzlzihIuioO83dUyNrkcW6iIC4YO+fcvGxjQ2DxVbZCalTN1wdUOjj98+Mbo4Tc7QdfsR5d9/faLPt5N/SYOCfK9WFReUmX09hBySaEkRDH0/dknX9hcmVtScuaKQ8YAbktuXqrX6YqKvvjlt+QTx/7cutkuWUQdJmfDyYs/HgUAkb/nwOcn3/wUHTeP8Ii5stb2KbCmsAIAfEf2de5sH12d7y19xYFy9wAvU5WRPVgr4oJdPLrzzO7dHgFg36a5qs53RJCbn9TZEaHuzFxVl/XTUe2+9Fu+f8B3ZHDIw/HafekAoBwfxqanT1/9d+Z3CQFTIwNnD3bIpFMF+9Ny1p+szi9js3pEvzQlY3VCTbFBEiQPnjf05vffwVguuHPt5xH9gjryuDIP4ZAg39Iqo11SKA6SD/twdnVBuc+QQIf8LrSxqHZ4/GgACOwXsn3T+rbtAd0Mo7465f1dZecKAMB/Qnj4o2M6z/y2ArGbwEPI9ecSiIUAIHBvaY9j1BiWC3JTJ0m2nB284g7MCLsuU5Xx1PN/sIE2M9Ycjv/uAcwIUTsp2JuW8d0/pvIaACj656J6Uv/AO2IC74hhn1JKea4uvrf0Lfrn4uUtyZe3JKsnD+gzd4jIT9LUThuXv+t8zq8nWbWVyN9T5CcFAEmwIvY9h83t0fH2JBx97/knbHNB28LCE1t/8vGWfbp2HQCs+vYnuFZ8WH8dAAiKnwYAsVHXi0jYEmi80LHBpNBd7eWu9rK9k9zM70Jbcoi+oeEXM9Kihw6/lJUZMTCmDXtArcJ1sK0trGA/GHw3fmVOCV8o6P/keL/RIc4O0F7ooviMNQnmKqObnzT0oXjAejEHufJHsu24CWVn81mdC+qKihOzbQdd1+xNc+y8qAgBQGWOPvXzA+VpWgDwivSP+M9Yj0D7oVUIIR4BXgOXT6m6Upq74WTBgfT83efzd5/3HxcWdPeQljfvsdZZruxIufTb6brSKgDwCJAF3zesE/5Ctc2hY0lvPv2Y7ZKIfkE5CTsA4Nftf+0/cmLu9ElseU7CjtSsnJc//GL08Nj663y6dt17zz8xd/ok20yRrZOalfP9xi1N1EHbJYUyD6G7q6Bgbxp3JzFkFxfsTes9M7oNv7ktSgd///mHfTu2AsBj8+569s33oocO375p/WM7tgLA219808ojolYjPB7XRV/gIYxdcYckWBG5bKJHoLzNT2/th1qtqgkRviOCaoquN0/GXLA9mK6lhqgLMRZXGrJ1PsP7ODsQ1M2ZDMbM749cn/ltUXyzmZlHL9mAZROD/zU8+5fjBXvTCvanF+xP9x0ZHHTvMEmwTxMbmqvq8nam5P522myoBQBJiCJ43nBFO0xq39nMfnRZUkoqACx96H62JCYiFAAU3l6NrXPoWNLXb78IABH9grgCwk/XrmNlirZFhi1krjQ28bblWpQO3nnf/Dvvm2+7hBtxBnWM7F9OsAZ55ipj8lu74r97wCFNR9sDK8gUiN0kXbYbV6eliAvihtESeAhlkeqm10edh7mqrvBQZsGBtLLzBZJghc/wPr4jgq4EK7jHekVchzZIQt0Zhfy/LmR+f8RsqCV8Xu9ZMcHzhrV85jeRn3TA0gn95sflbkzK332+6Eh20ZFs+ZDAvvcNl/ZT2A1PaKk15Ww4eWV7ChtBTBalCrpnqHeM88dncbjRw2NT0jJtK4s/Xbtu7rRJm75aeehY0pnUjAa3qr8OSw1tHTqWlFdQmJOwQ1dS+siLbzcRAysXrDVZvD2E8mu/sP7jw22HV1RNCIc2FcF0lgZnqDGsyJe1EmVsO2qgHkUSrLjlfw8U7EsDAP/x4SKlNP/P894xvUTY5qyzsposuuO5mv1p+hOXqMUKAMDnuXq7V+WVegTIYt+dmb83zVJVx75NZweLugNDVvH5T/dXXiwGAFl0wID/jnNr0z8tobdH2OLRwfcMzd18Om9Hiv7kpYDJAyDUtzgx+/KWZABQxAX3nhlNzVbt35mW6jp5bGDwvKG20xB0MxPjR0xdsCQqPITLCPMKCllZYGO5YIPrzJk2kdUap2blsNRQW6wP8PcDgAuZ2Y3tp8FEkBEppba/C21ugozpYKdntoCAr4gL5jLCDhggCnVaIqWUa2FWciYv839HiIA39IO73NVeTo2rB7txOgf2/EattOycpmB/2vVx1wG8Iv39bw3zHdXP5dpYHgKxG9ecvzgxG3g8BVYio5ajFGymU7PWmdO/PpT/5wUAcFOIwxbfevNFzi6eopAFI4Nmx+bvPq+IC64trEh+ayf7qDQlX+DhqpoQEbJwpIfKU9y3m/8wRfQL2rn2c9uBZhbOmcnecjXF9dVf5/0XngyKn/bcik/mTJs4Z9pEAJg7fVJQ/LRV3/7U4H6aSAQ5tr8LbUYopTe5C9R+riRePPvHmf7LJtZoK7J/OV5baBCIXYPvGyYJVniL3TxF2F23x6k1WYxmCwCIXARQU7fjsV90aVqhp2jG6n/JmmzcgxzOSiFfX2GmrFOITiAWskHCDacup3y6v7q4kq0mD/XrN3lAv9si3RViuz3Uma01JjMAaA6kJ7y2zcNXcvfv/+Hj5NSoOWYrzddXWIFo9qbWFhoEYqH/hHAXD2HyWzuLE7NjHx4V/UBcy2uHW6LWZCkoqypNyU96fjO3kE0u4u4q8PN0d+CxOok95650kllJhgT5yprsLMzdSUQuAte2Tk6LcxZ3UtY6c/rqw/m7zwPAgGcm+o8Jc3ZEqDOy1JpPLd9cnl4o8HCNfXuWJKSbP6B3Qrbzfcmi1LErZpkraw/e/a1I5akcHeo/LqxFBbcUji5ZV5mrD7p3aN/7cdpP1CK2c/Kyf3t1ZdXWOoubb3t1MTRkFx97fAP3NnTRqG48T1KnnaSuPQQppI6Z/Bg5VmWuPvGxdfm7zwOBwDmD/Ud1k476yOH4boLYFXfKogPMVXUnn/uNDSeBOlLB3jTudWlKviG7WCB2i/ty3i3f/Kvvv4a3tBKfQP8nxwNA7sZTxmvFigg1hrVDLU3J55aUpuSbqoyuXu7tlwsCgCRYweV/sii1ajyWU3Qf2Hawk6FwafPprLWJ1GJ1lbtHvzDFM8Lf2TGhTo3nyo99547kN7YXH8tNen7zoNdnyKIdNikTahYbaJ3DBoCtP7Rbs6Qhvv7jwgr2p6d+eSDm1RkOiw91F1WXS8rTtKXnNRVpheFLxsii7AcW6JhB6UMXjQpdNKoDDoQ6GKaDnUhdadXZFbvZXCOKkcGRSyfwcTIP1DLRL049+/6fRQkXT72yLeblqfIhgc6OqPtjvUb8x4Vz3bxUEyLc/KRtHnQ99OH4osRs3fFLJcl53pjT9wzcLAMNsFgrLhaXnS8oPZ9fdkHL5hRhDDl6WZQ6eN7Q5Ld0bGj6Xs6otMX5BboTbDvYWeiTLqW896e5qo7v7hL+6K3+48KdHRHqaiicW/mX9mAG8En08qmKETiOXfuq1VaYjSZxoLxGW1F0NFsa7CMbeLM53KU/zmR+k+DmJx25+j6eC/Yp6XrakCGVpuRnrEkwZBerJkSELIp38RBqD2bk7z5Xnl5orbNwq3n0lnlFqr2j1LKBalcvd9alnf3b8x6oxhEnHK6ntR3EdND5bHuNSEN8By6f0q6NP1B3RiH1y4P5O88BgajnJvuN6ufsgLoto776+FMbCJ8f88o0cR85W0gpBUJupryEWmjif36pzivte//woHuHOiRU5AQ3Dj/UGEopIeTg3G+4ySdVEyL6Lx3PdeAV91V4R6q8ItWyKLWLpKm6YLYrh8SOmPJqY7Gh1tlRgI/Yzav9mwEEKaRYWexklbn65Ld31mjKgU/6zhvWZ84Qwsc/adRWBCIeG8MT8K5sPZuyYrelZrxqUqunPELNMlcak1743airkkWpPAK8uOU3/3tM+GTAE+NOPPNb9vqTqgkRwnpj06BOy1RlvPJHcm2RwStKpZoQYZsR1moraosNNUWVtTpDTaHBqKusKTIYdYaxmxYDgNlmtklDtg4A3NVeg16b7jVAzXd3afa4rDwSc0GH83QXerp3RHPMTgLTwY5lO2oohSvbUzK+OUwtVjc/acyLU7r9MJ6oY4QtHu3qKbr4f8cufLLParIETIt0dkTdisVoPvXSlur8MnGQPOb124nAwVW6nv39lbeGaP/OTFtzOPrFKY7dOWonpirjscc3sCmjNHtTXTyEirjgnF+OX9l5rq60uomtXDyEAg8hlxG6+UkAQOjtIfT2aOGhMQ1EDoHpYMcixJBdbK6qE/lK3PykXv2V1GJVTYwIe/RWxw4Zinq4oHuGukhEaV8eTPvyoNVs6cZjg3UwaraceXVrRWaRu9pryLuz2unPNuSh+KLE7OIjF7FPSVdRma2znT60JCVfERfM9xCyXNDFUyTykwp9PNx8xCI/TzeF2M1X4ubjwfoC939y/IWP95mrjLIo9YAnxzntHFDPhm0HO5TtqKHRL01VxAVXXi4R9271mBQItYTmr9QLn+wDgH4PxfeZFdPBR+9+vQ6plSa/sUN3Ilfo4zHso7uF8nacieHSb6cyvzvi5ie9Zc39pK3TDKD2pjueW5FVHDxvqN34zMHzhgXfN6ym0AAWq0jVVD+ApnoWI9RRsO1ghzJVGblcEAAub0lWxAVjLojaj2pSBF/kkvtrUsBEJ3RUt88Fb5xftSu68Mk+3YlcgcRt6Ht3tWsuCAC9Z8bk/5VanVd6afPpPnNi2/VYqLUqMgoL9qVpD2WZKmoAoNfMgZJghWpChGZvKgAIPIRssmCRX/OdAu1ywe73EIW6CkwH21fZuYLy1IKq/LL+T44zG4zNb4CQQ/mN6ieP7S1wd728JTljzWG4Ns1oBxy6trAi+a1dhuxigYcwdFG8akLX7tSS9f2Rgr1pfJFL7Dt3uCml7X04IuBd7VPyy3H/8eEtb0mG2k9tkaFgf1rB/vTq/DK2xNXLXXlriKXG5OIh7L90fK+ZA82VRkmwj0Ds1rZDYC6InAXTwVazL9u/cUABs6G29FxB2fn80lStIbOITSUEACEP3yJSSmVRam5aofpjyiPUHgTurobsYpYLAkBxYvblLckd0Jow/ZsEQ3YxAJirjBdW7evS6eDlzWdyN53iufAHv3G7JNinYw7q2d/fd1S/osNZGd8kRD13W8cctKdrqAzbZDAWHc7U7EvjJoHkufIVcX1V48O8B/Um1+7/lFIc/A91XZgOthrh8dgPqkAs7D0zWhalthhN2oOZZRc0ZRcKajTX22ISPs+zv9I7MsArSsUXugBA9EtT8vemGYsM4mAf1YQIHCkKdQxzVZ3t29KU/A5IB82VNxSHG7KLJcGKS7+fFik9ZVEqF0kbi086XsHetIxvEwBg4PIpnv07dNLIsIdG6Y7lFB7KDJgaJYtSdeSheyJKgRDN3tSCvWnc7b08TXvy2d+vPtgT8B4Y4D8+wveWvnw3+19PvJmjLg3TwVYzZBcnv7WTvS5OzB7+2d2SYIXuRC43UZUsOsCrv8p7oFo20L78TyB2C7wjhr3GXBB1GDfFDW2Y2IQltUWVbr7tMqxdTWGFyE8qDvbhysLd/KSs4CTzf/+wJR69vb0iVV79/b0H9rJrh2fXfMq5ramKE3POr9oLAJHPTPIZ1qeDjy708QieNyxrbWLqFwdHfj2vg4/eo1AAQohmb+qFVfvYkuLE7PjvHvAMVwp9xHw3gWpcuHJseHu3GUXIWTAdbAX2s1SaorFdWJyYIwlW+N7SVxriK4tUew1oUeEBxUdJ1IFESmn/peOvbDlrqjKqxoezetuTz//uFeEf+tBIV5nD2qVV55WmfnEQKMSumNV33lACoNmbJhuoDp43FACqrpT4jgwuS9XWlVZXXS6pulySv/McAAh9xLJItSxK5TVA5dFLRgBqCytKUvIBQBEX7NL+I/I3piwl/+y7uwAg4rExyjGhTokhcNagvF3nq6+UXN58pneHdw/vOdjtuOzG23tNkcHNTxr79h0i/3ZvLYqQc+FAM61WnJjNlQ4CQOiiUb1nRmN3MNSp1ZsyS3sg/dyqvWChfHeXvveN6DVj4E1Oh2MxmrN/OX5p8xmwWPkil0FvzvSKUNquYNvotkZTXnahoPS8puxCQXVeKbeOJFgx/LO7awsrjj6+gQ3MKwlWDF5xh1MyQkO27sTTG611FjZoSMcHwClJzju1/A++yCX+uwdcpCInRtItmQy1hYeyCJ+oJw+wHQsMAGJXzMJG3qgnwIFmWs1qtsiiVJJgBWsjL4tSszZYmAuiTq3e9KnKsWGSfr4XPtlfnlqQ8c3hvN3nI5aMkUW2sXVa4eGsjG8PG3VVAOB3a2jYw7dwJY7ck5JtByyRylOk8vSfEA4AJkNt2QVt6bn88gsFHr29AaDoaA43SYMhu7g4Mbvju6FU55clLf/DWmdRTxng3FwQALyjA3zjgosSszPWJAxYNtG5wXQbVpOl+GhOwb403alLYKGyKLV68gD/8eGafWlsQGlFXLAsSo2telAPgaWDrVB4OKssrSDs4VEAwNJB7EeGurrCQ5np3x6u01cDgN/okNCH41s1pkl1Xmnql3+XJucBgEdv74jHxnpFtr2zBcsd7UpoWAG8pc7Cd3XwdHCNMVXUJi75pU5frRwTFvlMp0i/jMWV/zz8f1aTZeiHsz3Dlc1vgBpDofS8pmBfWmFClqW6DgCAgGxggP+YUOW4cJ6ABwClZ/MEYiHe3lHPEaSQYjrYUtqD6ec+2AMAYY+MDpgxkD0tUgDAokHUxVmM5pz1Jy79foaaLTw3Qd/7hgfOjAZ+MzMlWIzm7J+PXfojGSxWgYdr3/tHBEyLuskaZ6ZGW/HPgz+y1wIPYfx3/xKI3U4885vXAP8+swa5eHZEbalmb6r2YMag1293yBk5RPa6E9k/HRP3kY/4/F686bRBjaZcsye14EBabXElWyIN9fMfG+Y3up+rF3YQQT0apoMtxU321ev2gWGLRzs7HIQcr1Zbcf7T/aycz13tFfHfcU3UHRcezkr/5hArU/SfEB7671scm6XVaCsK9qUBQO+ZAwVit5IzV069uAUAeK589W0D+syOFfo4rPsLK5I0VRkz1ySwPtEhi+JdPIRWi5XXXE7ckawmyz8P/WjUVYU9emuv6VHODqdTq/9t5u8+n/rZAfapey9v/7GhyjGhIj/sIIIQAKaDLcRN5xB077C+9zu5FRFC7Up3PDft60Os7ZTvLX37Pz5O4OF6vekhpUZ9dcrKv8pS8gFAHOzT/7/jpCG+HRBYUcLF7A0nKrN17K3/uLDge4c1PRtsq1xYtY/NMAYAqgkR/ZeOd9SeHUh/8tLpV7cJPFxv+fZf2KekCclv7bw+8leUOnbFrBptxcnnflfeGqIcE9ZhA4kj1FVgV5Lm5aw/cfH/jsG1BkzODgeh9uUzrE/8sD45G07mrD9hqqgVSIQAUJyYbcjWuflJVBMi+G58S1Wdi1jYb+FI9eQB7RqMbYd93/i+vvF99UmXcjacLDtfULA/vWB/uu+ofsF3DxUHydt8iOr8Mne1FwBwuSB73TnTQfmQQJ9hgbrjl7LWJkb8d5yzw+l0aosMAg9XgYewttDALWSDX4qU0lE/LHBaZAh1epgONiV99aErW88CQP8nxqsmdeEpthBqlaC7h6jGR5irjXBjxw5Dti5s0aj+S8e7KcQdMK1I/QZy8thAeWxgeZo2d8PJ4uO5RYezig5n+QwLDLp7aP0OFo0N/1SRWVR2TlN6QVN2rsBUUcNGknfzk7IyUQBw68R1iGGPjDHqdgbYVBb38FGuKi8Wl14oKD2vKU8tMOqq2NAwAg9XbgWBhxB6/FVCqFlYWdyo1C8O5u88BwQil01UjglzdjgIOcfeaZ9zr938pPHfPeDEYGxVXS7J2ZCkPZjO3vaaGRO2KB4AagsraooMtsPFWYzm8tSC8gsFJec05akF1joL95G4jzxs8WjZQHXRkewLH+8zVxkFHsL+T473HRncwafTWqYqY2W2rhuPiscGqmSnKQ724caetNZZylMLylILSs9pytO1lmoTt4lHoHfwfcP9bulryC5Oev4P9m1GvzRFNjDASSeBUNeAbQcbQeHCJ/s0e1KBT6KXT2UzeiHUM3XadJCpKTTk/noyf/f5+O8ecPOTcpOMCTyEsSvukAQrsn85nv3zcdtNpOFKWZRK1l8li1Tx3V3BZojsGm2FSCmFGwfN7oS403Tzkw55947OXJx5M2y/zeiXp8qi1LmbT2d9fwQs9OoaBMRBPrJIlffAXl6RKhfJDcOVmytrBWI3wBlBEWoOth1sALXS8x/u0R7MIAJ+zMtT5UMCnR0RQs4U8nB85jcJ7LVqfLhzg6lP5CeJeHxsvwfiXDzdagsruAlnzVXGK1vO9l863s1XwnPle0b4e0epvAY0MJM42AyRzXJBuHHQ7M7GVGXkTrO2sCL9m4Tol6a26xEbqGmtN89Ne8hYc/UfnrnKmP3z8dgVszz7+YKFSkIUsqgA7yi1LFLNd3dpcFsKwHJBwBlBEWoBTAdvZLGefXtn8bFcnit/8Jt33MyAugh1D4F3xHgPVBcn5ijigiTBis5Z0OLi6QYANUUG24U1hRUA4HdL346f1KRdcW0cGXOlsb2PyL7v7J+Pa/aluXgIe80c2AGXtEZbwU1OwxH3kY/9/RG+sPlfrk73bxShzq3zPgF3PGq2nn59R/GxXL67S+y7szAXRAgAKKWSYEXwfcMkwQqwdsZckCOLUtvOJKGICwYAvsi18S26JEmwQmAzibM42AcA8nefv7TxlKXW3E4H1exNzf7leG1hhSG7+MKqfXYpqQPVFlemfnbAVGUUKaW2LSPZabpI3FqSCyKEWgv/rq6ymiynX91Wmpwn8HAd8t5dNzN0BULdCcv/rlYXtn/94E2KfXdm+pqE2kKDbKC698zozlmWefNiV9xx+Y/ka6c50FxtzPk1qbawIvvXk33ujOk1I1ogFja/l9YoPppj+7amyODwBovVeaU5608WHEgHAKG3R/B9w6JfmpL9ywnDRR07TcceDiFkC7uSAAAApVn/dzR3Q5KLp2jIilkevb2dHRBC6GZ111zQDjtN7cGM3I1Jlbl6AOC58nvNGBh456CbnHutNDmv4O9MkVIaNDeWG42fYaPzJC3f4h2tVo0LFyrEN3MgQ1ZxzsaTRQkX2VuvKHXQnMHyWGy3jVAH6ek9i9mAFADAqiQufLwv6N6hOG0RQqiL0h3Pzd5wsiJNC2xCv0n9+8wZ0toJ/aqulGj2pGr/zjDqquDarB5gM9UHG5O/8pL+6H/WsU28Iv39x4X7xYfYDvjXEqXnNDnrT5ScvsLeKuKCguYOlYZ2xDw3CCFOj04HS1Pyk9/cyZoqS4IVwz+7GyiFHlCWgBDq3krP5uesP1GSnAcAwOepxoU1+KBr11/YqK/WHkjT7E+rulTClrgppf5jwlTjw+tPBkgpJVbQn7qkOZChO5ptMZoBgPB58qGBqrHhPsP78Fz4TQepP3kpe/3J8tQCFqRyTEjw3CHuAbK2nzZCqK16dDpoO0UpALCx7J0YD0IIOVBFRlH2hhO6ozkAQHjEN75f/yfH8YU3DMtCrVZLraXwcKb2QFppioYtdJGKlKP7KceG1Z/oBRoadMZSay4+erFgf4b+zGU2IiDf3dXvlr7+Y8O8BgYAtR/B0ZBRdP6z/Wz6aZ4rXzV5QNBdsa0twkQIOVCPHnfQVG8IA4QQ6jakob4xL0+rulySs+Fk4aFMjwAZX+hiyC5OfmtXbWGFJFjRf+k4SbBCs/dcxupDAMAXChRxwf5jw7wH9Sb8RutJ6n/AdxMox4Qpx4SZKmq0f2dqD6SXpxdq9qRq9qSOWjtfqJCkrzl8ZUsyACjigvsvHS9SSc1VdQKxMGD6wMA7ojtgtkOEULNaWjq4ZtUHxVrNi++t4pYknzi2fdN62yWdn7XOkr/7vNViDZwVw413DwACD2H8d//ixixFCKHupKawgpqt7mqvpOc3l6bks4WskUyNtiL1y4OqcWGKEX35bo4pIKgpKNceTK+8Uhb17CRDdvGxxzdwH7F2h6Up+dIQP0cdDiF0k1paOrhm1Qe33T7rpzVf2C7cvmm9Qqlqn8Acz1xVd2X72Uubz5gNtQIPoXJUPzaMaunZfJGf1H98OOaCCKHuims4yOWCAGDILgYAkVI6+I3bHXw4f8+ge4ddO4rO9iM2aDa2zEGos2lROrho6TN2Sw7s3nH/osf+3Lq5HUJyMFN5Te7vp/N2prCZzqUhvkFzhwjlYrBS1YSIbjZdAUIINUERF8x6B0NH5WSSYB/bt2xAxAZmvUMIOVUby+ozUy+MnTzNsaE4XG1xZe7GJM1fF6wmCwB4RamD7x7iPajX1Y8JwVsSQqiHYLe74HlDgdLiozmKuODQh+I74LiSYEXwvGGafWnmSqNiRFA3HhscoS6tLeng7z//MHfBgw4PpW1sUzrudXVeac6GkwV/Z7Bubj7DAoPvHV5/LCu8ISGEegh2u5MEK6Jf7tAneUpp8H3Dgu8bdj0SzAUR6nzakg6mnj2zb8dW9vqxeXd98ctvDg2pFaj1hiEMCIClti7184PaAxnAxla4NTT4niE4ywhCCIEzamkx+UOoS2hRz+Lff/6By/+effO9wL792Os1qz6o36ywgxUnZp9ftc9cZRR4CAcsHa+IC768JTnzuyP+48OD7o7FKUYQQgghhJrQHYahTvj3j7WFFey1m580/rsHjPpKwuO5ym5qsk6EEEIIoZ6gOwxDzeWC3Guh/KYmU0cIIYQQ6lF4za/SudmOFIOjxiCEEEIItRahlDo7hjbKz9HViV3NlbXpaxJqCw1ufpKwRfECsZu32M1T5Ors6BBCCCGEuoau2nawPLUg6aUt4Y/eiiWCCCGEEEJtFqSQdsnK4vLUgqTlf1hrzeUXCpwdC0IIIYRQ19b1upIUH81JeW+3tc6ivq1/xOPjnB0OQgghhFDX1sXSQe3B9HMr9wCF3jOjQxeNcnY4CCGEEEJdXldKB/N2nEv78iAABM6KCemQ2TYRQgghhLq9LpMOXt6SnLHmMACE/2dMwLRIZ4eDEEIIIdRNdI108OIPR3N+PQkEIpdNVI4Jc3Y4CCGEEELdR6dPBymkfnkwf+c54JPo5VMVI4KcHRBCCCGEULfSudNBCudW/qU9mEEE/JiXp8qHBDo7IIQQQgih7qYTp4MW69n3/yxKuMgXCga9MdMr0t/ZASGEEEIIdUOdNB2kZuuZN3boky7x3V2GvHOnJETh7IgQQgghhLqnTpQOUgACAADWOuvp17aWJucJJG5D3p0lDpI7OTKEEEIIoe6rE6WD5NoLajaDlQq93WNX3Omu9nJiSAghhBBC3R7JLip3dgwAAIbsYs3etNoigyxK3XtmtLnKaK4xu/l4ODsuhBBCCKHuLEgh7Sylg0nP/2GuMgJAcWI2APSeGS3wEDo7KIQQQgih7o/n7AAAAEpT8lkuyLCMECGEEEIIdYBOkQ66KSS2b0V+UmdFghBCCCHU0zgzHaRmS+7GpNoig0gpDZ43jC1085MG3TvUiVEhhBBCCPUoTutKUpqcd/7T/bXaCllMr9i3ZwJAjbaitqhCNjDAKfEghBBCCPVAzulKYiyuTFtzqPhINgB4hisjHh3NlouUUpESq4kRQgghhDpUh6aD1GzJ/e10zvoT1jqLq5d7yEO3+I8N68gAEEIIIYSQnY5LB/VJl1O/PFirrSA80mt6VL/5cXx31w47OkIIIYQQalBHpIPG4sq0rw4WH8sFAGmIb/8nxuO8cwghhBBCnUT7poNWk+XSpqScX5OsdRYXsbDfv0eqJw24PhsdQgghhBByNoelg/TapMO1hRUA4OYnBYDcTaeyfzoOAKqJEaEP3iKQuDnqcAghhBBCyCEclg4SKwUeubBqn2ZvKgCoJkT0Xzq+94yo8lRt3/uHSUP9HHUghBBCCCHkQI4bhppHihOzWS4IAJq9qcWJ2QKx26A3ZmAuiBBCCCHUaTlyVhJDtq6JtwghhBBCqBNyZDooi1Ld8Hag2oE7RwghhBBC7cGRPYtlAwNCHo7XJeYAgE9ckCwK00GEEEIIoc7OoXMWWynwSKNvEUIIIYRQJxOkkDqyshh4hF57SQEwF0QIIYQQ6vwcmg7C9RGmMRNECCGEEOoSHJwOIoQQQgihrgXTQYQQQgihHq2lPYvXrPqgWKt58b1VAHBg945NP37Hln/xy2/tFRpCCCGEEGp/LSodXLPqg9tun8W9HTt52he//PbFL7+Nn3b7gd072i02hBBCCCHU7lpUOrho6TMNLpfJfRwaDEIIIYQQ6mhtbztYVlqy6cfvxk6e5sBoEEIIIYRQB2t7OvjiYw8/++Z7DgwFIYQQQgh1vDZOUvfYvLuwEwlCCDkBpUBwaFeEkCO1aJK633/+Yd+Orez1s2++l3T0H+7t+Gm333nf/HYMECGE0I3I0S3kh5cBAORquvRbKscJ4hFCbRekkDp0zmKEEELtj/fowOtvYsZZF3/stFAQQl2fo+csRggh1N6upN7wttrgpDgQQt0HpoMIIdSl9IoAm9phGjLEibEghLoHQil1dgwIIYRapNhQU1lrgiupZMfXJC+DRo+hc54DAH8vDzcXvrOjQwh1Vdh2ECGEuhRqAYKZH0LIYbDtIEIIdTVcLmg1kzP7ySeLwVjj1IAQQl0epoMIIdQ18QTkwC8kLRGObXV2KAihrq2Nw1AjhBByOmv8nbyM4+TvDXT03c6OBaGOVlpZq68yOjuK9iX3EMrEbh1wIEwHEUKoqyKDJlLRW0STRS+dh8ABzg4HoQ6lrzJOjOzl7Cja155zVzomHcTKYoQQ6qqowAVGzgIAkrDJ2bEghLowTAcRQqgrGz0XAMjxHdihBCHUZpgOIoRQF0Z9A2nfQVBXS07scHYsCKGuCtNBhBDq4uJnAwBgfTFCqK0wHUQIoS5uyCQqEpNLF0h+prNDQQg5WE2duQOOgukgQgh1bVQghOEzAAD+3uDsWBBymqD4abb//br9r6bXn/3oMl1JqQMD+HTtugYP+uy7H6dm5bRtn0OCfKvrzPmlVY0mhVZLU29bDAeaQQihrm/sPDi4jhzbCnOfoQKhs6NByAlyEnYAwLPvfrxwzsyIfkEdH8B/F9zr8H3KPIRDgnxLq4wXi8pLMlK8NSnufALeKpCrqEINbhLg8cnG90niVgCgcbfTOc8CpUBIaw+EpYMIIdTlUd9ACBoIdbVwHDuUIAQAoCspnf3oMvb607XrDh1LAoDZjy77dO26oPhptmuyhbqS0mff/Xj2o8uC4qc9++7Hv27/i5UyciWIXLmj7Va263BH4ZanZuU8++7HG3fsmbpgCQuG2y0XW/391MeSwgHDRlSPnJsnDqj960fy7t28H18BQsiZ/WT/T1BTATUVZP9P5Mz+NuSCgOkgQgh1DzT+TgAgCb87OxCEOrWYiFBWjsg8++7Hbz79GCvY27hjz9dvv5iTsCP7ch4A5CTseO/5J37ZuhsAPl27bufaz3MSdvzw4Rufrl1nuytuHc6hY0k5CTtyEnZE9At6/4Un50ybuHPt55u+WgkAc6dPYh8F9w7gapAb24+dq0nh2MmVj62+8uCX1eGjAQDy0m9Yye5ti2E6iBBC3cKwaeDqBjlnsUMJQk3oHxLMvX5/9Q9DovpzNcuxURE+3jIACO4dEBUeAgBKhZx9dOhY0tQFS4Lip81/+pW8gkLbXXHrMKyEjxUN1j+6rqSUFQRu3LGnWF/SxH6a0XcQjbsdAGho7A3LQ4e0Yic2sO0gQgh1B1QghOG3k8O/wuGNcM9yZ4eDUBcwJKr/cys+GTdyKMsCm3Zi608tWc3HW7bpq5UsffzhwzdGD78hXXvkxbd3rv08ol8QV8TYcqwFYa3J4u0hlIvdAIACJaHD6LRHyP5fAICOm0dDh1KgBLDtIEII9Vi33g0AcHw7MRudHQpCTubjLUtKSWVldaxJX33jRg794cM33l/9Q7N7C+4dsP/IiZYfffTw2Peef0JbrAeAAH8/riAwKSVV4e3VREgNKq0ynswpOp9f4u4qUMs8RK5Xy/JY2ken/8f6UYL1owQ6/T/cwtbCdBAhhLoJqg6hgf1JTSWc/NPZsSDkfEsfun/o7fcHxU+zK6KzxT569t2Pm97V+y88+dyKT1g9b9OZHFcd/NyKT+ZOnwQAMRGh859+hfUdee/5J5oNyVZjiaAdCkBbsrvGkeyi8pvbA0IIoc6CHN5IfnkTgmOsz/zo7FgQal9ZheUTI3s5O4r2tefclSayQEcJUkixdBAhhLoPOmw6uLpB9hlSdMnZsSCEHKC9c0EG00GEEOpGhCI6dCoAzlCCEGoFTAcRQqh7iZ8NAJD4B3YoQQi1EKaDCCHUrdA+kVTVj9RUQtJeZ8eCEOoaMB1ECKFuZ/RcAIB/fnN2HAihrgGHoUYIoW5n2DS6cSXJPAlFl6hvoLOjQahd+Ejc9py74uwo2pePxK1jDoTpIEIIdTdUJOENnQJHt8DhTXDX084OB6F24eUu9HIXOjuK1iFrXyTHttHwEfSJNc6O5QZYWYwQQt2QNf4uAIDELcRscnYsCCEAAJKaSI5tAxdXmP+Ws2Oxh+kgQgh1R31jqG9vUlUGZ/Y5OxSEEBBjNfz4EgDQWU9RL19nh2MP00GEEOqmbr0HAEgCdihBqBPY/DEpK6Z9ouiYe50dSgMwHUQIoW4qbiblu0L6MVKicXYoCPVoJPcs+Xs95fFh4TtAiLPDaQCmgwgh1D1RkQRiJwDgDCUIOROx1MH3ywEApi7utD39MR1ECKHui81Q8s9m7FCCkNPsWE2KLlP/YJj8kLNDaRSmgwgh1G3RkCFXO5SkHHR2LAj1RKTgIvz5HQDAwhWU33lH98N0ECGEurX4OQAAhzc5Ow6Eeh6rBb5/gVgtdPy/aK9wZ0fTFEwHEUKoW4u7nfIFJDURO5Qg1MHI3h/IlTTwVtGZ/3V2LM1oaTq4ZtUHbz+3lHv79nNLH5t312Pz7mqfqBBCCDkGFcsgZjwAAI44g1BH0ufD1i8AgC54G1w6++wpLUoH16z64LbbZ3FvD+zeETEw5otffpv9wL8P7N7RbrEhhBByABo/GwDIP5vBanV2LAj1FGTti8RighEzaUiss2NpXovSwUVLnwns2497W6rX9Q0NB4DgkLDM1AvtFRpCCCGHCBtGZf5QoYOzB5wdCkI9BZ37HA0bTuc+6+xAWqSNbQe9vOWOjQMhhFB7IQRunQsAPKwvRqj9UCsAEH0+yThB8tKgVwRd8gUVSZwdVou0MR0sK9E7Ng6EEELt6JY7KV8A5xOgvNjZoSDUTREeObOfvH03WfUgeXsu2f8TCFydHVNLtSUdlMl9LmakAUB2ZnpIRH9Hh4QQQsjBqFgGA8cAADn8q7NjQahzo61sYltVQfLSoa4WAMimD6Cmgi0m2792eGjtp0UjIv7+8w/7dmwFgMfm3fXsm++NnTzt7eeWPrZjKwB88QtWPSCEUFcQfxcU54HQAyjtnLOmItQpsEK+TR+APh9GzLTOfQZEUgAgxVegTAt6LZRpQZcPpYVEX0DLCoixBgDoRwkAblBtuL6fmgoAoABd4o+NZBeVOzsGhBBC7a7+z1JX+aFCqEPVVPBenMoV8tFpj9Lpj5L9P5GN7zewsosreAdQHxWd+xz4BpKN75P9P139aMRM6/w3OyromxKkkHbe+VIQQgg5EAGAmgqy/WuSl05DhtDx9xGR1NlBIdRZkNyzUFJIB08kV9K5XBAASOZJCgABYdS3N8jV1FtFFAEgV1G5isjVVOpjuxM651kaEEoyTtKAMIib2dHncBMwHUQIoZ6C9+sHcHQLAJCMEyQ/3br4Y2dHhFB7sSv8rl8WTmoq4eJpuHiGZJ+GjJMAACIpHTyRBoTdsGFAGADQ0KHw+nZuV3YvbjhE3B007o7GDtppCYIU+HSIEELdXK6uglKAZJtxB8/sZ/+PvwKo+yksr66uMxN9PmSeBDcJjRlHAKQiV8/qYmPaSWPaydrUE6YrGbab8L39hOFDjIZik0RhfeAN3o7VoM+HmHF02iMAoJaJXQXN9741W6mhps5stQp4PInIVcDrKtkgth1ECKEeg/f2XMhLu/pGJLV+lNCFSi8QahWizydv33212jcg3PrirwDAe2kK6PO5dah/X+g3GPoNon0HgVx9bakVyA2ZX7f/M8G2gwgh1INYx83j/fgKAIBIan3gdejuP3KoZ7qavSVuvd4EMC+NnNlPY8ZBYCSV+UHfQdBvMPSNaXiM6Gu5IJcF9oQ/E0wHEUKoZ6BWiLvDGjIESjQQEA7uUkqthLRxMgKEOi1iNoHAxX5prQEA6L9XUD6/pftxbFidG94IEEKoZ2CZn08AhA4DdynRZmMuiLqbagPZ8hlZsxQAaPSY68vlajpwLAC0PBfsabB0ECGEehZSWUZemU7BCh/+g+NRo+6BVJbQv74nh369Oih0bgr0ibIu30CSDwAAHXc/uGOXqaZgOogQQj0LFXsRmYJoLtLsZOgb4+xwELo55cXw5/9IwiZiqgMAquoHUx6G3pEAAL0iaK8IJ4fXRWA6iBBCPQ4dMIpoLpLzhymmg6jLIqUFdOc3JHELsZgAgAZGwtRFdOAYZ8fVJWE6iBBCPQ4dcAvZs5acS6C3P+7sWBBqSsODvOjzyfav4PgOntUCABA6hE5ZRMNHdHRw3Qimgwgh1POEDAEXIVxJJZUlVOzt7GgQatTVoV7y0kAkoXI1AJDNn5K934HVCgA0chSdugiCop0aY3eA6SBCCPU8PD4dMIqc2UvP/g0jZzk7GoQaRfT5ZNVDV8eOnvYonf4oHTKR7PkfHTQBpj1K1SHODrCbwFEGEEKoR4qMBwByLsHZcSDUFLLpA24eEbLjK6ipgF4R9JU/6KKPMBd0IEwHEUKoR4oeAwDk3CFgra8Q6pyqDbbviF4DAFQZ5KRoui1MBxFCqCeiYm+qDgOTkWSdcnYsCDWKRo+9/kYkpQHhzoulO8O2gwgh1FNFxkN+OpxLgNChzg4FoXqsVuDx6Lj7qUhMEreCu4ROe8TZMXVbJLuo3NkxIIQQcgKSlUQ+XEjVIfSl35wdC0I3opR89zwRuFrnv+nsULq/IIUUK4sRQqiHosExVCQm+ZmkrMjZsSB0A7LuLXJyFz29hxRecnYsPQKmgwgh1FPx+NB/JABAyt/ODgWh68jWz8jhjSAQwn+/pn6Bzg6nR8B0ECGEerDIUQAA53G4GdRZ8A78THZ9Azwe/c8nNDjG2eH0FJgOIoRQDxY5CgDIhSM43AzqDEjiFvj1PQCgC9+hESOdHU4PgukgQg5AqdXZISDUFlTsDb0jwGQk6cedHQvq6cjpveT/XgEAOu8lOmSqs8PpWTAdRKjVKAAAGE2GMznrNh9dfCZnXZ25yskxIdRWFOuLUSdAMk/At88ApXTmf+mouc4Op8fBdBChVmNTqu87+3rChQ/z9UkJFz5MuPCRk2NCqK3ogFEAQDAdRM5DLp0jn/2HWC3WsfPo5IecHU5PhOkgQm2UrT3IvS6uyHBeIAjdnKCBVCQGbQ4ON4OcghRcJJ8sBpORjrgd5j7v7HB6KEwHEWqF8qorxzJWs9euLhJuudBFDADF5WnJueuqjXrnBIdQ2xACkaMBAJL3OzsU1OMQXR589CDUGOig8fRfbzg7nJ4L00GEmldrKkvOXf9rwvz/OzjrROY3rFxwVP+n2KeuLpL4/k8BQE7hocPnP/xu721bjj2Wlr/DZKl2YswItQKrLz532NlxoB6mrBg+WkgqS2hEHDz4AfAwJ3EanLMY9XT0WlvA+sxW40Xt/vS8XVd0xyi1AICAJwxSjnFzlVqpJSJghtp7cEVNgUIaKnSRUmrxkvTp5TM8T3f8iu7YFd2xA7y3g/zGhAdMCVTEESJo4UERcoKBowGAph4lljrKd3V2NKhHIFVlsOrfpLSQBkfTRz8FPiYkzoRzFqMejVILIXybt1ZCeFZqydMdS8vbmVN40GSpBQACRC0fEh4wra//eBe+qOl9Vht16fm70vJ26A1ZbInQxTPEf0JYwBR/WUy7nQpCN4W8fx/JSbE+9sXVgakRak+ktgpWzif5GVQdCst+oG4ezo6oRwtSSDEdRD1dtvZgcu46AFB7xw4LXWS21Kw7NK+8+gr71FvSNyJgeph6irvQp7V71hky065sz9D8WW3UsSWBiltmDPsEAI5nrMkvSRK6SIaFPOwjDXPc2SDURmTH12T7l/TWe+g9y50dC+ruTHXk4wdJdjL1DYRn/496eDk7oJ4uSCHFstmepZPXUbLCufqv24+hWrMzaRl7na9Pkrj7RwTM6OMXn6nZE6qaFKaeqvAMb/POfSQh8f2Xxvdfell39MLlrTmFB/upJgDA8Yw1xzPXsHWKKzLmj9168yeC0E2ikaPI9i8heR9gOojaA6VArv3+VJcTgSuV+dGl3wHmgp0DpoPdn6Fac7HwbwCICJgutOkM29mw/E9XkZ6t/ZulZe16uJLKbG9xcEVNge1CXUUGAMQE3Teq/9MOPFZvnxG9fUaYLDUmczUA5JckcR8ZqjVGk6Ezfy+op+jdn4plpKwYCnOpXx9nR4O6HULI0S2g00BAGI0ZZ31kFamtBi+Fs8NCV2E62M0ZqjXrEu6rMxkAIDl33T3xP3fazIMQXrb2IFdWl1P499TYlS3ctiWlniZzdUFpskZ/WlN6urDsvFIWNWvEalcXse06EpEKACQiZWuDbwkXvoi1O7T7CjrtN4J6FkJgQDwc20bPHQZMB5Gj8VY/CWeujWQ07VE6/VEqkjo1InQDTAe7uTO561guCACGao2uIkMtj3VuSE04nvkN95ob5PncpU1ikZ/YzU8iUgpdGr59sFzQUK1xdZHYZldVtcWaklOakjMFJWf0hix6dXo5AICyqssmS41CGjYs9OHjGd8AgFoeGxEwzeEnZYulrfERS4srMgzVGgAYFrIIALIL/87TnRgR9qirANtTI+eJHAXHtpFzh+n4fzk7FNTtnLk+qiU5upVOf9SJsaD6MB3stixWE5/n0uBHe8+8Rgivl2KYUjZQKlI1todO0tDw4LkV3GsBTygWKSUipVjkK3ZTSkX+3pJgP69IANh8dHG+PgkAooPuHdX/aZOl+ueDsytrb5hlwUcaqvSKUvsMVnoNlIj82cJhIYuj+9xrNBmk7ur2Phd2PaXu6vljtxZXpEtF/kIXqclSe/jCh4ZqTabmr9EDng5R3dbeYSDUsAG3AABkJkFdLbi6OTsa1B2QM/tozHhnR4Gah+lgN1Rt1J/K/slkrhobtTy6zz2pedtZAaHEXeUjDQGA7KK/60yG1LytAOAu9FF5D+rlM1TlPUgmDrLZDSU22aDdgCyOVVVbXFZ9We0dOyzkoZ1Jz7CFwcoxAFBTVxIZOLuyurCyVmuo1RpNhrKqS2VVl7hth4Us8vOKPJOzjuWCAJCcsy4iYLqPNMzTo5fRVOHrFekvi1HJY/y9BroI3BsMQOgiFbpIWclhh2XAimsdil34bjOHfXYw5b08/fE/T7947vJvYyKXy8R9OioQhK6iIgkJjiHZZyA1kUaPdXY4qAsjF0/To9t4p/6EagMs/pjGjIOYcVwBIR1xu3PDQ/XhQDPdiqFWm5S19tylTezt/WN+8/IIrKjOz77elUQKAKWVOdrSc9qylHx9km1qJRRIVfLBAT5DBvS+Q8Bzy9cnHc9cYzRVhgdMjwm6t52KC09mfXci81t3N597Rv0iFIiLK9JzCg9KRKoGu5JYrMbyGk1VTVFFTUFlTaGhpkAtHxIRMN22ry4ATI1dGawcU1GdJ3UPcHjA7SerYO+h8yvZqDQxQfcND3vUhY8lNKhDkV3fkK2f0VGz6bxXnB0L6oL0+XDkD3JsO9HnAwDweDR0GIy9nw4cDQCQ+AfRa2hAGMSM75ixI1ALtX3cwcfm3cVevP3FN14yb4dGhdqipDL7ROb/MjV/srdq79ghIf/u5TO82Q1rTeUFpcn5uiRtaYq27CwA+EjD7hn1s20fFLiWYDk25nz9yQMp75RVXQaAIf0eGhb6IAH+9YFmwEpaPIliat62fcmvs9euLpJ74n/qgJrf9mCy1J7IXHPq4o8A4O6mGN3/6X7+E5wdFOpJrqTy3rmbeinou/ucHQrq9KwW4PEBAKoqSNIuOLqd5CSzT2ivcBg+A4ZNpRL51SW2NU7UCpgLdiZtTAcP7N4BAGMnT0s+cexiRtqd981vh9hQS2nLziZlfp9TdHWy0T6+8UNCHlR6Rdmu0/JivXz9qRpTaT/leNtOvgAwLGTRsNBFjoq5qrb48IVVWQV/AUCgb/ytkc820YSxWewp83jm6jxdktBFMix0kaKLD+xcWpl78NyKfP1JAOjlM3xs1Atdq5gTdWnkmVtJZan15d9B1c/ZsaBOh+jzIXErAEDMWBoQDrXV5Jc34dRfxGICAPBW0WHTYMQMHKuoa2njMNTecp/tm9aPnTztYkZa39C2D9KLblJu0eGkrLUFpVefxkL8bxsW+qBMHFx/zZZX8arlg9kLu9FPXF0kAHDq4o8ANFQ1WSzya2vUcDr7/46mf2Wx1knclKMinwn2u7XNu2II4VGwDgtZPCzk6pJ2benYAWTiPrNGfJ2p+fPwhVVXdMd+PHDHkL4Pjgi364jXSbr6oG5n4Bg4spmcP0wxHUR2airI23dDTQUAwI6vYOn/aOhQkMiIUGQdPJMMn0H7xlwfaxp1KW1JB6OHDvfylj82765FS5+NHtp8dSS6aRSAGE0GXUWGVOQvcVdZrHU7Ty67VHwEAHjEJSJgWmzIQqnIYdWjlFrV8tjooHuSc9aDzQgsKZc3Gao1R9I+8/eOCVNN7qea6Obi2fLdakpO7z/7VlnVJT7PdXjo4sF95/N5rg4J2LZamQJ06VyQE6K6rY/frcfTvz6Tu/7kxf9JPdT9e90OAPn6JKGLmE1thykhcrzIeDiymZxLoBMXOjsU1LmQK+lXc0H2NnErDR1KJzxA5zwLYDOOF+qC2lhZnJl6YdHSZ37/+QcAwMrilmvzj3e+PmlH0rI6k8HVRTJh4KvByjHZ2oN7zrw0oPedg/r+y0PYQQO76yoy0vJ3ZWp2V9UWAwAh/F4+w8PUk4OVY1z41zvt1j/Nqtriwxc+yirYAwBBvqNvjXzuZsoXe5rSytxTF38cH/0K2IynExEwY3z0q84ODXVHdbW8pSMAwLrqKA4306OZjCQ7mWQl0YtnSG2V9dmfSMYJsupB7nM67n6WCKKuro2VxZmpF4bHjwaA2BG3/Ll1s6Oj6rZa25HKZKmpqM6XiJSuAvHhCx+xXh11JsPes68vUo4JVMTNH7/dzcWrvcJtiI80NF4aGh/xRJ7+REb+X5kFf14uPnK5+AgA9POfGKa+LchvTP2KWr0h69eEByzWOolIPTbqud6KkR0ZczcgE/cZF/0KANiOp5Oaty3I71aH9+9BCFzdaN/BJPMkOX+YDpro7GhQ+7Pp2EEqSyDzFGQmQfZpuJJOrBYAIABUKKLGaggdSgLCIS8NAEAkpWPnOTFq5FhtSQfnLnjwxcceZq+fffM9h8bTnbEJefcmv6GrSI8ImBHf/ynWPq+iRsPGTKmsLaqo1lTWFhqqCwy1Wja/7fyxW10F4ooaDbcflhfy+UI+X+iscwmQDw2QDx038MVs7YEMzZ9ZBXuzCvZkFeyZOOjNMNUUu9OUS/oF+o709YoY0vfB5neNGsJKW7mO3gybcPlU1g91lhqVPMZfNtC2jLa+LlSzzNU6dVjARpNh39nXs7UHg5Vjxg98tafPHBgZD5kn4VwCYDrY/VArEB7Z/hXZ/zMA0HH30emPQlUZbPqAZJ0murzra4oktO8gEjqEhsTS3v1ZJ2Lri79CxnGoNkDoUHDHWea6j7akg14y7y9++c3hofQEvx99hP2ip+Ztc3URj+r/9JmcdQkXPmxsfYnI32g2SAD6+o1JzdvGFnaqWeaClWODlWNN5uqsgr1peTvCVFMAYEfSM2wGNhbz+OhXJ8W8LXBe8tptqOSDIfP6275+twLAJd2RfH0SZAEA+EjDVN4xKlm02meIyNV+BCib1KqzZ4YOCq4Vp7kzaRkrec3WHjSaDLNGrG6Po3QVdMAosvljOHvQ2YGgJt04XEtL/iFSAEJ45OgWsuMrtoTs+Ir1EeaVaEGXByIJDR1CwobRvoNp7wi48dmMAgC1ktBhDj8V5HQ4K0nHydcn2Zbu6CoyAEAhDRW5ysQiP7GbUiLyk7j7S9yUYpFS4ubn4Xa9RWB8/6VyaUi29mCAT2x0n3udEH2TXATuEb1uj+h1OwBUVOezXJBh5ZqYC948Si0B8iFTYz/I1v4NAOG9pkvcVWZLbah6sthNWVCaXFGdp6tI11Wkn83dAAASkb9KFqOSD+rrP97NxVNXkZ6at73OVBkeMF0tj+3kSUy+Piktb7uri5hNMNPyDY0mQ3LOOp0hI8jv1oiAGbYtNCpriyprtZXVWkNtYUV1QWWN1lCrNdQUPjxpHzui7dHZi2/+Gi8R+UnclBJ3f4lIKXHzE7srJW7+3N8m239q3racwr99JKHRQfd2k2JFdQj1UpCyYnolFXpFODsa1BCrBXh8cmY/ObaVhgyhcbcTkfT6X3V5MSnVQokWSrW0vIjo8qGsmOjz6ag5dPqjoNPcsKu8dAgIpxPnw9znqDoUGu8UQgBwvMDuCtPBjmNXqsd+NtTy2Acn7ml6QwogdJHGBM2LCeoCDTWk7mpXFwmX+HaTX8dOgBA+pVZWHMstFPDdBvSaNaDXLACoNZXl609pS84WlJ7Rlp0z1BSk1xTkFCcM6H2n0WSwLZmeNWJ1y8uYHTR5QCuyT11F+uaji9nr1Lzt98b/LHFX6QwZxhvryu2ovWMBYPPRR3QV6XC1kK8yJujeC1e2nshYY6jVNnE4H2mYxF3FPcawBFRXkW40lRtN5ezJzY7ETTk0dFH/XrdzBfzZ2oPZhX/fM+rnFp6mnU6XnkeOhoTfyLkE6sR0kFIHjFpitQKvO2YwPD7Z/xPZ+D4AkDP7SfIB69L/kfJi3gcPAJsR5JobrmCNAQDA58ZxXgPCAIBGjm7niFGnJghSYN1/Rygsr66uM4+PfpV1ClHLY+MjlgKAv5eHm0vzo6LUma1VRlOtyezmIhC5ClqyiVMUG2oqa00TBr5yOHWVoVqjlscODXkYAPw83d1d8dnjZlkpGGrr6swWAHAV8D1FdsP0SCNUvQHuYG+yC09kF54sr64AAF1Fhm3JdFredrU8Nk+feKnoT5mHysvDXy7pJXX3lXmoRK7Xbwh1ZqumtAIIT1eRbjRVskGOCKG95Z68Jn+jrRQ0pRUmCxiqNRU1BdywOPX/tReVXyyr0pZWaUorNWVVBVKP8IiAO1nx59UYTIaLhX/HBN2bemVbcs66xo7IptJhhaPcwpzCgzFB97q5SFku6CGUeUt6ebr7ycT+Xh7+Mg+VTKzy8vC3WD3Lqo3jB76y7+wbhmqNxF0V338pAPRTDnx17uHSKm1pVX5ZpYbFWV5dVGK4UmUsNdRqPd3V7CjcEVkAPtKwY+kfCvjUy0Pp5aHyFqu9PJTe4l62AZdWGcuqjXCtJFItjyUAUpGrXNxZevLWjLytKOE3t/Qjygee7vij15osBWVVQAjJSwOdBnqFUblaQEAtlzb7b++KvsJK4eqGPioaEA4AapnYVdB9ksKCsqpak4UkH7i+KOME1FSApwKqDQBAXIR8H3+Bj1rgo+L7qAQKlUARIPBWgn9wnr6CjpgJunyy/xcAoOPm0YBwAYFePpgM9GiCnOKK5tdCjkCpNSJght1UvAVlVa3aSa3Jwn5FOq36JVgAUFhe7ax4ui9TSWVtEx8TXlhf/4arWV1dxACgq8g9nb3d7iMXvrtY5CcR+UtEykFB93mJA20nAGRzFV7SNXPTYAVduop0rkgyOujeUf2fvlRcmJj+ZWVNQaVRV1GtMZrsR7mKCJgREXCn640lykIXMQC4u3qrvAc1dkR3oQ8AuArEN24oAQA/WSSbvLv+VhYK+koAMLKK+Pljt14/Bcr+0EQAQZ4eQZ4eYLd9aWUuu4x25d9CgQQA0jR/2zaZYDyEPhKRSixSyKVhQ/v9GwDWH76P5a8+0rBZI76uAElFTV1j5+hwzZRHqmN4PJ4xPSn3cj4VOaeMnyv9AgBY/LE5ZlyurqIlpYXk6Bbyw8tX38x5lo67P7+0sp2C7EREUgCgT6wBudIq9rYANPCPSW9gXzud/h86/T9sGaVWM/AwGejJ2jjQDGqbHjJdt91pdroqsJ6HAqjlsWysSgCQuKuGhTwMAL19ho+LftlQrTXUFBhqtJW1hZU1hSZLdWllTmllDgCMDH8cAA5f+Ijb1fHMb4KVY4or0jccvq+JI7Ks8XjmN1yRZHLOumEhi4QuknTNLttySpZ3StyUEpG/2N3PWxwMABEB05Jz17F0Si2PZU9Qsf0WxvZrZlRkqbt6WOjDxzO+AQBXF8nAPvcAgIfQB4Q+TW9Yf9zyZkcyl4n7sBcD+9yTd61Z8LCQRRJ3ldVaFx/xZGVtoaGmyFCdb6gprKzVVhv1VUZdlVEHZWClFgDI1h7kyjJZy86YoHvzS04ZTQapu8rTPcCFL2rk4G38q7IbBIo0PX+PqxsNHUrSjtFzCTB0ShsOd/Ou54IA5MDPNGYc78Zx7+qjS/9HQ4eSxOuZPdn4Ph13fztG6QzsX4B17DxexomrS66dIw3s36qdQI/5bUJNw3QQtS/MBZ2OfQVTY1fm6U8CgEIaKnSRAoC3JNhbYj+lYU1daWWNtrK20FCtZeVettmb0WwAADdBM2VFbEO7pn51JoPQRRIf8aSrwEMsUkpEfu5CH9LQPxChi/Se+J+KKzIAIEA+pFUnOyxkcZDfGKPJIBX5S90dNk9PEwLkQ+6J/6mipkDoImGTZfN4rn2V4+xWo9RsqCk01GoNNVo3dn3M9tcHAPJ1J49nrmFL3Fy8pO5qqbtK6q7y9AiQilSe7mqpuxqAcOPSq+WxU2NXtrCFLiF8Q7VmR9Izuop0ibtqWuwHzXTTiRwNacfI+cPUKelgdZsKq9wlAMAqTLsxAgC6KxAz3vrmTijRgEjShh4/eHNGtjAdRKhHoC1LrUSuMpGrTOF5/aclOuhertFegHcsAEjcVUumnWx2V2rvWK6LrsRdJXFXUYD+vWa2JFShi5SLtlVFYRRA0ZqeyA4hvZqlNYUQgd1qwX63HrbpdMU697i7+QT63lJRpTHUaGpNZbXlZUXl5233w648ywUBIF+flHDho/HRrxZXpLPS38ZE9JohFakOp37EiiRZXmhbP14fHXAL2fQBnP/HMV06WoMCEHcpxIyDM/uvLgkZAgA0dCj96mzzm4cOIWyoZAAY0fw/uesbOqbjVPvb93+8HavpgrfowDHgE+DsaFB3gOkgQj1Cm3/MR/V/2kcaaqjRSEQqu5avTbBSy7DQRT7SEJ0hw1UgiQiY3vIYSJNvW7VtZyZ0kc4fuyU5dx0ABPmNYVlsZO87I3vfyVaorCmsqNFUVOcbajTlVXnl1fl8vgjqDVnFxnKqM1WeyPymicOxcQlsU0audWPqlW3+3tFeHr3tt1EGs+FmIPccDYq6yfNtA+vij2Hf/5EaAw0Ig5jx1GohvBb1oqNznqUhsSQvnYokMP5fAEDqamnzE+5RQnjZ2oPJueuELpJhIQ+3apCjjnMljbfpAwAAU8e1NEXdHqaDCKFmcFkgBSuBFpWd8AifAq3fqQjZErpIh4UsbuxTschPLPKr34FGLY+1HctJKlIBAJ/nynrxN8ZoNghdJFwTUrhWHqmrSN939nUAcHPx8veOUcsHKWXRSq/Iq5tFj4e/18P5w9Cx6SCxWsihjXTMPTD+X2wMPAq0hbkgsEK+mPE0ZvzVvW3/CrKTYcmXTYw4QwEIkGztwZ1Jy9iSPH3S/LFbO9tQWaS2inz9JADQW++hsZOcHU5Hu5niW2zI3jRMBxFCzaDXJiRoYS7INNguEDnEhIGvnMlZZ6jVqmWD2bA4SlmUUtZUxsaSqqEhD1NKdYZMH0nIhOhXAaDOXN1bMVJbdrbWVJZTeJCNm8PnuSplkf5eMX0D5H4AcO4wTP+PoVpzsfBvqcifzZTdvj+uB34hmz6ApN106f/Y3Git+udECI/7R8srL4a/15PKUvjtAzrnuUY3AQCAnMIbBjnSVWSo5bEV1fkd0w61Rb5/AUo0tHcEzH7G2aF0BJb/sX97QhdxyysoGG7DYL8xnS2z72xIdpH9WA8IIYQ6raa6A7d5n0BLDBcLSs7kl5wuKDlTWVvIlvOt9NE/LTyLVffKt5tSnmNFksHKMVNjV7ZfQkgqS+GlKcRYTZ/8hoYNd8AOL52DDxYQSx29/zV6y512n5qtxhztQQu1hqunHM9Yw3XlAQA2YPv6w/eVV19ReQ/y9x7o7zVIKRvA57XXNEtNX1Py11qy+SMQSegrm6mXbzvF0Hmwq5GvT2Lj0kcHP+XvPc3ZQXU0uYdQ1v7DkeJAMwgh1MU4PBcEAAJELuknl/SLDJwNAFW1xZqSU5qSMwUlZ6oDjeLsLG3C13XuV6uns7UH8/VJ7Th5+qb3ibGaDhzjkFwQAGhgJFn4Dny7jPzyBiiDaN+r9e+XixPT83ZmFx4wWWrV8thw9ZTwgGmp+dtZq8pg5Ri1PNZkqamtKzOZqy8V/XOp6B8AIESgkIb6ywb6ew9SeUe73ziMERvJvFXRXe0oXJHuIw1rYvQfcvE0bPkEAOjDHzg3FzSaDHUmQytPsy0IUADCJej+3tMmRvZqepPuZ8+5Kx2QDgJWFiOEELLj4aYIUd0WoroNAKjpB8j+0OeyFsLtV9uV9CwhggCfWJV8sLdHUGN7a1UpIrl4mhzbQfmucPdyBxY/0thJoFlEdq4hXy7RLXn7QvXJDM1fNXUl7FOFZ3iwcozZapS6q+eP3VpckS4UiFkFsQtftGD8jqraYk3pKY0+uaD0jN6QVVR+oaj8QnLuegCQiPzn3vKjSCjjpiuUuKvuHP51i7Mlwo30zo3+U//ESVUZrH6KWC30tgdpxEgHXRWA1pfx7kt+PTVvGwC0apCjlrNYjQWlyXm6JE3JqRFhj6q8Bzt2/6gxmA4ihBBqFIm8FTZ96JtXIoyUsLESJe4qH2kIAFzU7geArIK/AEDkKlN5D1LLY9XyWLmkH7e5Xdv/ZroCWC3kp9cAACY/SL2Vjq2KrphwlyVtj3d2juCL/6bFuxhdiIebIkI9Iyxgikx8Qy5bf6wiDzdFiP9tIf63AYDJUl1QelajP1NQeqawNEXqrhIJZbqKdJYLAoChWpOat31Y6KLUK9tS85oayufOuG8AgJv1x1CtOZ75zdTYlSZzpclS4yFUXF2PUlj9NDHoaVA0vf3xm78Utt8CaVn/jIqafKlIratIZ7kgAOTrk9jY6VW1OgHflY1m2jYmS61Gn6QpPZOnO1lYlsItz9OdVHkPHhryMDdkFWo/mA4ihBBqnF8f6qXglRXP6/XmeZdsNmyQ0EVqBevc+B/yS07n604WlCbX1JVe1O5nCaLQxVPlHRPgM2RA71kCnlu+PonV9wX5jYkJureJAilycB1oc6jMDyb/GwAM1ZrDqR8ZTQapSBXf/6mWF0QZTYZ9Z183mgxCF8moiKck7qoLV7buP/uGIAzm6Iiigs5NkVU/+p6/T1vqu1347r19RvT2GcHellXlAoDRdMMkeCxvNporNSWnW7XziuoCAKiozl9/+D4+z1XqrpK6qwemFAdlnjN7SMrvW+JhrXHleXCneTxzja4igzvNlh2EEsI7k7OOdRsKD5hu2z/DUKtlw16WVeUZajQVNZry6vzq2mK1PHbWiNV2p6kpSYoJurew7NzOpGUuAndP9wDJ1cHSVVJ3lae7WuKuFvCE7Ps2mgwJFz6qqNH4SEPZHEWF5Rey8v/KLzlVVH7Bdrfekr4B8qFq+WC1fAgFGiAf8sDYLWn59jNqIsfCdBAhhFCTosfD3+vFWWnDbIqmeMDz9Rzg6zlgUND9AFBcnqYpPaPRn8rTnzCaynMK/zbUaKP73Guo1tgOms06JpdW5VYb9XYH4VcZlFs+JQD6afd48fk8ADaBCgDkQxIAjI9+tbpOX1qZ20Sk3uK+IlevfWdf58bTqaguuGfUzwHyWADopbq18qFRim8/lWmKvPb+Se9xQPNHL48+AOAjDbEd/cdHGgoAffziFZ6hTWxrsRr5PKHEXcWNAamWDwYAo6lS6CIxmgyllbkel7L7nDBRgM0xtQVnHgMAVxfxxJg3gnxHH89cww0Rz07TSs0FpclNHNFdKJd59MnWHuTKMvP1SQppqI80bPuJpblFhxvbsNZYDgASkdL2NMPV0wGgyqgT8EUmc7WuIkNXkWG3ocjV+66R33p59N6ZtIwV8uXrk+pMleOjXzWba07n/MRW8/Xsr/YerPKJVcsGsdnAOZRapO7qYSGLswqx52s7wnQQIYRQU+iAePL3enIuoYmaSoVnuMIzPLrPPQCgN2RpSk6bLbUAUFyRYTtotq4iI1g5JjP/L9sOvMzE0yZVHc315e2u+mkRedBoquDmdIZro22XGnJZJ9PG3DPqZ5GrFytju3bEdACQuqsXTTrI8gzrknDeB/eTv9dDr/D6HY3bRuginTXi6+MZa4wmQ4BPbETADArUy72Xl3vzXR+mxn7ANlR4ho7q/zQAqOWxD086YDJXVxameH34BAHzxRHRrmFyWVV+RU1+nanSle8BALa5l64inZWG7ji5rM7U6Bx9w0IWDQtdZJe0VVQX+EjDeDw+AIhcvaXuaqlIJfVQSd3Vnuz1tXF2pO5qNsgRAAQrxwQrx1CwRgXOjgqcXWsqq6jOL6/WGKo15dX5FdX5FTWa8qorNXUlbIRz2wrfi4UHx8Orvp7hg/s+ECAf6u8d7cJ3byzm9ug71bXU1JlFru2erWE6iBBCqCmk/wjKdyFXUkllCRV7N7s+66TMXtvV8Lq6SABA6OppN7y2T5EhIv+ChUcujBro4yEEAKGL1LYgiu2HEF79cbnrE9oUL7EjUoDrZU69wulDK8lX/yW/vAGKABo6rNkdNotSi0IaNm3I1SK3lg/YDgC2G9pyJa7ev3xBaqppRFzQ/NVc88Zqo47Hc4F615a99bFpuFmf0NUTrl0Tuw1H9X960qC3BU2OoUOpxXZsedvTdHPxcvP08vUcYLdJZW2RxVrH57nafpsKaSgAuAg8Rob/t4nDNevQsaT5T7/CXr/3/BNzp08CgF+3//Xcik/YwtioiE1frQSA1KycqQuWsIU/fPjG6OGxQfHXx6xZ+tD9/11wb0uOaLsV28/NxN8SQ4J8LxaVX9JdkgjN/t7BPOJit4KjelxhOogQQqgplO9KQodC6hF69m8YOasVGwJVy2MjAmZwfVEjAqYBQHSfu6P73H19PauF9+adAMCbsmjyhMe4xVNjP9iZ9Awb04TNuaLyHsS6XzR+RACA+P5PbT76SJ3J4OoimRr7AdT7vaQDx8Dtj5Otn8FXT5Dn11G/Pi0/qQYRwrf9VW7VgO2N+uMTkn2GeinoQyttF3ND2wwNebi4IoNVNI+PfpUtbPr6MDFB92pKklh9ekTADLU8lgKViPyb3bANpyl2uzomzqj+Tx2+8BH7UpqeQaeFUrNy5j/9Sk7CDvZ29qPLAIBlhFxqyK05dcGSnWs/j+h3Q58hu21bmBFyW3UMmYdwSJBvaZXnxaLyExePlFb8I3WX+HtHq2QxrPsO+zpY4evNDP+Ew1AjhBBqBjm9h3p4QmAkCBut1Gv7zvf/TDa+R2V+8MZ2KrhaOkWBOmpim8Z2Rb55mpzaA3I1fXEjFYnrr+BEJPkA+foJyhfAMz/RwP4t2cSBV8zh6ndebsNo6lmF5bbjDj777sfTx43iyudSs3Je/vCLTV+t/HX7X3AtL2Q+XbtO6SO3XQIAQfHTuMROV1I69Pb7W5Ln2W7FNnzkxbdZAeSna9fFRISOHh47+9Flo4fHrvr2p5yEHVxR5ZxpE99/4UkAmP3osrnTJrGFXIb67Lsfb9yxx3ZJg0qrjBeLyrO0xy5qfiwxJAf4DLtj+JdGk2F9wn3sqUDirron/uc2jP4TpJA64gkGIYRQ90UB6KCJEDrsei5IqaN2TipLYetnAABzX+ByQbhxVro2HMx2k0aTpIXv0N4DQJ8PXz0BVkvrD9Ju9Pnw/QsAALOfaToXbNFpdgIsF7w2/TRbcrMtArMv5ynk15suRPQLSkpJZa+fW/FJUPy0oPhph44lAcChY0lR4SFN7MrHWxYbFaErKW3JcdmeWYFiY2IiQnMSduhKSp9b8UlOwg6WQbI8lclJ2LFz7ecvf/gFC29IVP+chB0ntv7EljSGlRTeNnDSbYO/GBr2oUIaCwCpedu5rkhskKOWnEV9WFmMEEKoKSzLIBvfJ4lbwV1Cpz9CR8x02N43rSTGaho2jMaMazqAVmnJJlQgJI9/Qd+5m2SegJ/foP96vfXHcTxiNsFXTxBjNR00gY5ppvqy8yaADSE2/9uu7CqL22D2o8tYclm/gWBLChH7hwQDwIXM7KUP3c+WTB83avv+wyyqcSOHAgArBdSVlJ5JzVj17U9ce8cWCpDHugkiAKDBnkNtaFCI6SBCCKFmkP0/kf0/AQDUVJAfXoaQIVSudsBus8+QY9sAAO5/7eb31gZU7E0e/5q+N48c2QzqUDruPqeEcYNf3yX5GVTRiy54x9mhdGrBvQOK9SVc1WpqVk5sVESDa44eHpuSltlEJayupDQpJdXHW8YtYfW/HaaFvVJYZXGtyeLtIZSL3QDEABAeMO1M7jqWFLq6SIL9RkObcm6sLEYIIdQMknzghvd6jWP2+8ubAGCdsoj6BDhmh61H/fvCoo+AELLpfZJx3FlhMCTpT3J4E+W70v98Bq4dMVNt1zV93CiuWzEAvPzhF431BZkYP+K5FZ+kZuU0tqtHXnybK8ZrFR9vWVJKKqtlZhXTtvqHBK/69urAitv3Hx4SdbXef/+REwDA4vHxlil95Nv3NzriI1NaZTyZU3Q+v8TdVaCWediOOyN1V88a8XW4enq4evqsEV9zowK1FpYOIoQQagaNHksyTlx9I5JS7+Z7oTaL/L2e5GdSmR9McUA/05tB+98Cdz5Ndq6hBdnAjTtDrdDc1G2OYbUC7+qBqFRO5Gq4/TFQBnfEobuy0cNjf/jwDW7kl/eef4IrYHtuxSdc3WtOwo6IfkE7135uN9AM2Iwa06rKZbutlj50/9Db7weA+gmlj7fsveefYOvPmTaRO8TJlAtcVxIAmDt90smUC2y1+kPe1CsRtMcGOZoQ8xr3tm3tMrFnMUIIoeaRje+R/T+DXG2dvQxixhNNJug1NOrWNu6tshRemkKM1dZFH8GgCY4NtY2upEGvcKLPZ2WfNHQoOG5Qt6aRvDSoNoBcReVqMJSApPnBHXsgu57FXdTsR5d9/faLthXTTdtz7opdcWB93L/SNv9zDVJIsXQQIYRQ8+ic5+ic566+Nlbxvn8R8tLoLXfB3c+DS1NjFzeI/PYRGKtp2LDOkgsCQK9wkpdGPnoIaioAgASEW1/8lbR/GSHZ+P7VdpkiKTyyiqWhCHGanZKE1HvRBth2ECGEUOsQF3c6eALl8Xn//EbeuovkZ7Zu80vn4OgWyhc4qwdJo84cYLkgAEBeGsk4AYQHBRdJWVEzG7ZynBpSWUqupF19vf9q8zKoqSA7vm7VflCXs+mrlS0vGuxIWDqIEEKolXiETllEIkfT1UtJ0WX67t282x+3TlwApAXFE5TC/70KADBxgRN7kDSspoExO3jr34GMEwSAyvzBRwVefiBXg7cfyPzB25/K1SAUAY9Pjm4hv34ANRUQOtT6yCoQSQGAFF2GUi2UFEBZIRTnQ5kWSgpISQGYjABAvzprf7DqRqcbRqhdYTqIEEKoLWivcHhlM6x/lyRuhs2rSMrf9OGVIPVpeivWgwSkPnTKoo6Js+XoiBnXy+rkahoQBgBUHgB9akGvIaUFUFpgt8nVOmV9Pvnh5auLMk6QxK103P1k+1dkx1cNHMXNA3x7g1wNZYXg5QehQ+FaNx0ad3v7nBlCzcB0ECGEUFu5utEHXodB48j3y0nWKfLaTLrwnSb6l5DKUvjjEwCg97zQ6QZSoVboFWFdvoEc3QoiCR13P7hLAYA+cHV4amoygj6f6PKhREN1+USfDzoNyPwA6o28wzqjSGTg3xfkapCrQBEA3uqrnUU8pLbrWhevgsQtpERDQ4ZAzPgOOVWE7GHPYoQQQjetQke+WUayTgEAjZvVWLZHfnyFJP5Bw4bRJ7/t8BBboM0dR3R5vHfu4dod0jnP0nH3t6GbZ/25fRGnrNqoM9Q6O4qO5iNx83JvdVet1gpSSDEdRAgh5AiUkv0/weZPiKWOytWweBXtFW77Obl0jqyYR/kCeG1rp2s1ePMyjvM2roQaAw2JpXOepSJxaxO7jhnUBqH6MB1ECCHkUNps3tdPQWE25Qtg+n/obQ9e719SVsjb8C71DaSzljo1RMfDUj3UpWE6iBBCyMGIpQ42fUgOroOYcdbFH19dWlPBOtuCxQx8bLaOUCeC6SBCCKF2QdKPWXv3JyIJ2f8T2fg+ANyQHSKEOo0ghRQLtxFCCDkeDRtORBKSl3Y1FwSAM/vZMC7UmXEhhBqA6SBCCKF2o7txBJZqA2CHCYQ6nzamgwd273hs3l2Pzbsr+cQxxwaEEEKo26By/xve+6icFAhCqCltac976WJWZuqFL375zeHRIIQQ6lZ6RVgXryL7fwYACB1CR8ykQAmWDyLUybSlK8mB3TtK9bp9O7YCwLNvvhfYt187BIYQQqjru3FgZxyQBaFOqI1dSUr1Ol1R0Re//LZo6bN/bt3s8LAQQgh1E4Rn23EEc0GEOqc2/mUOjx8NAIH9Qoq1mmZXRggh1GNhxTBCnV9b0sG+oeEXM9IA4FJWZsTAGAdHhBBCCCGEOlAbh6F++7mlmiuXAeDtL77xknk7OiqEEEIIIdQRcFYShBBCCKEeDWclQQghhBDq6TAdRAghhBDq0QilOHskQgghhFDPJcgprnB2DAghhBBCyDmw7SBCCCGEUE+H6SBCCCGEUI+G6SBCCCGEUI+G6SBCCCGEUI+G6SBCCCGEUI+G6SBCCCGEUI8mcHYACCGEEEIdobSyVl9ldHYUrSD3EMrEbh1wIEwHEXI2SoEQZweBEELdn77KODGyl7OjaIU95650TDqIlcUIdTSiLXB98EHhraNdp03jnTmNuSBCCCHnwnQQoY4m+PxzkpUJAKTSIHjxJbaQFBY1v6XV2tRbhBBCqE2wshihjkPKy6mnJxgqry+pNEClAcQSl38vJJUGq1oN/iqrUknUaqpUUn9/6u9PvbwAAKxW4PH433/PO3MGACyzZ1tHjXLOaSCEEOpeMB1EqN3xzqaQv/7kH9hvfvxxOnmKNaQf78xp9hEVS0AsgZpq6iYklQZefj7k59sX2rsJLdOmm//7BO/wYcHa76/u88zpuv/9j/YL6dAzQQihtrFagXft3oYNpjsfTAcRai/kyhXe7t38PXtIoZYt4R87Zp08xTp/gYVSkpkFAObHlwAAiNxNv/1OzCbQakmBlldQQDUanrYANAWkoIBUlFOJFABIVpbt/nmnz1j6hfD++IOXngZ+ftTXj/r5UT9fUCqpwMU+mkoDf9duqKy0TplMlf5gtQCP3/7XACGEAACAx+Pt3kUKtNRfaZ08BW9BLVdTZxa5tnu2hukgQg5G9Drenr28vXt4mZlsCRW5WceOs9422RoTAwBUIjE//t/6G1KBCwT0ogG9WJNAC7fDmhpiMAAA9Vfarm8dFAMA/AMHuLLG67vy9KL+/tRHTv38LP99AioNrg8+RLQFAEA3bTJ98jHtF0IB8PEcIdQxXF56kXf4MHttzsqyLHncufEwQfHTdq79PKJfEHv76dp1Sh/53OmTOuDQupLSR158e9NXK5tebUiQ78Wi8pIqo7eHsF2TQkwHEWqTaxUfvDOnrTGDAADMZv7evby//uKdPsU6eVCBgA4darltMo2/hbq4tvlQVCSiIhEAWCdPsZ4+w9u9CwDMc+bQfiFgMVvuu886diwUaklhESnSksIi0OtJeRkpLwMAa8wgCwAvK4vlgsD6r2zcZHrhBV5mBi89nfr6UT9fqvQHobBFp2lb44MQslVpIFotNuFoEJcLAgD/cEInSQffe/6JlLRMLh1c9e1POQk7nBuSHZmHcEiQb2mVsemk8OrTvtIfANr2qI/pIEJtwuPxDh8WrFhBKg1U6W96+y3aLwQKCnhJJwHAGhZuve02y6SJIJE69rCmF14gS5YAAJVIAAD4AuuwYfYrWa2kWEeKCklRYYO3BatEDAC8M8mCzz/jFlKJhPr6gq8v9VOC0o/6+VkHD6ZesuunKZawYkXHnhFCXR2llBDC//571rSXKv1Nn3zMfph7LHLpEu/ceXLuLC8lpe6nn+0/FosBgOiKiU5nDY9wQnzXRIWHvPzhF6w4MDUrZ+lD9wPAr9v/em7FJwDw3vNPzJ0+6dCxpDOpGau+/QkAlj50/38X3Ft/nU/XrmMrAMAPH77RPySYK/n7dO26mIjQ0cNjU7Nypi5YAgBzpk18/4UnuRi45QBwYutPPt6y+nE2nRS6vPsuKyawTp5ieuGFtlX7YDqIUBuxJAkAiLZAsHat6a23rcOGms1m62230d692++4VxPBJvB41M+X+vkCRAEApdQaM8gaM4jVKVOxxHrbbQBAe/WyTJxEirREW0QKtcRgIAYDXLzI7ca4YwfYnmalQfDZ56ZPPmm3M0Ook2muxwPR6UhVlTUwkGRlct28iLaAt2u3ZeFCotUSq9WqUnVIrB2iycoBXvJZ3vlzJPksOX+W2IyfwDvyj3XkLeYFC7lLZJ4zGwBIaprLSy/SgF7WSRMtkydTP2XD+217tDc2T2woeFYuqCsp9fGW7Uk4OjF+hK6k9GTKBVZGOPvRZeNGDgWAQ8eS2JKg+Gnzbp8MAHbr/HfBvf9dcK+upHTo7fePHh6rKymtH87LH37BNvl07bpDx5L6hwRzMbDlv27/a/+RE01UVTeYFPJ272K5IADwdu/ixce3bdAJTAcRaiOWJF19XaAFADog0jIg0nkRNYIQADB98gnv0CFSqLXGj6L+/gBgHTHCOmLE9bV0OigqJNpCUlRECrWksBDEErA7TdaXpaZa8P331ugYGhNDPTw6+GwQai9WK1RXuXz2OTlzBsRi85zZ1slTAIBUGEhxERQVksIiKC4mWi0pLiLaQtZFzBozyPrJJ6Sy8oZdVVUCAO/wYVYAT73lVKmkCh/q708UCurrR30V1NePensDAMnKFHz2OcnKovHxpseXsL+7TorH4+3eJdi4CSorLZMnWxYuhLo6/q8beP8c4V04b7silcmskZF0YDSNirJGRACAZeFCa/wt/IQES3w8DQkFsxkuZlGJmORd4X/3Hf+776z9B1gnTrRMnOCYShVKgcfnf/4Z/3ACiMXmBQuso0aR8rL6FSZzp01iSdihY0n/XXDvoWNJG3fs2bhjD/u0uKQMAEYPj2VvY6MiAOBCZrbdOqxI75EX39659vMGw9GVlCalpAbFT2Nv33v+CS4dBIDZjy5LSkkFAFY82UKkrAx8fdivz/WFWVmA6SBCHYCUlQEA9fKiSn+uQR7t18+ZMTWJu/lZR49uYjXq4wM+PrT/ALvl1lGjuEY/dFAMAPDS0/kbNvA3bAAAa0iINToGoqOtMYOo9MafsRtLVrDnCurseDz+rt1cQYvLu+/WxcRQpb/Lww9xf+l2qERCPdwBgPbtR8US7tmJ3RAoIVYfH55OR0r0pERff3Pjjh0glrg88eTVAvjdu1wATC+80B4n5xBEW+Dy7rvstWDt91f7CJvMLBe0BvaxDhwIAwZYIyNpL/uJ4CilEBJqDgkFALBaQSCwLlhYt2AhL/EI78+/+Af28y6c5104L/jkY8uIOHrbbdb4W6irkG3ZljsJIbzduwQbN7J3Li+9WLdhA1X6Q2253YrjRg595MW3o8JD5k67WizH1QgzxfqS+ru3WwcAPl27bvTwWK4ZYn2xURG2HUe4EsRP166bO23Spq9WslrpJs6JlQvWVtUojv+jXPczKHxNn3xCY6Jt12F36TbAdBChFrNa+Zs38//3rWXqVMuSx00ffyz4/DMwVIJSaV6yxNnBtUircjK2svm55/l9+5LTZ0CpND/+OACAWGJ+6CFy9izv/HleZiYvMxM2bQQAa58+NGaQNSaGDomlHmJuXAkAsMyZTcQSzAhR52U2g0DAu3EsJ6LVUqU/VSopnwd+flShoEp/8POlvn7U15cGBnJrUonE9PEqwdq1YKikg2Ksk6dQSq2zZ1tnz2b7IYWFpLCQFBXRq4WLWlJU1FgBPNHryMVsGhXF+pC1B5KVyTucAADWUfH1GwTzNBrQakmBBjQFRKMhBRqQ+5jefptobyiI4ickWCdPsY4ZYwoJoQOj7R8I7Y5oW+1uU2lrjRtpjRtpee453oEDvD1/8U6d4h9NhKOJ4CY0T5lmeewxcHHhnTlNTp+Bhu4kpM4IBQW8Ai1oNERbABoNr6DAMnac5f777YrNeIcTLHPm1A+MFex9v3HLs4vnA4BC7r3q25/sUj079ddJzco5dCyJy/Z8vGVJKamsDvrQsaSYiFC2JDUrp36+mFdQGBMRCgBN5IIsETQWFin+2KjauoUtpBUVpKjIOmiw6fnn+bt2A4BlyuSrff5aD9NBhFqEl5rKf/89XnY2APD++cc6bx719ze9/Q63QpfIdVoVIVuZSiTmhf+GhdeXW/v1A1YaSikvO5uknCXJZ3nnUni5uZCby/9js3nBQsvChVzLegDg795dt2FD578+qAfiH00ke/bSwEDLAw9Y+/WzbVxGlUoAaGF7WRoSyt0QKLUScn1PVKlku7LfBCgBckOxor8SAMiVKy7PLAMAa2goHTTI4Q0zSFam64MPXj3ipk2m/31Llf78r78iqWm8Ag0pLGwgVNZl9cYYrNExAECDgmhQo0ViLURFIsvUqZapU0mJnvfXHt6fu3nZ2eDpCS4uvMOHXV56ka129U5iNAref58UFJACDSlpoOiO1y/EAlc7rFyPtvFis7nTJv264y+WF0b0C3rv+SdYra5deR6n/jp7Eo5ydcE/fPjG6OGxSx+6f+jt94NN/e/OtZ/bdhnh9rZwzky2vMGa4quJYOZF3+/XeCSfBgAQCi0jb7FOmkSHDqMuArBarVOmWqdMvXaebRz8gWQX2RecIoRsEUMl/6sv+Tu2AwC4CS3zF1rmzmlgnOcej+h05OxZ3tmzlsmTaXi4yxNP2A6IyOZQ4W/dBmIP6ucLvkqrwqfRfVUaWDlNm590EWoaLy2V7NnL37vnavMPpX/dhg1wbXg8KpaYlzx2/Se2Bdr8QMjbtVPw+Rek0kD7hZjeeov6+/P37uOt/4UbuJSxb5hhtQCPT7QFRKulYnHTXf7J5cukqJAUFVn9VXTQINtHNQAwvfW2ddQo23EBqUxG/f2p0p+qVKDyp/4qUCpZnxjB99/x164FAOuoUaa33m7TGbcILzeXCl2pv6rBO4nr3XdzNfhWlQqUSqr0B5WKqvypUkkDAqxSKSE8blvzksctc+ZQSi8WVUyMtK/I7sz2nLvS57XlHhdSAMAyYgSdMMESPxpEbrbrcP/22vyPMEghxdJBhBpHKX/XTv6XXxFDBQBYxo6zLFlCfRpPYno26uNDx42zjht39b3khkdzVjrCX/21bdUY9VNSpR9V+FI/X/BT0j59rNHRtoNmW2MGYV9m1Fq2P4p2P5CksIj/15+8v/4kly9fXcHb2zJuPJ08mb21TXGo1UJaPHNGGwu/rVbrlKl1N+adlgnjLRPGk+pqknyGJCfzzpwhGRm2DTNMixdb591nW2xmnjPHsuRxqK7iHz8BRUWgLSBFRaSwkBQWsSFIr662YKFlUL1HLIkYACy3TbZOn2719290FFIAarWYF/7bvPDfbTvXVrH26WMb3nViMQCYFy0GHzlV+lOFT4OFYezrsLt7kK45M56IB+alSy3jxzfWyYbUe9EGmA4i1DDexYv899/npaUCgDWwj+Xpp63R0c1uhYBrdDh/vsvpMyz5M8+ZA2IJMRotjz4CBQUkX0O0BaSggBRquRn8gI2zHR3N37Wbe+7nnTnN273LOnkK7/IV6urSYI3bdV1riOw2T9LVQ07zJhC711YLMdbx9+whe/7knU1hy6mLq3XsGOuk26xDhza6nw6InMeDRgp1qLs7jRsJcSMtAGA08s6lkFOnecmneSnnoH9/AOBv2sStLNi40bLkcXD3ELz6Sv2DUD8l9VNQXyX19AQA6+zZdPfVvzLaL4T27QcALRmdhF2QDmsYU/9OYo0ZxKqtrePHNbd192H64osOOAqmgwjVKz+oqeF9s0aweTNYrdTd3frgg+ZZdwIfp9dsKfYDTENCTd9+S7QFVCymIaEAQIVCy/QZN6xqNPIKCqBAQzQFoNHQ4GAAgBvH7GADmJGtf7hs3Ag8nlXuDb5K6nutQNHPj/r6UqUfSKRXxwb//HOiLbDGDDK/8HznHQrYagUen7d7l+Czz0mlgQ0e29I8jw32wTbsCqfJ//wz/q7dV0/z8SXg7tHe6SzJynR5dwXJyrTGDDI/voT2C+Ft386/Nui6NXaIdfJkyyj7Gjcnaj67EgqtsUMgdgibu9J+XBum0gBiiXnCRPCUgp+SKhSgVFJf3/oVGlQiMX37LTl9GiRi2i+ESlrXzavDStiu30nWrydZmQBgHTS4ow7e42DbQYRsWK2848cF761gzZMtkyZZHltCvbycHVaXx6ZtaOHKJDPD9aGHrm4olpi+/Zb6+ws+XMk7dIg182pg/2JJ3Y4dUGlwvfserjL6ao7VWdk254drbZt4hw+TG1uM2bH8+98AILz1+phB7d2E6yY1eJptKV5qTZnoDc3glP51GzYQg0Gw9EnrhInWiROovJu09+B//hk3kArX9rENukQ3OKZVd5IGZRWWd7m2g/38PNv7KNh2ECHgnTnN37Ubqiot8fHWyVNoYCDUmazBwZann7ZGRjk7um6iVXdwGhJq+vhj/q7dVCK2TJ7MBs02P70Mnl4GACTvCiksIoWFRFcMBQWkqJgUalklMi8ry7ZhImi1AEA0+byL2dbogVTa7rfUVmHDfFxXWQkAJCtL8MPaxja5OgO1TbN6AABWepqfz8vuRKfJO3+OlJRaRo2yG+yDnabg++/5u3ZRpS/1VVI/P/D1pf7+4ONj9VexErurCUqlgb9rNy8hwRofb5ky2XZ85gZGTS8qIoVFpm/WUKU/ybw+XszVKlGJxPTt/zrk1DsItVosSx4HPz/emTO0Xz/L5CnQ1sSuq+SC0GUb/3UJmA6iHo1oCwQvvsRyCN7hwyYA6+Qp5vfes0Z2vslFehLroMGN1QrRgF40oOGHe7uhgK0xMQDA++cImxnCGhBAo6JgwABrVJS1T71xMWwLn9qtcR7vwgWybx9PozG9++7/t3fv8VFUd//AvzN7ScjukivJbghKFBIQwhMIvrSFUFBBbmqp4E+xzyNULlVpvcBT8afPz1D18fIj9VK0BvUp9lfBVgoV5SYqFALWV1mNBIEEBNsAuZAlIbtJyO7OnN8fJ0wmm2R3sgm7JPN5v/LH7mbOzvnOzuU755yZkSdOINXVna03Lh42zH/fguBfIueObRfm8GFEJJQeMj7/PBHJgwez0aMpJ0fOGdM2GL/zLwo3zM4KCg1u4dtSobRUPPSNWHqY11PKzw+4Q3vr20bPpWGjhwK+h8XFsdRUX1ERxQ4wPfkUz33Fkq+pukpa9gtxzx7j794IuPtdu2rwOwUOH6a6Rfxw6lMNYBoJooExWZp3lzTvrrYPo1ihPiLFFrvrcEW0a9ENKbYIDWlAOgi6JlRVdbwHLHLBPorfCtj0wotUVSVPv1VauJCIyGSUR40Wvz0snj5Np0/T9u0GImazybm5bHQOyxktjxrN8xvhxHHhxAk2bBgbNrx3M0KhstLwyU7xk13C6QoiYlabUFPDhmf5Vq40rnuXPB557p1yfj5jTM7P1/KAKR6mcOK4PH2GzNNHr08ekyMeKhXPnKEzZ2jnTgMRs1lZzhg2ZoyckyOPzukkzG7xuMXiYrLb+d1/GJFYUSEePiwcOiQc+Vb8/nv1tOyqq5k9TWi4wByODmHK0rJfyD/+sXiulqqqhJpqqqoSzp1rvVFzUxPVuih2AHnc6nZQ8fgJiYgS4nkuyGy21vtCp9kpLY0pt4ZOSyMi/333Gd0eseRrOXesf9lD1E/zJPWtDUGjhLiYhLjOr5uOuuietGDsIOiRuH+/cPSotGiRepga8bswLFwYpCBcyYKPKxJLSsTSUio9JB46JDQ3K5/7/vt5ecIE9Z3YurUaBNmDCw1ucffn4o4dyuNc2YBYecpNbNqt0tix3bqJSTtBU1WxtFQ8fFgo+Ub49hC/Cofj95ZTh+l74gn+TN7geIBCVaXp/kX83IkNG+595x3B4zHPand7FPm6USxnNMsZo+6zDrghc0hCwwWhukYePpwChkjmjvW9+qrgdtP58+rHgWgSjaubAfoQjB0EfREPlwo7dxp27xbcbiKS7v5fbHiWPH0Gf0opGzacP1EK+iglF+w0RZNzc3n3MREJJ06IpYeEQ6Xi4VJ27TXU/p4dho0bpYULBbdbOHCA7A7mcLDUQV3ONHA2EokGw+efi5/sFL/4ou3jCRPkabdKkye3FbyUoHS7SSBos6WckyPn5NA99xCR+P33YukhKi0VDh/mj7sw7NihTGn87Rrv9BmC222ePSvIF7Ze47Jxo9KOLpw4zhve5DFjWFwcjc6Rx4zp6jZMSi6oMUw2MF5JJX0rV5peeIGImNUm3XknEck2m2AL9iS0zueFXBAgFKSDcGW5HK3lQnWVYft2YedO8ezZ1rkkJMg33STWX5CtNt8TTwhz7xQ8HtzCoN8IuQqxYcOkYcNozk+IN18FPDeWt4EJZP7v1it2mdFEDrvscJDDwdIHk8PBHA42ZAgbMECoqjQ9/IhQVcmsNv8vlsnTZwjffWdcVcALymNy2LRbpSk3sfbPy+pWbcMmDx0qDx1Kt91ORCTLRO1u4tMaZqjsitmsRCS6O7mzie+1NdprH0aY8oyZ3tyxQlUlszuYw0Ga21P7ZdcwwGWFdLC/C+hX0t5pElgwQne+DfvO/h3DFDwe8bPPxJ07xW8Pt34eEyNNzGfTpknXX6/cR5AR0fAs1pNKQ1/Gm6+URmL+moiEBrc0ebJQWSmcrRTcDVRRYahoNwKdN5sZf7+OX7UgeNzG367xTpzIrr1WysqmSZOkabeytNSIB9QFfrvjiROFS2H6583jL1r+tjdIOX6GJk2/VVk+zO7gNy6OQNrFHA5+aTkRGvkALiOMHezXGCNBEPftM2zcSDarf8GCbg0eF04cN65bR26PNHeunJ8fmYzQ8PvfiyUlZLf7frGMrNpujirL/P7D6jCFkydNixcJfj8RkSjK4/LkW6dJ+T+6cm48C1cawwd/FjweZrWqL9Vs1XxRrDxLlZViZSWrrOSvpUcfk8eMCXigqu/VV6/w5yzzMGW7vRsP5OXXoBwvNxQXE5E0fUZbigYAfV/moIHhp4Pf/OPLjze+/+SLL/dunaC38ERK/VBLZrV5//Q+WW3ikSOCt6XLggPi5Oxs9chx6s5BjhEJ4d6zQ31X1daR4y0t4tEjwWaXlCxfdZVY8rXp4YdbP7HafO+8zewO8/33M1GQp02Tb76ZJSVrrAPok/qKh25d/WD44APjpcdd9ORWwJERdpi4GgOgH+vRpSQfb3x/kD29F2sDvYs3qvGz+dZPPG7xxAk5d6yhqCjwTrYqcn6+/OxzQklJu9FUX5dQ7lhx+w7xq4OUZmf2NGa3t942tv3DzgVqfYiWUFnFxubKuWN5I2W7aerrhWp+/9hqqq6imhpp8WKWMcSgujEvryGLiTFeyvM65V+wkBYuFL4uUYcpHD/B7A7fiy92fDoTQKfUiVG3roSV5s0TPG6h5BuyWvwLFvR+zXpVuws7unWbEuSCAP1amOng7h1bf7rkoZ1bNvdubaDXyXZ7x10+S0+XmdxVEX7jLrLbO/5L+O644ZNPAqe3WVlqGqWmsjS7tGQxs1jbus/WtY6vEo4cMWz5UKiuFmrOUXW14PMG1nPOHJYxhNntys1jWzU3dXXFYuvcO6sn2axEhFwQIsO/8Gdtb/pIKxoutgAAtTDTweNHj0yZHuzeBBBdYkmJYdtW3/9+Up4+ne3YwXMsOT9fzh3LGPM//njw4owxOXesnDu2tYnO7uB3YGFTbvJnZlJVtVBTTbx5r+ac4PYIbg999x2z2vyPPhp489jiYmnePMHbYti+ve37rVaWmspS0ygtldLsLHUQs6cTkXTnncKl54z5l/2CiGhAnO+134aMV547ty3M3LE8TDzOCKKgL+SCAAABwkkHN7337l0L7g89HUSDUHPO8Norhn37iEgcf708bZr3T38SjpeT3cHvKKElSeLT+F59VaisJCJl2Lg8ahSNGhU4cV0d7/mlujoiEjq7Rpel2aUVK1hqGktLk+0Oiu3spvCyJE+a5J00Sfz6K37PF+1jm5jN5v3Tn9S1RS4IAACgUTiXkjz3+KNnK/6lvH19/V96tUoQJsHbYli/XnzvPcHrZVartGiRdMePmShSjzuGeIKn/UvU11ryzuKezT+07tYQAAAAuB5dWUxEa1/+v0se/c9erBCEzbB3r2HNb4XqaiKSpk+XHniQJSREsT7i9m1iVZWcmyuPHYd+WwAAgCtWT9NBuBIIpyuML70kfvMNEcnXXCP96nF55Mgo1ocRkbqTt4+MrAcAANAnPLO4bxOamsR33jFs3iRIErNYpPsXSXPmRObZIcFqRUTqAX/IBQEAAK5sSAf7JkaG7dsMa4uEujoikqZNkx5aFt3eYQAAAOijBMbwsNZI8PrlM3UeIhKqKoWqKnnYMLLazEZxcGKXD7bnZEYVrgaZEXnc4okTzG5ndofQ1Gha+DOhqtJ47TUJv/4/5rG5kYgBAAAA+iOMHYwoccd20/PPExGzO3yvvsLsDk3P5CUSS742PvmU4HEzq82/cqWcny9+8YV45ox/zhwyoDcWAAAAwoRLSSLL446Z1Xbvbjk/3/fsc8KhQ8a33wpSyP/442xwhvn++4UTx/knzGrzbt1KTKZuPWMKAAAAoANcShJR/CbJbdweIhJkiV8U3CXe+FdV1fY9/FHCyAUBAACgNyAdjBw2PIvZHcozeeXcXCJidof/1VeDFbPaiIhNnCjs2H6p4NjLWk8AAADQFXQWR5RQWWnY+IFQVSXn5krz7tL+EDbB7RZ3bBf3FbOxudLcefxxcwAAAAA9hLGD0dSNB/Li8WsAAABweWQOGojxZ1GjMRck5IIAAABwOSEdBAAAANA1pIMAAAAAuoZ0EAAAAEDXkA4CAAAA6BrSQQAAAABdQzoIAAAAoGtIBwEAAAB0DekgAAAAgK4hHQQAAADQNaSDAAAAALqGdBAAAABA15AOAgAAAOga0kEAAAAAXUM6CAAAAKBrSAcBAAAAdA3pIAAAAICuIR0EAAAA0DWkgwAAAAC6hnQQAAAAQNeQDgIAAADoGtJBAAAAAF1DOggAAACga0gHAQAAAHQN6SAAAACAriEdBAAAANA1pIMAAAAAuoZ0EAAAAEDXkA4CAAAA6JoxjDK7d2zd+If/4a9fX/+XXq0PAAAAAESUcLLmQtiFN733bmJyypTps3qxQgAAAAAQMZmDBvaoszgxOaW3qgIAAAAAURF+Olhfd37jH/4HTYMAAAAAfVr46eCTDy3+1TMv9mJVAAAAACDywrmUhIgemn8nLiIBAAAA6AfCSQc3vfcuET00/04iunnW7T+5975erhQAAAAAREqPriwGAAAAgD6tp1cWAwAAAEBfh3QQAAAAQNcExli06wAAAAAAUWM8da4h2nUAAAAAgOjA2EEAAAAAvUM6CAAAAKBrSAcBAAAAdA3pIAAAAICuIR0EAAAA0DWkgwAAAAC6hnQQAAAAQNeQDgIAAADoGtJBAAAAAF1DOggAAACga0gHAQAAAHQN6SAAAACAriEdBAAAANA1pIMAAAAAuoZ0EAAAAEDXkA4CAAAA6BrSQQAAAABdQzoIAAAAoGtIBwEAAAB0DekgAAAAgK4hHQQAAADQNaSDAAAAALqGdBAAAABA15AOAgAAAOga0kEAAAAAXUM6CAAAAKBrSAcBAAAAdM0Y7QoAAAAA9LI6z0VXY0u0a9FTyZaYRGtsBGaEdBAAAAD6G1djy9TRQ6Jdi57adbgiMukgOosBAAAAdA3pIAAAAICuIR0EAAAA0DWkgwAAAAC6hnQQAAAA4ArV7PVHYC5IBwEAAKD/y5w4S/k7euJU2N+z90vna+s2BJ+m9nzd3AdWaPm2uQ+sqD1f19V/x2emNnn9Z+oau0oKWdC32oV5o5nnHn/0bMW/iOj19X8Jd9YAAAAAkXOqeCsR7f3S+fsPPnzpiUeiXZ3QEi0x4zNT6xpbvqu5cL6xJckSM8DcLnMTiNw+2VntI6K8NJPNFGYzXzjFdu/YOnJM7uvr/zL3P362e8fW8GYMAAAAOhR2C1avO3rilNJeyJvoXlu34bV1G/gne7908snmPrBCmUz5kIj+/PEn/EOlIVD5wpeK3lUm+9Xzr6ibJPd+6eRv//zxJ3yCl4reVdehI54Ujhqc1LGl0O2TZ3/oWr63fvne+tkfutw+ObxFEU46WOeqvTZrBBFdMzz7+NEj4c0YAABA51jvpUa9+FVdkVmYswgoKPTgq1i4BTmedZUcLedNgyOHZZ4q3nqqeOuLKx/+/MA/lMlOFW/dtm4N7xHe+6Vz0g15p4q3vlv463mzpk66IU+Z7K7Z03jxa67K4KnefxW+vm3dmlPFW8fnXMen2fulc3zOdaeKt/5jyx//q/B1Ivr4833/2PLHU8Vb75o9jU8z+6Z8Xof1W3YEqbw6KfzwWN3vShqI6KOTFz3e1hTQ45U/OnkxvCUTZmdxQlJyeAVBVxiRcPmL9FDP59i3wozkrBFmf5p13wozokuGMUEQPjrVXPBFAxHlpZkLJ8Vr7LMTSPjoVPNqp8fjlbMSTb+ZFO+wGDTOt7ze99jeC5UeyWoWV+RZb8scoL3OBX9v+OhkMxHdMyJuxTibzJgohF5goiCs/sq94VgTEU0eElNw40CNYYpCW5hWs/ibSfF5qWaNVXX75OV7LzirvUS0PM82PztOS6muskalszhz4iz+eu4DK5ylR4no0UU/5dPkjswiokFJCfxt1TlXV3OpPV93/e2tpWbflM+LjByWSUQ3/fD6P2/9hIhKjpa//PYfH3/hVXXB62//6YsrH1bSweuGX0NE9kHJVbVdziuAINAAk0BEbm+7SPnbMNb/MNPB+vOuq68dFl5ZiCS+n1LeatzmO04Z8D0ahbE7Dm8PfiWE2a3NL8wwiQkUTpjqOQrhhhmG8OYREFfYYXarYADtv2bYcwlc99r/uBpFOOMJo6Ae9iSCIJTX+3guSETOau/6Y81LcywHq70Hq71BCi4cZYkxCDxJIqLyOt/qr9yF+QlnG6Ut3zUHKXjr1bGZ8cai0sZKj0REHq9c8EUDTwffPOQJUjAnxTQhPWZ9WRPPBYlow7GmKRkxeanmLSebz3qkrgrazOK9I+LK6308FySiPRUtH6VenJ8dFzLMe0fE2cyiEqbHKxeVNq692RwyzClDYrITTYVOj/PS9xc63TwdDB5mdqJpypCYIBNMuiFv3qypR0+c2lX897tmTdv4u9V7v3SWHC3vdOK7Zk+b+8CKl9/+IxH9Y8sf1f/6+ZPPbVu3ZuSwTN6OeO58faff8G7hr9Vtii898civlt53/e0/rap1/XLBPUHqGYCPILzok5IsMbdnJ/IPb8uMXVvatjRuvyaWwlr/w0kHE5NTvis/9m/X33DyeNnwkdeF8Q0QGYyYIAh7TresL2uymYWlOZasBJPGsqIglNf7ikob3V42PztuckaM9sOe2ycXOj1nG6W8VPPSHEu36lxU2uis8aZbDMvzrDaTqOWozCvWW2FqOSqzS6N31WF2a/MLCFNLER6ms8ZbVNpIREtzLNpPr4moslFa/ZXb7WWTM2LmZ8dpOSorYRaVNpbX+bMSjUtzLN0ap8zDtJmFFeNs2ts8IhwmF16YjDFRENaXNe053dLzMLVvYgFhapwjdRamlk2ML8aww+z5nqRbW0qnBTWFGWqHearBX90kVzXJVR5/ZZNU3ShVNcmDLcbXb0oIbKHxyURUXu9/63BjkDn+fIyViJSePiI665GJyOOTgxe83m7O7Ngs5JNtJnFDebP6CwMsybFOSI/ptD3pb2da9lS0dFUwL81874i4gILOGu/87DiPj3U3zLI6PxHZzELIMInobGO7JNVZ481LNf/tjLe8ztdVwSU51uDpYO35ug+27vrV0vtOV1bztsCuckEi+vPHn/CUseO/nKVHeYvg3i+duSOzRg7LdJYePXri1MhhmUrXsz0l+ePP96nTQSJKSUrctm7N7z/4MEgl1dSJYHL7RxinWw3rZyTtOd1CRJMzYrRvmwHCSQenTJ/13OOPPrR1C+HK4u5gRNQbZ9gaWxEYkUDCntMty/fW808OVvs+viPZZhJLXX6v1OXwiwFG4bokY2WjtPjTer4BO6u9a29JzEs1f98guS4GG6b6b4OMRkFY8mk931D5Kd3SHIvrovx9Q5fnnUR0bbwhIUZUuiGcRGcbpbU3J/okVuoKdsul5Fhx6ECDs8arDvP9GUkOi+HIeX+zv8swzQYhJ9no9snqMAsnJUzOiKnwSDVNwcLMSTaaDYLSf+Gs9rp98opxtvoW+bsLwcIcOtCQHCsWlTbykzknUVmdf8OMJImxknPBwkyIEa+NNzhrvEs+bR1o/Fidn4dZXi+5u977GwQhd5DR7ZPv3n5eCTPdYpicEXO2Ua5sDFbb65KMA4ztwiSiFeNsbh8rrwtW2wyrIS2uLUwiOuuRN8xIIiJnTZd7cCKymcWsBENlo6SEuaTa+/EdKSHDJKK8VBMRLf6sjreXOKu9NrNwW+aAkGFmJRptJqHQ6eHtJc5qr8fLCm4cGDJMh8WQbhE/OtVc6HTzT8rq/B/fnqI9zMf2XuA/ypJq74aZSVkJpu8uSPUtocN8bO8F9SY2Pzuuukk+3XXTjhJmUWlj6yZW7a1slArzE5r97Oj50GHuOd2iDnPDjCSbSSw555e6HsjVm3sSIiIquHGgxj1J26+peU+SGicOsRo63WH+ck99aa23wdt5pHwf44gzWM2ikvGkWwxEdLXNsHh0sPNht1e2mUWH1VB56bfLSzMRkUkQghe0mgQiyko0Ks1mWYkmm0lskdg9WcG6jLMSjESUldAuY0i3ikR0Y1rM8PguUwKzQeBhqj+cnBHDKxO8tq6LUnKsIS/NrNR2SkYMEbm9LHhBkygQUV5qW0GrWeTnhz8abP7R4C5PFIcO7DIlypw4i794t/DXKUmJC+fdMXPBMlL1FHfEWweV3l51A+GLKx/mncVK8W3r1vAvfHHlw0rxg6VH+HwfXfTTXy64R+me3rZuTZDwuSCJoCI70ZSdqLURpCthdhY/+eLLPZyxDglEJAh7TreU1fnHp5m0NwYorV9ldf50q9jpAJFmic54pJom6WyjVNUoVTVKkzNibrkqlp8xcB6vXF7nz0s1/7bE7ey6bX/ykJjC/ISDNV71ydzBal9eqnnnPy+qG6UDWM3i3+YOqmyU1CdtzhovkeX7Br9ygO/UhplJCTGiura8hmaDsOTT80EKLsmxLs2xHKxum6PHK5fV+R0WwzvfeoKf7K69ObG8zt8uzBrv5IyYfWfajnydcs5PU2p4qbY+IqpploLXdu0ticmxZmdNW8HyOh8/p39sb33wc/prO4S5+3TL/Oy4LSeblO4bjWF+dKp5ckZMeZ1POfJpDPOjkxdXjLMRYyHDTIsLDLO83peVYFrtdAc/p89KsGxpPxR6y8mLS3MsuyuCrXs8TGeNt1KVEn108uJtmQMqG0OsezxMpe+Mvy64caDNFGLdW3tLYrrFrB64XemReNNFUaknyCbGR2vtPt2i/lF2V3izEkyf/itYmFmJpg0zksrrfepluOd0y/zsuNOeEGHumTeISFDXlm8dccYQYRZOSki3xHx0qm35VHokvid541DoPUlZwCameU/i9srqMHkTkcY9ycEa9bapaU/CB6V1usO8KDGeC6ZbRLvFkBZnsFsMDovBYTGkxhkGWw1ElG41FObHF5U2enwsL9U0PztOZmxCesyE9GBtVFxhfvxqp4cXXDraQkSZ8Ubeohbc0tEWYuSs8Tks4opxNiKKMQghCzJiU4bEPjZO/vjURZtZmJ0ZyxtB5wXNI7l0q2F1fvz6smaPj03OMN+WOUBmbHyaeXxa6Cb8wvz4p//eUNkoZyUYl4+zElG6xaApzByL2ys7a3xWkzA/u7WSWsLs+CEfLKjGLyVRf6L03qYkJfIWwbkPrHjzuSdTkhKJ6LV1G44cPznphjze2nfX7GnK+L+OX6j866UnHlHf1CagoVF5q3yt2sFTNYMTLV0lgr0ozHQQuot3VSijd9eWUsEPBt6WOUBLF4Z69C4ROat9BTcO/GeD/71jTVVNUlWjVNUkN/oCV/0hNuMtRJ22G2dYDCy1yzMJfv6X3lnB+BhhXNcFW4t3VlAkCl6QNzGkWwyV7Vs4mvxy8IIOSyf9RzZz64lskLL8LDmwoEkkIqspdJidzpGxEGHyc3o+ccBMsxIMRF2e0cbHdFKw9TcKOtMMi0GZr4KfXjd4QyzbJr8cZxQ7tnmcbZSCF+Q/SUBtHa01CVZb3tTE2yoU2YlG/q8gBWMNAnX4TXlt6y6GCLPC4x9iNapbaBxWA/88eMEWiacIBqfqw6xEI69PsLKM6FI7n4IvLrMYYhWiDi00vGCLFGz5ENFZj5SdKKZbDOWXfk0epqs5xK/Z4JWJKC/VrD654jNNihWDlOX1DFgNOC17Epu53brHhbEnsZpF0rAn4dtIp7uv/8yzxceIqQOCdVWzDlmR9hGl2Ymmt25J1Dixms0srsizdbeUQILE2L0j4u4d0TrMQPu4VcbYlCGxU4a0pSbaw7SZxd9MSuhmZVsPneowtQ7o7L2BtZNuyFOuF5k3a2q3Rvv1ioAbDV4mwsmaCxGYDRBRZaM0+8Na5a3SnhH8ZJf3lM3eUqvOk3h7Rt76auWTGJHSLAZ7nCHNItrjDA6LMSvRODLJeNYjLfm8tfuMn6xrGxvHBBKWfFbHT6wdVsOG6Uk2s9aBO0WlnrWljURkNYuF+fHj08waB+bvrrhY8KWbHwC0X0FGRG6vfM+O8zxMvmC1h7l8Xz0/zjmshrU3JaZbtQ68eO9Y02++chOR1SwW3GCbMiQ2ZJh8AvWPwls3Nc7R7ZWXfNbafcbD1D4MSzkVyUszF+bHa/81D1Z7l++7wK8H5GFqLFhW51vyWWuTp/YwZcYafWz5vtYe6tuuGVBw40DtYW452bzq7w1E5LAaCvPjtXegbDnZXPhV62WPy8dZb79G60WaZXW+5fsu8F+Tn+NpKcUjWu10byhrIqKsRNPamxPC28TW3pygPUxlE+tuQbdXDvhRtJTq4Z5E/aOEtyfp7kob3g7zShDF674jqVthnqi+MHX0kMtYm4jYdbhiWFr85Z5L5qCBQg9v4QNa+GVW4XKf9Ui3benNdPCTM3KGzZhhM2XYjMkDOkliXJ6LDc1eIiqr86VbDHwv7EiwxJpCZDxNXn/1hSYi4hea8QwpIS4m0RKi48Mvs3+53AKR2yufbZT4wSbWZHAkhE4FKs57/JJMRAerva0n2QJdnTxQDLX1K2Gqa5sWHxcX6oxKCVNd24EDzCGb5f0yqzjv5m08Sm2NBnFIUuiOjzN1Hq9fJtWPwoiuSrYZQ8VZ19hS39QSEGaSNTZ+QIhumos+qbK+kYfp9jJeMM5sTIsPkW3LjP7lamDtwzSIQkaSLeSPUlnfeNEnUft1b3Ci1WwMkQpcaPae91zkYdrMAi+oJUyvXz5T19r/WFbn47+mxjBPn3dLMgsjzOoLTU1ev3qO3Q1T/aNo2cSUMLu7iXUapiDQVRo2MSVM9Y8SmT2JurYR25N0d4cJV6Zdhyv6RzoYmSjQOhghAZ3FRN3oLCYidWex9lNzunTz957fV6/nX3JZ6SRMitJdEiMvKrcPjKI+EWavrHt0ZUd65dcQtEProHaZgwZi7GCYMgcNJKJT5xo0Ts/3LwU3DvzRYHN5vT8v1Tw+zazxLhgSYyvG2fIGmcrr/Q6LQXs3FvXSfi2ML8kcNFDdWnO5RSvMnuBtSNpXIa7nlewThzqB6OqUgUT0z9ruLZ8+6srfxKgPrnthbGJ9YuvoLd09ikH/hnQwcljbONzWTzTedMYgCOqCfWUsS8j+Mp3D8gkuZNceYBUKDstH51JssbsOV0S7Fj2VYrvs1xRzSAcjR9Cc/3VSVlWwT+SCAAAAUZQQF5MQF/pGP13RW+spTp4AAAAAdA3pIAAAAICu4UYzAAAAALqG1kEAAAAAXUM6CAAAAKBrSAcBAAAAdA3pIAAAAICuIR0EAAAA0DWkgwAAAAC6hnQQAAAAQNeQDgIAAADoGtLBYMrLymZOnfrF/v387dtFRTOnTp05deqHmzcT0YebN/O3/I+IXC4Xf/3sqlXRrHcEzZw69e2iIv5aCZ8vDb70lL/ysjL1BMpS7d+eXbXqgcWLlbcPLF6sLA1SLSJlmi/271evY/1e8E2MiJ5dtUq9wijLZ+bUqS6XK2r1jiD1JqaEr+xhOi4xZR2LTnUjLvgm1nGJKRMoS7UfUx+k+Ccd9zDKKsSXmK6OYuqDFA+fOmxBAUusPx/FGHSh7NixZwoK/rpp04HiYsZYbW3tzxct4v9SXnC1tbVvvfkmY+yZggI+8TMFBWXHjkW8ypE245Zbyo4d47Ezxt56800e/oHi4r9u2qSe8pmCAqZaUDrBVwNlbTlQXMzDr62t5QtEWU+URTfjlltqa2v5i6jVO1JCbmJ8AvW/DhQX84l1ImAT+/miRXz1eOvNN8uOHeu4xP66aROf+K+bNgVsg/1SyE0sYImxS/sivXnrzTf5+hCwh1GWnrKt6e0oxh0oLubhd9yCApZYPz6KoXWwS1nZ2U89/bTy1lVbq/6vumVi88aNkyZPJqIzp09njRhBRDljxhw9ciRCFY2ebbt2qd9WVVUpr8/V1Civv9i/P2fMGCJy1dYOSk2NWPWi7qmnn87Kzlbe1qiWyZnTp4nIbrfv3bOHiJwHD2aNGOFyua4eOjQ5OZmIfjhxonK22l+F3MSSU1IOFBe7XK7yY8fyxo8nopqamuSUlEhXNHoCNrF/fv+98tpVW9txiZ2rqRk1ejQRjbzuutJDhyJSx2gKuYkFLLEIVu3Kwne8HfcwrtpavmVlZWcfKC4m/R3FOGWvErAFdbrE+utRzBjtCvQZWdnZgzMyeAPy1UOHqv/lPHhw0dKl/DVfb/TprrvvfmTZMiK6euhQvovhPvv00weWLeOvi954o+iNN6jDcU4P7pgzZ+bUqZs2blTWn0VLl/LenP/3/vvJyckul2twRkZU6xhNHTex5OTkbbt2zZw69Sdz5yqbGF/HfjhxojqV1ImlDz7473ffTURXDx06avToTndKukqXA3TcxAKWGBEdKC7mS+yVNWvUqWQ/5nK5it54Y9uuXZ3uYTomNzo8ir28evWjK1bw1wFbUMcl1l+PYmgd7Iannn56265dAWvAh5s3/8eCBcpbnYxn6lRWdjZfPuoFUl5WZrfb+f5FmWDpgw/qYeBORzz8Z194gb/lo3O27dr11MqVfBgKb9LQrYBNjI/s2bZr16jRo/n4sDvmzFEm6G8DdzRQwldOtzrulPTcBkYdNrGOS4y/fWXNmpdXr45eNSPq3++++5U1a/jrjnsYdU8Op7ej2LOrVk2fOVM5NwjYggKWWD8+iiEd7DZ+EFLOn3Zs2/aDCRP468EZGeXHjhFR6aFDI6+7Llo1jLo/rFvHT8SJaO+ePbwnXS21nza2a7R540Z+cDpQXDxx0iQimj5zZk1NTXJy8j+//57viw8UF+uk6aIjZRM7euTIT+bOJaIfTJig7vUjIrvdHpW6XQlcLtemjRt5jx6nLLFBqanfHj5MREePHOEjNPRJ2cS4jktMP22o/ISK70w67mGSU1KcBw8SUXlZ2Q8nTiT9HcWeXbXqrrvvvmPOHP42YAsKsk/uf0cxgTEW7TpcoVwuF+9loEs9Uw8sXsyPSbxrj4j4yYHSjaUU0UlPlrJAiGjbrl1f7N//TEEBESlde1/s3/+Hdet+99ZbfJoPN2/mbezU75rZO/V2UdGmjRv561fWrElOSVH6rfgyUZYYXVogyidLH3xQ2UP1V1o2MeUTvkCeXbWKj3DS5yamrFH/VVDAz0KDLDFsYuoJ+BIrLyt75NLAFT10FquXD98td9zDKNPwBaKro5h6D6ysMwFbUMAS68dHMaSDAAAAALqGzmIAAAAAXUM6CAAAAKBrSAcBAAAAdA3pIAAAAICuIR0EAAAA0DWkgwAAAAC6hnQQAAAAQNeQDgIAAADommB59K/RrgMAAAAARM3/Bwo1Ag/L3XpGAAAAAElFTkSuQmCC"
What is the value of Bangladesh in 1985?
0.06
OECD_AIR_AND_GHG_EMISSIONS_BGD_CAN_OEU_TKM_VEN_000149.png
2,603
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"
Which x-axis label is second highest for Not having after-school PA ?
May
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2,604
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Which x-axis label has the maximum difference between 2007.0 and 2005.0
Kuwait
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2,605
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"
What is the sum of maximum and minimum of Korea (Democratic)?
4956.0
42353.png
2,606
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"
What is the smallest value of Argentina at position 6.0 ?
11.6
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2,607
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"
What is the mode of Iceland?
43.97
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2,608
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"
What is the sum of maximum and minimum of Thailand ?
1263850000.0
85730.png
2,609
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0nX766dq8ebP+9re/yePxSDry8asmY8aMsWIxTVP/+9//dMcddygxMVGbNm1SWlqa3nnnHf3xj39UamqqMjMz9fe//12maUpSQPsh2J/5kX4TAjlGX3XVVdZJuyS9/PLLOuecc3TPPfcoJCREe/bs0cSJE/XDDz/omWee0fTp0zVlyhRVVFQoMzPzsPsykOObVPMxsy4JdpWq32tJ2rhxo6Sj16urr77aGqNAqrw4I0lOp1N33323zjjjDP3jH/8IaH8e6/549tlnrTE7tmzZooiICP39739XSkqK1qxZo7/+9a8qKysLSj169tlnNX36dDmdTr366qt65JFHtGbNGt1zzz3KysqSFPj3rWXLljUeHwJJsH/55Rft2bNHV199tU477TTrva9bt85vvQkTJmj58uUaNWqUXn75Zb300ks67bTTrMTus88+07Rp0+R2uzVr1ixNmzZNjz/+uL7//nvl5+cf9va5o71u4MCBfu/jz3/+s2bPnm39pgXye3XllVfqzjvvtLaxaNEi3Xnnnbr++uu1Z88ePf/881aPjoqKCo0fP17vvvuumjVrprlz52ry5Mm68sor/S76BvL51aSqt53k/32pLjU11fpeBlp3j/X4+c9//tP6fdiwYYN8Pp/uuusu+Xw+ffnllxo7dqx27typv/zlLwoJCdGqVausY8XhPtsjnXMf7Xw8kP17LMcEnFgk2Q1QVFSU/u///k/R0dGSKu8VOlwSM3fuXOtK+KmnnirDMKyrmO+//7727dt3zPHceOONSk1N1U033SSp8kA2d+7cOm3r4Ycf1kUXXSSpsmtz1cExMzPT7wrm4QTyfqOiovwG+UpKStItt9yivn37aty4cerQocMxx3Ewu92uWbNmqU2bNpIqT5ROP/10STpqsrxr1y4tWbJEktS/f3/169dPZ511lnr16lXrOI7m888/t64mV3XNSklJseJ+6aWXZJqm+vbta93zWhVb9fdRVbZkyRKdc845tY6jefPmVstGfHy8LrroIrVr1876LH/44Ydabe+1117Tb3/7W914441au3atunXrpkceecQaKCaQOnHttdfqzjvvlGEYkn7dPyUlJVar19ChQ63u+O+//76+/PJLSdJvfvMbDRw4sNb7oTYMw1DXrl2tXi2lpaW677771KdPH/3pT3/SOeecY31+CQkJVtfyqvexZcsWffzxx4qIiPDbF2eddZaGDBmiK6+80ipLSEjQxRdfrGHDhlmDsqxfv/6I8f3nP/+xLlANHz5cqampVtf94+Hzzz+3ThCr6k3Vv5s3b9aSJUsC2mdVF2Vat26tmJgYRUZGqn379pKkWbNmSaqsP2FhYZIqj3+//e1vlZycbB039u7d63chpjZSUlKsgbRM09Stt96qPn366IwzzpBUOfjRTTfdpD59+ljftezsbKv1JJD9EOzP/Ei/CYEco+Pj4/0Gfxo8eLAuvvhiDRkyROPHj1dWVpZ10WLRokXKyspSWFiY/vznP6t3796H3ZeBHt+CrapuSLJ6AAVSr4YMGWK9duHChdY2PvroI1188cWSju03PtD9kZCQYH1Hqm656dy5s9Wqu3fvXn3yySfHXI927dplteJ169ZNNptN3bt3l2EYKi8v15tvvmnFcLy+b1Xef/99XXzxxbLZbLr00kut8vfee8/6f2lpqXbt2iVJWrlypXUh6dprr7X2TVXZvn37tHz5chUWFio+Pl7333+/4uPjD/v36/q6KoH8XoWHh1u9riTp4osvVps2bTRkyBBJlft2w4YNkirryubNm631qn7/hwwZYh13Av38alJYWGj9Pzw8/KjvL9C6e6zHzy5dulh1Pz4+XjfccIPOOecc6+/k5ubqtttuU79+/dStWzdJR/8trKtA9++JOO9HcNCnoIFKTk5WWlqa7r//fnk8Hr322ms1Xv2rOghJsrol+nw+66Dxyy+/HPNIjVXddqt3361+z2ht7NmzRy+88IJ++eUXlZWV+XXt3bNnj1JSUo74+rq83+ot9lVXrDds2HBMcdRk3bp1+vDDD5WVlSWfz2cNopKXlyePx3PYLjzV92X12AP5oa2tn376yfp/9e7oVaPi5uXlKTs7W4mJierfv78WL16slStXqry8XEuWLNHgwYP1xRdfaPXq1SotLdWSJUt0xx13HFNM1buNVX2O1X+QA3HTTTfp6quvVlFRkd5880298cYbuueee3TRRRdp/Pjx1olIlZrqRE5OjubMmaN169apsLDQr5ts1QjZVVe8t23bZrW2t27d2q8b94nStm1b60QoKSlJTqfTutJd02crVbayVe8+Lf36va5+4lO9HoaHh6u0tNRKHg6npnp8POpwlerHgieeeEJ2u12mafodC6pOJqscvM8iIiKsz3bLli1WsuDxeKwW1bKyMr99YxiGmjdvLknWbSBS7etsTWw2m7Xtmj6P6mVFRUWKj4+v03441s/8SL8JdTlGV+8RMnToUOXl5SkqKkpFRUVWT4DWrVvrwgsv1LXXXltjTFLtjm/BVDXquFSZIObn5wdUr5xOpwYOHKhFixZp6dKluuOOO+TxePTTTz9ZrZjH8htfl/0RGxtrHS+rb7em3/za1qNNmzZZy95//32rhTskJESmaR4y2Kt0fL5vZWVl+vzzz60WyXPPPVcvvPCCCgsLtXTpUhUUFMjlcikiIkJdu3bVjz/+qOXLl2v58uVyuVzWbWCS1Lt3b7399tsqLy/X448/LsMw1K1bN1155ZVWQ0lN6vq66u/haL9XB6v6bGraj9Xr2cG3zD344IOS6vb5Van+nsrKyo743qS61d26HD+rq348q1q3+vehquxov4V1Fej+PRHn/QgOkuwGrGfPnrrrrrv0z3/+U5L09NNP65RTTrGu0B1s9uzZx2VaFZvN5vdvXeXk5Oi+++5TeXm5rrrqKo0ePVpffvmlJk6cKEm17qYd6Ps9eHqEYMchVXbTfeKJJyRVdi8bOHCgpkyZonfffbdW26y+j491f9dV1Q/KoEGDtHjxYpWVlen1119X8+bNdfXVV1tT3rz33nvKz89XamrqMf29mt5nXVuboqKidMstt2jx4sXW9CcXX3yx3/2r0qF1Qqo8kdiyZYu6deum559/Xj6fT1dddZUk/8/P4/Ho8ccfV3l5uRwOhx588MGArswHW12m/Tj4YkNt1OYzCdYxI1D3339/QIPmHGmftWvXzro380gMw6hxPx6PFtIjqenvBbofjuVvSIF/voEeow8eKb558+aaPHmy3n77ba1cuVLZ2dnasWOHXn75ZeXm5h7TRa1j+Q4czo4dO6z/H3xf6tHq1cUXX6xFixbJ7Xbr888/V3l5uQYPHlzjRdnj8Rt/pP1R0/gWdVFTPRo2bJjGjBlz1Ncej+/b559/roqKCr/7uaveq8fj0cKFC3X99ddLqrxw9c4772j58uXKzMxUQUGB3n//fa1fv14vvfSSzjjjDD399NP673//q7Vr16qwsFDr16/X+vXr5XA4DtvTq66vqxLo71V1gf7WBvK5B/r5VTnttNOs3i6H6y24a9cuFRQUBHwr44n6PQvmawMV6P49Xuf9CA66izdwF198sXXlvqKi4pBuKtVHG65+9XLv3r267777rCuGBx9cKyoqrIFOjmb//v1+/0qq03yNGzdutK74Dxw4UIZhBPxjUFxcrP379wf8foMVR6Cq5jy02+1Wt+FAt1l92pjqo8kfj5Hlq/94Vf88q+ZXjY2Nta7unnHGGVZS8p///EcDBw5Uly5drKvcr776ap26ip8I1QcKDKTFY//+/dZV4n79+snpdB7285sxY4Z1X+ioUaOUmpqqiooKffvtt8cc97FwuVzW6NvVP9vq9SjQk5e6qKkeH8/ZEQ53LJAqB7b68ccfj7qNmJgY64p/Tk6O38nTypUr6zwV4eGOX8dDMPZDbR3pNyEYx+jt27dr48aNuvPOOzV79mz9+9//9hvD4XBqc3wLlqKiImvsgfj4eJ199tm1qlc9evSwxoX46KOPtHDhQquruHRs+7Mu+yM3N9eKt/o5QjDmaK7e1fzgujpnzhy9//77ddruwclWXl7eEffL+++/r/T0dL9xHyZPnmxt54MPPpBpmvJ6vXrnnXc0YsQITZ06VfPmzbMG3KrqBbdixQqFhobq4Ycf1ttvv63/+7//s7ZzpLoayOtqSoqzs7OVn58f8O9VoE455RTr/9U/m/Lycj333HMqKio6ps+vT58+1gX5devWHfLbYJqm0tPTrW3Ux3c5mI50zn24ZYHu32AcY3FikGQ3Arfddpt1L9LBrr/+eqvrT1Wrqdfr1auvvqrY2Firha16N5jCwkItW7ZMf//73wP6+4sXL5b06z25hmHU6V7L6oNBVd2PdLh5LavirUqQpk+frvnz5wf8foMVR6Cquix5vV7rx7cq8T6aVq1aWYn5mjVrlJubq5ycHGtglWAaPHiwOnfuLElavny5pMoT2m3btkmqrGtVP/ShoaHWiME+n0/nnnuuDMOwEuvy8nKde+65QY/xWHg8Hr399ttWy1J8fPwRRyKuEhUVZd27VlUnqgZ3q27NmjV6++23JVWORHrddddJqqyn1UdxrS9Vn192drb1Pqo+5/bt2+uCCy44bn/7uuuus04eFi1aJNM09fHHHx+3v3feeedZ9/UuXLjQuj3jk08+UUZGRsDTnVV1tyssLLQG0yksLNQrr7zid+JZG4c7fh0PwdoPtXGk34RgHKOzsrI0ZcoU63ucnJxstdYc6UJRbY5vwZCdna3HHntMJSUliomJ0cSJE60LfLWpV7/5zW8kVR57oqOj/W5XOpb9WZf9UVxcrLlz5+rHH3+0TupbtGihCy+8sLa75xCtW7e2bl34+uuvrTg2b96sd99995AeR4Gq+r7t379fpmlq/Pjxft2Nq/vpp59UVlZ2yL39rVu3tsZR2b17t77++mt5vV7NmjXL2ncul8v6rW/Xrp3Cw8P1ww8/6KWXXlJJSYkMw1DHjh2trttHqquBvO7g87Z9+/Zp1KhRcjqdAf1e1caQIUOsMQM++eQT657f//73v9qyZYuioqKO6fMzDEPp6elKSUmR2+3WY489ZiWIZWVlmjx5svLz863vzYn+Lgfbkc65D7cs0P0bjGMsTgzDNM00SRPrO5CT3SuvvKIPP/xQBQUFio2N1YQJE6xBFqTKATjuvvtubd68WaNGjfKbGuenn37Sq6++qg0bNig8PFxxcXE6/fTTNXLkSOuLWFZWpkcffVTr1q1TdHS0YmNjNXr06BoPipMnT9Ynn3xinazdfPPN+vTTT7V79+5Dpmv5/e9/b92DHBISoq5du2r06NF66KGHrKmNnE6nLr/8ct1yyy2aPXu2FixYoNLSUp1xxhnq0KGDNaiby+XSn//8Zw0ZMkS//PKLnnjiCW3btk2tWrVSXFycHnzwQcXExBz1/WZkZBzy91u3bq3Jkydb7zGQOFauXKlly5ZZrd4tWrTQiy++6HePa5WysjJNmjRJX3/9tUJDQ3XuueeqpKREn332mfXaZ599Vvfdd98h++sf//iHNYXXsmXL5Ha71b17d0VHR1snsZGRkZo8ebLV4lHdE0884Rdn+/bt9fvf/95vGq6YmBg9+OCD6tWr12GnxbjuuusOuRVh2bJlSk9Pt6ankiqvQo8bN07x8fF6/fXXD4nnSLFV7cO77rrLbz9ceOGFiomJ0VtvveW37vTp02vsCjVhwgT98MMP1vuLjIxUWFiY9u/fr9DQUCUkJKh379667rrrrKk2jlYnvvrqK7344ovas2ePunTpogsvvNC6VcPpdOrCCy9UVlaWdTLjcrmsHzOfz6e4uDj961//qvE7MWjQIM2cOdOK1+Vyafz48TVePPvvf/97yLq9e/fWgw8+eMi2XS6Xnn32Wb8LRwdP4VV1YeSmm25SZGRkjfvirrvu0pw5c6wf9fDwcN10001auXKl1q1bJ9M0FRoaqtNPP11/+9vfDvt5V5/CKzY2VsOGDdPLL78sqbJ3wdChQ1VRURFQnXC5XLrrrrv0/PPPWy0A4eHhioqKsr6Hubm5mjlzplatWqXy8nKlpKQoOTlZN998s7VPAtlnixcv1jvvvKNffvlFCQkJio6O1kUXXWS1KNb0Hbv11lv197//3e9zuu+++9SvX78jHr8OdvC2O3XqpMsvv1wvvviidQyOjY3VXXfdddjv9NH2w7F+5q1atQr4N0E6+m9STXV8yJAhVjfwrVu36qWXXtK2bdsUHh6uvLw8hYeHa8CAAfrjH//oN9DYwQI5vtV0XLruuuus7rbVVVRUaOTIkSosLLTWr/ocKyoq1KpVK/Xv319XXnnlIb8NR6tXVXJzc3XDDTfI5/NZY0lUV5f9WXV8CfR4f+edd2rjxo3WFF7vvfeeKioqdOqpp2r06NFq27ZtUI4dHo9Hb7zxhj799FPt3btXbdq0UbNmzTR8+HD16NGjxs/naN+3zz//XC+//LI1pVyXLl109913H5KELV++XJMmTZLH41FKSoqmTp1qLXv99df1n//8x6rjTqdTV155pXbs2KHNmzfLZrOptLTU2ie33XabkpKStHTpUr377rvKyclRWFiY9u3bp5YtW+riiy/WVVddVeM+u/zyy3XKKacc8XVVpk2bpk8++URer1cJCQm67LLLNGzYsIB+r1JSUg6pF48++qjS09P94rnqqqs0atQoFRUV6bXXXtPy5ctVXFyspKQktW3bVrfffrtV5wP5/I6krKxM77//vpYsWaLt27crPDxcoaGh6tmzp2644QarN5ZUt+9ybY+fzz77rN/vw8UXX6yKigotWrRIHo9HdrtdAwYMUEpKit59912Vl5fLMAzFxcVpwoQJh+zLqnPdI51zH2lZoPs3kPN+1D+SbAAAgJNY9SQ7kLEJAABHRndxAAAAAACChCQbAADgJPXnP//Zurd327ZtVtd1AEDd0V0cAAAAAIAgoSUbAAAAAIAgIckGAAAAACBISLIBAAAAAAgSkmwAAAAAAIKEJBsAAAAAgCAhyQYAAAAAIEgc9R0ApEceecQ3duzYsvqOAwAAAEBw2O12RUdHOw3DqO9QcIIxT3YDYBiG8vPzFRISUt+hKD8/XzExMfUdBhAw6iwaG+osGhvqLBqbhlJnCwsLy5o3bx4eGhpa36HgBKMlu4EIDQ1VREREfYeh/Px8OZ3O+g4DCBh1Fo0NdRaNDXUWjU1DqbPFxcWe+o4B9YN7sgEAAAAACBKSbAAAAAAAgoQkux6kp6fLMAzrAQAAAABoGkiy60FaWppM07QeAAAAAICmgSQbAAAAAIAgIckGAAAAACBISLIBAAAAAAgSkmwAAAAAAIKEJBsAAAAAgCAhyQYAAAAAIEhIsgEAAAAACBKSbAAAAAAAgoQkGwAAAACAICHJBgAAAAAgSEiyAQAAAAAIEpLsepCeni7DMKwHAAAAAKBpIMmuB2lpaTJN03oAAAAAAJoGkmwAAADUyCdTJaJBAABqw1HfAQAAAKDh2eet0PjszdpaUabYHflqGxKuNiHhahcSpoujYhVm0FYDADUhyQYAAMAhYu0hCj0wdkyu16Ncb5G+KSuSIenSqDhrPVPSP/ftUJIjVNe7WsouxpsBcHIjyQYAADjJmZLWlBUqxuZQp9AISZIh6dGW7eTes1dh8S20taJcWyvKVODzKKTawK37vBV6v2ifmtnsutEVb5WXmz49sXe72oaEqW1IuNqGhivFEeb3WgBoikiyAQAATnIfFO3TP/btUJ/waD2d0MEqT3SEapekBEeoEhyh6hcRfchrwwyb7o5tLbfp8yvfUVGuL0ry/coMST3CIvVcYierzGOaKjN9irLZg/mWAKDekGQDAACc5AY5Y/R6wR71Do+SKdWqw3e0za4rouMOKW/pCNEDLdpoW0WZ1Qq+s8Itx0Et2ZvcpRqTtUl9w6M1qVqCX2b6VOzzKtYeQgd0AI0KSTYAAMBJJNNdqtf379HdsclqZqs8FYy22fV6chfZgpjONrM5dGFkc78yj2mq0Of1K9vnrVCIYchl9z8tXVtWpIf2/KIom/3AoGuV3c5PDXOqe1hk0OIEgGBrMEn2kiVLNHXqVN1xxx06++yzD7verl27NG/ePIWGhio3N1dt27bViBEjJElr1qzR/PnzFRsbK7fbrbFjxyo0NPSoy47FlClTtHjxYhkHrsp6PB717NlTaWlpx7xtAACAYNlaUaZX8rOtLtytHKG6NSbJWh7MBPtwHIah5gcl0+c4XVrYpofKfP7dzYt9XkXb7Cr0ebW+vFjry4slSRdHxfol2evLi7W6tFB9IqLVg+QbQAPQIJLstWvXqqKiQi1atDjieqZp6plnnlFaWpqioqJkmqZ++uknSVJZWZkmTZqkadOmyeVyacaMGZo3b56GDx9+xGWBmjJlinr37q0BAwb4lUdERGjWrFlyOp2SpLlz5yolJaWWewAAAOD42ONxa0Z+lhYV58lUZaJ7RVScro5uWd+hWWwy5DzonuwLIpvr/MjmKvB6tOVAl/NtFWXqEe6fSH9dVqRZBdmqkOmXZK8s3a/vyoqtgdfahITLaWPaMQDHX4NIsnv37i1Jmj9//hHX++677xQSEqL33ntPhYWFcjgcuvHGGyVJK1euVHJyslwulyTpzDPP1KRJkzR8+PAjLpMqE+O8vDwZhiGPx6PRo0fL4Qhs19x8883W/30+n1auXKnrr7++Vu8fAADgeCnwefVJcZ7sMnRJdKxGNEtQvCOkvsMKiCEpxu7Q6fYonR4eVeM6vcKjVN4sXn3D/QdlW1FaqPmFe/3KWtpDdGvzJL9u7G7TVIhhcN83gKBpVJfztm3bpq+//lpnnnmmbrvtNkVGRuqf//ynJCkrK0uxsbHWurGxscrOzpZpmkdctnTpUmVmZmrMmDEaPXq0PB6PFixYUKf4vvrqK/Xv3182rpICAIB6ku/1yKz2PDU0QnfGJuu15C4aF9u60STYgTotLFK3NU9Sr4OS8CHOGN0ck6jzImPUMTRCoYahHG+FNfd3lWdzd+jy7T9oSUmBX3mxz+u3HwEgUA2iJTtQpaWlSk5OVrt27SRJgwcP1iuvvCLTrPshcPXq1crKytJzzz0nSSooKFBeXp4kafbs2Vq4cKEkqbCwUIsXL1ZYWJgkaezYserTp4/ftj788EPdd999h/1b6enpmjhxYo3LnE6nxo8fr3HjxtX5vQTLrl276jsEoFaos2hsqLM4Xj7ylmier0S3O6LV3wizygdIMgv3qq41rzHW2RaSzpckhUgKkc8Rqb2mT9H5xdqVX2Ktt8NbpCKfVxV5+dqVX2yVP+0p0HqzQkmGXcmGQ8mGXa1kV3dbqCJp927wGkKdtdlsxz4AFBqlRpVkt2zZ0hpgTJIcDod8Pp88Ho8SExO1atUqa1lubq7i4+NlGMYRl0lSr169dMstt0iqvO/b7XZLkkaMGGENqna4e7KrbN26VS6Xy+qSXpO0tLQaB0QzDEMlJSWKiIgIdFccN7t27VKrVq3qOwwgYNRZNDbUWRxPCUX7VL6vWDsjQtUqNjj1rCnV2dY1lD2nVsr1Vija5vBr5a7IKpG73K2tpkdbTY9VPrllqlqFOa3nHxTlyi7pbKdL0cz13SA0lDqbk5PjlkSifRJq8P2aMzMztWnTJklSv379lJ+fr9zcXEnSDz/8oB49eigkJET9+/fXjh07VFBQ2dXnq6++0vnnV16/PNKyvn37au3atVZr+MKFC7Vo0aJax7lgwQJdfvnlx/ZmAQAAAlRm+rSydL9f2W8iY/ViUqruiE2up6gaH0NSnD3kkG7k/0rspPdTTtWUxFT9NS5Fv2sWrzMjmqlNSJjfeq/kZ+nJfdu13+fxK59TsEf/Ldynb8uKlHdQF34ATVuDaMnOzc3V66+/ruzsbH344YfKy8vTsGHDJEmff/65KioqlJqaqqioKE2YMEHPP/+8EhMTlZOTo3vvvVeSFB4ernvvvVeTJk3ym6braMsGDhyo7du36/HHH1dcXJwk6bbbbqtV/CUlJdq+fbu6dOkSrF0CAABQI7dp6v2ifZpdkK18r0evtuqi1gcSP4dhqHOo8yhbQKAibXZ1DXOqa1jN+9SUdFl0nLZWlCnJ8WuDpU+mXinIUkW1WxqjbXa1CQnXU/Ed/EY5NyU6nwNNjGGaZpqkifUdyMmM7uJA3VFn0dhQZ1FXHtPUwuJcvZqfrRxvhSSpc6hT4+NaKzX0+J1DUGdrz22aeqcwR9sqyrW1okxbKspV4vMq0mbXeymnWkl1hWnqyh0/KNkRpqlJqbIfWGJK8pqmHAbpd100lDqbk5NT5HK5okJD6TF+smkQLdkAAAA4slcKsvR6wR5JUoeQcP0hJlFnOV20gjZAoYah3zWLt56bknK9FcrxVPh9Xrs9bpX4fCr2ea0EW5LyvB5dt2ODWoWEqk1IuNqGhKmNI0ztQsPpqQA0AiTZAAAAjcAV0S20orRQw5vFa3BkDMl1I1J133ec3X/6tDYhYXov5VTlev3v597tKZdPprZXlGt7RbmWHyhvGxKuV1p1ttbL93q0tKRAHUMj1O0wXdoBnHgk2QAAAA2IKenLkgK9W7hP/xffTuFG5f27Le0hmp50Csl1ExNlsyvqoFHJu4dF6qM2PbSjolxbD3Q531ZRroSD5jj/yV2qf+buUM/wKD2b0NEq3+1xa1lJgdqGhKtNSJgSHKHUG+AEIskGAABoYF4tyNbP7lJ9UJSra6JbWOUkSiePMMOmjqER6niE++1j7Hb9JipWbQ8a8XxdebGm5P06T3SYYVNKSJiGRsb4dWMHcHyQZAMAANSzMtNntVgbkv7UvJU2V5Tpsqi4+g0MDVrnUKf+GndoN/FkR6iuiI6zWsHzvB5luEvVKzzKb70Pi3L15v49ujy6hd/FHEY8B44NSTYAAEA92Vheon/nZ8krU/9M6GglNr3Cow5JiIBAdQ+LVPewSOt5oc+rrRVlctn8T/03u0u1raJcZT6fX/mcgj36b9E+a8C1qm7nHUIjFH1Q13YAhyLJBgAAOME2u8s0I3+3vizdL0ly2uza43ErwcFUPwi+aJtdp1ZLuqv8sXmSfhMVq2YHJd9bKsq0x+PWHo9bq1Volf+5eStd26yl9Xx9ebGKfT51CYs4ZBvAyYxvAwAAwAn0bO5O/bdwr0xV3it7bbMWur5ZPC2EOOHCDJs61XDP9/0tUvR7V4K2VpT5DbzW4aB139yfo6UlBXq4RRsNjWxula8qLZTb9KlNSLhaOUKZ7xsnHZLsepCenq6JEyfWdxgAAKAexNtD5DAMXRndQjc2i1eMndMxNCx2GWodEqbWIWE6+wjrpYZGqMDnUfsQ/+T79f3Z+r6s2NpWckio2oaE65aYRLUNCT+OkQMNg62+AzgZpaWlyTRN6wEAAJqmHG+FlpQU+JVd3ayF5iR31ZjmrUiw0ajd5ErQcwmd1CHUP3HuEx6t/hHRSnSEyitT2yrKtfSg74EkPZKzRX/ds1lZHveJChk4ITiyAwAAHAf7vBUasfNHSVL35K6Ks1fOcRxu2BRup50DTddIV4L1/3LTp20HupwnO36dasyUtLq0UGWmT06b//dhdNYmhRk2tQk5MOiaI0xtQ8LUkvm+0UiQZAMAABwHcfYQnRXhkmFIXnqu4SQVZtiUGhqh1Bru/Z6edIp2eMr9Bk0rN336qbxEpqTvyor81v+wTQ9FGL8m5CtK9yvZUdmtneQbDQlJNgAAwDEq9nk1b3+OOoRGaKDTZZVPaNlGNk7/gUMYknXfd3Whhk1vJHfTtooybfWUa4u7TNsqylRi+vwS7EKfVw/s+UXhhk0ftulhlXtlap/pU6sT9UaAGpBkAwAA1FGZ6dM7+/fqjf17VOjzqrUjTOc4m1mJNQk2UDuGpHhHiOIdIeqr6MOuV+rzqn9EtByG/7dsd4VbpfId9nXAiUCSDQAAUEse09SCon2aXZCtfK9HknRaWKRuiUkisQZOgHhHqJ6I73BIuU9SkkGKg/pFDQQAAKglw5AWFO5VvtejLmFO3RKTqD7h0aTXQD1rExKmXfUdBE56JNkAAABH4ZWpYp/XGqDJLkN3Nk9WhUydGdGM5BoAYCHJBgAAOIKN5SX6295tah8arkdbtrPKz4g4/P2iAICTF0k2AADAEbR0hGiP1y3TLZX4Dp3TFwCA6kiyAQAADjAlrS4tVI/wSGu6oDh7iJ5J6KRTQiPkMOgYDgA4Mi7FAgAASPqurEh3ZWXor3s26539e/2WdQtzkmADAAJCkl0P0tPTZRiG9WhIvDJl1ncQAACcQBvLS3Rv9mbdnZ2pH8qL1cxmVxRdwgEAdUR38XqQlpamtLQ063lDSrTf8Zbog23fy2VzKMbuOPCvXRdENlf/iGbWetket0pMn+LtIYq02esxYgAA6m5zRZlGZ22SJEXa7Lq+WUtdE92S+64BAHVGkg0/xTJVYZra663QXm+FVd4tLNJvvbcK9+qt/Tka07yVftuspVW+oHCfVpcVymWzy2VzyGV3yGWz69TwSLV2hJ2w9wEAQCA6hITrbKdL7UPCdV2zlormwjEA4BiRZMPPKHuUxrfupAKvRwU+74F/PUoNdfqtF22zq01ImOIdoX7lP7lLtLyk4JDtjo9rrdZRvybZk/N26X/F+RrdvJWGRMZY5atKC7XLU16tFd1xIFm3y84spACAY7DL49as/CydH9ncb/qtx1q24xcGABA0JNk4RJhhU7wjVPFHWGekK0EjXQmHlF/frKXOimimfJ9HBV7vgX89ah8S7rfeXk+FcrwVOrin/CfFufqsOP+Q7T7Qoo0ujGxuPX+ncK9+cZdpWHSsOle7AJDlccuU5LI5FGGzcdIEALAsKcnXJ8V52uEp90uy+a0AAAQTSTaCqm1IuNoelFDX5P4WKRrtTVKUzb8K9gmPVoRhV4HPo3yvx0rSYw5ab1VpoVaW7teAiGh1rtaYPjlvl5YdaEkPMQzFHOiy/ufmrXR6eJS13tdlhSryeXVaWJRi7XwNAKApKjd9CjN+vbf6qugWyvFU6NpqtzkBABBsZBeoF1Wt5Qe7OCpWF0fFHvX1v2vWUuc4m9XYjT3eEaoCr0flpk853soWc99Br3+jIEdrygr1ZHwH9avWmvF/e7fqJ3epYg50VY850FX94qhYJVe7pzzf61GYzaZwg9ZyAGhoCnwevVGQow+K9unfSZ0V7wiRVPnbc2dscj1HBwBo6kiy0SidHh6l0xV1SPl9cSnW/8tNnwq8XhX4PEo+KKHvGR4pp82mhAMnXlV2etzaUVGuHSr3K+8f0cwvyU7bu0XflxXrnwkd1ataC/nrBXuU5604MODbrwO/nRIaISeD6QDAcVXk82re/hzN25+jUrPy8upXpQW6IrpFPUcGADiZkGSjyapsLbcpXiGHLLuphvvJJemJ+PbK93qs5LzgwL3lyQeNjG6XoRDDUPODupovLslXprv0kO2+mJTqd+/4o3u3aq+nQvfFpah1yK/bXlm6X5KsBD3G7qC1HAAC8GXpfj2xd5sKfV5JUr+IaN0ck6guB/V4AgDgeCPJBqpx2SpboGvIy/38M6GjzBrKf+9KULbH7TfwW77Xozi7/wZ/LC9Rlsct20Ejv72Qu0s7PP6t6KGGoelJndWmWjL+xv498prSZdGxalbtfvVCn1eRNptIywGcbNqEhKnY51PP8CjdEpOoHgdNPQkAwIlCkg3UUU1p7LlOV0CvfSq+g3K9FWp5UPLdKyJKiRWhfgO/uU3zkHlb39q/V/u8Fbogsrma/Tqmj27d/bNyPG5F2ezWPeUxdofGxbZWTLVW9+/KihRhs6tDSLgcBw/xDgANXIVp6pPiPF0U2dw6hrV2hOnlVqeoTUg4lxkBAPWKJBuoBykhYUoJCTukfFxsa7/npqRSn08RNptf+Y2ueOV6K/wSZ0kyTVOmKlu0C31ebT9wb/m91e5Vl6QJOVtU6PPqndbd/bq837tnswzJmqO8auC3CyKb+43Qa4opbwDUn4dyftHq0kJ5TFNXRMdZ5YHMbgEAwPFGkg00YIYk50EJtiRdfZhBfP7Tupu8MlVo3VPuVYHXo6hqLeGmpC5hTuV7PX4t5Kakb0qL5K2hI/wF1eYol6Rh23+Q48Dfq558v1qQLadhqzbwm10um0MJjlCScgBBc0lUrPZ4KpToOMq9PQAA1AOS7HqQnp6uiRMn1ncYaKLsMipboQ8z/7ehyu7qNXkhsZOVnOd7Kwd+K/Z5/RLpCtNUic+rEMNQaLVyj2lqZn5WjX/v07anyTiQZpuSHtzzi6Jtdj3Qoo2VfJuS1pUVW4l5M7ude8uBk5wp6avS/VpXVqzbmydZ5YOcMRrodHGMAAA0SCTZ9SAtLU1paWnWc4N7YtEAGKps4T6aEMPQojanqcjn9Tu99crUH2ISreS8auA3r2n6nQgX+7xaUbpfTpv/6XGZ6dNfsjP84om22dXCEaIZSZ2tco9p6r9F+xRjc+i8yJg6v18ADZcpaU1poWbkZ2mju0SSNCjSZY0UbkjWhTsAABoakmwAteYwjENaysMM22GnRqsu1LDpifgOKjswh22Vcp9P3cMiVXBgwLcin1f7fV6FeP27y+/3efWv3J1yHZRke1XZkt411KnuYZGHbckH0LCtKy/Wv/N26/vyYklSnD1EI1zx6hgSUc+RAQAQGM5CAZxQoYah/hHRh5TH2B16IbGT9dxjmtrv86rE9PqtZ1PlPekHj4q+2V2m1wv2WM+THKHqFhapPuFRujgqNrhvAsBxs7J0v74vL5bL5tBwV7wuj47zu2UFAICGjiQbQIPkMAzF2h2KPegwFWN36M7Y5EPWj7LZNdwVrw3lJfqxvES7PW7t9rhV4PX4Jdk53gptLC/RqWGRfiOrA6gfBT6PXLZfv4vXN4uX07DryugWNQ78CABAQ8cZJoAmIckRqltjKgdG8srUFneZ1peXHJJIryzdr3/s26GhkTF6uEVbq7zE51OoYTBvOHCCuE1Tf9u7VWvKijQnuYuaHUi0o2123eiKr+foAACoO5JsAE2OXYY6hkaoY+ih93DG2BzqEx6t08Oj/MrfLdyrWQVZOiXUqe5hTnULi1T3MKda2JkiCDgeQg1DJT6fKkyfNpSXaEBEs/oOCQCAoCDJBnBSOcfp0jlO1yHlOd4KVZim1pcXa315saQcSdLdsa11RXTcCY4SaHr2eNwq8HmVWu3i191xyQo3bIrjYhYAoAkhyQYASXfHJuuWmET9WF6i9eXF2lBeog3uEnUKDfdb7//2blOWx607YltZ0wkBOLx93gq9XrBH7xXtU7uQcL2UdIo1+VayI6xeYwMA4HggyQaAA6JtdvWLiFa/A6OfmzWs821ZkfZ5KxRl2P3KX8nPUqTNru5hkUoNjVAI93bjJFfg82huwR69W7hXbtOUIaltSJhKfV45bfajvh4AgMaKJBsADqOmNHlmq876qbxEySG/tsB5TFNv7M9R+YG5vx2GoVNCI9Q9LFKjXImMkIyTjinp7qxMbakokySd63RpVEyiOoSEH/mFAAA0ASTZAFAL0Ta7+h40z7dP0p2xyVY3860VZdpQXqItFWX6U/OkauuZenv/XnU7MLAabd1oqgxJ1zRroWUl+/WHmESdUsMghAAANFUk2QBwjEINQ5dGxerSA/NxF/m8+rG8RLneCtmqpdJbKso1JW+X4h2hejO5q1VeYZra561QgiOUxBuNTrnp07uFe5Xr9WhM81ZW+aVRcRoWxaCBAICTD0l2PUhPT9fEiRPrOwwAx0mUza4zDmrtlqQQGRoWFafog+5HXV9erLHZmYq1O6ypw7qFRapzaITCDLqao2Hb5/Voel6WTJm6KrqFkhyhkmq+3QIAgJMBSXY9SEtLU1pamvXcYIAk4KSQEhKm8XGtDynP83oUbbMr1+vRspICLSspkFR5H+ujLdtZ63llyiaD5AX1yitTplk59oAktXKE6o/NE9U+JEKJBxJsAABOZiTZAFDPhkTGaHBkjHZWlFfe1+0u0fryEvUIi/Rb7539e/Xm/hzd5IrXFdEt6ilanKxMSYuL8zWzIEvXRLfQldXq4O+axddfYAAANDAk2QDQABiSWoeEqXVImC5SbI3rZLhLtc9bodCDupAvKNynbRVl6hYWqW5hTiVybzeCyJS0vKRAL+dn6ZcDo4UvLsn3S7IBAMCvSLIBoJG4v0UbDXclqLnd/9C9uCRf35UV6Z3CvZKk5nbHgenDEtSRUZ1xDAp8Hv01+xf95C6RJCU4QvV7V4IujGpez5EBANBwkWQDQCNhSGpTbX7uKn+ISdT3ZUXaUF6i9eXFyjtwb/fNMYl+671TuFfRNrvOjnAxdzcC0szmkGFIcfYQ3eRK0KVRsda92AAAoGYk2QDQyJ0WFqnTDty/bUra6SnXhvIStauWkJuSZuRnqcTn1Vutu8mpX5Psn92lahsSxkjm0PryYoUZNnU60APCkPRIi7aKtTuoHwAABIgkGwCaEENSa0eYWjv8W7wrTFPDm8Vru6dccfYQq7zM9Gn07k0yJHUMDVf3A/d1dw+L5N7uk8zHRbl6Yt92nR4epX8mdLQ++yRGDAcAoFYaTJK9ZMkSTZ06VXfccYfOPvvso65///33KywsTOnp6VbZmjVrNH/+fMXGxsrtdmvs2LEKDQ096rJjMWXKFC1evNiahsvj8ahnz55+U3QBQH0LNQzd6Dp0BOg8r0edQsOV4S7Tz+5S/ewu1buFld2D57XuZq3nlSm3aSqC1swm62ynS/EF2eoRFimfTNm5xAIAQJ00iCR77dq1qqioUIsWgY1U+v7778vr9fqVlZWVadKkSZo2bZpcLpdmzJihefPmafjw4UdcFqgpU6aod+/eGjBggF95RESEZs2aJafTKUmaO3euUlJSAt4uANSnJEeopiWdojLTp5/KK6cOW19erFh7iF+KtbG8RHdlZWqg06W0lm3rLV4Exw5PuV4v2KPbY5IUc2AgvSibXXOSu5BcAwBwjBpEkt27d29J0vz584+6blZWljZs2KDzzjtPK1assMpXrlyp5ORkuVwuSdKZZ56pSZMmafjw4UdcJlUmxnl5eTIMQx6PR6NHj5bDEdiuufnmm63/+3w+rVy5Utdff31ArwWAhiLcsKlneJR6hkfVuHxHRbmkykSsuq/LCvX2/r3qHuZUt7BIdQl1MqhaA5blcevVgmx9XJQnn0y5bHb9qXkrazkJNgAAx65BJNmBMk1T06dP15133qmvvvrKb1lWVpZiY3+dWzY2NlbZ2dkyTfOIy5YtW6bMzEw9/PDDkqRnnnlGCxYs0DXXXFPr+L766iv1799fNk4wATQxF0XFalBkjEp9Pr/yb8qKtKJ0v1aU7pdUeU94+9BwXRfdUhdF1TzfN068XK9HrxZk64OiffKYpmwydElUrK5irmsAAIKuUSXZCxYs0KBBgxQTExO0ba5evVpZWVl67rnnJEkFBQXKy8uTJM2ePVsLFy6UJBUWFmrx4sUKC6scTGjs2LHq06eP37Y+/PBD3XfffYf9W+np6Zo4cWKNy5xOp8aPH69x48Yd61s6Zrt27arvEIBaoc6eWKXV/n+mfGpub6YMs0KbTI+2mh5tdpdpT16edu0vs9b7yleubHnV3whTkmE/dKMnmRNdZ7eZHi3w5MmQdLYtXFfbnUost8u7Z6/49iAQHGfR2DSEOmuz2Rg58iTVqJLsb7/9Vs2bN9c333yjbdu2KTs7W88995yuv/56JSYmatWqVda6ubm5io+Pl2EYR1wmSb169dItt9wiqbK13O12S5JGjBihESNGSDr8PdlVtm7dKpfLZXVJr0laWlqNA6IZhqGSkhJFRETUco8E365du9SqVaujrwg0ENTZ+tVK0qnVnpebPv3sLlWyI0yx9l9/Ylbs2ayvS4vVvWVLtXL+epz8sbxEUTa7WoeEnTQdlU9EnS3yeeW02WQ7sFdbSRqzP0JnRESrXUj4cf3baHo4zqKxaSh1Nicnxy2JRPsk1OCT7MzMTPl8PqWmpvq1An/00UdasWKF/vKXv0iSYmJiNGXKFBUUFMjlcumrr77S+eefL0nq37//YZf17dtXb775pv7whz/IMAwtXLhQXq9Xw4YNq1WcCxYs0OWXXx6cNw0AjVSYYVOPA3N2V3d5VJzaOMJ0apjTr/zZ3B362V2qaJtd3azpw5w6NSySeZnraEHhPk3P362xsckaGtncKv9ts5b1GBUAACePBpFk5+bm6vXXX1d2drY+/PBD5eXlWUnu559/roqKCqWmplrrf/jhh1q8eLGysrI0depUjR49WuHh4br33ns1adIkv2m6JB1x2cCBA7V9+3Y9/vjjiouLkyTddttttYq/pKRE27dvV5cuXYKxOwCgyTnX6dK5Tv+ePqakVo4w7fVWKNfr0crS/Vp54N7uOcld/eZnzvK4lcC83QEJMQwV+7z6pqzIL8kGAAAnhmGaZpqkifUdyMmM7uJA3VFnGz9T0h6P25o+bLunXE/Gd7AS6grT1CXb1ynCsGle626NvoU7mHW2wjT1XXmR+oZHW2VemVpfXqLTauhRANQFx1k0Ng2lzubk5BS5XK6o0FB6jJ9sGkRLNgDg5GVISnCEKsERqvMiYw5Znu11K8bmUKTN7pdg53s9ujs780AX80h1D3OqbUj4SdHa7ZWpT4ryNKsgW3s8br3cqrN1r7VdBgk2AAD1iCQbANCgtXaEaV7rbir2ef3Kf3SXaGtFmbZWlOmjolxJktNm13nOGI2Pa10foR53PplaXJyvV/KztcNTOXd5+5BwlRw0tRoAAKg/JNkAgEYh0uY/9Vff8GhNSUzV+vJirS8v0QZ3ifZ43HKb/gnnD+XF+qgoV+c6XRoQ0exEhhx0rxfs0cv5WZKklJAw3exK1ODImJOi9R4AgMaCJBsA0CiFGIa6hjnVNcypaw+U7fNWyG2afuutKSvSh0W5irTZ/ZLsze4y7fVWqGuYU9G2xjF39yVRsfq8OF+/a9ZS50c1l530GgCABockGwDQZMTZQw4pG+x0KcpmV9dQ/+nD3ivap/mFeyVJbULC1P3AFGL9wpsp3nHodk4kU9I3ZUWatz9Hj7Rsq4gD96LH2UP0cqvOpNYAADRgjXuIVgAAjqJtSLiuiW6hbgfN0d36QGIdYhjaVlGuj4py9Y99O7SuvNhvva0VZdrv85zIkCVJ/87frRWl+7XgwIWAKiTYAAA0bLRkAwBOStdEt9A10S1UYZrKcJdqg7tyCrEeByXjT+3brg3lJXouoZNOCz9+o3a7TVOhRmUKbUi6PSZJ68tLdEV0i+P2NwEAQPCRZAMATmrV7+2+5qCE1pQUbtgUZtjUMTTcb9no3ZsUabOre5hT3Q50Na/Lvd2bK8o0Mz9L+70ePZvYyWqp7hkepZ7hUXV8VwAAoL6QZNeD9PR0TZw4sb7DAAAchSHpHwkd5ZXpN8hYoc+rje4SSdKaskKrPCUkTNOTTvGbz/twtleU65WCLC0uzpcpKdQwtNNTrtaOsGC/DQAAcAJxT3Y9SEtLk2ma1gMA0LAdPIp3tM2ud1p312Mt2+l3zeJ1WlikQg1DPlN+CXaxz6tx2Zl6tSDb7/Uv5u3S73dt1OfF+bIbhq6ObqE5yV1JsAEAaAJoyQYAoA6a2x06x+nSOU6XJMljmtrrrfBb58fyEn1TVqQy06eRrgSrPNYeIkOGLo2K1U2ueMU7Qk9o7AAA4PghyQYAIAgchqHEg5LlLmFOPdaynWyGf0v4FdFxOsfpUiuSawAAmhySbAAAjpMom91q6a4uzLCRYAMA0ERxTzYAAAAAAEFCkg0AAAAAQJCQZAMAAAAAECQk2QAAAAAABAlJNgAAAAAAQUKSDQAAAABAkJBkAwAAAAAQJCTZAAAAAAAECUl2PUhPT5dhGNYDAAAAANA0kGTXg7S0NJmmaT0AAAAAAE0DSTYAAAAAAEFCkg0AAAAAQJCQZAMAAAAAECQk2QAAAAAABAlJNgAAAAAAQUKSDQAAAABAkJBkAwAAAAAQJCTZAAAAAAAECUk2AAAAAABBQpINAAAAAECQkGQDAAAAABAkJNn1ID09XYZhWA8AAAAAQNNAkl0P0tLSZJqm9QAAAAAANA0k2QAAAAAABAlJNgAAAAAAQUKSDQAAAABAkJBkAwAAAAAQJCTZAAAAAAAECUk2AAAAAABBQpINAAAAAECQkGQDAAAAABAkJNkAAAAAAAQJSTYAAAAAAEFCkg0AAAAAQJCQZNeD9PR0GYZhPQAAAAAATQNJdj1IS0uTaZrWAwAAAADQNJBkAwAAAAAQJCTZAAAAAAAECUk2AAAAAABBQpINAAAAAECQkGQDAAAAABAkJNkAAAAAAAQJSTYAAAAAAEHiqO8AqixZskRTp07VHXfcobPPPrvGdTIzMzVnzhzFx8crPz9fkZGRGj16tOx2uyRpzZo1mj9/vmJjY+V2uzV27FiFhoYeddmxmDJlihYvXizDMCRJHo9HPXv2VFpa2jFvGwAAAADQuDSIJHvt2rWqqKhQixYtjrjeDz/8oIEDB2rQoEGSpL/+9a/66KOPNGzYMJWVlWnSpEmaNm2aXC6XZsyYoXnz5mn48OFHXBaoKVOmqHfv3howYIBfeUREhGbNmiWn0ylJmjt3rlJSUmq5BwAAAAAATUGD6C7eu3dvDR069KjrXX755VaCLUmJiYnau3evJGnlypVKTk6Wy+WSJJ155pn69NNPj7pMqkyMp0yZoqlTp+pf//qXPB5PwLHffPPNVoLt8/m0cuVKnXXWWQG/HgAAAADQdDSIJDtQVV2ypcpu2evXr9eFF14oScrKylJsbKy1PDY2VtnZ2TJN84jLli5dqszMTI0ZM0ajR4+Wx+PRggUL6hTfV199pf79+8tma1S7FQAAAAAQJA2iu3hdTJ8+XSNGjFCrVq2OaTurV69WVlaWnnvuOUlSQUGB8vLyJEmzZ8/WwoULJUmFhYVavHixwsLCJEljx45Vnz59/Lb14Ycf6r777jvs30pPT9fEiRNrXOZ0OjV+/HiNGzfumN5PMOzatau+QwBqhTqLxoY6i8aGOovGpiHUWZvNduwDQKFRapRJ9syZM3XKKado8ODBVlliYqJWrVplPc/NzVV8fLwMwzjiMknq1auXbrnlFkmSaZpyu92SpBEjRmjEiBGSDn9PdpWtW7fK5XJZXdJrkpaWVuOAaIZhqKSkRBEREQHugeNn165dx3zhAjiRqLNobKizaGyos2hsGkqdzcnJcUsi0T4JNfh+zZmZmdq0aZP1fPr06erYsaN1D/eUKVMkSf3799eOHTtUUFAgqbLr9vnnn3/UZX379tXatWtlmqYkaeHChVq0aFGt41ywYIEuv/zyOr5LAAAAAEBT0CBasnNzc/X6668rOztbH374ofLy8jRs2DBJ0ueff66Kigqlpqbq/fff1zvvvKPo6Gi98MILkqRu3bpJksLDw3Xvvfdq0qRJftN0HW3ZwIEDtX37dj3++OOKi4uTJN122221ir+kpETbt29Xly5dgrI/AAAAAACNk2GaZpqkifUdyMmM7uJA3VFn0dhQZ9HYUGfR2DSUOpuTk1PkcrmiQkPpMX6yafDdxQEAAAAAaCxIsgEAAAAACBKSbAAAAAAAgoQkGwAAAACAICHJBgAAAAAgSEiyAQAAAAAIEpJsAAAAAACChCQbAAAAAIAgIcmuB+np6TIMw3oAAAAAAJoGkux6kJaWJtM0rQcAAAAAoGkgyQYAAAAAIEhIsgEAAAAACBKSbAAAAAAAgoQkGwAAAACAICHJBgAAAAAgSEiyAQAAAAAIEpJsAAAAAACCxFGXFxUUFGj37t2SJJfLpYSEBNls5OsAAAAAgJNbrZLs77//XtOnT9fGjRv9yiMiItS7d2/1799fgwYNktPpDGqQAAAAAAA0BgEn2atXr9bTTz+tCy64QL///e8VFhamoqIi7d69W7/88ot+/PFHLV++XDNmzNBNN92kyy67jNZtAAAAAMBJJeAkOycnR88995wSExMPu86+ffv0v//9T2+//ba+/fZbPfTQQ3I46tQjHQAAAACARifgpuZLLrnkiAm2JMXFxenqq6/WjBkzlJiYqL/97W/HHGBTlJ6eLsMwrAcAAAAAoGk4Lv25Q0JCdPvtt6tt27b66quvjsefaNTS0tJkmqb1AAAAAAA0Dce1L/fvf/97ZWdnH88/AQAAAABAg1Hrlmyfz6eCgoKA1jUM46hdzAEAAAAAaCpqnWSvWrVK1157rW644Qb5fD5Jksfj0aJFi/TRRx8FnIADAAAAANDU1Lq7+JdffqkrrrhCN954ozVF15NPPqkvvvhCkjR16lQ9+uijOv3004MZJwAAAAAADV7ASfZTTz2lFi1aaN26dXrggQfUvHlzSdK2bdv0xRdfKCEhQTfffLN27typp59+Wi+//LJCQ0OPW+AAAAAAADQ0ASfZY8aMUUZGhpYvX663335bWVlZCg0NVUVFhSTpyiuv1ODBg2W32+V2u7V27VoNGDDguAUOAAAAAEBDE3CSHRUVpdNPP109e/bUueeeq169eqmkpES///3vFR0drW3btmn8+PGy2Wyy2+3KyclRXFyc2rVrp5CQkOP5HgAAAAAAaBBqfU/2pZdeqr/+9a+69NJLtWXLFuXn5+vyyy/XnXfeKalyELT33ntPa9eu1cKFC5WQkKDrrrsu6IEDAAAAANDQ1DrJ7tixo26//XZNnjxZxcXFiouL0w033PDrBh0Obd68WUOGDNF5550X1GABAAAAAGjIap1kS9IFF1yggQMHavv27WrdurXCw8MlSZ999plee+01ZWVl6ZZbbglqoAAAAAAANHS1SrK3b9+u5ORk2Ww2hYWFqVOnTn7LzznnHCUkJCg/P18xMTHBjBMAAAAAgAbPFuiKe/bs0R/+8AddfvnlevPNN/2W7dy5UytWrFB+fr5OPfVUnXPOOUEPtClJT0+XYRjWAwAAAADQNATckv3tt98qJSVFY8eOVbt27azypUuX6rHHHpNpmjIMQ2eddZbuv/9+qws5DpWWlqa0tDTrOYk2AAAAADQNAbdk79y5U7/73e/Uo0cPRUdHS5J8Pp9efPFFSdItt9yiu+66S1lZWXryySePT7QAAAAAADRgAbdkFxUVKTEx0a/sm2++0Z49e3TRRRfpd7/7nSRp6NCh+tOf/qQdO3aodevWwY0WAAAAAIAGLOCW7ObNmys/P9+vbNmyZZKk3/zmN1ZZRESEzj//fP3000/BiRAAAAAAgEYi4CS7e/fu+vDDD2WapiSppKREX3zxhWJjY9W9e3e/dRMSErR3797gRgoAAAAAQAMXcHfxXr16aebMmbrrrrvUr18/rV69WkVFRfrd7353yMBdBQUFcjqdQQ8WAAAAAICGLOCWbEl6/PHHFR8fr9dff10//vijOnfurBtuuMFvnaKiIn388ceKj48PaqAAAAAAADR0AbdkS1JUVJQmTJigkpISFRcXq2XLln7L//jHPyorK0ter1c9evQIaqAAAAAAADR0tUqyqzidzhq7gz/xxBPatGmTCgsL6S4OAAAAADjpBJxkf/bZZzIMQ+edd95h14mLi1NcXFxQAgMAAAAAoLEJ+J7s0tJSbdy4UYWFhcczHgAAAAAAGq1adRdfuXKllixZIofDoU6dOqlTp05KTU1VamqqYmNjj1eMTU56eromTpxY32EAAAAAAIKsVkn2FVdcoauvvlr5+fn6+eeflZmZqY8//lj/+te/ZLfbNWjQIF199dWKiYk5TuE2DWlpaUpLS7OeHzwFGgAAAACgcQo4yf7Nb34jt9stSYqJiVG/fv3Ur18/a3l2drY++eQTjRkzRg8//LC6desW/GgBAAAAAGjAAr4n2+FwHHHE8ISEBN10002699579be//U0ejycoAQIAAAAA0FgEnGQHqlevXkpMTNR3330X7E0DAAAAANCgBZxkb9myRdu3bw9o3bZt22rLli11jQkAAAAAgEYp4Huyf/jhB7ndbqWkpBx1XcMwVF5efkyBAQAAAADQ2NRqdPH58+dry5Yt1rRd7du3V1hYmN86Pp9P3377ra666qqgBgoAAAAAQENXqyS7vLxcn3/+uT766CNJks1mU5s2bdSxY0clJyfLbrdr9erV2r59u0477bTjEjAAAAAAAA1VrZLs66+/XldeeaW2bdumjIwMbdq0SRkZGVqxYoWKi4srN+hwaNSoUWrTpk2tAlmyZImmTp2qO+64Q2efffZh11uzZo3mz5+v2NhYud1ujR07VqGhoce07FhMmTJFixcvtua69ng86tmzp9882AAAAACAk0PASfZ5552n8vJy2Ww2tWvXTu3atdP5559vLc/Ly1NJSYlatGhxSBfyo1m7dq0qKirUokWLI65XVlamSZMmadq0aXK5XJoxY4bmzZun4cOH13lZoKZMmaLevXtrwIABfuURERGaNWuWNb3Z3LlzA7pvHQAAAADQ9AQ8urjT6VTz5s0Pu7x58+ZKTk6udYItSb1799bQoUOPut7KlSuVnJwsl8slSTrzzDP16aefHtMyqTIxnjJliqZOnap//etftZrj++abb7YSbJ/Pp5UrV+qss84K+PUAAAAAgKYj6PNkH09ZWVmKjY21nsfGxio7O1umadZ52dKlS5WZmakxY8Zo9OjR8ng8WrBgQZ3i++qrr9S/f3/ZbI1qtwIAAAAAgqRW92Q3RatXr1ZWVpaee+45SVJBQYHy8vIkSbNnz9bChQslSYWFhVq8eLHVUj927Fj16dPHb1sffvih7rvvvsP+rfT0dE2cOLHGZU6nU+PHj9e4ceOO9S0ds127dtV3CECtUGfR2FBn0dhQZ9HYNIQ6a7PZjn0AKDRKjSrJTkxM1KpVq6znubm5io+Pl2EYdV4mSb169dItt9wiSTJNU263W5I0YsQIjRgxQtLh78musnXrVrlcLqtLek3S0tJqHBDNMAyVlJQoIiIi0F1x3OzatUutWrWq7zCAgFFn0dhQZ9HYUGfR2DSUOpuTk+OWRKJ9Emrw/ZozMzO1adMmSVL//v21Y8cOFRQUSKrsnl01+Fpdl/Xt21dr166VaZqSpIULF2rRokW1jnPBggW6/PLLj+GdAgAAAAAauzq1ZHs8Hq1Zs0b9+/cPShC5ubl6/fXXlZ2drQ8//FB5eXkaNmyYJOnzzz9XRUWFUlNTFR4ernvvvVeTJk3ym4pLUp2XDRw4UNu3b9fjjz+uuLg4SdJtt91Wq/hLSkq0fft2denSJSj7AwAAAADQOBmmaaZJmlibF5WWlmr8+PGaMmXKIcs+++wzdenSRcnJyUEKsemjuzhQd9RZNDbUWTQ21Fk0Ng2lzubk5BS5XK6o0FB6jJ9satVdfM+ePSovLz/iOl6vVw888IBycnKOKTAAAAAAABqbWnUXnzVrlhYtWqTk5GQVFRVp3rx5Sk1NVadOnRQVFSVJuvDCC2W32/Xll1/qiiuuOC5BAwAAAADQENUqyf7d736nrl276qefftKnn36ql19+WR6PR1LlyN+pqalq166dMjMz1bNnz+MSMAAAAAAADVWtkuyUlBSlpKTo/PPP1+bNm/Xcc89p69at2rRpkzIyMpSRkaFvv/1W4eHh+tOf/nS8YgYAAAAAoEGq0+ji4eHh+uc//ymHw6GOHTuqY8eOwY4LAAAAAIBGp87zZIeFhQUzDgAAAAAAGr06J9lHsn//fvl8vuOxaQAAAAAAGqw6dReXpNmzZ+vjjz9WeHi4WrdubY0yfsopp2jOnDkaMGCAevfuHcxYAQAAAABo0OqUZO/evVuzZs3S6aefrvj4eO3cuVNvvPGGSktLKzfqcGjAgAFBDbQpSU9P18SJE+s7DAAAAABAkNUpyc7Ly1NiYqImTZpklZmmqR07dlijjDdv3jxoQTY1aWlpSktLs54bhlGP0QAAAAAAgqVOSXaHDh0UHh7uV2YYhjXF15AhQ4ISHAAAAAAAjUmdBj4LCwvT9ddfr7feekumaQY7JgAAAAAAGqU6tWSXlZXpySeflMPh0CeffKKzzjpLXbp0UWpqquLi4oIdIwAAAAAAjUKdRxdv2bKlzj33XG3atEnvvvuuSkpKJEnNmzdXamqq/vSnPyklJSVogQIAAAAA0NDVKcl2OBw666yzNHr0aEmVg57t2rVLmzZtsgY+KywsDGqgAAAAAAA0dHVKskNCQnTHHXdYzw3DUHJyspKTkzV48OBgxQYAAAAAQKNS5+7iGzdu1Lx58xQSEqLrrrtOHTp0CGZcAAAAAAA0OnUaXdzj8eiRRx5RZmamVq1apfHjxysvL0+StHTpUuv+bAAAAAAATiZ1SrK3bt2qDh06aObMmZozZ45atWqlDz74QJJUUFCgRx99lKm9AAAAAAAnnTol2SUlJerUqZMMw1B4eLhGjhypr7/+WpI0bNgwdejQQevWrQtqoAAAAAAANHR1SrKTkpK0YcMG63nv3r21a9cu63n37t2VmZl57NEBAAAAANCI1CnJbtGihUJCQjR16lSVlJQoJCREUVFR8ng8kqQdO3bI7XYHNdCmJD09XYZhWA8AAAAAQNNQpyRbksaNG6cvv/xS1113nR555BGVlJRo8eLFevPNN/Xaa6/p1FNPDWacTUpaWppM07QeAAAAAICmoc5TeCUkJGjq1Kl68cUXtWTJEpWWluqpp56Sw+HQ8OHD1b1792DGCQAAAABAg1enJLusrEyrV69Wamqq7rnnHt155536+eef5Xa71aFDBzVv3jzYcQIAAAAA0ODVKcn+5Zdf9Oijj6p169aaMWOGwsLC1KNHj2DHBgAAAABAo1KnJNswDCUlJWnmzJnBjgcAAAAAgEarTgOfdejQQYZhyOfzBTseAAAAAAAarTol2SEhIRo5cqRmzZpFog0AAAAAwAF1HvjsiSeekMPh0NKlS3Xuueeqa9euSk1NVVxcXLBjBAAAAACgUTimKbzOOussZWRkaP78+ZozZ44kqXnz5kpNTdWf/vQnpaSkBC1QAAAAAAAaujol2Q6HQ2eddZbGjBkjSTJNU7t27dKmTZuUkZGhjIwMFRYWBjVQAAAAAAAaujol2V6vVz169FBWVpYSExNlGIaSk5OVnJyswYMHBzlEAAAAAAAahzoNfFY1T/YDDzzAwGcAAAAAABxQpyS7+jzZNludNnFSS09Pl2EY1gMAAAAA0DQwT3Y9SEtLk2ma1gMAAAAA0DQwTzYAAAAAAEHCPNkAAAAAAAQJ82QDAAAAABAkzJMNAAAAAECQ1CnJDgkJsRJsScyTDQAAAACA6jjwmWmaKigoOOxyj8dT54AAAAAAAGis6jzw2bXXXquWLVuqU6dOSk1NVWpqqjp27KiWLVtq+vTpOvPMM3X66acHOVwAAAAAABquOiXZYWFhuv/++7Vp0yb9/PPPeuutt1RSUiJJcrlcstvt6t+/f1ADBQAAAACgoatTkm2z2TR06FANHTpUUmX38R07dmjVqlV6++23lZSUpIiIiKAGCgAAAABAQ1fnKbyqMwxDKSkpSklJ0ZAhQzR58mR17tw5GJsGAAAAAKDRqNPAZ0cSGxur8PBwffXVV8HeNAAAAAAADVqdBz67+eab1alTJ+uRmpqq+Ph4+Xw+7dy5Uzt37gx2rE1Genq6Jk6cWN9hAAAAAACCrE5JtmmacrvdKi0t1fz581VUVCSpckA0SSovL9eoUaOCFmRTk5aWprS0NOu5YRj1GA0AAAAAIFjqlGTb7Xb17t1bDz30kCRp9+7d2rRpk7Zt26b9+/erW7duTN8FAAAAADjp1CnJDg0NtRJsSUpKSlJSUlLQggIAAAAAoDGq8+ji77//vkpKStS3b1916NAhmDEBAAAAANAo1Wl0cbfbrenTp2vFihXasmWLVb5p0ybNmTNHPp8vWPEBAAAAANBo1CnJ3rVrl7p3765//vOfOu+886zyxMREZWZm6plnnglagAAAAAAANBZ1SrILCwvVrl27Q8qjo6M1YcIEFRYWKiMj41hjAwAAAACgUalTkp2UlKT169fLNM0alw8ZMkTr168/psAAAAAAAGhs6jTwWYsWLRQeHq7nn39et912myIiIvyW5+bmyuPxBLy9nTt3asqUKUpOTlZ+fr66dOmiq6++usZ116xZo/nz5ys2NlZut1tjx45VaGjoMS07VmvWrNGSJUvkdDq1ZcsWXXXVVerXr19Qtg0AAAAAaDzqPLr4uHHjdM899+iLL75Q37591aVLF8XGxio7O1tz5szRpEmTAt7WrFmz1KtXL1177bXy+Xy64YYbdMYZZyglJcVvvbKyMk2aNEnTpk2Ty+XSjBkzNG/ePA0fPrzOywI1ZcoU9e7dWwMGDPAr37t3r+bPn69HH31UhmEoPz9fpaWlAW8XAAAAANB01DnJTkhI0JQpU/Tiiy9q6dKl+uKLLyo36HDoxhtvVOfOnQPeVmxsrHJzcyVJJSUlKi8vr3G9lStXKjk5WS6XS5J05plnatKkSRo+fHidl0nS3LlzlZeXJ8Mw5PF4NHr0aDkcge2aDz74QCkpKZo5c6ZKS0vVtm1bDRs2LOD3DgAAAABoOgJOslesWKG+ffv6JZ/R0dG69957ddddd+nnn3+W2+1W+/btFRsbW6sgbr75Zk2YMEF///vftX37dv3xj388pBVbkrKysvy2XdVybppmnZctW7ZMmZmZevjhhyVJzzzzjBYsWKBrrrkmoNi3bdumTZs2adq0aQoPD9fDDz8swzB06aWX1mofAAAAAAAav4CTbJvNpsmTJ+svf/nLIcvCwsLUo0ePOgfx1FNPqW/fvrruuutUUlKiBx98UGeccYbi4+PrvM1ArV69WllZWXruueckSQUFBcrLy5MkzZ49WwsXLpRUOaL64sWLFRYWJkkaO3as+vTpo7KyMvXu3du6L33QoEH69NNPa0yy09PTNXHixBrjcDqdGj9+vMaNGxfst1hru3btqu8QgFqhzqKxoc6isaHOorFpCHXWZrMFZwAoNDoBJ9n9+vXTsmXLNGHCBI0dO7bWrdVHsnLlSt10002SKpPNhIQELV68WNdff73feomJiVq1apX1PDc3V/Hx8TIMo87LJKlXr1665ZZbJEmmacrtdkuSRowYoREjRkg6/D3ZLVq0sLYjVXaXr6ioqPF9pqWlKS0t7ZBywzBUUlJyyABy9WHXrl1q1apVfYcBBIw6i8aGOovGhjqLxqah1NmcnBy3JBLtk1CtpvAaO3asEhMTddNNN+mJJ57QsmXLVFRUdNj133//fb377rtH3W7r1q21detWSZVJ7tatW61W7MzMTG3atEmS1L9/f+3YsUMFBQWSpK+++krnn3/+MS3r27ev1q5da01HtnDhQi1atCjgfTJ48GC/6cx++OEH9e7dO+DXAwAAAACaDsM0zTRJE2vzonXr1umll17Sxo0bZRiGWrVqpXbt2ikxMVFRUVEqLi7WmjVrZBiGnn76aUVHRx9xe5s3b9aMGTOUnJysffv2qWXLlrr99ttlGIamT5+uiooKjRkzRpL09ddfHzIVV1UX7roue/3117VlyxbFxcVJkm677TbZbP7XHw7Xki1Jb731ljIyMhQZGSmfz6fRo0fXanowWrKBuqPOorGhzqKxoc6isWkodTYnJ6fI5XJFBWvaYDQedUqyq2zZskUrV67U2rVrtX37du3fv18Oh0MpKSk699xzdcUVV1iJLA6PJBuoO+osGhvqLBob6iwam4ZSZ0myT151nsJLktq1a6d27dodcu80AAAAAAAno1rdkw0AAAAAAA6PJBsAAAAAgCAhyQYAAAAAIEhIsgEAAAAACBKSbAAAAAAAgqROSbbX69W3334rt9sd7HgAAAAAAGi06jSFl9vt1sSJExUVFaVOnTppyJAhOvvss+VwHNOMYAAAAAAANGp1asm22+0aMGCAZs2apd/85jf65JNPdNNNN+njjz8OdnxNUnp6ugzDsB4AAAAAgKbBME0zTdLEY93Q5s2b9Y9//ENOp1MPPvigmjdvfuzRnSQMw1BJSYkiIiLqOxTt2rVLrVq1qu8wgIBRZ9HYUGfR2FBn0dg0lDqbk5NT5HK5okJDQ+s7FJxgQRv4LCYmRrfccou2bdumO++8Uzk5OcHaNAAAAAAAjUKdbqL2eDz697//rV27dmn37t3avXu3ysvLreV2u11ZWVlq2bJl0AIFAAAAAKChq/NIZd9//702bdqkHj16qG/fvmrVqpVatWqlpKQkJSQkyG63BzNOAAAAAAAavDol2Q6HQ5MnT9bSpUs1b948RUZG6vzzz28Q9xQDAAAAAFBf6nxPtmEYGjhwoJ577jm1bNlS99xzj95++23mzgYAAAAAnLSOeeAzm82miy66SM8++6xsNpv+/Oc/64MPPpDX6w1GfAAAAAAANBp16i5umqbWrl1rDXxWfQC00tJSPfvss0pKSlLv3r2DHS8AAAAAAA1WnZLssrIy3X///ZKkqKgoJSUlKSUlRf369VNSUpKSkpLUtWvXoAYKAAAAAEBDV6ck2zAMtW/fXv/85z8VFRUV7JgAAAAAAGiU6pRkh4eHa8qUKXI46jwDGAAAAAAATU6ds+T9+/dr+vTp+vbbbyVJp5xyigYPHqzBgwfLMIxgxQcAAAAAQKNR59HFH374YX377bfq0KGDWrZsqe+++06PP/64HnjgARUWFgYzxiYnPT1dhmFYDwAAAABA01CnluytW7fKNE3NnDlT4eHhkiSv16vvv/9eL7/8sv7v//5PTz75ZFADbUrS0tKUlpZmPSfRBgAAAICmoU4t2fv371fPnj2tBFuS7Ha7evXqpWeeeUbl5eVav3590IIEAAAAAKAxqFOSnZiYqI0bN8o0zUOWORwOXXrppfrxxx+POTgAAAAAABqTOiXZLVu2VGhoqJ5//nmVlJQcsrywsLDGBBwAAAAAgKaszqOLjxs3Tvfee6+++OIL9e3bV126dFHz5s2VnZ2tOXPm6Omnnw5mnAAAAAAANHh1TrITExM1depUvfjii1qyZIm++OKLyg06HLrxxhvVuXPnYMUIAAAAAECjUOckW5KioqJ0zz336M4779TPP/8st9ut9u3bKzY2NljxAQAAAADQaAScZG/evFnJyckKCws7ZFlYWJh69OgR1MAAAAAAAGhsAk6yH3roIeXm5qpNmzbq1KmTOnXqpNTUVHXq1ElOp9Nv3fXr1ys5OVkxMTHBjhcAAAAAgAYr4CQ7IiJCd955pzZt2qRNmzbpf//7nyoqKmQYhpKSkqykOzU1VZ9//rmGDh2q3r17H8/YAQAAAABoUAJOsu12u4YNG2Y993g82rp1qzIyMrRp0yZlZGRo1apVKisrkyQNHTo0+NECAAAAANCABZxkh4SEyDRNGYYhr9erdevWqVevXurYsaMuuugiSZJpmtq+fbsyMjKUnJx83IJu7NLT0zVx4sT6DgMAAAAAEGS2QFdMTk7WN998I0lyu92aPn36IesYhqE2bdrovPPOU0JCQvCibGLS0tJkmqb1AAAAAAA0DQEn2Zdddpkee+wxzZkzRxkZGcczJgAAAAAAGqWAu4ufdtpp+vOf/6zp06dr5syZstlsuv322/1GGe/YsaMiIiKOZ7wAAAAAADRYASfZknT++efrvPPO03fffacnnnhCnTp1UkZGhj7//HN5PB4ZhqHWrVtbifeAAQOUkpJyvGIHAAAAAKBBqVWSLUk2m03du3dX3759de+990qSKioq9Msvv1ijjGdkZOjLL7/USy+9pKuuukpjxowJeuAAAAAAADQ0tU6yJSk0NNRKsKXKkcdPOeUUnXLKKVaZ1+vVhg0b9OKLL2rNmjXq06fPsUcLAAAAAEADFvDAZ7Vlt9vVo0cPjRkzRuvXrz9efwYAAAAAgAajTi3ZtdG9e3d17979eP8ZAAAAAADq3XFryQYAAAAA4GRDkg0AAAAAQJCQZAMAAAAAECQB35P95ptvKjExUampqUpKSpJhGMczLgAAAAAAGp2Ak+z58+dr7969kiSn06mOHTsqNTVVnTp1Umpqqtq0aSObjYbxQKSnp2vixIn1HQYAAAAAIMgCTrKjoqL0/PPPKzMzUxkZGcrIyNB///tfeTweSVJYWJjat29vJd3nnnuuoqOjj1vgjVlaWprS0tKs5/QKAAAAAICmIeAke+zYsWrZsqVatmypAQMG6NFHH9WoUaPUs2dPFRQUKDMzUytWrND7778vwzCUmJio3r17H8/YAQAAAABoUAJOsrt162b9f8uWLSopKdH1119vlfXv31833nijli1bpm+//dZvfQAAAAAATgZ1uom6uLhYXq+3xmXnnHOOvF6vtm3bdkyBAQAAAADQ2NQpyW7fvr1+/vlnrVy5ssbl8fHx+u67744pMAAAAAAAGps6JdlOp1MjR47UhAkT9MQTT2jFihUqKCiQJO3YsUOLFi1SWFhYUAMFAAAAAKChC/ie7INdc801io6O1uTJk/XZZ59Jqhwl2zRNxcbGauDAgUELEgAAAACAxqDOSbYkXXjhhTrnnHO0cuVKff/99youLlabNm106aWXKiYmJkghAgAAAADQOAScZBcXF2vHjh3q3LmzX7nT6dSQIUM0ZMiQYwrk7bff1u7du2W327Vp0yY9+OCDatGixSHrrVmzRvPnz1dsbKzcbrfGjh2r0NDQY1p2rNasWaMlS5bI6XRqy5Ytuuqqq9SvX7+gbBsAAAAA0HgEnGR/9NFHmjZtmqZPn66kpCQ9+OCDSk1NVadOndSpUye1adNGNlvlLd4ffPCBunfvrnbt2gW07aVLl6q0tFR33HGHpMopwpxO5yHrlZWVadKkSZo2bZpcLpdmzJihefPmafjw4XVeFqgpU6aod+/eGjBggF/53r17NX/+fD366KMyDEP5+fkqLS0NeLsAAAAAgKYj4CT7kksuUWhoqJKSkuTz+bRp0yZlZ2fr7bffliSFhYWpffv2Sk1N1ZYtW5SUlBRwkv3uu+9q0KBBevnll1VYWKhBgwbV+NqVK1cqOTlZLpdLknTmmWdq0qRJGj58eJ2XSdLcuXOVl5cnwzDk8Xg0evRoORyB7ZoPPvhAKSkpmjlzpkpLS9W2bVsNGzYsoNcCAAAACI6i4hL98PMvSkloXt+h4CQXcJLtdDp1+eWXS6psUU5JSdHkyZNVVFSkTZs2adOmTcrIyNA333yjnTt31iqIbdu2ad26dXr44YdVVFSk2267TX//+9/Vtm1bv/WysrIUGxtrPY+NjVV2drZM06zzsmXLlikzM1MPP/ywJOmZZ57RggULdM011wQc+6ZNmzRt2jSFh4fr4YcflmEYuvTSS2u1DwAAAADU3QeffakV36zXyKvOV3KrVvUdDk5idRr4LDw8XM8884wkKSoqSr169VKvXr2s5aWlpTIMI+DtlZWV6eyzz/bb3rJlyw5Jso+H1atXKysrS88995wkqaCgQHl5eZKk2bNna+HChZKkwsJCLV682JqabOzYserTp4/KysrUu3dvRURESJIGDRqkTz/9tMYkOz09XRMnTqwxDqfTqfHjx2vcuHHBfou1tmvXrvoOAagV6iwaG+osGhvqLBqaffn7VVhcqnbJCVZZh5QE7c2t7J3aEOqszWYLzgBQaHTqPLr4kQYNq0o4A9WiRQu/pNzhcKiiouKQ9RITE7Vq1SrreW5uruLj42UYRp2XSVKvXr10yy23SJJM05Tb7ZYkjRgxQiNGjJB0+HuyA41dktLS0pSWlnZIuWEYKikpqfV+Ox527dqlVlz5QyNCnUVjQ51FY0OdRUNRVu7WN+t/1spv1mvrjizFxTTTQ3eNss7FW7VqpTN69WgwdTYnJ8ctiUT7JGQ7Hhv96KOPtG3btoDXHzx4sNatWyepMsndsGGDevfuLUnKzMzUpk2bJEn9+/fXjh07VFBQIEn66quvdP755x/Tsr59+2rt2rUyTVOStHDhQi1atKhWsa9fv956/Q8//GDFDgAAAODYeLxevf7ux3rk6en6z3ufaeuOLIWFhiq1Qxu5D9O4BdSnY5onu7qSkhJlZmYqIyNDH3/8sRISEtSmTZuAXnvDDTdo8uTJ+te//qXi4mINGzZMp512miTp888/V0VFhVJTUxUeHq57771XkyZN8puKS1Kdlw0cOFDbt2/X448/rri4OEnSbbfdFvD77tWrly688EI9+eSTioyMlGmauv766wN+PQAAAIDDc9jtyt6bpwqPRx3bJqt/r+7q2a2TQkNC6js0oEaGaZppkibW5kW5ubnKyMiwkuqMjAzt3r3bas2VpCeffJIW3QDRXRyoO+osGhvqLBob6ixOpI2ZW/W/Fd/o7L6n6dTOHazyrTuzFOmMUIvmrqNuo6HU2ZycnCKXyxV1pNts0TQF3JL9ww8/aM6cOcrIyLAGBqvicrkUHh6uSy65RB07dtTKlSuDHigAAACApi1rzz5tzNiqEIfDL8lum5xYj1EBtRNwkp2dna3Vq1erWbNmOvvss9WpUyfr0aJFC/3hD3/Qn/70J0lSdHS0WrRocdyCBgAAANB4FZWUas33G1VUUqpLzzvLKu97WhfZ7Xb16dG5HqMDjk3ASfbQoUMVFRWlGTNmqHXr1rr66qvldDprXPfgEbgBAAAAnNx8Pp82Zm7Vym82aP1Pm+X1+WS32zXkzN5yRoRLkqIinTq3X896jhQ4NrUa+Kx///7q06eP5s+frzvuuEO/+93vdMEFF9RqTmwAAAAAJxefaervk1/T3tx8SZVjEnXp1Fb9e3VXWCgDmKFpqfXo4g6HQ9dee60uuOACzZgxQx988IFGjx59PGIDAAAA0AiVuytkmqbCwyoH/bIZhtqnJEmS+p/eTX17dlVMs6j6DBE4buo8hZfL5dK4ceOUmZmpqVOnav/+/dq7d69atGih3NxcNWvWTA5H0GYIAwAAANAILP/6e/33k2W64NwzdP65Z1jl11wyWKGhoaIPLJq6Y86CO3bsqKefflr/+9//dP/992vw4MHau3evBg4cyBReAAAAQBPn9flkt9ms57GuZnJXVCh7b67femFMZYWThO3oqwRm0KBBmjx5siTps88+C9ZmAQAAADQwXq9X3/+Yoelz/qvn/v2mzGrLOndsowfuGKnhV11Ub/EB9Smo/bnDwsI0YsQI7d+/P5ibbXLS09M1ceLE+g4DAAAAqJXde/Zq5Tcb9PX3G1VcUipJsttsys0rUFxzlyTJZrMpPq55fYYJ1KvjctP0yJEjZbMFrZG8yUlLS1NaWpr1nNHZAQAA0NCZkma++YFyDowQ3iqhhfr36q4+PTor0hlRr7EBDclxSbKjohgpEAAAAGisTNPUpl+2KzrKqaT4FpIkQ9LAAacrOydP/Xt1U3JSPIOYATVg+G8AAAAAfhZ/uVbvfbpMfU/r4ndv9Tln9KzHqIDGgT7dAAAAwEmswuPR1p1ZfmU9u3VSXHOXEuPj6ikqoPGiJRsAAAA4yZiStu/M0spvNmjtDz/LNE09es8fFRpSmR7ENXfpobtG0R0cqAOSbAAAAOAksnTVd/ry63XKytlnlbVplaCCwiK1jI2xykiwgbohyQYAAABOIhlbdigrZ58inRHqe1oX9e/VzRrcDMCxI8kGAAAAmqC9eQX66ut1SoyP0xk9u1rl553dR316dFb3U9rLbrfXY4RA00SSDQAAADRB23dl6/Mv16h1Urxfkt02OVFKrsfAgCaO0cUBAACARsw0TWVs2aFPlqzyK+/RuaPOPuM0XXPJ4PoJDDhJ0ZINAAAANEJ5BYVa/d2PWvXNeu3L3y9JOr17quLjmkuSHA67rr1kSH2GCJyUSLIBAACARmbO/E/09Xc/yjzw3BUdpX6nd1N4WGi9xgWAJLtepKena+LEifUdBgAAABoJj9crR7VBymKaRctmt6tHlw7q36u7TunQRjaDSbeAhoAkux6kpaUpLS3Nem5wQAQAAEANMrfu1DsffaH2Ka107aW/dv0eNOB0DTqzlyIjwusxOgA1IckGAAAAGqiI8DDtyt6rcneFTNO0GmcinRH1HBmAwyHJBgAAAOrZ3rwCrfpmgzZmbtVfbrlOdlvlJECtElro9uFXqlP71vR+BBoJkmwAAACgHrgrKvTdhgyt/Ga9MrfutMp/3rxNXTu1s5536dS2HqIDUFck2QAAAEA9ePWthVr/82ZJUmhIiE7vnqr+vbqpfZvkeo4MwLEgyQYAAACOs/1FxSouKVNSfJxV1vvUU1RaVqZ+p3fT6d1TFRbK9FtAU0CSDQAAABxHGzO2avqcBerQNll//v01VnmvHp3Vu0fneowMwPFgq+8AAAAAgKYkr6DQ73m7lCSFhYUq0hkhr89nlTOMGdA00ZINAAAAHKPSsnJ988PPWvnNem3fvUdpY/8gV3SUJCk8LFQTx92q0BBOvYGTAd90AAAAoI42b9up5V+v0/c/Zsjj8UqSnOFhytqTayXZkkiwgZMI33YAAACgjr5dv0lr1/0kQ1Lnjm3Uv1d39ejcUQ6Hvb5DA1BPSLIBAACAo6jwePT9jxmq8Hg1oFd3q/ysvj0UFenUGT27qrkruh4jBNBQMPBZPUhPT5dhGNYDAAAADduO3Xs0+52P9dHnX8lXbfCyxJZxunBgPxJsABaS7HqQlpYm0zStBwAAABqOwuISLV/9vd95WruUVup16im6aHB/+Th/A3AEdBcHAADASc/r8+nHTVu08pv12rBpi3w+nxJaxqpTu9aSKqfbGnnNxfUbJIBGgSQbAAAAJ7Xlq7/Xx/9bqcLiEkmSYRjqfkp7RgQHUCccOQAAAHBSMVXZMm0xKruIx8c1V79e3dT3tK5yRUfWU3QAGjuSbAAAAJwU8goK9eHnX8rr9Wnktb92/e7To7NaJbRUu5QkMSQtgGNFkg0AAICTQojDrrU//CxJKi4tU2REuCQpPCxM7VOS6jM0AE0ISTYAAACaFI/Hq3UbM7X6ux814prfyBkeJkmKinTqhisuULvWiVaCDQDBRpINAACARs9U5VzWK79Zr7XrflJpWbkkae26jTrnjJ7Wen1P61JPEQI4WZBkAwAAoNFbuPgrfbJklfU8ObGl+vfqrt6ndq7HqACcjEiyAQAA0Kj4TFP5BYWKjWlmlZ3SoY2Wrf5efU/ron6nd1NyYst6jBDAyYwkGwAAAI3G3tx8vfDK2wpx2PXgXaOs0cA7tE1W+vhb5bDb6zU+ALDVdwAAAADA4bgrPDKrPY9t7pJhSDIM7S8sssoNiQQbQINAkl0P0tPTZRiG9QAAAMCvTElbduzWm+99pkeenq4du/dYy2yGobv+cJ0evPP3ckVH1V+QAHAYdBevB2lpaUpLS7Oek2gDAABIhUUlWv3dj1r57Xrt2ZtnlWdu2aGUpHjreXNXdH2EBwABIckGAABAg7D6ux/13qfLJEnNoiJ1xuld1f/0bmoZ17yeIwOAwJFkAwAA4ITbvWefdmbl+M1bfUbPrtq2M0v9enVTl45tZbNxZyOAxockGwAAACdU/v4iPTV1thx2u7qd0l7O8DBJUnSUU6Ouu7SeowOAY0OSDQAAgOPGNE1t+mW72qW0UmhI5alnTLMo9ezaSZGREfJ4PJLC6jdIAAgikmwAAAAEXW7+fq36doNWfbtBeQWFGn7VRX5dw2mxBtBUkWQDAAAgaDK37tTH/1upTb9st8qau6JlmuYRXgUATQdJNgAAAIKmrLxcm37ZLofdrtO6dlL/Xt2U2j6FKUsBnDQaVJL9ww8/aNy4cZo6dao6duxY4zpr1qzR/PnzFRsbK7fbrbFjxyo0NPSYlh2rNWvWaMmSJXI6ndqyZYuuuuoq9evXLyjbBgAAaIjcFR59+fX32rYzWyOvvdgq79qpna67bKh6dku1BjQDgJNJg5kXoaysTPPmzZPL5TriOpMmTdI999yjsWPHqkWLFpo3b94xLQvUlClTtGLFikPK9+7dq/nz5+vuu+/W7bffrr/+9a9KSUmp1bYBAAAaG5vN0KIlq/TN+p+1MyunWrlNZ/Y+lQQbwEmrwSTZM2fO1IgRI+RwHL5xfeXKlUpOTrYS8TPPPFOffvrpMS2TpLlz52rKlCmaOnWq/vWvfx0Y5TIwH3zwgVJSUjRz5kxNnjxZy/6/vTuPj6q8+///nuwbTJgsEHbCJihggIYom+xacLdSBUu1lJ/iz9pgsTeIHVL30lulVLC4FAXF7Va00lJlU5AdZQfBENZASJgkZJ8s5/tH5MhhggQcmBl4PR+PecBcZ5nPjBcx77muc66VK5WUlHRubx4AAMCP5eS59K/PV+rY8XyzLSQ4WCMG99F9I0eoSYLDh9UBgH/xi+nimzZtUnR0tNq3b/+j+x09elQOxw8/xB0Oh3JycmQYxnlvW7lypTIzMzVlyhRJ0gsvvKCPP/5Yt99+e71qP3DggPbs2aN//OMfioiI0JQpU2Sz2TR8OHfMBAAAgSm/sEiZ+w8rJ9elr7fukquwSJJks9k0YnBvc79relzlqxIBwG/5PGSXlpZqwYIFZsi92NavX6+jR49q+vTpkqTCwkLl59d+Sztv3jwtWrRIklRUVKRly5YpPLx26lN6erp69Oih8vJyde/eXZGRkZKk/v37a/HixXWG7IyMDE2dOrXOOqKiovTII49owoQJ3n6L5yw7O9vXJQDnhD6LQEOfhb/Iyy/Uzu8Oyt4gSl2vSDbbt36bpUVfbjCfh4WG6Iq2LZWUYKf/IiD4Qz8NCgryzg2gEHB8HrK3bNkiSXrppZckScXFxXr77bfVpUsX3XLLLZZ9mzRponXr1pnPXS6XEhMTZbPZznubJKWkpOg3v/mNJMkwDLndbknS6NGjNXr0aEm112R3795daWlplpri4+Mtd8sMCQlRZWVlne/V6XTK6XR6tNtsNpWWlppB3Zeys7PVtGlTX5cB1Bt9FoGGPouLoaamRvmFRcpzFSovv6D2T1eB4h2xunloX3O//OIKrdm0Ux2TW+r6gX3MdiMoVMdcRYp32BUeEqQ+ad0VFhrqi7cCnDN/+Tmbm5vrlkTQvgz5PGSnpaVZguuaNWt09913m3cXz8zMVE1Njdq3b69evXpp5syZKiwslN1u1+rVqzV48GBJOu9tPXv21Lvvvqv77rtPNptNixYtUnV1tUaMGFGv+q+77jrNmjVLhmHIZrNp27Zt6t69uzc/IgAAgDqVV7i198Bh1dQYuqrjDyPRmfsPa+abH3rs36xJguV586QEXX9dmkd7syYJuuf26yXVBhYCNgDUn89D9kl5eXmaP3++iouL9c477+j6669Xjx49tHTpUlVWVqp9+/aKiIjQxIkTNW3aNMtSXJLOe1u/fv108OBBPf3004qLi5MkjRs3rt51p6SkaOjQoXruuecUHR0twzA0cuRIL386AADgcuSurNLx/NpR6DxXoWpqajSoT09ze35hkV55+xMlxDWyhOx4R6zsDWIU77Ar3hFr/pkY18hyfnuDGA3r3+uivR8AuBzYDMNwSprq60IuZ0wXB84ffRaBhj6L05VXVCi/sFhJiXFm24niEj0/e74Ki0os+0ZFRuipR/8/83llVZVenf8vNUlw6Nbr+1+Q+uizCDT+0mdzc3OL7XZ7TFgYM8YvN34zkg0AAHApMiSVlJYpz1Wg/IIipVzVwdxW4a7UpGdfVkhwsP7y2IPmfV5ioiJVVFKm4KAgORrZlXDKaPTJS9QkKTQkRA/cc6sv3hYA4AwI2QAAAD+R8f2ftlOev/Xhf3Usz6VcV6HKKyrMfTu1b62I8NqRrfCwUMXFNlRYWKjKyisUFRkhSQoKCtLjD/9aDWOiFRQUdPHeCADgJyNkAwAA1EONYaigsEj2hjEKPiX4vvTG/+nA4aOa8vC9ahAdJak2bO87dETH8wslSRHhYUpwxCrOYZe7stIM2ZL02MP3yiZPsQ0bXMi3AwC4QAjZAAAAdVi/eacOHTmm3O9vOubKL1R1TY0efWCUkhLjzf3c7kq5K6uU5yo0Q7Yk3XnjIIWHhSq+kV1RUZF1BmlJZ2wHAAQmQjYAALisLf1qo3bvPaAbh/SxLGW1fvNO7ck6aNm3YUy0SssqLG1jfvFzRUaEKzIi3NLeoU2LC1c0AMBvEbIBAMAlKddVoOyjucrLL1Se64dlsO4YPkBXdmhj7nfwSI6+3XtAPY8dt4Ts1Ks764p2rWqneTeyK66RXeFhnutFO2IbXpT3AwAIDIRsAAAQ0DL3H9Z3+w6pY9uWat08yWxfvGK91m3a4bF/7vF8ST+E7H69UpTarbNaNE207Nez6xUXrGYAwKWLkO0DGRkZmjp1qq/LAADArxmSiktKlecqUO7xAnM0ukuntkq58odlsLbv3qtlq76WzWazhOzWzZNUUlr+/dJXtctfxTeyq9FpI89tWiQJAABvIWT7gNPplNPpNJ+fXOsSAIDLUUlZuY7k5CkyItwyXXvJivVauHSVx/4x0ZGWkN2xbSsF2YLUtlUzy37X9LhK1/S46sIVDgBAHQjZAADggqquqVF+wYnakej8AsU2bKCrOiab2zdt260P/r1MaSlXauRNg832RrENFB0Zofjvl75KcMQq3hGr5knWad0dk1uqY3LLi/Z+AAD4MYRsAADwk1VVVau8okIxpyxh9W3mAb2/cKnyC06oxjDM9qs6JltCdlLjOCW3bKp4R6zlnN27XKEeXbguGgAQWAjZAC646upqVdfUyDAMGYahGkMyDENhoSEKDfnhx1BpeYUqKtyKjAhXRHiY2V5UUqqS0nIZhiHJkPH98faGMZbXcVdWSZJCQ4K5DAO4ANyVlcpzFaqyqkqtmjUx23fvPaCX536k9m1a6IFf3Wa2h4aG6Hh+oWySYhs2UPz3o9GtT7sGOrllMz107y88Xo9/xQCAQETIhledDFPBQUEKDg422yvclXJXVpohq/YhzzBVXKqSsjI1iI5SdFSk2Z5fWKSi4pLacHVKyIpr1FD2Bj8ErWPH8+UqOKHEuEaWJVWyc/KU6yo47fUNNU9KVON4h7nfvkNHlJ2Tp9bNk9S0cbzZ/t2+Qzp05JhqTju+Q3JLyy+aO/Zkae+BbHVu30bJLZua7Vt3ZSpz/+FTQmbtn906t7eso7px6y7t+m6/unfpqE7tWpvt6zbt0LZv93ocf22PLupyRVtzvxXrNmvT9t3qk9rNcr3i8tVfa8OWXZbaawxDg/v8TD/r1snc77Mv12ntN9s1pF+q0lKuNNv/s2y1vtqw1ePzGz6ot/qmdjP3W/DfL/XFmm90y7B+6p+WYrb/a/FX+mLNNzrd6ft99sXaOo9fsnLDGY9v37Kx+fy/y9do6aqNGjG4twb17unx/sNCQ2uDfWiIwkJD1bPbFZbPOXP/YR09dlxtWja1/PcvOFGk0rKK74+tPUdYaIiCgoMJAbik5RcWadHyNbU3HnMVqKi4VJLUtHG8Jt4/ytyvkb2BbDabqmtqLMe3aJqo/3nwHsXF2hUSEiwAAC4HhGxYrNywTVu+/VQ/H3CNru3ZxWz/1+cr9eW6TWa4Pfk4U5g6vf0/y1bXK2Qt+WpDncd/seabeh2/asPWOo9ft2nHGY8/NWRv2r7HPP7UkLXt2711Hh8WGnraaM5BfbHmG8VERVpCdub+w3Uen+CItYTsg9nHtGHLLjVrkmAJf9k5edq6K9Pj+NOvQTyeX6i9B7ItwVuSCk4U6/DRXI/jS0rLLM9Ly8rlKjih8vIKS3uFu9JjX6n2S5W6GKdMC5Wk4OAghYWGyGazWR7BwUGW/SIjwtXI3kBhp61D2yAmSo3jHaodnD55vBQVGeHx2qEhtQH6VK6CE3W+/9NH0zbv2KMV6zbr1uv7W/77L1v1tb5cu8nj+JuH9tV113Q3ny/5aoO27PhOA67toauvbG85b9bBIx4hv03LJDVJiDP3KzhRrPIKt+wNohUZEe7xeoA3GKr9tx59yr+fwqISvf7Ov2RImvDbX5rtNpvNsgRWcFCQ4hrZlRjfyHLOeEes/jLl/1dwkPXfdGhIiOVnLAAAlwNCNizclVUqKS2Tu7LS0l5dU6OqKs9A9WNh6lThYaGKiY6SzSYFnRKy6gpTTRIcHgGjkb2BWjZtLNlssklmyGoQE2XZLzG+kTq2balYewNLe9PG8eraqZ153MnXT4yz/qLYunmS3D0q1SQxztLernVzj2NtNptaNG1s2a9z+9aKiY5Um1MCtlR7/eHJkZ5Tz9OmhXW/7l06qnlSosdNfVKv7qy2rZp51n/aL699Urupa6e2csTaLe3XXdNdP+vWyeP4U6+dlKQhfX+mvr2uVnSk9fO/YUCaBvf9mXlc0PfnCAm2jkzdPLSvbh7Wz2N098bBfXTj4D46m2H9e2lY/14e7YN697SMTJ8qOzv7h9cZ0kc3DvF8nUF9fqbUqzvLXVkpd2WVKiur5K6s9Pjvl9yymapraiwBW6rtZ0mJcXJ/f1xlZZXc7kqFhlp/hB53FepAdo5Ky8st7buzDmrVhq0edd3+8+ssIXvJyg1auX6zbrvhOo8ZAus37TBH0U+G9IG9e1i+UNm8Y48OHM5R107t1Kr5D1/+HD6aq/zCIo+R+IYNohUe9sNMElx6qqurtWHLLuW6ape/yj2erzxXoYKCgvT0/9xv/luNjozQwewc2YKCVFNTo6Dvw7K9QbR+MWKg4h2xSnDEyt4wRkF1XIphs9kUzCUaAABIkmyGYTglTfV1IZczm82m0tJSRUZGnn3nC2zf/v2KT0g0R9xOqqqulmEYHiOR/EoFX8vOzlbTpk3PvuMFYMh6zWh+YZFOFJfIYW9o+QJod9ZBZR/NtYb0yir17HqFZcmh/36xVl9v+1bXX5dmme4//+PPLaOJJ428abBlWv+7/1qiNV9v050jBlmWLXrv0yVavXGbx/F33jhI13T/Yb+PFn2hr7d+q5uH9VPPrj/cbGrFus3ak3XQYyS+S6e2tV9+fe/QkWMqKi5V0ybxlss4KtxuGYZqp9ifNtJ5OboQfdaQ9K/PVyjPVahf3zncDMI1hqFHn3rJY9ZJZES4/vT7exUR/sMXavsPHZUjtqFiYqL42Q4LX/6cBc6Hv/TZ3NzcYrvdHhPGF9qXHUayYREWGqqYKM+wf/qIJQDPmzI1sjdQo9NmUUhShzYtLJcFnMmZRvJ/MXygbhraV5WnjcTHN4q17NetczvFO+yWUWxJSkqM15Ud2niE/OjTptuXlpWruLTMY4bKweycOi9XiHfYLSH7y7WbtH7zTt118xClXt3ZbP/wP1+YXxIEBwWZo+m3XN/P8mXCinWbtXf/YfVJ7Wb58mHnd/uU5yr8PtzXBvzQ0BA1TYy3fJnhrqysnWEREnJJhcRjx/OVe7xAea4CHc8vNEelJ/z2l+asH5ukr7d+q8KiEhWeKDb7YZDNpuvSUhQWFqp4h13xjljFN7LXeanF6f0GAACcH0I2APi5kJDg2ptG1RGMTnVF21a6om0rj/a+qd0s08/P5BcjBummoX0VftplHP3TUnRlx2Qz3J9pun1SYryuaNfKctNBqTZYh4eFyu2uVHVNjaorKlReUSGjxhrm9x06ok079qhrp3aW9g2bd+nrbd961Dvq1mGWEff3P12qDVt26e5bhlpu6PevxSu1e+9Byyh8aGiI+vysm9qccl3+ru/263hBoTomt7QsJXU8v1DuykrLVPvQ0FCP649/ql3f7deRY8fVK6WzJQS/8vYnynMVeOyfl1+oFqdcWnLjkD4KDg5W1GmXe4wY3NurdQIAgB9HyAYASJIZIE/XrEmCmjVJOOvxA67trgHXdvdov/PGQbrzxkEyVHuNcO1ofKVlqrJUG+av6pis1s2tN6S7ol0rRUdFeIzEx562hFvtKHawx7XyuccLdOjIMY+6up52g8C132zXph179Ks7brCE7IVLVumb7bs9jv/VHTdYRuL/9flKfbf/sIYPutYyc2HtN9t1NNdlhvxjuXkKCt6hQX16KuGU1/nvF2u179ARtWzW2DKS37ZVM8XFNlTc98tfxTtia28+FvfDsZJYTxoAAD9ByAYAXBQ21V56EhIcLNVx9/SWTRtbpp+f9LNunSwj02dy9y1DdfctQz3ab72+v4b0/Zllqr27skotm1mnR3ds21JRkREeN0S0N4xRk4Q4c7r+ybB/+hcSOXn5OnD4qNxu640jt+/OqnO6faf2rS0hu1vn2hvWxURbL9n55U2Dz/reAQCA/+DGZz6QkZGhqVOnWtr85cZn/nKjCKC+6LPwhZMT3U+99jsvv1AlJWVKiIu1TPfevnuvjuUVmKPwxcXFatmiqTomt1RcI+tKAIA/4ucsAo2/9FlufHb5YiTbB5xOp5xOp/n89OWuAAD+ra6f2vGN7IqvIzRf2SFZp8wq95tf/gAAwIXBWioAAAAAAHgJIRsAAAAAAC8hZAMAAAAA4CWEbAAAAAAAvISQDQAAAACAlxCyAQAAAADwEkI2AAAAAABeQsgGAAAAAMBLCNkAAAAAAHgJIRsAAAAAAC8hZAMAAAAA4CWEbB/IyMiQzWYzHwAAAACASwMh2wecTqcMwzAfAAAAAIBLAyEbAAAAAAAvIWQDAAAAAOAlhGwAAAAAALyEkA0AAAAAgJcQsgEAAAAA8BJCNgAAAAAAXkLIBgAAAADASwjZAAAAAAB4CSEbAAAAAAAvIWQDAAAAAOAlhGwAAAAAALyEkO0DGRkZstls5gMAAAAAcGkgZPuA0+mUYRjmAwAAAABwaSBkAwAAAADgJYRsAAAAAAC8hJANAAAAAICXELIBAAAAAPASQjYAAAAAAF5CyAYAAAAAwEsI2QAAAAAAeEmIrwuQpDfeeEPHjh1Tw4YNdeDAAd1111266qqr6tx348aNWrBggRwOh9xut9LT0xUWFvaTtv1UGzdu1JdffqmoqCjt27dPt956q1JTU71ybgAAAABA4PCLkL1lyxb99a9/lc1m0/bt25WRkaH33nvPY7/y8nJNmzZN//jHP2S32/Xaa6/p/fff16hRo857W33NnDlT3bt3V1pamqU9Ly9PCxYs0J///GfZbDYVFBSorKzsJ38mAAAAAIDA4xfTxU8GbElq0qSJTpw4ocrKSo/91q5dq2bNmslut0uSrrnmGi1evPgnbZOk+fPna+bMmZo1a5ZmzJihqqqqete+cOFCtWjRQv/85z/10ksvaeXKlUpKSjqPTwEAAAAAEOj8ImSfDNhSbSAeNmyYQkNDPfY7evSoHA6H+dzhcCgnJ0eGYZz3thUrVigzM1Pjx4/XAw88oKqqKn388cf1rv3AgQNauXKl7rrrLo0fP16rV6/WwoULz/UjAAAAAABcAvxiuvhJhw8f1ldffaXHH3/8or3m+vXrdfToUU2fPl2SVFhYqPz8fEnSvHnztGjRIklSUVGRli1bpvDwcElSenq6evToofLycnXv3l2RkZGSpP79+2vx4sUaPny4x2tlZGRo6tSpddYRFRWlRx55RBMmTPD2Wzxn2dnZvi4BOCf0WQQa+iwCDX0WgcYf+mxQUJB3bgCFgOM3Ifvw4cN6/fXXNWnSJEVERNS5T5MmTbRu3TrzucvlUmJiomw223lvk6SUlBT95je/kSQZhiG32y1JGj16tEaPHi3pzNdkx8fHW0biQ0JC6pzqLklOp1NOp9Oj3WazqbS01AzqvpSdna2mTZv6ugyg3uizCDT0WQQa+iwCjb/02dzcXLckgvZlyC+mix84cED//Oc/9cgjjygmJkb//ve/tW/fPklSZmam9uzZI0nq1auXDh06pMLCQknS6tWrNXjw4J+0rWfPnvr6669lGIYkadGiRfr888/rXft1112n7du3m8dv27ZN3bt3/ykfBwAAAAAgQPnFSPbEiRPldrv161//WpJUUVGh559/XpK0dOlSVVZWqn379oqIiNDEiRM1bdo0y1Jcks57W79+/XTw4EE9/fTTiouLkySNGzeu3rWnpKRo6NCheu655xQdHS3DMDRy5EhvfTQAAAAAgABiMwzDKWmqrwu5nDFdHDh/9FkEGvosAg19FoHGX/psbm5usd1ujwkLY8b45cYvposDAAAAAHApIGQDAAAAAOAlhGwAAAAAALyEkA0AAAAAgJcQsgEAAAAA8BJCNgAAAAAAXkLIBgAAAADASwjZAAAAAAB4CSHbBzIyMmSz2cwHAAAAAODSQMj2AafTKcMwzAcAAAAA4NJAyAYAAAAAwEsI2QAAAAAAeAkhGwAAAAAALyFkAwAAAADgJYRsAAAAAAC8hJANAAAAAICXELIBAAAAAPASQjYAAAAAAF5CyAYAAAAAwEsI2QAAAAAAeAkhGwAAAAAALyFk+0BGRoZsNpv5AAAAAABcGgjZPuB0OmUYhvkAAAAAAFwaCNkAAAAAAHgJIRsAAAAAAC8hZAMAAAAA4CWEbAAAAAAAvISQDQAAAACAlxCyAQAAAADwEkI2AAAAAABeQsgGAAAAAMBLCNkAAAAAAHgJIRsAAAAAAC8hZAMAAAAA4CWEbB/IyMiQzWYzHwAAAACASwMh2wecTqcMwzAfAAAAAIBLAyEbAAAAAAAvIWQDAAAAAOAlhGwAAAAAALyEkA0AAAAAgJcQsgEAAAAA8BJCNgAAAAAAXkLIBgAAAADASwjZAAAAAAB4CSEbAAAAAAAvIWQDAAAAAOAlhGwAAAAAALyEkO0DGRkZstls5gMAAAAAcGkgZPuA0+mUYRjmAwAAAABwaSBkAwAAAADgJYRsAAAAAAC8hJANAAAAAICXELIBAAAAAPASQjYAAAAAAF5CyAYAAAAAwEtCfF2AJFVWVurFF19UcHCw8vPzdeONNyo1NbXOfTdu3KgFCxbI4XDI7XYrPT1dYWFhP2nbT/Xee+9pz549stlsatOmje666y6vnBcAAAAAEFj8YiT7gw8+kN1u14QJE/Too4/q+eefV1lZmcd+5eXlmjZtmv7whz8oPT1d8fHxev/993/StvqaOXOm1qxZ49G+Y8cOffnll5o8ebImTZqkNWvWaNu2befxKQAAAAAAAp1fhOzFixerV69ekqQGDRqodevWdQbatWvXqlmzZrLb7ZKka665RosXL/5J2yRp/vz5mjlzpmbNmqUZM2aoqqrqnGpPTU2VzWaTzWZTWlqa5dyB5vnnn/d1CcA5oc8i0NBnEWjoswg09Fn4ml+E7JycHDkcDvO5w+HQ0aNHPfY7evSox345OTkyDOO8t61YsUKZmZkaP368HnjgAVVVVenjjz/2eu2B4n//9399XQJwTuizCDT0WQQa+iwCDX0WvuYX12T70vr163X06FFNnz5dklRYWKj8/HxJ0rx587Ro0SJJUlFRkZYtW6bw8HBJUnp6unr06HFOr5WRkaGpU6fWuS0qKuo834H32Ww2X5cAnBP6LAINfRaBhj6LQOMPfXbChAnhzzzzjK/LgA/4Rchu3LixXC6XWrRoIUlyuVzq2bOnx35NmjTRunXrzOcul0uJiYmy2WznvU2SUlJS9Jvf/EaSZBiG3G63JGn06NEaPXq0pNprsrt37660tLQ6az/13I0bN67zfTqdTjmdTo92wzBUWlr6I5/QxRMTE6Pi4mJflwHUG30WgYY+i0BDn0Wg8Zc+GxwcHOqtGy0jsPhFyB48eLDWrl2rbt26qaioSFlZWWaYzczMVE1Njdq3b69evXpp5syZKiwslN1u1+rVqzV48GBJOu9tPXv21Lvvvqv77rtPNptNixYtUnV1tUaMGFGv2gcNGqRZs2bpnnvukSStWbNGY8eOPaf3b7PZFB0dfU7HXEj+VAtQH/RZBBr6LAINfRaBhj4LX7IZhuGUNNWXRbjdbr344osKCQmRy+XSjTfeaN4I7ZVXXlFlZaXGjx8vSdqwYYPHUlwnp3Cf77a33npL+/btU1xcnCRp3LhxCgqyXq5+ppFsSXr33XctS3jdfffdF+aDughsNpsMw/B1GUC90WcRaOizCDT0WQQa+ix8zS9CNvwHP5QQaOizCDT0WQQa+iwCDX0WvuYXdxcHAAAAAOBSQMiGxZnufg74K/osAg19FoGGPotAQ5+FrzFdHAAAAAAAL2EkGwAAAAAALyFkAwAAAADgJYRsAAAAAAC8hJANAAAAAICXELIBALjA9u3bV+earceOHdPBgwd9UBHw47Kysups379/v3Jzcy9yNcDZ0WfhTwjZ0JYtW+ps37lzp7Zu3XqRqwHOjj6LQDNz5kzNmDHDI2jv3btXGRkZcrlcPqoMqNuDDz6oJUuWeLSvXbtWTz31lA8qAn4cfRb+hJANrVixQmVlZR6PVq1a6cMPP1R5ebmvSwQs6LMIRE2aNNGsWbMsQTstLU3p6enavHmzDysDPDkcDmVlZXmEljvvvFO9evXiiyH4Hfos/EmIrwuA7+3fv1833XTTGbf36NFDI0aMuIgVAT+OPotA1KdPH2VlZelvf/ubHnzwQYWE1P4vOCwsTG6328fVAZ7Gjh2rV199VQsXLtTw4cPN9tDQUPos/BJ9Fv6CkA21atVKGRkZZ9weGhp6EasBzo4+i0DVu3dvBQcHKz09XQMHDlRUVJQ+/vhjPfbYY74uDajT2LFjNWfOHE2ZMkV9+vRRaWmpli9frttuu83XpQF1os/CHxCyob59+yoyMtLXZQD1Rp9FoImOjtZrr72mhx56SGlpaWratKnmzZun/Px8/fKXv1SzZs18XSLg4eWXX9b999+vX//611q3bp0+/PBDhYaGasKECQoK4opD+B/6LPyFzTAMp6Spvi4EAAAAAIBAx0g2PJw4cUKZmZmKjY1VmzZtfF0OcFb0WQSKoqIiHT16VGVlZXI4HGratCmjK/Brubm5ys3NlWEYSkxMVEJCgq9LAn4UfRb+gJANvfDCCwoPD9f48eO1ceNGPfXUU4qJiVFJSYl69OihyZMn+7pEwII+i0BTWFioGTNmaM2aNYqMjFRYWJhKSkoUHR2tMWPGaOjQob4uEbDYs2eP/v73vyszM1MxMTGy2WwqKipSmzZt9OCDD+qKK67wdYmABX0W/oSQDVVVVSk9PV2S9O9//1uzZ89WfHy8DMPQvHnztGnTJl199dW+LRI4BX0WgebVV19V7969NXHiRIWHh5vtR44c0SuvvKLWrVurQ4cOPqwQ+EF1dbVmz56tcePGqXPnzrLZbJIkwzC0a9cuzZ49W88++6zCwsJ8XClQiz57bj777DMtXbpUERERqqqqUklJiVJTUzVs2DA5HI6LXs8zzzyjNWvW6Pe//70GDBhw0V//QmCOGhQdHW3+vUWLFoqPj5ck2Ww29evXT4cOHfJVaUCd6LMINGFhYRowYIAlYEtSUlKSRo0apd27d/uoMsCTy+VSjx49dOWVV5phRar9GdupUyf16dNHOTk5PqwQsKLP1t8//vEPLV26VE6nU1OnTtWTTz6phx9+WB988IFWrFjhk5omTZqkxMREn7z2hULIhho1aqRPP/1UbrdbhmFow4YNKikpUXZ2tubOnav27dv7ukTAgj6LQFNRUaGlS5eqoqLC0n7kyBHNmzePUWz4FYfDoQ0bNmj79u0yDMNsNwxDO3fu1MqVK9W4cWMfVghY0WfrZ9euXfq///s/paenW1Zpad26NUuceRl3F4cMw9Dbb7+tTz75RNXV1SosLJRUG2Tuuece3XjjjT6uELCizyLQnHpNdlRUlMLCwlRcXKyYmBj96le/4pps+J1Tr29t0KCBbDabTpw4oTZt2mj8+PHq1KmTr0sELOizZzdz5kxt3LhRr732mse2mpoa1dTUKCQkRAcOHNCrr76qmJgYVVdXKzg4WOPHj1dMTIy2b9+uJ598Unl5eXI6nXrzzTeVn5+vkSNH6o477pAkVVZWatq0abLZbAoKClJpaanGjBmj5ORk8/Xeeecdff7554qLi1NKSoqWLl2qu+++WwMGDKjX8f6OkA1TVVWVcnNzlZ+fr4YNG6pJkyYKCeGyffgv+iwCTXFxsXJycsy7iyclJVmmNgL+xuVy6dixY5Kk+Ph48/IcwF8FYp89XnBCGzbvVFwju3p2vcKj/XRn2u/09tNNnjxZNTU1evbZZ3+0nqysLBUXF6tLly6SpAULFujAgQP63e9+J0nKzs7WmDFjNHbsWI0cOVJbt27VxIkT9d5776lhw4aqqKjQ8uXLNWzYMPN8Tz75pBnuly1bphkzZujVV1+Vw+HQunXr5HQ69eijj2rAgAFnPT4Q8NsoTCEhIUpKSlJ0dLQyMzNVWVnJckjwa/RZBBrDMMzRgpqaGhmGQciGX6uurjb76qnTcAF/FYh99nh+oRYtX6MOyS2t4fn79tOdab/T209X3//fNG3aVO+8847mz5+v0NBQuVwuud1uj/2GDBkiSerSpYtsNpuOHDmihg0bKjw8XDabTY899piCgoJUU1OjAwcOmDO4lixZotTUVPMma6mpqWrQoIF53rMdHwgI2WA5JAQc+iwCDUt4IdCwHBICTSD32bhGdl1/XZriGtnrbK9r//ocf7rmzZtr48aNZ63n9ddf1+7du/Xcc88pLCxMX331lWbPnu2xn93+w+uFh4ersrJSkrRq1SrNmjVLs2fPVkJCgoqLi3XrrbeqrKxMMTExysvLU/Pmzc94rrMdHwgI2WA5JAQc+iwCDUt4IZCwHBICTaD32bjYhhrWv1e92893v8GDB+ujjz5STk6Ox43g5s+fr7i4OA0dOlRbt25VWlqa+XlVV1fX853U2rp1q5KTk5WQkFDn8QkJCSooKLC0nThxot7HBwLuLg6WQ0LAoc8i0LCEFwIJyyEh0NBn66d9+/YaNWqUXnjhBZWVlZntmzdv1sKFC5WSkiKp9nerXbt2mdPtN2zYcE6v06JFC+3fv1+lpaV1Hj9kyBCtW7dOLpdLkrR+/Xrz7/U5PhAQssFySAg49FkEGpbwQiBhOSQEGvps/Y0ZM0YDBw7Un/70JzmdTj3++OP69NNP9dxzz5kjx2PHjlVlZaV+97vf6emnn5bb7ZbL5dKLL76oI0eO6O9//7sk6cknn1RVVZWeffZZVVRUaM6cOcrMzNSwYcN07bXXmsd/++23kqQXX3xRLpdL/fr108iRI/XHP/5Rjz76qDZu3KiWLVvqww8/1Jo1a856fCDg7uJgOSQEHPosAg1LeCHQsBwSAg19Fv6EkA0TyyEh0NBnEWhYwguBJhCXQ8LljT4Lf8Bvo5BUO8qSnZ2tVq1aKSkpydflAPXCEl4INCzhhUDjcDjMZXYAf5aVlaU2bdp49Nn9+/crKirKnAoNXAyEbGjTpk1yOp0KCwtTSEiI/vKXv+hvf/ubdu/erYEDB+rhhx/2dYmABUt4IdCwhBcCzZYtW9S1a1eP9s8++0ypqamKjY29+EUBP+LBBx/UI488okGDBlna165dq1WrVunFF1/0TWG4LBGyYS6B1LhxY2VlZemZZ57RyJEj1aFDB33wwQcshwS/wxJeCDQs4YVA88UXX9R5E8lOnTrptdde0yOPPOKDqoAzczgcysrK0pIlSyxB+84771R1dbVcLhezMnDRELKhhIQE846Lbdq0UXJysvr37y9JuuWWW7R582YCC/zK2Zbw2rp1K30WfuXkEl6nO7mE186dOwnZ8CuffvqpPvnkkzNuv/POO9WiRYuLWBFwdmPHjtWrr76qhQsXavjw4WZ7aGio3G63DyvD5YaQDeXm5pqL0mdlZWnv3r364osv1LFjRy1YsEB9+/b1dYmAxcklvIYOHWou4dWpUycVFhZq7ty5+sUvfuHrEgGLk0t49e7d22Mke968ebrrrrt8WB3gacSIERo7duwZt0dERFzEaoD6Gzt2rObMmaMpU6aoT58+Ki0t1fLly3Xbbbf5ujRcRri7OMxrssPDwxUcHKxp06Zp+vTp+vbbbzVo0CCuyYbfYQkvBBqW8EKgOdM12YC/Gj16tPr06aP7779fkrRu3Tp9+OGHCg0N1b333qvk5GQfV4jLCSEbkqSioiLz7uJ8O41AwRJeCDQs4QUAwKWPkA0AAAAAgJcE+boAAAAAAAAuFYRsAAAAAAC8hJANAAAAAICXELIBAAAA4BI3Y8YM3XPPPRo9erRKSkos25xOp+644w49/vjj2rVr13mdf+nSpbr//vv1+9//3gvV/mDLli2aMGGCbrnlFq+e91TPPPOMbr75Zi1btswr5yNkAwAAAMAl7qGHHlJqaqqOHz+u6dOnW7ZlZGQoOTlZkydP1hVXXFGv8/32t7+1hNKBAwfq5ptv9mrNktS1a1fdd999Xj/vqSZNmqTExESvnY+QDQAAAACXiXvvvVfLly/XZ5995utSLlksKAsAAAAAl4mrr75ao0aN0t///nddddVVatq0aZ375efn66WXXpIkVVRUqE2bNhozZoyCg4M1ffp0HTt2TB988IGWL1+u3r17a+jQoeaxc+fONUP8I488oquvvlqSVFVVpTfeeEP79u1TRESEDMPQQw89JLvdrg8++EDz589XixYt1LNnTy1evFiHDx/WCy+84FHbV199pf/85z+y2+0qKytTq1atNGbMGEmynKdHjx511iFJ77zzjj7//HPFxcUpJSXFcv6qqipNnz5dpaWlCg4O1okTJ3TfffepQ4cO9fqMGckGAAAAAB85UuXWG4U5Ho/PSvLr3O9M7Wc6ri733HOP2rVrp2eeeUbV1dUe2w3D0NSpU9W8eXNNmTJFf/7zn7Vz5069//77kqSHH35YiYmJuuOOO5SRkWEJ2FlZWerSpYvmzp2rYcOG6eWXXza3zZkzRzt27FBGRoYee+wxtWjRQs8++6wk6Y477tDYsWO1d+9etWvXTnPmzNHo0aMVFhZW53uYMGGCJk6cqD/96U/at2+fvvjiC8t5srKydOWVV9ZZx7Jly/Tee+9p2rRp+stf/qK2bdvq0KFD5vbPP/9cRUVFevzxxzV58mT16tVLu3fvPuvnehIhGwAAAAB85EiVW3MKjno8Piv2DNM/1n6m4+oSFBSkSZMmKTs7W2+88YbH9r1792rHjh0aMmSIJMlms6l///5auHDhWc8dFxdnjhinpKRYwuunn36qQYMGKSioNoYOHDhQGzZs0LFjx8x9HA6H0tLSJEljxoypc/S4Q4cOmjNnjh577DE5nU5lZmZq+/btHnV07969zjqWLFmi1NRUORwOSVJqaqoaNGhgbo+MjNTWrVu1ePFilZWV6dZbb9WIESPO+t5PYro4AAAAAPhIUkiYfh3bpM72uvY7U/uZjjuThIQETZw4UU6nUz169LBsOxl6X3/9dTMQl5aWKioqSjU1NWZbXRo2bGj+PSIiQpWVlebxJSUlWrx4sb755htJUk1NjVq3bq38/HzzxmOxsbFnrf3xxx9XSkqKJkyYIEmaOXOmysvL61WHJOXl5al58+aW/e12u/n36667Tm63WwsWLNDzzz+vPn366P777zdD+dkQsgEAqKf09HTt3LlT1dXViouL01133WXeSXXFihX629/+puLiYjkcDs2ZM0ehoaE+rhgA4O+SQsI0xt74vPer7/F1SUtL080336znnnvOEm5PBt7x48crLi7ObC8qKvrRgP1joqKiFBMToxEjRmjgwIFme0lJiSIjI+t9nrKyMmVmZuqBBx4w2+qa8v5jEhISVFBQYGk7ceKE+ffS0lINHDhQQ4cO1cGDBzVt2jS9/PLLmjx5cr3Oz3RxAADq6YUXXtANN9wgqfYGKqcuVdK3b1+lpqbqD3/4g9566y0CNgAgIIwbN06xsbHas2eP2ZacnKzOnTtryZIlZtu6dev017/+1XweFRUlt9ut8vJy87rqsxk+fLiWLVsmwzAkSS6XSw899JCqqqrqXW9kZKTi4uK0Y8cOSbU3Kdu8eXO9j5ekIUOGaN26dXK5XJKk9evXm3+Xam+etmLFCklSixYtlJKSck5fLtgMw3BKmnpOVQEAcJnKysrSuHHjlJaWpieeeMJs/+STT3To0CGNHz/eh9UBAFC3mTNnau3atUpMTNRNN92kvn37mtuys7P1wAMP6J133jFHlfPz8zVr1ixVV1crJCRENptNDz74oHnt8pIlS/TRRx8pNjZW/fr1U8OGDfXmm28qJydHw4cP1w033KAXX3xR33zzjfr06WOOAr/55pvau3evYmJiVF5erlGjRql9+/Zas2aNeXy3bt308MMPy263a+vWrXrjjTe0fft2XXPNNZo8ebJ27NihGTNmKCEhQQ0aNJDL5dKRI0d0++23Kykp6ax1hISE6N1339XixYvVqFEjJScna/369YqKitKoUaMUHh6ut99+Ww6HQzU1NXK73XrooYcUHx9fr8+akA0AwDlKT0/X9u3bNW/ePCUmJmr79u2aO3eunnrqKQUHB0uS9u3bp7lz5+rgwYPmN/S33Xabx41TCgoK9N5772njxo0qLy9Xfn6+0tPTNWDAAO3Zs8cM7TfccIO6deumt956S0eOHFGHDh00ffr0i/vGAQDAWTFdHACAc3TTTTfJMAx9+umncrlcmjVrlv7nf/7HDNjffvut0tPTNWjQIM2ePVuvv/66fv7zn2v69Ok6fPiweZ5t27Zp3LhxcjgcmjFjhmbNmqWysjLz+rdWrVrpjTfeUEhIiPbu3av9+/drypQpuu222xQdHe2T9w4AAH4cNz4DAOAc9e3bV40aNdJ//vMf7dy5Uw899JB5w5jy8nI98cQTuv7663Xttdeax5xc59PtdkuqnZo3efJkjRkzRrfffrskmWtwJicnm8dUVVWpqqpKHTt21H333SdJatCggY4cOXJR3isAADg3hGwAAM5RSEiIrr/+es2fP1/9+vVTx44dzW2rV69WTk6OhgwZooqKCh04cEArV67U+++/r6FDh6pNmzaSpNmzZ6tp06a67bbbzGMzMzOVmJiomJgYS5tUO3p+UkJCghISEi702wQAAOeBkA0AwHk4OTW8X79+lvZVq1bJZrNp0qRJCg4OVkJCgtq1a6dnnnlG3bp1k1R7HfaqVas0duxY2Ww289jMzExzFPvUNrvdrlatWl3gdwQAALyBkA0AwHnIzMxUQkKC7Ha7pT03N1fNmzfX66+/fsZjt2zZIsMw1LNnT0v75s2bNWDAAEvb3r171a5dO+8VDgAALihufAYAwHn47rvv1LZtW4/22NhYFRYWmmuASlJNTY3mzZuniooKSdKJEyckyVwGRZJ27typ7OzsOkey63odAADgnwjZAACco6KiIuXm5tY5wjx06FCdOHFCS5YskSQZhqE5c+boyJEjCg8PlyS1b99eUu0ao4Zh6MCBA5o5c6YkWQJ1YWGhXC6XR/AGAAD+i3WyAQA4B0888YS2b9+u48ePq2HDhurcubOeeOIJyz4fffSR3n//fUVHRysqKkopKSm65557zOu4JWnBggV67733VFZWpm7duqlr166aNWuWEhMT9fTTT6tVq1b6+uuv9cc//lGvvPKKWrdufZHfKQAAOB+EbAAAAAAAvITp4gAAAAAAeAkhGwAAAAAALyFkAwAAAADgJYRsAAAAAAC8hJANAAAAAICXELIBAAAAAPCS/wfeC470Dt81OAAAAABJRU5ErkJggg=="
What is the sum of the maximum of Canada and minimum of Netherlands ?
19570000.0
82425.png
2,610
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"
What is the sum of the maximum of Sri Lanka and minimum of Estonia?
9.23
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2,611
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"
What is the smallest value of Congo (Democratic) at position 4.0 ?
2.5
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2,612
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BRVlsbGyO127W7xizrAOKEm9vb7Vu3VqvvPKKevfurfHjx+vAgQOSila/oU+hqLFYLMa/o6Ki5OLiolq1akkqWv2DfmVOhBkAHKJ58+by9PSUJD3++OPasmWLLly44OCqAADIycfHR40aNZIkeXp66qGHHtIvv/zi4KoA80hNTdXUqVP1/vvvy9nZ2dHl4A5BmOEAvr6+unDhgtLT0yVJmZmZSkxMlJ+fn4MrA24Pm82m6Oho42dnZ2dZLBalpqZet38UdJ2fn58xpFGS4uLiVK5cOVkslgKvA4oyX1/fHK9dX19fU60DipLY2Fjj94skubi4KDU1VVLR6jf0KRRFKSkp+uKLL9S7d29VrFjRWF6U+gf9ypwIMxzA29tbtWvX1rZt2yRJ27dvV0hIiEqXLu3gyoDbIyUlRWPGjDF+/vvvv1WhQgWVKVPmuv2joOsaNmyoqKgoJSYmSpI2btyoli1bSlKB1wFFWYsWLbRlyxbZbDbZbDZt2rTJeO0WxrqWLVtq8+bNkqQLFy7o6NGjxrfYBV0HFCVLlizRnj17jJ937dqlOnXqSKJPAdeTlJSkMWPG6LnnnlOVKlUUGRmpFStWSOJ3FW6dxWazDZc0wtGF3G1OnTqlKVOmqHTp0jp79qz69esnf39/R5cF3Bbp6ekaM2aMMjMz5e3trdjYWL3wwguqVKmSpOv3j4Ku++uvv3LcYjXrlnoFXQc42owZM7R9+3ZlZGQoNDRUL7/8srFu4cKF2W5N171790Jbl5aWpnHjxslqtSouLk7t2rUzJksr6DrAEfLqU5s3b9b333+voKAgJSYmKiAgQM8//7yxH30KyN0nn3yijRs3qlixYpKkjIwM9ejRQ88884wkflfh1hBmAAAAAAAAU+EyEwAAAAAAYCqEGQAAAAAAwFQIMwAAAAAAgKkQZgAAAAAAAFMhzAAAAAAAAKZCmAEAAAAAAEyFMAMAAAAAAJgKYQYAAAAAADAVwgwAAAAAAGAqhBkAAAAAAMBUCDMAAAAAAICpWB1dAAAAd6P09HT16dNHZ8+eVZUqVfTVV1/dcJ/4+HgtWLBAf/31lzIyMpSRkaFz587pgQce0Keffnobqr6+5ORkLVq0SD179pTFYnF0OXelixcv6tNPP9XHH3+cY92hQ4d09OhRPfbYYw6oDAAA+yLMAADgJs2YMUMLFy7UzJkzFRgYmGP93r179d577+nTTz9V9erVc23DarVq9uzZ6t27t6pUqXLDYyYlJWnIkCGqVq2aJk2apGLFikmSunbtqnvuuefWHpAdxMbG6j//+Y969OhxxwcZZ86c0cqVK9WmTRuVKVPmutt+9dVX+v3335WYmKiSJUuqXLlymjJlirF+1qxZWr58uS5evCgvLy+9+uqraty4saQr4cP//vc/HThwQGlpabJYLPL391fdunXVtm1blShRIsfxIiIiFBwcnGst/v7++uSTT2Sz2dSqVatbOAMAADgeYQYAADchJiZGP/zwgyTpyJEjuYYZSUlJqlChgnx9fa/bVlpamk6ePKmnn376hsf99ddfFRMTo0mTJsnNzU2SlJiYqHPnzqly5co3/0Ds6OLFixoyZIh69eqlpk2bOrSW22HHjh2aM2eOnnnmmRtu+9prr6l69eoaNWqUPvnkE1WrVi3b+hdeeEEhISH66aefNHz4cGP5tm3bNGLECPXt21dDhgyR1WpVcnKyJk6cqJkzZ6ply5bZwoz169frxx9/VFRUlNLT07V79249/PDDatOmjfF68fDw0Isvvqgvv/xSzZo1M5YDAGBGzJkBAMBN+O9//6vevXtLkg4fPpzrNvXr19dXX30lb2/v67Z17NgxZWZm5iuM2LRpk2rWrJntA+jRo0clyeEjM2bOnKmAgAC1aNHCoXXcLhERESpfvryKFy+e7+2dnZ3zfJ4PHTqke++9N9uyKVOm6MEHH9RTTz0lq/XKd0/FihVT9+7d5eXlpbJlyxrbfvfdd5owYYL69++vOnXq6IsvvlCtWrU0efJkpaSkZGu3bt26unDhgnbt2nUzDxkAgCKHkRkAAOTT3r17Vbx4cT355JMKCwvLEWakp6erV69eio+P1z333JNtHozz589r+vTpWr9+vSSpefPmqlq1qiRd9zKTPXv26OOPP9bZs2fl6empbt26qXz58ho7dqwOHz4sq9WaY3TIli1b9M033yg+Pl5JSUmqXbu2BgwYoFKlSmnfvn0aNmyYLl26pGXLlsnV1VXSldEkPXr00FtvvaXGjRsrLS1NL7zwgs6dO6fvv/9eHh4eudYXGxurlStX6qOPPsqx7uLFi5ozZ462bNkiq9WqjIwM1alTR507d1aJEiXUt29fxcXF6cEHH8w2KmHixInasmWLvv76a0nS+++/r02bNkmSJk+erIULF2rr1q2SpLffflujRo1SUlKS/P39NWzYME2ePFkRERHy8PDQlClTVKZMGW3atEmLFy/W+fPnlZKSIi8vL/Xt21e1atWSJD311FNGG++++64mTZqko0ePqkqVKho6dKj8/Px0+fJl45y4uLioW7dukqR//etfeuSRR/J8Dg8dOqSKFSsa5/paERERatOmjfFzQkKCjh07poYNG+bY1s/PT+PHjzd+TktL09dff6127dqpUqVKOnnypCpUqKCnn35ay5cvV6lSpbLt7+HhIavVquPHj6tBgwZ51gwAQFHHyAwAAPLBZrNpwYIF6t27t1xdXRUUFJQjzLBarZo3b54CAgKyfQufmpqqN998U4cPH9aECRP0v//9T+XLl9fcuXPl6+srT0/PPI9bs2ZNhYWFSbpyycKCBQs0duxYSVcucwkKCpKzs7Ox/dKlS/Xpp5+qV69eCg8PV3h4uI4ePWpMCHnffffprbfeks1mU2xsrLHfkiVLdPHiRWOZq6urxo8frypVquQZZGTtV6xYMdWpUyfb8kuXLmngwIFKSEjQ1KlTNX36dL377rtatmyZjh07Jg8PD82bN0+urq45wpwjR45kW/bGG2+oY8eOslqtWrRokVq1aqUxY8bIxcVFpUuX1rRp01SjRg05OTnpu+++08svv6x///vfSklJUenSpfXjjz9q8uTJeu211zRt2jTNnj1bPj4++uSTT4xjXN3G6tWrNXDgQL377ruKiIjQ//73P0mSi4uL5s6dK1dXV3Xp0kULFizQggULrhtk2Gw2HT58OM95LKScIzNcXV3l4uKiFStWaNWqVUpLSzPWOTs7y9/f3/j55MmTunTpkmJiYpSeni4nJydZLBaVKlVKc+bMyXGsrIljrx2xAQCA2RBmAACQD7/++quaNm1qzFNQtWpVnTt3TomJidm2S09P14kTJ7J9GJ81a5aio6M1fPhwBQYGymq1qlOnTkpISMjX5J+RkZGSpEqVKmVbfu2H/sOHD2vy5Mnq1auXateuLenKN/GPPvqoduzYoXPnzkmSMZdHVnCRkpKiP//8U+7u7oqJiTHaW7t2rerWrXvd2rZu3aoHHnhATk7Z/6QYO3asUlJSNHjwYOPSmODgYAUFBRmXxZw6dUrJyck5zsHRo0ezhUE+Pj46c+aMnJ2d1bdvXzVo0EDBwcF6/fXXVblyZfn6+urkyZNydXXVkCFDFBISoiZNmuiNN97QkSNHNGXKFPXv319BQUGSJIvFImdn52whQVYbHh4eeu211xQcHKzGjRurXLlySkpKMrbLq+a8REdHKykpKcdlJFkuXLigy5cvy8fHx1jm4eGhV155RampqRozZow6deqkDz/8UJs3b5bNZsu2f7ly5eTh4aG1a9eqf//+cnV1VXJysiTlOidGXFycbDbbdQM0AADMgDADAIAbSE1N1ZYtW7Ld0jLrEpFrR2ccO3ZMGRkZxofd9PR0rVy5Ug0bNswxIWhmZma+wwwnJydVrFjRWJaRkaFjx45l23/p0qWSpMcffzzXdrKCl6w6soKLZcuW6YknnpCfn59OnTplbL9q1Srjzhq5OXv2rI4dO5bjji1nz57VH3/8oZYtW+b4QD1t2jSVLl1a0pUwRlK24OL06dO6ePFirqM1rj2HDz/8sNzc3BQXF6eEhAQ9+eSTxigVi8WiRx99VEuXLpWHh4caNmyoixcvaufOnfrkk0+0fv16vfTSS0ZbWW088cQT2e7GcvHixWzzU2TVnN95Sg4dOiRJeY7MyG2+DElq37695s6dq1deeUVVqlTRH3/8offee0/vvvuu0tPTje08PT312WefqXr16jp69Ki2bdumrl27GqNJrhUVFSXpyuUqAACYGXNmAABwA99++6127typ559/3lh2+fJlSVc+3IaGhhrLsz7sZn0Y37Nnjy5dupTjMozTp08rPT09X2HG0aNHFRAQIBcXF2PZiRMndPny5Wz7b9iwQdWqVTNu25olJiZGFovF+FBeokQJeXh4KDY2Vmlpafrll180YcIEbdmyxRitsX37dl2+fFkhISF51pX1Qf3ax7Bp0ybZbDZjdEheDh8+LHd3d5UvX95Ydu35k66ESVFRUXne9SUrUMrteBs2bFBycrK6du0qNzc3+fn56b777tOMGTOyzTWS1UbWHBqSFB8fr/Pnz2cLWw4fPqzixYvf8E41WfIaVZNl//79ed6+18fHR88++6yeffZZRUdH67PPPtO2bdu0c+dO1atXz9guJCREX331lcaPH6/4+Hht3rxZ06ZNU1BQUI55MQ4dOiSLxZLnMQEAMAvCDAAAriMuLk4nT57UwoULsy0/f/68nn32WeMDfZYjR46oTJkyxp0uskY6XPtN+M6dOyVdf/LPLJGRkTk+DF97J5P09HTFx8dnC1auPlbNmjWz3cqzXLlyxuSdLVq0kIuLi/z8/LRr1y5lZGRo5syZevbZZ69b1+nTpyVJFSpUyLb8zJkzkpQtpMjN0aNHVbFixWwjIfbt2yc3N7ds80IcPXpUNpstz9EQR44ckZubW46JULPOSdu2bTVo0KDr1nLkyBG5urrmGnBcPXLi2kt7buT06dNydnbO884nGzduVL9+/YyfMzIytHr1arVu3Trbdv7+/nrmmWeMuU+kK/NxJCYmysvLS9KV0Oq9997TqlWrNGXKlFwn+dy3b58qV658wzvtAABQ1HGZCQAA1xEeHq727dvnWF6yZEmVKFHCGEmQJesOGFmy5ibIzMzMtt2qVavk5uamgICAG9YQGRmZ47aehw8flo+Pj3G3CqvVmusH5h07dig6OlodOnTIttzPz09RUVH66aef1LZtW0lXLj9JTk7WZ599puTkZD355JPXrStrzolrPxhnfbi+VlhYmH755Rfj57NnzxqXnEhXPsj/8ccfqlSpUraA4/Dhw7JYLHmGCIcPH1alSpVyzNuRdU4SEhKyLY+NjdWPP/54wzYOHz6c4zm6+rmIjo7O8fxfy8XFRRkZGYqPj8+xbsuWLUpLS9N9991nLDt27JhmzZqVa1sHDx5U8eLFjdEj0dHRevfdd431SUlJ8vT0NF4T1apVy7Z/enq6du7cmetdUgAAMBvCDAAA8nD48GGdPn06x4fCLAEBAcblHlmOHDmSLXgIDQ2Vu7u7vvvuO126dElJSUmaPn26Tp48qcqVK2f70J6bs2fP6uLFi7mOzLj2w33Lli21detW41KREydO6Msvv1SHDh3UpEmTbNuWK1dOERERevjhh+Xu7i7p/0ZS/P777xo4cGC2u6TkJiuoufryF0lq0qSJXF1dtWLFCmPZypUrtWPHjmxzcBQrVkzHjx9Xamqq0tPTNXfuXMXFxeU6X0b58uVzXD5z9fq8go5WrVrpr7/+0okTJyRdmex07NixOebyOHLkSI6RH1nP5dUBR2JiokqVKiWbzaYJEybkmDPlWlkTqH7++ec6cOCA4uLiFBERoXnz5mnUqFF64403sm0fERGhuLg4ff/998Zkn2lpafrxxx/1ww8/aODAgcYtXg8fPqxjx47pxIkTSkhIkLe3t86cOaNvvvlGjRo1Us2aNbO1vXXrVl2+fDlHsAUAgBlxmQkAALkICwvTTz/9JEmaOHGiXn31VWNdUlKS/vWvfykhIUHp6enq1auXPv30U3l5eSk+Pl4rVqxQYmKi3nzzTRUvXlzvv/++Jk2apC5duqhixYrq3bu3Nm7cmGO0RW7ymnPh8OHDSkpK0oABAzRp0iRJ0ksvvaTMzEwNHDhQnp6ecnNzU/fu3fXEE0/kaNfPz08eHh566qmnsi2TpD59+txwvgvp/y6/OHv2rMqVK2csL1OmjD7++GNNmzZNzz33nEqWLKmQkBCNHj3aCE6yjjNmzBh1795dwcHB6tWrlxYsWKB169bp/PnzGjFihPFY87obSFpamk6cOJHr6JmsY6SmpuqNN96Qr6+v3Nzc9OSTT6pFixY3bOPIkSM6deqUXn/9dY0bN06S9NRTT2nZsmXasGGDHnjgAbVs2fK656hJkyYaNGiQli5dqrfeeksZGRny9vZW7dq1NXbs2GyTukpSjRo11KVLF61evVoLFy6U1WqVs7Oz7r33Xo0ePVo1atQwtg0JCVH79u310UcfKTMzU3FxcXr33XfVvHlzderUKVtQlnVr4Q4dOnCJCQDgjmCx2WzDJY1wdCEAACCnxYsXKzw8XEuXLs1xGUVR8NJLL6lt27bZQhHcfosWLVL58uVzjMDJsnDhQq1fv15jx47NMZIGAAAzKnp/FQEAAMO+fftUu3btIhlkSNLgwYP1zTffGLd5hWMcO3ZMQUFBua5bsGCBduzYoU8//ZQgAwBwxyiafxkBAABFR0dry5YtRXqOg5CQEH300UfKyMhwdCl3tdq1a2e7A8zVAgIC9Omnn+Z5RxUAAMyIy0wAACiCfvvtN/3vf//Ts88+m21+BwAAABBmAAAAAAAAk+EyEwAAAAAAYCqEGQAAAAAAwFT+H/FLy4CL2GTvAAAAAElFTkSuQmCC"
Which x-axis label has the minimum difference between 1961.0 and 1962.0
Nigeria
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2,613
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"
What is the median of Guatemala?
1.25
84054.png
2,614
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"
What is the peak of Chemicals?
1979.0
80556.png
2,615
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"
Which x-axis label has the maximum difference between 1962.0 and 1961.0
Malawi
64215.png
2,616
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What is the sum of the average of 2006.0 and the average of 2007.0 ?
1223326639299.75
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2,617
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"
What is the sum of the second highest and second lowest value of Rural?
83.81
110069.png
2,618
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"
What is the sum of the largest and smallest difference between Thailand and Portugal?
2083995.0
49945.png
2,619
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1apXatWunbdu2KSoqSu3atdN3332X7rIFCxbUsGHDtGPHDrVt21YdOnRQZGSkxo0b59Sl/8qVKzpx4oTat2+vQ4cO6T//+Y+6d++ucuXKaeTIkU4Xxx07dpTdbteLL76ogQMHqkaNGkpISNDq1asVHh4u6Wqw4HA4NHXqVM2aNUuSVK5cOXXt2lWLFy/Wc889p6lTp6pRo0aSpL59++rYsWOSpJo1a6pkyZLq2LGjJk+erEGDBslmsykmJkbnz5/X0qVL9b///U/S1UH93n33XeXNm1ft2rVThw4dtGjRIg0fPlz169e3ak5MTNTff//t9DiAdDUMOHLkiHr27GlNu/fee3X27Nl0z+fhw4c1ZcoUhYeHOw3I+OCDD+rhhx9Wjx49FB4erq5du6pSpUpO686fP1/33XefatWqle62AQBwFzaHwzFEUrirCwEAALfXoUOH9Nprr2ns2LE3fOzABKtXr9bYsWP11Vdf3bCHQFbs2bNH4eHh+uSTT5xCGAAA3BE9AwAAMMSRI0dks9mcBtczVYMGDXT//fdr0qRJObK9rVu36rPPPtPIkSMJAgAAdwVeLQgAgCGOHj2qQoUKKXfu3K4uxS0MGDBAmzZtypFtJSUlafTo0ZxbAMBdgzAAAABDpL4uEFfZ7XbVrVs3R7ZVs2bNHNkOAAB3CmMGAAAAAABgGMYMAAAAAADAMIQBAAAAAAAYhjAAAAAAAADDEAYAAAAAAGAYwgAAAAAAAAxDGAAAAAAAgGEIAwAAAAAAMAxhAAAAAAAAhiEMAAAAAADAMIQBAAAAAAAYhjAAAAAAAADDEAYAAAAAAGAYwgAAAAAAAAxDGADgX+W9jz+WzWbL9n+BxYpp7969rj4MAFnkcDhUv0aNW/r9b1S7tqsPw2XWrVsnH2/7LZ2/H5d+7+rDAABkgd3VBQBATlq7foM08mOpcZNsrZ/8Tl/t3btX999/fw5XBuB2SklJ0YatW7W1Xbvsre9wqNacOTlc1d1j7dq1erODh0b0Ss7W+h9OkX5b/auaPfFUDlcGALhd6BkAAAAAAIBhCAMAIIv27t2rd955R+Hh4Ro0aJD69u2rn3/+OVPrjho1Ss2bN9fu3bsztXxycrImTZqkt99+W+Hh4erVq5dGjRqlmJiYm647ceJEPffcc1q3bl2m9uUqv/76q5555hklJiamO69v37565513NHXq1HTXP3z4sP773//eltqio6M1ffr0NNOTkpI0ePBgNWnSRJcuXbot+46KilL//v312GOP5cj2lixZojFjxuTItnLKt99+q3bt2umrr7666bJbt27VmjVr7kBVNxcVFaWmTZtqz549ri4ljeHDh2vVqlWuLiONbdu2qXfv3mrSpImWL1+eZn5SUpJat26tDh06aM5Nemjc7Hdj5cqVevnllzVu3LgcqR0A/q0IAwAgCxISEjR48GC99tprCg8P13vvvadGjRpp7dq1mVq/V69eKliwYKb398033ygyMlIffvihwsPDNXz4cO3atUvnz5+/6bqdO3dWiRIlMr0vV1m/fr1SUlK0ZcuWNPPGjx+vHj16aMSIESpTpky66wcHB6tDhw45XldKSoref/99Pfroo2nm2e12DRkyJMf3ea3AwED16dMnx7ZXrVq1HAsWcspzzz2n6tWrZ2rZatWqac2aNdqxY8ftLSoT1qxZozx58ui3335zdSlpPPXUU6pcubKry0ijatWq6ty5s3LlyqVFixalmb969WrFxcWpXr16atOmzQ23dbPfjcaNG6tBgwa3WjIA/OsRBgBAFkRERCg+Pl6lSpWypjVq1EhVqlS5Lfv7888/dd9991mfc+XKpXbt2snPz++27O9Oi4+PV0pKiurUqZPmwiolJUVRUVHy9/eXpAz/uM+VK5fq1q2b47WtWLFCwcHBKlasWI5v2xWCg4MVGhrq6jJuSfv27fX555+7ugxt375dL7/8stasWSOHw+HqcpxUrlxZhQoVcnUZGWrUqJGOHDmSpnfU6tWrVa1aNRdVBQBmYgBBAMiCwMBAXblyRV999ZVatWolu92uXLlyqXnz5pKkBQsW6Ouvv1aHDh3UrFkzTZ8+XYsWLVL//v2d7oDu2bNH8+bN0+nTp/XQQw+pU6dOstlsafZXqFAhLVu2TLVr17bu8l97p3rv3r2aPXu2AgICFBcXpxo1aqS5+3vixAm9+eabOnHihJ599lm9+OKLN1w3ISFBr776qiIiIvT2229rwYIFOnLkiEaOHKkTJ05o06ZNyps3ry5duqTWrVurfPnyTuu89dZb+vrrrxUbG6tevXrpoYceyvB8bty4UXXq1JGvr6+GDx+uxMREeXt7KzExUe+//74k6YMPPlCJEiXk7++vefPm6eGHH1ZsbKz++OMPFS1aVH5+ftqwYYMWLlwoPz8/ORwOff3119qzZ49y586tqKgotW/fXpUqVdLSpUvTrT89q1evVqNGjZym/fjjj/r2229VqFAh1atXz2mew+HQ/PnztXfvXnl7e8vf31+vvfaaVq9erbFjx6pgwYJ64403FBISosGDBysqKkoDBw7UPffco7FjxyopKUlxcXGqWbOmnnoq/UHY4uLiNH78eCUmJio+Pl4VKlRQy5Ytdf78eX388cfaunWrXn75ZW3fvl1RUVFq06aNHnnkEe3fv1/jxo3T5cuXNXHiRM2dO9c6lxcvXtSePXtUvnx5DRo0SJ6enk7HWqBAAVWtWlWTJ09WjRo11K9fvzRhVEZ1JSYmZrpdOBwOvfnmm9q/f7+aNWumN954Q0uXLtX06dPVpEkTderUScWLF9fFixd17NgxlSxZMsN2dTtFRUUpICBAjRo10vjx47Vnzx5VrFhRkpzOa2obLVasmPLmzastW7YoLCxMGzZsUEREhF555RX5+vpqxowZunLligYOHKiyZctKuno+02sTO3bs0IgRI+Tv76+6detqxYoV8vPzU3h4uIKCgrR8+XLNmTNH1atXV5cuXRQTE6PRo0crT548Sk5Ottpket81d0pAQIAaNGighQsXWudt3759uvfee3X8+HGnZTNqV+nVf/78eY0cOVJxcXEKCgpSnjx55OXlZc0/ceKEJk2apNy5c+vixYt69tlnVb16dU2ZMkXz5s3Tgw8+qMGDB+v48ePWORs9erQ+//xzXbx40fpeev311xUQEHB7TxIA3CGEAQCQBf7+/urYsaO++OILLVy4UPXr11ezZs2su/fPP/+8du3aZS3/0ksvadOmTWm2c/z4cb333ntKSEhQly5dVKpUKTVpkvYNCC1bttS2bdvUqVMnVaxYUQ0bNlSTJk2UO3duSZLNZlPnzp1VvHhxORwOde/eXZUqVVJwcLC1jd27d+vjjz/WiRMn1LlzZzVv3lx+fn43XHfq1Kl6/PHHFRERoQkTJmjhwoXy9vZW7ty5NXDgQHl5eenixYvq1q2bpk+fLh8fH2udqKgoTZ48Wd9//72mTp16wzBg8+bN6t69u+x2u+x2u7Zs2aK6devK29tbQ4YM0eOPP+508Xn58mWtWLFCY8aMkb+/vz7//HP17NlTjz/+uLXNlStXau3atRozZow8PDy0ePFi/fHHH6pUqVKG9afn4MGDVnAiXR2bYOzYsZo2bZoKFSqkxYsXOy2/YsUK/frrr/r888/l6emp4cOH6+uvv1abNm107NgxRUZGWhc/devWValSpRQSEqKPPvpIvr6+6tq1qxITE9WxY0eVLl1aFSpUSFPTuHHjlDdvXnXu3FkpKSnq0aOHAgMD1bhxY/Xp00etWrWSv7+/PvzwQ0VEROjVV19VaGio7rvvPoWFhWnixImSpNatW+vy5ctatWqVPv30U+XJk0cdO3bUli1bVKtWrTTHunDhQklKNwi4WV2ZbRc2m03Dhw/XCy+8oP/85z+SpMcee0ybN29Wp06drOWKFCmigwcPuiwMWLNmjRo2bKi8efPqoYce0urVq62fa+p5vb6N9u7dWz179tSff/6pUaNGac+ePRo4cKDCwsI0ZcoUffXVV/rqq68UHh4uSRo7dmy6baJKlSrq27evBg8erMqVKyssLEzDhg3TokWL1LlzZzVt2lQnTpzQ5cuXrXqfeOIJ1ahRQ5I0YcIErVixQk2bNr3j5+1aLVq0UM+ePXXmzBkVKlRIS5Ys0SuvvKLx48c7LXejdnW9Tz75REWLFlW3bt0UFxen119/XTVr1pR0dTyCgQMHqnPnzqpVq5bOnz+vV155RWPHjlWnTp20e/duNWrUSH5+frr//vsVEhKiHj16yGazqVy5ctb52rBhg6ZMmaK33nrr9p8kALgDeEwAALLohRde0IwZM/TMM89ox44d6tq1q+bOnZulbdSvX1+S5OPjo7p16+rXX39Nd7lChQpp0qRJGjJkiAICAjR+/Hi9+uqrOnfunCSpRIkSWrJkiQYMGKDw8HBFRkbq4MGDTtuoU6eOPD09VaJECeXOnVunT5/O9Lqpf3S3aNFCoaGhKlOmjD766CMNGjRIH3/8sU6dOpVmMMOHH35YklShQgWdPHkyw3MQHx9v9ayw2+2qX79+pp7Brly5sgoXLiwfHx/17t07zfyffvpJdevWlYeHh3UMqXf4M1O/dPUu9YULF6zQRbraU6BSpUpWF+zrH1tYvny56tevb91Zr1evnlauXGnVsG7dOusibceOHapSpYqSk5P1888/q2HDhpIkb29v1ahRI90B4JKTk7Vq1Sprvx4eHqpbt65++uknp+VSz39wcLDKlCmj1atXZ3guK1WqpMDAQPn4+Khs2bLWz+v6Y72+h8St1HWjduHr66vatWtb523Lli1pQgNfX99MjZlxu+zZs8d6Jr9Ro0ZavXp1mkcFMmqjtWvXloeHh0JDQxUXF6datWpJunpOIiIiJClTbSJfvnzWo0k3Op/58uXT8ePHNWDAAA0ZMkRbt27Vvn37cuQ83Iry5curTJkyWrx4saKioiRd7XV1rcy2K+nqxf769eutXlO+vr5Ojxzs3btXZ86cscKBgIAAlS9f3hr4tXHjxlqxYoUk6eLFi7Lb7fL19ZUk5c+fX4MGDdLgwYO1YMECtzh/AJBT6BkAANkQFBSk9u3bq3379po3b56+/PJLPf/887LbM/e1eu3d1Xz58uncuXPav3+/unbtKkkqW7asNRJ26h/BdevW1dmzZ9W7d2/98MMPCgsL07hx4+Th4aH3339fNptNAwcOVHx8vNO+8ubNa/3bx8dHSUlJkpSpdfPly2f92+FwqH///goLC7N6MTz99NOKj4+3nuu/dn/X7is9Gzdu1NGjR62B+GJiYnT48GElJCTIx8cnw/WurSk9Z86ccTpmX19f+fr6Zrr+VCkpKU7dkaOiopz2fe0+Uve7YcMGHTlyRNLVsCNXrlySpOLFi6tkyZJas2aNypcvr+LFi8tms+n8+fNKSkrS3LlzrWWjo6NVvHjxNPWkLnttDfny5dOZM2eszx4eHtZFTGqNqRdb6cmobdzsWLNa17XbuFm7ePTRRzVu3DiFhYVp9erV6tKli9N8m82mlJSUDNe/naKionTgwAHrDn5SUpJiYmK0e/duVapUyVouozaa+nuf+j1x7efUc5KZNpHRz+16K1as0E8//aTPPvtMuXLl0tdff62jR49m48hzXosWLTRu3Dg5HI50H4vJbLtKXdbhcKRps6nh25kzZ6zeUOltq2HDhho/frwiIyO1efNmK7g6ceKE3n//fY0fP15FixbV/v379e677+bMCQAAN0AYAABZcO7cOX3//fd66aWXrGmNGzfWlClTlJiYaHV3v3LlijU/Li4uzXaufR3dhQsXVKBAAd13333W3alU06ZN0zPPPGPdNStYsKCqVKli/ZG7d+9ehYWFWX/k3ugi63pZXff8+fM6deqU0x235OTkTO/velu2bNGoUaOsC6Pk5GQ9//zz2rx5s9VzIjsKFy6sCxcuWJ8TEhIUHR0tLy+vTNdvs9nk7+/v9LMrUKCA/vzzT+vzxYsX0+y3Vq1aVhd3yfnn3LhxY61cuVL//POP1eMiICBAdrtdL730kvW2hOTkZCUkJKSpKXXZCxcuqGjRopKuBijXDhaXkpKiuLg4KxC4cOGC1YU9K252rFmtKyuqV6+uuLg4bd68WSkpKemOT+CqZ7bXrFmjPn36OD3CMWjQIP32229OYcCtyEqbuJm9e/eqYsWKVqiQle+H2+3hhx/WxIkTtXPnTqfHQFJlpV0FBATIw8NDMTEx1rKpd/ilq7+bly5dksPhsL7vYmJirIDFz89PNWrU0MqVK3XgwAENHjxYkrR//34VLFjQ2qY7nT8AyAk8JgAAWZCUlKRly5Y5XWxu2bJFZcuWtS7AihQpor///lvS1TtLkZGRabaT+lhAQkKC1q5da3UJvt7Zs2edAoL4+Hjt2rVLDzzwgKSrXcH3798vSYqNjU3Tzf9Gsrquv7+/8uTJY62zZ88ep9AjK+Lj43XlyhWnnhSenp6qXr36Dbu1Z0bTpk21bt0660J/yZIl2rBhQ5brL126tPVIhXT14mX37t3WtF9++SXNflNfk5i6/VGjRlnzGzVqpN27d2v//v3W2yg8PT316KOPOr2act68eWlCoWuXTT0/ycnJWr9+fZoBI1O39c8//+jgwYPZesXa9cd6o59JZuvKLE9PTzVs2FCjRo1KNxSKjIxU6dKls7XtW7V9+/Y0b2SoWbNmjr5VICtt4maCg4N18OBBORwOORwO7dy5M0dqzAl2u13dunVLNwiQstau7Ha76tWrZz1KERcX5zRWy/33369ChQpZ06KiorRv3z498sgj1jKNGzfW4sWLdc8991iPGAUHB+v06dOKjo6WJLd4rSUA5CR6BgBAFvj7+6thw4YaPHiw/P39lZSUJE9PTw0cONBapnnz5nrvvfc0ZMgQlS1bVqVLl9bs2bOVP39+/fDDDzp37pwKFiyod955R1FRUapVq1a6A2JJVy8gFy5cqB07dsjLy0sXLlzQ008/bT1r/Nprr2nEiBHq37+//P39VbBgQX333XcqXry4tm7dqr///lvz589X0aJFtXz5cl28eFGTJ0/WO++8c8N1FyxYIEkaOXKk2rZtq3LlysnT01NvvfWWJk2apOXLl6tAgQLy9vbWp59+qgEDBuh///uftc6AAQP0+eefKzExUaNGjVKvXr2sY0pISNDAgQN1/vx5bd261bpTv3PnTh09elQRERGaOHGiTp06ZW3vySefVGJiotasWaPk5GTZ7Xa9+uqrSkxM1AcffGAt984776hx48aKiorSkCFD5OvrKz8/P3Xr1k0eHh43rP/a7vXS1Wf+UwcWk6RSpUqpW7duGjBggAIDA1W1alVrv3379rX2O2jQIOXNm9ca8OzatlOtWjUryEnVpUsXjR8/Xu+99548PDxUsGBBtWnTRlFRURo9erQcDofeffddDR482Fr2/fffV0JCgurVq+f0dgkPDw8lJibqnXfe0blz59S7d28VKVJEBw4c0KxZsxQZGakJEyaoQoUK1rmsUKGCEhIStGvXLh0+fFghISGqVq2adazXvjkho1Hob1TX8OHDM2wXpUuX1tatW+Xj46NixYpZ3bMbN26sn3/+2XrGO1VkZKTsdrt1x/xOmjhxovbu3atFixbpueeek3T17vJvv/1mvRmicePGadqoJM2aNcvpd3H+/PmSpI8//ljdunXTl19+qXPnzmnSpEl69dVXM2wTf//9t/VznD59umrVqqUlS5bo3Llz+vbbb5U3b15r/6VLl1bz5s21d+9ede/eXUWKFJGXl5d27typH3/8Uc2aNbuj5+/PP//U1KlTde7cORUoUEDNmzd3CqqmTp2qPXv26NChQypQoIBatGiRYbtK73eje/fu+vDDD/XGG28oMDBQlSpV0qZNm1SyZEk9+eSTev/99zVhwgT9/PPPunjxovr37+800GrNmjWVlJTk9PtUrlw5tWzZUn369FFISIi8vLwUHR2tCRMm6LXXXruj5w8Abgebw+EYIinc1YUAQE547Ln/aHntOlLjtCPzZ0a+d/rqi/920vPPP5/DleFuc+XKFb311lsaOHCgChYs6Opybir1VYLpDbCWHdeO3RAdHa22bdvq+++/vyOvpTt9+rTmzJnjFKZI0ujRo1W7dm0rDLtWcnKyfLy9tfmaN0BkRYrDoVpz5ijpFh59uZt9+OGHOn9okEb0yl5vnw+nSOftvTVixMc5XBkA4HbhMQEAANLh5eWlfv36Wa/VM0liYqI1sKMkbdq0SVWrVr3tQcDGjRuVlJSkVatWpXnV5rZt23TfffelGwQAAICs4zEBAAAyEBQUpP/+97+uLuOmoqKi9PHHH8vhcGjIkCEaOnToLW3P09NTXl5eGjRokPLkyaP4+Pg0d+lvh71792ru3LkqVqyY2rRp4zQv9bEMAACQM3hMAMC/ynsff6zBb72V7fUDihbV2uXLdf/99+dgVQBuN4fDoQY1a2rtli3Z3kbDWrX0y4YNOVjV3WPdunV6pNHDSryS/ccklv6wRM2eSPuaQACAeyIMAAAAAADAMIwZAAAAAACAYQgDAAAAAAAwDGEAAAAAAACGIQwAAAAAAMAwhAEAAAAAABiGMAAAAAAAAMMQBgAAAAAAYBjCAAAAAAAADEMYAAAAAACAYQgDAAAAAAAwDGEAAAAAAACG+X/qyb2OjZLSEQAAAABJRU5ErkJggg=="
Which two x-axis labels of Sub-Saharan Africa (developing only) have a difference of 0.0 ?
1988.0, 1989.0
50796.png
2,620
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"
What are the countries in this graph?
[Turkey, Slovenia]
OECD_GOVERNMENT_RESERVES_SVN_TUR_000028.png
2,621
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"
When does line United Kingdom peak?
2007.0
OWID_Line_25404558000393.png
2,622
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"
What is the sum of top three values
12.42
70816.png
2,623
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"
What is the median of 2000.0?
48.58
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2,624
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"
Which label contains smallest values across all labels?
Small states
56847.png
2,625
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"
What is the value of Austria in 1995?
-0.02
OECD_OTHER_OFFICIAL_FLOWS_(OOF)_AUT_DEU_GRC_000043.png
2,626
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What is the median of Working capital ?
14.9
81017.png
2,627
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"
Which label contains largest values across all labels?
Comoros
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2,628
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WlJQkFxeXQgsGAAAAAADuD1aVE71791ZOTo569+6tefPmKSoqSvv379fChQu1atUqNWvWzFY5AQAAAACAnbJqQkwPDw9NnTpVCxYs0Jo1a7RkyRJJ107reO655xQcHGyTkAAAAAAAwH7lW04sW7ZMlSpVUrVq1VSsWDG5ublpwIAB6t+/v86cOaOMjAyVK1dORYsWvRt5AQAAAACAncm3nFi5cqX++usvSZKvr68CAwMVGBiooKAgBQQEMM8EAAAAAAD4R/ItJxYuXKizZ88qOjpaMTEx2rp1q7Zs2SJJcnBwkL+/v6WsqFevnsqUKWPz0AAAAAAAwH4UaM6JcuXKqVy5csrKytKuXbs0ZswYlSlTRomJidq1a5fWr1+vjRs36plnnlGfPn1snRkAAAAAANgRqybEXLBggV5++WU1atTIsuzRRx9V27ZtNWfOHHXq1Kmw8wEAAAAAADtn1aVEr169KpPJdNPyhx9+WDVr1tSqVasKLRgAAAAAALg/WFVONG3aVF9++aWSk5Nvus3Z2VmnT58utGAAAAAAAOD+YFU50bdvXzk4OKhv376aPn26du7cqd27d2v+/PmKiIjQQw89ZKucAAAAAADATlk154S7u7umTJmipUuXau3atVqxYoWka6MmnnrqKbVv394WGQEAAABY4crVTP0ee0xtn+pidJR7SmZmpiaNH6eHatY0Ogpw37GqnJCuFRHPPvusnn32WV2+fFlXrlxRqVKl5OBg1SAMAAAAADay79Q5/eXqpj8bNTY6yr3ll1/0/oSP9O2Cr4xOAtx3rC4nrlesWDEVK1assLIAAAAAKCQOxUsou1WI0THuLSkpcjwVZ3SKf+ydN0fqvQ8/ueP1/R8oow2bdiggIKAQUwG394/KCaOEh4dr7NixRscAAAAAgH+dn37aqfdfcFX9ao53tP7YxZk6evQo5QTuqnvyXIywsDCZzWaZzWalpqYaHQcAAAAAAPwD92Q5AQAAAAAA7IdVp3WMHDlSWVlZCgoKUrVq1RQUFKRy5crZKhsAAAAA4F/mjz/+0ODBg/MsK1KkiCpUqKAXX3xR9erVy3cb+/bt07hx43T58mV99NFHqlnIV0hZvXq1tm3bpo8++siq9ZKSkvTWW2/pxIkTeuGFF9StW7dCzYW/Z1U50b17d02fPl3Lli2zLPP09FRgYKACAwNVo0YNPfTQQ3JxcSn0oAAAAACAf48VK1ZYrtqYkpKixYsX691339XixYtVtGjR2667ZcsW1apVS6+88sq/6iIL+/fv1+XLl7Vo0SK5u7sbHee+YlU5ERsbK0n65JNPVLFiRZ09e1abN2/W2rVrtWfPHuXk5Kho0aJ67rnn9PTTT9skMAAAAADAeK6urnJ0vDbpppubm5577jmtWrVKZ86cUUBAgI4dO6bp06crNjZWPj4+Cg0NVcOGDTV37lxt3LhRjo6Oevfdd9WyZcs8oxwuXryop59+WhEREXJ3d9ecOXO0adMmmc1mVatWTUOGDFHp0qV18eJFTZ8+XQcPHtSFCxdUsWJFDR06VEFBQbfNnZCQoJkzZ2rv3r1yc3NTSEiInnvuOUVFRWnq1KlKT0/XoEGDNGvWrDwfvKekpGjChAk6cOCAihYtquDgYA0aNEhOTk66ePGiZs6cqd27d8vFxUUdOnRQ9+7dlZWVpYEDB6pBgwbq37+/Ll++rP79++v555/XE088Ybsfzj3IqjknVqxYoZdeekm1a9eWt7e3atasqVdffVXvvfeeHnjgAc2YMUPdunXT/PnztWXLFltlBgAAAAD8i2RmZur777+Xp6enypcvr9TUVI0aNUqNGzfW8uXLNXjwYE2YMEEnT55U//799dhjj+nJJ5/UxIkTb7vdPXv26Oeff9b8+fO1ePFiFStWTIsWLZIkzZkzR9nZ2Zo/f75WrlypwMBAffHFF7fdntls1ptvvikPDw8tXrxYn376qX766SctXrxYTZo00SuvvKKAgAAtXrxYXl5eedZdsmSJ3N3dtXTpUs2cOVP/+9//tHXrVknS+PHjlZ2drYULF2rSpEnasmWL1q1bJ2dnZ73++utasWKFjh49qsmTJysoKIhi4hasGjmRnZ0tZ2fnm5bXr19fS5Ys0fHjx/Xss8/q8uXLioyMVMuWLQstKAAAAADg36NLly6WrzMyMhQQEKD33ntPbm5u2rRpkzw8PCz3qVWrlpo1a6YffvhB/fv3L/A+nJ2dlZiYqPXr16tRo0YaNWqUTCaTJCk0NFRFihSRs7Oz4uPjVaxYMR06dOi22zt+/Lji4uI0depUubi4qEyZMnr++ec1c+ZM9erV67brFilSRNHR0dq6davq16+vuXPnymQyKSEhQbt379Z///tfubm5yc3NTd26dVNERISeeOIJVatWTV27dtU777yjnJwczZkzp8CP/35iVTnRuHFjffHFFwoMDLzpHKLMzExdvHhRklS5cmXt2bOn8FICAAAAAP5VZsyYIQcHB/3xxx+aM2eOOnXqpBo1akiSzp07p7Nnz6pTp06W+2dnZ6tRo0ZW7aN27doaNmyYvv/+e33++ecqV66cBg0apHr16ikpKUkzZ87U8ePHVb58eXl4eOS7vfPnz8vLy0uurq6WZWXLllVCQkK+6z777LMymUxavHixJkyYoNq1a2v48OFKSkqSdK0syWU2m/O8Z37iiSe0aNEitWvXTp6entY8BfcNq8qJ0NBQDRs2TM8//7zat2+vOnXqKCcnR5s3b9Yff/yhV199VZJ07NgxeXt72yQwAAAAAMB4ZcqUkaOjo8qWLSs3Nze988478vLyUv369eXt7a2qVatq2rRplvsnJCTc8uIJDg4OyszMtHx/6dIly9fnzp2Tn5+fJk2apLS0NH333Xd67733tGLFCr333ntq3bq1PvnkEzk4OGjdunX67rvvbps5d66K9PR0S0Fx9uxZlShRIt/He+LECbVp00a9evVSQkKCpk+frpkzZ2rgwIFycHDQ4sWL5ebmJuna/BRpaWmWdadOnaqmTZtq69atat26daFfncQeWDXnhIeHh6ZOnarHHntMERERev311zV69GhFRUXp9ddfV5UqVTRt2jQtW7ZMjz76qK0yAwAAAAD+RRo2bKgOHTrok08+UUpKiho2bKjTp09r7dq1ysnJ0enTpzVkyBBt3779pnUrVKigw4cP68iRI7p8+bK+/vpry6kbBw8e1DvvvKP4+Hi5ubnJ3d3dMvIgJSVFxYsXl4ODg+Lj4xUREZGn5LiVChUqqFq1apoxY4YyMjIUHx+vBQsW6PHHH8/3Ma5evVpTp05VWlqaihcvLmdnZ3l6eqps2bKqWbOmZs6cqfT0dKWkpOiDDz7QvHnzJEmRkZE6cuSIhg8frueff14fffSR0tPTrX2K7Z5VIyeka7Owvvzyy+rXr5/++usvS1OWO0trlSpV9PrrryskJKTQwwIAAAAA/p1efPFF7dmzR9OmTdOYMWM0fvx4zZo1S3PmzJGbm5vat2+v9u3b37RerVq11L59e40ZM0YODg7q3bu3du3aJUlq2bKljh8/rsGDBystLU3+/v56++23JUnDhg3T7NmztXDhQnl6eqpVq1ZasGCBrly58rcZTSaT3nnnHU2fPl3PPvusHBwc1Lp1a/Xp0yffxxcaGqpJkyapZ8+eysnJ0cMPP6xXXnlFkvTWW29Z5q3IyclRcHCwBg8erISEBM2YMUMjR46Uu7u7OnfurM2bN2vu3LmWMw9wjclsNodJGluQO2dnZ2vbtm1KTU2Vn5+fAgICLMNWjJKWliZ3d3eZzWZDc6BwNKr3sCa1r62GVcobHeWeEvT2F1oRuTnfyyYBAHCv2bp1q8IGD9CPr3XJ/86wGLlkk6ZcclbmtOlGR7m3rIhQ91NxWjx/vtFJ8khMTEwpVqyYx61OibiVkMcaq4Xf76pfzfGO9jd2sYvCPlqktm3b3tH6wJ2wauTExIkTtWHDBjk6Oio7O1smk0n+/v4KCgpSYGCg6tevrzJlytgqKwAAAAAAsENWlRNRUVEaPXq0WrZsqbi4OEVHR+vw4cOKiYnRhg0b1LVr1wINhwEAAAAAAMhlVTlRsmRJy4QjlSpVUqVKldSuXTtJ1y4lev1spAAAAACAu69RoyZ668Of7nh9/4oeCggIKMREQP6sulrHM888o8jIyFve5uzsLC8vr0IJBQAAAAC4M+9+8LHMZvMd/zt+8i/KCdx1VpUTDg4OiouL05QpU5ScnGyrTAAAAAAA4D5i1Wkdu3fvVlxcnGJjY7V27VpVrVpV1atXV2BgoKpVq6aKFStarkcLAAAAAABQEFaVE6NHj9bw4cMVGxurmJgYRUdHa8+ePVq5cqXMZrN69eql3r172yorAAAAAACwQ/mWEydOnFDFihXl6HjtGrnOzs4KCgpSUFCQOnbsKElKS0vT4cOH5erqatu0AAAAAADA7uQ758TQoUM1YcIESdLKlSu1adMm/fnnnzKbzZb7FC1aVHXq1FFQUJDtkgIAAAAAALuU78iJCRMmKD09XZK0b98+7dixQ2azWR4eHpa5JoKCghQYGKiSJUvaPDAAAAAA4O+9+9abCvvgwzteP8CvotZt3MwVO3BX5VtOBAYGWr5+5513LKdwREdHKyYmRhs3btTixYslSS+88IJ69uxpu7QAAAAAgNv66addWje8u9rWqnxH67ebtlJHjx6lnMBdZdWEmFOmTFHz5s318MMPq06dOpblycnJiomJkYeHR2Hnu6Xw8HCNHTv2ruwLAAAAAADYVr5zTlyvSJEiGjVqlN5++22dOnXKstzb21uNGjVSrVq1Cj3grYSFhclsNstsNis1NfWu7BMAAAAAgFsxm81KSEgwOsY9zapyYuDAgZo6daouX76s/v37a/r06bp06ZKtsgEAAAAA/mX27dunkJAQbdq0Kc/y5ORkhYSEKDk5+R9t/4MPPtCiRYskSb169dJvv/32j7Z3N0yZMuWm58NI/fv3186dO61a5++e68jISA0dOvSW61y8eFEhISFKSUm5k5h5WFVOSFJQUJAmT56sN998U7/88ot69+6tZcuWKSsr6x+HAQAAAADcG6ZNm2bz0QKDBw9W5cp3NnfG3WTPH9rXrl1bffr0sfl+rJpz4nrNmjVTo0aNtGrVKn399ddatWqVXnzxRTVp0qQw8wEAAAAA/mXc3d1Vr149ffzxx5owYYJMJtNN9zl27JimT5+u2NhY+fj4KDQ0VA0bNpQknT17Vp988omOHj2qSpUqKSAgQFeuXNHIkSPzbGPq1Kl67bXXVLdu3duuk52drUWLFikyMlLp6elq0KCBXn75Zbm7uysyMlJbt25VsWLFdPToUWVmZqpPnz5q0aKFJOngwYOaNWuWTpw4odKlS2vAgAEKDg6+7Tavt2zZMv3yyy/as2ePLly4oJdeeknr1q3TkiVLdOHCBVWuXFkvv/yyAgICNHDgQD311FMKCQlRRkaGOnfurAEDBqhjx47Kzs5Wly5dNH36dHl4eGj69Ok6ePCgLly4oIoVK2ro0KEKCgrSunXrtH37dl28eFHx8fGaPXu2YmNjNWvWLCUkJOixxx7LM3hg48aNWrhwoS5duqQKFSooNDQ0zxySt/LVV19py5Ytmjhxovbt26e1a9dq8uTJkqQlS5Zo+fLlysnJUceOHS3rmM1mzZkzR5s2bZLZbFa1atU0ZMgQlS5dukCvKatHTmRkZOjYsWPatm2bli5dquPHj6tMmTI6c+aMxo4dq+HDh+eZjwIAAAAAYH+GDBmiuLg4RURE3HRbamqqRo0apcaNG2v58uUaPHiwJkyYoJMnT8psNmvs2LGqWrWqli1bpv79+ysyMvK2+8pvnW+//Vbbtm3TxIkT9fXXXys7O1tTp0613P7rr7+qbdu2mjdvnl544QVNnTpV2dnZSklJ0VtvvaU2bdpoxYoVGjBggN59911dvHgx323mevrppxUcHKwePXropZde0rZt2zR37lyNGjVKy5Yt06OPPqrRo0fr0qVLatCggeXUiYMHD8rBwUH79u2TJB06dEje3t4qX7685syZo+zsbM2fP18rV65UYGCgvvjiC8s+d+/erZ49e2rq1KnKycnRu+++q759+yoiIkIVK1bU6dOnJUlXrlzRxIkTFR4eroiICLVu3dpSMvydb7/9Vps3b9bEiRNVsmTJPLdt27ZNy5cv18cff6yvv/5aJ06csNy2Z88e/fzzz5o/f74WL16sYsWKWU7PKYh8y4nvv/9e58+flyS99dZbevLJJzVgwACNGzdOmzZtUmpqqho2bKi3335bn376qVxdXTVw4ED9/vvvBQ4BAAAAALi3eHp6avjw4Zo/f75OnjyZ57aoqCh5eHioS5cucnR0VK1atdSsWTP98MMPOn78uE6dOqW+ffvK2dlZNWvW1OOPP37bfeW3zvr169WzZ0+VKVNGrq6u6tevn7Zs2aL09HRJUoUKFSyjBYKDg3X58mVdvnxZv/76q0qUKKEOHTrI0dFRwcHBmjhxolxdXfPd5t/ZvHmz2rdvr+rVq8vJyUkdO3ZUyZIlFRUVpQYNGljeK+/du1dt27bV/v37ZTab9fPPP6tRo0aSpNDQUA0bNkzOzs5KSEhQsWLF8szlUa5cOTVu3Fi+vr7auXOnqlSpoqZNm8rJyUldunSRj4+P5b7Ozs5au3atoqOj1b59+zwlx43WrFmjL774Qh999NFNxYQkbdmyRW3btpWfn59cXV0VGhqaZz+JiYlav3694uPjNWrUKA0bNuy2z9X1bntax4ULFzRt2jQFBgaqRIkSKl++vF577TUFBQWpQoUKcnK6efVatWpp7Nixmj9/vqZNm1bgIAAAAACAe0twcLBCQkI0fvx4hYeHW5afO3dOZ8+eVadOnSzLsrOz1ahRIyUmJqp48eIqUqSI5bYyZcrcdgR+fuucO3dOkyZN0pQpUyy3Ozk5KT4+XtK1IiWXg8O1z+hzcnKUnJyc5428JAUGBua7TT8/v7/NeuHCBdWvXz/PsrJlyyohIUEhISHKyspSXFycfv/9dw0ZMkS7du1SXFycfv31V73yyiuSpKSkJM2cOVPHjx9X+fLl5eHhkWd71xcHycnJKlWqlOV7k8mkMmXKSJLc3Nz0ySefaNGiRRo1apScnZ3VvXt3Pf3007fMHhMTozJlymjr1q3q2rXrTbcnJyfr4Ycftnyfux/p2twUw4YN0/fff6/PP/9c5cqV06BBg1SvXr2/fa6uV6A5J/bu3Ss/Pz8dOnRIDz30kPz9/W97/0qVKikxMbFAAQAAAAAA964BAwZowIABWrhwoWWZt7e3qlatmucD64SEBLm4uCg5OVkXLlxQZmamnJ2dLbfdTunSpW+7jre3t4YMGaLg4GBJ14qQM2fOqHz58oqJifnb7ZYqVeqm967//e9/1aRJk9tu80bXz7nh4+Ojv/76K8/tZ8+eVYMGDWQymRQcHKydO3fq7NmzqlKliurUqaNNmzYpMTFRNWvWlCS99957at26tT755BM5ODho3bp1+u677265v1KlSt105kJSUpKka6fXZGRkKDw8XFlZWdq9e7fGjh2rhx9+WFWqVLnpcQwePFguLi5688031bRpU/n6+t70fJ07d+6m/UjXyhw/Pz9NmjRJaWlp+u677/Tee+9pxYoVN+3nVm57Wkfx4sXVpk0bzZs3Tx07dtTRo0e1du1arV69WkeOHFF2dvYt1+vdu7c+++yzAgUAAAAAANy7XF1dNWrUKP3www+WZQ0bNtTp06e1du1a5eTk6PTp0xoyZIi2b98uf39/+fv768svv1RWVpYOHz6c72U481undevW+uqrr5SQkKDs7GwtXLhQo0ePVk5Ozm23W69ePV24cEHr1q1TTk6Odu/erf/+97/y8PCwapvOzs7666+/lJKSolatWllOo8jOztaKFSsUHx9vmQy0YcOGWr58uWrWrCmTyaQ6deooIiJCjzzyiGVUR0pKiooXLy4HBwfFx8crIiJCmZmZt3wMTZs21cmTJ7Vp0yZlZ2dr5cqVOnv2rCQpLS1No0eP1m+//SYnJyd5e3vLZDLdNBIjl5OTk2rXrq1HH31UkyZNuun21q1ba926dTp69KgyMjL0+eefW247ePCg3nnnHcXHx8vNzU3u7u55RqzkJ9+REyNGjFC3bt104MABLViwQMePH9dvv/2mrKwsFSlSRAEBAQoMDFRQUJDq1Kkjb2/vAu8cAAAAAHDvq1Gjhrp3765vvvlGkuTl5aXx48dr1qxZmjNnjtzc3NS+fXu1b99ekjRmzBhNnDhRnTt3VkBAgOrUqXPLaQOud7t1evbsqezsbA0dOlQpKSmqWrWqPvjgg3y36eHhoQ8++EAzZszQrFmzVKZMGYWFhalEiRJWbbNFixYaN26cLl26pHfeeUf9+vXThAkTlJiYqEqVKmn8+PGW98r16tVTWlqaateuLUl6+OGHlZGRYZlvQpKGDRum2bNna+HChfL09FSrVq20YMECXbly5aZ9e3t7691339X06dM1adIkBQcHKygoSNK1URwjR47UtGnTlJiYqBIlSmjEiBF5Tse4lRdffFF9+/bV2rVr8zzeBg0aqHfv3nrrrbeUkZGhLl26WG5r2bKljh8/rsGDBystLU3+/v56++23b7uf65nMZnOYpLEFuXNYWJjatGmj+vXr6+jRo4qJibH8+/PPP9WjR4+7cv3T66Wlpcnd3V1ms/mu7he20ajew5rUvrYaVrl5qBT+XtDbX2hF5GbLQQgAAHuxdetWhQ0eoB9f65L/nWExcskmTbnkrMxp042Ocm9ZEaHup+K0eP58o5PkkZiYmFKsWDEPFxeXAt2/3eMtNeThsmpbq/Id7a/dtJUa8v4natu27R2tn5+srCwdOHBAtWvXtpye8Omnn6p48eLq27dvoa2De0u+IydOnDihihUrytHRMc8EJzVq1FCNGjUs36empiotLc02KQEAAAAAdsHJyUnvv/++Bg4cqMcee0yxsbHasWOHxo4dW6jr4N6SbzkxdOhQBQcH64033tDKlSvl4eGhoKAg+fr65pmEw93dXe7u7jYNCwAAAAC497399tuaNWuWJk2aJG9vb/Xt21cPPfRQoa+De0e+5cSECRMs13Hdt2+fduzYIbPZLA8PDwUGBqpatWoKCgpSYGDgLa+DCgAAAAC4exo1aqx2H3x4x+sH+FVUQEBAISa6We3atTVz5kybr4N7R77lRO41XiXp9ddf14gRI3T48GFFR0crJiZGGzdu1OLFiyVJL7zwgnr27Gm7tAAAAACA23rn/Q/0zvsfGB0DsEq+5cSRI0dUvHhx+fj46PXXX1fPnj3VoEED1alTx3Kf5ORkxcTE/O3lSAAAAAAAAP5OvuXE5cuX9fLLL8vb21tXrlzRtm3b5OjoqMDAQBUrVkzStUuXnDp1SsWLF1etWrVsHhoAAAAAANiPfMuJunXr6sMPP9ShQ4e0atUqbdmyRZGRkZIkX19fBQUFKSAgQD/++KMqV66s1q1b2zw0AAAAAACwH/mWE5L0yCOP6JFHHtHJkyfVqlUr+fn5KSYmxvJv165dysjIUI8ePWydFwAAAAAA2JkClRO53n77bcvXvr6+atmypSTJbDYrPT1dbm5uhZsOAAAAAADYPQdr7nzp0iWFhYXp/ffftyzbs2ePNmzYILPZXOjhAAAAAADWGREWJpPJdMf/ylSurKNHjxr9MHCfsWrkxLx58xQbG6sXX3xRkjRr1iwtX75ckrRo0SLNmDFD7u7u+W7n448/Vt26dfX4449LkmJiYjR58mSlpqaqXr16euWVV+To6GjtYwEAAACA+97On36SPpshNW5yR+tfHfKqjh49qoCAgEJOBvw9q0ZO7NmzR0OGDFHz5s11+vRpfffdd+rRo4dWrFih4sWLa/Xq1bdd//z58xo7dqy2bt1qWWY2mzVu3DgNHTpUCxYsUEZGhn744Yc7ezQAAAAAAOCeY1U5kZ6erjJlykiSli5dqhIlSqhXr15yd3dXixYtdOTIkduuv2XLFtWrV0+PPfaYZdnp06ctlyaVpNatW2vbtm3WPg4AAAAAAO6I2WxWQkKC0THua1ad1lG1alVFRESoQYMGioyMVO/evVWkSBFJUkpKilxcXG67/lNPPSVJ+vTTTy3LkpKSVLJkScv3JUuW/NsXRXh4uMaOHXvL20wmk4YPH67XXnvNmoeEf5msrCyjI9yzzp07J09PT6NjAABQqBITE5WTk2N0DNxHrly5ojNnzhgdIw8HB4ciRme4FbPZrBdeeEGOjo76/PPPZTKZjI50x6ZMmaKyZcuqe/fuRke5b1lVTrz00kt64403tHr1agUFBalz585KT0/XwYMH9f3336tPnz6FEsrB4dYDOsLCwhQWFpZnWVpamtzd3ZmQ0044OVn1ksR1SpcuLV9fX6NjAABQqEqVKvW3fxsCtuDm5vav+5sqMTHxqqR/XUHx22+/qUSJErp06ZJ+++031atXz+hId+zSpUsqW7as0THua1a9E/T399fChQuVkJCgMmXKyGQyKTIyUh9//LGqVaumkJAQqwOULFlS58+ft3yflJSkUqVKWb0dAAAAAMDds3btWjVp0kQ5OTlasWJFnnKiR48eat68uSIjI/XEE0+of//+Wrp0qZYtWyZJevLJJ/Xdd99p5syZ+vXXX7Vt2zZ99NFHkqSLFy/q6aefVkREhFJTUzV48GC1adNGO3fuVEpKip5//nmdOXNGP/30k65cuaJXXnlFTZpcm/zz2LFjmj59umJjY+Xj46PQ0FA1bNhQktSrVy89+eST2rFjh5KSklS1alWNGjVKa9eu1S+//KI9e/bowoULeumll+7yMwnJyjknJMnR0VFly5a1DNmpW7euPvnkE02dOlXOzs5WB6hQoYIyMzMVHR0tSYqMjFRwcLDV2wEAAAAA3B0XLlzQzz//rFatWqlNmzb67bff9Ndff+W5T1xcnObMmaMuXbpox44dWrp0qcaPH68FCxbo9OnTunz5coH2lZycrKJFi+rzzz/XoEGDNHnyZJUoUULz58/XSy+9pJkzZ0qSUlNTNWrUKDVu3FjLly/X4MGDNWHCBJ08edKyrb1792rixIn68ssv9ddff2ndunV6+umnFRwcrB49elBMGMiqcuLDDz/Uhx9+qOXLl+vAgQPKyMhQqVKlVLt27Tu+9KfJZNIbb7yhqVOnqnfv3srJydGTTz55R9sCAAAAANjeDz/8oODgYJUoUULFixdXkyZN9P333+e5T0hIiHx8fOTt7a2NGzeqQ4cOqlSpklxcXDRgwACr9teuXTtJ1+ZBlKS2bdtKkqpVq6Zz585JkqKiouTh4aEuXbrI0dFRtWrVUrNmzfJcDbJ169YqUqSIihQpojp16ujPP/+84+cAhcuq0zoCAwO1c+dORUVF6cqVK3JwcJC/v78CAwMVGBio+vXrW67mcTs3TlpZrVo1zZgxw7rkAAAAAIC7zmw2a926dTp//ry6du0qScrIyJCDg4N69+5tuVDC9Rc+SEpKUoMGDSzflyhRwqqR9x4eHpL+f35CNzc3y/e58w+eO3dOZ8+eVadOnSzrZWdnq1GjRpbvvby8LF9fvy6MZ1U50aVLF3Xp0kVms1lxcXE6cOCANm/erHXr1mnXrl06d+5coU2KCQAAAAD499m3b59SUlI0f/78PFfoGDx4sDZv3mwZ5XD9bT4+Pnmuynjx4kVlZmZKulYS5H4tXZuc8k54e3uratWqmjZtmmVZQkJCvleVvDErjHFHUx+bTCb5+/urQ4cO+vTTT/XKK6+odu3a6tmzZ2HnAwAAAAD8i6xZs0YtWrRQyZIl5e3tbfkXEhKiFStW3HKdkJAQrV27VnFxccrIyNDnn39uua1ChQo6fPiwjhw5osuXL+vrr7++o7KgYcOGOn36tNauXaucnBydPn1aQ4YM0fbt2/Nd19nZWX/99ZdSUlKs3i8KR6Fcl6ljx47Kzs7Wzp07C2NzAAAAAIB/oYsXL2rHjh167LHHbrotJCREx44d0//+97+bbmvUqJE6dOig4cOH6/nnn5e3t7ckycnJSbVq1VL79u01ZswYhYaG6qGHHirQaIcbeXl5afz48dqwYYOeeuopjRw5Uk888YTat2+f77otWrTQli1b9Omnn1q9XxQOq07rWLx4sdzd3RUYGKgqVarIyen/Vw8ICNBPP/2kli1bFnpIAAAAAIDxvLy8tG7dulve5uvrqw0bNki69t7xeidOnFDr1q3Vq1cvSddOt/jmm2/k4eEhk8mkl19+WS+//LLl/rmFgoeHh2WbklSmTJnbfh8YGKhJkybdMt/XX3+d5/vrJ+Vs2LChVq5c+fcPHDZnVTkRFxenrVu3KisrS05OTqpSpYoCAwNVunRprV+/Ps8EJwAAAAAASNL+/fsVGRmpDz/8UC4uLvrvf/+r2rVr39EICdgnq8qJ0aNHa/jw4YqNjVVMTIxiYmK0f/9+nTlzRn5+furevbutcgIAAAAA7lFPPPGEjh8/rj59+igrK0sPPfSQRo0aZXQs/IvkW06cOHFCDzzwgOWSLc7OzgoKClJQUJDNwwEAAAAArNOkUSNFvfJy/nf8G0UqVVJAQEAhJro2t8SQIUM0ZMiQQt0u7Ee+E2IOHTpUEyZMkCStWrVKP/74o86ePWvzYAAAAAAA630SHi6z2XzH/+KPHSv0cgLIT74jJyZMmKD09HRJ0p49eyxX5PD09FRgYGCefyVKlLBtWgAAAAAAYHfyLScCAwMtX48dO1YpKSmKiYlRdHS0YmJitHbtWsuspz4+PqpZs6aaNWumZs2a3dG1aQEAAAAAwP3FqgkxpWuXcqlXr57q1atnWZaQkGCZIHPfvn1677331LdvX/Xo0aNQwwIAAAAAAPtjdTlxKz4+PvLx8VHTpk0lSbNmzdKOHTsoJwAAAAAAQL4KpZy4kb+/vy5fvmyLTQMAAAAAADtjk3Kibdu2atu2rS02DQAAAAAA7Ey+lxIFAAAAAACwJatGTmRnZ2vbtm1KTU2Vn5+fAgIC5ObmZqtsAAAAAADgPmBVOTFx4kRt2LBBjo6Oys7Olslkkr+/v4KCghQYGKj69eurTJkytsoKAAAAAADskFXlRFRUlEaPHq2WLVsqLi5O0dHROnz4sGJiYrRhwwZ17dpVffr0sVVWAAAAAABgh6wqJ0qWLKnixYvLwcFBlSpVUqVKldSuXTtJUmZmptLS0mwS8kbh4eEaO3bsXdkXAAAAAACwLasmxHzmmWcUGRl5y9ucnZ3l5eVVKKHyExYWJrPZLLPZrNTU1LuyTwAAAAAAYBtWjZxwcHBQXFycpkyZoueee07e3t62ygUAAGB3lixZoujoaKNj3FNOnDihnJwco2MAAGzMqnJi9+7diouLU2xsrNauXauqVauqevXqCgwMVLVq1VSxYkWZTCZbZQUAALhn7du3T8NeDdXjtbOMjnJPiT6ZrZxMH6NjAABszKpyYvTo0Ro+fLhiY2MVExOj6Oho7dmzRytXrpTZbFavXr3Uu3dvW2UFAAC4pxVzL6Jejxmd4t6ycpdZPx80OgUAwNasKieka3NLBAUFKSgoSB07dpQkpaWl6fDhw3J1dS30gAAAAAAAwL5ZXU6kpaVp165dio+Pl7+/v5o0aaKiRYuqTp06NogHAAAAAADsnVXlxMmTJzVy5EhdvXpVbm5u8vPzU8mSJbV06VINGzZMHh4etsp5z/n9tz2aPOkTOTo6Gh3lnpKYmGB0hHtSSlaORrz11l27Yo69qFe3roYOHCgHB6suXAQAAACgkFlVTsyePVuPPPKIhg4dqq1bt2rjxo3y9PTU8ePHNWLECH322WdycrJ6MIZdGvHaqyp2dbcqleVNjzUuXOD5uhPxl1O1pnRZqVQpo6PcU5a98Yae79ZNpXjeAAAAAENZ1STExMTo448/zlNA+Pr6avLkyRowYIDWr1+vDh06FHrIe1GRIk6q6+eoBkGMnLDGN5vNRke4Nzk4SCEhkn8lo5PcUxymTzM6AgAAAABJVn1MXbRoUcXHx9+03NPTU61atdLBg0ylDAAAAAAArGNVOdG8eXPNnTtXiYmJN92WlJTEedsAAAAAAMBqVp3W0atXL+3du1ehoaHy9/dXZmamdu3apT179mjjxo0aN26crXICAAAAAAA7ZVU54erqqkmTJunbb7/VmjVrlJCQoLCwMBUrVkyDBg1SvXr1bJUTAAAAAADYKasvreHs7KyePXvq2Wef1fnz55Wenq7SpUtzlQ4AAAAAAHBHrGoUIiMjNWvWLJnNZlWqVEmBgYEKCgqSo6OjypQpY6uMAAAAAADAjllVTnz55ZeqXr26HnzwQcXGxmrHjh1atmyZJMnLy0uhoaFq166dTYICAAAAAAD7ZFU5kZmZqe7du6tWrVqWZRcvXlRMTIwOHz4sd3f3Qg8IAAAAAADsm1XlRPPmzbV379485YSXl5eCg4MVHBxc6OEAAAAAAID9c7Dmzv369dNvv/2myMhImc1mW2UCAAAAAAD3EatGTqxfv16HDh3SgQMHNG/ePNWuXVtBQUEKCgpSQECAXFxcbJUTAAAAAADYKavKiW+++UZt2rRRrVq1dOTIEcXExOinn35SRkaGHB0d1a9fPz399NO2ygoAAAAAAOyQVeWEq6urQkJCVKtWLYWEhEiSsrOzdeLECUVHR8vHx8cmIQEAAAAAgP2yqpx45plntGHDhjwTYjo6OqpKlSqqUqVKoYcDAAAAAAD2z6oJMa9cuaK9e/dqxowZunDhgo0i5S88PFwmk0kmk4nLlwIAAAAAcI+zqpw4fvy4EhISFBERoa5du2rQoEGaPn26Nm3apNOnT9+1K3iEhYXJbDbLbDYrNTX1ruwTAAAAAADYhlWndYwePVrDhw9XbGysYmJiFB0drT179mjlypUym83q1auXevfubausAAAAAADADllVTkiSs7Oz5fKhHTt2lCSlpaXp8OHDcnV1LfS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What is the sum of the average of Negligence towards kids and the average of Argument ?
31.05
131564.png
2,629
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"
What is the average between blue and orange?
-4.4
OECD_CURRENT_ACCOUNT_BALANCE_FORECAST_CAN_CHE_CRI_NOR_SWE_000010.png
2,630
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Which x-axis label has the maximum difference between Tanzania and Bolivia
1974.0
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2,631
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"
Which x-axis labels data have crossed 34.0 in the chart?
nan
two_col_61138.png
2,632
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"
Which x-axis label has the maximum difference between Depositors and Borrowers
2010.0
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2,633
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pKfz444/G31i3bt0K7VJZ1GszYsQINm7cyLPPPsuUKVP4+uuvadCgAb///nuh1zxfUe6lv3f3HDFiBDNnzrxu4gjg4+PDu+++i7OzMwALFy5kyZIl1zy+KNe5Xr16Ba7zsmXLcHJyYvjw4VSrVo2wsLDrvjZfafHixTz55JN06tSp0Hv6epYsWULXrl0LdG//6aefjJ/LlSvHzJkzjb+runXrMnPmTF577bUbvhfef//9hd4LRXmtLur7aGEKe48o7t/KzahSpYrRkpuenm5sv/Ln/C68+a9dVquV2NhYPv/8c7p27cru3bsZNmxYoc/jF198wcMPP8yPP/6It7c3w4cPL/AlqojI7cam5DEtLa3QiVo8PDwYMWIEaWlpZaZbRpUqVYzJTyBvjOaDDz5Ix44diYiIwM3NjWnTplGjRg0g79vG/G8Pr/wg//3335ObmwtA7969CQ0N5emnn76qvhMnThhvanfeeSflypWjbt26mEwmMjIymDdv3jVjzb9m586dY+PGjaSlpVGlShWGDRtW6KQIf/fEE08waNAgTCYTgNGFxmKxsG3bthuef6O4YmNj+fPPP8nMzKR58+a88sorNpc5Z84cY2KYxx57DJPJhMlk4sknn6RWrVoF6i3u9cj/tjkxMZGjR49isViMD7N//fUXCQkJ5OTksG3bNu666y6bH0M+q9XKf//7X5o2bcq9994LwNmzZwuMf/m7EydOGIlsy5YtadGiBa1bt6Zx48ZXHTtnzhxj7Fa9evUwmUxGi8CSJUs4d+4cAQEB1K1bF8ibYCS/q97q1atp3749jo6O/Prrr8aHm/zz8/9PSEgw4ilMUlKS8c1548aNcXNzw9nZmaZNmwJ53eeOHDmCl5cXbm5uxnk9e/YkNDSUPn36GNdqzpw516zHxcWlwPkPPvggNWrUML7Ft1qt7Nu376pr2Lx5c+rXr0+jRo2MmCCvFfZavSCKej2mTJlilJX//Lq6utKrVy+jK+XXX3+N1WrF19fXSNzz//4SExNZvnw5ZrO5wLizFi1aUK9ePZo3b2605O3Zs8fYX5Qyy5cvb3xZAtC6dWs6duxI9+7djW2+vr48+OCDdO3a1ehmt3fv3kKvSXGuzaVLl4y1fmNiYoy/1yeeeOK6s20X9V66GbVq1WLo0KHGa+GXX35ZYCzzlYpynd3d3QtcZ39/f5577jmaNWtGeHh4gTH3N9K9e3datGjBo48+ChS8p68nOTmZHTt20LFjRxo2bEj16tWBvC9ojh8/fsPzb/Re6OLiUuh5RXmtdnBwKNL7aFEV92/lZpjNZqOVPDExkcTERC5evFhgubH8L0vyu68C3HfffZjNZu6//37jmMJe2wYNGsSiRYvo0qULycnJvPfee8yfP98usYuIlAabuq36+/uzd+9erFar8eZ8pY4dO7J3794ijUu51a7sNpr/QXD37t38/PPPnDp1itzcXOONMn+GNLPZXODDTH53ycISmCvXvVyyZInxzayjoyNWq/W63zA3adKEhQsXkpGRwQcffIDJZOLOO++ke/fuRZqA6PLly8yePZvdu3eTlpZWYFKJ/FlhbdG0aVNiY2M5evQoQ4cOxcnJiebNm9/ULJyHDh0yfr5yRkR/f3/++9//ArZfj3bt2hkf+NetW4efnx933XUXmzZtIjs7m7Vr19KgQQNCQ0MLdFOylclkMh7DlR/A0tLSrnlOYfcTFH5PXXmt8pOw3NxcYzKow4cPU6lSJR588EH27t3L6dOn+f3332nevDnLli3jjTfeuKqc0aNH4+DggNVqLVBOYTMLAhw8eNBISK/sWnvlB7wDBw5c1SqU/9iufIzFSQzyz7uy21v+db2ynCu7mBbWnbkwRbkeTZo0Mb4EuPI+hf+XYKSkpBg9Cq53bR5++OEC518Zc36d+Y/N1jIrV64MFLwPr7weLi4uXLp0qUCrSmGKeq+EhYWxf/9+Nm7cyMaNG6lQoYLRVfFabL2Xiqt9+/Y8++yzTJ06lZycHEaNGsX48eMLHGPrdb6y90GDBg2AvC+5iiL/b7yorxX5fv75Z+6++27jC4AHH3zQaNVbsmRJsScAKuy9sDBFea2Gor2P2up6fyv28L///Y/KlSuzdu1ahg0bRkBAAK1btza+7M2/N658T61YsSKQN94x37Xe393c3Bg0aJAxIdGUKVN48MEHb8n8ECIi9mbTq3nlypVxcXFh/PjxvPDCC1dNXJOcnHzDLnul5e/Jwvr16xk9ejSQ1y2qffv2fPXVVyxatAjAaG28Un5Lxo3GdXbt2pWBAwcWObbmzZvzySef8OOPP7J9+3bS0tLYu3cve/fuxWw207Zt2+ue/9Zbb5GYmMidd97J+PHjyc3NNb7dLuxxFFW/fv0ICAhg1apV7N27l8zMTDZu3Mjvv//O1KlTr/pQXVzX6i5p6/WoXr06QUFBRguJr68v3bt3N1og161bZ3QDtof8b+L/rqgTdVx5H93onpo5c+Y1P3DcfffdfPXVV1gsFn755RcqVKiA2WwutFVk2LBhdl8ao7BrkO9GXWKvpbDrUdh1vXKbLROkXOt6XDlLo62PAQq/NkV9bMUps6iKU8/17pXRo0fzww8/sHHjRuLj40lJSWHJkiXs3buXr7/+2ub4buaxXalXr14cPXqU1atXc/HiRd5+++1ivxYWFsvNLKFT2EyxN3o+rFar0cU9vxdF/tg7q9XK8uXL6devX7GWpLLli7Nr/Q3Y8j5aHDf7t3IjZrOZHj160KNHD2PblT0xQkNDgbyEeffu3QXOvfL+yMzMBCArK4sLFy4UeG80m81Ur16dlJQUsrOzOX78+A3nQBARKYtsntUmPDyc33//nV69evH++++zcOFCfvvtN+bOncvUqVONb2PLuvw1/PIH4UPhb3RXfgueP96usHF3V3Zt+ntr3+zZs6879mbLli04OTnx9ttvs3DhQt577z3jjSm/W1Nhb6JJSUlcuHDB+NazRYsWuLq6XvMN++9lZGVlGRMsFGbRokXcddddfPTRR/zwww9G61dGRoax1mZxy8zv7gQFr1NCQgLTpk0DinY9riX/uTx8+DAHDx6kUaNGtGvXDoDjx4+zdu3aInVZLe7jKqrC7qe//5zvyhb8K6/V2bNnGTp0KJcvXwbyWjLyu+xu2rSJuXPnFpgs6lrlQN5kJPv3779mvLVr1zau/ZVdt66Mt7APQvnX6sprZsvapIW58hpeWX5Rn5+iXI8KFSoYLUVnz54t8IF13bp1rF69mgoVKhjdV691bf4+TvZGSqLM4ijKtcnJyTFeDyZOnMj8+fNp0aIFkPd3l39f/p2t95KtIiIijC7dJ0+eLNCd3J7X+VqvzTebOEFet+DKlSszb948Zs6cycyZM5k9e7bRUyA9PZ01a9bcdD2FKcprdVHfR8uqrVu3XtVqmP96WL16deN+bNmypbE//3658l7JTzKPHj1q9PjIZ7VajUnZoGCLpYjI7cTm5NHX15evvvqK1q1bExMTQ3R0NB988AHTpk3jySefvGoB57LKz88PyPtGNf8DT/4b4ZWeeuop48PBypUrjW97/6569erGG/rvv//O0aNHgbw32kWLFhkfYgqzZ88evv76aywWCyaTieDgYONb6vwPMPnd0iCv2865c+d49tlncXV1NcaK5Y892rJlS6H1/L2MDRs28OGHH14zrt9++43Zs2eTm5uLs7MzgYGBQF5XwvxWreKW2bNnT+Ob7//7v/8DIDs7m+nTpxsf0ItyPa7lylbFVq1a4eDgQJs2bYznsG7dukXqMlTcx1VUVatWNWL8448/SE5O5syZM4VONNKjRw+jRSH/m/ycnBymT5+Ot7d3ge5v+clidnY2W7duLTCh1T333GOMefrll1+MbmUrVqwgLi7uut3M81tvAf78808sFgsZGRn88ccfRr35452uNHfuXA4ePMjs2bOBvG/pCxsrbIsrr+G2bdvYvHkzGzduNGK6kaJej379+gF5HxbzFxpPSUnhm2++MbquvfDCC5hMJpKSkoy/v40bNwJ5Mz536tSp2I+vJMosqqJcm5ycHKZNm2bEVKFCBeP1tGbNmtccQ2frvWQrR0dHoqKijNj+zl7X+VqvzfZIon766acC41jzXTmj7ZUT59hTUV6ri/o+WlZt2LCBzz//nIsXLwL/rwuus7MzERERxpcd7dq1M8ZybtiwocD/Tk5OBV7bjh07xs8//wzkJY7z5s0zku977733qsnCRERuFyar1RoJjLyZQjIyMjh06BCZmZkEBgbecMp/e9qzZw/vv/8+Fy5cMLrKVq5cmZ49exoznE2dOtUY41OhQgU6duzISy+9BOSNE/z444/5/fffcXJyol27dlgsFmPa9cqVK/PZZ5/h6+tbYKkOb29vunbtaoytc3R05N577yUiIoLs7Gzmzp3LqlWrOHv2LDVq1MDT05PevXtTv379az6W9evXs2jRIs6cOYOzszPnzp3Dx8eHBx980Oh+CnnLbaxYsYKcnBx8fX3p1q0bXbt2ZfPmzURHR3P69Gnq1KlD586djZkLXV1d6dy5My+99BKXL19m1KhR7N69Gw8PD7y9vXnxxReNZTUyMjKMx54/0+qmTZuwWCyUK1eOCxcuEBgYSJ8+fWjSpIlxHYtTZoUKFTh69CjTp09nx44dmM1mvL29admyJc888wzlypUr8vW4lhdeeIHDhw8zevRoYzKO119/nR07dhAREWFMlx4XF8fw4cNJTk42rtXDDz/Mc889V+THFRgYSP/+/fnwww8L3GtDhw41WmP+Ln+ZiQ0bNpCZmUndunXx8PAwJphwc3NjwoQJVKtWjYMHDzJ9+nT27duHi4sLlSpVolGjRvTt2/eqrmr9+/fnyJEjdOrUiaFDhxbYl5yczNSpU9m6dSsZGRkEBARQrVo1/vvf/+Lr63vda5G/xtzPP/98zeUVAL755htjrFB4eDizZs0qdKmO//znP8b4KEdHR8LCwrj77ruv+nsdNWoUUVFRBWJ69NFHefbZZwtcw4yMDJo1a4anpye//PILkDcWLH/WzcLc6Hrk27p1K/Pnz+fQoUN4e3vj4eHBo48+WmCM6N+XezCZTLRt25ZnnnkGNze3Qq/tSy+9xKpVq9i5c6dxHerVq8dHH31kc5mDBw9m9uzZxhdXLi4uPPPMM8TExLB7926sVitOTk40atSIli1bXnW9IyIiuOuuu254bXJycvjggw9ISEigXLlyXLp0iaysLOrVq8cLL7xgtOgVpij3UmGv3U2aNOGtt94qtMyhQ4cSGxtLVlYWHh4eV01ekpiYyCuvvILFYmHcuHEFltKx5TpXr16dCRMmFKijsNfm3NzcYt3Tf/faa6+xd+9evLy8eOGFF4zxiRkZGTz77LMFWtorV66M2Wzm9OnTxv1UoUIFRo4cycGDB6/7XljY9c6/F270Wl2c99G/Gz169FXvEW+88QYffvhhsf5WCrNixQqmTp3K5cuXjcfl7u6Oi4sLvXv3NmaGXr58OT/99FOB3gUNGzakV69eV/WUyMjIYM6cOaxZs4ZLly6RkZFBWFgY//nPf4wWypSUFGbOnMnevXu5dOkSFy5cIDc3lzvuuMNYxkbrT4vI7arIyePFixc5fvz4bdOiKCKl48rkcdGiRSU6KURiYiI+Pj4FZmjNX2vS09OThQsXlljdIiIiIv82Rf7qa9myZbz88sskJiaSkZFBREQE0dHRrFq1isTExAJdc5YuXVrkdatERGw1d+5cZsyYYbQWnDx50phi/6mnnirN0ERERET+cYo822qXLl1wcnLC39+f3NxcYmNjSUpKMr7Zzx8LFxoaSmJiIv7+/nabGENEbg8TJkwwlqeBvC60b7/9doEugvbUpEkTlixZQr9+/Yy1VGvVqsUjjzxC69atS6ROERERkX8rm8Y8Xr58mYiICCZMmEB6ejqxsbHExsYSFxdHbGwsf/31F6NHjzbGw4mIiIiIiMjtzebkcfPmzYSFhRU6g92lS5cwmUzXnG1PREREREREbi9F7rZ6pcOHD/PBBx9QvXp1vv3226tmDbuZBZRFRERERESk7LEpeTSZTPj7+zN16lR7xyMiIiIiIiJlkE0LDQUFBWEymeyy+LGIiIiIiIiUfTYlj46OjvTt25dp06YpgRQREREREfkXsKnb6uXLlxk9ejRms5n169fTrl07wsLCCA0NpVKlSvaOUUREREREREpZkZPHEydO4OLigre3NwC+vr60bt2auLg4Fi9ezOzZswHw8vIiNDSUAQMGEBAQUCJB5+bmMmzYsKw333wzq0QqEBEREZF/LDc3N7OTk5NTacchcrspcvL42WefkZyczBdffIHZbKZ169YMHDgQAKvVyokTJ4y1HuPi4khLSyuxoC9evMjHH3/sOHLkSMcSq0RERERE/nGys7NJSUm56OPjo+RRpJiKnDxaLBa+/vprypUrR3Z2Ns2aNTP2mUwmqlWrRrVq1ejQoUNJxFkoV1fXW1aXiIiIiNz+MjMzycjIsJZ2HCK3oyJPmOPs7IzFYgEgKyuL7777rqRiEhERERERkTKmyC2Pbdu2ZfDgwXTp0oWQkJCSjElERERERETKmCInj927dyc1NZVZs2aRnp6OyWTi+eefJzg4mNDQUEJCQggJCcHNza0k4xUREREREZFSYLJarZHAyKKekJ2dzZ49exg9ejQtWrQgLi6Ow4cPk52djclkwt/fn5CQEEJDQ2nVqhU1a9a0e9BpaWl4enpitaq7uoiIiIgUXWZmJikpKek+Pj7upR2LyO2m2Os8ms1m7rzzTpo3b054eDiQl1AeOXKkwGyrW7du5dtvv+Xhhx9m0KBBdg9cREREREREbp1iJ48ATk5ORERE/L9CzGaCg4MJDg42tlmtVvbt20d0dDS///57gdlZRURERERE5PZS5NlWi2PZsmUcO3aMunXrMnDgQA4cOFAS1YiIiIiIiMgtYlPLY2EsFgvx8fHExcWxfPlyfH19qVGjBmFhYYSFhdmrGhERERERESkFNiWPycnJxMXFGcliXFwcJ0+e1AQ2IiIiIiIi/1BFTh737NnD7NmziYuL4/z58wX2VahQARcXF7p06UJwcDAxMTF2DzQqKoqRI0favVwRERERERG5sSInj0lJSWzbtg1PT0/atGljrOsYEhJC5cqV6devHwMGDADAw8ODypUr2zXQyMhIIiMjgf+3VIeIiIiIiIjcGkVOHu+9917c3d359ttvqV69Oo899hiurq6FHtuqVSu7BSgiIiIiIiKlr1izrbZs2ZKvvvqKihUr8vLLL7NixQqNcxQREREREfkXKPaEOWazmSeeeIJOnTrx7bffsnTpUl588cWSiO1f7+effyYtLe2W1NW6dWsCAgJuSV0iIiIiInL7sXmpjgoVKhAeHk58fDwTJ04kNTWVs2fPUrlyZZKTk/H09MRstttKIP86S5Ysoc+bb2G9BQld7qVLVB87lv0lMNGRiIiIiIj8M9x0dhccHMwnn3zC2rVrGTZsGB06dODs2bO0b9+eJk2a2CPGf6WUlBSsNWuSOuq9kq8sMZGUoUNKvh4REREREbltFWvM4/XcfffdTJgwAYDVq1fbq1gREREREREpA+zar9TZ2Zk+ffqQmppqz2JFRERERESklJXIoMS+fftSrpzdGjVFRERERESklJVI8uju7l4SxYqIiIiIiEgpUfOgiIiIiIiI3NBtkzxGRUVhMpkwmUx4enqWdjgiIiIiIiL/KrdN8hgZGYnVasVqtWpCHhERERERkVvM5jGPsbGxrF+/nvLlyxMQEEBoaCi+vr4ALFy4kEaNGhEcHGy3QEVERERERKT02JQ8pqenM2TIECwWC2azmezsbCBvopyQkBAuXLhAYGCgXQMVERERERGR0mNT8nj06FEAZs+eTeXKlTl9+jRxcXHExsYSGxtLamoqJpPJroGKiIiIiIhI6bEpefTx8aFSpUr4+PgA4Ovri6+vL23atDGOsVqt9olQRERERERESl2RJ8xZtGgRmzdv5syZM/j4+NCsWTMOHDhwzePV8igiIiIiIvLPUeSWx++//56zZ88CUKFCBYKDgxk1ahTdunWjbdu2VK9eXQmjiIiIiIjIP1SRk0d3d3c+++wzY1xjXFwcOTk5TJkyhSlTpuDm5kZISIjxr1WrVri7uxdaVnx8POHh4Tg7OxvbZsyYUeB3ERERERERKTuKnDy+9NJLxtjGtm3bGtuTk5MLJJTr169n4cKFjBkzhiZNmly3vM6dO99c9CIiIiIiInJLFDl5bNSoUaHbvb29admyJS1btjS2paWl4eDgcN3yNm7cSEJCAllZWbRr1+6a5YuIiIiIiEjpK/KEOVfKzs4mJibmmvs9PDxwdXW95n4vLy8efPBBBgwYQL9+/fj888+vO/mOiIiIiIiIlC6bksesrCymTZtW6L7Vq1fz119/Xfd8b29vWrVqBYCbmxutW7dm9erVhR4bFRWFyWQq8M/T0xPIm9E1KirKlocgIiIiIiIixVCs5PH06dNkZGRc95icnBzefPNNzpw5c81jkpKSyM7ONn53dHS8ZrmRkZFYrdYC/1JTU4G8tSQjIyOL8xBERERERETEBsVKHqdNm0a3bt0YOHAgZ86cYf78+ezYsYP09HTjmM6dO/Of//yHTZs2XbOcxYsXs2fPHuP3nTt30rhxYxvCFxERERERkVuhyBPmADz99NOEhYVx8OBBVq1axZQpU4wWRD8/P0JDQ6lZsybx8fE0bNjwmuU0atSIuXPnsnnzZlJSUmjSpAkdO3a8uUciIiIiIiIiJaZYyWNAQAABAQG0bduWXbt28cEHH3D58mVjmY64uDh27NiBi4sLAwYMuGY5f5+dVURERERERMq2YiWP+U6ePMmJEyd4++23+fbbbwkODrZ3XCIiIiIiIlKG2JQ8mkwm/P39mTp1qr3jERERERERkTLIpqU6goKCMJlM5Obm2jseERERERERKYNsSh4dHR3p27cv06ZNUwIpIiIiIiLyL2BTt9XLly8zevRozGYz69evp127doSFhREaGkqlSpXsHaOIiIiIiIiUMpuSRwBfX19at25NXFwcixcvZvbs2QB4eXkRGhrKgAEDCAgIsFugIiIiIiIiUnpsSh7NZjOtW7dm4MCBAFitVk6cOFFgyY60tDS7BioiIiIiIiKlx6bk0dHR0UgcIW/21WrVqlGtWjU6dOhgr9gKiIqKYuTIkSVStoiIiIiIiFyfTRPmlIbIyEisVitWq5XU1NTSDkdERERERORfxeYxj8nJyUyePJkdO3YAUKtWLTp06ECHDh0wmUz2ik9ERERERETKAJuTx7fffpvz588TFBREWloaO3fuZNOmTSxfvpzhw4fj4eFhzzhFRERERESkFNmUPB45cgSr1crUqVNxcXEBICcnh127djFlyhTee+89xowZY9dARUREREREpPTYNOYxNTWVhg0bGokjgIODA40bN2bcuHFkZGSwd+9euwUpIiIiIiIipcum5NHPz48DBw5gtVqv2mc2m3nooYfYv3//TQcnIiIiIiIiZYNNyaOPjw9OTk6MHz8ei8Vy1f60tLRCE0sRERERERG5Pdk8YU54eDivv/46a9asoVmzZtSpUwcvLy+SkpKYPXs2n3zyiT3jFBERERERkVJkc/Lo5+fHxIkTiY6OZt26daxZsyavQLOZXr16Ubt2bXvFKCIiIiIiIqWsyMljYmIiDg4OBAQEGNvc3d0ZMmQIgwYN4tChQ2RmZhIYGIi3t3eJBCsiIiIiIiKlo8jJ4549e8jMzCyQPOZzdnamfv36dg1MREREREREyo5idVtdvnw558+fJzQ0lJCQEPz9/TGZTCUVm4iIiIiIiJQRxUoe77zzTipVqkRMTAyzZs3i7Nmz1KxZk5CQECOhrFGjBuXK2TSJ63VFRUUxcuRIu5crIiIiIiIiN1bk5NHf358KFSrQrl07Y1tWVhaHDx8mNjaWvXv3MmfOHJKSkggMDKRHjx60bdvWboFGRkYSGRkJ5C0F4unpabeyRURERERE5PqKnDw2bdr0qm2Ojo7UqlWL4OBglixZwrp168jIyODcuXN4eHjYNVAREREREREpPTYv1ZFv69atREdHc+zYMcqXL8+zzz7LE088gbOzsz3iExERERERkTLA5uQxMTGR6Oho/vjjD0wmEw888AD//e9/tUyHiIiIiIjIP1Cxk8cLFy4wbdo0fv75Z3Jzc2nUqBEvvvgiQUFBJRGfiIiIiIiIlAFFTh6zsrL44YcfmD17NhaLhYCAAJ5//nnuuuuukoxPREREREREyoAiJ4/Lly/nm2++wcXFhYEDB/Lwww/j4OBQkrGJiIiIiIhIGVGsbqs1a9YkOzubWbNmsWXLFmNtx9DQUKpWrYrJZAJg2rRptGzZkjp16pRI0CIiIiIiInJrFSt5fPDBB3nssce4dOkS8fHxxMbGsm3bNubMmcPZs2epWbMmoaGhxMfHU79+/ZKKWURERERERG6xIiePnTt3JiMjA4Dy5ctTr1496tWrZ+zPysri8OHDxMbGsmvXLvtHKiIiIiIiIqWmyMmjk5MTTk5O19zv6OhIrVq1qFWrFkeOHLFLcCIiIiIiIlI2lCuJQp944glCQkLsWmZUVBQmkwmTyYSnp6ddyxYREREREZHrK5HksUqVKnZP8CIjI7FarVitVlJTU+1atoiIiIiIiFxfiSSPIiIiIiIi8s+i5FFERERERERuSMmjiIiIiIiI3NBNJY9nzpzhzJkz9opFREREREREyqibSh537drF6tWrr9q+Y8cOzp07dzNFi4iIiIiISBlyU8ljuXLlWLZsGStWrCA7O9vYvmnTJq31KCIiIiIi8g9yU8ljx44dGT16NAkJCURERHDmzBkuXLjAvn377BWfiIiIiIiIlAHmoh544MABRo0aRb169XjrrbeM7f7+/gwYMIADBw4wfPhwUlJSSE5OxtnZuUQCFhERERERkVuvyMnjzp078fLy4t57771qn9VqZefOnRw9epScnBwGDhxI3bp17RqoiIiIiIiIlJ4iJ4+nT5/m2WefpXnz5gW2p6WlMWbMGGJiYggMDOSBBx5g//79PProo3YPVkREREREREpHkcc8enh4cPny5QLb9u/fz4ABA4iJieGBBx7giy++4LHHHuP06dN2X8IjKioKk8mEyWTC09PTrmWLiIiIiIjI9RU5eWzUqBEzZswgKSmJjIwMZs2aRXh4OCkpKQwdOpSIiAhjnGPDhg35888/7RpoZGQkVqsVq9VKamqqXcsWERERERGR6ytyt9VGjRpRs2ZNnnnmGUwmE7m5uXh7e/PRRx9xxx13FDjWarVqnUcREREREZF/kCInjwDDhg2jbdu27Ny5k5CQEH799Vf2799fIHnMzs4mJiaGBx980O7BioiIiIiISOkoVvJYrlw52rdvT/v27QFo0qQJgwcPZuPGjdx9992YzWZ+/vlnEhISaNiwYYkELCIiIiIiIrdesZLHv/P19eXjjz/mgw8+YMyYMQCYTCZ69uxJYGCgXQIUERERERGR0ndTySNAjRo1mDhxIgcPHuTUqVPUrFmTmjVr2iE0ERERERERKStuOnmEvNbGOnXqUKdOHXsUJyIiIiIiImVMkZfqKAlpaWn06NGDH374oTTDEBERERERkRso1eTx66+/xtfXtzRDEBERERERkSKwS7dVW6xbt47g4GCysrJKKwQREREREREpolJpeUxJSWHt2rU88sgjpVG9iIiIiIiIFJNNyWN2djYxMTE2V/r111/z/PPPYzKZbnhsVFQUJpOpwD9PT08gb6KeqKgom+MQERERERGRorGp22pWVhbTpk2jZcuWV+1bvXo1derUoVq1aoWem5yczNmzZ5k3bx4ABw4c4NSpU5w4cYKXX375quMjIyOJjIwssC0tLQ1PT0+sVqst4YuIiIiIiEgxFSt5PH36NBUqVLjuMTk5Obz55pt8+umn+Pj4XLXf29ubMWPGGL+PHj2aWrVq8dhjjxUnFBEREREREbmFipU8Tps2jZUrV1KtWjXS09OZP38+oaGhhISE4O7uDkDnzp1xcHBg06ZNNxzTOHnyZA4ePEhSUhJms5mHH37Y9kciIiIiIiIiJaZYyePTTz9NWFgYBw8eZNWqVUyZMoXs7GwA/Pz8CA0NpWbNmsTHx9OwYcMblvf888/z/PPP2xa5iIiIiIiI3DLFSh4DAgIICAjgvvvuIyEhgc8//5wjR44QGxtLXFwccXFx7NixAxcXFwYMGFBSMYuIiIiIiMgtZtOEOS4uLowdOxaz2UxwcDDBwcH2jktERERERETKEJuSR4AlS5aQm5vLAw88gIeHBwCXL1/GxcXFbsGJiIiIiIhI2WDTOo8ZGRnMmDGDkydPcvnyZSBvPcZu3brRv39/YmNj7RqkiIiIiIiIlC6bksfjx4/Tpk0bBg8ejI+PD9u3b2fDhg3cdddd1K9fn6ioKGMiHREREREREbn92dRtNTMzEy8vL+P3lStXUrFiRUaMGIGjoyPffvstMTExtGnTxm6BioiIiIiISOmxqeWxevXq7N69m5ycHFJTU9mwYQP33Xcfjo6OANSpU4cTJ07YNVAREREREREpPTa1PHp4eBAaGspzzz0H5I2BfOCBB4z9KSkpODk52SdCERERERERKXU2tTwCvPTSSzzyyCNUq1aN8PBw7rjjDiwWCz/99BOzZs3ijjvusGecREVFYTKZMJlMeHp62rVsERERERERuT6bk0eTycSjjz7K+++/b7Q65ubmcuzYMYKCgmjQoIHdggSIjIzEarVitVpJTU21a9kiIiIiIiJyfTav81gYd3d3Bg4caM8iRUREREREpAywqeXx0qVLrF69miNHjpCbm3vV/jNnzpCVlXXTwYmIiIiIiEjZYFPL4+HDhxk9ejQAzs7OBAUFERoaSkhICCEhISxbtoy2bdvSpEkTuwYrIiIiIiIipcOm5DE7O5vu3bvz+OOPExcXR1xcHLGxsSxfvpyMjAwA2rZta9dARUREREREpPTYlDxWqVKF5ORk/Pz88PPzMxLFjIwM5s6dy8mTJwkICLBroCIiIiIiIlJ6bBrz6Ofnx8mTJzlx4kSB7c7OzvznP//BwcGBy5cv2yVAERERERERKX02L9XRs2dP3nzzTWJjY6/aFxgYSExMzE0FJiIiIiIiImWHzUt1tGvXjkOHDjFo0CA6dOhAu3btqF27NhcvXmT16tU88sgj9oxTREREREREStFNrfP43HPPERwczNSpU1m9erWx3c/PjzZt2tx0cCIiIiIiIlI2FDl5PHbsGBcuXCA4OBhXV1dje4cOHbj77rs5dOgQsbGxODk50bp1a9zd3UskYBEREREREbn1ipw87ty5k5kzZwLw4YcfEhgYaOwzmUzUrl2b2rVr2z/C/19UVBQjR44ssfJFRERERETk2oo1YU779u2ZO3cugYGBJCUlXbV/9+7dfPLJJyxevJiUlBS7BQkQGRmJ1WrFarWSmppq17JFRERERETk+mwe8zh8+HBSUlIICgqiYcOG9OrVi8DAQFq0aMG0adOoUaMGTZo0sWesIiIiIiIiUkpsXqrjm2++4f7776dGjRr4+/sD4O7uTvv27Y3fRURERERE5J/B5uQxX/Xq1enYsaM9YhEREREREZEy6qaTRxEREREREfnnK9aYx+XLl5OYmEhoaCghISGcP38eHx+fkopNREREREREyohiJY9VqlTh9OnT7NixA6vVCsCGDRtYu3YtISEhxr+cnJwSCVZERERERERKR7GSxwcffJDHHnsMi8VCfHw8sbGxxMbGEhcXx//93/+Rm5trHPvkk0/aPVgREREREREpHUVOHh966CEyMzMBcHV1pX79+tSvX9/Yn5GRQUJCArGxsfzyyy/2j1RERERERERKTZGTR5PJhLOz8zX3Ozs7ExYWRlhYGMePH7dLcCIiIiIiIlI2FKvbalH16dMHs7lEihYREREREZFSUCJLdXh6euLq6mrXMqOiojCZTJhMJjw9Pe1atoiIiIiIiFzfbbPOY2RkJFarFavVSmpqammHIyIiIiIi8q9y2ySPIiIiIiIiUnqUPIqIiIiIiMgNKXkUERERERGRG7J5StQDBw4wf/58HB0deeqppwgKCrJnXCIiIiIiIlKG2NTymJ2dzTvvvEN8fDxbt24lIiKC8+fPA7B+/XosFotdgxQREREREZHSZVPyeOTIEYKCgpg6dSqzZ8+matWqLF26FICUlBRGjRqF1Wq1a6AiIiIiIiJSemxKHi0WCyEhIZhMJlxcXOjbty+///47AF27diUoKIjdu3fbNVAREREREREpPTYlj/7+/uzbt8/4vUmTJpw4ccL4vW7dusTHx998dCIiIiIiIlIm2JQ8Vq5cGUdHRyZOnIjFYsHR0RF3d3eys7MBOH78OJmZmXYNVEREREREREqPzbOthoeHM2TIEJYuXUqTJk2wWCz89ttvJCcnM2PGDMaMGWPPOEVERERERKQU2bzOo6+vLxMnTqRDhw7s2LGDc+fO8dFHH/Hdd9/x9NNPU7duXXvGSVRUFCaTCZPJhKenp13LFhERERERkeuzueURwN3dnSFDhjBo0CAOHTpEZmYmQUFBeHl52Ss+Q2RkJJGRkQCkpaUpgRQREREREbmFipw8rl27lqpVqxIYGIjZXPA0Z2dn6tevb/fgREREREREpGwocvIYHR3N2bNnMZvN3HHHHYSGhhIaGkpISAjBwcE4Ozsbx27YsIGQkBD8/PxKJGgRERERERG5tYqcPLq6ujJu3DhiY2OJi4vj4MGDrFy5kpycHEwmEwEBAUYyuXPnTlxdXZU8ioiIiIiI/EMUOXns1asX9erVo169esa2zMxMDh8+bCSUsbGxrF+/nszMTB599NESCVhERERERERuvSInj/fee+9V25ycnKhduza1a9c2tuXk5HDkyBEqVapknwhFRERERESk1BU5eZw3bx5+fn6Ehobi7++PyWQq9DgHBweCgoLsFqCIiIiIiIiUviInj4sXL+bs2bNA3vjH4OBgY4xjaGgoNWrUoFw5m5eNFBERERERkTKsyMmju7s748ePJz4+nri4OOLi4vjxxx/Jzs4G8pbrCAwMNJLJdu3a4eHhUWhZe/bs4fvvv6d69eqcO3cOV1dXXn75ZRwcHOzzqERERERERMSuipw8vvbaa/j4+ODj40OrVq0YNWoUzz77LA0bNiQlJYX4+Hi2bNnCkiVLMJlM+Pn50aRJk0LLSklJ4amnnjIm33nxxRfZtm0brVq1ss+jEhEREREREbsqcvJ45513Gj8nJiZisVjo0aOHsa1ly5b06tWLDRs2sGPHjgLH/12bNm2Mn9PT07FYLFSrVq24sYuIiIiIiMgtYtMgxYsXL5KTk1PovrZt25KTk8PRo0dvWM7UqVN59dVX6dWrFwEBAbaEIiIiIiIiIreATcljYGAghw4dIiYmptD9VapUYefOnTcs57///S8TJkzg559/Zt26dYUeExUVhclkKvDP09MTAJPJRFRUlC0PQURERERERIrBpuTR1dWVvn37MmLECEaPHs2WLVtISUkB4Pjx46xcuRJnZ+drnm+xWIyfnZ2dadmyJRs2bCj02MjISKxWa4F/qampAFitViIjI215CCIiIiIiIlIMRR7z+HePP/44Hh4eTJgwgdWrVwN5LYFWqxVvb2/at29/zXPHjx9P3759qVq1KpA3hjL/ZxERERERESl7bE4eATp37kzbtm2JiYlh165dXLx4kRo1avDQQw9RsWLFa57XvHlzxo8fzx133EF6ejrOzs707NnzZkIRERERERGRElTk5HHevHn4+fkRGhqKv78/JpMJyOvC2rFjRzp27FjkSu+9917uvffe4kcrIiIiIiIipaLIyePixYs5e/YskJcwBgcHExoaSkhICKGhodSoUYNy5WwaQikiIiIiIiJlXJGTR3d3d8aPH098fDxxcXHExcXx448/kp2dDeRNfBMYGGgkk+3atcPDw6PEAhcREREREZFbp8jJ42uvvYaPjw8+Pj60atWKUaNG8eyzz9KwYUNSUlKIj49ny5YtLFmyBJPJhJ+fH02aNCnJ2EVEREREROQWKXLyeOeddxo/JyYmYrFY6NGjh7GtZcuW9OrViw0bNrBjx44Cx4uIiIiI7c6dO3fL6vLy8tJQJBEplE2zrV68eJGcnJxC97Vt25Y//viDo0ePUqtWrZsKTkREROTfbu6cWTzf/znM5pJP6HJychn2xuu8NeLdEq9LRG4/NiWPgYGBHDp0iJiYGFq2bHnV/ipVqrBz504ljyIiIiI36ffft/H03VaeaFfyyePaXbls/3N7idcjIrcnm16FXF1d6du3LyNGjGD06NFs2bKFlJQUAI4fP87KlStxdna2a6AiIiIiIiJSemxqeQR4/PHH8fDwYMKECaxevRoAk8mE1WrF29ub9u3b2y1IgKioKEaOHGnXMkVERERERKRobE4eATp37kzbtm2JiYlh165dXLx4kRo1avDQQw9RsWJFO4WYJzIyksjISADS0tLw9PS0a/kiIiIiIiJybTeVPEJeF9aOHTvSsWNHe8QjIiIiIiIiZVCRxzxevHiRgwcPlmQsIiIiIiIiUkYVOXlctmwZL7/8MomJiWRkZBAREUF0dDSrVq0iMTGR3Nxc49ilS5eSmJhYEvGKyG3KarXSqF07TCbTLfkX2KABp06dKu2HLf9w74wefcvuaZPJxIqVK0v7IYuIyL9YkbutdunSBScnJ/z9/cnNzSU2NpakpCQWLlwIgLOzM4GBgYSGhpKYmIi/vz81a9YsqbhF5DaTm5vLrs2bYfvOW1Lf+T49OXXqFH5+frekPvl32rhpE3w6DjreU/KVfTuZ39aupXOnTiVfl4iISCGKnDy6urry8MMPA3D58mUCAgKYMGEC6enpxMbGEhsbS1xcHH/++Sd//fVXiQUsIiIiIiIit16Rk8c//viDcuXK0bhxY1xcXBg3bhwA7u7uNG7cmMaNGxvHXrp0CZPJZP9oRUREREREpFQUeczjyZMnOXz4sPG7k5PTNY8tX748Li4uNxeZiIiIiIiIlBnFWqrjm2++YfXq1YSGhhISEkJISAhBQUFXJZJ//PEHNWrUwMfHx67BioiIiIiISOkocvJYo0YNHBwc+Ouvvzhy5AhLly4FwMHBgYCAAEJDQ42kcu3atXTo0EHJo4iIiIiIyD9EkZPHBg0aMGnSJMaOHUuDBg1o06YN8fHxxMXFERsby8aNG1l5xRTiHTp0KIl4RUREREREpBQUq9tq1apV+fjjj/n++++ZMGEC4eHhdO7cGchbw+348ePExcWxePFiuwcaFRXFyJEj7V6uiIiIiIiI3FiRJ8zJZzKZ6NGjB4MGDeLjjz/m//7v/7BarZhMJgICAujYsSO1a9e2e6CRkZFYrVasViupqal2L19ERERERESurdjJY77AwEA+/fRTzp07x/Dhwzlz5oyx77nnnqNu3bp2CVBERERERERKn83JI4DZbKZfv3706dOHqKgoVq9eDYCzszPOzs52CVBERERERERK300ljwBnzpwhISGB8uXLM3r0aBYsWGCPuERERERERKQMKdaEOZA3Mc7BgweJiYlh8+bNxMfHA1CuXDnq1q1LjRo17B6kiIiIiIiIlK4iJ49HjhxhwYIFbN26leTkZADc3Ny4++67adWqFS1atMDT07PEAhUREREREZHSU+Tkcffu3fzyyy9UqFCBxx9/nFatWlG/fn0cHBxKMj4REREREREpA4rVbbVmzZpkZWXx66+/cuTIEbZv305ISAghISH4+/tjMpkAWLBgAY0aNSIkJKREghYREREREZFbq1jJ44MPPshjjz2GxWIhPj6e2NhYNm/ezIwZM0hOTqZmzZqEhoYSHx9PUFBQScUsIiIiIiIit1iRk8dOnTqRkZEBgKurK/Xr16d+/frG/oyMDBISEoiNjWXXrl32j1RERERERERKTZGTxxut3ejs7ExYWBhhYWEcP37cLsGJiIiIiIhI2XDT6zwWpk+fPtSpU8euZUZFRWEymTCZTJrVVURERERE5BYrkeTR09MTV1dXu5YZGRmJ1WrFarWSmppq17JFRERERETk+oqcPJ44ccJY31FERERERET+XYqcPH722WcMHTqUS5culWQ8IiIiIiIiUgYVOXm0WCx8/fXXlC9fnuzsbLZu3VqScYmIiIiIiEgZUuTk0dnZGYvFAkBWVhbfffddScUkIiIiIiIiZUyRl+po27YtgwcPpkuXLoSEhJRkTCIiIiJSCpLTrCzdEoNrxYolXpfVauWxnj2ZFR1d4nWJiH0UOXns3r07qampzJo1i/T0dEwmE88//zzBwcGEhoYSEhJCSEgIbm5uJRmviIiIiJSQpPNWssPCyH5/dMlXduIvVr35RsnXIyJ2U+Tk0WQy8Z///IfevXuzZ88eRo8eTVhYGHFxcaxdu5bs7GxMJhP+/v6EhIQQGhpKq1atqFmzZgmGLyIiIiJ25WAGD4+Sr8fNDZPJVPL1iIjdFDl5NE4wm7nzzjtp3rw54eHhAGRnZ3PkyBFiY2OJi4sjLi6OrVu38u233/Lwww8zaNAguwcuIiIiIiIit06xk0cAJycnIiIi/l8hZjPBwcEEBwcb26xWK/v27SM6Oprff/+dZs2a3Xy0IiIiIiIiUiqKPNtqcZlMJurWrcvAgQM5cOBASVUjIiIiIiIit4BNLY8AycnJTJ48mR07dgBQq1YtOnToQIcOHQr0Xw8LCyMsLOymAxUREREREZHSY3PL49tvv82OHTsICgrCx8eHnTt38sEHH/Dmm2+SlpZmzxgBiIqKwmQyYTKZ8PT0tHv5IiIiIiIicm02tTweOXIEq9XK1KlTcXFxASAnJ4ddu3YxZcoU3nvvPcaMGWPXQCMjI4mMjAQgLS1NCaSIiIiIiMgtZFPLY2pqKg0bNjQSRwAHBwcaN27MuHHjyMjIYO/evXYLUkREREREREqXTcmjn58fBw4cwGq1XrXPbDbz0EMPsX///psOTkRERERERMoGm5JHHx8fnJycGD9+PBaL5ar9aWlphSaWIiIiIiIicnuyebbV8PBwXn/9ddasWUOzZs2oU6cOXl5eJCUlMXv2bD755BN7xikiIiIiIiKlyObk0c/Pj4kTJxIdHc26detYs2ZNXoFmM7169aJ27dr2ilFERERERERKmc3JI4C7uztDhgxh0KBBHDp0iMzMTAIDA/H29rZXfCIiIiIiIlIG3FTymM/Z2Zn69esX+fh169axdu1aqlSpwokTJ2jZsiVdunSxRygiIiIiIiJSAuySPBbXunXreOmll/D29uby5cv07NmTunXrcscdd5RGOCIiIiIiInIDNs22erOGDx9udG11cXGhQoUKJCcnl0YoIiIiIiIiUgSlkjyaTCbj5+PHj+Po6EiDBg1KIxQREREREREpglJJHvNlZGQQHR3NiBEjcHBwKPSYqKgoTCZTgX+enp5AXhIaFRV1K0MWERERERH5V7I5eVy4cCHz588nLS3N2Hb58uUin3/58mU+/fRT+vXrR40aNa55XGRkJFartcC/1NRUAKxWK5GRkbY+BBERERERESkim5LHjIwMZsyYwcmTJ42EMSoqim7dutG/f39iY2Ove77FYuGTTz6hT58+BAUFkZiYyM8//2xLKCIiIiIiInIL2DTb6vHjx2nTpg2DBw8GYPv27WzYsIG77rqLSpUqERUVxXfffYfZXHjxn332GTExMezatQuAnJwcevfubeNDEBERERERkZJmU/KYmZmJl5eX8fvKlSupWLEiI0aMwNHRkW+//ZaYmBjatGlT6PlvvfWWbdGKiIiIiIhIqbCp22r16tXZvXs3OTk5pKamsmHDBu677z4cHR0BqFOnDidOnLBroCIiIiIiIlJ6bGp59PDwIDQ0lOeeew7IGwP5wAMPGPtTUlJwcnKyT4QiIiIiIiJS6myebfWll17ikUceoVq1aoSHh3PHHXdgsVj46aefmDVrFnfccYc94xQREREREZFSZFPLI+Stsfjoo4/y6KOPGttyc3M5duwYQUFBNGjQwC4BioiIiIiISOmzOXk8cOAA8+fPx9HRkaeeeoqgoCDc3d0ZOHCgPeMTERERERGRMsCmbqvZ2dm88847xMfHs3XrViIiIjh//jwA69evx2Kx2DVIERERERERKV02JY9HjhwhKCiIqVOnMnv2bKpWrcrSpUuBvMlyRo0ahdVqtWugIiIiIiIiUnpsSh4tFgshISGYTCZcXFzo27cvv//+OwBdu3YlKCiI3bt32zXQqKgoTCYTJpMJT09Pu5YtIiIiIiIi12dT8ujv78++ffuM35s0aVJgXce6desSHx9/89FdITIyEqvVitVqJTU11a5li4iIiIiIyPXZlDxWrlwZR0dHJk6ciMViwdHREXd3d7KzswE4fvw4mZmZdg1URERERERESo/Ns62Gh4czZMgQli5dSpMmTbBYLPz2228kJyczY8YMxowZY884RUREREREpBTZnDz6+voyceJEoqOjWbduHZcuXeKjjz7CbDbTu3dv6tata884RUREREREpBTZnDwCuLu7M2TIEAYNGsShQ4fIzMwkKCgILy8ve8UnIiIiIiIiZUCRk8eLFy9y/PhxateufdU+Z2dn6tevb9fAREREREREpOwo8oQ5y5Yt4+WXXyYxMZGMjAwiIiKIjo5m1apVJCYmkpubaxy7dOlSEhMTSyJeERERERERKQVFbnns0qULTk5O+Pv7k5ubS2xsLElJSSxcuBDIa30MDAwkNDSUxMRE/P39qVmzZknFLSIiIiIiIrdQkZNHV1dXHn74YQAuX75MQEAAEyZMID09ndjYWGJjY4mLi+PPP//kr7/+KrGARURERERE5NazacIcFxcXxo0bB+RNmtO4cWMaN25s7L906RImk8k+EYqIiIiIiEips3m2VScnp2vuK1++vK3FioiIiIiISBlU5AlzisNqtdq9zKioKEwmEyaTCU9PT7uXLyIiIiIiItdmc8vjb7/9xvLly3F2diYgIICQkBBCQ0OpWrUqkyZNonXr1jRo0MBugUZGRhIZGQlAWlqaEkgREREREZFbyKbk8ezZs3z44YdUrVoVLy8vVq5cybx584C8iXUcHR1p0aKFXQMVERERERGR0mNT8nj69Gm8vb359ttvcXBwACA5OZm4uDhj5lVXV1e7BioiIiIiIiKlx6bkMTAwEFdXVyNxBPD29qZFixZqcRQREREREfkHsmnCnPLly/Pcc88xZ86cEpkcR0RERERERMoWmyfMycjI4JdffmHlypW0bt2asLAwQkJC8PX1tWd8IiIixZKbm0tWVtYtqUtfoIqIyL+JTcnjmTNnGDNmDL6+vri5ubFs2TJjwhx3d3dCQkJ4+eWXueOOO+warIiIyI089sj9LFu+5pbUVc7DAzree0vqEhERKW02T5hTsWJFpkyZgtlsNrblT5gTFxfHpUuX7BqoiIhIUWzdtp0p4U5UrmAq8bqeHm/lconXIiIiUjbYlDwGBQXh6elpJI4AVapUoUqVKrRu3dpuwYmIiIiIiEjZYNOEOS4uLjz99NMsXLhQ4z1ERERERET+BWxqebx8+TKjR4/GbDbzyy+/0KZNG+rUqUNoaCiVKlWyd4wiIiIiIiJSymyebdXX15fWrVsTFxfHokWLsFgsAHh5eREaGsqAAQMICAiwW6AiIiIiIiJSemxKHs1mM61bt2bgwIFA3lTlJ06cMCbLiYuLIy0tza6BRkVFMXLkSLuWKSIiIiIiIkVjU/Lo6OhoJI4AJpOJatWqUa1aNTp06GCv2AqIjIwkMjISgLS0NDw9PUukHhEREREREbmazd1Wk5OTmTx5Mjt27ACgVq1adOjQgQ4dOmAylfz06CIiIiIiInLr2Jw8vv3225w/f56goCDS0tLYuXMnmzZtYvny5QwfPhwPDw97xikiIiIiIiKlyKbk8ciRI1itVqZOnYqLiwsAOTk57Nq1iylTpvDee+8xZswYuwYqIiIiIiIipcemdR5TU1Np2LChkTgCODg40LhxY8aNG0dGRgZ79+61W5AiIiIiIiJSumxKHv38/Dhw4ABWq/WqfWazmYceeoj9+/ffdHAiIiIiIiJSNtiUPPr4+ODk5MT48eON9R2vlJaWVmhiKSIiIiIiIrcnmyfMCQ8P5/XXX2fNmjU0a9aMOnXq4OXlRVJSErNnz+aTTz6xZ5wiIiIiIiJSimxOHv38/Jg4cSLR0dGsW7eONWvW5BVoNtOrVy9q165trxhFRERERESklNmcPAK4u7szZMgQBg0axKFDh8jMzCQwMBBvb297xSciIiIiIiJlwE0lj/mcnZ2pX7++PYoSERERERGRMsimCXNuJDU1ldzcXLuWGRUVhclkwmQy4enpadeyRURERERE5PpsbnmcOXMmy5cvx8XFherVqxMaGkpISAi1atVi9uzZtGrViiZNmtgt0MjISCIjI4G82VxLI4HMzs5m6dKlt6SuP/74QzPWyi2xZcsWkpKSSrye3Nxc0C0tIiK3oVmzZhEXF2fz+X369CE4ONiOEYmUDpuSx5MnTzJt2jQaNWpElSpV+Ouvv5g7dy6XLl3KK9RsplWrVnYNtCwY/eH7zJzyCVW8nEq8rsMnLGTUb1fi9ci/2549e3i298NUqZBT4nVZrWC12rdHgoiISEmLiYlhWMT/6FAv06bzz6ZaWTBvBrv32Z58ipQVNiWP58+fx8/Pj48//tjYZrVaOX78OHFxccTFxeHl5WW3IMuKs2fO0KFuJo+2Kfnmky//L4fl+qAtJezixYs4lsth+JMZJV5XdjZ03Vni1YiIiNhdRQ8n+txr27kHjuUyY7OjfQMSKSU2jXkMCgrCxcWlwDaTyURAQAAdO3bk+eefJzAw0C4BioiIiIj8k7366qv07NmTTp06sWDBgmset2LFCjp16sQzzzzDu+++e0tiW7duHQMHDqRTp07Ex8ffkjr/buXKlfzvf/+jU6dOnDhxwtg+duxY3nzzzVKJqaxKSEhg5syZJVa+Tcmjs7MzPXr0YMGCBRqXJyIiIiJyEz777DM6d+6M2Wxm/vz5ZGZe3UU2NzeX+fPnA9CjRw9GjBhxS2Jr3759qSdonTp1IiIi4qrtTZs2pU2bNqUQUdl1+PBhZsyYUWLl29Rt9fLly4wZMwaz2cyKFSto3bo1derUITQ0lEqVKtk7RhERERGRf7z77ruPX375hWXLlvHII48U2Pfbb78RFhZGYmJi6QRXBt19992lHcK/js2zrfr4+NCuXTtiY2NZtGgRFosFAC8vL0JDQxkwYAABAQF2C1RERERE5J/szjvvJCkpiXnz5vHQQw9hNud9VLdarSxcuJBhw4axbNmyq847duwY0dHRpKWl4eTkhKurKwMGDKBq1aoAdO/enYsXL9K6dWuaN2/O7NmzOXPmDK1btyYqKorjx48zadIkzp07h5ubG5cvX6Z9+/Y8+eSTBeo5e/Ys0dHR7N+/n+rVqxMREUFoaCgAFouFSZMmkZCQQPny5bFYLLRt25YePXpgMpmuiqNp06bMnDmTnJwc7r33Xl588UXjOIAlS5YwZ84cTCYTNWrU4IEHHigQyzfffMPatWtJS0tj8eLFQN7KCJMnT+bAgQNGDA0aNOC5554zyo6JiWHWrFmYzWasVivBwcH069cPV1fXaz4vVquV+fPn89tvv+Hu7k5WVhYdOnTgkUceITMzkyFDhnDgwAG8vLx4+eWX8fHx4aOPPiItLY17772X9u3bEx0dzYEDB3juuefYuXMnf/31F5cvX+bhhx+md+/eRnwWi4Vvv/2WPXv24OLiQk5ODj179jRaWCMjI9m0aRNubm689957jB8/niNHjlC+fHmeffZZFi1aRG5uLoMGDQLyWm0ffvhh9uzZw9SpUzGbzWRnZ+Pq6kqPHj2oV69eEe7M/8em5NFsNtO6dWtefPFF44KeOHGC2NhYY8KctLS065aRkJDAuHHjCAsLY+DAgbaEISIiIiLyj9KnTx8iIiJYvnw5Dz30EJA37rBBgwZUqFDhquPPnz/Pa6+9Rs+ePXn88ccBmDt3Lq+99hpTp07F1dWVxYsX8/7777N3715CQ0OZPHkyW7ZsYd26dZw/f57w8HDuv/9+Yxzl1q1biYqKuip5XLx4Ma+88gqenp5ERUUxbtw4vvrqKwAuXLjAgQMH+OKLL3BycuLixYsMGjQIV1dXHn74YeP8999/nz179tCgQQO+++47/vzzT0aOHEmTJk2M1Rq2bt3K559/zjvvvEO7du1ISUkhKiqqQCz9+/fHz8+Pb775pkB8Bw4c4LPPPsNkMnH27Fn69+9P3759cXJyYvv27YwcOZLPPvuM2rVrk52dTVRUFB988AHvvffeNZ+T6dOns3r1ar788ks8PT1JSUnhxRdfJCsriyeffJIvvviCzz//nPXr11OvXj28vLzw9fXlrbfeMpLrL774gk6dOrFkyRI+/vhj/P392bdvHxEREVSsWJGuXbsCGEsTfvnllzg6OrJnzx4iIiKIjIw0kv0lS5YwceJEfvnlF0aPHo3FYiEiIoLu3bvj4eHBRx99xBdffGHEn5uby4gRI3jrrbdo3rw5AJMmTWLLli3FTh5tGvPo6OjIyy+/bPxuMpmoVq0aHTp0oH///owePZo777zzmucnJyezYcMGwsLCbKleREREROQfqUGDBtSvX585c+aQk5NjtHo99dRThR7/008/kZGRwaOPPmps6969O+fPn2f16tUFjjWbzfTu3Rs3Nzc6duzIK6+8wpIlS0hNTaVnz57GcS1atLiq2yzktWJVr14dT09POnfuTHx8fN46zkCVKlUYPXo0Tk55S9q5ubnRqlUrNm3adFU5zs7OPP7447i6utKmTRt8fHyIjY019n///ffUqlWLdu3ylq2rUKECDz744A2v3enTp0lLSyMlJQWAypUr8+GHH+LomDfb7axZs2jUqBG1a9c2rke3bt2IiYnh6NGjhZaZkZHB/Pnz6dKli7HOfIUKFbjnnnv4/vvvjeMGDBiAp6cnY8aMYebMmTRs2NBIHK/UuXNn/P39gbyW5rvuuot58+YBsHv3bnbs2MGTTz5pxFyvXj0aNWp01TjGzMxM+vbti7e3N9WrV+fLL7+85nWxWCykp6dz/PhxY9vTTz99VWtuUdjcbTU5OZnJkyezY8cOAGrVqkWHDh3o0KFDgSbnwnh7e9O3b1+++eabQgcEi4iIiIj8W/Xu3Zthw4axatUq3N3dqV27Nt7e3kZSdKXY2Fhyc3N55ZVXCmyvXLkyycnJBbYFBAQYn9PLlSuHt7c3hw4dwsvL66pumy+88MJVdVWrVs342dPTk9zcXC5duoSbmxsODg6sX7+eNWvWkJGRQbly5Th79izu7u7XLQfykrH09HTj98TERJo1a3bdcwrTvXt3tm3bRs+ePWnWrBkdOnSgbdu2xmOOi4vDycnJ6NIJkJOTQ+XKlTl16hQ1atS4qsyjR4+SkZHBsmXL2Lhxo7H98uXLmM1m0tPTcXd3x9nZmWHDhvHKK6+QlpbGhAkTCo0xvytxvoCAANavX09GRgYHDx4EoHr16gWOqV69Oj/99BO5ubmUK5fX9ufs7EyVKlWMY3x8fK55Xdzd3XnmmWeYNGkSixYton379tx3333UrFnzmudci83J49tvv8358+cJCgoiLS2NnTt3smnTJpYvX87w4cPx8PCwtWgRERERkX+tpk2bUqdOHWbPno2npyfvvPPOdY93d3cv0E3xWvLHUNrqyvPzE7L8lRcWL17MN998w9ixY42WvalTpxba8vj3OEwm0w1XcCjKCg9Vq1ZlypQpbN++nbVr1/L5558zbdo0xo8fT8WKFQFo3Lgxb7311g3L+runnnrK6EZ8Lf7+/nh5eXH06FGOHz9eovO/FPe57Nu3Lw899BBr165l1apVfP/99zz//PNXdU2+EZu6rR45cgSr1crUqVN5//33GT9+PAsXLuSjjz7i4sWL1+0zXFxRUVGYTKYC//KbjE0m01X9n0VEREREbnd9+vThxIkTBAUFXbdVqVatWly4cOGq+UYWLFjAzp07b1hPrVq1OH/+vDH5Zb65c+cWaA28kZ07dxIQEGAkjgBZWVlFPv9KgYGBV3UjvXJ9x2vZsWMH6enpNG3alPDwcCZPnkxSUhJbtmwBIDQ09KpyrVYrY8eO5cKFC4WWWaNGDZydna86Lykp6aqE/fPPPyc8PJxatWrx4Ycfkp2dfVV5f38cx44dw8/PD2dnZ2rVqgVQoHtp/jHBwcFGq2NRWa1WMjIysFgs/PHHH1SqVInHHnuMr776ivvvv59FixYVqzywMXlMTU2lYcOGuLi4GNscHBxo3Lgx48aNIyMjg71799pS9FUiIyOxWq0F/qWmpgJ5FyR/UKmIiIiIyD9Fy5YtGTp0KH379r3ucd26dcPT05Np06YZrXMHDx5k8eLFBAYG3rCebt264eHhYYy7g7xlQdavX19ol9NrCQwM5Pjx40aSlZqayubNm4t8/pWeeuopYmNjWb9+PQApKSlFSnR++eUXli9fbvyem5uL1WrljjvuAPIS8oSEBNatW2cc8+OPP3Lq1CmjZfLv8te3X7lyJceOHQPyurp+++23eHt7G8etWLECHx8fmjVrxhtvvMFff/3F9OnTrypv/fr1nDp1CoB9+/axefNmevToAeSNd23UqFGBtT737NnDzp07eeaZZ274+CFveGBubi4Wi4W4uDgGDx7MhQsX+PTTTwt8GZCbm3vruq36+flx4MABrFbrVeMbzWYzDz30EPv376du3bq2FC8iIiIi8q8xfPhwEhIScHR0ZP/+/YSHhwN5E9TkW7VqFT/88AMA8+bNY//+/bz++utUrFiRcePGMWnSJF544QUqVaqE2WzmvffeM3rrjRw5kt27dxtLOAwePNiYzOXK8wcOHIibmxseHh6MGjUKyFvaYsqUKQCMGTOGF154gQsXLjB79mwA3njjDQYPHszTTz/NuXPnGDp0KH5+flSqVIng4GC2bNnCoEGDGDduHO+9954Rx7vvvsuIESMIDw/n2LFjnDt3jszMTF599VWaN2/Oq6++ysSJE5k0aRI+Pj507dqVcePGMWrUKHr16sWhQ4dYu3Ytly5dYtCgQURERHDPPfewYMECNm/ejNlsxmKxMHToUGOSzkaNGvH+++8zffp05s2bh6urK35+fjfsFtynTx9cXV0ZNWqUkVC3aNGCp59+2nj+du3aRfXq1cnIyGDz5s04Ojoyd+5c/vzzTz755BOcnZ2BvGQ9f0kTi8VC7969C3SHjYqK4ptvvuGll17C1dWVnJwc3nnnHVq3bg3AzJkzWb58ufG4u3TpUmAyoQYNGnDXXXcxZMgQypUrR79+/ahYsSJt27bljTfewN3dnYyMDKpUqcKQIUOKd6NiY/Lo4+ODk5MT48eP5/nnn79qgG1aWtoN+yV/8803bN++nZycHCZNmsT//vc/W0IREREREbmtvf/++zc85r777uO+++4rdF/16tWNZTYKM3LkyOuWfb3zW7ZsScuWLQuN5+/yk97ixDF27NhCj33ooYeuGmPYpUsX4+f27dvTv3//Avtr1qxJixYtrhtD8+bNjeUqispkMvH4448bS6H83d+fv+7du9O9e/dCj/Xw8Lhuz0lXV1cGDx58zf19+vShT58+19zv4OBgJP5XstfSiDaPmg0PD+f1119nzZo1NGvWjDp16uDl5UVSUhKzZ8/mk08+ue75f3+yRUREREREpOyyOXn08/Nj4sSJREdHs27dOtasWZNXoNlMr169CgyWFRERERG5XV1Iy2TmatsmfzmbaiUjw7Zz5Z9h7969REdHA/Ddd99x6tSpAutq3k5uar5ed3d3hgwZwqBBgzh06BCZmZkEBgYWGDwqIiIiInK7atmyJR9+Ek1cXJxN5wcDX1ynm6H889WtW7dIS6ncDmxOHpcsWYLFYqFZs2YEBQVRv359e8YlIiIiIlImXG+Mmci/iU1LdWRmZjJ58mS2bNlCYmKisT02NpbZs2eTm5trr/hERERERESkDLApeTxx4gR169Zl7Nix3HPPPcZ2Pz8/4uPjGTdunN0CFBERERERkdJnU/KYlpZW6KKSHh4ejBgxgrS0NJv7hYuIiIiIiEjZY1Py6O/vz969e6+5lmPHjh3Zu3fvTQUmIiIiIiIiZYdNE+ZUrlwZFxcXxo8fzwsvvED58uUL7E9OTiY7O9suAeaLioq64QKnIiIiIiL2NmvWrJvqVdenTx+Cg4PtGJFI6bB5ttXw8HCGDBnCmjVraNasGXXq1MHb25ukpCRmz57Nxx9/bM84iYyMJDIyEsjrNuvp6WnX8kVERERE/i4mJoYX3hqO5cEHbSvg9GmmL3yU+F277BuYSCmwOXn09fXlq6++Ijo6mvXr17NmzZq8As1mevXqRe3ate0Vo4iIiIhIqXHy8sLyvxdtO3nPbpzGf2bXeERKi83JI+RNkPP6668zePBgDh06RGZmJoGBgXh7e9srPhERERGRf7RXX32VpKQkzp49y//+9z+eeOKJQo9bsWIFH3/8MX5+ftSqVYsRI0aUeGzr1q1j7ty5xMbGEh0dXSrdb1euXMmCBQtISEhg2rRpVK1aFYCxY8dy5swZPvzwwxKtf8WKFXz77bdMmTIFNze3Eq3LXjZv3kx6ejqdOnWya7k2TZjzd87OztSvX5+mTZsqcRQRERERKYbPPvuMzp07YzabmT9/PpmZmVcdk5uby/z58wHo0aPHLUkcAdq3b8+bb755S+q6lk6dOhEREXHV9qZNm9KmTZsSrz84OJhOnTrh4uJS4nXZy+bNm1m5cqXdy7W55fHAgQPMnz8fR0dHnnrqKYKCguwZl4iIiIjIv8p9993HL7/8wrJly3jkkUcK7Pvtt98ICwsjMTGxdIIrg+6+++5bUk9wcLAmPPr/2ZQ8Zmdn88477+Dq6kpqaioxMTFMmTIFLy8v1q9fT9OmTXF1dbV3rCIiIiIi/1h33nknSUlJzJs3j4ceegizOe+jutVqZeHChQwbNoxly5Zddd6xY8eIjo4mLS0NJycnXF1dGTBggNG9s3v37ly8eJHWrVvTvHlzZs+ezZkzZ2jdujVRUVEcP36cSZMmce7cOdzc3Lh8+TLt27fnySefLFDP2bNniY6OZv/+/VSvXp2IiAhCQ0MBsFgsTJo0iYSEBMqXL4/FYqFt27b06NEDk8l0VRxNmzZl5syZ5OTkcO+99/Liiy8axwEsWbKEOXPmYDKZqFGjBg888ECBWL755hvWrl1LWloaixcvBvJylMmTJ3PgwAEjhgYNGvDcc88ZZcfExDBr1izMZjNWq5Xg4GD69et3zdxlzZo1zJkzh4SEBKPbbmRkJJs2bcLNzY13332XcePGcebMGdq1a8drr73GggULjEa2Z555hq5duwKwePFifvrpJ44ePcqwYcP44YcfSE5OxsXFhf79+xdoRb3yOTGZTHh6evLCCy8QGBh4w+fU3d2dmJgYsrKyGDRoEAADBw4kLCyMZcuWsWzZMsqXL8/ly5epUaMGffv2xcfH50a3J2Bjt9UjR44QFBTE1KlTmT17NlWrVmXp0qUApKSkMGrUqGuuASkiIiIiIoXr06cPZ86cYfny5ca2devW0aBBAypUqHDV8efPn+e1116jSZMmjB8/nk8++YQ777yT1157DYvFAuQlLR06dCA2NpYLFy4wefJkhg0bZpwfHh5OzZo1+eqrr/j444955pln+O67766qa/HixbzyyivMnj0bNzc3xo0bZ+y7cOECBw4c4NNPP+Wjjz5izJgxrFixgp9++qnA+R06dODQoUNkZWXx3XffER4ezqJFi4iJiTGO27p1K59//jkDBgxg5syZvPHGG0aCmK9///706NHjqvgOHDjAZ599xujRo3nnnXdYsmQJWVlZAGzfvp2RI0fy0ksvMXbsWD7++GOSkpL44IMPrvl8dOjQgbfffrvAtqioKF555RWysrJYv349n3/+OZ988glr1qxhxIgRVKhQgZkzZ/LYY4/x5ZdfcvbsWSAv4Rs8eDAAq1evZuzYscyZM4eHHnqIUaNGGa3KFy5cIDw8nMDAQL766ismTJhAgwYNCA8P5/Tp0zd8Tl9//XVat25N7dq1+eKLL/jiiy8ICwsjNjaWCRMm8MEHHzBmzBg+/fRTjh49WqzWbJuSR4vFQkhICCaTCRcXF/r27cvvv/8OQNeuXQkKCmL37t22FC0iIiIi8q/VoEED6tevz5w5c8jJycFqtTJ//nyeeuqpQo//6aefyMjI4NFHHzW2de/enfPnz7N69eoCx5rNZnr37o2bmxsdO3bklVdeYcmSJaSmptKzZ0/juBYtWlzVbRbyxh5Wr14dT09POnfuTHx8PLm5uQBUqVKF0aNH4+TkBICbmxutWrVi06ZNV5Xj7OzM448/jqurK23atMHHx4fY2Fhj//fff0+tWrVo164dABUqVODBIiyVcvr0adLS0khJSQHy1qb/8MMPcXR0BPLW62zUqJGxKoTZbKZbt27ExMRw9OjRG5b/d5mZmTz99NN4eHhQu3ZtwsLCOH/+PF26dMHV1ZVu3bqRk5NDfHz8Vef26NEDZ2dnAB577DE8PT1ZsGABgPGcPP3008bxjz/+ODk5Ofzwww8FyinsOb3e9cnJyeHkyZPGua+//jq1atUq8mO2qduqv78/+/btM35v0qQJn376qfF73bp1iY+Pp0GDBrYULyIiIiLyr9W7d2+GDRvGqlWrcHd3p3bt2nh7extJ0ZViY2PJzc29KmmoXLkyycnJBbYFBAQY3TfLlSuHt7c3hw4dwsvL66pumy+88MJVdVWrVs342dPTk9zcXC5duoSbmxsODg7G8n0ZGRmUK1eOs2fP4u7uft1yIC85TE9PN35PTEykWbNm1z2nMN27d2fbtm307NmTZs2a0aFDB9q2bWs85ri4OJycnIyunAA5OTlUrlyZU6dOUaNGjRvWcSVnZ+cCk4W6u7sXWIve1dWVcuXKFXhs+fK7FEPec1GtWjWjBfDgwYNXPSdOTk5UqVKFQ4cOFSinsOf0Wlq0aEGTJk0YOHAgderU4e677+bee+8ttEX7WmxKHitXroyjoyMTJ07kP//5D66urri7u5OdnY3ZbOb48eO2FCsiIiIi8q/XtGlT6tSpw+zZs/H09OSdd9657vHu7u588cUXNyw3fwylra48Pz9hyR+qtnjxYr755hvGjh1rtOxNnTq10JbHv8dhMpluOOStKEPiqlatypQpU9i+fTtr167l888/Z9q0aYwfP56KFSsC0LhxY956660bllUUhV3Pm73G9ojhWhwdHXn//fdJSEhgzZo1/PDDD0yfPp333nuvyI1+Ni/VER4ezqZNm3jqqad45513sFgs/Pbbb8ybN48ZM2ZQr149W4sWEREREflX69OnDydOnCAoKOi6k5nUqlWLCxcukJaWVmD7ggUL2Llz5w3rqVWrFufPnzfGR+abO3duoS1m17Jz504CAgKMxBEwxhoWV2Bg4FXdSE+cOHHD83bs2EF6ejpNmzYlPDycyZMnk5SUxJYtWwAIDQ29qlyr1crYsWO5cOGCTbHa6srHk5uby19//UXNmjWBwp+TzMxMTp8+XawupvlycnLIysri2LFjJCYmEhQURL9+/fjuu++oUqVKoZMwXYvNyaOvry8TJ06kQ4cO7Nixg3PnzvHRRx/x3Xff8fTTT1O3bl1bixYRERER+Vdr2bIlQ4cOpW/fvtc9rlu3bnh6ejJt2jSjde7gwYMsXrzYmJnzRud7eHgwb948Y9tvv/3G+vXrC+1yei2BgYEcP37cSM5SU1PZvHlzkc+/0lNPPUVsbCzr168H8ibkXLRo0Q3P++WXXwpMNJSbm4vVauWOO+4A8hLyhIQE1q1bZxzz448/curUKaNl8lb58ccfycjIAOCHH34gNTWVJ554Avh/z8ncuXON4xcuXIiDg0OBsa3X4+3tbXyhsGjRIiZPnsyePXuYOnVqgVbcnJwcI2ktiptqV3V3d2fIkCEMGjSIQ4cOkZmZSVBQEF5eXjdTbKGioqIYOXKk3csVERERESlNw4cPJyEhAUdHR/bv3094eDiQN0FNvlWrVhmTpcybN4/9+/fz+uuvU7FiRcaNG8ekSZN44YUXqFSpEmazmffee88Yfzdy5Eh2795Nbm4ugwYNYvDgwcYSG1eeP3DgQNzc3PDw8GDUqFEAxpJ8AGPGjOGFF17gwoULzJ49G4A33niDwYMH8/TTT3Pu3DmGDh2Kn58flSpVIjg4mC1btjBo0CDGjRvHe++9Z8Tx7rvvMmLECMLDwzl27Bjnzp0jMzOTV199lebNm/Pqq68yceJEJk2ahI+PD127dmXcuHGMGjWKXr16cejQIdauXculS5cYNGgQERER3HPPPSxYsIDNmzdjNpuxWCwMHTqUsLAwABo1asT777/P9OnTmTdvHq6urvj5+V23W3D+Uh35j/+pp57i1KlTLF++3Kj7vffeY/z48ezatYty5crx4Ycf0q9fP9577z1yc3OZPn0658+fN5JDgPvvv59hw4Zx6tQpnJ2deeedd4wk7u/PiclkwsPDg7Fjx+Lr63vD5zS//JiYGMLDw8nNzeWNN94gKyuLP//8k8GDB+Pq6srFixdp27ZtgbhuxGS1WiOBkUU+owxIS0vD09Pzli8H8urgl7mcMJlH2ziWeF1f/l8my93bk/Xx2BKvi8RE/IcO4UTsoRsfK/8oMTEx9O/ThU/6ZZR4XdnZ0DXSAn/sKPG6ACr06cma/39WNfl3qepXiY+fvUzlCqYbH3yTnh7vyIXXI6HjPSVeF99OZljFCnz43nslX5eUKUMiXiVl/0SeaFfynz+il2SyxLEN2eM+L/G6OH4M31cGcSohoeTrukJmZiYpKSnpPj4+RWpWi4mJ4YH/DeDC1Gm2VbhnN3XGf8b+bdtsO1/+UXbu3MmQIUOYN2/edSe3Kats7rYqIiIiIiIi/x63djogEREREZHbTOb58zAp2raTTyeRlVHyPXyk7Fu8eDE//fQTAG+//Tb9+vW7akmSsk7Jo4iIiIjINbRs2ZJJ779HXFycbQX4VaHPR2PsG5Tclrp370737t1LO4ybouRRREREROQ6+vTpU9ohiJQJGvMoIiIiIiIiN2Rzy2P+2ivly5cnICCA0NBQY+rYhQsX0qhRI4KDg+0WqIiIiIiIiJQem5LH9PR0hgwZgsViwWw2k52dDeSt+xgSEsKFCxeKtCipiIiIiIiI3B5sSh6PHj0KwOzZs6lcuTKnT58mLi6O2NhYYmNjSU1NxWQq+fW1RERERERE5NawKXn08fGhUqVK+Pj4AODr64uvry9t2rQxjrFarfaJUEREREREREpdkSfMWbRoEZs3b+bMmTP4+PjQrFkzDhw4cM3j1fIoIiIiIiLyz1Hklsfvv/+es2fPAlChQgWCg4MZNWoU3bp1o23btlSvXr1EE8aoqChGjhxZYuWLiIiIiIjItRU5eXR3d+ezzz4zxjXGxcWRk5PDlClTmDJlCm5uboSEhBj/WrVqhbu7u90CjYyMJDIyEoC0tDQ8PT3tVraIiIiIiIhcX5GTx5deeskY29i2bVtje3JycoGEcv369SxcuJAxY8bQpEmTEglaREREREREbq0iJ4+NGjUyfs7OzuaPP/6gZcuWeHt707JlS1q2bGnsT0tLw8HBwa6BioiIiIiISOkp8oQ5V8rKymLatGmF7lu9ejWpqam4urreVGAiIiIiIiJSdhQreTx9+jQZGRnXPSYnJ4c333yTM2fO3FRgIiIiIiIiUnYUa53HadOmsXLlSqpVq0Z6ejrz588nNDSUkJAQY3Kczp074+DgwKZNm3jkkUdKJGgRERERERG5tYqVPD799NOEhYVx8OBBVq1axZQpU8jOzgbAz8+P0NBQatasSXx8PA0bNiyRgEVEREREROTWK1byGBAQQEBAAPfddx8JCQl8/vnnHDlyxJhpNS4ujh07duDi4sKAAQNKKmYRERERERG5xYqVPOZzcXFh7NixmM1mgoODCQ4OtndcIiIiIiIiUoYUecKcixcvcvDgQeN3Z2fnEglIREREREREyp4iJ4/Lli3j5ZdfJjExkYyMDCIiIoiOjmbVqlUkJiaSm5trHLt06VISExNLIl4REREREREpBUXuttqlSxecnJzw9/cnNzeX2NhYkpKSWLhwIZDXEhkYGEhoaCiJiYn4+/tTs2ZNuwUaFRXFyJEj7VaeiIiIiIiIFF2Rk0dXV1cefvhhAC5fvkxAQAATJkwgPT2d2NhYY9KcP//8k7/++svugUZGRhIZGQlAWloanp6edq9DRERERERECmfzhDnjxo0DwN3dncaNG9O4cWNj/6VLlzCZTPaJUEREREREREpdkcc8XiknJ4d9+/aRmZlZ6P7y5cvj4uJyU4GJiIiIiIhI2WFTy2NmZiYjR47E3d2dkJAQOnbsSJs2bTCbbSpOREREREREyjibWh4dHBxo1aoV06ZN44EHHmDFihU888wzLF++3N7xiYiIiIiISBlgU1Ohk5MTw4YNA6BVq1a0atWKhIQEPv30U1atWsVbb72Fl5eXXQMVERERERGR0mNTy2NhKlasyHPPPcfRo0cZNGgQZ86csVfRIiIiIiIiUspsannMzs7mm2++4cSJE5w8eZKTJ0+SkZFh7HdwcODUqVP4+Phcs4zvv/+e2NhYTCYTgYGB9OzZ05ZQRERERERE5BaweYabXbt2ERsbS/369WnWrBlVq1alatWq+Pv74+vri4ODwzXP3bdvH+vWreOLL74A4NVXX6V+/frUq1fP1nBERERERESkBNmUPJrNZiZMmMD69euZP38+bm5u3HfffZQvX75I569atYoWLVoYa0G2atWKVatWKXn8m9zDh0s7BBERuY7L6ZdLOwQRu8s9kljaIYhIGWXzmEeTyUT79u35/PPP8fHxYciQISxcuPCaaz9eKSkpCW9vb+N3b29vTp06ZWso/1g5CQmlHYKIfVmtpR2BiF0peZR/otzExNIOQUTKKJPVao0ERt5sQVlZWSxZsoSff/6Z7t2788ADD1yz6+rw4cO566676Nq1KwDLly/nt99+Y/To0VcdGxUVxciRNx2eiIiIiAgAERERGZ988olzacchcruxqduq1Wpl+/btxoQ5V06cc+nSJT777DP8/f1p0qRJoef7+vqSnJxs/J6cnIyvr2+hx0ZGRhIZGXnV9kuXLtkS+m3F1dUVi8VS2mGI2I3uafmn0T0t/0T/hvva2dlZiaOIDWxKHi9fvmys8+ju7o6/vz8BAQG0aNECf39//P39CQsLu+b59957LxMnTuSZZ54BYMuWLfTv379YMRR1fOXt7t/yOOXfQ/e0/NPonpZ/It3XIlIYm5LH/OU1xo4di7u7e7HPr1u3Lu3ateP999/HZDLRsmVL6tevb0soIiIiIiIicgvYPOYxOzsbs9nmlT6kCEwmE1ZNMCL/ILqn5Z9G97T8E+m+FpFrsXm2VSWOIiIiIiIi/x42J49S8jTLrPzT6J6Wfxrd0/JPpPtaRK7Fbkt1iIiIiIiIyD+XWh5FRERERETkhpQ8ioiIiIiIyA0peRQREREREZEbsnnK1AMHDjB//nwcHR156qmnCAoKsmdcIiIiIiIiUobY1PKYnZ3NO++8Q3x8PFu3biUiIoLz588DsH79eiwWi12D/LfLyckhJyentMMQsRur1UpWVlZphyFSIn7//ffSDkHErr766iu9ZosIYGPyeOTIEYKCgpg6dSqzZ8+matWqLF26FICUlBRGjRqlxWVt9MYbbzBw4ED++usvABYtWkS3bt145JFHWLZsWSlHJ1J8s2bNok+fPmzcuBGA3bt38+STT9KtWzc+/fTTUo5OxDY5OTn88ccfLF68mPnz5xf4p9dqud1ZLBY2btzIuHHj6NWrF4sWLdLnOhEBbOy2arFYCAkJwWQy4eLiQt++fZkzZw59+vSha9eunDhxgt27d9OgQQN7x/uPlp2djZOTExMmTMBkMnHhwgW+/vprRo0aRf369Xn//fe55557cHZ2Lu1QRYosPj6er7/+GldXVwC+/PJLunTpQt++fZk2bRq7d++mfv36pRylSNFZrVbeeustTpw4QXBwMG5ubgX2Z2RklFJkIrZLSEhg27ZtbN26lX379hEQEECLFi0YOnQomzdvxmQylXaIIlIG2JQ8+vv7s2/fPuP3Jk2aFGhBqFu3LvHx8Uoei+n8+fPUrVvXeIHesGEDISEhNG/eHICmTZty+vRpAgICSjNMkWLx8vIyEsdjx45x7Ngxxo4di9ls5p577mHv3r1KHuW2sm/fPsqXL8/06dML/UC9fPnyUohK5OZERERgtVrp2bMnb731FpUqVTL2NWrUqPQCE5EyxaZuq5UrV8bR0ZGJEydisVhwdHTE3d2d7OxsAI4fP05mZqZdA/03cHV1NcaOAqxbt462bdsavycnJxsfwkVuF1e2wqxbt47GjRsbLTW6p+V2lJSURNu2ba/ZEnP//fff4ohEbt78+fOJiori4sWLTJs2jWnTprF3715yc3NLOzQRKUNsnm01PDycIUOGsHTpUpo0aYLFYuG3334jOTmZGTNmMGbMGHvG+a/g5ubGkSNHWLBgAenp6ezbt4833ngDgMWLF7N+/Xr69etXylGKFI+XlxcTJ06kWrVqLFiwgCFDhgCwbds2oqOjiYyMLOUIRYrHw8ODpKSk0g5DxK7MZjMNGzakYcOGAJw7d461a9fy8ccfExwczFtvvYWDg0MpRykipc1ktVojgZG2nJyenk50dDTr1q3j0qVLQN6LT+/evenTp48dw/z3OHv2LLNmzeL8+fN069aNpk2bAnktNl5eXureJ7edrKwsZs+eTXx8PE2aNKF79+4A7Nq1i9TU1AKt6yK3A4vFQmRkJIMHDy50GMHkyZN5/vnnSyEykZtjtVqJi4vj999/Z9u2bRw4cMAYPtOnTx+NexSRm0se82VkZHDo0CEyMzMJCgrCy8vLPtEJAD///DNdunQp7TBE7Eb3tNzujhw5wo8//si5c+dwdHQssM9isfD++++XUmQitvn444/Ztm0bJpOJpk2b0rx5c5o1a4aHh0dphyYiZUiRu63OmzcPPz8/QkND8ff3L/Dtk7Ozs1rE7OTXX39l2bJlpKWlGdNi+/n56YO23LYOHTrEzJkzOXPmjDF2JjU1Vfe03NbuuOMOBg0aVOi+BQsW3OJoRG5epUqVCAwM5M4776R58+bUqVOHcuXypsbIyclRl1URAYrR8tizZ0/Onj0L5E3sEhwcTGhoKCEhIYSGhlKjRg3jRUZsY7FYeOmll3jxxRfx9vY2EnRXV1f8/f1LOToR27z66qs89NBD1KxZ03iNMJlMBAUFlXJkIsXz66+/0rZtW5ycnK7al56ezo4dO9QNW257ycnJ/P777xw8eBCA2rVrs3PnTl555ZVC730R+Xcpcsuju7s748ePJz4+nri4OOLi4vjxxx+NGVadnZ0JDAw0ksl27dqpq0Mx5ebmUq9ePVq0aFFg+8WLF0spIpGbV7FiRTp16lRgm+5puR0dOXKEn3/+udAvSrOzs6967Ra53Rw7dow9e/bg7OxM37598fT05MCBA6xataq0QxORMqLILY/79u3jzjvvNH4fNWoUtWvXpmHDhqSkpBAfH8+WLVvYv38/JpOJ0aNH06RJkxIM/Z/piy++oGrVqgQGBhpdRH799Vdee+21Uo5MxDbLli3j6NGjNGnSxPjW+scff2TEiBGlHJlI8UydOpW6devi6OjIokWLaNu2LVWqVCE9PZ1ff/2Vp59+mlq1apV2mCI2+emnn5g1axYBAQFkZ2dz8uRJ3n33XUJDQzl27BjVq1fXhDkiUvSWxysTx8TERCwWCz169DC2tWzZkl69erFhwwZ27NhR4HgpupiYGKpWrUpMTIyxrXbt2qUYkcjN2bJlC5cuXSI+Pt7Y9vcJRkRuB4888gheXl5s3bqVBx98kLvuusvY17hxY+bOnavkUW5L2dnZ7Ny5k1mzZhlfXF+4cIEpU6YQHh5e6KzCIvLvZNM6jxcvXiQnJ6fQfW3btuWPP/7g6NGjehO1Qd++fencuXNphyFiN23atNE9Lf8I3t7eQN4Qg/j4+ALJY3x8vDHJmcjtJj09ndq1axeYFKdixYoafiQiV7EpeQwMDOTQoUPExMTQsmXLq/ZXqVKFnTt3Knm0wbWScoATJ05w+vRpGjVqdOsCErlJ17unQct2yO2nadOmzJkzh/Xr1+Pr60tqaiqnTp1i3LhxpR2ayP/X3r1HRV0n/h9/DYyggHIRFFFU0AkQ1BQWy8IwuqhhunbZNNe1o/m17GuuubW2l7SL5m5bbhdbN801l7Vta6203DKVvCCrWYgoJiAoOmVcjLtc5/cHP+cbq64yiJ8ZfT7O2XOY92d0X3U+J+Y178/7/XaIn5+f9u7dq9DQUPXr10/19fXas2ePfYdsADjDofLo5eWlKVOm6De/+Y1uvvlmJSYmKioqSr6+vjp+/Lg2bdpkPwgcrZOSkqKtW7ee81pNTY3Gjh17mRMBbZOenn7ee1riKBq4Hg8PDy1dulS7d+/W8ePH5e/vr+uvv15eXl5GRwMc9vDDD+ull15Sdna2zGazEhISNHv2bKNjAXAyF71hzrl8+umneu2111RdXd38l5lMstlsCggI0PLly+Xn53fpkl4lXnzxRfXu3VthYWFqbGzU7t271bVrV/sa0tDQUPujU4Ar+PDDD3X8+HHFxcXJ3d1deXl5On78uJKSkiQ1PwrIehq4Ao7qwNWgoaFB7u7ubI4D4Jwcmnk847bbbtONN96of//738rMzFRVVZV69+6tO+64g+LogKqqKnXu3Fl33323fSw+Pl4vv/yyBg8ebGAywHF5eXktdguOjY3VG2+8oWuuuUadOnUyMBnQOhzVgSvZrl27dP3118ts/r+PhqmpqUpMTDQuFACn41B5rKmpUVpamvr376/Q0FCNHDlSI0eOtF8vKipSfX09Oyo64MymC2e+8SsrK1NRUZHBqQDHFRUVqby8XF26dJH0f5uNAK7o3nvvPe9RHRxPBVe2YsUKbdmypcVYU1MT5RFACw6Vx/z8fD3//POSJE9PT4WHh8tisah///7q37+/Nm7cqBtvvJFfpK3k7e2tPn366P7771d4eLgaGhqUk5OjuXPnGh0NcNioUaP0wAMPyGKxyGw268iRI0pMTGTWES6HozpwJQsJCVFCQoIkqa6uTunp6cymAziLQ+WxoaFB48eP11133aXc3Fzl5uYqJydHn3zyiWprayWJdR8Oeuihh5SYmKhDhw6pQ4cOmjNnjoKDg42OBThsxIgRuuaaa/TFF1+ovr5ekydPVmRkpNGxgFbjqA5cySZMmKAhQ4bYXyclJem5557T7bffbmAqAM7GofLYrVs3lZaWKjg4WMHBwfaiWFtbq7ffflvffPMNG2C0QVRUlKKiooyOAVwywcHBSk5ONjoGcElwVAeuRD8sjlLzTtkFBQXGhAHgtM5e9X8RgoOD9c0338hqtbYY9/T01M9+9jO5u7vr9OnTlyTg1erAgQPKyckxOgZwyZSUlGjbtm1GxwDa7MxRHQ888IAGDRqksWPH6s0331SPHj2MjgY4bOPGjS1ed+/eXU888YSk5nOmMzIyDEgFwNk4vNvqxIkTNX/+fP3617+WxWJpcS0sLEz//ve/mX1sg4MHD8rHx+esf7eAqyopKVFaWppGjBhhdBSgzdzc3OTt7S1PT0917NjxnMd3AK6Ec6YBXAyHy2NCQoIOHz6s//3f/1ViYqISEhIUERGhqqoqbd68WePGjbuUOQEAcBqLFy9WTk6OGhsb5e3trdWrV+vFF1+Uj4+P0dEAh0REROjOO+8873UmBABIkslmsz0laYGjf0FqaqpWrVrV4hHW4OBgLVu2TJ07d74EEa9OxcXFcnd3l7+/vxobGyVJ7u7uBqcCHFdTU6OSkhL16tVLNptNDQ0NHOcDl3TgwAFlZmZq4sSJSklJUXJysqxWq/bt26f77rvP6HiAQ4qLixUYGGh0DABOzqGZx9OnT2vPnj2yWCxKTEzUTTfdpMOHDysnJ0ceHh4aPnw437466IknnlBFRYV+9atfqWfPnlq3bp3eeOMNubm5adasWRo9erTREYFWSUlJ0caNG/XQQw/phhtu0P79+7Vw4UJVVlbq1ltv1WOPPWZ0RKBVTp48qWHDhrUYi4yMVFpamkGJgLYLDAzUkSNHlJ2dLU9PTw0ZMkRdu3Y1OhYAJ+PQhjn5+fl6+umnNX/+fDU1NclkMikiIkLJycm67bbbKI4OamhokIeHh1577TX17NlT33//vf785z9r4cKFevfdd5WWlmY/CgVwFXl5efrzn/+sG264QZL06quvasyYMdqwYYP8/Py0f/9+gxMCrWOxWPTJJ5/YnwrJzMzU888/zy7ZcGmrVq3SE088odTUVH300Ud68MEHtXv3bqNjAXAyDs08mkwm9ejRQ6tWrbrUea5qp06dUnR0tEwmkyRpx44d6t+/v370ox9Jat4e/rvvvmPdAVyKv7+/vLy8JEmFhYUqLCzUiy++KLPZrJtvvlkHDhzQwIEDDU4JXLzQ0FBFRkZq8+bN8vT01Jo1azR27FgNHz7c6GiAQ6qrq3Xw4EGtXbtWZnPzR8Pi4mItXbpU8fHxBqcD4EwcKo/h4eEymUxqamqSm5tDk5c4By8vL506dcr+etu2bfYzNCWptLTU/iEccBU/nC3ftm2bhgwZIm9vb0nc03BdI0eOtP989913G5gEaLumpiZdc8019uIoNT/GGhQUJEmqq6tTfX29/b/dAK5eDjW/Dh06aMqUKVq9erWampoudaarlre3t44ePap3331Xf/nLX3Tw4EHdcsstkqT3339f27dvZ/0BXI6/v79ef/11ffjhh3r33Xc1ZswYSdKePXu0bNky9e/f3+CEQOucPHlS+fn5Lcaqq6t5xA8uy8fHR5WVlVq/fr2ysrKUkZGhFStWKDg4WNnZ2UpNTdXOnTuNjgnACTi022pNTY3uvPNOmc1m9ejRQwkJCYqKipLFYqHctFFxcbFSUlJ06tQpjR07VrGxsZKaZ2z8/f15vA8up76+Xn/729+Ul5enoUOHavz48ZKa14mVl5e3mF0HXEFWVpZWrFhhn5WRmmdmoqKi2G0VLmvixIn/dbfVyZMnn7VRFICrj8Pl8cEHH9Tw4cOVm5urvLw8VVdXS2qeZbBYLJo5cyZr8wAAV5ysrCzt3LnTvkFORUWFtm/frmnTpslisRicDnDMhg0blJycbHQMAE7OoTWPZrNZw4cP18MPPyxJstlsslqtysnJUW5urnJzc1VRUXFJg14tysrKtHPnTvXp00fR0dGy2WySZN9EB3A1DQ0N2rZtm8xmsxISEuzj3NNwVd27d9eYMWNafEEaFRWltLQ0yiNcFsURwMW46JnHzMxMHThwQP369VNMTAybXLQDm82mGTNmKCgoSCdOnNC8efOUnZ0tq9WqOXPmGB0PcMgf//hH5ebmSpKuv/56RUZGatWqVXrllVcMTgZcOn/+859VU1OjRx991OgoAAC0m4ueeTx27Jh27dqlw4cPy83NTXFxce2Z66p06tQpxcbGaubMmSopKdG6des0ffp0LV++3OhogMMqKyvtRXHJkiWaNGmSvv76a1VUVKhz584GpwMujeuuu67FGkgAAK5ErXpsddCgQZo+fXp7Zbnq+fn52T9Md+3aVTU1NZJaHnUAuJrevXvbfz7zxEJFRYU6dOhgVCTgkhs0aJDREQAAaHcOrXlE+3Bzc1NaWpoOHTqkLl26KDs7W3PnzlVSUpLR0QCHVVVVafbs2QoNDVV2drYWLFggb29vdezY0ehoAAAAaIVWlcfGxsb2yoH/z8/PT4mJiZKkuLg49e3bV2FhYcaGAtqgoqJC48aNkyQNHTpUQUFBHDkDl3by5ElVV1e3+G9zdXW1srKyFB8fb2AyAADaV6vK47vvvqvPP/9c/fr1k8VikcViUf/+/c9a57Ft2zZZLBb16NHjkoa9GgwfPvy8M40nT55UcXGxoqOjL3MqwHEDBgz4r7PnW7Zs0c0333wZEwFtU1RUdN5zHimPAIArWavKY2RkpPz9/ZWbm6v09HT7uK+vr/r3728vkzt37pSPjw/l0QH//Oc/lZGRcc5rFRUVuvnmmymPcCl79+497z0tSZ06daI8wuVERUXZz3msrKzUrl27FBsba3AqAADaV6vK4+DBg+0b5pSVldnPdMzJyVFOTo6+/PJL+7mEo0aNuvRprwIhISH2s/Dq6+u1d+9ehYaGqmfPnpKkiIgII+MBrebl5WWfjWlsbFR+fr7Ky8s1dOhQSVJwcLCR8YBWCwsLU2hoqHx9fe1jAwcO1ObNmznnEQBwRXN4wxxfX1/Fxsa2+Ka1urpaeXl5SklJuSThrkaPPvqoAgMD7a+TkpL03HPPaeLEiQamAhw3derUFvf0yJEj9cILL2jYsGHy9PQ0MBngmPz8fB04cEBDhgyR1PylyPbt2+Xu7m5wMgAA2lerymNTU9N/ve7l5aWBAwcqPDy8TaGuZm+//bYmTZokqfkDSUFBgYqKigxOBTjuvffe0z333GN/XVJSouzsbDbggkvbuHGjduzYIan5sVUvLy8tXrzY4FQAALQvk81me0rSggu9MT09Xa+88opsNpsef/xxXXvttf/1/U1NTXJzc7s0Ka8i48ePV6dOnSRJJpNJQUFBmjZtGmeIwWU9+eSTys/Pl9R8T/v4+Cg5OVl33nmnwckAxxw/flxVVVUtlhFs3bpVXl5eGjZsmIHJAABoXxc983jdddfpuuuuU3l5+UWVQoqjY6ZMmaIJEyYYHQO4ZOLi4rRo0SKjYwCXjJub21m/43r16qV//etflEcAwBWt1Wseu3Tp0h458P8lJSXp448/Vp8+fRQdHW3fgMhkMhmcDHDMnXfeqS1btshsNts3g5K4p+G6SktLtXTpUvuGOY2NjTp+/Ljmz59vcDIAANqXwxvm4NKz2WyaN2+egoKC9Pe//13z5s1Tdna2rFar5syZY3Q8wCGvvfaacnNzJTU/7hcZGalVq1bplVdeMTgZ4LiRI0dq8ODBkiSz2ayePXuqc+fOBqcCAKB9UR6dyKlTpxQbG6uZM2eqpKRE69at0/Tp07V8+XKjowEOq6ystBfFJUuWaNKkSfr6669VUVHBh224pIiICFksFnYLBgBcdViY6ET8/PzsH6a7du2qmpoaSVJtba2RsYA26d27t/1nLy8vSVJFRYU6dOhgVCSgTYqKinTs2LEWY9XV1dq9e7dBiQAAuDyYeXQibm5uSktL06FDh9SlSxdlZ2dr7ty5SkpKMjoa4LCqqirNnj1boaGhys7O1oIFC+Tt7a2OHTsaHQ1wSGlpqVasWKGgoCD7WF1dnaKiotS5c2etW7dOTz75pIEJAQBoH5RHJ+Pn56fExERJzbtU9u3bV2FhYcaGAtqgoqJC48aNkyQNHTpUQUFBGjhwoMGpgLaJiopSVFRUi7GwsDAFBwdr6tSpxoQCAKCdXfQ5j7g8rFarQkJCjI4BXDLc07jSVFVVqa6uTgUFBSosLJS/v7/i4+NZAwkAuOKx5tHJHD169Kyx1NTUyx8EuES4p3Gl8fT01KJFi7R06VKlpaVp7dq1mjZtmoqKioyOBgBAu+KxVSezYsUKbdmypcVYU1OT/VFWwNVs2rTprHu6oKCAexoua+/evYqKitLvf/97+9iePXv04Ycfatq0aQYmAwCgfVEenUxISIj9IPW6ujqlp6crPj7e4FSA47y8vOz3cGNjow4fPiwfHx+DUwGOa2pq0oABA1qMRUdHa9++fZKa1/l26tRJZjO/YgEAVxZ+szmZCRMmaMiQIfbXSUlJeu6553T77bcbmApwXFJSUot7euTIkVqyZIlqa2tZIwaXFBMTo5deekm1tbUKCgpSZWWltmzZohtuuEHZ2dnasmWL7r77bnXv3t3oqAAAXFKURyfzww/ZkpSenq6CggJjwgCXwH/e0wUFBdq/f7+qqqooj3BJR48e1ZEjR85a4/jOO+/Yf+YcUwDAlYjdVp1MWVmZdu7cqT59+ig6Olp5eXlqbGzUNddcY3Q0wCENDQ3atm2bzGazEhISVFRUpOPHj2vo0KFGRwMcUlBQoMrKSsXExBgdBQCAy4qZRydis9k0b948BQUF6e9//7vmzZun7OxsWa1WyiNc1muvvabc3FxJ0vHjxxUZGalVq1ZRHuGy+vbtK5vNpq+++oqjOgAAVxXKoxM5deqUYmNjNXPmTJWUlGjdunWaPn26li9fbnQ0wGGVlZV65ZVXJElLlizRpEmT9PXXX6uiokKdO3c2OB3Qeg0NDZo/f76+++479ejRQ+Xl5Vq+fLleeuklBQUFGR0PAIB2Q3l0In5+fvYP0127dlVNTY0kqba21shYQJv07t3b/rOXl5ek5t0oWRMGV8VRHQCAqxXl0Ym4ubkpLS1Nhw4dUpcuXZSdna25c+cqKSnJ6GiAw6qqqjR79myFhoYqOztbCxYskLe3tzp27Gh0NMAhHNUBALha8ZvNyfj5+dkPT4+Li1Pfvn0VFhZmbCigDSoqKjRu3DhJ0tChQxUUFKSBAwcanApwHEd1AACuVpRHJzNr1iyFhIQYHQO4ZO6//37uaVxROKoDAHC1ojw6maNHj571QTs1NdU+Gwm4Gu5pXGl8fHw0b948juoAAFx1KI9OZsWKFdqyZUuLsaamJj5ow2Vt2rTprHu6oKCAexouy83NTW5ubue9npaWpgEDBsjPz+/yhQIA4DKgPDqZkJAQJSQkSJLq6+u1d+9eDRo0yOBUgOO8vLwUHx8vSWpsbFR+fj5HdMCllZeX6+WXXz5vOfzuu++0ZMmSyxsKAIDLgPLoZB599FEFBgbaXyclJem5557TqFGjDEwFOG7q1Kkt7umRI0fqhRdeUG1tLYeqw2UlJCT81y/2/P39L2MaAAAuD8qjk3n77bc1adIkSc2zNAUFBWdtygC4kvfee0/33HOP/XVJSYmys7PV2NhoYCrAcf3791dYWJi8vb2NjgIAwGVFeXQyn332mXbu3ClJMplMCgoK4tBpuLSjR49q1qxZkprvaR8fH40bN05eXl4GJwMcc+aM0v3796ugoEABAQEaNmwY5zoCAK54JpvN9pSkBUYHQbN//vOfmjBhgtExgEuGexpXosWLFysnJ0eNjY3y9vZWQ0ODXnzxRfn4+BgdDQCAdkN5BACgFQ4cOKDMzExNnDhRKSkpSk5OltVq1b59+3TfffcZHQ8AgHZz/r3GAQDAWU6ePKlhw4a1GIuMjFRVVZVBiQAAuDwoj06mtrbW6AjAJcU9jSuNxWLRJ598Yt/0KTMzU88//7yioqIMTgYAQPuiPDqZ559/XjU1NUbHAC6ZV155hR2DcUUJDQ1VZGSkNm/eLE9PT61Zs0YxMTEaPny40dEAAGhXbA3nZGpqavTaa6+pQ4cOSkpKUkxMjNGRgDax2Wx69913VVZWpuHDh2v48OHsSgmXN3LkSPvPd999t4FJAAC4fNgwx8kUFxcrMDBQf/zjH9WnTx9lZWWpf//+uu222xQQEGB0PKDVztzTGzZsUEVFhY4ePSp/f3/deuutCg8PNzoeAAAALhJf/zuZwMBASZKbm5vGjx+v8ePHKycnRwsWLFCXLl20cOFCubu7G5wSuHhn7mlJuv766zVx4kQVFRVp1apVKigo0Pz58xUaGmpgQgAAAFwMyqMTKy0t1aZNm/Svf/1LJSUluummm2QymYyOBTjs9OnT2rRpkzZu3KiDBw8qNjZWHTp0MDoWAAAALgKPrTqZ1atXq3///lq5cqWsVquioqI0atQo3XTTTerYsaPR8YBWS0lJ0ZAhQ7RmzRplZGSoe/fuuv3223Xbbbepa9euRscDWs1qtaqqqkoWi8U+Vl1draysLMXHxxuYDACA9sXMo5NZu3atfH19ddttt2nUqFHq2bOn0ZGANsnMzNTbb7+tESNG6He/+50GDhxodCSgTUpLS7VixQoFBQXZx+rq6hQVFaXOnTtr3bp1evLJJw1MCABA+6A8OpnExEQ9/vjjcnPjFBVcGYKDg/XUU0/Jy8vL6CjAJRMVFXXWuY5hYWEKDg7W1KlTjQkFAEA7ozw6mfj4+LOKY2pqqhITE40JBLTR4MGDzyqO3NNwZd7e3rr++us1aNAg+9iZx1ZDQ0MVEhJiYDoAANoP5dHJpKSkaNeuXS3GcnNztXv3bg0dOlS33HKLQckAx+zYseOc93RaWprCwsJ01113ycPDw6B0QOtVVVXpzTffPOdjq6x5BABcySiPTiYkJEQJCQktxmpqahQfH6/09HSFhoYqIiLCoHRA63l5eZ31gbqmpkY33nijCgsL9cEHH+iee+4xKB3gmB8+tlpZWam0tDTFxsYanAoAgPZFeXQyt956q0aMGNFiLC8vT4mJieratausVivlES4lPj7+nPf0iBEj1NDQoDfeeMOgZIBj+vfvr7CwMHl7e9vHYmJilJqa2mIHVgAArjTsyuJkznXmXVhYmCRp/fr16t+//+WOBLTJf7un33vvvbM2HQGc3ZEjR7Rz506VlpaqtLRUJ0+eVFpamk6fPm10NAAA2hUzj05mxYoV2rJlS4uxpqYmJSYmsvU7XNKmTZvOuqcLCgqUmJion/zkJwalAhzX1NSkP/3pT/L09JQkmc1m9e3bV7NnzzY4GQAA7Yvy6GR+uOaxrq5O6enpbMAAl/bDNY+NjY06fPiwfHx8DE4FOM7Ly0u//e1vde211xodBQCAy4ry6GQmTJigIUOG2F8nJSXpueee0+23325gKsBxSUlJLe7pkSNHasmSJaqtrbXP3ACuJDw83OgIAAAYgvLoZH74IVuS0tPTVVBQYEwY4BL4z3u6oKBA+/fvV1VVFeURLm3//v0qKChQQECAhg0bJrOZX6kAgCsbG+Y4mdTU1Bavu3fvztmOcGn/eU97e3vrlltuUUBAgDGBgEtg8eLF+sMf/qCdO3cqJSVFDz30kKqqqoyOBQBAu+JrUiezZs0a7dy5s8VYU1OT6uvr9cgjj+jVV1895+6VgLPatm3bWfd0QUGBpk6dqmeffVZ33323IiMjDUoHtN6BAwcUHh6u+fPntxjbsGEDm0ABAK5olEcn88MNc84ICAhQhw4dNH/+fIojXM4PN8w5IzExUZL0wAMPqFu3bgakAhz33Xff6Uc/+lGLsejoaO3atcugRAAAXB4mm832lKQFRgdBs+PHj6tXr15GxwAuGe5pXGlOnjyplStXasaMGQoMDFR1dbU++OADeXh46K677jI6HgAA7YaZRyfTq1cvFRYWKisrSx4eHoqNjZWfn5/RsQCH9erVS2VlZfriiy9UV1en6Oho9e7d2+hYgMO6d++uCRMm6OjRowoMDFRxcbFMJpNGjhxpdDQAANoVM49OZv369UpJSVFoaKgaGhr0zTffaOHChYqIiDA6GuCQQ4cOacGCBerRo4fMZrMKCws1efJkJScnGx0NaJMzu6127dpV8fHx7LYKALji8ZvOiTQ0NGjfvn1KSUmRu7u7JOn777/Xm2++SXmEy/roo4+0fPly+fr6SpIaGxu1aNEijRkzRm5ubPgM17R48WJ9/fXXCg4OVnl5uVavXq2XXnpJXl5eRkcDAKDdUB6dSHl5uaKjo+3FUZL8/PzUpUsXA1MBbePr62svjpLk7u6uqKgolZeX80g2XNL5dltdv349u60CAK5ofO3vRPz9/ZWZmamcnBxJks1mU1pamoqKigxOBjiusbFR27Zts7/OycnRjh07WhRKwJUUFxdryJAhLcYGDBigiooKgxIBAHB5UB6diMlk0iOPPKK8vDxJUm1trY4dO6Yf//jHBicDHDdt2jR9++239tc5OTmaMGGCTCaTgakAx0VGRmr16tU6cOCASkpKVFBQoJdffpnzSgEAVzw2zHEyZWVl2rlzp/r06aPo6GjZbDZJ4oM2XFZDQ4O2bdsms9nc4gxT7mm4svT0dL3++uuyWq3q0qWL7rnnHt13331GxwIAoF1RHp2IzWbTjBkzFBQUpBMnTmjevHnKzs6W1WrVnDlzjI4HOOSPf/yjcnNzJUnXX3+9IiMjtWrVKr3yyisGJwMcc/LkSVVXVyssLEwNDQ0ym82qrq5WVlaW4uPjjY4HAEC7YcMcJ3Lq1CnFxsZq5syZKikp0bp16zR9+nQtX77c6GiAwyorK+1FccmSJZo0aZK+/vprVVRUqHPnzganA1qvqKhIK1asUFBQkH2srq5OUVFRlEcAwBWN8uhE/Pz87B+mu3btqpqaGknNax8BV9W7d2/7z2eOMaioqFCHDh2MigS0WVRUlKKioiQ1f0Gya9cuxcbGGpwKAID2RXl0Im5ubkpLS9OhQ4fUpUsXZWdna+7cuUpKSjI6GuCwqqoqzZ49W6GhocrOztaCBQvk7e2tjh07Gh0NcEhYWJhCQ0Nb7Bg8cOBAbd68WRaLxcBkAAC0L8qjk/Hz81NiYqIkKS4uTn379lVYWJixoYA2qKio0Lhx4yRJQ4cOVVBQkAYOHGhwKsBx+fn5OnDggP24jsbGRm3fvr3FGb0AAFyJ2DDHyVitVoWEhBgdA7hkuKdxpcnKytILL7xgX2ZQWVkpLy8vLV68WF26dDE4HQAA7YfyCABAKxw/flxVVVWKiIiwj23dulVeXl4aNmyYgckAAGhfbkYHAADAlbi5ucnNreWvz169emn37t0GJQIA4PJgzSMAAK1QWlqqpUuX2jfMaWxs1PHjxzV//nyDkwEA0L4oj07q9OnTqq6ulq+vL5sw4IrQ0NCg8vJyeXt7y9PT0+g4QJuMHDlSgwcPliSZzWb17NmTc0sBAFc8yqMTKS8v11//+ld9/vnnOnXqlMxmsxoaGhQeHq477rhDycnJMplMRscELlpTU5P++c9/6l//+peOHTtmv6cDAwN18803a9KkSfazHwFXERERIYvFwpcgAICrDhvmOInS0lL94Q9/0G233aaBAwfK399fJpNJDQ0NOnHihNLS0nTy5EnNmTPH6KjARbHZbHr++ecVGRmpYcOGqXv37nJ3d5fNZlNxcbEyMjL0+eefa/78+fL29jY6LtBq+/fvV0FBgQICAjRs2DCZzXwfCwC4slEencS+fft0zTXXqFOnTud9T05OjgICAtS1a9fLmAxwjNVqVUNDg3r37n3e95SVlenEiRMaMGDAZUwGtN3ixYuVk5OjxsZGeXt7q6GhQS+++KJ8fHyMjgYAQLuhPDqZsrIy7dy5U3369FF0dLRsNpsk8bgqXNqZmcba2lpFRUUpPDzc6EiAww4cOKDMzExNnDhRKSkpSk5OltVq1b59+3TfffcZHQ8AgHbDMzZOxGazad68eQoKCtLf//53zZs3T9nZ2bJarTyuCpeVnp6uJUuWqG/fvjKbzfrLX/6i5ORk/exnPzM6GuCQkydPnnWeY2RkpNLS0gxKBADA5UF5dCKnTp1SbGysZs6cqZKSEq1bt07Tp0/X8uXLjY4GOOyDDz7QypUrFRAQIKl519X58+fr9OnT6tixo8HpgNazWCzasGGDZsyYIUnKzMzUjh07dNNNNxmcDACA9uV24bfgcvHz87Nv9d61a1fV1NRIkmpra42MBbRJUFCQvThKzccaREREqKmpSVLzlyaAKwkNDVVkZKQ2b94sT09PrVmzRjExMRo+fLjR0QAAaFeseXQys2bNUkBAgLp06aLs7Gz5+fkpKSlJd9xxh9HRAId8+OGHKi4u1tChQ2U2m3XkyBEdOXJEt99+uyRp06ZNmj17tsEpAQAAcCE8tupk/Pz8lJiYKEmKi4tT3759FRYWZmwooA327Nmj77//Xl999VWL8WXLlknSWWvHAAAA4Jwoj05m1qxZCgkJMToGcMkMGzZMycnJRscAAABAG7Hm0cns27fvvNesVqsyMjIuXxjgEkhOTlZZWZk2b96sjRs36tixY0ZHAgAAgAOYeXQyKSkp2rp16zmv1dTUaOzYsZc5EdA2hw4d0tNPP63g4GB9++23kqSJEydyLwMAALgYyqOTiYiI0J133nne66GhoZcxDdB269ev1+uvvy5fX18tW7ZMM2bM0O9+9zvdcccdcnPj4QcAAABXQXl0MpGRkRo8ePA5r1mtVh07dqzFsQeAs/P395evr6/9tdlsVnh4uKqrq+Xj42NgMgAAALQG5dHJfPDBB9qzZ885r/HYKlxRbW2tCgsLFRoaqlOnTumTTz5RRkaG7rvvPqOjAQAAoBUoj06Gx1ZxpZk8ebJef/11/fKXv9SBAwfU1NSkRx991OhYAAAAaCWTzWZ7StICo4OgWXFxsQIDA42OAbSrxsZGubu7Gx0DAAAArcBuFU6G4ogrXXV1tZ555hmjYwAAAKCVeGwVwGWRm5urDRs2aPv27erUqZPRcQAAANBKlEcA7Wrnzp16++23VV5erjFjxujNN9/Uvn37jI4FAACAVuKxVSeTmpp6UWOAq/juu+/U2Niohx56SPfee698fX01YsQIo2MBAACgldgwx8lMmzZN4eHhLcaampr0y1/+Uo888oheffVVdejQwaB0gGPq6+u1bds27d69W3379pXVatVjjz1mdCwAAAC0Ao+tOpmQkBAlJCS0GAsICFCHDh00f/58iiNcUocOHZSUlKSkpCTl5+fr1VdfNToSAAAAWomZRydz/Phx9erVy+gYwCVVVlamL774QnV1dYqOjpaXlxc7CwMAALgYZh6dTGFh4VnlMTU1VYmJicYEAtro0KFDevrppxUcHKxvv/1WkjRx4kSNHTvW4GQAAABoDcqjk1mxYoW2bNnSYqypqYnyCJe1fv16vf766/L19dWyZcs0Y8YM/e53v9Mdd9whNzf27AIAAHAVlEcn88M1j/X19dq7d68GDRpkcCrAcf7+/vL19bW/NpvNCg8PV3V1tXx8fAxMBgAAgNbga38n8+ijj2rEiBEaMWKEkpKS9Pjjj2vv3r1GxwIcVltbq8LCQknSqVOn9MknnygjI4PiCAAA4GIoj07m7bffVmlpqUpLS1VUVKQ9e/aoqKjI6FiAwyZPnqyUlBRJ0oEDB7R79249+uijBqcCAABAa7HbqpMZP368OnXqJEkymUwKCgrStGnTeHQVAAAAgKFY8+hkpkyZogkTJhgdA7hkNm7cqNGjR5/3+scff6wxY8ZcxkQAAABwBOXRyUyYMEGFhYXKysqSh4eHYmNj5efnZ3QswGHp6enaunXrea8HBwdTHgEAAFwA5dHJrF+/XikpKQoNDVVDQ4PeeOMNLVy4UBEREUZHAxzi6+v7X2fTAwICLmMaAAAAOIry6EQaGhq0b98+paSkyN3dXZL0/fff680336Q8wmVNmTJFHTp00BdffKG6ujrFxMQoNDTU6FgAAABoJcqjEykvL1d0dLS9OEqSn5+funTpYmAqoG2Ki4u1YMEC9ejRQ2azWatXr9aUKVN4VBUAAMDFUB6diL+/vzIzMxUTEyOLxSKbzaZdu3ZxVAdc2kcffaTly5fL19dXktTY2KhFixZp1KhRcnPjtCAAAABXwSc3J2IymfTII48oLy9PUvPh6seOHdOPf/xjg5MBjuvSpYu9OEqSu7u7LBaLqqqqDEwFAACA1mLm0cl07dpV0dHR2rhxozw9PTV69OgWH7wBV1NfX68PP/xQcXFx6tChg3Jzc7V//37dd999RkcDAABAK5hsNttTkhYYHQTN/nO31W+++UbPPPOMLBaL0dEAh1RXV+vll1/Wjh071NDQoAEDBujnP/85m+YAAAC4GGYench/22117ty5BqcDHOPl5aVf/vKXstlsamxslNnMf3YAAABcEWsenUhlZaUiIiLO2m21c+fOBqYCWs9ms+nTTz9tMWYymezFcePGjUbEAgAAQBswBeBE/Pz8tHfvXoWGhqpfv36qr6/Xnj171NTUZHQ0oFWampq0evVqffbZZ+e8fvLkSY0ePfoypwIAAEBbUB6dzMMPP6yXXnpJ2dnZMpvNSkhI0OzZs42OBbRaVFSUxo4dqwMHDuj7779XXFyc3N3dlZeXpxMnThgdDwAAAK3EhjlOqqGhQe7u7jKZTEZHARxSUlKirl276qWXXtLPf/7zFtfeeOMNTZ48WZ06dTIoHQAAAFqLNY9OZteuXZIks9lsL46pqakGJgIc07VrV0lSUVGRysvL7eNNTU32s0wBAADgOnhs1cmsWLFCW7ZsaTHW1NSkxMREYwIBbTRq1Cg98MADslgsMpvNOnLkiBITE5l1BAAAcDGURycTEhKihIQESc2Hq+/du1eDBg0yOBXguBEjRuiaa67RF198ofr6ek2ePFmRkZFGxwIAAEArsebRyVitVoWEhLQYe+aZZ/Sb3/zGoERA26Smpp41c36uMQAAADg3Zh6dzOrVq3XXXXdJaj4r7+jRozp16pTBqQDHbdu2TTt37mwxVlBQoMTERD377LO6++67mYkEAABwAZRHJ5OZmSmr1SpJqqurU1lZmZ555hmDUwGO8/LyUnx8fIuxM7OODzzwgLp162ZAKgAAALQW5dHJTJ8+XUlJSfbXVqtVn332mSwWi4GpAMdFRERoxIgRLcbO7CDcs2dPAxIBAADAEZRHJ+Pu7t7idVBQkDIyMjRlyhSDEgFt89VXXykzM7PF2JnHVgEAAOA6KI9O5o033tD69eslNa95/OabbzRmzBiDUwGO++Fjq42NjcrPz1fnzp0NTgUAAIDWojw6maioKI0fP16SZDKZ1K1bNwUFBRkbCmiDqVOnKjAw0P565MiReuGFF1RbWytPT08DkwEAAKA13IwOgJYeffRR+fr6qrCwUN9++608PDyMjgS0yXvvvafS0lL7/3JycpSdna3GxkajowEAAKAVmHl0MqmpqVq7dq38/Px0+vRprVy5Uk899ZQiIiKMjgY45OjRo5o1a5ak5tl0Hx8fjRs3Tl5eXgYnAwAAQGtQHp1IQ0ODMjIytGbNGmVnZ6u0tFSDBw/WypUrKY9wWXFxcVq0aJHRMQAAANBGlEcnUlZWppiYmBY7rvr6+rK5CFzahAkTVFxcrIyMDNXW1ioqKkrh4eFGxwIAAEArsebRiQQEBOjgwYOqrKyUJB07dkwpKSlqamoyOBnQOjabTbNnz1ZmZqbS09P14IMP6qOPPlJqaqqeeOIJrV692uiIAAAAaCVmHp2IyWTSvffeq3feeUfXXXedPv30Uw0fPlwPPPCA0dGAVikuLtYNN9ygQYMGaf78+Vq5cqUCAgIkNT+ePX/+fJ0+fVodO3Y0OCkAAAAuFuXRyVgsFlksFknSW2+9ZXAawDE2m81+DEdQUJC9OEqS2WxWREQEM+oAAAAuhvII4JILCgrSzp071blzZwUHB+vNN9/U0KFDZTabdeTIEVVVVbHbKgAAgIuhPAK45Ewmk37+858rJSVFJ06cUGNjo7766iv79dLSUgPTAQAAwBGURwDtIiQkRL/4xS/OeW3Dhg2XOQ0AAADait1WnczGjRvPe81qtSojI+PyhQHaSXJystERAAAA0ErMPDqZlJQUbd269ZzXampqNHbs2MucCAAAAAAoj04nIiJCd95553mvh4aGXsY0AAAAANCM8uhkHnroIQUGBhodAwAAAABaoDw6mcDAQBUWFiorK0seHh6Ki4uTr6+v0bGANikrK9MXX3yhuro6xcTEMIMOAADggkw2m+0pSQuMDoJm69ev19q1a+Xn56fTp0/r9OnTeuqppxQREWF0NMAhhw4d0oIFC9SjRw+ZzWYVFhZqypQpGjNmjNHRAAAA0ArMPDqRhoYGZWRkaM2aNcrOzlZpaakGDx6slStXUh7hsj766CMtX77cPoPe2NioRYsWadSoUXJzY8NnAAAAV8EnNydSVlammJgYubu728d8fX3VuXNnA1MBbdOlS5cWj167u7vLYrGoqqrKwFQAAABoLcqjEwkICNDBgwdVWVkpSTp27JhSUlLU1NRkcDLAcfX19frwww9ltVpVVFSkXbt2af/+/XwpAgAA4GIoj07EZDLp3nvv1TvvvCM3Nzd9+umnqqio0E9/+lOjowEOmzp1qg4ePKgZM2bopz/9qf7xj39o5syZRscCAABAK7FhjpP77rvvtGbNGj322GNGRwEcsmvXLl1//fWy2WxqbGyU2WxWamqqEhMTjY4GAACAVmDDHCdks9m0e/dubdiwQYcOHdLAgQONjgQ4bNOmTdqyZUuLsYKCAsojAACAi6E8Opm1a9fqo48+UlBQkJKTk/Xb3/5Wu3btMjoW4DAvLy/Fx8dLat5pNT8/n/WOAAAALojy6GQKCwsVGhqqadOmqX///pKkESNGGJwKcNzUqVMVGBhofz1y5Ei98MILqq2tlaenp4HJAAAA0BqURyfz+OOPq6ysTJ988on+8Y9/KDY2VkeOHGGDEbis9957T/fcc4/9dUlJibKzs9XY2GhgKgAAALQW5dEJ+fr66t5775XNZtPevXv15ZdfGh0JcNjRo0c1a9YsSc07Cvv4+GjcuHHy8vIyOBkAAABag/LohAoLC5WVlSUPDw/FxcWpb9++RkcCHBYXF6dFixYZHQMAAABtxFEdTmb9+vVau3at/Pz8dPr0aZ0+fVpPPfWUIiIijI4GAAAA4CrmZnQA/J+GhgZlZGRozZo1evjhhzV16lS9/vrr+uijj4yOBjhs48aN//X6xx9/fJmSAAAAoC14bNWJlJWVKSYmRu7u7vYxX19fjjWAS0tPT9fWrVvPez04OFhjxoy5jIkAAADgCMqjEwkICNDBgwd16623SpKOHTumlJQUNTU1GZwMcJyvr68mTJjQYqypqUlubs0PPgQEBBgRCwAAAK3EY6tOxGQy6d5779U777wjNzc3ffrpp6qoqNDUqVONjga0SnV1tX7/+9+rtrZWU6ZM0eDBg+3/s1gs+uCDD+yvQ0NDjY4LAACAi8DMo5OxWCyyWCySpLfeesvgNIBjTp06pV69esnT01Oenp6SpJycHG3YsEHbt2/nmA4AAAAXRHl0Mhs3btTo0aPPec1qteq7777Ttddee3lDAa0UEhKi4uJirV69WkFBQfr4449VUVGhMWPGaNWqVdq3b5/REQEAANBKHNXhZCZPnqyQkJBzXqupqdHYsWN12223XeZUgGOsVqvWr1+vr776SlOnTtWwYcNkMpmMjgUAAAAHUB6dzDPPPKM777zzvNdDQ0PZYAQup66uTtu2bdPu3bsVFhYmq9Wqxx57zOhYAAAAaAUeW3UyN9xwgyRp8ODBKiws1IkTJxQfH2/fmRJwRR4eHrrlllt0yy23KD8/X6+++qrRkQAAANBKNBIn0tjYqI8//li+vr76/vvvNXfuXG3fvl2rVq0yOhrQamVlZaqtrT1rPCwsTPPnz5ck2Ww2FRUVXe5oAAAAcADl0YmUlpbqxhtvVN++ffXZZ58pKSlJv/jFL2Sz2YyOBrSam5ub/vCHP8hqtZ51LTAwUGVlZXrppZdUVVVlQDoAAAC0Fo+tOhEfHx9ZrVY1NDTo448/1uOPP66mpiY+XMMlde7cWVOnTtULL7ygU6dOqXv37urYsaNqa2tVUlIim82mOXPmqG/fvkZHBQAAwEWgPDqRTp06yd3dXePHj9fQoUMVGRmpZcuW8eEaLiskJEQvvviirFar8vLyVF5eLh8fH/Xq1Uv9+vUzOh4AAABagd1WnVBdXZ08PDyMjgEAAAAAdqx5dBInT560/3y+4lhdXa3KysrLFQkAAAAA7CiPTqKoqEjLli077/rGgoICLV26VB06dLjMyQAAAACANY9OIyYmRqdPn9asWbPUqVMn+fv7y8PDQ9XV1fr222/Vs2dPzZs3T56enkZHBQAAAHAVYs2jk7HZbDp8+LCsVqtqamrk6+sri8Wibt26GR0NAAAAwFWMmUcnYzKZFBERoYiICKOjAAAAAIAdax4BAAAAABdEeQQAAAAAXBDlEQAAAABwQZRHAAAAAMAFUR4BAAAAABdEeQQAAAAAXBDlEQAAAABwQZRHAAAAAMAFUR4BAAAAABdEeQQAAAAAXBDlEQAAAABwQZRHAAAAAMAFUR4BAAAAABdEeQQAAAAAXBDlEQAAAABwQZRHAAAAAMAFUR4BAAAAABdEeQQAAAAAXBDlEQAAAABwQZRHAAAAAMAFUR4BAAAAABdEeQQAAAAAXBDlEQAAAABwQZRHAAAAAMAFUR4BAAAAABdEeQQAAAAAXBDlEQAAAABwQZRHAAAAAMAFUR4BAAAAABdkNjoAAFzpKioq9P7772vXrl2qqKhQeXm5AgMDNXjwYCUlJSk6OtroiMrKylJmZqYmTZpkdBQAAOCkmHkEgHaUkZGhadOmqaamRs8995zWrFmj999/Xw8//LC2bdumOXPmqKioyOiY2rhxoz7//HOjYwAAACdGeQSAdnLgwAH9+te/1r333qsZM2bI399fkmQymRQbG6vJkyfL19dXQUFBBieVcnJydM011xgdAwAAODEeWwWAdtDQ0KAlS5aoT58+uuuuu875nmuvvVbFxcUtxo4ePaq33npLubm5qq+vV/fu3fXwww/LYrFIkp588knt379fHh4eeu+99+x/bvv27Xr66af1t7/9TUFBQcrJydHDDz8sSRo9erRiYmL017/+VWVlZRo2bJjmzZsnDw8P7d+/X88++6xKS0tVXFysL774QpK0dOlSbd++XcuXL5ck/eIXv9Dx48f1ySefqKKiQiNHjrQ/hvvWW2+pR48ekqSDBw/qV7/6lby9vfXXv/710v5LBQAAhmLmEQDawZYtW/TNN99o/PjxMplM53xP3759NX36dPvrnJwcPfLII4qOjtZf/vIXpaSkKCQkRE888YSqq6slSYsWLdKgQYMUFhbW4u86cuSIfHx87LOYffr00erVq2U2m5Wfn6/S0lItXLhQd911l7Zu3ar09HRJ0sCBA/X0009LkhYuXKi1a9dq7dq16t69u0aNGqXf/OY3kqTPPvtMPXr00JIlSzRgwAD17t1bzz77rCTp8OHD9hwDBgzQ3XfffVY+AADg+iiPANAOduzYIZPJpPj4+It6/+nTp7Vw4ULFxcVpwoQJMplMMplMuuOOO1RRUWEve1JzUQwPD2/x548cOdKisHl4eKihoUENDQ2KiYnRfffdp7CwMI0ZM0aS7GX0zJ+VdNbf6ePjo7KyMklScnKyRo8ebS+8CQkJ6tevn9zc3FqUR0kqLCy0z5QCAIArB+URANpBbm6uunXrJl9f34t6/65du3Ty5Endcccd57x+psRVVFSouLj4nDOP/1n+8vLyJDU/tnpGZWWlJLVYZ3nkyBF1795d3t7eZ/3/HjlyRP7+/kpISLCPRUZGKiQkRJ6enurdu/dZ5bGgoECDBg264D8zAABwLZRHAGgHZWVlCgwMvOj3p6Wlyc3N7azS9e2330qSunXrJun/CuEPy2N1dbVOnjx5zvLo6+ur3r1728cKCgrO+vN5eXnq16/fOXPl5uZq4MCB53301mKxKCcnRzabTZJUWlqqEydOKCoq6oL/zAAAwLVQHgGgHfj7+6uuru681wsLC7V3717766KiIgUEBMjDw6PF+7766it5enoqNjZWkpSfny+peU3jGdnZ2bLZbOecjezfv3+Lsby8PPn7+ysgIMA+lp+ff87yaLPZlJ+ff9bf8UMWi0VVVVU6ceKEJOnf//634uLi5Onped4/AwAAXBPlEQDaQUJCgo4ePWp/TPSHysvL9cQTT7R43NPPz++c79uxY4dGjx6tjh07SpKKi4vl5eWlTp062d+Xmpoqk8l0VnnMy8s759rIH44VFxersrLS/mcPHTpk3wH2xIkTqq2tPe+spCT72sYz/yxbtmzR7bffft73AwAA10V5BIB2cP/996tbt25avHixSktLJTXP5H355ZeaM2eOrrvuOv3kJz+xv/+WW25RcXGxfWOc6upqLVmyRL169dKMGTPs7+vUqZNqampktVolNRfHr776Sj169LAXTKn5sdnS0tKzil9eXl6LmcQzayl9fX1VVVWlp556SvX19ZLOv5HOD/Xr108mk0mHDx9WVlaWSktLNWzYsNb/CwMAAE6Pcx4BoB34+Pho6dKleuuttzR79mxJkru7u3r37q2ZM2eetQvrjTfeqEceeUTLli3Tn/70J7m5uenGG2/U/fffrw4dOtjfl5ycrMzMTD300EPq3bu3JkyYoG7duunQoUP66U9/qpUrV8rDw8O+NvKH5bGsrEwlJSX6+OOP1djYqP/5n/9Rnz59FB8fryVLlsjX11czZsywn9l4Zs3kf1u72alTJ/Xq1Utff/21srKy9OCDD553fSQAAHBtJpvN9pSkBUYHAQC4pueff16bN29WfHy8nnvuOaPjAACAdsJjqwCANgkPD5e3t7fmzJljdBQAANCOKI8AgFZ5+eWX7TvFfvnll3r//ff15JNPtjg7EgAAXHlY8wgAaJWKigo9++yz8vHxUefOnTV37lzFxcUZHQsAALQz1jwCAAAAAC6Ix1YBAAAAABdEeQQAAAAAXND/AzkZQThS4g52AAAAAElFTkSuQmCC"
What is the average of the highest and lowest value of Merchandise exports?
2.01
113703.png
2,634
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"
What is the sum of the second highest and second lowest value of External balance on goods ?
9.7
81716.png
2,635
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Which label contains largest values across all labels?
Azerbaijan
113678.png
2,636
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"
What is the average of Madagascar and Belgium?
7.9
OECD_MATERIAL_CONSUMPTION_BEL_MDG_000005.png
2,637
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What is the sum of the average of Korea (Republic) and the average of Djibouti?
22742246858275.0
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2,638
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"
What is the sum of the second highest and second lowest value of Macedonia ?
1724679607.08
117957.png
2,639
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"
What is the sum of the second highest and second lowest value of Cyprus?
81.4
51740.png
2,640
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"
Which x-axis label witnessed the smallest value of Ireland?
2008.0
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2,641
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"
What is the sum of the average of 1961.0 and the average of 1962.0 ?
55.0
121240.png
2,642
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"
What is the difference between purple and orange?
5.4
OECD_IMPORT_CONTENT_OF_EXPORTS_AUT_HKG_HRV_SWE_000008.png
2,643
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"
What is the maximum difference between 1990.0 and 2005.0 ?
263.0
49539.png
2,644
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"
What is the minimum difference between Grants and Taxes ?
12.8
87442.png
2,645
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bVFBQcNH36mLThd19993605/+JEmaNm1asbqCg4M1fPhw/fOf/yzW53PPPWdNMfZbruynQYMGuvvuu3X77beX2uexY8fK/L6U5ujRo1q8eLF27Nghh8Mhf39/RUZG6v7777fOrv52WrKcnBy1b9/empasSFmO/blz55b4PerXr5+uuuoqrVixotjrXrBggfz8/Er9ebZq1ep3f4eK/PLLLxo9erQ6duyof/3rXxd9LwAAfzzbB1788X4deOfPn1/h/n4deCdPnszYSFRbjz76qO6//37rbC8AoHq4ooc0AEBFDR8+XHl5eTp58qRycnLUrVu3qi4JAPAbXFUBt3rqqad08OBBSYVfYw8ZMkTvvPNOqRcFlcXXX39d7OvjGTNm6MSJE7r77rvdUi9QUQ6HQw8++KBq1qypv/3tb1ysBgDVEEMaAAAAYGsMaQAAAICtEXgBAABgawReAAAA2BqBFwAAALZG4AUAAICtEXgBAABga7acMHLChAn548aNy67qOgAAAPDH8vb2Nnx9fWv+us2W8/AahqGUlBR5eHhUdSkAAAD4A124cMFs0qSJ8es2W57hlSQfHx95enpWdRkAAAD4A124cKFEG2N4AQAAYGsEXgAAANgagRcAAAC2RuAFAACArRF4AQAAYGsEXgAAANhalUxL9vrrr+vrr7+WYRROkZaXl6f27dsrOjpakrR8+XI5nU4ZhqHg4GANGTKkKsoEAACADVRJ4K1Zs6ZiY2Pl6+srSVq2bJmCgoIkSXv27NGGDRs0e/ZsSdIzzzyjiIgItWvXripKBQAAwGWuSoY0PPTQQ1bYLSgo0NatW9WtWzdJUlxcnLp06SLDMGQYhrp27aq4uLiqKBMAAAA2UOVjeL/99ltFRkaqRo3CUhISEuTv72+t9/f31+nTp6uqPAAAAFzmqjzwfv755+rfv79Lz42JibHOBP96kSQvLy/FxMS4s1QAAABchqo08B45ckR169ZV3bp1rbaAgAAlJSVZj5OSkhQQEFDq86Ojo2WaZolFknJycqyL4AAAAHDlqtLA+/HHH2vgwIHF2vr06aNt27ZZ4XXLli3q27dvFVUIAACAy12VzNIgSRkZGTp27JhatWpVrL1t27bq0aOHpk6dKsMwFBkZqYiIiCqqEgAAAJc7wzTNaEmTq7oQdzIMQzk5OfL09KzqUgAAAPAHOnnypNmkSRPj121VftEaAAAAUJkIvAAAALA1Ai8AAABsjcALAAAAWyPwAgAAwNYIvAAAALA1Ai8AAABsjcALAAAAW6uyO60BAGBXBQUFOn/+fKXv56qrrpKHh0el7wf2Y5qm9u/fX+n7adq0qfz8/Cp9P7+HwIsSduzYoc8++6xS91GjRg2NHz++UvcB+5o58196/fXXK/U/+tzcXM2ft0B9b/pzpe0D9vXSv/5P//fPaXI4Ku8Yzc8v0FNPPaGpU/9VafuAff1n0UJNnPS8atXyqbR95OXlq8ufuujd91ZW2j7KyhaBNyYmRpMnT67qMmyjf/9+urV/a/n5eVfaPr7ddkimaeqFF16otH3AvpYtXaoXxvZQu7ZNKm0fH36yQ8vff4/AC5f8uONHzZx+u+64tUOl7WN13C+KfffHSusf9rbnlz164pGuGvVEVKXtY/eek3pyzOeV1n952CLwRkdHKzo62npsGMYltsbvqVGjhkY/2UtNGtettH1M/ddqFRQUVFr/sLcaNWooqFk9tQhrVGn7CGhYW+dTuMwBAOyAT3MAAADYGoEXAAAAtkbgBQAAgK0ReAEAAGBrBF4AAADYGoEXAAAAtkbgBQAAgK0ReAEAAGBrBF4AAADYGoEXAAAAtkbgBQAAgK0ReAEAAGBrBF4AAADYGoEXAAAAtmaLwBsTEyPDMKwFAAAAKGKLwBsdHS3TNK0FAAAAKGKLwAsAAABcDIEXAAAAtkbgBQAAgK0ReAEAAGBrBF4AAADYGoEXAAAAtkbgBQAAgK0ReAEAAGBrBF4AAADYGoEXAAAAtkbgBQAAgK0ReAEAAGBrBF4AAADYmi0Cb0xMjAzDsBYAAACgiC0Cb3R0tEzTtBYAAACgiC0CLwAAAHAxBF4AAADYGoEXAAAAtkbgBQAAgK0ReAEAAGBrBF4AAADYGoEXAAAAtkbgBQAAgK0ReAEAAGBrBF4AAADYGoEXAAAAtkbgBQAAgK0ReAEAAGBrBF4AAADYmi0Cb0xMjAzDsBYAAACgiC0Cb3R0tEzTtBYAAACgiC0CLwAAAHAxBF4AAADYGoEXAAAAtkbgBQAAgK0ReAEAAGBrBF4AAADYGoEXAAAAtkbgBQAAgK0ReAEAAGBrjqra8fbt27Vhwwb5+vrq8OHDuv3229WlSxdJ0vLly+V0OmUYhoKDgzVkyJCqKhMAAACXuSoJvOfOndPKlSv14osvyjAMXbhwQZmZmZKkPXv2aMOGDZo9e7Yk6ZlnnlFERITatWtXFaUCAADgMlclgfezzz5TUFCQFi1apMzMTF1zzTW6+eabJUlxcXHq0qWLDMOQJHXt2lVxcXEEXgAAALikSsbwHj16VBs3btSQIUP05JNP6ttvv9Vnn30mSUpISJC/v7+1rb+/v06fPl0VZQIAAMAGqiTwZmVlqVOnTqpZs6YMw1CvXr20fv36cvcTExMjwzBKLJLk5eWlmJgYd5cOAACAy0yVBN4GDRpYwVSSHA6HcnNzJUkBAQFKSkqy1iUlJSkgIKDUfqKjo2WaZolFknJychQdHV2JrwIAAACXgyoJvFFRUfr555+tcLp792516tRJktSnTx9t27bNCq9btmxR3759q6JMAAAA2ECVXLTWsWNH9evXT9OnT1etWrVkmqYGDx4sSWrbtq169OihqVOnyjAMRUZGKiIioirKBAAAgA1U2Ty8d95550XXFYVfAAAAoKK40xoAAABsjcALAAAAWyPwAgAAwNYIvAAAALA1Ai8AAABsjcALAAAAWyPwAgAAwNYIvAAAALA1Ai8AAABsjcALAAAAWyPwAgAAwNZsEXhjYmJkGIa1AAAAAEVsEXijo6Nlmqa1AAAAAEVsEXgBAACAiyHwAgAAwNYIvAAAALA1Ai8AAABsjcALAAAAWyPwAgAAwNYIvAAAALA1Ai8AAABsjcALAAAAWyPwAgAAwNYIvAAAALA1Ai8AAABsjcALAAAAWyPwAgAAwNZsEXhjYmJkGIa1AAAAAEVsEXijo6Nlmqa1AAAAAEVsEXgBAACAi3FUdQF2ceTwIU2J/n9yeHhU2j4KCgr06BNPqnNk10rbBwAAgN0QeN1kwrNj5bH5I11Xt/L24cyQRv+4XZt3/lx5OwEAALAZAq+beDoc6lVPerBJ5e1j/Xlpu+lZeTsAAACwIcbwAgAAwNYIvAAAALA1hjQAVwjTNPXiiy9W+n4GDRqkiIiISt8PAABlReAFrhCTJk3S5rlT1bNe5e3jfK40YM4sHT2TWHk7AQCgnFwKvMnJyTp16pQkqW7dugoICFCNGoyOAKozwzB0Yz1pYkjl7eNApvTZQf6OBgBUL+X6n2nXrl1asGCB9u7dW6y9Zs2a6tSpkyIjI9WrVy/5+vq6tUgAAADAVWUOvN99951efvll3XTTTRo2bJi8vb2VlpamU6dO6dChQ/rll1+0adMmvfXWW7r//vt1yy23cNYXAAAAVa7Mgffs2bN69dVXFRgYeNFtEhMTtX79en3wwQfasWOHJkyYIIeDrzcBAGXzzjvvKC0trVL3ERkZqQ4dOlTqPgBUL2VOo/379//dberXr69Bgwbplltu0cKFCzV16lRFR0dXqEAAwJVh2bJlmjXmcXWsU3n7KDCl/3euhhIupFTeTgBUO5Vy+tXT01OPP/64/vOf/+jbb7/V9ddfXxm7scTExGjy5MmVug8AQOXKyMhQRG1pXnB6pe0ju0BafJRvHoErTaUMsk1JSVFBQYGGDRum4ODgythFMdHR0TJN01oAAACAIi7/mbtkyRKtXr1aPj4+atasmcLDwxUWFqYWLVpo6dKl6tq1qzp16nTJMb8AAABAZXMp8J46dUqxsbHq0KGDGjVqpBMnTujdd99VZmZmYacOh7p27erWQgEAAKraN998o6SkpErdR3BwsK699tpK3ceVxqXAe/78eQUGBuqll16y2kzT1PHjxxUfH6/4+HjVq1eJt3MCAAD4g3377bd6esjtutorv1L3sy/bUxt3/aL69etX6n6uJC4F3pCQEPn4+BRrMwxDQUFBCgoKUu/evd1SHAAAQHWRkpKiRo58rQy7UKn7abzVV7m5uZW6jyuNSxeteXt7a/DgwVqxYgUXiQEAAKBac+kMb1ZWlqZPny6Hw6E1a9aoW7duatWqlcLDwzn9DgAAgGrF5VkaGjZsqB49esjpdOqjjz5SRkaGJKlevXoKDw/XiBEjFBQU5LZCAQAAAFe4FHgdDoe6deumJ554QlLhBWsnT56U0+m0LlpLTU11a6EAAACAK1wKvJ6enho5cqT12DAMNW3aVE2bNlVUVJS7agMAAAAqrFLutAYAAABUFy6P4U1KStKCBQu0Y8cOSVKLFi0UFRWlqKgoGYbhrvoAAACACnE58E6cOFHnz59XSEiIUlNTtXPnTm3evFmrV6/WhAkTVLt2bXfWCQAAALjEpcB75MgRmaapRYsWWTegyM/P165du7Rw4UJNmTJF06dPd2uhAAAAgCtcGsObkpKi9u3bF7vbmoeHhzp27KiZM2cqOztbP//8s9uKBAAAAFzlUuANDAzU3r17S73LmsPh0IABA/TLL79UuLiyiomJkWEY1gIAAAAUcSnwNmzYUF5eXpo1a5Z1w4lfS01N/UNvORwdHS3TNK0FAAAAKOLyRWtjxozRs88+q3Xr1qlz585q1aqV6tWrp4SEBC1dulQvv/yyO+sEAAAAXOJy4A0MDNTcuXM1b948bdiwQevWrSvs0OHQ0KFD1bJlS3fVCAAAALjM5cArSX5+fho3bpxGjRql/fv3KycnR8HBwfL393dXfQAAAECFlDnwpqen6/jx46WeufX29lZERIRbCwMAAADcocwXrX3xxRcaOXKkDh8+rOzsbI0dO1bz5s1TXFycDh8+rIKCAmvbzz77TIcPH66MegEAAIByKfMZ3v79+8vLy0uNGzdWQUGBnE6nEhIS9MEHH0gqPMsbHBys8PBwHT58WI0bN1bz5s0rq24AAACgTMoceH19fTVw4EBJUlZWloKCgjRnzhylpaXJ6XTK6XQqPj5eP/74o06cOFFpBQMAAADl4dJFaz4+Ppo5c6akwgvXOnbsqI4dO1rrMzMzuQEEAAAAqgWXbjyRl5enH3/88aLra9asWey2wwAAAEBVcekMb25urmJjYxUZGVli3dq1a9WqVSs1bdr0os8/cOCAxowZI29vb6vt7bffth4vX75cTqdThmEoODhYQ4YMcaVMAAAAoHyB98yZM6pbt+4lt8nPz9f48eP173//Ww0bNrzodk899ZT69etXon3Pnj3asGGDZs+eLUl65plnFBERoXbt2pWnVAAAAEBSOQNvbGysvvrqKzVt2lRpaWl6//33FR4errCwMPn5+UmS+vXrJw8PD23evFm33nrrRfvatGmTDh48qNzcXPXo0UMdOnSQJMXFxalLly7WGOCuXbsqLi6OwAsAAACXlCvw3nPPPWrdurX27dunuLg4LVy4UHl5eZIKbzUcHh6u5s2b68CBA2rfvv1F+6lXr57++te/qmvXrkpPT9fIkSP197//Xa1atVJCQoJCQkKsbf39/bVz504XXx4AAACudOW6aC0oKEg333yznnrqKYWEhGjVqlWaN2+exo4dq8jISCUlJWnlypVyOp26/vrrL9qPv7+/unbtKkmqVauWunXrprVr15a7+JiYGBmGUWKRJC8vL8XExJS7TwAAANiLy9OSzZgxQw6HQ6GhoQoNDS3X8xMSElS/fn05HIW79/T0VGpqqiQpICBASUlJ1rZJSUkKCAgotZ/o6GhFR0eXaDcMQzk5OfL09CxXXQAAALAfl6Yly8zM1MaNG3XkyJFitxQucvbsWeXm5l70+StXrtTu3butxzt37rTm8e3Tp4+2bdsm0zRlmqa2bNmivn37ulImAAAA4NoZ3kOHDmnatGmSCm8pHBISYl28FhYWpi+++ELdu3dXp06dSn1+hw4d9O677+rbb79VcnKyOnXqpN69e0uS2rZtqx49emjq1KkyDEORkZGKiIhw8eUBAADgSudS4M3Ly9Ntt92mO+64Q/Hx8YqPj5fT6dTq1auVnZ0tSerevftFnx8ZGVnqHL5FBg8e7EpZAAAAQAkuBd5GjRopKSlJgYGBCgwMtMJtdna23n33XZ06dUpBQUFuLRQAAABwhUtjeAMDA3Xq1CmdPHmyWLu3t7eGDRsmDw8PZWVluaVAAAAAoCJcCrySNGTIEI0fP15Op7PEuuDgYG3durVChQEAAADu4NKQBknq0aOH9u/fr1GjRikqKko9evRQy5YtlZ6errVr117yLmsAAADAH8XlwCtJjzzyiEJDQ7Vo0aJiN44IDAzUDTfcUOHiAAAAgIqqUOCVpKioKPXq1Uv79++X0+mUl5eXunXrJj8/P3fUBwAAAFRImQPv+vXr1aRJEwUHB1t3SCtiGIZatmypli1bur1AAAAAoCLKHHjnzZunc+fOyeFw6JprrlF4eLh1s4nQ0FB5e3tb227cuFFhYWEKDAyslKIBAACAsipz4PX19dXMmTPldDoVHx+vffv26auvvlJ+fr4Mw1BQUJAVgHfu3ClfX18CLwAAAKpcmQPv0KFD1a5dO7Vr185qy8nJ0aFDh6wQ7HQ69c033ygnJ0e33357pRQMAAAAlEeZA2+fPn1KtHl5eZUYu5ufn68jR46ofv367qkQAAAAqACXbzxxMR4eHgoJCVHdunXd3fVFxcTEyDAMawEAAACKuBR4TdNUcnLyRdfn5eW5XJAroqOjZZqmtQAAAABFXJqHNysrS3feeacaNmyosLAwa8aG0NBQNWzYUAsWLND111+vDh06uLlcAAAAoHxcCrze3t56/vnn5XQ6tX//fq1YsUIZGRmSpLp168rDw0ORkZFuLRQAAABwhUuBt0aNGurTp491IZtpmjp+/Li2bdumDz74QI0bN1bNmjXdWigAAADgigrfWliSNQ9vUFCQevfurTlz5nDXNQAAAFQLbp+lwd/fXz4+Pvr222/d3TUAAABQbi5ftPbQQw8pLCzMWsLDw9WoUSMVFBToxIkTOnHihLtrBQAAAMrNpcBrmqZycnKUmZmplStXKi0tTVLhxWySlJ2drQcffNBtRQIAAACucinwenh4qFOnTpowYYIk6dSpU3I6nTp69KhSUlLUpk0bpiQDAABAteBS4PXy8rLCriQ1btxYjRs3dltRAAAAgLu4PEtDQkKClixZor1798rDw0Ph4eHq1auXOnfu7M76AAAAgApxKfDm5eVp7NixSkxMVLNmzZSWlqY1a9boyy+/VJcuXfTcc8+pbt267q4VAAAAKDeXAq/T6VRubq4WL16shg0bSpLS0tK0detWxcbGauLEiXr11VdVo4bbZz0DAAAAysWlROpwONSmTRsr7EqSn5+f+vTpo7lz5yo1NVVbtmxxW5EAAACAq1wKvKGhoUpLS1NeXl6JdbVq1dJNN92ko0ePVri4soqJiZFhGNYCAAAAFHEp8Jqmqfbt2+vf//63UlJSSqxPTk5Wo0aNKlxcWUVHR8s0TWsBAAAAirg0hjcnJ0exsbGSpHXr1ikiIkJt2rSRv7+/Tp06pQsXLqhnz55uLRQAAABwhcvTkgUFBen+++9XfHy8nE6nPvnkE6WmpkqS6tSpowkTJig8PFzh4eFq27atGjRo4LaiAQAAgLJyKfB6enpq0KBB6t27t3r37m21JyQkyOl0yul0Kj4+Xl999ZXee+893XzzzXr66afdVjQAAABQVi4FXofDoZtvvrlEe0BAgAICAtS9e3erLTExUZmZma5XCAAAAFSAy0MakpKStGDBAu3YsUOS1KJFC0VFRSkqKqrYTAn169evcJEAAACAq1wOvBMnTtT58+cVEhKi1NRU7dy5U5s3b9bq1as1YcIE1a5d2511AgAAAC5xKfAeOXJEpmlq0aJF8vHxkSTl5+dr165dWrhwoaZMmaLp06e7tVAAAADAFS7Nw5uSkqL27dtbYVeSPDw81LFjR82cOVPZ2dn6+eef3VYkAAAA4CqXAm9gYKD27t1b6k0eHA6HBgwYoF9++aXCxQEAAAAV5VLgbdiwoby8vDRr1ixlZGSUWJ+amsodzwAAAFAtuHzR2pgxY/Tss89q3bp16ty5s1q1aqV69eopISFBS5cu1csvv+zOOgEAAACXuBx4AwMDNXfuXM2bN08bNmzQunXrCjt0ODR06FC1bNnSXTUCAAAALnM58EqSn5+fxo0bp1GjRmn//v3KyclRcHCw/P393VUfAAAAUCEVCrxFvL29FRER4Y6uAAAAALdyOfAmJCRoyZIl2rt3rzw8PBQeHq5evXqpc+fO7qyvTGJiYjR58uQ/fL8AAACo/lyapSEvL09jx45VXFycJCktLU1r1qzR+PHjNWHCBCUnJ7u1yN8THR0t0zStBQAAACji0hlep9Op3NxcLV68WA0bNpRUGHq3bt2q2NhYTZw4Ua+++qpq1HApTwMAAABu41IidTgcatOmjRV2pcIL2Pr06aO5c+cqNTVVW7ZscVuRAAAAgKtcCryhoaFKS0tTXl5eiXW1atXSTTfdpKNHj1a4OAAAAKCiXAq8pmmqffv2+ve//62UlJQS65OTk9WoUaMKFwcAAABUlEtjeHNychQbGytJWrdunSIiItSmTRv5+/vr1KlTunDhgnr27OnWQgEAAABXuDwtWVBQkO6//37Fx8fL6XTqk08+UWpqqiSpTp06mjBhgsLDwxUeHq62bduqQYMGbisaAAAAKCuXAq+np6cGDRqk3r17q3fv3lZ7QkKCnE6nnE6n4uPj9dVXX+m9997TzTffrKefftptRQMAAABl5VLgdTgcuvnmm0u0BwQEKCAgQN27d7faEhMTlZmZ6XqFAAAAQAW45dbCl1K/fv3K3gUAAABwUdwZAgAAALZG4AUAAICtEXgBAABgawReAAAA2FqZA+/69evldDpLvZ1wVYuJiZFhGNYCAAAAFCnzLA3z5s3TuXPn5HA4dM0111g3lQgLC1NoaKi8vb2tbTdu3KiwsDAFBgZWStG/FR0drejoaOsxoRcAAABFyhx4fX19NXPmTOumEvv27dNXX32l/Px8GYahoKAgKwDv3LlTvr6+f1jgBQAAAC6mzIF36NChateundq1a2e15eTk6NChQ1YIdjqd+uabb5STk6Pbb7+9UgoGAAAAyqPMgbdPnz4l2ry8vNSyZUu1bNnSasvPz9eRI0e44QQAAACqBZdmacjMzNTatWt15MgRFRQUFFvn4eGh2rVry9fX1y0FAgAAABXh0q2FDx06pGnTpkmSvL29FRISYo3fDQsL0xdffKHu3burU6dObi0WAAAAKC+XAm9eXp5uu+023XHHHYqPj7fG765evVrZ2dmSpO7du7u1UAAAAMAVLgXeRo0aKSkpSYGBgQoMDLTCbXZ2tt59912dOnVKQUFBbi0UAAAAcIVLY3gDAwN16tQpnTx5sli7t7e3hg0bJg8PD2VlZbmlQAAAAKAiXL618JAhQzR+/Hg5nc4S64KDg7V169YKFQYAAAC4g0tDGiSpR48e2r9/v0aNGqWoqCj16NFDLVu2VHp6utauXatbb73VnXUCAAAALnE58ErSI488otDQUC1atEhr16612gMDA3XDDTf87vNTU1M1fPhwDR48WIMGDbLaly9fLqfTKcMwFBwcrCFDhlSkTAAAAFzBKhR4JSkqKkq9evXS/v375XQ65eXlpW7dusnPz+93n/vGG28oICCgWNuePXu0YcMGzZ49W5L0zDPPKCIiotgd3gAAAICycnlasu3btysyMlKSZBhGiTuu/Z4NGzYoNDRUubm5xdrj4uLUpUsXGYYhSeratavi4uIIvAAAAHCJSxet5ebmKjY2ttR1a9eu1YkTJy75/OTkZK1fv77Ucb4JCQny9/e3Hvv7++v06dOulAkAAACUL/CeOXPGurHExeTn52v8+PE6e/bsRbd544039Oijj1pncV0VExMjwzBKLJLk5eWlmJiYCvUPAACAy1+5hjTExsbqq6++UtOmTZWWlqb333/fuqVw0Zjdfv36ycPDQ5s3by71DG5SUpLOnTun9957T5K0d+9enT59WidPntTIkSMVEBCgpKSkYtv/dpxvkejoaEVHR5doNwxDOTk58vT0LM/LAwAAgA2VK/Dec889at26tfbt26e4uDgtXLhQeXl5kgpnZggPD1fz5s114MABtW/fvtQ+/P39NX36dOvxtGnT1KJFC2uWhj59+mju3Lm6//77JUlbtmzR8OHDXXpxAAAAQLkCb1BQkIKCgtS3b18dPHhQr776qo4cOSKn06n4+HjFx8drx44d8vHx0YgRI363vwULFmjfvn1KSEiQw+HQwIED1bZtW/Xo0UNTp06VYRiKjIxURESEyy8QAAAAVzaXZmnw8fHRjBkz5HA4FBoaqtDQUJd2/uijj+rRRx8t0T548GCX+gMAAAB+y+V5eNPT0/XKK69ox44dkqQWLVooKipKUVFRFb4YDQAAAHAXlwPvxIkTdf78eYWEhCg1NVU7d+7U5s2btXr1ak2YMEG1a9d2Z50AAACAS1wKvEeOHJFpmlq0aJF8fHwkFU5HtmvXLi1cuFBTpkwpdmEaAAAAUFVcuvFESkqK2rdvb4VdSfLw8FDHjh01c+ZMZWdn6+eff3ZbkQAAAICrXAq8gYGB2rt3r0zTLLHO4XBowIAB+uWXXypcHAAAAFBRLgXehg0bysvLS7NmzVJGRkaJ9ampqaWGYQAAAOCP5vJFa2PGjNGzzz6rdevWqXPnzmrVqpXq1aunhIQELV26VC+//LI76wQAAABc4nLgDQwM1Ny5czVv3jxt2LBB69atK+zQ4dDQoUPVsmVLd9UIAAAAuMzlwCtJfn5+GjdunEaNGqX9+/crJydHwcHB8vf3d1d9AAAAQIW4FHjz8vK0fft2RUZGSpK8vb25/S8AAACqJZcuWsvNzVVsbGyp69auXasTJ05UqKjyiomJkWEY1gIAAAAUKVfgPXPmjLKzsy+5TX5+vsaPH6+zZ89WqLDyiI6Olmma1gIAAAAUKdeQhtjYWH311Vdq2rSp0tLS9P777ys8PFxhYWHy8/OTJPXr108eHh7avHmzbr311kopGgAAACircgXee+65R61bt9a+ffsUFxenhQsXKi8vT1LhrA3h4eFq3ry5Dhw4oPbt21dKwQAAAEB5lCvwBgUFKSgoSH379tXBgwf16quv6siRI3I6nYqPj1d8fLx27NghHx8fjRgxorJqBgAAAMrMpVkafHx8NGPGDDkcDoWGhio0NNTddQEAAABu4dIsDVLhVGQAAABAdedy4AUAAAAuB2UOvCdPnlRSUlJl1gIAAAC4XZkD7yuvvKLnnntOmZmZlVkPAAAA4FZlDrwZGRl64403VLNmTeXl5Wnbtm2VWRcAAADgFmUOvN7e3srIyJBUeGvh//znP5VVEwAAAOA2ZZ6WrHv37ho9erT69++vsLCwyqwJAAAAcJsyB97bbrtNKSkpeuedd5SWlibDMPToo48qNDTUur1wWFiYatWqVZn1AgAAAOVS5sBrGIaGDRume++9V7t379a0adPUunVrxcfHa/369crLy5NhGGrcuLHCwsIUHh6url27qnnz5pVYPgAAAHBp5b7TmsPhUJs2bfSnP/1JY8aMkSTl5eWVuMXwtm3b9NZbb2ngwIEaNWqU2wsHAAAAysKlWwt7eXlp7Nix/+uklFsMm6apPXv2aN68efr+++/VuXPnild7ETExMZo8eXKl9Q8AAIDLl8t3WktKStL06dM1ZMgQDRkyRNHR0fr6669lmqakwiEQbdu21ZNPPqm9e/e6reDSREdHyzRNawEAAACKuHSGV5ImTpyo8+fPKyQkRKmpqdq5c6c2b96s1atXa8KECapdu7YkqXXr1mrdurXbCgYAAADKw6XAe+TIEZmmqUWLFsnHx0eSlJ+fr127dmnhwoWaMmWKpk+f7tZCAQAAAFe4NKQhJSVF7du3t8KuJHl4eKhjx46aOXOmsrOz9fPPP7utSAAAAMBVLgXewMBA7d27t9Txsg6HQwMGDNAvv/xS4eIAAACAinIp8DZs2FBeXl6aNWuWdbvhX0tNTeXiMQAAAFQLLl+0NmbMGD377LNat26dOnfurFatWqlevXpKSEjQ0qVL9fLLL7uzTgAAAMAlLgfewMBAzZ07V/PmzdOGDRu0bt26wg4dDg0dOlQtW7Z0V40AAACAy1wOvJLk5+encePGadSoUdq/f79ycnIUHBwsf39/d9UHAAAAVEiFAm8Rb29vRUREuKMrAAAAwK1cvtMaAAAAcDkg8AIAAMDWCLwAAACwNQIvAAAAbM0WgTcmJkaGYVgLAAAAUMQWgTc6OlqmaVoLAAAAUKTC05IlJiZq3rx5OnbsmAICAtS7d29FRUW5oTQAAACg4sp8hnfZsmU6ePBgifY5c+aoVq1a6t+/v5o0aaKFCxfqX//6l1uLBAAAAFxV5sDbrl07TZo0SV9//XWx9qysLD3zzDMaOHCgHn/8cS1cuFC5ubn68ccf3V4sAAAAUF5lDrwRERGaMWOG3n//fc2fP18FBQWSpCZNmuijjz6yxs46HA7deOONOnDgQOVUDAAAAJRDuS5aCwgI0MyZM3X+/Hk9//zzSk5O1rBhw/TVV1/pwQcf1L///W+9/vrreu211xQaGlpZNQMAAABlVu5ZGry9vfX888+ra9euGj16tBISEjRr1iw98MADKigoUGJioh5++GF17NixMuoFAAAAysXlWRoGDRqk0NBQTZ48WQ899JD69OmjPn36uLM2AAAAoMLKHHhzcnI0a9Ys/fDDD6pdu7YiIyM1ePBgzZw5U5MnT9a+ffv0+OOPy8PDozLrBQAAAMqlzEMaPvnkE6WlpWn48OH6y1/+ogMHDujJJ5+Uj4+PZs6cqfT0dP39739XcnJyZdYLAAAAlEuZA29iYqKGDRumG2+8UbfffrumTp2qBx54QO+//768vLz07LPPqkePHho9erScTmdl1gwAAACUWZkDb8eOHbVo0SKlpqZabddff72OHj1qPb711ls1btw4xcTEaNu2be6tFAAAAHBBmcfwdunSRbt27dLQoUPVtm1b1a9fX7/88ov+8pe/FNsuIiJCr7zyCmd5AQAAUC2Ua5aG4cOH68Ybb9TGjRuVmJioQYMGacCAASW2a9CggRo0aOC2IgEAAABXlXtaspCQEIWEhFRGLQAAAIDblfvGE9VRTEyMDMOwFgAAAKCILQJvdHS0TNO0FgAAAKCILQIvAAAAcDEEXgAAANgagRcAAAC2VimBNyUlRQUFBZXRNQAAAFAu5Z6WrMiSJUu0evVq+fj4qFmzZgoPD1dYWJhatGihpUuXqmvXrurUqZM7awUAAADKzaXAe+rUKcXGxqpDhw5q1KiRTpw4oXfffVeZmZmFnToc6tq1q1sLBQAAAFzhUuA9f/68AgMD9dJLL1ltpmnq+PHjio+PV3x8vOrVq+e2IgEAAABXuRR4Q0JC5OPjU6zNMAwFBQUpKChIvXv3dktxAAAAQEW5dNGat7e3Bg8erBUrVnCjBwAAAFRrLp3hzcrK0vTp0+VwOLRmzRp169ZNrVq1Unh4uOrXr/+7z9+9e7eWL1+uZs2aKTExUb6+vho5cqQ8PDwkScuXL5fT6ZRhGAoODtaQIUNcKRMAAABwfZaGhg0bqkePHnI6nfroo4+UkZEhSapXr57Cw8M1YsQIBQUFlfrc5ORk3X333WrXrp0k6YknntB3332nrl27as+ePdqwYYNmz54tSXrmmWcUERFhbQsAAACUh0uB1+FwqFu3bnriiSckFV6wdvLkSTmdTuuitdTU1Is+/4YbbrD+nZaWpoyMDDVt2lSSFBcXpy5dusgwDElS165dFRcXR+AFAACAS1wKvJ6enho5cqT12DAMNW3aVE2bNlVUVFSZ+1m0aJE2bdqkoUOHWmeDExISFBISYm3j7++vnTt3ulImAAAAUPaL1tLT07Vv3z637vyhhx7SnDlz9Pnnn2vDhg3lfn5MTIwMwyixSJKXl5diYmLcWi8AAAAuP2UOvF988YVGjhypw4cPKzs7W2PHjtW8efMUFxenw4cPF7uV8GeffabDhw9ftK+i8b5S4YwPkZGR2rhxoyQpICBASUlJ1vqkpCQFBASU2k90dLRM0yyxSFJOTo6io6PL+vIAAABgU2Ue0tC/f395eXmpcePGKigokNPpVEJCgj744ANJhcE1ODhY4eHhOnz4sBo3bqzmzZuX2tesWbP0wAMPqEmTJpKkw4cPW//u06eP5s6dq/vvv1+StGXLFg0fPrwirxEAAABXsDIHXl9fXw0cOFBS4bRkQUFBmjNnjtLS0uR0Oq0L1n788UedOHHikn396U9/0qxZs3TNNdcoLS1N3t7e1tRjbdu2VY8ePTR16lQZhqHIyEhFRERU4CUCAADgSlbmwLtlyxZ17txZDodDPj4+mjlzpiTJz89PHTt2VMeOHa1tMzMzrbG0penTp4/69Olz0fWDBw8ua1kAAADAJZV5DG+NGjU0Z84c67GXl9dFt61Zs2aJWw8DAAAAVaHMgbdLly7Kz8/XpEmTil1UBgAAAFRnZQ68kvS3v/1NgYGBuv/++zVt2jRt3LhRaWlpF93+008/1UcffVThIgEAAABXlevGE4Zh6KmnnlLPnj31xhtvWPPgNmnSRM2bN1dgYKD8/PyUnp6u7du3yzAMvfzyy5VVOwAAAPC7XLrTWkREhGbPnq3Dhw9r69at+uGHH7R//359//33cjgcCgoKUt++fXXrrbfK29vb3TUDAAAAZeZS4C3SvHlzNW/enFkVAAAAUG2VawwvAAAAcLkh8AIAAMDWCLwAAACwNQIvAAAAbI3ACwAAAFuzReAtmg+4aAEAAACKVErgTUlJUUFBQWV0Xaro6GiZpmktAAAAQBGX5+FdsmSJVq9eLR8fHzVr1kzh4eEKCwtTixYttHTpUnXt2lWdOnVyZ60AAABAubkUeE+dOqXY2Fh16NBBjRo10okTJ/Tuu+8qMzOzsFOHQ127dnVroQAAAIArXAq858+fV2BgoF566SWrzTRNHT9+XPHx8YqPj1e9evXcViQAAADgKpcCb0hIiHx8fIq1GYahoKAgBQUFqXfv3m4pDgAAAKgoly5a8/b21uDBg7VixQouEgMAAEC15tIZ3qysLE2fPl0Oh0Nr1qxRt27d1KpVK4WHh6t+/frurhEAAABwmcuzNDRs2FA9evSQ0+nURx99pIyMDElSvXr1FB4erhEjRigoKMhthQIAAACucCnwOhwOdevWTU888YSkwgvWTp48KafTaV20lpqa6tZCAQAAAFe4FHg9PT01cuRI67FhGGratKmaNm2qqKgod9UGAAAAVJjLQxqSkpK0YMEC7dixQ5LUokULRUVFKSoqitv7AgAAoNpwOfBOnDhR58+fV0hIiFJTU7Vz505t3rxZq1ev1oQJE1S7dm131gkAAAC4xKXAe+TIEZmmqUWLFlnz8ebn52vXrl1auHChpkyZounTp7u1UAAAAMAVLs3Dm5KSovbt2xe7+YSHh4c6duyomTNnKjs7Wz///LPbigQAAABc5VLgDQwM1N69e0u96YTD4dCAAQP0yy+/VLg4AAAAoKJcCrwNGzaUl5eXZs2aZc2/+2upqal/6B3YYmJiZBiGtQAAAABFXL5obcyYMXr22We1bt06de7cWa1atVK9evWUkJCgpUuX6uWXX3ZnnZcUHR2t6Oho6zGhFwAAAEVcDryBgYGaO3eu5s2bpw0bNmjdunWFHTocGjp0qFq2bOmuGgEAAACXuRx4JcnPz0/jxo3TqFGjtH//fuXk5Cg4OFj+/v7uqg8AAACokAoF3iLe3t6KiIhwR1cAAACAW5X5orX09HTt27evMmsBAAAA3K7MgfeLL77QyJEjdfjwYWVnZ2vs2LGaN2+e4uLidPjwYRUUFFjbfvbZZzp8+HBl1AsAAACUS5mHNPTv319eXl5q3LixCgoK5HQ6lZCQoA8++EBS4bCG4OBghYeH6/Dhw2rcuLGaN29eWXUDAAAAZVLmwOvr66uBAwdKkrKyshQUFKQ5c+YoLS1NTqdTTqdT8fHx+vHHH3XixIlKKxgAAAAoD5cuWiuaekwqnKmhY8eO6tixo7U+MzOTuXABAABQLbh0p7Xc3Fy98847pa5bu3atkpKS5OPjU6HCAAAAAHcoV+A9c+aMsrOzL7lNfn6+xo8fr7Nnz1aoMAAAAMAdyjWkITY2Vl999ZWaNm2qtLQ0vf/++woPD1dYWJj8/PwkSf369ZOHh4c2b96sW2+9tVKKBgAAAMqqXIH3nnvuUevWrbVv3z7FxcVp4cKFysvLk1R4q+Hw8HA1b95cBw4cUPv27SulYAAAAKA8yhV4g4KCFBQUpL59++rgwYN69dVXdeTIEWuGhvj4eO3YsUM+Pj4aMWJEZdUMAAAAlJlLszT4+PhoxowZcjgcCg0NVWhoqLvrKpeYmBhNnjy5SmsAAABA9eTSLA2ZmZnauHGjjhw5UuwOa0XOnj2r3NzcChdXVtHR0TJN01oAAACAIi6d4T106JCmTZsmqfAOayEhIdbFa2FhYfriiy/UvXt3derUya3FAgAAAOXlUuDNy8vTbbfdpjvuuMMau+t0OrV69Wpr2rLu3bu7tVAAAADAFS4F3kaNGikpKUmBgYEKDAy0wm12drbeffddnTp1SkFBQW4tFAAAAHCFS2N4AwMDderUKZ08ebJYu7e3t4YNGyYPDw9lZWW5pUAAAACgIlwKvJI0ZMgQjR8/Xk6ns8S64OBgbd26tUKFAQAAAO7g0pAGSerRo4f279+vUaNGKSoqSj169FDLli2Vnp6utWvXcpc1AAAAVAsuB15JeuSRRxQaGqpFixZp7dq1VntgYKBuuOGGChcHAAAAVFSFAq8kRUVFqVevXtq/f7+cTqe8vLzUrVs3+fn5uaM+AAAAoEIqHHglyTAMtWzZUi1btnRHdwAAAIDblPmitfXr18vpdCovL68y6wEAAADcqsxneOfNm6dz587J4XDommuuUXh4uHV3tdDQUHl7e1vbbty4UWFhYQoMDKyUogEAAICyKnPg9fX11cyZM+V0OhUfH699+/bpq6++Un5+vgzDUFBQkBWAd+7cKV9fXwIvAAAAqlyZA+/QoUPVrl07tWvXzmrLycnRoUOHrBDsdDr1zTffKCcnR7fffnulFAwAAACUR5kDb58+fUq0eXl5lbhYLT8/X0eOHFH9+vXdUyEAAABQAS7dac00TSUnJ5e6zsPDQ1dffbXq1q1bocLKIyYmRoZhWAsAAABQxKVpybKysnTnnXeqYcOGCgsLsy5gCw0NVcOGDbVgwQJdf/316tChg5vLLV10dLSio6Otx4ReAAAAFHEp8Hp7e+v555+X0+nU/v37tWLFCmVkZEiS6tatKw8PD0VGRrq1UAAAAMAVLgXeGjVqqE+fPta4XtM0dfz4cW3btk0ffPCBGjdurJo1a7q1UAAAAMAVbrvTWlBQkIKCgtS7d2/NmTOHu64BAACgWnDporVL8ff3l4+Pj7799lt3dw0AAACUm8sXrT300EMKCwuzlvDwcDVq1EgFBQU6ceKETpw44e5aAQAAgHJzKfCapqmcnBxlZmZq5cqVSktLkyTr9sLZ2dl68MEH3VYkAAAA4CqXAq+Hh4c6deqkCRMmSJJOnTolp9Opo0ePKiUlRW3atPnDpiQDAAAALsWlwOvl5WWFXUlq3LixGjdu7LaiAAAAAHdxeZaGhIQELVmyRHv37pWHh4fCw8PVq1cvde7c2Z31AQAAABXiUuDNy8vT2LFjlZiYqGbNmiktLU1r1qzRl19+qS5duui555675K2FN2zYoPXr16tRo0Y6efKkIiMj1b9/f2v98uXL5XQ6ZRiGgoODNWTIEFfKBAAAAFwLvE6nU7m5uVq8eLEaNmwoSUpLS9PWrVsVGxuriRMn6tVXX1WNGqXPerZhwwY99dRT8vf3V1ZWloYMGaK2bdvqmmuu0Z49e7RhwwbNnj1bkvTMM88oIiJC7dq1c/ElAgAA4Erm0jy8DodDbdq0scKuJPn5+alPnz6aO3euUlNTtWXLlos+f8KECfL395ck+fj4qG7dukpKSpIkxcXFqUuXLjIMQ4ZhqGvXroqLi3OlTAAAAMC1wBsaGqq0tDTl5eWVWFerVi3ddNNNOnr06EWfbxiG9e/jx4/L09NT1157raTCscFFYVgqvJHF6dOnXSkTAAAAcC3wmqap9u3b69///rdSUlJKrE9OTlajRo1+t5/s7GzNmzdPkyZNkoeHR7nriImJsc4E/3qRCmeSiImJKXefAAAAsBeXxvDm5OQoNjZWkrRu3TpFRESoTZs28vf316lTp3ThwgX17Nnzkn1kZWVpxowZevjhh3X11Vdb7QEBAdbwBklKSkpSQEBAqX1ER0crOjq6RLthGMrJyZGnp6crLw8AAAA24vK0ZEFBQbr//vsVHx8vp9OpTz75RKmpqZKkOnXqaMKECQoPD1d4eLjatm2rBg0aWM/NyMjQjBkz9MADD+jqq6/W4cOHtWfPHvXv398aB3z//fdLkrZs2aLhw4dX8GUCAADgSuVS4PX09NSgQYPUu3dv9e7d22pPSEiQ0+mU0+lUfHy8vvrqK7333nu6+eab9fTTT1vbvfLKK9q6dat27dolScrPz9e9994rSWrbtq169OihqVOnyjAMRUZGKiIioiKvEQAAAFcwlwKvw+HQzTffXKI9ICBAAQEB6t69u9WWmJiozMzMYtu98MILl+x/8ODBrpQFAAAAlODykIayql+/fmXvAgAAALgolwNvUlKSFixYoB07dkiSWrRooaioKEVFRRWbdgwAAACoSi4H3okTJ+r8+fMKCQlRamqqdu7cqc2bN2v16tWaMGGCateu7c46AQAAAJe4FHiPHDki0zS1aNEi+fj4SCq88GzXrl1auHChpkyZounTp7u1UAAAAMAVLt14IiUlRe3bt7fCriR5eHioY8eOmjlzprKzs/Xzzz+7rUgAAADAVS4F3sDAQO3du1emaZZY53A4NGDAAP3yyy8VLg4AAACoKJcCb8OGDeXl5aVZs2YpIyOjxPrU1NRSwzAAAADwR3P5orUxY8bo2Wef1bp169S5c2e1atVK9erVU0JCgpYuXaqXX37ZnXUCAAAALnE58AYGBmru3LmaN2+eNmzYoHXr1hV26HBo6NChatmypbtqBAAAAFxWrsB76NAhLVmyRKmpqbruuuvUv39/jRs3TqNGjdL+/fuVk5Oj4OBg+fv7V1a9AAAAQLmUOfBmZ2dr0qRJSkhIkCT9+OOPWr16tV566SXVr19fERERlVYkAAAA4KoyX7S2e/duFRQU6I033tAHH3ygf/zjH5KkhQsXVlpxZRUTEyPDMKwFAAAAKFLmwHvmzBnddNNNCg4OVp06ddS1a1e99NJL+vbbb6t8Robo6GiZpmktAAAAQJEyB978/HzVrVu3WFv9+vUVGhqqs2fPur0wAAAAwB1cmof312rXrq3s7Gx31AIAAAC4XblmaXj77be1detWhYWFWUtBQUGJ7T755BNFREQoODjYbYUCAAAArihX4G3QoIESEhL0448/Fhsrm5iYqNatW1sh+MiRI2rWrBmBFwAAAFWuXIH3r3/9qwYNGqSMjAwdOHBATqdTTqdT8fHx+vjjj4ud7b3hhhvcXiwAAABQXmUOvAMGDFBOTo4kydfXVxEREcXm3s3OztbBgwfldDr15Zdfur9SAAAAwAVlDryGYcjb2/ui6729vdW6dWu1bt1ax48fd0txAAAAQEWVa0hDWd13331yOCqlawAAAKBcKiWV1qlTpzK6BQAAAMqtwvPwAgAAANUZgRcAAAC2RuAFAACArRF4AQAAYGu2CLwxMTEyDMNaAAAAgCK2CLzR0dEyTdNaAAAAgCK2CLwAAADAxRB4AQAAYGsEXgAAANgagRcAAAC2RuAFAACArRF4AQAAYGsEXgAAANgagRcAAAC2RuAFAACArRF4AQAAYGsEXgAAANgagRcAAAC2RuAFAACArRF4AQAAYGu2CLwxMTEyDMNaAAAAgCK2CLzR0dEyTdNaAAAAgCK2CLwAAADAxRB4AQAAYGsEXgAAANgagRcAAAC2RuAFAACArRF4AQAAYGsEXgAAANgagRcAAAC2RuAFAACArRF4AQAAYGsEXgAAANgagRcAAAC2RuAFAACArTmqugB3iImJ0eTJk6u6jEqXVSAdOX5Ct/31r5W6n8yMzErtHwAA4I9ki8AbHR2t6Oho67FhGFVYTeXZly7lpKSp+e7dlbqfuOzsSu0fAADgj2SLwHsl8fHwUJc6dSp1H2+dP1up/QMAAPyRGMMLAAAAWyPwAgAAwNYIvAAAALA1Ai8AAABsjYvWALhNToGUlpKuvj16VOp+Tp08Wan9AwDshcALwG1O50gZWdm67ujRSt3PjrS0Su0fAGAvBF4AbuVhGGrv51ep+6iRmlSp/QMA7IUxvAAAALA1Ai8AAABsrcqGNBw8eFAzZ85U69at9eSTTxZbt3z5cjmdThmGoeDgYA0ZMqSKqgQAAMDlrkoCb1JSkjZu3KjWrVuXWLdnzx5t2LBBs2fPliQ988wzioiIULt27f7oMgEANmSa0qZNmyp1HynJyZJ8K3UfAMquSgKvv7+/HnjgAb355pvKyckpti4uLk5dunSRYRiSpK5duyouLo7ACwCosFxT8jRNjbjjjkrdz9m8TN1568BK3QeAsqt2szQkJCQoJCTEeuzv76+dO3dWYUUAALsoMKXMggKNr1+/UvfzwpkTldo/gPK5rC9ai4mJkWEYJRZJ8vLyUkxMTBVXCAAAgKpW7QJvQECAkpL+N8dmUlKSAgICSt02OjpapmmWWCQpJydH0dHRf0jNAAAAqL6qXeDt06ePtm3bZoXXLVu2qG/fvlVdFgAAAC5TVTaG980339QPP/yg/Px8zZ8/X48//rgkqW3bturRo4emTp0qwzAUGRmpiIiIqioTAADgD1Vgmvr555+VkJBQafs4dy5RdYMqrftqp8oC7/Dhwy+6bvDgwX9gJQAAANVHTnaeht99txw1Ku+L+HMZ6Ro7tk+l9V/dVLtZGgAAAK5kWXn5erZBA13lqLyYNvn40UrruzqqdmN4AQAAAHci8AIAAMDWCLwAAACwNQIvAAAAbI3ACwAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbI3ACwAAAFuzReCNiYmRYRjWAgAAABSxReCNjo6WaZrWAgAAABSxReAFAAAALobACwAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbI3ACwAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbI3ACwAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbI3ACwAAAFuzReCNiYmRYRjWAgAAABSxReCNjo6WaZrWAgAAABSxReAFAAAALobACwAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbI3ACwAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbI3ACwAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbM0WgTcmJkaGYVgLAAAAUMQWgTc6OlqmaVoLAAAAUMQWgRcAAAC4GAIvAAAAbI3ACwAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbI3ACwAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbI3ACwAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbM0WgTcmJkaGYVgLAAAAUMQWgTc6OlqmaVoLAAAAUMQWgRcAAAC4GAIvAAAAbI3ACwAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbI3ACwAAAFsj8AIAAMDWCLwAAACwNUdVF1Ca5cuXy+l0yjAMBQcHa8iQIVVdEgAAAC5T1S7w7tmzRxs2bNDs2bMlSc8884wiIiLUrl27Kq4MAAAAl6NqN6QhLi5OXbp0kWEYMgxDXbt2VVxcXFWXdUXJyc2v6hKAS8rIyqnqEoBLSs7IruoSgEtKyr6yPkerXeBNSEiQv7+/9djf31+nT5+uwoquPDk5eVVdAnBJ6ZlX1gc1Lj8XMrKqugTgkhKvsMAr0zSjzWrkhRdeMFetWmU9/vLLL82///3vpW47efJkUxILCwsLCwsLCwuLKckcO3Zs3m8zY7UbwxsQEKCkpCTrcVJSkgICAkrdNjo6WtHR0SXa8/PzlZXFX9eu8vPzU1paWlWXAVwUxyiqO45RVHd2Pka9vLw8fttW7QJvnz59NHfuXN1///2SpC1btmj48OHl6sPDw0O1atWqjPKuGLx/qO44RlHdcYyiuruSjtFqF3jbtm2rHj16aOrUqTIMQ5GRkYqIiKjqsgAAAHCZqnaBV5IGDx5c1SUAAADAJqrdLA0AAACAOxF4UcLkyZOrugTgkjhGUd1xjKK6u9KOUcM0zWhJk6u6EAAAAKAycIYXAAAAtkbgBQAAgK0ReAEAAGBrBF4AAADYGoEXkqSEhARlZGSUaE9NTdWBAweUn59fBVUB/8MxiuouPT1dZ86cKdGel5enAwcO2PY2rrh8XMnHKIEXkqS4uDj9/e9/V3p6erH2xMREzZ8/X5s3b66iyoBCHKOo7g4dOqQnn3xShw4dKtaek5Ojjz/+WLGxsVVUGVDoSj5GCbywXHvttXrppZeKBYrmzZtr6tSp2rt3bxVWBhTiGEV1165dOy1ZsqRYoPD19dWYMWOqsCrgf67UY5TAC0uzZs00fPhwTZ8+XRcuXLDaPTw8lJubW3WFAf8/jlFUdz4+Pnr22Wf19ttvl/gjrKCgoIqqAv7nSj1GHVVdAKqXZs2aacSIEZo0aZK6dOmiJk2aaNOmTYqMjKzq0gBJHKOo/nx8fPTcc89p6tSpatiwodq2bavDhw8rKyurqksDJF2ZxyhneCFJ8vb21n//+1/99NNPatKkif75z38qLS1Nq1atUkhIiG666aaqLhFXOI5RVHcOh0OHDh3SZ599Jh8fH8XExCgoKEiffvqpkpOTNWLEiKouEVe4K/kY5dbCAAAAsDWGNKCY7OxsnTp1ShcuXFDdunXVpEkTeXt7V3VZgIVjFNWdaZo6efKkEhMTVbNmTQUEBKhOnTpVXRZguRKPUQIvJBUe/IsWLdKqVatkGIZ8fX2VmZmp/Px8DRgwQA8//LA8PDyqukxcwThGcTn473//q0WLFiklJUV+fn7Kzc1Venq6unTpotGjR6tevXpVXSKucFfqMcqQBkiSPv30U507d06333676tata7WnpKRo1apV8vb21p133lmFFeJKxzGK6u7w4cNatGiRHnvsMTVt2tRqz8nJ0ZYtW7Rp0yaNHz++CivEle5KPka5aA2SCn8Jhg0bVixISFKdOnV077336sSJE1VUGVCIYxTVXXx8vO65555iQUKSvLy81LNnT9WsWbOKKgMKXcnHKIEXkqRrrrlGsbGxSk5OLtaekpKiJUuWlPjlAP5oHKOo7sLCwrRs2TKdPHmyWHtOTo42bNhQ6q2xgT/SlXyMMqQBkgonm/7Pf/6jVatWqUaNGqpZs6aysrKUn5+v/v37Mz4SVY5jFJeDX4+PrF27drHxkaNGjbLt+EhcPq7UY5TAi2JycnJ06tQppaSkqE6dOgoMDOQKeFQrHKOo7kzT1OnTp5WUlCRvb28FBgbKz8+vqssCLFfiMcosDSjGNE2Zpqn8/Hxb32IQly+OUVwOCgoKlJ+fL9M0OU5R7RiGocaNG6tx48ZVXcofhsALSUz5hOqPYxSXgyt1yidcHhITE5Wdna0mTZqUWPf+++/rzjvvlGEYVVBZ5WNIAyQx5ROqP45RVHdX8pRPuDzs3r1bCQkJ6tatW4l1W7duVUpKigYOHFgFlVU+zvBCUuEH9VNPPVXiL7uiKZ9effXVKqoMKMQxiuru96Z8+uGHH6qoMuB/pk2bdtF19erVI/DC3oqmfCrt7Nknn3zClE+ochyjqO7CwsK0cOFCjRgxothXxkVneO085RMuH88//3ypZ3gl2XY4g8SQBvz/mPIJ1R3HKC4HV+qUT7g8XGoMr90ReFEMUz6huuMYRXV3JU75BFR3BF5cUl5entLT0+Xj40OoQJXLzs7WoUOH1KhRI/n7+1d1OcDvOnDggFJTUxUWFkboRbVhmqZOnjypxMRE1axZUwEBAapTp05Vl1WpGMOLSzp27JgWLlyoa665RsOHD6/qcnAFS0pK0ujRo5WVlaXc3FxNmDBB27dv1+eff65WrVpp0qRJtv/ARvV27NgxTZ48WZMmTdLVV1+tSZMmae/evapVq5YyMzM1efJktW3btqrLxBXuSp06jzO8kCR9++23Kigo0PXXX68aNWoUW/f111/rwIEDBF5UqSVLlqhVq1bq3LmzUlNTNXPmTDVt2lQDBgzQrl27dOrUKQ0bNqyqy8QV7Ouvv1bt2rXVuXNnbdmyRYcPH9bgwYNlGIbOnDmjN998Uy+88EJVl4kr2JU8dV6N398EV4I2bdro6NGjGjNmjJYtW6bk5OSqLgkoJjMzU507d5Yk1a5dW02bNtWgQYMUGBiofv36KTMzs4orxJXOw8NDPj4+kqQLFy4oKirKuuq9UaNGxWYXAarC702dV7NmzSqqrPIReCFJqlu3roYMGaIZM2YoKChI//rXvzR9+nTt3bu3qksDJEk1a9bUd999J0lKS0vTiRMn9OGHH+r06dNas2aNfH19q7hCXOk6deqk9957T8eOHVOHDh30/vvvKyEhQWlpadq0aRMnElDlwsLCtGzZMp08ebJYe05OjjZs2GDrqfMY0oCLOnr0qD7++GN999136tmzJ0MaUKWSkpL09NNPKysrSzk5OZo4caK+//57xvCiWjl48KDmz5+vffv2KS8vT9nZ2TIMQ507d9bf/vY3NWzYsKpLxBXuSp06j8CL35WRkaGMjAw1aNCgqkvBFS4nJ0dHjhxRgwYNbPuhDHtITU1VQkKCTNNkOAOqnStx6jwCLwAAAGyNMbwAAACwNQIvAAAAbI3ACwAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbI3ACwAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbM1R1QUAwJVswYIF+uSTT5SVlaU6deqoc+fOGj9+vCQpMTFRI0eOVGJiovz9/TVhwgRFRERUccUAcPkxTNOMljS5qgsBgCvVunXrNHXqVA0ePFjDhw8vtm7NmjXavXu3xowZU0XVAcDljyENAFDFunfvLn9/f3355ZfKzc212p1Op1avXq1Ro0ZVYXUAcPljSAMAVDGHw6G//vWveuedd7Rhwwb16dNHycnJevXVVzV58mR5enpKklJTU/X2229rx44dkqSMjAxdf/31evzxx+Vw/O/j/MKFC1q+fLm2b9+urKwsnT9/Xn/729/Uu3dvSdKtt96qjIwMNWnSRBMmTNDrr78up9MpX19fzZ07V5mZmVq4cKESEhKUl5cnT09P9e3bV7fffvsf/t4AgDtwhhcAqoEBAwaoRo0a+uSTT1RQUKBp06bp8ccfV4MGDSRJaWlpGjVqlGrWrKm5c+fqjTfeUHR0tFauXKk1a9ZY/ezevVuPPfaY/P39NXv2bCvA1q9f39rmjTfeUNu2bVWjRg19+OGHevzxx/X3v/9dWVlZ8vT01JgxY9S9e3e9/vrreuONN9StWzf997///cPfEwBwF87wAkA10LBhQ11//fXatGmTYmJiFBkZWewCtZkzZ6pWrVp66KGHrDYvLy9JUk5OjiTp5MmTeuGFFzRs2DDdcccdkqT9+/dLkkJCQqznBQQE6MSJE/L399ezzz4rDw8PtWrVSnl5efrmm2+UnJysHj16WNvfeOONaty4ceW9eACoZJzhBYBq4pZbbpEkeXp66rbbbrPaz507p2+++UZ9+/ZVfn6+Tpw4oU8++UTPP/+8QkJC1LdvX0mFZ26bNGmiQYMGWc89cOCAGjVqJD8/P6stKSlJFy5c0IABA+Th4SFJMgxDN954o2rXri3TNDV27FitX79e2dnZaty4sW688cY/4B0AgMrBGV4AqCaKwmfPnj2LtW/ZskWmaeqdd97Re++9p3r16umaa67Ro48+qp49e8rhcOjChQvavHmzhg8fLsMwrOceOHCg2NndojZJat++fYkaevXqpfT0dK1YsUJTpkyRr6+v7rrrLt17773F+gWAywmBFwCqiaIgGhYWVqz97Nmzkgrn7K1Xr16pz921a5dM01Tnzp2Lte/cudO6WK3IwYMH5e3traCgoFL76t+/v/r376+ffvpJb731lmJjY9WmTRt16tTJpdcFAFWNIQ0AUE3Ex8fL19e3xHjZq666SlLh7Au/9uWXX+rYsWOSpJSUFElS7dq1rfW//PKLTp48WeoZ3ubNm6tGjeL/BRw+fFgrVqywHkdEROjhhx+WJGumCAC4HBF4AaCaOHDggEJDQ0sMHejVq5e8vb310UcfyTRNSdLWrVv1wQcfKCAgQJIUHh4uSVq7dq1M09TRo0f1+uuvS5JCQ0OL9Xfw4MESIVgqnOHhs88+U3p6uiQpLy9Pn332mVq0aKG2bdu698UCwB+IO60BQBVbsWKFVq5cqTNnzsjb21t169bVm2++KR8fH2ubH3/8UXPnzlVGRoYaNGigxo0b6/HHH7fO/krSypUrtXz5cmVmZqp9+/a69tprNXfuXDVq1Ej/93//p2uuuUY5OTm65ZZb9NRTT2ngwIHF6ti/f7/effddHTp0yNp3p06dNHToUNWqVesPeS8AoDIQeAEAAGBrDGkAAACArRF4AQAAYGsEXgAAANgagRcAAAC2RuAFAACArXGnNQCXjdzcXPXp00fffPNNVZcCALiMEHgBXDZycnL0ww8/WDdfAACgLBjSAAAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbI3ACwAAAFsj8AIAAMDWCLwAAACwNQIvAAAAbI3ACwAAAFsj8AIAAMDWCLwAbCs3N1c9O0XIMAyXl/49u1X1y8Af6JdfflGTBg0qdMz8a8qUqn4ZleLUqVO6NqJlhd6bkU89VtUvA1coR1UXAACVJScnRz/s2SfzJteen54vBWza7t6iUK3t2bNHId7eerlNG5eevy0lRZs2bnRzVdXDyZMn5fDI14WTL7v0/B27jmvMC3FurgooG87wAgAAwNY4wwsAFfDMM88oISFB586d0+OPP64777yz1O3WrFmjl156SYGBgWrRooUmTZokSZoxY4bOnj2rf/7zn6U+79ChQ3r11Ve1Z88e/e1vf9Nf//rXUrebO3euNm3apPz8fC1btszq+/vvv5ePj48WLlxYode5Zs0avfXWW1q4cKFq1apVob6uZAcPHtTMmTN19uxZJSUlqWXLlnrooYfUqVOnqi6t2nA6nVq8eLESExMlSfn5+QoICFCXLl108803W9t99NFHCgsLU0RERLn6T0hI0JQpU3T06FEZhqGgoCBNmTJFdevW1axZs/T111/Lx8dHLVu21OTJk3Xs2DGNHj1aL774orWvgwcPavPmzbrvvvuK9X2x9uqktM+K0syaNUs7duzQsWPHNHLkSN16663F1v/jH/+Q0+lUbm6uAgIC9Morr7itxsr4vOEMLwBUwCuvvKJ+/frJ4XDo/fffV05OToltCgoK9P7770uSBg8ebIVdSbruuut0ww03XLT/4OBgvfLKK/L29r5kHU888USJ/5DGjBmjv/zlL+V5ORcVGhqqm266ST4+Pm7p70oVEhKi2bNnq2/fvvL29tbs2bMJu7+SkJCgcePGqWvXrnr99df1+uuv67XXXlODBg30zjvvFNt25cqV2rVrV7n3ERAQoNmzZys4OFitW7fW7NmzVbduXUlSeHi4wsLCtGDBAk2ePFmSVK9ePf35z39WQECA1cehQ4f09ttvl+j7Yu3VSWmfFaUZPXq0nnjiCUnSvHnztH///mLrJ02apCFDhqhfv35uDbtS5XzeEHgBwA369u2rpKQkffHFFyXWff3112rdunWpz+vVq1exs1bVVWhoqIYPHy4PD4+qLgU29sMPPygrK6vYNxmenp565JFHVK9evUrdd2xsrL7//ntNnTpVfn5+Vrufn59GjBihRo0aVer+q6vrr79e9evX1z/+8Q+lpaX9IfusjM8bhjQAgBu0adNGCQkJeu+99zRgwAA5HIUfr6Zp6oMPPtDzzz9fIgy/+eabWr9+vVJTU7Vy5Uqrfffu3XrttdeUlJSkgIAAPfjggyX2l5eXp/nz5+u///2v6tatq4iICDVs2LBMtR47dkzz5s1TamqqvLy85OvrqxEjRqhJkyalbr9u3TotW7ZMBw8e1Lx58xQaGqoPP/xQc+fOlSRNmTJFK1as0C+//KJmzZpp7NixCg8Pt55//PhxzZ8/X4mJiapVq5aysrLUs2dP3XXXXdZ79OGHH2rNmjWqWbOmMjMzFRUVpXvuuUeGYRTb19SpU7V8+XLt3btX4eHhev7553X48GHNmTNHqamp6tWrl0aPHq0aNf53Pmfr1q1655135HA4ZJqmQkND9fDDD8vX17dM79cfZdOmTfrggw/k6emp3NxceXt76/HHH1fz5s0lFZ7RXLVqlY4eParnn39eH374oZKSkuTj46Phw4db3xRkZGRo/vz5OnjwoGrWrKmMjAx1795dgwcPlmEYkqTbbrtN6enp6tatm6677jotWbJE+fn56tOnj5544glruz+aw+FQQUGBduzYUezMd61atfT6669LkrKzszVu3DidPXtWn332mbZs2SJJmjlzpvV7Vx75+fmaOXOmfH19NXHixGKv/cSJE5o2bZri4+P16KOPatCgQVq5cqU++ugjFRQUaNSoUZKkm266SQUFBaW2Dxw4ULt379aiRYvkcDiUl5cnX19fDR48WO3atSu1Jnf+DCvyWSFJtWvXVnR0tJ5++mm99NJLiomJueT2l/p8+eSTT/T2228rIyNDISEhevnll+Xt7a0xY8Zo3759atWqlW655ZYSnzeS9MUXX+iLL75QzZo1lZWVpauvvloPPPBA2V+LaZrRJgBcBtLS0sxatWqVb3tvT9O8SS4taTfKrOXt9bv7Wbhwofn555+bO3fuNPv27Wt++umn1rp169aZc+fONS9cuGD27dvXXLVqVbHnrlq1yrz11lutx+fPnzcHDhxovvbaa2ZBQYGZn59vvvrqq+af//xn8/PPP7e2W7BggXnHHXeYR48eNU3TNJ1OpzlkyBDznnvuKdZ/bGys+dBDD1mPk5KSzDvuuMNcsWKF1bZs2TLz7rvvNtPT0y/6Go8ePWr27dvXjI+PL9H2/PPPm8eOHTOTk5PNMWPGmE888USx/d11113mm2++abVt3brV7N+/v/V48eLF5l133WUmJCSYpmmaiYmJ5tChQ825c+eW2NcLL7xgnjhxwjx37pw5fPhw8+mnnzZfe+01MzU11dy5c6fZr18/c926ddbztm/fbv7lL38x9+7da5qmaebm5poTJ040J0yYUOrrXLFihXlDkybmO23auLQ83ayZOfDPf77o+1hkwYIF5s0331ys7Z///Ke5du1a6/Gnn35q3nvvvWZWVpbVtmPHDrNv377m+PHjrfb333/f7Nevn3no0CHTNE3zxIkT5mOPPWZmZ2ebpln4e/DQQw+ZH3/8cbH9TZkyxbznnnvMFStWmOnp6ebGjRvNvn37mt9++22pNX///fdmx/ah5oWTL7u0rPvyGbNTp3aXfF/S09PNe++91/zzn/9svvjii+a6devMtLS0Urd94IEHzCVLllyyv0t5+umnzaefftocP368uXz58ktue9ddd5kffPCB9TguLs7s169fie1Ka8/Pzzdvu+02c9u2bVbbvHnzzAULFlx0f+78GZb1s6I027ZtM//1r3+Zpll4PPbt29d8//33rfWff/65uXDhQutxWT5fit6js2fPWtucOXPGHD16tPX4t583+/fvNwcMGGCmpqaapln4ezx69Ohi7+nvYUgDALjJtddeq4iICC1btkz5+fkyTVPvv/++7r777jL3sWrVKmVnZ2vYsGEyDEM1atTQPffco/z8fGubnJwcffTRR+rXr5+CgoIkSWFhYWUaC1rU/+2332613XbbbTp//rzWrl1bjlf7P3379lWzZs1Up04d3XTTTTpw4IAKCgokSZ9++qlSUlI0ZMgQa/suXbpYYwizs7P13nvvqV+/ftZXxv7+/howYIA+/vhjpaSklNhXkyZNVL9+ffXo0UM///yzHnjgAfn5+enaa69VaGio9u3bZ23/zjvvqEOHDmrZsqWkwjOIt9xyi7Zu3aqjR4+69Hory2OPPaaoqCjrcZ8+fZSQkKD4+PgS2w4ePNga1z1o0CDVqVNHK1askCQ1atRI06ZNk5eXl6TCs6Ndu3bV5s2bS/Tj7e2tO+64Q76+vrrhhhvUsGFDOZ3OSnh1ZePr66u5c+fqzjvv1O7duzVlyhTdeeed+sc//qGTJ0+6fX/79u3Td999p4yMDLf3XSQjI0NpaWk6fvy41XbPPfdccny9u36GFfms+K0BAwaoX79+euutt7Rnz55StynL50uPHj3k6+urL7/80trmyy+/vOT7cebMGeXn5+vUqVOSCn+Pn332WbVo0aLM9TOkAQDc6N5779Xzzz+vuLg4+fn5qWXLlvL391dycnKZnn/48GHVq1ev2BjCRo0aFfuq9tSpU8rJybH+AyvStGlTbd9+6XmDnU6nCgoK9PTTTxdrb9CggZKSkspU4281bdrU+nfdunVVUFCgzMxM1apVS/v371e9evVKDB947LHCGxAcPXpU2dnZxfqQpGbNmikvL08HDx5Uhw4drPZfD7vw8/NT7dq1Vbt27WJtvx5nGB8fLy8vL+srZqnwK+wGDRro9OnTuvrqq116zZUhIyNDb775po4cOVJsSEZpP5dfvw81atRQ06ZNdfjwYUmSh4eHvvnmG61bt07Z2dmqUaOGzp07V+yYKvLb971u3bp/2DjNi6ldu7aGDx+uRx55RPHx8dqwYYNWrVqlH374QQsXLnTrWN4OHTrommuu0ZIlSyRJw4YNc1vfRfz8/HT//fdr/vz5+uijj9SzZ0/17dvXGqpSGnf9DCvyWVGa0aNHKz4+XlOmTNG8efNKrC/L54uXl5duuukmffnll7r33nslSRs2bNDs2bMvut8uXbqoU6dOevLJJ9WqVSv16tVLffr0sS42LAsCLwC40XXXXadWrVpp6dKlqlOnjv7f//t/VV1SCX5+fpf8z6W8PD09rX8XjRs0TdNt/f/ab8dolmXMZseOHfXCCy9USj3ukpOTo3HjxqlDhw565ZVX5Onpqfz8fP3lL38p93u5cuVKvfnmm5oxY4Z1ZnvRokWlnh387ftnGEal/ezKIjMzU3l5eapdu7YMw1B4eLjCw8N1ww03aNSoUfruu+/Ur18/t+5zxIgRKigo0JIlS1SjRg3df//9bu1fkh544AENGDBA69evV1xcnJYvX65HH33UGsf+W9X1Z+jt7a3o6Gg9+eSTmj59eqkzzJTl86V///766KOP9N1330mS2rVrd8kZGTw9PTV16lQdPHhQ69at04cffqjFixdrypQpuvbaa8tUO0MaAMDN7rvvPp08eVIhISHlujhEKpyG7Pz588XOsp05c0Z5eXnW48aNG8vb27vEV/InTpz43f5btGihCxcuKDU1tVj7ihUrtHPnznLVWhYtWrTQ+fPnS3xl/O677yotLU1XX321vL29i33dKxVe+OLh4aGQkJAK7T88PLzE+2SapmbMmKELFy5UqG93On78uBITE9WzZ0/rD4jc3NyLbv/rr/cLCgp04sQJ64zhzp07FRQUZAWl3+urOtmyZYvmz59for1x48aSVOzM96/l5uYWG/ZTXk8++aRuu+02LV682DrbW1amaSo7O/ui7RkZGdq+fbvq16+vQYMG6fXXX9ef//xnffTRRxft010/w4p8VlxMkyZN9Oyzz2rbtm0lXkNZP1+aN2+uNm3a6PPPP9fnn3+u/v37X3Kfx44d0+HDhxUSEqKHH35Y//nPf9SoUaNSZ8W5GAIvALhZZGSknnvuOT3wwAPlfu7NN98sb29vxcbGyjRNFRQUKDY2ttiV415eXrrtttv01Vdf6dixY5IKv7rftGnT7/Z/yy23qE6dOlb/UuE4xpUrVyo4OLjc9ZZlf7Vr19Z7771ntX399df65ptv5OfnJ29vbw0ePFhfffWVzpw5I6nwK/zPP/9ct956q+rUqVOh/d933306ePCgNmzYYLV98sknOn36tK666qoK9e1OgYGBqlmzprZs2WL9XFavXn3R7T/55BMrZH344YdKSUmxbnoSHBys48ePWyEnJSVF3377bSW/AvdZt26dfvrpJ+txbm6u3nnnHfn5+elPf/qT1e7v728FqxdffFFbtmxRQUGBnnzySb300kvl3u9TTz2lgQMHKjY2tsScv7/l7++vgoICZWRkKD4+XqNHj75o+4ULF/Tvf/+72B+xBQUFlxzS4K6fYUU+Ky7lhhtu0ODBg61hNEXK8/kyYMAAbdmyRUlJScVmdSlN0SwXvz5znZ+ff8n38LcM0zSjJU0u8zMAoIqkp6crICCgzGMM09PTFVC/ntJ6unZ2Kz1fCtjkpbSskmdvikyYMEEHDx6Up6enOnTooDFjxpTYJi4uTh9++KGcTqcCAwN17bXX6tlnn7WmJTtz5oxatGihsWPHqnnz5ta0ZImJiapfv77uvvtuzZw5U/Xq1VNUVJQefvhha6qhtWvXqm7dugoJCVGTJk20YsUKhYWF6YUXXtCSJUv0ww8/KCUlRSEhIdbdpIqmCTt9+rTq168vh8Oh4cOHX/Q/j19PSxYcHKy7775btWvX1sKFC622xx57TBcuXNDSpUt17NgxtWjRQqNHj1bLli1LTEtWu3ZtPfXUU6pfv76kktOSZWRkKCoqSkOGDJFhGNq6dWuJfTmdTn322WdKTExUWFiYpk2bpv/7v//T7t275enpqeuuu07jx4+XJH333XdavHixCgoK5Ovrq8DAQD3++OOljof84IMPNHP0aD3pYhjelpKiQ23b6uNfXZBTmjfffFOrVq3Sxx9/bLVt375db7zxhjIzM9WkSRN17NhRb775ppo2bapBgwZp4MCB2rlzp8aNG6epU6dq2bJlOn36tLy9vfXoo49aXy9nZ2drzpw52rZtmwIDA1W/fn0ZhqEtW7YoODhYM2fO1JQpU/TTTz+poKBAnTp10qRJkzRmzBg5nU75+vrq+uuv1zPPPFOs5u3bt+vRRwbr6y+ecOm92bHruMa8EKft23+66DaJiYn69NNPtX37dutbjdzcXIWGhuree+8tNhZ127Ztmjt3rurXry8/Pz9rSrFHH31UoaGhmjBhQqn7uNSd1qTCO4ytWrVK4eHhuvHGG7V+/XrFx8erfv36uuGGG/TEE08oPz9fMTExOnfunDUMIjIystT2iIgI/ec//9HPP/8sPz8/ZWdnq1GjRhoxYoT8/f1LrdGdP8OyfFYUnUH/taI7raWkpKhx48b6v//7v2Lj5QsKCvTcc8+pbdu2euihh6z2sn6+ZGdna/DgwXr00Uc1YMAAq720z5sWLVpoyZIlOnXqlHx9fZWenq6OHTvqwQcfLPNcvQReAJeN6hh4YS+VFXgzMjKUnJxsBYvZs2frxx9/LPctn4sC73vvvXfRsFRZ/ojAC1QWhjQAAFDJnE6npk+fLtM0lZubq59++kkdO3as6rKAKwazNACwLS8vL3Vq01LGV7td7uOvPa5zY0Wo7tq0aaOD2dm69yLzjJbFtMcfL9HWqFEj1ahRQ48//rgMw1BISEipd9C7lKI7rUnSxIkT9fDDD6tz584u11leTZo0UV6+h65qMs7lPp566lE3VgSUHUMaAFw2yjukAQAAiSENAAAAsDkCLwAAAGyNwAsAAABbI/ACAADA1gi8AAAAsDUCLwAAAGyNwAsAAABbI/ACAADA1gi8AAAAsDUCLwAAAGzNUdUFAEBZeXl5qVOnTjIMo6pLAQBcRv4/KSw0hOB8b2oAAAAASUVORK5CYII="
What is the average of the highest and lowest value of Japan?
10.73
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2,646
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"
What is the sum of maximum and minimum of Services?
166.9
95773.png
2,647
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"
Which x-axis label has the minimum difference between Uzbekistan and Sri Lanka
2000.0
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2,648
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What is the average of the highest and lowest value of 1992.0 ?
48.3
117464.png
2,649
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Sum up the medians of all the data series in this chart
51.45
8652.png
2,650
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"
What is the sum of the maximum of Imports and minimum of Exports?
46499116562.0
106798.png
2,651
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"
What is the sum of the average of Middle income and the average of Bahamas?
3.4
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2,652
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"
What is the sum of maximum and minimum of 1962.0?
1180000.0
144175.png
2,653
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"
What is the sum of maximum and minimum of Ukraine ?
81.2
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2,654
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"
How many times CEPII higher than COW?
1.0
OWID_Bar_89987847005396.png
2,655
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"
In what year the gap between Korea and Argentina become minimum?
1993.0
OECD_TRIADIC_PATENT_FAMILIES_ARG_HKG_KOR_000056.png
2,656
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"
What is the sum of the largest and smallest difference between Mauritania and Dominican Republic?
-22.98
5926.png
2,657
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"
What is the average of the highest and lowest value of St. Kitts and Nevis ?
8.62
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2,658
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"
Which country is represented by pink?
Euro area
OWID_Line_78417914002308.png
2,659
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"
What is the sum of the largest and smallest difference between New Zealand and Spain ?
25430000.0
11437.png
2,660
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"
What is the sum of the average of High income and the average of Uzbekistan ?
22.7
142758.png
2,661
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What is the median of 2003.0?
nan
139229.png
2,662
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vklThh520tDTnY11++eXOD2Bl91cVZYcLmEwmXXbZZdq/f79z8b0BAwYoKSlJq1at0sCBA7V27VqZTCbnIT9/5nkpO/yhefPmatq0aYXrVJxtavzx48edpU/nzp0lScHBwc5DYlw5/Wf/Z5ztfk7PXR2v2QEDBmjXrl2aPXu2c4ZAz5491bZtW0n/9xr5+OOPz1jf4MCBA87Xd0xMjHPhxcsuu6zSb+u3b98uSfrLX/7i/FA4cOBAvfHGG0pPTy93RoqLLrrIZZEhSTk5OZJUpcU+Q0JCnK+PsryunquyksTdfXP183O1H6f/TN35nRETE+N87sry2Wy2s2ZzV4MGDSSdeo6Ki4vLrS3kcDhUUlLiPCSt7H/LrjtdaWmpJJVbYLfskKCy1+wflb1G+vTp49y2bdu2ateunVJSUrRz5063S2YfHx899NBDmjBhgj799FMNHz78rNtX5TUQFxcnu93unOlQdoaXP/4sIiIiys0Ca9eunWw2m5YtW6Zdu3Y5S7Wy25X9rrz88sudP+eqLlR9+vMfEBCgHj16aPXq1XrxxRe1c+dO5+9Ed/7bBgAAvBtlhhe76KKLFBUVpYyMDM2ePVuZmZmKiopSx44dJZ06G8IzzzwjHx8f9ezZUyNHjtS8efOUnZ191g9Sksp9U3/6H4dl32SGhITo+eefL3cbV9/sVpaj7HZ/vP3pHyROv+707KdvU/Zvu92uSZMmqUmTJuWua9GiRYWP9cf7OJvTn5ey+yi7fffu3RUaGqpffvlFSUlJOnbsmLp06eL8oPlHlT0vZY/1x1kTZR+i/qjsw1FlbDabc+2IkydPOj/cVbSPf+aDQVXv5/Tcf+Y1W+aGG25QixYt9P3332vz5s1KT0/XwoULlZycrNmzZzt/XsOHD1evXr3K3TYyMtI5Tf30D24Oh0PFxcXO560ilc1sOP36qv6sXP2sT3f6h/GyD9aVlVBV2beq/Pxc7cfp4+78zjiXfXFXq1atnL8ntm/f7iwopVNlw7/+9S/17NlTEyZMKLcfeXl55d7LZafF/uP75/Tsf+TOa8Qdl112ma699lqtWLFCCxcurNJtzvYaePLJJ7Vlyxa1atXKeSjWokWLzsj3x5//+++/r/fee0+NGzdW79691atXL02fPt15u4p+p53tNX76dafnPXbsmB544AFlZ2erS5cuuu666/Tzzz9r06ZNVf49AQAAvB//1fdyZbMwlixZUu7f0qnFHu12u0aPHq2nn35aAwcOdB6b7OqP5rI/Zsu+xS8uLi63dsWFF14oX19fHT9+XA0aNFCHDh1UXFyshQsXOr/x/qPKcrRs2VLSqW9wy6aAHzlypNzhI4GBgc6F4LZt2ybp1B+6Zd90limbYp2bm6sOHTqoefPm+vDDD7V27Vr5+fk5H+v0223durXC3BX54YcfJJ2a5vzzzz9LOlWSSKdKjb59+6qkpMR5jPjZFkWt7Hkpu999+/YpPT1dkrRjxw4dOXKkwvs72x/xDRs2dD5/Zes35Obm6tZbb9Xw4cOVl5d3xs9ekvMbWVdOf8yyDx5l95OXl+fcn7Pdz+n3cS6v2dOVlJRo4cKFWrFihcaOHetcqNJkMiktLU15eXnO18hvv/2mDh06qEOHDlq6dKm+++472Ww25+EoBw8edD7vGzZs0I033qgnnniiXObTP2xZLBZJ0rfffuv8AP7NN99IOnX4wemn16zsA1fZtmUzNKpLVfatst8Bp3O1H6ePn8vvjLPdZ1UKnrPx9/d3zpaaNm2a9u/fL+nU/k6fPl0nTpxQQUGBDMNQSEiIQkNDJUkffvihc4bJpk2bnLNKyt6n0qkZUJJcnkq17DWyevVq55lZfv31V+3evVsmk8lZRJ+LsWPHKjAwsNL1Jyp7DRw6dEhbtmxRSEiIZsyYodGjRztni/zxPfjHn3/ZmhsvvPCCHnroIef+lN2u7PfvTz/95CwnvvvuuzMy/vE1uH///nJlRlJSkrKzs9WzZ09NmTJFw4YNcxZh51oIAQAA78PMDC93zTXX6KOPPnJ+eDr9kIay6b8//PCDmjRpoh9++MFZFpw8ebLC+7NYLFq9erU++ugjHTp0SHv27HF+Aymd+ibuhhtu0KJFi/TEE0+oZ8+eWrdunXJyclyebaKyHG3atFGfPn20evVqjR8/XldccYVWrlx5xjeyt912m6ZNm6YXXnhBAwcOVEpKin777bdy2wwfPlwJCQmaMWOGrFar9u7dq19//VWBgYEym8269tpr9f7772v79u365z//qZYtW2rJkiVV+gPYbDZr9uzZ+vnnn5WZmamDBw+qadOm5c4g8Je//EWfffaZsrOzFRAQcMY3/+4+L926ddNPP/2kcePGqX379tqxY4fMZvM5Tb0ve/5efvllLVu2TGlpaSoqKlL37t0VEhLi/KC1efNm/etf/1JxcbHLtRfKBAQEyN/fX0VFRRo3bpxuvPFG9e/fX8HBwTpx4oQef/xxXXjhhc7ipzLn8po9nY+Pj7Zu3aoff/xRqamp6tatmw4cOKDS0lK1b99eoaGhGjRokD7//HOtXr3aubZFcnKymjZtqrFjx8rPz8/5enzwwQdlsVi0Y8cOORwO58+z7APurl279Mgjj+iRRx7RbbfdprVr12r16tUaM2aMQkJCtGPHDplMJt1///1V2v8y7dq1k1S+WKoO0dHRle5bZb8D3HUuvzMqUtFzXvbBvCITJkw448P2zTffrL/85S+6//77tWvXLh06dEj33nuvQkJCdPz4cTkcDoWFhenee+913ubWW2/VrFmz9Pnnn2vp0qUKCAhwHvJ26aWXlstQdhhF+/btK8x01VVX6dNPP9XevXs1atQotWzZUrt27VJJSYluu+02Z+F4Lho3bqyRI0dqxowZZ92ustdAo0aN5Ofnp+PHj2vRokUKCAhwrrdT2XvwggsuUE5OjhYvXqwuXbo4D+Mqu921116rOXPm6ODBg7rnnnsUHh4uq9V6xv1YLBb99NNPmjx5sjp16qQNGzaoQYMGzvsp+z2xc+dOrVixQocOHdL69eurlBEAANQdzMzwcq1bt3Z+2xUTE1Nu8bfbb79dV111lQ4cOKCpU6dKkvODt6vZCEOGDNGAAQNkGIY2bdqknj17OlfLL3PffffpjjvukNls1tKlSxUYGKiHH37YuRDbH1Ulx/jx49W/f3/99ttv+uqrr3TVVVedcSz1jTfeqFGjRslkMmnx4sUKCws747SqvXr10pNPPqnmzZtr5cqVOnbsmG666SaNHz9e0qlv/CZPnqxLL71UGzdu1Nq1a/XII49U6cwIgYGBSkhI0NGjR3X48GFddtll+ve//13uMJXWrVs7P9z07t1bAQEBLu+vKs/LE088oT59+qi4uFgHDx7Ugw8+6PxD3t3FCwcNGqRHHnlE0dHR2r59uwzD0E033eRcqNFisei+++5To0aNnN/MPvTQQ2e9T5PJpFGjRik0NFSHDx9WcXGxzGazJk2apObNm2vfvn06evToWU8t6e5zUplnnnlGt956q/Ly8vTJJ58oJSVFAwYM0HPPPSfp1KEk//3vf9WpUydt2bJF27dvV69evfTf//7X+e3uE088oaFDh8rPz09bt25VZGSkxo0bp0GDBkk6dZaRa6+9Vn5+fvrtt99UXFys5s2ba/r06bryyiv1+++/a/fu3erYsaP+85//VHldgDKdO3eWYRjOWUjVqbJ9q8rvAHe5+zujIhU952ezf/9+7d27t9ylbKZLw4YNNW3aNA0fPlxNmzZVQUGBIiIi1L9/f7322mvlFt0cPny4Hn/8cbVr104mk0n5+fmKiorSzTff7HxNldm9e7cMwyh36Mrp/P399fLLL+umm26S2WzW9u3b1aRJEz300EMaM2ZMlZ8LV4YMGXLWgqfM2V4DwcHBevrpp3XhhRdqzpw5Wrx4sW6//XYZhqGdO3eedbHgxx9/XB07dtTKlSs1c+ZMde3aVc2bN1d+fr727t2rBg0aaMqUKYqNjVVmZqby8/P19NNPSyr/++yhhx7SJZdcopycHO3cuVN///vfnf+dk06t6fG3v/1NhmFo6tSp2rJli2699VZJ7s20AwAA3s1wOBzxkhJqOwhQFxQUFGjEiBE6ceKE/vOf/7j8UFMVJ0+e1KJFixQREaG4uDg1btxYdrtdt912m3Jzc/Xxxx+7XI8D3u+pp57SL7/8okWLFp11rQ6cH+x2u2666SbFxsb+qdMd12X79u3Txo0bFRERoSuvvFJms1l79+7V2LFj1axZM/3vf/+r7YgAAMCLcJgJUA2OHz+uV199VXv37tWJEyfUsmVL51lDzlVAQIC++uorHT16VM2bN9ell16qX3/9Vbm5ubJYLBQZddytt96qjRs3at26dS7PiIPzR3JysgoLC50zBHAmX19fvfvuuyopKVGnTp3UtGlTbdq0SZLUs2fPWk4HAAC8DYeZANUgKChIW7duVVZWli6++GLFx8f/6YXoDMPQ888/ry5duignJ0dff/21fvvtN/Xp00fx8fHVlBznq8svv1w9evTQ4sWLazsKquCzzz5TXFycunXrVttRzlvNmjXTM888o3bt2mnXrl1atmyZHA6Hhg4dqrvvvru24wEAAC/DYSYAAAAAAMCrMDMDAAAAAAB4FcoMAAAAAADgVVgA1AskJiYqISHB+e/evXuXLF68uLD2EgEAAAAAUDP8/PzUsGHDoNPHWDPDCxmGofz8fJlMTKwBAAAAANRtx44dc0RHR5c7wwIzM7yUv7+/fHx8ajsGAAAAAAA1jq/2AQAAAACAV6HMAAAAAAAAXoUyAwAAAACAeiQ3fZ9sJ/NrO8afwpoZAAAAAADUcTmH92rlW5N0cMsa+TUIVuGJHAUEh+mia4fq6vufr+14bmNmBgAAAAAAddjWL+do3oN9tXf9MtmLTqrg90yV2u0q+D1Lm5f8T9NubqOCnMzajukWygwAAAAAAOqorV/O0cqZ8SouOF7h9SW2IhW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What is the average of all values above 44064705523.35?
51408505930.76
21725.png
2,663
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"
Which x-axis label is second highest for 2010.0 ?
Sub-Saharan Africa (developing only)
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2,664
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"
What is the value of Spain in 1999?
22.15
OECD_PHARMACEUTICAL_SPENDING_ESP_ISL_000068.png
2,665
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"
Sum up the medians of all the data series in this chart
17.0
84791.png
2,666
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Which two x-axis labels of Upper middle income have a difference of 33.58 ?
1995.0, 2004.0
1405.png
2,667
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"
What is the sum of the maximum of Sub-Saharan Africa (developing only) and minimum of Arab World?
16.85
90377.png
2,668
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"
Which two x-axis labels of Domestic Liabilities have a difference of 353820000.0 ?
2003.0, 2002.0
110187.png
2,669
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"
What is the sum of the average of Merchandise exports and the average of Merchandise imports ?
2.11
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2,670
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"
Which x-axis label witnessed the smallest value of Poland?
1991.0
85331.png
2,671
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"
Which label contains largest values across all labels?
Malta
133811.png
2,672
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"
What is the sum of the average of 1971.0 and the average of 1970.0?
8693625.0
36578.png
2,673
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"
Which x-axis label witnessed the smallest value of Hungary?
2006.0
125295.png
2,674
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"
Sum up the medians of all the data series in this chart
40398514674.46
67578.png
2,675
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"
Which two x-axis labels of Gambia, The sums up to 10098000.0 ?
2007.0, 2012.0
60107.png
2,676
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"
Which x-axis label is second highest for 1981.0 ?
Poland
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2,677
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"
Which two x-axis labels of El Salvador sums up to 35325.0 ?
2005.0, 2004.0
19080.png
2,678
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What is the difference of the second highest and second lowest value of Guinea ?
-196179191.15
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2,679
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"
What is the difference between maximum and minimum of Tertiary schools ?
11.62
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2,680
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What is the average of India from Merchandise exports to Merchandise imports?
3.61
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2,681
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"
What is the average of the highest and lowest value of Brazil?
23.82
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2,682
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What is the sum of the largest and smallest difference between Belarus and Russian Federation?
-37.2
17087.png
2,683
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"
Which country has the lowest Producer protection?
India
OECD_PRODUCER_PROTECTION_COL_IND_000006.png
2,684
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What is the negative peak of Primary income (current US$) ?
2008.0
25856.png
2,685
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CCXRcPOsCGVzXBaNrQ407HZ0j7dil7qr6nwl1Xbr1X9K61j4X3c2a8+BqeI1IgDo5OdX/mYTGskUiUY3NkA/MwoULkZOJ1uGkVsu11YlEorlz58bGxmofKc+lQb2Di+bPR/5Vp86dO3XuXEMiMNcvfZ4rsBrS79JwkDG6PTQN4Vkd85+bswEW1phzre0xbZQZuqCx2uysLLFYjEaKm9BhiXZB4h5Frq5npDju2rVXZ85Efp/oX9MiSNfoyUNnpFEYbgI76vxG/1C33MH9+wFALBaPGT48Oyvrz/370dqFixfrpcbmfxg0BN1eH/S3trMBdfnA06dJYGCgtrsCvTCeW2yNfgvEs8WiDUpLS2vc8uinbiH19BYgtDrvuY821I8oFAr9/f1rzJNFX8xoGKue4cVn0Zr97HuirkKioqKQMxDqrqux9tm2Qp/1qAshICAAFdtktYqotT8MNTgagkQD9NpVWu9GBHIZ1P16190S9dbolvzNN98gvzHtMaKjQx0eqF6RSITOdWOVLkLbqrVW0YQCjQBqNycnp8bed7q3Bro8tFcv0rU1ZusjGVHrODICKbOGTODQ3ubaE1frBaNFe/XWWF7jvk5LS2vgaEBdXbn1dPGiMnVbuAa6B1XPjtqbUfcxBbU9BNAJfa52DAsLQ73m9V+i6PRpvwy1oE8y7UB5/ZajhcgqrY/Nc1sbUbscRC9C5PakHe3VigY0floP2l0CAgO148K6TfbcAcRnq2iyikLGaAfjaj1zaFy4RvIP7QDxv6N7ycnatUhI1c/9e/d0f3br3v3ZWmpQ/DzZNHTYMACIuXr16OHDNUYY62qiGmUKhUIk6VJTUtC0knrsQQPcr82Zo11SY4j/uecFdT2iXB3VuzzNHdIoajSmlvpb7Fnz6h9i1vVM1V6l2kau1YbCwsK6ytdeObrJfnTvjlotbBpoxG337t3IWxzNS9CuDQ8PR70jyFd99uzZyGEZ+Z2gERzUnRAZGVl/LzjaUVuU7qpniw0LC0Mu1cjtSWsMGnxEjz+hUDhnzhzd4UjtBjWqRiU8+zJD+k87Gog2QIWnpKRot0fTZrVPRvTQbGCUB+0kCe0DpNZ21mXcuHGBgYHovDw7UvlsW4HOYBYyUluytvZ63vS6IN0QGRm5c+dO7TnStipqcDRQ+KxTgfYViE5QWFjYuHHjUlJS0MxiePo+DgwMrDEcj4QaqgKdO9STgapAxzt+/Phdu3YhV1F/f3/toDBysnzucaWlpSEXMW2T1qgCALQDlCiEBwrqgewxcteg1k50s/j7+zf2vgsLCwsPD0dnKi0tbenSpdrmrfW69ff3R+59qArdVeg61FXS9aO9AZHNdV0wuixduhQd8jfffKPtka2xzc6dO5EHQo27WPfifPbShTou6RqgCywyMrKuu1L3oGrsiLw50dGh62Tu3LnoBtdu9uxDADUOaluo+z7VDvHX+LoTCoWBgYG7du1Cn6zoYnjWC0J7TlHbPtdy3aeH7n+h7kdrNSzLsiw7etiw0cOGsU9JSU4ePWzY8aNHddeKRCK0at2aNbprjx89qvtTJBLpbq/d4M1583QL163u2Sq2//qr7i4sy8bGxIweNmzdmjVsvTzXGO2SGjuihbExMehnjWNEtWv30jaCrj3ouLQ2Hz96FB3F9l9/1W7z5rx5NZZoDav1ANH2KcnJNUxFy7XW1lVCXY2mXf5s4TVA7ak1eN2aNWiv+quo0ebIWm1jagupp+qGNGZDWuzZbVA5WmPQ9jWOF6191oYaZtd6LdUoX3u1a1sD/azHwmcb0Hz45JNPNm/ebGornkNqauqCBQtSU1NFItGCBQtM1YybN2/etWsX+nvBggXav80Z1HT1bxMZGfnJJ5+wLPvJJ5/ExsYaxS6M8YiNjUW3j36L3bVr13MvLcNhoIPSOwsWLIiMjNRdgm5J9BCLjIw06AONSElOrhFZTYs2hIeu91h4RMT0mTPRLtoQGzX8q3RDbyBq+J/Vv0F4RMSit9/W/vxz//6Yq1d1g3fUiHGjy7NhPnTrqhGKpUZ0lRr+kTVi1+nuq9sIoBOCRzem4MLFi1EMF/hvGLl6wvjpBklBQWS0mz0bLKZGaLoaxT4bHq/GESE/uYbEt9Ntlu9++ung/v2owO9++kksEtUI/gL/jS+orbGGGdpC6gp2CA1rzPpbDABqtInu9qjln3WK1W2lGjZoC3w2kiVaeP/evRrlo79r3CC1XjD1N6CZoA0NY2pD6gM5mxs/jloNdCP+gIlinTQB1P1Q1ykWi8XLly9/rs8ZpuWiG0VFj8Vqo7ToscyGY6CD0i+oiVCsGd3lNQYlDBfGkmBZ1kBFmwT0eq4rih5GizYA4TxjhcvHYDAYDAZjnuCcxW0UNEVGN+oNBoPBYDCYtgmWg22UM6dOhUdEmNVAJAaDwWAwGJOA5WBbBCVZeW46EwwGg8FgMG2BVuU7qDstoCGTJNoaurNh6pmOg8FgMBgMpk3RquQgBoPBYDAYDKax4MFiDAaDwWAwmDYNloMYDAaDwWAwbRosBzEYDAaDwWDaNFgOYjAYDAaDwbRpsBzEYDAYDAaDadNgOYjBYDAYDAbTpsFyEIPBYDAYDKZNg+UgBoPBYDAYTJsGy0EMBoPBYDCYNg2WgxgMBoPBYDBtGiwHMRgMBoPBYNo0WA5iMBgMBoPBtGmwHMRgMBgMBoNp02A5iMFgMBgMBtOmwXIQg8FgMBgMpk2D5SAGg8FgMBhMmwbLQQwGg8FgMJg2DZaDGAwGg8FgMG0aLAcxGAwGg8Fg2jRYDmIwGAwGg8G0abAcxGAwGAwGg2nTYDmIwWAwGAwG06bBchCDwWAwGAymTYPlIAaDwWAwGEybBstBDAaDwWAwmDYNloMYDAaDwWAwbRrC6v3jprahEdz/ZLCpTTAs3T6/ZGoTMBgMBoPBtC2IjOIKU9uAwWAwGAwGgzENvs62eLAYg8FgMBgMpk2D5SAGg8FgMBhMmwbLQQwGg8FgMJg2DZaDGAwGg8FgMG0aLAcxGAwGg8Fg2jRYDmIwGAwGg8G0abAcxGAwGAwGg2nTYDmIwWAwGAwG06bBchCDwWAwGAymTYPlIAaDwWAwGEybBstBDAaDwWAwmDYNloMYDAaDwWAwbRosBzEYDAaDwWDaNFgOYjAYDAaDwbRpsBzEYDAYDAaDadNgOYjBYDAYDAbTpuHot7gCKX0pVylRsRP8BG5WlH4Lx2AwGAwGg8HoHX3KwQIpPe6ECP39V4ps/2hHrAgxGAwGg8FgzBz9DBazAABwKVepXVKlYtBPVi8VYDAYDAaDwWAMgz59ByUqrP0wGAwGg8FgWhj6kYMEAACM9xVol1jzyEEefAD4OLo8Jk9Zx34YDAaDwWAwGBNDZBRX6LG4/Cr6Uq6ySs2M97Vwt6au5CqXXC0HgB5O3GUhtp2Fep65gsFgMBgMBoNpDr7OtnqWgzUokrM/3qk8k6VAo8iDPfn/62njbYvnl2AwGAwGg8GYBQaRg0j5ETpLMio1P9yWROerAIAkYKKfYFEPG6EAhzzEYDAYDAaDMTEG7x3U5ZFY81V85X2xGgD4JMzqZDm3i7U1l3jujhgMBoPBYDAYA2FUOYi4lq/68W5lWjkNALZc4vVu1jMDLLgkFoUYDAaDwWAwJsAEchAAWIB/shU/J1blVdEA0M6SXNTdZqyvAGtCDAaDwWAwGCNjGjmIoBk49li+/X6VSMEAQAc76n/BNv3d+SYxBoPBYDAYDKZtYko5iFDQsD9FtvNRVZWKBYAeTtz3Q2y6CbkmNAmDwWAwGAym7WB6OYiQqNidj6r2J8uUDADAQE/euz1tcTwaDAaDwWAwGENjLnIQUapgfr1XdeyxnGGBJGC8r+DNHjYuFjgeDQaDwWAwGIyhMC85iMiT0j/dqTqbowAAPgkzO1m+juPRYDAYDAaDwRgGc5SDiPRy+vs7lbEFKgCw4RGvd7GeEWjBx3OPMRgMBoPBYPSK+cpBxD2x+qtblUmlGgBwsSQXdbcZh+PRYDAYDAaDwegPc5eDiCt5qi13Kx9X0ADga8v5X7DNQA+eqY3CYDAYDAaDaQ20DDmIiMpU/JwoKZIxABDhzv9fsE1HOzz1GIPBYDAYDKZZtCQ5CAAaBg6nyX57IC1TMgAwylvwVk8bdys89RiDwWCaBQuA3XAwmDZLC5ODCDkNv9ytPJimUDMsh4Ap/pYLulk58LEoxGAwmIbCMgxBkmqpsipD5NDNw9TmYDAYU9Ii5SCiUMr8cl9yMkPBAlhQ8FInq9mdraxwPBoMBtMEULBTAEVRpaCdre6SVkz++aTUbTEaqZJjxe+xaoxDNw/cR4jBtE30LAeN/yjJqNT8eEdyNU8FALY84o2u1tMCcDwaDAbTaHS1UcCCCPdhQU0uilZqgGYZmgGWYWmWZQAYhmFYYBiWZliGRf+AZlmWYRmWpVm0AUsz8HQtW/2TYdCWDMuyDNAsw7DwbyEMy7DAMAwNQDMMw6BVDIt2eVoaXV0Lqg5opsen4wDg8vTtGqkS2ezQzSPki8n6aUoMBtPS8HW25eixOKTCyu7nAYBxRh/8bDnfDnS4L1Z/myBJFKm/vS35K1m6sJvNOD8BhTUhBoNpMBl/3ULaSCNVZvx1y31YkDS37N7G00jMPVVdSGABQzPAsizDIKHGqGlTm98IOFZ8ANBUKbRaEIPBYPQpB9VS5Y3/HVAUVQKAoJ1t3x9ncK34eiy/LroJub+PcIzJU/54V5JeQX92o+KPpKq3etgMaW+M2jEYTCsAPbh0/7bydJBmlzatNJJHERySIEkgCJIiCRKAJEiKBJIkSAJIkiCBpEigCIIgCZIgOSQQACRJUiSQBEECkCRJEgRFoj+AIgiCAJIkKIKkSCCAoEiCJIinBTbKPFql4VgLHLp5oK93ALBAQ+QYDKatos/B4pwTianborU/Axb095rYQ1+FNwQW4FSm4pd7kgIpAwBBjpz3e9mGuHCNaQMGg2mJPPr2Qv75JPS3+7Cgzu8PpeUqeX4FUmBIeAFFECRJEARBEQRFAEGS1FNtx9Pnp7Vx0FQpUrbFKIokNh2c/F7qzbEWpO+O85vVuyUeCwaDaQ569h3M2Hsz46+b2p9+L/Xxe7kPywBh3Fm/aoY9nK747X5VuZIBgL6uvHeDbQId8AMOg8HUiaZKkfHXLcljkVYbmdoiY5O85XLuqQfWfk7BaybwhZamNscgSNTMX8lyABjcnhdgz2VYliSwXxEGo285KC+svPHOAeSPwrHi9/1hhoWr7b3Pz9gFtvMc3ZWyMGovnVTN/pEk3ZsslWsAAIZ78d/uaeNpjSNXYzCYmohuZTn19jG1FSZGnl9x+9O/5QUVXDuL4LXjbf1dTG2RnpGomVmnSwuqqh09941xDLDn4snUGAwYItCMJKMk53giAHhN6mHj51yVJbr+1n4AoCx5HqO6eE8KNvJHZ5mS2XZfeiRdRjNAEjDRz2JBd2sXCxykEIPBVJN35kHSj5fdhwUFvTOYoNr0w4GWqRLXnypNzCUossuSoa6DAk1tkT5JKFYtOF+m/Tnez2LNC9hjEoMB0L8crBGpi2FplSb31IOcE3eVIikAAEW6DfD3mR5i5eWot0obQL6U2XJXciZbAQB8EmYEWs7tYm3Lw9+EGExbR1Umu7ZgDy1T9fh0nHNfH1ObY3pYhk3bGZtz9A4AeE3q4f9GBNFaQndhOYjB1IX+ewe1He//6YGnmcLo9Kyjd6oel6AFjj3be78YLOzlpceqn0t6Bf397crYAhUAWPOIOUFWszpZCfDoMQbThrm38UzxtXTn8A49Vow2tS1mROHllEffXWTUtGMPzx4rx1CWPFNb1FzQK2nW6dLUMjUAWPPIbUPtAx3wYDEGA2D8rCTl9/OyjtwR3cpCP628HX2m9HIdFEBwjDdAc7dEvSmhMqlUAwBOAnJ+N+vJHSza9gARBtNGEd/OubPqb1LAifjtNZ5D65w80WSqHpfcWROpLJVZuNn1+myChbudqS1qFqeyFGN8BBIVE1+kkqjZwZ58Gx6ZWq4uljIRHjgkGaatY5okdfL8iszDtwsvJqPYrXxHS68JPT3GdOVYGe8D9FKu8qe7kqxKGgA8ranFPa1HeAnwNyIG03ag5erYN/coRdJObw32HNPF1OaYI6py2d01UZVpxZQlt8eKMY4925vaoiay/kbFsceKlzpZLu1lo12YUaF550p5kZT+qr/9YE+sCDFtGlPmLNZIFE+i7uVE3ldXyAGAFHA8RnT2eTGE72RlHANoFiIzFVvvSYplDAAEOHD+19Mm3K3Fj4lgMJiGkPzzldyT9+0C2/X+ZpqpbTFfWA398NsLhZdTgQD/uf28Xww2tUWN5st4ycFUGQGwsZ/dCO9/4wexAKvjyk9mKkkC1vezG+nV5kILYTBaTCkHEYyaLriYknP0jjS3DAAIknDu18FvWoh1B2fjGKBk2AMp8p0PqirVLAD0cOK+H2LTTYgjV2MwrZmK5MJbSw8DRYT/8rKlh72pzTF3co7dTfv9GsuwroMCOr87pAXFqd52X7r1fhUAfBZmN9a3puBjATbcqDj2WAEAa8Psxj2zAQbTRjC9HNQivpWVdfRO2b3qjEkOXd29X+zl1NvHOF6+VWp258Oq/SkyBQ0AMNCD93awjZ9eEzpjMBhzgWZiF/0lyyv3e7mP30t9TG1Ny6D07pPEDadomboFxak+kCr7Kl4CAB+G2swIqNPg9VgRYto8ZiQHEVVZ4qxDtwuj04BmAMDS08F7SrD70ECCY4wJwGIF80ti1YkMOcMCATDGV7C4u42rFZ5mgsG0KjL23crYc8PSwz78l5cAzyNrMC0rTvXRx/INNyoBYFF363ldn+ODhAaUAWBFX9spHSyMYR8GY06YnRxEKMWynBN38s481EhVAMC1s/Ca0N1zbHeujTG8fXOr6B/vSs7nKAGASxJT/QXzu9nY4SCFGEyrQJZXHrd4H6uhe2+eatfJ1dTmtDBomerel/+I47PNPE712WzFJ9cqAODVTpbv6UwfqYfvbkv+TJbB87oSMZhWiZnKQQQtV+efS8o+dkdRLAEAkke5Dw/ymdJL4GqMwKGPxJpv71TeLlYDgCUHXu1s/XKgpRUXi0IMpmVza8mhipQijzFdg94aZGpbWiYspO2KzT58GwC8Jvf0f72fucWpvpyr/CC6nGFhcgfByr6NiI+z/YH013tVAPBusM1rQVgRYtoQzZKDibduRB3ev+LLb/VrUw1Yhi2+9jj76J3K1CIAAAKcw/zcBgY6h/sZ4Rl0vVD1wx1JSpkGAOz55Lxu1lM7Crhm9uzDYDANBOWj49lb9vvtVSNnUW9lFEWnP9x8zgzjVN8oVL19qYxhYYyP4LNwu8Y+rP9Ikn1/RwING2LGYFoNzZKDGz5639nVfcH7H+jXprqoeFSQdfR2yfVMYAEALNrZeE3s6T6qC8U37IQPFuBctmJLYlVuFQ0Arpbkoh42Y3wEWBNiMC0LnI9Ov5hhnOrbxeq3LpapGHagJ29Tf4emPaW1E1AaPtCMwbR0mi4HL5056ecf+M/fx4wmBxGKwsqso3eKrz1WlcsAgLLkeozq6j0p2NDT3GgGjj2Wb7tfJVYwAOBnS70dbDvQg4cTHGEwLQWcj07vmFWc6qRSzbxzYgUN/dx53w5waM4cIe00FKwIMW0EX2fbJt4xaUmPvDt01K81DUHgattp8cD+u+d0eX+YtY+Qlqlzjt6Jnrvrwddnq7LEhquXImGqv8XfE50X97C25hIZlfSSK2W3i1QEgETNJBSrUsvVhqsdg8E0k5IbWcXX0kkBJ2jxQFPb0nrg2Vv23vSi66AAWqa+vfJE9pE7prIkrZx+80KpgoY+7XibB9g3c774lA4Wa8PsAODPZNmX8RL9mIjBmDdN6R08unf3kDHj7R0ct337tZF7B2tQeudJ9tE74ts56KdDN3fvKQaPVlipYnc8qEorp38eYl8gpWeeLq1SMQAw3s9izQu2LLAE7jHEYMwJWq6+Nu9PVbkM56MzEDknEtN+izFVnOocCT37jLhSzXYTcrcOd+DryZXnnxzFymsVaErKir6NdkPEYFoQTRws3vDR+/lPcrQ/t/x1RK9WNRpZblnW4dsFl1JZDQ0Alh723pOD3YZ1IrkGjFZYpWKtecTW+9Jt96u0C/eNcQyw52ZU0tYcwsUSxzPDYMwCnI/OCJTefXLv8zOaKqWR41TnSenX/ykVKZhOjpztw4SWehWil3KVH0aXMyyM9eWvDbPHihDTWmluoBmT9w7qoq6Q55xIfHLqgUaiAACOjaD92G5eE7pz7QwYU3TTbcm+ZJn257ZhDiEuvAUXyhKKVADgZkW6WVHtLCl3K6qdFeVqSblaUR7WlMAYQbUxGAzA03x0BIcK+3kWzkdnUORFkjuf/i3LLTNanOoSOTP7H3GRjPG14ewa5WhtgFhgMXnK96+WMyyM8BKs72dHYUmIaY2YddzBpsGo6PxzSdnH78jzKwCA4FBugwN8pvay9HTQb0VoEklkpnxNXCVa4mZN7RvlaMMj375c9kCklqjYuva15hGulqSrJcfVinS34rSzIl0tkVjEHYoYjF7B+eiMCy1X3/vijHHiVJcpmblnS59I6PY21M4Rjg58Qz0/Y/KUS6LLaQYGefK/6m+PFSGm9dEK5WA1LJTcyMw+erv8YQFa4Bji5TMlWL8T31iWJQji7wz55VyluxX1UqClu/W//X4KGgqkmiIZUyRliuR0QZWmSMYUyegiKS2nay+QJMDFgnSt7kck3aw5rpakqxXH3YrS7wgIBtNGwPnoTAAL6bvjsg4lgCHjVFep2TlnSjMlmnaW5O6RQmcLw57c64Wq9y6Xqxl2kCf/q4jmTlXBYMyN1isHn1L1uCTjUELJtccswwKAtY/Qe3Kw66AAgqOfuxkpwsbuVaFii2R0kYwukjIFUk2hlCmS00VSuljGaOroUrTmEkgaulqSbtYcV9ShaEU5W5D4UxWDqRWcj86EGDROtUwD88+Lk0s1TgLy95GOHlbG8L9JKFb/72KpkoEId/7mAfZ6eodgMGaBr7MtwbJ1jmm2GqTFkvt7bySfuKuWqQDAQmjdZXpI5xdD+LaCZpbMsCBRqFQamiQIPoeyFjQrzwELUCSl8yTqvCpNnkSTJ1HnSjR5VZo8ibpIStd6nkgC3Kw4njYcTxuupy3H04Zb/bcNx85gQycYTIvgxOu7ih/kd57aq9+Ho0xtS1tEnFJ45v2DMlGVrafD6O9n2rbXj8eOgmYnHM6NL1QILagz09t3sDdedpkbBYqpx3KlanaQl+W+Ce58/C2OaUW08t5BXWiZKvefRznH7yhFUqhOgtzZZ0qwcZIgNxOagSI5UySli+R0oZQpkGqKpHSRnCmU0pV1OClacgD1ILpaUW5W1NMxaKqdBYlHOjCtntzTD5J/wvnoTIze41SrGfadS+U3i1TWXGLnSEc/W2O70TwsVS+6UCZVsyHtuD8McsTzAjGtg9Y/WFwLNFMUk5519I4kvQQAgACnvr4+k3vZd3UztWVNRMWw+VVMkYxGvonVTopSplCukWtq2Z4AcLJAY83VI86u1hw3S9LVirLjPedj99ksLAzLko0fLsdgDArOR2c+sBr60Y+XCs4nAwH+r/fznhLc5KJoBt6/WnYtX2XBge3DhEGOpnGpTinTLLxQKlGx3Z24vwzFihDTGmiTcvApZffzs48miG5mo5+2/i7eU4Jd+nUkWlH/v0TFFsqYIqmmUM4USulCKV0kowulTLGMrtVJ0YKC6oA41R6KqE+RdLWktI4yEjWzOaEqX0rb8IiF3awCjDhSg8E0kHsbThfHPnYJ79Ad56MzD56cSEx9Gqe6y/tDCU6jNRTDwrLosiu5Kh5JbB3u0F1oyifP4wp6/jlxhYrt7sTdMsQRT/VrNZRVKcRSpamt+A9CK76DdXMd255Lm5aDCHl+RdaR2wUXkxkVDQB8J2vvST09RnVp9aNLIgWDpGGRjCmsUhfKmGIZUyjTlMhrH3p2FJAfhNiM8BasuV4ZmSFHC92sqagJTka0GoN5PiU3shI/i6Isef22vcJzMFIwZMxzKbufn7j+pKZKaevv0mPVuEbFqWYBPo2tOJWl4BDww2CHvq76nJjSNLIq6fnnS0sVTGdHzi9DDRLyEGN80osqhnc1ZertZzn34EnHdnaGrgXLwWo0EsWTqHs5kffVFXIAoCy5HiM6e0/uxXeyMrVpJqBAxhRWVTspFko1hVJapGDyquhNA+x1g2wjUCIWE1qLwejybz66twd5ju5qanMw/6HJcarX36g49lhBEvDtQPsId75BjWw4eVX0G+dKS+RMgANn61BH2+c522DMHywHMQAArIbOv5CSfeyu7EkpAABFuIR38JsWYt3B2dSmmRFLo8svP6nuS7fmkVem4sbBmBHJP1/OPfkA56MzW5oQp/pAquyreAkAbIywG+ll8FGzRpFXRc87X1osYzraU78ONWAobIxxaMtyEF+7/0JwKI+RncN/fSl4zTiHHp5As8XR6dffORD/4ZGSuExo/QF5GsSCrlZu1hQAWPPINX1tACC5VF0oZUxtFwYDFcmFuScfEByqy9LhprYFUzuUBTd4zXif6SEszTz4+lzabzEoKGxdHHusQFrwszCz04IA4GFN/T5C6GpJppfTb5wrFSvwkxDTUsG9g3VSlSXOPny74Goa0AwAWLjZeU/u6T68M8nDE8n+pUrNzDxdKlEya8PsBnmayyAOpi2izUf3Sl+/Wb1NbQ3mOTQkTvXZbMXyaxUEActCbGYEmK8baLGMeeNcab6Udreido10FApwP0tLBfcOYmrB2kfYZdnw/jvneE/txbHiyQsqkn++Ev3q7+m741RlUlNbZzJqfMgTBBlgT1Wp2aVXy9ffqFDW+6GPwRiOjIMJsrxySw97v+khprYF83za9e/YZ/NUvpNVaWLu9XcOoCzzulzOVa6IrQCAr/vbm7MWBAAXS3LnSEdfW06+lJ57trRIhvsIMfpErqotaJy+wb2DDYJWavLPPMw5cVdeJAEAgiLbDfL3nx3OF/53rgnDggGyc5o/xx4rNsVXKGjwtqW+7u/QwQ53oGKMCs5H10LRSBR31kRVJBfWiFN9o1D19qUyhoXPwuzG+prdGHGtlCuZ+edKMyppV0vytxFCN0vc29LyqNE7mJSeOWbO29qfmTEna93r6o2Eu0mp78yZ1ai6RKVlvSe8UleZWsqkysfFFQo17WjFt+AZKqYR7h1sKBSf035ij/DfXuv+yWi7wHYszZQ/KEBaMGVb9OXp22Ne/6MkLqNtakEAmNxBsHe0k789lV1Jv3xavD9FZmqLMG2Lh5vPsRrac2w3rAVbFhwbQe+vprgN60TL1LdXnsg+egcAbher37tczrCwoq9tS9GCAGDPJ3eMEAY4cAplzNx/xHlVtKktwuiBaWOHZ8aczIw5+f68Vw5GndVjyU6ODs/VggDgYMUP9XXp4uEoU2nyyqSG6ynEcrARECThEtGh9zfTen/9ov+cMADIP5/05ESiRqpUFFUmrj+lKKo0tY0mw8eW2jPKaWaAhZphv06QvHWxrFyJR0wwxiD39IOKlCKevaX/3HBT24JpPBTZ5f1hgW8OAJJI23Ht+PfX/nepVMWw7wbbTOlgYWrjGoctj9g+zLGzI6dEzsw5W5pViRVhK+SHXfuu3kgAAFFp2dRFy3RXiUrLfCPGav+JSss+/Pw79PcPu/ahDT78/Lupi5Z9+Pl32t2T0jN1d6m10jpFIcsCwKNvL5wf+9P5sT89+vaCdmFjwcHUm4JdZzfk2CnJEOkulxdLBO1sU7ZeZdS0tbfQ2svRysux7QTC5ZDwQahthIdgxbXy64WqaSfFn0fYh7rgqIQYA6Iqk6X+FgMAQe8MafXR41sx7cd3t/ZxOvNDzA/23ioa5vjxXgtqkU9Oay6xdZjwrYul90Tq18+Ktw8XYueZFs2hk+cOnTwHALs3fzag73P8kv/6+wza7Idd+1ydhE6ODl998t5Xn7wHAL4RY9Fo8qGT5279vcfJ0UGr/II6+qJuwoNRZy/G3po+bkRd5SNRiIaPS6VKNHycfz4p/3wS2iD/fJJ9N3f3YUFNOFIsB5uFRTvb//x0sQGA8gcFkowS7UKuNd/K29HKy9HaS2jt7Wjl5cBzaM3RrcPceIfGOX0SU55QrF54vnR2Z8u3uttQuBsaYxiSf77CKDQu/Tri3MQtnTJvl63DB6o0EJaS3j0quVLYiDjVZoUlB34Z6vjO5dKEIvUb58Q7sCJsyUwbOxzpuR927Yu6GI3+rovcgqKeQQG6S67eSJi99FP0N9J/Id2CnBwdauw4ddGyhPtJAPD+vFcaa6GiSFLPz4aD5WCzcB8aKHlcUnAhWdDONmBehKCdLaOmfWf1luaIJVliaU6pLLdcXaUsf1hQ/rBAuxfHRmDt7WDV3rG19iAKBeTWYY5/Jsl+SpTsfiS7Uaj6ur+DuxWWhBg9U3Ijqzj2MWXJ67RogKltwTSLHAk9/1yZRAMTfXjjU0rFFfJbSw83ME61GSKg4KfBDu9dLr9RqHrjnHjrUMdAB/y2bdm8M2eWb8TY+uXghwtn957wCgCEdAs6/MsmUWnZ7KWfop6/GsPKuvywa9/0sSMO/7IJTUmpp3zdaSXCp4mMHbq5627jHObb4GP6D/gCbRYca0GXJcO6LBmGfrIsS3Ipl3A/CPerXkKzsvxy6ZMyXYGokSjKHxSUP/ivQPRy0OlBbPECkQB4LciydzveRzHlyaWa6SdLPu1rP8IbBybE6A1ark764SIABLwR3tLvlzZOoZSZf660XMkM9+avCrcnwsY//vN65oH4B1+fk6SXdHy9H9ECZ+nxSOKHQQ7vXC67Uaiaf770l6EOXRyxM0ML5uqNhJBuQQDg6iS8m5Q6oG/Io7SMGtt8tXX3qV0/BXWsFmQlpeVoF1FpGer8qxVtn2I9WrBWIcioaIZhHLp7dn5/aMZftwDA76XeNn7OTQtyguWgHmABUMMTRM0TQFCEVXsHq/YOzxeI/+1BrB5iRj2ILXaIOciRc2Cs0+c3K05mKj65Vh6dJ/ikj50lvugw+iBt5zVVucwusJ3HKJybuAVTImfmnxeLFMxAT96GcHsCAAjo8NoLtgHt7n95JvvYXUmGqMvSEXxhy1P8HBJ+GOSw9Gp5TL5y4fnSLUMcezhhRdjC0PoOAsCtv/cAwJDw3r0nvPLtb3ueHdjV9g7C0w5CPy9P34ixId2Cpo2tM1XS3GkTUTibWkeKaxWCAKCWKG6vOsER8LqvGuM+LEjrL8gyDEE2ZSwOxx00PdUCMadU+qRUkiWWZpfK8spZuua0XK4139LLwdpLaO0ttPJ2tG5RAvFstvKzG+VyDbhZkV/3dwhyxJIQ0ywqkgtvLT0MAOHbXrH0sDe1OZgmUqZk5p4tfSKh+7Tj/TTYoYaTsSRDdHdtpFIk5dpZ9Fw1xi7IzURmNguagQ9jyi/nKvkk/DjEMQTPrjNjmpOVRFRa9uaKDYd/2YR+Tl207NcNK551E2ws5x488XCwqhFxUCmS3vroiKKwku9kFfrlixautnXt3kB8nW2xHDRHGi0QvRytfIRW7R34juYrEPOlzAfRZcmlGoqEt7rbvNbZsuUN/2DMhKf56Dq80tcX56NrsVSp2TlnSjMlmmAX7pYhDvzahre0caoBoPO7Q91HNGXKpMmhWVh5reJsjoJLEluGOGBFaLY0Uw5+tXW3tivxy4/frWeOcMN5NkmdNKc0YflxVZnM0sM+9MvJeukYwnKwxdBAgcix5lt5OVi1F9p4O6LpzGYlEGkGfrlfteuhlAUIceF+HmGPk3timkDGXzcz9t609LAP/+UlwLPWWyYyDcw/L04u1XRy5Pw2XGhRz9RbmrmzJkp8OwcA2o/rFrBgAEG1vG9JFmB1XPnJTCWXJL4bZP+Cay05mjEmx/xzFpfdz7+7NpKWq207ufb6bALHSj8XEpaDLZh/BWKOWJJdWp9AbO9o5eVo4yO08nIwB4F4t0T9UXS5SMHY8YgN/ezD3PBjEdMIcD66VoCSYReeK7svVne0p3YMF1pznyfvWEj/Iy7rYAIAOHR1775yLNem5c1LYwE23Kg49lhBkfBNf/sIj5Z3CK0eM5eDJdczEzeeBpoRhnj3WDWG5OotgBGWg62KhgpEK56Vl9Day8Haxwl1JRrfR7tSxa6KrYjJVwLAzACLd3vZ8FrgzEGMSbi15FBFSlH7cd0CFw00tS2YpqBm2Hculd8sUvnacHaMdLTjNfTeL47NePD1P4yKFrjYBH82wap9c72yTMKX8ZKDqTKSgK/62w/2xIrQvDBnOZh78kHyz5cBwH14UNA7Q/Q73R7LwVZOIwRie0drb0drHyer9g5WXg0WiE2aza7lUJr8mwSJimH9bKmvBzj42OJIrZjnkHvqYfKWS3wnq/BfX8E5SFoiNAPvXy27lq9ytyL/GCV04DdurF+aU3rn078VJVWkgNPtg5HOLzQxxJpp+e625M9kGUnA+n52I71aTFLmtoDZysHUHddyjt4BgA6v9PGd1UfvtWA52ObQFYhV2aVVzxOIVihQdntHvpMVQLX+k2SUlN3Pd+jmbuPn3Ex7HlfQH0SXZVfSAgqWhdpN7oCfjJg6UZXJYub9wSg0wesmCHt5mdocTKNhWFgWXXYlV9XOkvx9uNC1SaHpNVXKu59FobBcBno1GoGfE6t2PJQCwNowu3G++LlnLpTLlCKJwtRW/AcnK37Oj5eKYx4DAZ3fMdRsKiwHMUgglklzyuoXiJQlr8Mrfb0m9iiJy0hcfwotbD+xR+CC/s00QMmw38RLDqfLAWCgJ++zMPvnOxJh2iT3Npwujn3sEtGh+yejTW0LptGwAJ/GVpzKUtjzyT9GOXpYNWs0IGXr1Sd/3wMA574+XT8cRQlaXuyqP5Jk39+RAFaEmLqhlZq7n/5d9iCf5FI9Vo4RhnobqCIsBzG1UJdA7LFyjHOYX8LHx8ru52k3jvj9NUG75kY8AoCYPOXKuAqJim1nSX7R3767EI8DYv5DyY2sxM+iKEtev22v4BwkLZH1NyqOPVbYcokdIx39bPWg3oqupj3YdI6lGSsvx16fTeA7Wze/TCNzIFX2VbwEAFb0tZ3SwcLU5mDMC41UlfDxUUmGiLLkhWyYZBtgwBTeWA5iGoo0p5Rnb8G1tTCQHASAEjnzcUzZ3RINScCCbtZvdLHC00swCFquvjbvT1W5LOh/gz1GdTG1OZhGg+ZPWHBg5wgnf3u9eQlL0krurI1SlUk5NoLg1WNbYpxqrSL8MNRmRgD+zsFUoxRJE5Yfk+WV84SWIRsmWbV3NGh1vs62OGQXpkFYeTlybS0AwDnMT7vQOcxP0M6WZVm9VOFsQW4fJlzcwxoAfr1XNf+8uFBac8wa0zbRyUeHtWDL49f7VQdTZQIKfh7qqEctCAA2/s4v/DjDLrCdRqK4tezIk6j7eizcOMwIsFzR1xYAvoqX/JEkM7U5GLOgKlN8470DsrxySw/7F76fYWgtiMC9g5hGwLIsQRDFsRlVmSLKiuc9qScApP9x3eUFPz32Y98Tq5fHlBdIGWsusTbMbhCOxdC2QfnoCA4V9vMsnI+uxYE85HgksWWIQy/DZONgNfSj7y4WXEoBALdhnbq8M6TFBSePylSsjqsAgDe7W8/vaka5AzDGRxto2n14UMD8/voKNF0/eLAY03j+G1wm759HST9c1LuXq0wDn10vP5ejBIDJHSw+6G1TawIrTOsH56NryRx9LN9wo5Ik4KfBDn0NnIfjSdT9lG1XgWbtOrkGrxnHsWlhkzP+yVGsvFbBsPBqJ8v3etmY2hyMaSiKTr//9VmgmQ6v9vWdabwnHh4sxjSep7IMjRC7DQl07uvDqOk7ayLzzybpqxJLDnwRYb/mBTsLDhx7LJ91Svy4gtZX4ZgWRMaBeFleuZWXg+/0EFPbgmkcJzMVSAt+3d/e0FoQANqP6xa6cQrHRlCRXBj39j5pdqmha9QvI70EX/W3Jwn4M1n23W2Jqc3BmIDsY3fvf3EGGKbrB8ONqQURuHcQ02xYSP0tOud4IgD4TA/pODtMj2XnVtHLrpalldNckni/lzV2tW5TyPLKYxftBZrt+/0Mm47NDXKJMSZnsxXLr1WwAJ/3sxvhbbyOOqVIemfN31WZYpJHdftoVIuLUx2Tp1wSXU4zMD3A8qNQ3EfYZmAh6efLeaceGDqgTF3gwWKM3tDmz3EdFNDl/WEER28dzxoGfrwr2ZMsA4AId/66cDvbBme1wrRocD66FkpMvvL9K+UMa5r4KYyavv/VPyWxGQDgM7N3x1f7GtmAZnK9UPXe5XI1w07uIFjR1w4/7Fo9rIa5t/FUyY0srjU/eN1EgwaUqQs8WIzRG55ju/ZYNZbgUIWXU2+vOE7L1PoqmUPC+71sfhrs4CggY/KV06JE8cV6KxxjtuSeeliRUsR3suo4J9wY9VVJuCtX8AcO4K5cAVV4qK7p3ChULb1SzrDwYaiNSWLpkVyqx4ox/nPCgYCs/bcSP4ui5S3pifGCK2/LEAc+CcceK1bHlesncAPGXKFl6tsrjpfcyOI7WfX5brpJtCAC9w5i9ElFcuHd1ZHqKqWVl0PIxkk8B31OkStXMiuuVVwvVBEAsztbLu5u09KmD2IaivHz0XHffZe8ewf9zfQMVn//vREqbX3cE6sXnitTMezCbtYLupl4hmxZYu7d9SdpmdrS0yH4swkW7VrS2GuiSP3WxVK5BkZ4Cdb3s6NwJ2FrRFUmTVh+XJpTZog3ZqPAvYMYPWPXybXPd9MFztbSnLIb7x2U5ujTm9ueT24Z4rAkxJYiYNcj2Wtnxfk4MGErJennK4xC4xLRwWi5ibVasMbfmIaTVKpZfKFUxbCvdrI0uRYEAIceni/8MNPSw16WW3bjnf2VaSWmtqgR9HDibh3maMGBszmKD6PLadxJ2OqQ5aK3ZJlDV/c+m6ebUAsisBzENIPaAlBbuNn1/X6GjZ+TUiS9ueRQ2f18/db5cqDFn6OFHtZUcqlm+smSs9lK/ZaPMTklN7JKYh9TlrxObxrPZZB1dav1b0wDSSun37xQKtfA5A4C84mTYuFm1/eHmcJeXhYutrb+1bORFEWVprWqgXRx5G4d5mjFJS7nKj+MLn8mkzymBVORXHjj/UNKkdS5r0+vDZMoS9PnZcWDxZjGwNBAUkRhAVFYyFpbsx3969qQVmrubTgtTsgGiuz2wYh2/Tvq1xA5DV/dqvg7QwEAY335n/Sxt9BnsgOMyTBVPjryzm3OF18ShQWsq5vm44+Y4F5Gq7oVkCOhZ58RV6rZMT6Cz8LNb/YDCxqpkmPNT9kW/eREIgA4dPPovmoM16oFhLhPKdMsvFAqUbER7vzNA+z1N0kPYzJKrmfe+/wMq6E9xnQNWjwIzOCGwTOLMY2ABSAAyOho7soVaIlmzlx67tw6t2fYpB8u5p9LAgD/OeHe0/T/fr2cq1wdV1GlZj2sqS8j7IMcOXqvAmNkkn++nHvygV1n195fTzVerQwN5H++J4jcJ6yHJxBm8Jw2e/Kk9Ov/lIoUzEBP3qb+DmYbMF6SUXLjfwe0PwMW9Pea2MOE9jScxxX0/HPiChXb15X33SB7ntk2MaYB5J68n/zzFQDwnxvuPdVcPjux7yCmEaAnEHX4sHYJZ9fOeuZgEiTR+b2hHV7tCwBpu2KTtlxmGT37vwzy5B8Y49RNyM2romefFf+RJMMONi2aiuTC3JMPCA7VddkIY9ZLXrlC7dzJZKYBgLgyRb3vd97LL1P79xvThhZKoZSZf65UpGD6ufO+jjBfLQgAGqlK92fZ/TxTWdJYOthRv48QOgrIG4Wqty+VKXBI/hZL2u/XkBbs+sEI89GCCCwHMc2CqKqqfwPfmb27fjCcIIm8Uw/uroliVBr9GuBqRe4Y4fhGFyuWhe/vSBaeLxUrsItNy4RmHn5zHgD8ZvW2aGdrzJo5hw5xdu28/scrP50M3Rf98mXyNBAE9dt2IjvbmGa0OMqUzPzz4iIZE+zC3TzA3sxn+gucbTg6o8MtK0K1jy21a4SjswWZUKRedKFUpufnKMbgsDT74Ouz2UfukDyq14aJroMCTG1RTcz79sWYFWoNADA9e2oXMD2DWVe353bIuQ4KDF43gbLgihOyb314RC1R6NcuioDFPay3D3N0EpAJxeppUaK4AtXzd8OYGRn7n+ajM4BfQT0Q6enEw4eMgJ8cagkAPK5Nz9HrNS+/TGg0nDWrCQ1+8dZOhYqdf7YsX8p0E3J/HOzINeeOQQAAsHC17fzeUIeuHg5dPfznR7gPC1LLlPIWMq0EADysqZ0jha6W5D2ReuF5MVaELQhaqbmz6kTh5VSurUXvzdMce7Y3tUW1gH0HMQ2CyM6i1m/QfPsNWNuQp0+R6emsqyszajRrY8NCgxxhpTmlCcuPq8pkAlfbkPUTLdzs9G5kpYpdc738Sq4KAGYFWrwXbIvdrlsKJsxHx127hrx4UTNtOv3225WyPFtLDwCQS4ts3/6IzMigZ72kefNNY9rTIqhSs2+cE6eX0x3tqZ0jnCxbgtcuyzAE+e8TQSNXpf4aXXwjM/Tzyda+QhMa1iiKZcwb50rzpXRnR84vQx2tueauwjHqCvntlSckGSKBs3XoVy8KXMxl3r0u2HcQ0yCok6e48+ZRqSncH34EhmZGj9H87x162nTWxgYapgUBwMrLse93Myw97BWFlTffO1iZWqx3O215xDcDHJb3seWTsC9F/soZUW4V9rJpGTzcfA5otv347kbWgkRZGXHlCktA5mAvAEBaMLs49s9rMx/M781yONS+v8gH941pkvkjp2HhhdL0ctrXhrNtmLBFaEEAIEhSdyiD5HDkJRKNRHHrw8MVyYUmM6uRuFiSu0Y6ettSj0o188+XVqqwv7RZIy+ouPHuAUmGyMbPqe/3M8xTCyKwHMTUi1LJ+ewzzldfECoVPXSYeulSICkWAEQiaudO7gcfNKowvpNVn2+nO3R1V1cp4z88Io43iGPWix0t/hrj5GdLpZXTM0+KjmfoeWwao3f+zUc3O8zIVVMHDhA0nd2J+3fWZxmFl9BCLsdCpZZcKN8jmT0VADhr14IcX0XVKBn2f5dKk0s17W2o7SMc7FpUAnFdW0ku2euzCc59fWiZOuGTY6WJuSYzq5EIBeTvwx29banUMs0bZ8XlSuwtbaZUphbffO+goqTKsYdn6KapXDsT5GxsOFgOYuqEyM7izZtHXTgPfL7m4080n34KfD6gR6pQyNn/F3nzBpHXuNl5HCterw2TXCI6MGr6zprI/LNJhrDcx5baO0Y4I8BSTsO66xVLrpZVqfE3tJmiKpOl7ogGgM7vDqUsjBuLVaEkjx8DgOs9JfZWXr6ug9Bid8fgYN9XGVZ9qP15pktnoriY8yPOWQcAoGbY9y6V3ylWt7Mktw9zdOC37DcIwSG7rxzrOiiAUdG3V/1dcj3T1BY1FHs++ftwRz9bKqOSfv0cnj9njojjs+M/PKKuUroOCgheN5Him3svesu+mTGGgzp/jjtvHpGTzXh6qrZvp0eP/s9qgmB69wUA8nZCY0smOGT3T0Z7TQkGFh59fyFtV6y+bNaFRxIfhtp8P9DejkdcyVVNPym6J25JaezbDigfXbv+HY2Wj04LeeY0IZeXufLz2jMhHWYTOp1H4UFvOdkGlMtyomc6s5aW1MmT5M2bRjbP3KBZWHq1/GaRyklAbh/u6GzRGl4fBEl0XTbCY0xXoJnE9ScLL6eY2qKGYs8nd4wQBjhwsivpOf9gRWhe5J9NurMmklHT3lN7df1gBNESck63hvsZo2eUSs7nGznr1lUPEP/2O+vt8+xWTEgvACATGi0HEQFv9Ou0eBAQkH3o9r3PT7MagzzLIjz4h8Y5hbhwi2TMG2dLf3sg1XfoQ0yz0OajC3prkLHrZllq/z4AiAupsOI7dfIcq7uSIDhjQr+mSF685HTh66MBgLN+PVFZZ5TNVg/DworY8mv5KlsusX24o4dVK8oCREDQW4N8ZvYGFh58fS735ANTG9RQbHnE9mGOnR05+VJ6zj+lxTKsCM2CzL9uPvr+ArDQafEg/7nhpjanoWA5iPkPRO4T3rx51JkzLI+n+egjzaefgoWg1i2ZkFAAIOJvNbkuz7Fdg9eMJ7lUcczj2yuO0zKD9N4JBeTWYY7/62lDEPDLvar558UlcvzQNAtouTrph4sAEDivH8em9svMcJA3rpMFBUprTkoQ3dPvZYKoOZRja+ExoMsHAHDE7rgqrDdRUc75YqORjTQfVsdVnMtWWnOJbcOFXjatSAs+peOrfQMW9AeA5J8vZx1s4leu8bHmEluHCbs7cfOl9Nyz4gKsCE0Ky7CPvrvweO9NgkP1WDXWc2xXU1vUCLAcxPwLdf4c743X0QCxZus2eszYejZmvbxYBwdCUkWkpzW5RmGod+hXL3Kt+WUP8m8uPagqkza5qHogAOZ0ttw9QuhmRd4t0Uw7KbqcqzRERZhGkfr7NVW5zKGru/tI4+Um1kIdPAQAt4JlFNeqq9eLtW7TxWuyt0uEUi2JGl7G2tmT166Rp04a10yz4Mt4yakshYCCX4c6+tu3Qi2I8JrYo/O7QwEgfXdcytarpjanoVhy4JehjiHtuIUyZu4/4jwcTsFEMCrN3TVR+eeSKAtu6JeTW1acc8ByEIMg1CrOl19w1q0DhZIeOFD92++Mn99z92J69wEAMuF2c6q2DXDp8910gbO1NKfsxnsHpTmlzSmtHoIcOQfHOg/34ktU7NKr5RtvVirxyLHpqEguzDv1gOBQnZcMM37tRHY2mRBPU0RisKa77wwux7KuLUf0/MySL8xU3Et+oy8AcL//jigqMqKlpue725KDqTIeSfw42LHVpwV3HxHU7eNRQBFP/r6XtOUytJAnhICCnwY79HXllciZOWdLsyqxIjQ2aoni1odHxAnZPAfLPt9Ms+vkamqLGg2Wg/qlhTw8/guR+4Qzfz516hTL5dHLlmk+W1fXAHENmNAQACAT4ptpgIWbXd/vZ9j4OytF0ptLDpXdz29mgXVhyYEvIuzXhdtZcuBIunzWKfHjCvzcNAXafHQvGTsfHYI6cAAAHnbVqCy4PX1fqmdLPtd2VK8vAOA092/piP6gUHLWrgW2Rd7pTeC3B9I/k2UcAr4bZN/Lxbjzvk1Eu/4dgz8dR3CovFMPHmw6q/dM6waCRxI/DHKIcOeXKpjXz+Inm1FRFEtuvHdQklZi6WHf97sZVl6OpraoKehZDkpk+TdTt91M3SaRGeqNbj6wLAMAFxLX7r40YX/0y3nihAaHZDYj0AAxmZnJurpqtm3TjJ/Q8H1Z1DuYeLf5iby4dha9v3pRGOJNy9UJK44XRac3s8B6GOMjODDWuZMjJ7uSfuW0+GCqzHB1YWrl33x0JkniLqkk//kHABJCVZ3bj7fgOdS/ubtjcEjHuSxLHwq5x7g4kw8fUPv3G8VQE3MgVfbLvSqSgM0D7fu68kxtjvEQhnqHbJhE8TmFl1PvrT9poIlueodDwjcD7Ad58itU7BvnsCI0EpIM0Y13DyoKK238nft8O53vZGVqi5qIPpPUSWT5uy/9KyZmD/7bxtKdZtQMqwGWZVmGBYYFhn36N7CgXfjv3ywDaGtgWJYFlmFZhiW0f6P/qVmWBQAWqhcCsGz1B/vTTYAFQGWyBMuyBItWwNP/Vm9KVO8OumuBZViGYIEloNoetEpbEcu42Hf2cnrhbua+mEeb0fHyuDazIvbaWLrrqz0NDaFWkd99z4mKBAB64ED6409YyzqHzOqC9+orRE6O6sef2O7dm28Sy7BJP1zMP5cEAB3nhPlMC2l+mXVBM7DlnmT3IxkARLjz14Xb2baogLotFxPmo0NQf+zm7NiR5cscnaZ8dcgJW4vn37MsqzkQ85qoMjVM3T/8u9ssRal/38l6exvBWlNx9LF8w41KAmBjP7sR3sae6GMOSNJKElYc00hVDj08g9eMJ3ktw2mSZmHltYqzOQobHrF1qGOgQysf3zctpXef3F0bxahoYYh3j5WjSV5LbW1fZ1v9mI6y1iblRukuTMqN6hOwIDb5h8TMfXqpxayI6LzUy+kFifzfTlCVWlIpL7CxdE94vItLWTjbBTrZduJSZvoYJXKfcFauJDMzWQ6X/t//6EmTmlYO0yuEyskhExJofchBgiQ6vzfU0t0+fXdc+q44WV550DtDCNIgKo0i4Z2eNuHugk9iymPyldOiRF/2t+/p3CaGw0xLdT66CcbOR4cgNBrqyBEASAhRdXAb2hAtCE/jzuy7MiMOogMmDHc6cY2zZrVm+28sp6U+/evnbLZiw41KAFgb1ka1IADY+Dv33jQ1/uNjZYm5CR8f7bV+ImXZArpIKQI2RthBDJzNUdwTqXTlIMOyJIE/evVGUXT6g6/+YRnWfXiQ4V5VRsOAzzIetzo3H0XySIIEIAmCINAfQBAESRAkEAQJBMDT5QRBouUsgTYmCBKtJYAkCUKnEBPD51gDgM1/3yW2Fm4AkJZ/TlRZHcvUwdrHyTbQxa6Ti12Qs20nHtfa+KY+C3X5MufzDaBQsq6umvUbGH//JhfFhIRQx4+RCfH03Ln6Ms9neoiFm939r8/mn0tSlsoM+skV6sI9NFa4Oq4yJl8571zpnC5Wi7pZU6a/vlotuScfVOeje83Y+egQ5IULRHl5mRCy/JiX/Oc3fEdbC4+B3T4+f3fN/sCYN328ORkZ1G+/ad5803CmmorLucoVsRUA8GGozVjfNqoFEVZejn2+nRb/4dGKlKJbHxwJ/WKy8SMiNQECYGOEXf8s3hgfC4maicxQSFSsuzU53teCZVkCK0J9kHUoIX1XHAD4zurT4ZU+pjZHD+hzsLhSlrc/5hWVWgIAPK7NzIg9KB98K0aprjyV8EGeOIHHtenfeUmQ53gNrXiQc7SkPKm4Mrlcmo38C7XYWHi42AU623VysevkbBf0XKclvUOoVeQPP3D+/hsAmPBwzapPmzBA/B/kCv6oESxFqU6ebuAElAZSdj//7tpIWq628XfutW4i18BP4f0psu/uVKkZtpMj5+v+Du5WWBLqH1WZLGbeH4xCE7xugvFzkCC4r88lHz8+N0JZOixkUt+fG7v76YQPHxdeDFAFjPupkNBo1Fu2MF27GcJOUxGTr3z/SjnDwuLu1m90baleUPpFKZbFf3xEnl9h4W4X+sWLfGHznpnGAo3aLbhQllCkQksWdLNe2A2f02bDQtLPl/NOPQACOr8z1H1EkKkN0gO+zrb6lIMAUCnLyyi6AgB+7Qa2ei34LAxLk8S//iUaRimqTC2pSC4uTyqpTC6VZDLsfyItW/GdnG2DnOwC29l3crLrZCMw7NR0oqCA88nHZGYmy+HQb71NT5mil2K5CxeQycnqL79iXnhBLwVqkeaU3l51QimSClxtQ9ZPtHCz02/5NXhcQX8QXZZdSVtw4NO+9iO8+Qatrg1yb/2p4riMdv07dvt4lEkMIBPvct95R2EBWxfLxob91N650VesWiPbe2VqlaJ4SkZ/38MJrIuL6o89+v0QMiG3i9WLLpRqWHi1k+V7vWxMbY4ZoZEo4j8+VpUl5jtZh341xSTT4ZtAgZQed0Kk/RnSjrdtqLH7IFoZjJq+//npkhtZJJfqsXKMMLSVOBDrXw5i6oFh1eLKxyWSlOLyJFFFckllKs2odDfgc+1c7Do52Qa0swtysutkZ9We0N9UZeryZeqLzwm5nHVx0Wz8vDkDxDVL3vor56+/6BkzNIvf0leZWlRl0oTlx6U5ZVxrfvC6ibYBLnqvQhclw359S3LssRwAxvoKPuljZ9Ey3MdbACU3shI/i6Isef1/f81UI27clSvJ6KvXX1AljfF6aeDBphVSWP7gyLW5BAuL/+7CT8mgx47VfPiRfu00CffE6kXnSxU0TA+w/CgUa8Ga0DLV7ZUnKlKKuHYWoV9MbhHBRCQqZtDhEu1PJAdTStUKBno4YT/pRqORqm5/+ndlciFlyQvZMMnQ7yNjomc5yAIQLAvIL0H7B6YOWJYpk2YVVySVlCeVVKaUVKaoNf+JeMKlLJ3sApxtA13sOzvbBjpY++p2PTYcQqOmfvyJOn4M0ADxipWstT5dGIn4eN7SJUyHjurff9djsVpomfru2siyB/lG+xq7nKtcHVdRpWY9rKlvBjp0tMOSsLnQcvW1eX+qymWd3x3iPqKzSWwgikt406cyBLt1kbx//43+bsObXNTN1G0307a5Kpxe2kYTCqX6601Mn5bnPMTqRMbKltAvnxbJNTDGR7Au3LDd8C0XRkXfWRNZlpjLseKFbJhs42+CuVANB53fTbcl+5Kr3yybB9gP8uSjJZ7W1Dg/i3F+Fm6W2DGmQShF0oTlx2R55Xwnq5ANkyw9W1U/axPl4KUzJw//Uf3i3/LXkRprybt3AIDpGdx8+9oULLCV0tziyuSSiqSSipTiimSl+j+nhiJ5Qht/Z7tAF7tOzradnOz8SeL5n3dEQQFn1UoyLY3lcJhFizVTp+rdckKt4o4aTWjUqsiTrK1BOhVYDXP/63+KYx4DAZ0WDTJCIshCKbMitiy9gtk3ytHdmgKAhGJVgAPHhktiX+wmkLTlct6pBw5d3UO+1I+LQhOgfvqRc+jQo86amGnC1wafaM6MNJZlDl97vajiweDsLr0OZLJ29uo9ew108RuNrfelmZXqjeH2LXx+pGFhNcy9jadKbmRRfE7wZxPtu7qZ2qLnI1bQLEvwKbDhkUqG/eORLDJDrs1l19OZM9bXcqS3wIqLT3ydSHNKE5YfV5XJrLwcQjZO4jm0NhfM5vYOHt2720HoNHjU08y2VRLeG/OIwgIAYF3dVDt+A+uW/Xw0LRJFoagiuag8WVSRUlKZJFWKdNcSBCW09nN6OjHFyTaQS1nUKIG8do2z7rPqAeLP1jFBhvJ45b7/Hnn7tnr1GmbIEANVAQDpu+KyDiUAgPfUXv5zww1XEYJh4U6JOsSFm1qunn++vErFAMDSEJuXAluGI7n5UJFceGvpYYJDhW972VROV4RMxp0ymZDL/5gj7zzk427etScpbjhV8qK9V6apadm8Cz3sEtKYfv3UGz/Xi6lGo0BKb7otya9iAh04S0OsbbgkwwLWgs+FZdiHm88VXk4lOFTPVS3Ke4xhgKz+CkoUqaMy5GdzFFUqFgC4JDHAgzfOz7KfGw+HVqiBdl6jbSfXkHUTKctWOM7eXDl46cxJANDKQerQIc5PP2rXat7+Hz1tWjNNxGiRq0qLy5NKJMnF5cklFckSeYHuWgIIOysvZ9tOLvadnO0CnW07Wf38O3X0KAAwYWGaFatYGwPGuOHs3Utt26oZN57+4APD1QIA+WeTHv1wAVhwiejQ7YORBMcYz62l0eWXnyjR39Y88spUsx4hMjtoJnbRX7K88o6zw3ymGzCueP1wDh+mfvwh15M+Mdvi9eGnG9Kz/lweF148nfChrZL/xi57skKi+WQ5Pco0U2QaCxpGnHW6NLWsenLbeD+LNS+0jOkRZoF2bilF9Fg+xvkFX1MbVDdVEur0GTLxLtOjJz1tmq4iBAA1w17JVUVlyK4VqFA2PjseMdLHYpyfoItjKxQ9TaDkembixtNAM859fbp9Mprktk7foWaFoS4vKz38x+9osJitOztbPaswjcKC5+jt0s/bpR/6qVJXFVcmlVQkF5cnl1QmV0hzyqXZ5dLstIJ/bCuIicf4tsUkQxHZU0PVU8e78FU1ew71ChPciwKgEuINnRTJfUQQ39Eycf2p4pjHt8uP91w93ggfaill/6bgQ32EmIajzUfn86LpHEgYhtj/FwDcCdEE+72sFy0IAB1ch3TyGJecF3VxEn/Ybgnn281McDDbrp1eCjcoBIBExWi1IADkS3FCs8ZAQNBbg3jWgsyD8YnrT3ZdNtx1UKCpbaod3rvvEelpAEBGR0NVVY0AsVySGObFH+bFr1CxpzPlkZny5FLNwVTZwVSZty01ztdijI+FaxuOupV78kHyz5cBwGNM16DFg1q3mmm6HFzx1vwP132J/kZNxEREsLt2EVUSAGCtbZiICADgfv45GxzMDBvWWsP3mwoe19pT2NtT2Bv9VNNyUUVKSUUycS2m+x/3eUpWYs1GTlIUuF+BW1cAwJIvdLbr5GzTycW+k5NdYAOTMTQQJqgTCPhEQQFRVGTo16Ew1Dv0qxfvrI4se5B/c+nBXusmGTpH5CBPvtYXe1B7HH2mEcjyyjMO3AKArktHgOmGoMiYGLJEVGnNZAXxB/vM0GPJA7t9lF96O7FdTpeILm4xmZy1a9VbtrSIWXQ2PNKaR2o/b2xwhsbG02H2C1x7i9Rt0Q++PqeRqo3g09xYiPQ0pAUR5N27NADQNFA1u7jseMTMQMuZgZbZlfSJDNnpLEV2Jb0lsWpLYlUvF+44X8vh3gLLNvYOT/0tJufYXTB8xlQzoYmDxW+99OKzk0gAgEhL5Rw6DACaaVNZ/wAyKYn75kIAYF2cmRmzNOPHAx+/TQ0FodGQv/zMOXwYADR9ehe9N6OIzi0qTyqpTBZXptcIecjn2DrbBTrZdWpn18nJNtDe2ruZQW24K5aTMTGaDz+kx45r1mE0DEWxJP6TY4rCSp6DZcjGSYYO+rD1flV8kTrQgbOwm5UNj7xdourl3ALSVZmcW0sOVaQUeU3sEbCgvwnN4P7vbfLevcuDVcz0Wf06v6vfwkWVKQdiXuMo6cV7PDiiMs2bb9KzXtJvFQYivki1NLqiSsW4WVOb+9sFOuDBwaaQfzbp0fcXAKDDK318Z5nXBHNCIuGNG6v9yfQMVn//PRkdTR07xvTrx0T0Z9vVHiqFYeFWkSoqQ37piUJOAwDwSRjoKRjrJwhz41Ot/dtBO3mRIIkuS4eZbdevHmmi7+DRvbsvnPwb/T107IQpL8+uXsHQQOp8czA0EBQVfZXcs4dMSQYA1saWnjKFmTqtpU/BM0OIoiLOp5+SyUksRTHzF2hmzdJdy7IacVWmqCKluCKpuCJZXJmiphW6G3AoC2fbAGe7Ti52QU52gUJrX4Jo3JcgdeQI54fvmaFD1Z+u1sPxNAC1RHF71QlJWgllwe25erxDN332d9ZDZKZ8TVzl3C5Wb/cwi5SDZgsaZ+E7WfXb/hrJM5nDDZGeznvjdQ0Hfv2f8qVRUVYC/bt+xj/edT35J79i+8m7VCyHo/59J+tt7tMLGGDJ1j30ZUSKotPvf/0PysQduHCAqc35D5ydv1O7dgEAa22jWb+OCe6FptijtYy/P9u/P90vgu3YsdbdFTRcyFFEZchvFalYAABwFJAjvfnjfC07ObbO3sJ/Q5vxqJ6rxzn2bG9qi4yB/sNQaz0Fa7gMkgkJ1J4/ydu3AQAEfM3YccxLL7NOTnqsui1DXb9OfbaWkEoZJyd67drnZs1igS2vyiqpTCkuTyqpTBFVpijVEt0NSIIrtO3obNupnX2Qk12Ak00ARf7bGSaR5VfKC2wt3Gws/1VgRFYWb/ZrrI21KuqUfo+uHhiV5v4XZ0puZAFFdl0y1DjfcBefKD+KKWdYGOsrWBtmh9+otWIO+egQnA3rqbNnb/dSF84dPbT7p4aoggX2WNyC/NI7E+I7+F8sYPz8NNu3sxyz7my7+EQl1dDjfQ3qVNyGEMdn3113itXQ7sODOr871KyUNpGWSlRVsa5urJsbABBFheTlK2TMVfLBQ2CqvQXYdq50RD82oj/To8ezQ8kAIFIwURmKqAx5ZmW1L7WfLTXWz3Kcn8BJ0HqcC3UTH/T6fLKNX1tRKcbOSkImJ5N7/qRiYoBlWQ6HGTqUeW024+lpNANaH4RGQ239lTp4EACYkBD12rVg05TpgZXyvJKnfYeiimS5quw/tRCUg7VPSIe5gR6j8sQJJxOWoczUEZ2X9vT9txuSN2kiUVam+n0n26FD8w6rMWin+AF0eO0F3xmhRqgzrkC19EqZkoHBnvwvIuyNMr+5hZG4NqrkZpbrAP+uH400oRlEWRn3xSlAa35foBg36bC9laE67WRK0d4r0zQKyZt/eQgKyuhZL2nefNNAdemFhRfK4otUS3rZvNwJB07SD+UPCu58eoJWalwiOnT/cKQJnWW1cL76kn7tNda1juCIkkoq5hoRE03dugXK6uAJrI0180I4GxFB932h1uyLSaWayEz5P1mKciUDAARAaDvuOD/LIe1bvHOhLLcsYcVxpUgqcLYO+XyyodOimhWmSVJH5ORQf+0lz50jNBoAYPr1o1+bzXTqZGQzWgFkiYhauYJMTgKSpOfN17z0kr582KsUxaLKlJKKpOLypOLKZKmiBADGhGzycx107PrCPHGCdsv5Iy7xudVD/6gbRvP22/S06Xoxo+FkH7mT9vs1AHAfHhT0zhDC8MHTHojViy6UyjQQ4sL9YbCjoHUGH2gixdce39t42rT56BCcHb9Rf/yR7q+5vyh8TMgmg9aVVRwddet9d7Fg5m4uoaHVW7Y8t5/eVDyR0JMiRVySOP+iszUOPqw/JGklCSuOaaQqYYh3j1VjTBuUhLx6lbtqJWtlpTp6AgT1+ToTahVxK56MvkrGxhLl5Wghy+EyIb0goj89YABrb19jF5qBawWqqAzZ1TyVmmEBQEDBIE/BWD+LF1x5LTF6ZWVqccKK47RMZePn1Gv9RK5d2+o493W2JViWNUnddGFR1c7dssNHWbkCAHihvWzmvc4fEGESY1oiyqsxpR8tZysqSSeh4/ebecE9DVeXVFmWK3rAgJuA51JDDs7sv9fJNtDDwZrHIWXHTpSvWC0YOMDxlx8MZ0xdZJxPurjqBEsz7cM6DP/qRYpv8A/VRyLVpKO5Ijndq53gyGQPO77pOwPMAbVMdWDKL/JS6YBVYwPH9zClKSpVwcBhbEXlgZnyqYsPt3cyuDg7FLvyeurBYffde5wup9xcXSKPEZbm+FJZfrXk1zvlM4Nsfx7RAsLitCzKMkRRi/YoymSuPduP/n4mx8JkPgPFYydpMrNsl7xrPW/u87dGsKzqTqLi4iXFhcua7GztYm73rhZDBguGDOJ0rDnyU6lijqRIDiRV3iyo9kdvZ0lN7WQ7M8i2i1OLmW/3JPbxuQ8P0yrao7fPiM3TOAKz9vQwECboHfwPkkrq4CHq2FFCIgEApkMH5uWX6cFDdONkYmpC09T2bZx9+wCACQnRfLr62U83w4GytaK/nWwDZ/bfCwAX7q0N7fC6vdKKN3kSCPiqk6dNEleo7H7+3c+iaJnKxt+519oJRvi8y5cy886Ji2SMjy3161BHZwt83ULyT5dyTz80bT46BBUVyfn662Jn5sLSzlPCthmhRppR7rs6q6Iq540j7e0yxPTYsZoPPzJCvY1CxbDDjpRI1eyuEY7dnNria8/QyIsq4z88qhRV2XR0DtkwiWNtgnga5IUL3M/Wsja26qNHWF5TDCCys6lr14joaDLpETztNmI8PNh+/Zj+A5muXWq8pgtkzIl02clMhTaGZUd7aqyv5ThfgaN5Oxf+J7vBh6OIVj9xujZMM1hcC3IFFfk3eWA/KRIBAOvqSs+axYwdy3JbzLeF0SBLRNTqT8mHD4AkNa+/Tr/yqjGDnLHAEEDezfwro/Cys11AH/8FfK5tfPrO6ylbCCA6uA0b+/VjTn6h6qctbDfTDJMZ3/mjRM68eaE0q5JuZ0n+Nlzo3oZDtoJ55KPTwnvlZeLJk9NjlH5zN/u4GGnkoVTyeH/0K9blmjd22ZJKtfrrTUwf8wo+ciJD/tn1Sj9b6tC4tuImb3yUYln8x0fk+RWW7R1Dv5jEszeugybDcF+aRRYUaP73jubFKc1Jzw0AREU5GRNDXo0hEuIJtQotZO3smfAwJqI/07t3jfhxd0vUURmycznKKjULACQBfdrxxvlZDG4vMEOnmse7r2cejAcArynBAW/0M7U5JsNs5CAAABBqDXnuH2rvX0TuEwBg7e2ZqdPoKVNYq9aWK7rJkAnxnNWrCYmEdXTUrF7D9OxpfBuQItRdolRL7mb+dS9rv1ItGXaW2+Mut/ylcRYLPzS+bQjdqWHB6ybaBtQeWEuPSFTsWxfLHpaqHfjkr0MdO9qb3zPPOJhHPjoEeesWd9lSmSVz6AO3mUMOGbPquxl7YpK+C3lkNyhKzdrZq/fsNavQWq/9U/pQrF7e2+ZFfzyJxIBoJIr4j49VZYkt2tmEfPmiwNl4canI06e4X3zBOjioDx1huZyMwsuV8gJPYS8n20CWZZquDhVK6tZN4uoVMu46IalEy1gejw0NZfoPoPtH6E5kVDHs5Seqk5ny2AIlSn9nwYEh7fnj/CxDXczCuZCl2YffnCu8nAoAnRYPMsMo4sbEvORgNQxDXrlC7d1DpqUBAGthQU+cyMyYwToKTW2ZSaFpasdvnL17AYDp0UPz2TpjDhA3BDUtv591qOLU7lGH1U886Wv/6xLa8Y32Tn1NYgwtUyeuP1mamEtyqR4rjZFjXkHDO5dKE4rVlhz4ZahjV2FbHIPL2Hsz46+bVl4OL/z0kskHXLgffkDeuHEtQmWz6NNAzzFGrv349cW54psvH2/nmiph+vVTb/zcyAbUxeMKevpJkYCC81PbWbTVzxajQctUt1eeqEgp4jtahnwxxdLD3ii10ryZ04niEvXSpcyEiRcS1yblRqI1aDqgHjLHMgx57x4RHU1eiyELCqoXEgTTtQsTMYAZOBBFtEGUK5lTWcrIDFnq02yfLpbkaB/BRD9Lb1uTXYK0UpO4Nqo0MRcossfy0WadddoomKUcfAp56xa150/y7l1AU5xGjmReeYVxN1KoYbOCKBVzVq4iHz4AgqDnztW8+prZ+lYyFSKLCVMYEn58X6ahwNkuqHfH131dBzUz5UkT+PfLj4BOi4zx5adh4OOY8ku5Sj4Jmwc6hLm1LVcHWV557KK9QLN9v59h01H/oZ4bBZmfz501U0Oyfy6xnDXuZGNjqjcfhbp8z6WpZEXF/N/tODKV+qOPmDFjn7+b4Vl/s/JYunyav8XHvU08lN9GYFT0nTWRZYm5HBtB76+mGDp/EgCQx09wv93MODupDxySKIt2X5qgXeUhDJn8wlY9V5eZScREk9ExKNkEgvXypvtHsBH9maAgrTtTRqXm78fyM1nyEnm1J2KAA2e8n+UYH769cefhqSvkt1eekGSIjJzCwJwxazmIIJOTqT92k9euAQAQBD1gADNnLuPnZ2q7jAeZEM9Zs5aorGAdHDRr1ppkgLhRcBfMJ1NSMj6adsnyUrk0BwAcrHxD/ef6u48kCWN/Cz7+43rmgXgA8H4x2P91g/uFsACr4ypOZipIAtb3sxvpZcoYK0bGTPLRITibN1F//32/u1q+5N0evjNNYsMT0Y0TN94KSOePP0qBgK/6Y4+h03k/FzkNww4XKWg4ONapgx3uGzQSrIa5t/FUyY0sjhUvZMNkG38DfiwRGjV32jSitFS9fDkzclSlLO+PSxO1a5EcLKvKpiiOrYWHnqsuLSWjo4mYaPL2bRRFDgBYRyEdHg79I5jQUBSYnWHhRqEqKkN+OVehoAEASALC3Hhj/SwGefL5hh9FlhdUJHxyTFFSZZwEpy2FFiAHEURODrV3D3XmDPpJT59Oz5rV+oePGYbasYOz509AA8Rr1rSIQ+b8+iu17y965iz1mwvTCy8kpP0ukqQBgK2Fe6+Os4M8x+smODEC+WeTkn68yDKsS0SHbh+MJAwfM/rHu5Jdj2QAsKKv7ZQO5hhnRO88OfkgxQzy0SEImYw7aQKhVO1dSE6a+Q+HNFme9CsPvrqffXDiWceOdxVMl67qLVuMOfHrWQ6myr6Ml/R05u4Yjl+BRoVl2IebzxVeTqX4nODPJtp3rSMudLOhDh3k/PQT6+WV+8NH9jZ+PI7VqYRlGYWX0VqUOABFh3Cx6xLgMSLQY7QFT98Xg1xBXo8jY2LI63FEVRVaxloImN592P4DmPBw1toaAGQauPhEEflYFl+sRttYcYmh7fnj/Cx7uRgqGKYkQ3T7k2PqKqXA1bb3ly/ynfDMhGpajBxEEMUl1L69ZFQUoVIBAD1qFP3qq6xn68wnSJSKOWtWk4n3AEDz2mz6jTdMbVFDIRPiuUuWMAEB6u2/oSVZxdG30n4vKr8PAJZ8p2C/l7t6T+VSxtNJpXef3F0bxahoh67uPT4dx7EyuB49kCr7Kl4CAPO7Wr3ZvZWnNjaffHQIau9ezrat2d6anJVz+gQsMKElKO6MtCxnwW6hoEyuefNNetZLJrRnWpQoo5JeH2Y32rcN9VubC0/zJxEcqucqgzg0Eyold8qLhKTyztzuF52v9/Cd1b/zUgBIyo2UyPOdbAL8XAdraEVc8k/JeSdRYlICCA9haIDnqI7thvK4en5SERoNkZhIxkST164RRUVoIUtRTLfu0L8/3X8A284FAIrlzMkMeVSmPKuyOkKNqyU52tdiop9Fext9fltqXwQ2/s691k3kmjRCvrnRwuQggigvJ8+coQ4eIMRiIAg6IoKZPYfx9ze1XfqETIjnrP2MqChn7ew1qz9lQoyReE1fEGoVd+RIgqZVkSd1J1TmieNvpe3IFd8CAD7HtqffzO4+s7QZTQyNJEN0e8UJdaXc0sM+ZONkI3wURmUq1sRVsACTOwhW9G3NqY3NJB8dgtBoOFMmkhWSE9M0gxee4XNN7CGH4s645tKz9gpYDkf9+07W2+ATm2rlTolq3rkyWx5xfoqLGaRPa6Ok747LOpgAFNHtg5Ht+nfUb+HU3j2cbdtEzrB7rowgyG7e0/sFvUuR/05r004rZhh1tiguJfd0ZtEVmlEBAElwvZ3DAjxH+7UbQBmgQ51IS6OuxRAxMWiSKILx82Mi+rP9+zMBAQDwsFQdlaH4J0teoap2LuzsyBnrazHa18KO19wnaOHllIebz7MMKwzx7rFyNMlr4Qn19E2LlIMIQq0h/zlN7ttH5uYCAN0zmHnlFaZ3b1Pb1WwYhtq5k/PnH8CyTJeumvXrWsQAcQ24775L3r2jWbuWHjS4xqri8ke30rZnFkcDAIey6Ob1YnCHVy35xjhGRbEk/pNjisJKo7mMROcrP7haoWbYEV6C9eF2rfIdbD756BDk+fPcdZ+V2zHxGyf177rM1OYAANzLOnD14ddDrlgH32AYPz/N9u3IicrIrIitOJOlmB1k9U5wK++uNnNyTiSmbosGgM7vDnUfEaSvYouLbrd79X2ekj02RSEL7Tq0x0oH6+c72atp2ePCSyl5Z3JFN1mWBgAOZdGh3aAAj1Fezn0NMQeLEIvIK1fJmGgiMfFfF0MXZyY8gukfwfYMVpOcmAJV1GNZdJ5SwwIAUCSEu/LG+lkO9OQ1LURN5v5bj/+8AQCugwK6LB1uhCymLY4WLAerYRjy8mXqr73og4Px92deepkeNMhsJ97WD1Eq5qxZQyYmAoDmlVfo198AqkW6e1N/7Obs2EFPmKBZWvv7uKwq42bqjvTCcyzLkAQ3qP34UP/XbQSuhjZMLVHcWRNVmVxotAlld0vUb18sldPwgitv80AHM4zC2hxoufravD9V5bKg94Z4DO9sanMAAKi5r3Eyss4PV/da9reVwMQTnLUcv764oPjm63/Y25ao6Fkvad5808gGVKjYYUeKGRZOTnJ2tWyRj8fWRP7ZpEffXwCAgAX9vSY2N5GjQl1+7dEPDvtPhcXyit3Iws0fBno0OrKSQl2eln82Ofc08uoBAAHXvqPb0ACPUW6OPQ0RGoKQSsnrcURMDHn9OiGToYWslRXT9wW2f38mLEzCEZzJUkRlyO+Lq50LrXnE8Pb8sb6WwS7P+aDSBtNhGUj64UL+uSQA8JnZu+Orpol9Zv60fDn4FN2oNIy7OzvrJXrMaJN8gjcZ8u5dzqefEhXlrI2NZu3aljVAXAPi4UPe4kWMp6d671/1bFYpz7uVuiMl7zTDqgmCCnAfGdrxdQdrH4Paxqjp+5+fLrmRBRTZdclQ10GBBq0OAFLKNG9eKK1UsV0cub8MdbAylJO0CTCffHQI4sED3luLVVz2wsYBQ/psMLU5/4LiztjmVbzyhyXBsOotW5iuRk3bs+uR9Me7VWFuvJ8GOxizXkxdFEWn3//6H6BZ3xmhHV57oWmFsCzzIOfI9ZSfoUqy8GcLrpqQf7WB7Nusqf0SeUFK3umUvNNlVZloibXAxd99ZIDHaGfbgOaUXBeEWkPcuU3GRBPXrqHMZADAcjhsz2CmfwQzYGAu3+5EuvxUlrxAyqC17lbkaB+LiR0tPKye84WtKpXeWR0lySzp/I4++2JbH61HDiJ0o9KwDg7MtOn0pEktIKkJw3D+/IPauRMNENNrP2OcW3jyKJbljxoBCqXq2HHW8TljslJlSUL67oc5R5ELi2+7QX0D5jvZGlKlPfXpBoAOr73gO8PgyvuJhJ53rlSkYDraUb8MdTTzDJ4NxKzy0SHIT1dwr0Tf7KNu/+keR5sOpjbnP6C4M31v8COuUKyLi+qPPWBhpLF1FmDc8ZJCGbOpv93g9qYf0McgxPHZd9edYjW0x5iuQYsHNbYDrqjiwcXE9WJJOgCMvu7Z+Wop072b+sct+jJPVJmaknc6Lf+fKkUxWuJg5RvoOTLAY7Teg9RoIZOTyZgYIiaazMzULmQCA5n+EUy//gnW7aMyZOefKKXqaufCbkLuWD+Lkd4CWx3nQlqhZtQ0yaNYNcOx5suLKuX5FY7BrXPWqb5obXIQQeTkUHv+JC9cIDQa1tKSnjiRmTnL3HJ4aCHKyzmfrqoeIJ71Ej1/fgsdIK4B95OPydjYhkfflavK7mTsuZ99SK2RAUB7p76hHd/wEPYynIU5x+6m/hYDAO7Dg4LeGWJob5JCKbPwQmluFe1mRf42TOja0lMbP81H12FOmO80E+ejQxDFJdzpL7IAZ1Z0HTr8Z1ObUwsxSd8mPt778n7bdk809Nixmg8/Mk69sQWq/10qEwrIM5OdsdOUWVF2L+/umkhaqXEb1qnL+8MauJdcVXYt6fvk3CgAsOI7DfRa2GnxFkKtUm/dynTScwcYC2xB6d2UvNPpBReU6mq14GLXOdBztL/bcEu+oXouiKJiKvoKER1N3rsHTHWnIOvqSkdEqPpFXHDsFJmpvF6oQunvOAT08+CN97Ps784nCZY0aTinFor+5eC/A/bNT4PTPIjiEnL/X5yoKFAqWQ6XHjWKffllc0tqQt69y1m7higtZW1s6JWr6BeaOGRghlCHDnF++pEePlyzclXD91KpqxKzDyRm7FOoywHA1b57qP9cHxdDhTUuuZ557/MzrIYWhnh3XzGa4ht2rlmFin3zQmlqmcZJQP46zMHXtgVPbTOrfHQIzs8/UQcOJndS8z/f4u5owA+JJsOw6v1XX9bkZb6+04pSMeqvNzF9+hih3qXR5ZefKBd2s17QzeyHStoelalFt1ee0EhV7fp37PbxqPo3Zlnmfvah66m/qNRVBMHp6TOzT+ACi59/ow4fZnr3Vm/abDg7GUadI7qeknsms+iyhlECAAGEuzAk0HO0IYLUaCGqqsjYa0R0NHnrJiFXoIWsjQ0TFlb1QsRxpx7H8+i08uoINQfGCDvac9LKNSI5LeAQNAuhLjyWZYnGCMSyKoVYqtT/kTQVoRXfwdrgnfr6loMs+58gqzV+mgRJJXXgEHX8CCGpAoKgBw5kZs8xi6QmLEvt+YPz+05gGKZTEL1+Q4sfIP4vRGYmb85s1sFBdfxEY/fVMMoH2UfuPP5DqhQBgJONf2jHuR3chjU983rdVCQX3l71Ny1T2fg59Vo/kWtn2GiIMg28fbE0UaS25hFbBju00NTGZpWPrhqFkjNhDKVUR77tNmLaAVNbUyfl0ux9V2d1uUMP/4fP2tmr9+zVDcZkCEQKZtTREgA4M8XZqVV4KbQ+qrLECZ8cV1fKhb28eqwaW1cg98KyxEv3P0ejw+6OwYO7rXCw9iFKxdxp0wiNRv37TqaDMRwk1LQ8o+hyat6ZnJLraDIyClIT6DHKx3Wg4aK+Exo1cesWGR1DxsUSpaVoIcvlMSEhJaFhu8nARxbCbWNcNBqaw/m3AdHPRvVPpRdVDO9qRiPL5x486djOztC16FUOMgyQJHH3InFpLwCwg19mew5BC/VTfnOQK6i/T1AH9hNiMQAwISH0y68wISYb4SLKyzmfrSUTEgCAnjGDXrCQ5bTgjqK64E2aSJSVqXbtZn2bkh2cYdRJuZEJ6bsq5fkAYGfVPrTD3E6eY/Qe+0CWW3Z75QlFSZXA2Trk88kWboa98VQM+8HViph8JZ+EH4Y4hj5vipwZgvLRtZ/YI9AM8tEhyKNHuN9/n+9OV3y73s+1Zngjs+JB9pHLDz6fdsjSKxOYfv3UGz83aHVb71dtuy8d7CnYNMDgbxRMk5EXVcZ/eFQpqrILbNdr42RK8J+nnFxVdu3Rt8l5pwDASuAc0XmJv9twtArlY2QiItQbNhrZZoW6Ii3/bEremcKyxGpjqoPUjPRyfsGAicJZlkh6REZHUzHXiJzspwtBYuPG3/kD69KOSE/j7NoFkip66lSmf39g2QI5uFk2VBBiOagHCHEesXK09ie7/jQrNJTDaRMg1Bry7Bnqr31E7hNA3qkvvUwPHGjkLkzywX3OqlVEaSlrZUV/uro1DRDXgLPuM+r8ec3/3qGnTm1yIQxLp+X/E5+2s0yaCQDWApdefq918Z6s30Cp2ozmXGt+8LqJtgEueiz8WRgWVlyrOJujoEj4op/9kPYmy6LWBMwqH101LEtMn8grLr8wzbrf2ycNERRDv0Teeq8k69rrO6z4cqbh/rVNgGFh1LESsYLZMtjhBTejJofENBalWBb/8RF5foVNR+eQDZM41nwAYFj6fvahGym/qDRSkuD29JvV238Bl6oeOiSKinjTpwGAeucuE456VcmLUvJPp+SeKq3KQEsEXPsObkMCPUYbKEiNWqIovJiSfzGZSc1w1eS50PmOtIh1dVMdOABVEt6MmUSVpHrL9RuY/v2vFaiWXysf4snv5y7o58G3qPe5heWgHiCifiFO/qL9yY5dxI5bpK/C9QbDUFevknv3kKmpAMB6tqdfmsWMGMVyDd8/x7KcvXupHb+hAWLNZ5+ZPKW9QSFPneR++aVe+j9YYDMKL8Wn/15SkQwAAq59sN/L3X1mcDmW+rAUAIBWahLXRpUm5pJcqtvHo5xfaEqPZsNhAb6KlxxMlQHA2jC7cS0kaZi55aNDkNeucZd/UmnNZP68rJP3JFOb83yU6sq9V6a5PyifeIwPAr7qjz0GehRcfKL4ILrC1ZKMmuRs7hoZA6CRKOI/PlaVJbZs7xj6xaRSNu1C4nr0JewhDB3afaWtpafu9pwvPqdOn6aHDNWsXm0ik/+DWJKeknc6Le8fiaIQLbEWuHR0HxmopyA1rIYR3czKP/+oJD4H6Or5JQ5d3d2GBrn2dOFkpjN9+5J373DffVe7i2baNPrt/5WfuRB/6EKejXORlVORnUs7L5fOndv3C3R04NcyeonloB4grp8gdv87b4CdvY59YaK+Ctc7ZPwt8s891N07AMA6Cpnp0+lJk1gLg7mOSSq5q1ejAWLN1GnMokWtcoBYl+ovVwFfeeasvrpgc0ribqXvKCi9CwA8jlU3n+nBfq8IuPq5VViaffjNucLLqQDQafEgz7Fd9VJsPex4KP05sQoA3uph/XqXFuDmX52PbqB/1w9Nn49OC/P26xb30+OGcoNX/WPAISq9kl9652jc/FEneV0ecpguXdVbthhimGLxxbIbhar3gq1fDWoBVxcGAGiZ6vbKE6VPssSD75R6pwKAtaBd/y5LO7gOqbElkZPDe/UVAFDt2cu2NyP5wgJbWJqIJiOjSYEA4GDtE+gxqslBaipTiwsuJBVcSdNIqmeTWLjbuQ/t5D40iO/8n1ksNeXgnLn03LnUzp2cXTtrlCnlCMrsnWmXdraerjZerqxLO2jXDlxcUikrLAebBUqGSH77BqTeAgAI6M28v4OVS8jCLNbXqAFXGwWZnEzu+ZOKjgYA1tqanjSJmTGDtdVz05MP7lOrV5MiEWtlpVmxkunXT7/lmy28l2YReXnqn39luugzZUVh+f0bqduelMQBAIfkd/aa3KvDa9YC/YzwZv518/HemwDgPbmn/7wIvZRZD0cfyzfcqASA6QGWH4bamHMXTlHs4/sbzCgfHYLIzua99qqaw979YU73Lm+Y2pxGEJv848NHu+fssrKuYDVvvknPekm/5RfKmLHHS7gkcf5FZ+tWFPy8dcOwdGL6vrhHPzMcFdBkd/cZ/Xq9XatvDHftGvLiRWbUaPUnnxjfzobAspqckuvJeaeziq6o6WoZ52LXOcBjVID7iIYEqVGVywrOJ+edT5Y9qZ47wrHmtxvg7z60k12nWrJYoUnE3JUrSPROd3VTf/cd6+ZGJiYSmRlQWEQUFirzi5jCQsuKUhLYWit9eDDS3OSgh4OVhYGTLBsm7qCsEgDA0hYAyN2r4GYkO/5tdtQ8PdeiV4icHGrvHvL8eUKjYbk8Zsxo+uWX2Xb6yZnG2fcXuX07QdOMv79mw8bWPUBcA+TmrHljHv3aa3ovXFSZcjPtt4zCSwBAEJxOHmNCO861s9LDbaxNdu4S0aHbByMJjmGnQ118ovz4WjnNwAgvwYZ+duYZGU6bj67z+0Pdh5lRcH9m3XKL8zGJvaDD12f06DxgBFhWcyDmNV5S+qy9fJbDVf++k/X21mP5392u+jNZOsZHsC4cTyJpGeSX3rl0byMaHXao6OAY1dOCcQ79fLK1b82s7ugrCEhSdeAQ62Ies/vrRsMoMwsvp+SeyRbFsawGngapCfAY5e867NkgNYxKUxKXkX8+ufTuE5apzlvsHOLlNizIua8PwXm+yzIhkUBVFevmVucWNF2WU3j/UW5Oap4iv8C1osStSuxeVexaJX6874iuHExKzxwz5+1bf+9xcnQAAFFp2Vdbd3/1yXtNaIemUSZVPi6uUKhpRyt+7aKwxpzdJk3hNXAYao2K+P1j4s55AGC7RMAbX7IWhg2p0Ex0QxUCSdIDBzFzZjM+zfAhk1Ry1q2jbtwAAM2LLzKLF7esvHnNh7p8ibN6NRPcS/3ddwaqoqwqKz7999T8f1iWJoDo4Dast/8bQpuOzSy29O6Tu2ujGBXtPrxz0DuDCANPkI8vVr9zsVTJQIQ7/+sBdk1L025QzC0fXTWSSs7E8STN3NwwrmeEkaI665FKed6+KzPCz9KhCVzGz0+zfbu+HhEqhh15tKRSxe4Y7tjTuW09dloiMqUo+tG3afn/AICNhVv/Lst8nQc83Hyu8HIqZcnttW5ijc4w7orlZExMPXnhzROFuiK94HxK3mnk8APVQWpeCPQYjYLUlD8syD+fVBSTRsuq8xTb+Du7DwlyHRzAbfyIBOr9e+7DVKaBmDzF5SfKawXKKjV7YKjgWTk4bexwJAGNLwcR9YtC4uIeIvESALA9BrNDXmlC+cbISkJc2Q+HviZoNevgCm9tYT38DVqdHpBUUgcPUceOEhIJANB9+rAvv0z3DG5sMWRSErVyBSkSsRYWmlWftp0BYl2ISglv/FiWotT//MNyDTixUaIojE/7PelJJMOqAcDbJaK3/xuu9s3yUpBkiO5/8U+fb17kWAsURZXyYgnHimfj58wyjCHU4QOx+q1LZVUqtocT98fB5pXa2Azz0SGY7T9Z7DmY0YF2/DXKgtcis/Em5UZevr129k4Lh1KCnvWS5s039VLsqUzFqrgKP1vq0LhWFdC09cGymrtZ+2+mbFPTMorkBfu91tt/bvXo8NN0miSP6rlmvGOP6nkkRHo6743XWQ5Hfejwc7OAmidV8qLU/DMpeadRGEUAoFi+7RNvq/te1k/cgSH5TlaugwM9hne29LA3mlU0A/HFKiEhryEHdx46AQDjhvQf0DdEVw5++Pl3h06eA4AvP353+rgRaFVGTq6fl2dot86FIvE7c2YBgG/E2FO7fgrq6Hsw6iwAdOvkP2bO26jwW3/vAYDeE15BG6CNtT2Rz1KrKCRSbxHf/usnw76/gw3o3dhj93W2NXhQQHbgTPhoL+vgSpQVEl+8RMQeM3SNzcXGln7jDdWhI5q33macnKibNznvvst9cyEVHQ1s7a4Gz0Lt3895azEpEjH+/uqdu9qmFgQA1taG9Q8gaJpITDRoRTYC18Hdls8ZGtXT9yUuJcgujjl8be6x6wueiG40vUw/p74/zuBYC8ru513/34GEj4/d+N+BlG3RBuop7Crk7hrh6MAnE0Xq18+KK1QNvdgMDs08/OY8AHR4pY9ZaUFCraKOHwcA8dgXWqgWBIAgz/E+HkOiJigYEqh9f5EP7uul2MNpMgCYHohnkJg1+aV39l6Zce3Rd2pa5uX0wsuDDr8Q+Oa/noIEBL01yHtaL0ZF3171d8n16jS+nF9/AQB68uQWqgUBwNqiXa8Os6f32TOc96V7TjhHYk0TyjKv1Nyx59PnH9Z8UOD3TY+Oc8KMqQUBgCKhr2vt3RZfffLe7KWf6i65eiMBADJjTmbGnPzoi++T0jMB4NDJc79uWPHVJ+8NCe+NNkhKz5w2dvj95DQAiL//aEh476COvmivLz9+92LsLSdHhy8/fvdczHVU5vvzXqlLCwKAgxU/1Neli4ejTKXJK5PKy8sBAFLj/7NRjZ8Nxhgxotn2nWDVETawL2iUxJ+riR0fExozygBTOxYCevp0zf6Dmg8/Ztu3J5OSOCtX8F57lTp1ilBr6tmPqKrifPgB55efCZqmJ03W/Pprfe4LbQCmVy8AIOMTjFCXJV8Y0XnJ7KEnQzu+weNa54lvn7jx1oGYVzMKL7F1eA3XD0pbl7otRvM0Z9GTE4kAwKg0j/fczNx/K+d4Yt6Zh4WXU0tuZJXdy6tIKZJml8qLJOoKOaOiG1udry3nj1FCNysyvYJ+7Yy4UMo0wWa9k7Hvliyv3MrLwXuKeWV+o/+J5FWpSh0ZnzFLTW1LsxjWY43Myzm2nwoAOGvXwtNMXE3mcQWdKFILKBjnZ9gsO5gmI1WUnLm9/Gjc/HJpto2Fx7je307o+5OtRS1pVP3nhAcs6A80k7j+ZOHlFPLhA/LWLQBgXm7KmKA5wDJs6d0nD74+d2XW9iffJdlGBXTcM7XrvTl+1DAB105DydKl/xy7vmD3hbHXHn0nqkwxtb3V7N782Q+79ml/3k1KHTekOg7/+/NeQYIvpFsQEnNOjg5+Xp6i0rJzMdfnTpsYf/8RAGTk5KK1Uxct840Y+9EX3xeKxACg1Y5RF6OHRzQ4FPHjO+SFXQAATv+9bJyamIzXSEEZWAsbeHcb/PMbEbmFiD/F5qfC4h/BnIJU1wrL5dBjx9CjR1HR0eTePWRKCufLL5jff2Omz6QnTATBf2d7MQxRUsJ9+y2iuJi1sKA//oQeNMg0dpsTTGgodWA/cdsYchAh4Nq9ELgopMPse9kH72bsLalIOpXwgYOVb6j/XH/3kSTR6MjJ6mfyV5I8Tua+mw3Zl7LgUgL0j8Ox5FF8LingcARcUsClBFyuJZcU8Dh8DmnB5fC5lAXXSsD5JYj3ziMmp4p+7YxoxwhhexsTh3p2DvcruZHV+d0hZpKbWAv75+8AkDXSv0ttL9EWBJdjOSrkq6Pyuf6pTLuiYs4P32s+apYf5MEUKQCM87WoP9wuxiSwrOZu5r4bqds0tJwieaEd5/bqMJsi6/Ol8ZrYg+RQyT9ffvD1OReH21wAzcsvsw4tr0dcnl+Rd/ZRwaVkpUiKllh5OrgN6+Q+rBPPwQoAGJZ+UnI9Ne/M46LLVYriO5l77mTucbD2CXAfGeA+Si8zBZvMgL4hURejH6VlNHD70G6dL8beyi0oCurom5GTm5SeOX3sCAD4Yde+6WNHHP5l09UbCXeTUuGpdkxKz8zIyUVDxnWBBouVD68LL+90zrrDegQyygXQfTAR0Fsb1IXtPhhFemnsARoxRhdBsKPmg18wbF9K5KfDuhdh3tdsV3NJclUfJEkPHEgPHEgmxFN79pC3b5NbfqL+2KXevoN1cyMKC4i0dLCxZjp2ZNu1owcOJOPjNZ9/0cY7BbWwwT1ZiiJTUohKiaHTs+rC5ViGdJjT03fWg5xjdx7/USbNPHf30xspv/bqODvIc3z9D98auA/tlPFXtfhz6OYBAKpymc/M3rRUqZGraJmKVmg0MpVGrqLlao1crY2MBQC0XE3L1Y01/nUe77fB/XOdHGcdznszJra9XIoEpaWHPceSx7HgUVZ8DtKXFlyOBZ+y5HIsuJQFj2PB41hyKctmuWki50i1VFmVIULukn1/nNGcAg0Bm3DDslAiF7Du01veDJJncbXvGhLwRtSEHbN/t+CcOskMHsz06dO0ouQ0RGXKAY8UmyW54luX739RLs0GAF+XAQO7fmRt0aBYE55ju3KsuIVf7LF4ks5w+cyslw1sqT7RSFWFl1PzzydVphahJRwbgdugALchnWqkgCIJytuln7dLv8GMMqvwSnLeqeyS62VVWTdSt95I3epsFxToMbqBQWoMwYcLZ/ee8Mq0scMBoGdQQNTF6AF9QwDg29/2nNr1U42Nu3XyX7V5C9pgQN+QnYdOzJ02EQByC4p6BgUAANKCiHFD+o+Z8/aXH78LdfCvELywy+XBPVLOJaU2jFcvFd8SAJj3d4AoFwDAybOuEp6LwaeS1EKliNj6PpGRCADsyNfZCe+YRV7jBoNCFRIA6vUbiPQ07rvvoXw4bEd/1Y4dhELOCvAAzX/gvvM/MjFRs34D3d806p9lNcm5p+If76yQPgEAS75TsN/LXb2ncqmGnqn880lVGSK+i43HsE4c6+dPcGNpViNT0Qo1LVdpZNUykZarNXKVzpJapCQtU7E0AwBqito9IDzN3ZWn1sy5eq1DYXGjDpmyqBaIlCWXY8HjWHCpp6qRY8XnCLgUkpWW3Gp9idSkFQ9IggCQZJQkfHwcDZGbVW5iLbL3XnW4k/1guLP/yiOmtkU/sCxz+NrrrleSh53lsXb26j/+YO3tm1DO4TT557cquztxd45oqY5lrRKpoiT60ab0ggsAYGvpMajrx17OYY0u5ZU5/CcZqdwuimmzAhcO0L+VeoWlWXFCdv75pJIbWayGBgCCIp37+rgN6+wc6gVUg977SnUlmoycX3oHLSGAcHfsFeA5uqPrED5X/97MNbKSoKkk2qnEB6POxt9/VNdUkjdXbDj8yybtvtpJJGh6cmbMSXg6VRkA3p/3CgCg6SZQ9ySS6ukjT9KcxE8sST6oOURJCRQVgkjEhPZhxo4hL15k+vQGaxsAgCoJefMWM6Rm0PLnYoyZxbXD0MTRb4kLfwAA6x8CCzaz1i3tyVVRAXZ2NWKdq7//nmn8HORWD/Xnbs5vO+jJUzTvvWdCM1iWSS88F5+2E81l43Nse/rN7O4zi899Tp8lCm1qFBur0UgUaplaJVN/+kgVU0FQwK60lwZrpHxHKyQiNQq1Rqai5SqNVE3LlRqFhpapNHK1Rq6k5WptjIYmEPLFZIduHonrT5XE/TsmMuzk2/o4LL1B5D3hvvQSTULO72s9fBv94DNbquRFe69Mm7BP45PFYXr3Vm/a3IRCpkWJMirpz16wG+tnLqHC2zgMq76b8dettO1qWsEh+aEBr/fye40kGh39h4yL5X78MWNpfYE/WqUm3IcHdX53qHkm6JZkiArOJxVcTlVXyNESu8B2bkODXAcFcKyaOHYhVZSgyciiyupONRSkJsBzlG+7QRz9ZbE3SZK6GqJTl+eGoSYKCngzZ7DWNgBAVElUBw6wro0enPR1tjVRQieSYqcug4BQ+P1jIi0B1k2FRd+zPuabvKQW7OwAAKRVprajBcD07AWwg4y/ZVozCIL0dxvp7zYyszg6PnVHUcWDG6nbEh7/2c3rxeAOr1ryawZ61dmRYBsQvEqPcGwEHBuBBcB3vrDhRsWxx4rPyq3XhHk0PLUxrdDQcqVGpqblao1CTcv+7ZLUyNS0TKmp7qpU0woVLVOrZSparqblKrS7puo/7pJqqZJrpbenbfOp3LXJCYjMHhZerUgLAoC1RbthPdeclnw09zdKcOsWdfIkPXZso0q4L1ZnVNK2XAJrQTMhV3zr4r31lbI8APBzHTyg87IGjg4/C7V9OwAwr73cI3jo7VUn8s8lMWq6y9LhhNmEKVVXygsupuaff1SVKUZLBM7WbkM6uY/s3PygBFYC52C/V4P9Xi2XZic/OZmS/49EnpdZHJ1ZHM2lBL7tBgV4jPR2DgcAovEO4iZn1eYt2m7CZ6k/JQnr5qb+7jvq8GEA0Eyd2gQtiDBR76AWcR7x8/+I/HSWpGDKEnboq6Y0pvEQaam8edUJV9iO/urvvmNtzDrUtqngjRpByBWqI0dZJ3OJgpYrvnkr7fc8cTwAkAS3c/sJIf5zbQT6SUWjX35OrNrxUAoAGyPsRnoZ4zWfcyIxdVs0+lvQzjbid/0nlWk6Mik1YQxHzaZtXuQVWucDtOVy7u6n9OV/Jh7jswK++o89jcpjtDquMipT/kqQ1fvBNTM9YIxMlbwo+tHmx4UXAcDW0mNI95WewkZHg9OCQvqzDg7qgwdZHr8qUxz/yTGNROHc16f78jGGzpxUP6yGLrmelX8+SXQ7G2gWACgLbruIjm5Dgxy6uhvuS7qw/H5q3pm0/LNyVRlaMmdIlLWFa1JuZPSjb1RqSQ/fWf07NzrsgEl6B+vh+TmLW0BWkoZBaJTw10Yi7hgAsN0Gsm98BfwW4nvH0EBSRFoqFRMDAPTUaVgL1gXno4+o63Hq5cuZkaNMbct/KC5/dDN1e1ZJNAAQBBXgPjK04+sO1j6mtqsmB1JlX8VLAODDUJsZAcZIxZZ/PqkkLsOinW37CT0sXG2N3D9aDxW/fe7y5+k8H0q460ITZs+ZP2pavu/KjH6HRJ0fcZguXdVbtkDDfBWq1OywIyVqhj0+3snkE9LbOAnpO+NStgAARfL6+M8P6Ti3WcUxDG/2a0ROjuadd+kXX0TLZHnlCR8fVZbKHHp4Bq8ZT/JMcMYrUoryzycVXU1D4wkESTgEt/cY2sk5zI80cI5dXXJKYlPzz5ZXZU/tt1Miy999aYJ2VUTnpT19G/fR2PLkIID2+dzkB7XpBot1YDl8eG0tBPWF3Z8S96/Axmnsoh/A1c/UdjUAkgIA1j9A4x9galPMHTakF1yPI+PjzU0Outh3HtfnW7Ek/VbajscF51PyTqXknfJtN6hvwHwn28AaG5tQEs0IsLQXkMtjKr6Kl4jlzOIehu37YVnWfViQbm5iM9GCwDBWJ84CgGzSGKfWqAUBgEtZjAn9+njFa17ZlPXDB9T+ffSslxqy44nHcjXD9nHlYS1oQnJE1y/d+1wizwOAjm7D+ndeaiVobk5h6tx5IieHcXZiJkzULrT0sO/9zfSEj46UJeYmfHy01/qJzQwp0HCUYlnBhaT880myvHK0xMrb0X1YkNuQQJ69CfKGezmHezmHo5RUlfIC3VUSeb7x7TE+xDN/NAHTy0EE23sM4e4Pv7xDFOcQG6ezcz5new03tVEYvcGEhAIAip5qhghtOo7q9XmFdPGt9B0peWcyiy5nFl1u79Q3tOMb7sJeNe40U4nCkV4CdRisiavY8VBaqqBX9LUznBlGnjrTcKpO7xVW0hX24DmxzogMrQAn28Ce3RacHr912n4B9dt2Jrwf6+393L0OpsoAYKp/CxldMTkMjT7p9UWVvOjKw68ziy4DgL2V1+Buyz2EoXool6bJnTsAgJk9h+X+55UtcLbu/c20+I+PV6QU3frgSOgXkzmNT+zbcBgVXXQtveBcUum9XBTXn2dv6TrQ321YkI2f6b2A0OwcHvc/n8o2Fu5g0i95o1EpV9laNOt7wPSDxboQCin8/jFx/woAsANmwPQPWMpInzsYQ8MbN4aQVKn++LMhLzYTUqUoTkjf9ejJcZpReQhDJr+wFQDuZu7LLLrsZBvQ02eWjaUpgx5H5ys/uFqhZtjBnvwvI+wbFquh9VD12mhhtvTxy309F3xtalsMCwvssbgFAYcehCRwGT8/zfbtLKe+uag3C1WLLpYJBeSZyc5mM7XA7CDEeRD3NwBAz8GsZ6emeVk9C8OqEx7/EZ+2g2ZUHMqib8CCnr6zCEI/vS1UVCTn668ZNzf13r+AqkW/aqqUCSuOS9JLLNztQr94kS/Ud/8cC+UP8vLOJxXFpDMKDQCQXMrpBV+PoZ0ce3mbW3R6AEjKjUzM3K/USDwcevXvsgQIIr3gQpf2kxq4e7lMKZI0NzOQHnGyEdhbPmcmX6VcVVwpf+6Ycj2Yhe/gsxAX/oRj3xK0hm3fCRb/xNq7PH8fjNnDXbuGvHhR89579OQpprbl+chVZXcy/nR3CPZp1z/60ebEzOrcRE62gTP77zWtbXdL1G9fLJXT8IIrb/NAB0GbGRisun9V+PZKFZdVH/+bY93yUjI0FplStP/itBnb1I6lJD3rpf+3d9fxTZxvAMCf9y6pC1VKW6RQoTi0yLANd/eNjY3B0AlswxkuU4YNHzIGDB0bxe2HbEBb3Cq0QAWoUk2a5O75/ZGuQJFa0os8388++7SXy91zXJo8eeV5NaNHv2HnSWczTsQpR9a1HV2XJpG8hiKTWzAIUhO0v+GEDejfuOztRg+T/z19c7F27rBfpU6tak/QYZFkplHLhwxmScmaadOFTp1et5ug1Fz5Zv/TW48sXe2Cv+urq7XFlUlZ8UduPz55V5mUpd1SoXalSu0CPVr58TYlLpRTPhCQvXhLT1ybcyf+7+oebTo0mFv8WrOvxJIeQnQ4RFyCyFD29LlasA6u6BfMAhqjXzB6vGlZkTcQEa4mq0/HKU4nqBKy89c45TkIcrN4p7JlG28rd5tXf3XJVKhkHJf4NMcE00EAYPdvwJov2NNksHHAkT9gzWKv4kcMFR9yQPbdd2KrVur5C6SOpbi0S/1sPtUzK/fZAJTx3Uq5QLgORaRrRp9Iy1RhbWf5qnZOtnKD+4KuD6kT+nteTnrYwa/ijA1Sx1JO7iedvRQy8b0t1pwI6pUrxTqvrsaVohS77EtGhMN93VytzKzFuNhYZChb8vGz35v1EofNg8exLPkhuHiBiydalqxdLVvx5H83v41NOgMATrY+bepN83TWcd1Zfu9e2dKfsUoV1eYtb27IFNXCtXkHU8MfyB2tgxf3sa1S+lK+Qq768dnIxGN3M+7kj8Oz8nDwalezUvtAK3fjmy55NyHk5LX5Iqor2Fbt2WSpg03J1u1gSQ8hKgwiLkFU2PMpINq7gH8QBDRBv2Cdz3a4lyH8L155Oi4vJkOtyM8Mwa8C/4631dveVoHOzxqetblgbW/n4sw4eQPDTQcBAHIz2OovWFQ4MAbdx4hdRhVzeh0xTOzJE4uBA8DKMu/wUeO6lfsujEpIzV9z2UJu/0nHU4YwEiUuSxh1Iu1JrujryK9q5+xs6kmA4nG0w5DhTMSMreusK9eUOpzyc+L6PMc/Qlqcs0B3d9WWrWD9isFh62/mrLqe/ba35U+tK5R7gEajUDqIbYfigEns5Fa267v8TTYO6OYNzpXA2QtcvcDVG1w80cULLAr/mwui6vK9zWHRGwVRJZfZNPUfXa/aoFKsh15EwKo8+aBBLC1NM2eO8E6bop8giNe/O5J07p7M1iJoQR97v5JNYUER0648TDx2N/lijKgSAEBma+He0s+rfU3HWsa95mpKZmRI6MQs5WO5zKZTwwXV3ItYZok9ugcxV+FuKNz9l2WnF2xH2woQ0Bj8G4N/Y6xUQ89RAwCoRbz4SHUiTvm/+LwMFWo3VrThWnlZvuNtFegIFjxX29sZijcB+Q0MOx0EAFGEkFXcobWAiAFNYdRPaG18X01IAYvBg9ijR+rVa8TAwKL3NhjJmRH7LoxWqbMs5Pbt631T3aMY78vlIlkhjjiWFp8tVLLl1rd38bA15Yzw0YLh1Y5GP2pY0fnnXVLHUq7UgmLH6UE91qRWfMILXbtpJhdeo1lE6LwvOVUpLm/j1LwSDbZ+NdSomMyCWzAQ4u8CAFg7iNN2gKs32/UdO7m1iOfaOYGzJ7h6oosXc/VK4jP/Sd7ziEvR8BDg2aVFrc/1tIQuv327bPUqsXp19cZNxX0Owu2lJxKP3eEtZQ3n9qpQp1hpXG7C0/jDt56cjshLywUA4Jlro6qV2tV0a+bDyU1kMEqeOutg+NfaQrPBNT5uWnN0oT5llvQAosLgbihEh7KnyQXb0c4J/IIgoEm5pYCvJCBcTVafiFOejlM+yRUB4O1K/PzmFbS5IAAcuxk36ISyR3Xr2c0cXu4xL5LBp4MAAMDuXmDrvoLcTHTygDHL0JwaBkyM7Pvv+QN/az4ZJbxnNOuva/uL89SZyZmRbg7+lnKHPE02x8nknEGs+pChwtEn0iLTNa5W3Or2Tj4GUDpKH1S5qbI+va2VLO3Hb2yD20sdTnlLyYw48vewDzbIZQJTf/+D2KTJ84+eic+bcOaphw13oLeb5I3WBogpc2DLTHDywAGTAAAiL0FqItRvCzYvDbDLzYLUBJaWCCkJmJrAUhIgNQFSE1le7iuPLNg6cG5V0cUTXDw5V2908QRnT3TxBLkulvBRKC0G9GdZmepFi8XmzUv01Ig1Z+L+us5kfIOZXV2C86fuvdynoc7Ke3wqIvHEnazo/OzHroabV/tAj3f85A4mOD8dUbwYsTrs3q8AUMW1WadGi6zS07QpIIu6BBkpz/a0rQD+QeDfBAKaSJgCvs6tNHVksrJTNeuCXBD+SwcBYPZbDj18Snz7DKLuYJGwZjOYuRdWf8Ee3MRvh7JBk7DVQKmDIqUhBgXxB/7mwsOMKB3UFjq2lDt4uwQDwJOnNw9fmeZiV717458ljgwAABwt2IYOLl+cTgtPUn94NG1tO+cAJyP4oy6pJ1sX+yrZU08bM8wFAcDVISDwrbGnY1e2P2Ypmz9PveU3rFCh4NHdUbkAMMDfhnLBl7GEKLbqM0hNQDsneGcIunox/yav3dvGHmxqFrQ44H+bMTdDTLofc+v35NhT9tlqRyVXUahgmZnN52RCzg12/0b+uQr+7+CKLl7g4gkunszVC108wcULXCqVqFAGv+sPlpUpBtQsaS4IAAGjWltUsHmw5wpn+ezdoODlgRoxJfRBwvHbKaEPQBABwNLZpuI7Ad6da9t4VSjpuYwIY1yzmmOroPu9s997XD6HO1oxpVjwKNo4gn8w+DfOTwENeERTZWv0eTEXfF5itvjK7UUyjk8OrOAOU7bhzsXcqW2wbT4+uMOGTKUaNEYHgxsDALt2nalVKDfK2yeX2yqUqfdzE8OjN5Z1pQEdsZHBL22dvzzz9Fxi3sdHU39u4xzsbqCT/kpHIyjdQi4CgPCuCS5JV0wNq7+/r93ZuLu3K8dlyObPU//wo3b741zx/CMVx6CPrwTlfw0cO/MH7PweBBX6BeGI78HBtXSf8LHZ187G/JAJieADAV69atT6wsLCCQEgOw1SEyElgaUmYkpCfstiagJkprDMFIi9lh9GQTyO2jTRC1y8wNULXDzB2ROcK71cQohlZ/M7dgCA8MnI0l27z6Bg1yY+9j4uyieZEevOabLz7Kq7Vn+vidzWMnz6/qc3EwCAs+DdW/lXalfTuUFlw1n4uCzyW0AVmSwiDJRZ4BeMLl4AwJ7cZ1FhGBHKokK9M1IK5pIo5aCpXseuXjcMaIKevoacAhYomDvyuh1K3SJgHOlgvoFT0DeIbZ7Ond8DD27i6J/BxUvqmEgJoIO9WMOXuxcN129AUJDU4ZSGs61P+wZzD1+efCHiFw/nel7OBnEVMg6WvF1h9oWMkFjl2JNpi1tUaFtZF91VhiExZLnfU8hxkNl1M7I1zXWIAevcaNGfffsPWaOxCg3lQ0KEbt0AYFdkDgB0rGrlaGEEn2TlRttBzK4cBwDsPBJ7jCtdfcFMReLp6wsfplwAABd73zZ1p3o41S94FO2cwc4ZqtZ51o6Y/7QUSE1gqYmQkoAp/+WIqY9ZRgrLSIGYay/GysDRDbQtiM6e4OYNLl7c8TNcTrZQr54YXPplju19XADg2vxDWTHJMlvL9BsJABDwSSv35tWBgWe7mhVb+fFWRpUDFEWbC3I/jcgfIQoA03eid032589w9WT+X4iNA/oFpbb9OM3xxQq4SZnlGmvpIHg62b4uF7Sz4Hr4WL3jbVmKsYNgaGWoi4MlPWDLRkNqAlrbwfBvsU4RU4SIQZGtXMnv/EMzdKgw8hOpYym9s7d+uHZ/h6Xc8d3WO8q+ApUOLb+atel2LgDMecuxu49BjG4sI0QxZXh77xhN8nudHD6ZLnU4ErufdPbutq967bNEKwv1lt81bhXb703KVOH6Dk4N3YyyuV0fWHwErJ3IkuPQtgJ8vBgDS9zZCgCCmBca9evle1tEVFvI7d4KGFunSv8yrpHNniZBagKkJkDaI0iOg5RESE1g/9VBfAVbZ6xUDZw90dWLuXiCq1d+42KxZcelqdNznep5A4AmW5l8IbZS+0BRLRjyBBGmyEa1kqmUkKcAtQLUeaBUgEoBKiWoFEylBLVSVOYylRJUClQpmUoBeUpAASrXxAGTC88f7zYGu4+BIxvYvSsQ0AT8GmOVQDC8hYnLrmBmsYDIl7yZ0zjGDhaC7lVhxu78xUtWjoNOH2PPT3VSWZ6UAzEoiN/5BxceLpSyD8QgtKz1xeOnt548vXEgbMLAFpt0tfxA2X3awN7dhv8uLGvWvxkpCvHDWkbfgfggbHtAjEYjZ45DJ2DRu5u4au6t7rfrfefu34F3QDZn1qFJSzJVWN2Bp1ywAHd2F+z8DjR5WL0+jPyxdKsYxD45febmD1nKxwAQWLlHi8DPreQVyh4bVnCHCu5Q44XahCiK7GkSpCVCSgJLS8CUBO56KKQ/RjlCThqLTgO4/MI6mRyHjhXB1RNcvJirF7h4oXbWc4WKL6+5Z+fpAJWdAQAUmTI7h0rtAwFA97kgIqiUTJWLKqU2S4M8JagUoM7LT+lUSpanQG32lpef2BWkd5j/gwLz8piggmKU8Sr4vH9xbjD3ircIRRYAQMfhaAwdwTpRilxQy1A+xkoErWxh7HI4sQX2LmFHNkDMVfjkR7QrfdVNUm7E+g2Q57k7d0ChfGUFNaPAmKxb8A+//29gcsbds7eXtK79tdQRPTPI36aCFTf9XMbyq1lPcoXJwUZem2n7FgDIeLuBnY3Rp7Y60ar2xD19LlZ+mGp367Zyy+/g22OAP/3LAABAnoJtng5XjgOA2OFD6P15KZYkzsyNP31jsbZ32NUhoE29qRUd6+g+1OdxHDp7gLMH+DZCAJaWym8ZxNQO6g0bRCcblpYIKYmYEs9SEyA1EVIT2NMklv4I0h9BVH4x1PwPf45nTh7a1JC5eqGLFzZsBxY27MJ+tvN7UGSCixeOXoLe/5XmQAR1HlMp8tvYtAmcSgGqPFDl5mdpaiUoc1HbJpen1CZ2/2VySlApWJ4CVHmgyXshktdgr9nhhWSXMZBbooUNs7BCCyuwtAILa7CwBgtLkFuDpTVYWIHcCqxsmNwKtb9aaP9vBVZ2AIDeAczaART/9fzWbwPaw5KiGGU6qIXtPmA1GsKqz1lUOMzrD6N+wuoNpA6KFMXaCmvVYjducGGhYisj7ui3sXTpGvzdn/+Ovn7/D0/nRr6V2kkd0TOdqljZvMO+PpOxMzI3Ry3ObuZopMPE42OP17iSiwD2w7+ipkEtnrNs3/zHw7Hv998u63Pq913ujXrUaCR1UNJjCZGwZgJLjgMbe/xoMZR8EJEg5l2KWn/l3lYR1ZYyh7cCx9Wu0rcUA7DKiN+8halVYqtWoq8fAKCLF/gBPD/NGYAlx2lbE/P/S0tkqfEsIyW/6zkKAIBZO2DTHqDIzM8FASA1gYWsxlE/Q+ghbss3BTkcFCdLK5LcEi2swcKKWVqjNkWTW2mzN5RbMQsrsLQBCyuwtGYWVliQwFnYgIUVWlgyS2uwsEYL64IaPUX+vb92BxsHcdoOduEvAEDtTGEzUea3SCNOBwEAq9WFmbth7ZcsKhx+/Ij1/gI7DJM6KFIEDAqCGze4y+FGnQ4CgJdzULOa4/+9u/z41W+cHao725ZyqUp9aOVpubqd06en0kJilRl5+GPrCjIjHE+Rs+0XmcjS61W18TKpUT5l5Gxfo3KnTw/eOtn1esTyU0tsRvyKYFJzyUuKO7cbfp8LAFCtHo78AZ09SnqEe49Pnr31Y7byCQNWu3LvtwLH66R3uKTYkyTuwN8AoHnj0Gp0qwxulSHguS35T78PaY9YSjymJoKIAAApCc/ayQAgNwsAmKNrfi4ot0C5NVhaM0trlFuCpQ3Irf5L1KzAwhosbcDSCuT/JXly6/zmOrkVWloxS2uQ/5fbvRhJ4YBf8/ObN5aeqzd2H6vbQxq4xPScsn9zMe50ELRzu77YAH8tZ0c2wN4fISoMhi9GK1up4yKvJQQF85s2ceHhUgeiA0E1hj1Ku3I/6dyBSxOGtN4m5w2o266Bm3xjR9eRx1PPJeaNPZn28zvONkb1556cesP3XBIAZ/3BGKljMTi1qg7u1LRxnftTqzx+IKzfoBk9WuqIJJKnYFtnQ9ghAMB272P/Eg/byMyNP3F9vnaxCleHgHb1Zro5SrbSAb95I9NoxLZtsWrVovd+CVasBhWrvZBaVQ4EFy/4b7YKegcAAPrUxaWXiszhXjhysTeS8peYnpOek1f0fkUxwhaDl3Ec9v4cx61Eazt2439sfn+WECV1TOT1atUCK0v24AFLS5M6FB3o1Gihg413Zm78kcvTpI6lMN8K/JZOLhVtuPAk9cfHUrNUxvQG/njXTza5XK6HA2tcmpmhpu1QrDKTs1/YeYDIgN++jbt5Q+qIJMASotjCASzsEFrb4ZhlReaCiIXL80Y/Or719ICE1DAreYU29aYParVVwlyQS0zkDx0CxnRbdUH8Yh3Wb4N+wdisJ3YbDQD5TYDkRT4tu+n1+Ms2bT9zUfeNINpc8A1lCIvPJNJBAADAOq1g5h709IXUBFg0hIUelDoi8mook4n1GwAAFxomdSw6IOdtujdZIuMs7yeduxpTxOKn5a+yPb+5k0s1Bz4yXfPh0dRkRSkL1pezpzkPqhyPAgD23odSx2KIdkXlAkDDlrUvNFcBADd7JiiUEsdUvtj5vezbISzpIVauCTP3YL13in4K42Ien953YdS+C6MuRa4FgMquTeys3etU6fd+m321K/cp/5GCz+N+3QCiKHTuInp66vK4rt44eilO/BWHzX/FunzEmOkwFwRTSgcBAJ0qwdTt2LwPE1Ts1ynst2+YRgctqETnxKBgAOAum0J/MfxXmxoAzt9d/vjpdanDKczNmtvU0cXfSXY/Uxh2JDUxxwgywtjDS92TOZWNnO/SU+pYDM6dNM2dNI2tnL1bt5bi3X5PKgp8chq/9Cep4yoveQq2YQrbOhvUKnx7MEzeik6VivO8rNzEg+FfJaSGJ6SGX4paeyf+b0u5Q7/mv75Td6qlXOIJ+OzBA/74ceA4YfjHRe9dEsbUI2BI+o/5KiUtHQDOXAxftmk7APi07LbzwFHtlv5jvgKAO9GxPi27+bTsNmnRzwCQkpY+adHP/cd8pd2y88BR7aPa4wDA1TuR2i3a4wBAwT7aI7zyvMs2bV+2abtPy253omPPXAzX7u/Tstu0pRt0mAuCiaWDAIAyS3x/Dg5fjLwF++dPWDQE3lDkk0hEDGoEAOziBakD0RnfSu3qVO2PKISEfpWblyp1OIXZW7ANHVyC3OVPcsUPDqdGPxWkjuhNFKp0l0MXAEDo3bscFjPM/7xUZHKbZ3JLPma7vnth9L3h0TYN9qxhbcGx5rW/ODekooZH2aHD3KVLUoemf49j2MIBLOwgWtrgyB9x8LTir1aaqXj0/K+xT/4HALaWLroPsuT49esBUejRA911XNbeOIsKGKLYcyGTFy9NSUsf9uU3u1f9AAAzf1wZey4k9lyId6WK2o7gXSHHVi+YHnsuJOZhvPYp3075fNtfh7VHiH/0RLv/5MVL70THpqSlT168VLsFAApyxNedPdDXZ9mm7aF/bY09FzJkQN/3+vXRYS4IppcOamHjrjB1O7h4scRoNq8fu3lW6ojIC9DXD+3tWHo6i4uTOhadaV3rSzfHmgpVWkjYV4gaqcMpTLu0cRtvy/Q88aOjKVeT1VJH9Fo3w9b4RvEix/iBQ8vhdNrPS27n93BhP0SGspNbuZ3fl8N5SydbjQdjlQAwyM8GADgmb97xx/+9owYAbu4s9vSptOHpFftnH7dwIEt6iJ6+OHMPNupQ5FPy1Jm3Hu49cnk6AFjI7Z5/yNMwVpgEABYdzZ/5H8pkwocGsQw6eZ3NP85t3HPo5h/nAkBKWnr4jTvahrol67c+Tk4FgKC6ga7OTgBQvYp33Zp+AODh9uz7Rve2+cU0JowYmpyadjsqZsKIoQUPhd24/brzNgj01/4QfuMOACSm5+g8FwRTTQcBAL38cMZurPs2y8tlK8fB3h9BNOgWEXODwY0BgJnE/GItjpN3D15iKXd88vTGP3dWSh3OK8g4+L51hT41rHI1MPpE+r+PVFJH9ApqTa7N3hAGTPnOW+jkpK/T5CnYvSvs7E62fUH+lgv7nz36/M8G5kCMQi1i44oWle3zayw72/o4Dvs6rrLAZ+WwuTOlDU9f1HlswxT22yxQq8SW/bXf9t+0u5B7NyHk79DP1x/reOrGwqhHR9Ky7rk5BNT3GazdwcslKNBbv1MHio9ftw4AhD590ZkWUzBo2pxP+38ACKobqG3biz0XMrB7x1IcqqQ2/zj384UrddtHXMCoKk+UUP7iJcc2w58/c8c2472rOGoJOLhKHRcBABCDgrhTp7jwcLF3b6lj0RlbKzdtbeorsb95ujbycTe4wooMYEZTRydL/tfbOZ+dTp/fwrFTFcOaY3gz4vdGVwEAZO+N0OWwp8cx7FEsPLwNCREsIRrSEp891Kofetd8vh6HNtVg2elop7d8tLS2R+QCQD8/6+c31q3a7/hHJ90XX7cMv6YOCRG7GUqioxuPY7jVE+FJDFhY4bAF0KjD614YgpgX++RsZOKRB0nnBVEFAJYyhxoebfy9OznZVRdRaFXrq1a1virP2IvE3bnDX/gXrCzFD96XOhbyTPUq3rejYlo3Dbp6J1K7JSUtfWfI0dhzIT4tu7Vt3tjV2Sn8xp070bGBvkVXnI16/DQwuGUewLGbcQAQGNwSAPIAAoPdtVvA1r1Dj37HbsaNGvf5lcRsSMwGW3fto88/EWzcp30xVh+5IJh2OqiFHYaxGvVhzUQWcw3m9YMxS2nxEkMgNgoCAO5KOCCa0gpCXs5BTQPGXIj45cjlaUNabXO0NcT6yeMa2LnacN+FZU07l5HTFPvWsC76OeVCRLVm7zYLNVPWrsF8fUt9HJaZAglRkBiF8REsIYo9ioWXZpUhLwePalDJDwUBAMT+X3FbZoEiE6wdxP5fAQBcCuFO/o49x2PjrgbyEr2cpIrPFhwsWFvvwkl8q9aLztzo02Gfmlv6AwYHY8WKkkSocyz0INs6G1RKrFQDRv+M7q8oyCeK6ocpFyISDsc+OaMRFAAg5218Pdv5eXWs6vZWwZLiDF5Ysw4NY1wdv3YNAGj6D0AHR6ljMXcFtWYOblrRvW2rYV9+AwAF/bmNew49uGkFAHw75fPGPYfGngs5uGlF1w/Hax8N/etNZSXup2R1qGOInwXPYzFJGVLHUB5Ydhqs+pzFXAOOw56fYicdz94ipWAxoD9LSlKtXYsBktX60pP9F8fFpVx0svUZ2Oo3OW9YzW8FjjxUzjifISKMqmf3SR2DqNx+K3ZP9c+XVMjg1PMXlGjRGvbgJiREQWI0xEWw+Dva1RcKQVdv8PRFL3/O0xcrVUcv/+ceE4FxAAAp8eDqDQBMmQPfvscexwAAevlB7y+w5Oue6dy08xlHHiiH17YdV9/u5UcT066opowLiJCpatbA1b8aSApbFmzrbHZ+LwDgW71wyIyCFcy0EMX41NDIhCMxT07lqbMAgOcsqrm39PfqXM29Jc/pfRJS2XHXrsk/+xRtbdU7d6HdK+4p0ZPoJxnlmZ8duxmn79MduxnnW7H03yh83BxMv3VQC+2c4ctN+OdS7tgm9udSiAqHj79Fa4mLC5g5sXFjPiSEuxwumFw62LnR4h1nhqTnxB6/+k2XoO+kDufVOlWxcpBzE/73dM317KQczfSmjtKmD4hiysG1jTI4lXsFbNnyDfuxlHhIjGIJkRgfCQlRLPkh4Ev9h46u6OkHnn7g5QeevujpW5BMvKLQDvtvFLWrd/5JrGzZjJ14egccXMcSomDlOPALgn5fYdXaZb3O0spQ4bGHSgYwKODVi994Oje8NLqf14w/7e7ey9u2Bd4z5hU7UxPYL5+yxGiQW+Dg6di8T8EjCPg47Vpk4pHoR8cVqnQAYExWza2Vn3fH6hXfkfOG0tRdHPwvvwCAMGgw5YJEcqVMBxdMnpAY9xAAVm7bo9N49Injoe9E9G8M679mt87hvH5s3Er08pM6LPMlBgXzISFc2GVhyHtSx6JjlnL7bk2W7Dz7wb3HJ2882Fm36kCpI3q1typZaJc23ndPmaOG+c0deelml0U/PhH4TzYAzw16X3iuZYspsiAuAhKjID4CEqLgUTTLU+Q/VLCTtT161gBPf/DyBU8/8PYv+5c95C2g3QeseV88+is78RuLCofFQyCoI/T6HN0k6PfZG60QEVp5WbpavfYmNW74+ZnB5ztuSJFv+FVo1lKsUaM8I9QVdvkYbJnJ8nLRvQqOWQYe1bXbk57ejkw8Ev3oWLYyCQAY47xdmvh7d/Kt2K7QrGGjwF24wN29g/YOwsBBUsdCSKk6i08dDklPTen73rBTh0MAoE1nYxu2XPC9U2aJg6dgi35SB2SmWGaWRY9uKJOrjxxBmQk2VEckHDx29RvGZANbbHRzDJQ6nNeKfiqMPpGWnic287BY8k4FC06aVsIjO/v3XJkkWso0q5dBygOMj2CJ0ZAQwZ4mF95VboEe1dHLj3n6g2cN8PLHCu56jY1lpuDfv7B/9jFRQI6HFv2g51i0K795oAjQ/c/kx7niz+9UaOVp+YY9M3LiHk0fUv8Kl+fpwn7biTJ5uQVZdkxQwa4f2P92AAA2bI/DFoCldWLalYdJ/0Y+OpKZmz/Xx8OpfoBXZz/PDlbyClKGWzby4R9x9+5pRo8WhrwrdSxmhzqLC/FxcyhNOrj39801/GvWb9z0wb3oI3/t+2RCiVcNlxzT5MHmWSzsIABgcFf8YE6hUSmkfMg/+pCLiVH//LPYsJHUsejF6ZsLbz7Ya2Pl9m7r7Yb80ZWYI444lvokV6zvKl/exslWXn4ZIUt7DIlRGZHHuWN/OyhFtAL2Yncucjxzq4peNZiXH3r6gacvulYGToJmTPbkPuxfyq6cAACwsBLbfcA6foRW5THs8lyi6vPT6R423IHebkXem4iYPVUmLKnwlFP078l9algTad+ApT+CVZ+zuLvIW8DArx/VqxWVcCTq8YlcZf73ATfHQH+vTv6VOtla6bhWc/njzpyRz5yBTk7qnTvRgj59yhulg4WUfuxgBWeDqOReaiizhI8XQ2BTtn0hCzvI4u6Kn658cyErog9iUBAXE8Ndvmyq6WDrWl8/eXo7OePuofBJvZuuZsxAK3162nKbO7mMPpF2LUU9/Gjq5s6uVnzRzyqNPAVLiGQJkZgQlV/zRZEFABW0j1oB06426eWLnr7Myx88faGSj8hbgAEst4UVq8EnS+DBLdj5LYu5yh1ai2d3cV0+wdYD9d0Ityc6FwD6+9kUJ08PqN7v3+En3v7phvXu/eo2ncQ6dfUam06w66dh0zSmyBac3K93bn5FvSX7/BPtQx5O9au6Nw/w7OxgYzpv0bJ1awFA+GAY5YJma9Kin3eFHAOAoLqBu1f9sGzT9gaB/q2bPquOfuZi+IGTZ7+b+sXLD+lDKdPBp2mpVWuUvgyEgcDmfaBqHVg5jj2JYfP6wfDFxVkHneiQGBQEu3Zx4eHw8QipY9ELbW3qbWcGJ6RevhC56q2AcVJH9FrapY3HnUz/vJFdoVwQAVnpinKIIiTdZwlREB8JCZEsMbqgtl/B4dDOSePulR5/1/OBXAhoKM79CS1t/juvIcKqteHrLXDzLPy5lCVEwq5v2cmt0OtTDO6ip8m8KUrxbHwex6Cv36snkbwsuNsPl0N7BJ1VizMnwbZ9YG2g09sBgAka2LeEnfgNAB5WsjlYP12VdRBMqy2wEO74cfbwoejmKvagJbml4WpvlV/JTyLaRYq1y9O9TuumQfpOAZ9XmnTQycX1XuTd+o2bxkRF+AXW0nlM5Qm9/NjMPbhhMrt1DlZ9Bm2HQt+JyJvgODbDhA0aIc+zW7dAoTTkT6yy0Nam3vfvqPDojV4uQVVcm0kd0WvZW7ANHZ3lHCQpxDMJeS6WLPKppq6rRfNKxa3ZUWTBP7S0hkq+UMmXVfZHT1+oVAMdXE9e+rrdzDimZOLQcQW5oIHDOq2gdksIDWH7V0BqAvt1ChzbBH2+wMDmOj/XrshcBOhYxcrRorjpplxm4zbhp+S749ySc7J/mC2fuVjnUelEZuIVfu3X9k+SBAbnA/mr1TXOdjX8vTv5e3ZxsPaUOjr9EEV+/ToAED/8COX0WSONCjaWFWx03C6rEfOOX50d/egYADSq8cFbAeMLuoOin7wwKi8lLX1XyLGXc8EDJ89qix1u/nFu66ZBZy6GX70T+dmHQwp2uBMdq610OKBbh++mfqHb+EvzWmzTuduCyRPGhfwFxjWz+DXQ2h7G/8KO/Ap/LWMnt+K9qzB2GS1eUk6sraBmINy6yV0OF1u0kDoaffFyDmrqP/pi5OrDl6cMabXd3rqS1BG9lpwDAHCQYX9fawBoUxng9QV7mSYPEqIhIQriIyAxChKiWHZ6/kMAoC317OmbX+3Fyw89fQuGZBS0/GUqEi1OnLVWWmiqV8O6RtCt+Qxj2KQ7BHWE/+2Eg2tZ3F1YNhr8gnDAZKisy9pJu6MUADCg2E2DWhVd6l//tIfTnAN2x/9Rtj/L3pK+bmKBzNz4iMQj2Zf3tjgXZ6WGTGs429zTqU6voZW7VbCtInV0+sUdPsQ9eiRWqiR06Sp1LESXZJxl50aLrt2vd+72z5fvbXny9HaXoMWvHDJ+OypmQLdXrLjtXali7LmQO9GxM39c+cp2wZk/rtQmkcs2bT9zMVy3bYel/Goy/dslOgzCEIidhjO/RrDqc/bgJszrByN/RP9gqYMyC2JwEG/q6SAABPt9nJh2JS7l4oHQCQNbbjHwGrlWcp5d2M+unUKvAHirJ7h4IQArsuAfY9pSz+Dpx7z80MsP3KsW2dZ++d6mxpdkAIDvGuUiXchbQNuhrHkfPPIrO/kbiwpnCweKQZ1Yr890Uo/mZFze0zzRx17W0L3EwxPrtv76cqdzTQ5msHmz2La9WKFC2eMpiyzl48iEw1GJR9MyIpvd1bS9JzBgaVW9hY/mdqloHu+3giDb+CsAiB99DLyexucSKdWvNsTNoebBsK8TUsO2nxnSo/FSVwf/op8GAAANAv0BwM25wisfTUlLD79xp2DplG+nfK6LeJ+hlupnsHoDmLkH1kxgMdfg54+h53jsNMIEKvsbODEoiN+8mQsPlzoQ/WLAtLWpU7OiT16b16HhPKkjehN2civb9R0AsKsn4cJfOP8Qe5rEZvcoXPDPwRW9/P5r//NFT7+CGfrFHPanUKVnn/nbOU0uOtpjmzY6v5Byg1a20OtTaDMEDqyG83u48CN49QRr2R+6jy5jPZqdUbkA0N+/NNWVGeN8Plsdf3Ow90NN1ozPLFZsKUskpZajTI58dCQq4WhSxm0AsMmDAeFixTQRGQ+9PqvQabgkUUmC+/tvlpSMVaoIHdpLHQvRF0/nhkPe3n4o7OvHT2/uPDesbf0ZMtkLdfVr+VUf9uU3pejt1U460VmgLzLQeY6ScXDFLzdhuw8Ake1fzpZ+whSvWO2K6BDWroMyOYuNZWlpUseiX9ra1ByTRyQeuvVwr9ThvAm7durZL6kJoMiECu5g7YA1Gogt++OgqTjhV/HH8+K3J/GzNdj/a2zeG6vWKUW1pqsxvzcMZQCAA4eYQO1JdHDFd2fArP0Y1JEJGva/HWxaJ/j7F/gvjS6puCwh9LFKzrHu1Uu52IaDtVfW5E/zLND+xn3Vvt9Ld5DSUajSrsfu2H1++MYTXc7f/jkp47alzKEle+ujfywqpmnA0RW+2iSaUy7INGrZ5k0AIIwYIUmlJFJubC3d+jVfX7fqABHVx6/OKvSoq7PTgG4dtLNJis/V2Sn8xp070bE6i/JFMh83Bz0d2oiNmasIbpW89AuIuMgvHOA+eZ2Fj2QrU5mD1KbBeef/rRh127q7iQ+m8XEL4nDhtrNf/+/md42qN/N0MrjV+R49zVGqBbB5cUkPawcAqLb+om7PlafOibu66+0YHuUyr+HvcY6m8l7kVgdqr1Xdu57+22LlzX+4g6u5czsr9P/MvuuHJT3ShjvJADAo0L6uZxkqirUZcXTI0TqbI61/WePZrafMS7/lWnLy0q/GHrwaezD2SRgCAoClzLZO1fYNfLp6/nMlY+cyALCq19Lti2WcQ/nV8TYE2Zt/y0xLk/n7efanCcVmobr7gquxzbednfTyQ99N/WLSop+1Pb/Fb/M7uGmFdioJAIT+tdXV2en5R8uYzpWmDLW5SE3glo+DJzHIy2HgJGxN6wjpC799u2z1KqFrN83kyVLHUh5OXJ93J26/vZXH4NbbLeWGtXB2/qyRuDvckpGgyAQAbDsUB0xKyBa87HQ81OlyzBabpavqX5ULPXtqvjSaasklwm6fZ/t+hvgIAEAXL+j9KQYVtx6NSsT2e5Jz1Li1s0ugc5maTtWa3JSx3apFCJnVXS1/3aOPMTB56szoxyeiEo4mpIUjigDAcxY+FVv5eXaq5t5SlpsNa79kUeHAGHQfI3YZZW7jcJgqT963H8vKVC1ejG/pfvo5MVgpmZFPFRUNvww1pYNvpM5jW/5bvKRhe/xoES1eog8sKtJixAh0d1ft2i11LOVBEFU7z32QmhVd2bVpz6YrSlnSTz+YRoWpiVCxGuRmQvxdsLaHyoEA8N6htG+aOQQ46aw/V0T11pDOHy5RyTVMteU3rFpVV0c2OIgs7BDbv1xbcxEr14Q+EzDwrSKfdyBWMevfzEBn2dbOOij7nxx/yXnElzYKlj6st83wiWU/oJZKkxPz+FRE4pH4lEuIAgBwTF7Fram/V2efim/LeWsAYDFX2ZqJkJmCdk5mO0tPtnUrv26tGFBTvXat1LGQ8lYOi6BItiqJuZBb4seLWUAw7ljMrhxniTE4dim6m+7nlkTQ1w/t7VhSEouPR29vqcPRO56z6N54yfazQ+JSLoZGrm/iP1LqiJ6zcSp356I48gcIbAb+TbTbtkco7qarp5/P+KOrC6+jIU9340NqXsqRayzEJk1MORcEAMawcVdo2IGd2YmHtPVoRhWnHs2eUtWXeR037ybRozrU/vm4w9Z9qpYdOf86ZTmaWlDEPDkdlXDkYfJFEdUAwBhX2bWpv2enGpXaWcj+W7gPkR3ZwP5eAaKIfkE44nszreGlUHLbfgcAzSefSB0KIa9Go1mLJrbsD5O3opMHPIlhCwawy8ekjsjkMCY2CgYALvyy1KGUE3vrSp0bLQaAS1FrHqZckDqcfOzQOnb5GKIA7i98ke3ja+1hw8VmatbfytHJiRDwSvTm+uEyABAGmsUwDJTJxbbvwbyDYtdRaGnNosK5hQPZ+kkFy7QUci9DuJ6itpWzLj46K89eo/eMyCb2vMA00ycyjboUR1ALyujEoyFhX60/2u7YlZn3k86JqK7k3ODtOpM/7nCsV9OVgZV7PssFczPY0k/Y/mUgith5JH6xwUxzQQDZ9t9ZTo5Yry4Gm2PLKDEKlA4WC1auCTP3YO2WoFKydV+yPxYxQSN1UCYFg4IBgF0OkzqQ8lPFtVljvxEAcPjylBxlstThALt+mv21HDgOxiwttH63FQ8LWlQAgPU3s2MydfDKv/f4pHt4okM2h5Uri40bl/2AxgKtbKHHOJh/CN8ejLyMhR9ms3qwHQtZduFp9X9E5gBAj+rWFpzOxhIwxrnOWP20AtonKdN/KsE4XUFU3Xt88vDlKRuOtjt8ZVrsk9OCqHJ3rNWy1oTh7Q/3e2t93aoDrOQvdFSx+zfYvL4s4iLYOODna7HXp2Y7l5ZlZ/N/7AAAYdx4qWMh5LXM9O+zFNDaHsf/gj0/BY5jp7fD9x+wp0lSB2U6xKBGAMCFm1E6CABN/EdVdm2qUmcfCJsgiqVprdGZuLts/VcAgO9+g//1ET+vgZu8j6+1iDD9fIZQ5rWEw6M3NbkgBwBhkFk0DRaCds44eBrM2i8GddLWo4EZXbiQVQX1aBQChMQoAGCwv46X7LN1rJw+eRQCuoeEKsJPvXlnUVTHJp09emXG+qPtD4VPin50XCPmOdvXaBYwdli7AwNbbmng856N5Ssa/NjxLfD9B+xpMlatgzP3Yk3DXZixHPBbt4IyT2zaVKwZKHUshLwWTSUpMRYZBuu+ZNnp4Bskjl0G1oY1M9R4WQzoz5KSVOvXo19xa7ibgDx11u9nBuYqk+tU7ftOnWmSxMCy09i8/pCZgm8PxsGvjSFXA33/Tk5WiOMb2H1Uy/Z1uxUpPjXs4t4x7261Fu3tNfv2odygF2jRu7i7bNe3LCocANDOGbqPhhb9dsZqFodmNnK3WNfeqcgDlOacCz+ocU+unjEdfaprtzy/DqGIQlzyhahHx2Ien1Jp8ocHVLCt4lupY03vrm9eRI4pskC7BDwAtv8Aen9h5kvAs8wMed9+TK1S/7pRrFFD6nCINDJy85KzlHo9haudVQXb0k91pakkpYH+wTBzD2yYiv0ngrU9i78LV08BALZ7T1uejZSOGBTMHzrIhYUL5pQOWsrtewT/tPP8Rzcf7K3k1CDAq7wrLzJNHiwfB5kp6NcYB76pA9FGBnObO445kb76Wnb7ylaV7UtZd+byvc1BYXIAEHv3NvdcEAAq18SJG+HOv7BvCYu7CzsW4vEtCZU/ZLat+/uVsvR0kSp9vUatEtDWDgC4q1fEBg0ZAADGpVyKSjh67/GpPE2mdk97Kw9fzw4BXp1dHQKKPCyLuwurPmPpj9HaDoZ/i3UMaJVkqfCbNjG1SmzVmnJBc+ZoY+lo84pcLTHtysGwr5Xqp/ZWHj2aLnO2q17+sRWg1sFSYqKIHMfi77IFA/M3uXiJ0/+gjLDUuGPH5PPniU2aqL/X1yI8Buvmgz2nby7imHzw29ucbX3K89Rs3Zfs8jF0rwpTtqO1XZH7f/NvRkissrazfHNn51IMakvLuvd3yOCRq6yAl6n37EUnvbR+GSVEFn4Y9i9nKfEAEG1Xw2fEdBagx5kH3OFDsuUrWHYW2tlrFswXGzS89+TUobCvAcDG0tW3Unt/r44eFeoV82js9HbY/QMT1Fi5JoxZik6V9Be5sWBpqfIBA5hGY+KllEgZ5OQla5ez4zmLDvVn+3p2lCQMHzcHGjtYSqgdFv3vX882pSawuAip4jEBGBQEAOzyFaYxu2k6dar2C/DsIqL6wKUJaiG33M7LQtawy8fQyhY/W12cXBAAJgU7OFlyt9LU2yNKE2do9K8Nw2UMmNiuHeWCL2AMg7vArP0HmkxIlVXwzb7H/zycLf0E4u7q6YTaXBAAWHYWv3ETAFR2aRzg1a13s1XD2x9uXfurYuaCTJnD1k5kfyxighrfGQKTt1IuqMX/+ivTaMR27SgXJK9TsJydIKoOX5l25tb3iNJ8AlI6WDavGjjInjwo/0BMADo7o48P06jZrVtSxyKBtvVnutj7ZubGH7lcTiMI2fXT7MDKV04lfgM7OZvdzAEAVlzJepQrluiMWYpH9x8crXtNBgCiedSXKakslM217tajyW/ZnUajpTW7e4FbOJBtmPy6ejSlxrKytLng8yxkdh0azPF2KcFcb5YQxeb3Z1eOo6UNjlmGg6Yib/YDAAAAgD1J4kNCgOOEEYZUWJQYHsZkb9eZ3LnhQo7Jr9//Y88/IxSq9PIPg9LBMsH67zzrHfauif6NQZHJZvdgi99lF/9mgkrS6IyPGBQE5je/WEtbm9pCbnc/6Vz4vU16P19RU4nfoKWXZceqlnkizDhfsvesy/d+q32Ds8pjYr16op9fiZ5rJvZF56pFDKrsYNN77LN6NGGH2Kwe7I9FL9ejKR0EQHt7sUHDZ5s8PEpxHO7cbrb4XUhNQE9fnLkH672jk/BMA79+HYii0LmL6OkpdSzECPh6dhzYcrO9lcfjpze3nxny+OmNcg6A0sGyqRwoTtshjloiTlgvTt8JABhzHRxc2YObbNN0mNKB7V8GT6UvKWcsxEbadNBcilEXUlCb+sLdlQlp4Xo8U0Yyt2IsqFX49mBs0bcUB5jS2NFBzq4ma3ZFKYr5lDx15u0H+4JC5QAgDBhQipOaPATYEZELAP39bOC/ejQ4528M7sIEDTu9HWZ05Q6uLqhHU2raQZ+a+fPFTp3F+g2E/v0148cDAP/338U9RJ6CbZgCv88FTZ7Yoh9M3V78BmZzwCUm8seOokwmfDRc6liI0XB18B/censV12a5eSl7/hl548HO8jw7TSXRGUQRGMcAmEYNV4/Bqe0s5hoAAMdhvTbwzhAMKFkbjDlSKC07d0SeV4UcAmudLcZgXC5E/BIW/aul3PG9t3faWOpgsdpCmCaPfTsU4iPQrzF+sRa4Uk4QPvJAOe18hrUM9nZ3c7cp+ovlxchVqYc29dlrKbq5qnfuNtuixG9w8VHe2FNPPWy4v3u5FS4+HXeX7VvC7vwLAGjvAt1GQcv+uq3hIl+0iDt8SGjTVpg+A+VvPPLjGLbqM5b0ECyscOhsbFze0+ENn3z2LO7UKaF3b80EnS0PTczHhYhVYdEbAKBu1YGta09kTO9FYGgqiS4xlv8GjjI5BnfFr3/DGXuweW/gZezqCfbzCDanN/vfjrJ/szdl1lZi7VpMELhrV6QORTJN/Ud7uTTKU2eEhH2llzHFG6dBfAS6V4UxS0udCwJAp6pWLT0tFRr45t+nRe6sEfOu398ZFM6DdtQg5YKvsitKCQB9fW1esRBJ5Zr42Rqc8Ct4B7CsVLZjIczpxcKPAJa5Jvh/xBYtUCbjT52UTfiMZWe/bjcWepBbOJAlPYSK1XH6LsoFX8YePOBOnUK5hTDsQ6ljIUapWcCYnk2Wy2U2Nx7s3P3PyJy88uhjpNZB/cvN4s7vgdM7IC0RtKtUNesJbd5Fd5pr9gqyDev5LVs0AwYK4813QSel+um2M0Nylcn1qw1uVfsrHR6ZhaxmB35BK1ucsbvsvXtpSrHP3ynZapzVzKFn9TcVybsa8/vtcz9/tMEaLC1Vf+5HGx0vtmECUpRi573JjMHxfu6OFq+v4YPILh+F/ctYchwAgHcADpiM/rqpR8Pdvi2b9BXLykbvyuqffsKKFV94WJ3Hts9n/+4HAAzuih/MAXnpy96aMPm0qdz588LAQZpx46SOxXylZytTc/KkjkIHHqWFRMT92jX4e0/nhkXvXVo+bg6UDpYXUWS3zsKpbdruHgDAgKbQ5l2s+za1lDyPu3JZ/sUXYvUa6o0bpY5FSskZd3ae/whR07nRt76V2unkmOz6abbqM+A4/HxtSaePvM6BWMWsfzPt5GxfD1dnq1e/khE1m050b/lnZp0bMs2AAcL4T3VyahOz9kbOmhvZ7atYftuyQpE7M0ED53ZDyBqWlQoAGPgW9P8aPX3LHgaXmCj7+msWH4cOjpoffhAD8qtPs6QH7JfP4UkMyC1w8HRs3qfs5zJJLDra4uPhYGWp2rUbHRyLfgLRj+gnGR3qVJY6Ch04djPucFg7xvgWgZ838HlXT2ehzuJyxHFY9238bA3O+RvfGYJWtiziIlv9OZvRhTvyK+RSUp4P69ZDmZyLuccyC1fBMCtujoGta38FAMevfpOWE6uDIxZMJR44RVe5IAB097FuXFGercY5FzJft8/dhENCRkrgbRkwJg4crKtTmxIRYXfUs0kkRUJehm8PxnkHocc4tLRhd/5l8/qyDVPKXo9G9PRUr1kj1q3DMjNk48Zx//4DAOzyMbZgADyJQfcq4rSdlAu+gWzVKgDQDBhIuSDRlWY1xwCK527/dDD8a7Wgr/FmlA6WN3SvioOm4uKTOHgaelRn6Y/gz5+5ye3Z5hn6qzdrRFAmw/r1AYCFhUodi8TqVu0f4NlFI+YduDRBLZRtvcuCqcTN++DbOk7I5r5VwVoG5xLzDj94RZAIGB69sUG4jBdAbNkK3d10e3bTcCYhL1UpetvxjSuWpGifpbXYdRQsOCy2eRd5OQs7yGb1hJ2LWc7TsgSDdnaaJcuENm2ZWmUxdTI3dxhb9yWolNiwPU7bBR5SrqNl4Lg7d7iwULS1FQcPkToWYjqCa3zcu9kaS5lDzONTf5wdmpkbr4+zUDooEUtrfHswzvoTv1iP9duCqGYX/uIWDmTfvscuHTDzgoVi4yAA4MLMsfpgIW3rz3Sy9cnMjT9+9ZvSH0Wdx60Ym78q8XtlOM5ruNtwExvZA8C3lzIzVIVnNtx/ciYz60GjKxYAIAzor/Ozm4Y9UbkAMNC/NEMq0bYCDJyCc/7Cxl2ZoOZObYPpnbmDa8oyaw3lMs3s2cJ7/VQ+WfDoCgKHQ6bjJz+Bpb6WUTYN/KqVACAMHox2xVrjh5Bi8nJp9O7bf7g6+D/NebD97Lv3k87q/BSUDkoMA5rg6J/FBcew08doW4Hdv8E2ToMpHdn+5WZbsDC/+mDoJakDkR7PWXRv/JOMt773+OTVmN9LdxC27iuIjwAXrzJOJX6Dvr42DdxkmWpcHFp42MOlqPU1b8msc0GsUUOs30AfZzd2j3PFfx6p5BzrVaMMyZaLFw5fjDP3Yq0WLC8X/l7JZnZlZ/5gQiknp7Prp4Xb28FKBDUvj7GV/XWJKagqwptwoaHcteto7yAMoBV3iO7ZWrkNbLm5duXeak3ugdAJ/9xdhliydaHejNJBw1DBDXt/DouP4bAFWKU2y05jh9dx0zuwNRNYpNllRegfgPZ2LCmJJSZKHYv0HG0rd2q0EADO312WnFHi4QTswC/sxv/QyhY/XVXMVYlLZ34LJ0sOjj7IO5fwbDZfYtqV5Iw7weGWACAOolGDr7YzIhcAOlezspO/fkJx8aCnL366Cif8ilVrsaxUtn0BzO3Nwo+W6CBM0MDOxWzVZywvF+u+zcavB7kjFxoqGzWKS04pY4QmjF+/HgCE994z25qpRE8UqvwvdRyTt6k3o2PD+RyTX7635c+LY5Xqp7o6C6WDBgRlltisB07djpO3YpNuyHh29QRbMoLN7c3O/GFGBQsZExs0AgDusj5X5jAePu6tGtUYhigcCP1CqS7BrCMWfpSFrNauSowVq+ktQACASjbcF43sAWD2hcxsdX6X8eV7Wyo/ZG5JgBUqiO10Mz/axAgi7LuXCwD9fXXWD4v+wThlB478Ed2rsKSHbP1XbPFgFlms0Rcs/RF8/wF3ahvyMhg4GccuFxoEadauFytV4h7cl438mLt3T1dxmhLu/Hnu7h10chL7lWaZH6JvKWnpPi27af/beaCIL0j9x3x1JzoWACYt+ln7Q0n1H/NVSlqJ1x0+czF82abthTYG+7jnqjQJ6TkFSaG/Z+dBrX6zs6qYkBq255+RuXkvrF1Z6kqklA4aIqxWDz9aBIuPY69PsYI7exTDti9gU9qyPxaxpAdSR1cexOBgAODCKR3M91bAOC+XRjl5KYfDpxT3OXF3YeM00PVU4jcY6G/TwE2Wnid+H5YFAOnZMfeTzgaFWwKA0K8fyvReWN8YHX2ozFRhdQe+jqtct0fGRh3gmz/x3Rng4Moe3GZLhrNlo1li9Buewm6ehXn92IOb6OQBX20W27yn3S56emrWrhfr1mHp6fIxo7lLZtdlUSR+w3oAEIYNQwuqxWiIvluzefOPc2PPhcSeCxnYveObd9696odAX5/yCaxITraWwT7utb2cn08KXex93239h7dLk9pV+tpYOueps2Ien455fDpPnVXqLgZKBw0X2jlh55G44Ah+8hP4BzNlDju9nc3qwZZ+wq6fBlGXgwYMDQYFAQCj4YP/YYzrEvSdtYVTfGroP3eWFf2EjGRuxVgm6GUq8Rtou4wPxCouPVGFR2+u8JTViGIokwt9qDTJq+2OUgDAkJp6qcuNvAxbDRTnH8Jen6KVLbvzD5vXl/36qno0iHBkPVs5jimysXZLmLkHq9V94XEHe+10Y8jLk0/6mj9Q7NWNzQB36iR3757o5ip27yl1LOTVYh6+MBt354GjBe1wPi27aZsAdx44qm041LbtTVr0866QY10/HN9/zFfajQXti9qWv4JftcfpP+arZZu2F/xacHDtf2cuhsN/7X/aLQUB7DxwVLvlwMnXThB5OSm0kNv1avZLA58heeqsfRdGHwz/6mD4V/sujM5Tl7JGG6WDBo/jsWF7ccKvOGs/thoAFlbs7gW26jNuZlfu6EZTLViIlSujkxPLyuai39SYYVas5BW6Nf6JMe5yzJYippXpeSrxG1Sy4cbWtwOAmefTbyb+r2G4HICJnTqBvUN5hmEs4rKEq8kqKx66+OhzmRa5JXYeCfMPYZv3kLdgoQfZ3p+0j7D4u+zqSZaaAIxBq4FoWwH6TMDxv6C1/cuH0U431gz7EBBl33/PL1+uwyXyjJgoyn79FQDEj4YXsdYzkc68L8cN+/KbgkyubfPG2vzsTnTsgG4dbtyNAoCwG7fbNm9c8JTvpn4xoFuHg5tW7F71AwDsXvVD7LmQzT/OHdCtg6uz07JN2w9uWqHdUpDYNQj0jz0X8vx5te2RBzetKEj1zlwM125csn5rSlp6Slr65MVLtVuKvIpCSaFSpQGAmCenUzIjtDukZEbEPDldun8iSgeNBnr44LszcfFJHDAJ3SpDWiLsW8JNbs9++4YlREkdne6JbzUHABZq7tUHn+dRoW7r2pMA4HD4lDfUpmabtKsSV8FRS/Q0lfgN3gu0re0sT1HCtafv179uAQDCIJpo+WrbI3IBoLuPtbX+7xLaVsCBk2HuAWzWE7qMBAB2citbMJCt+YLN6MKungQbB3HaDrHjR28+jjB8uGbWLJTJZLt3yadMBaUprANWFvyxY+zhQ7FSJaFzF6ljIa8V6OsTey7k2ymfN+459MzFcFdnp+pVvFPS0o+du/DRgF5hN24DQMzDeFdnpzccJCUtfdiX33w39QsAOHMxvOuH431adhv25Tfxj55od6jlV7gqp7YtsOuH4wuaJ1s3DdL+EFQ3EABuR8VMGDFUu6V721Yluijtt7Gs3EfPb9T+WoovapQOGhm0tsO2Q3HOARy3Emu3BE0e++dPNr8f++EDLuxwqYtKGCAxKAgAuHCqPviCF2tT5768A3dwDbt8DK3tYNxKsJWgTY4BzGrKc6BucA15tSgGB2FVWp77FVQiHohVAMDAANtyOyk6e+Cw+ehdEwDYru8KtrNTvwMAc/YszkGEtu00S5aivR134R/5mFEsLa3o55gqQeA25jcNAl/eX71ISQ3s3rGgoS64bq2T/4TGP3oS6OsT8zD+TnTswG5FjCkcPX3B5h/nFvwa+tdWbaueNkF82ZmL4fGPnsSeCwn9a+vrjvk4ObX48afn5IXFJt1KSLOxkHk52dpYyACgpvcL3dOB3t0BoBQjCCkdNE6MYZ1WOP4XnHcQ27yH1nbs3lXYMIlN78gdXMOySzyhyQBho0YAwK5cZRrTyXF1oqA29ZHL0wo9xK6fhr9XAsfB6J/RXbIkLC1lVyPLrR/cOAAAuX0HShWGgTsYq8xRY31XeQ1HKdKI3NcuKlgcYr26+dONY2JkI0dw93WxjqIR4g+GcI8eYZUqQocOUsdCiuXG3SjvShUBoG5Nv50hR7U/t24atHHX/ro1/Qrt7F2pYnJq/rednQeOtm4aVNC2V72K98l/iui8epycqj3+7aiY1+1Tt6bfkvX5yeIbxg4WSgStLZ4NS3Cw8RrU6vcm/iOb+I8c1Op3e5tifal7GaWDxg1dvXHgZPz2FLw7EyvVgIwU+HslTGnPNk5l969LHV2ZoLMz+vgwjZrduil1LIaloDb1/aRzV2OefelkD+/kr0o8eFr5TCV+JY2YdzX2974P9nvkpMXZu/8kryVVJAZuV0kWKdY9Gwdo0LbgN3yrxHMg8qcbBwZyKSmy0aPMcLox06j5LZsBQDN8OHD0YWrQCiaC7Aw5+tmHQwAg0Ncn/MadDi2bAUCHls12hRx7eTZxg0D/YV9+o51KsjPk6JL1Wwumknw39YvJi5c+P03kZQO7d9Q+5eqdyNcFFujr8+2Uz7XHCa77infLNySCBdwcApr4jWriN8rNIaDY/ySFsZgk05yLYJ5YVCic3Maun9LOO8YqtaHtuxDcCfmSLIRqMGTLl/G7dwvDhmmGfyx1LAYnNulsSOgExvh+zdd5VKgHGcncwkGQmYJvD8bBhVsNy9P1+3+cufX9+39UcH+gmt9yxI7anTZ0cG7gpuMqKsbuVqrmgyOpDhbsSF83C66s1adL78RvTJGF3gHQoB2iyFiJcxqmUfOzZ/NnzwJjmq++Err30EeYhonfs0e2bKlYo4b6141Sx0IKi36S0aFOZamj0IFjN+NelwXqkI+bA32hMSno1xhHLclf8s7OiT28xTZNz1/yLtP4lhPIX60u/LLUgRgiH/dWQTU+QBRCQr9S5Dx6NpV44GQJo0IUr8RsdUti7g9UaG3t3LcbAEw//1QpSBiUIdodlQsAvarbSJkLAkC797H7WGjQDgFLkQsCAMrkmvkLNEOHaqcby1asMJPpxkyVx2/9DQCEj0dIHQsxcfrOBbUoHTRF2iXvFh3FYQuwai3tkndsage27ksWbUyplTYdhDu3QaGUOhZD1CxgvJdLI4UqLXXZIIiPQPeq+luVuJgiE49mKR41v1wBAMTefT5s6OLjIHucK666ni1hVIYmW42H7isBYLB+yg0WX0Hixkoz9PwZYeQn6mnTgeP4XTvlU6YylelPN+b27GFpaWLNQLFFC6ljIUQHKB00WflL3k3ZgZO3YuOuwDh2+Rj78UM2vz/7Zx+ojeH92toKa9dmgsCuGlMWW260tanfirGo8vCpxtICP1ut11WJiyM8+lebHFbjphp5Xujbj+dgQQtHjsHWOzk3U9XSxmY4/o5RqEVs6mHhYSPxO7AOWybFTp00Py1BW1vuwj+yceNMfLqxQsn/vg0AhBHUNEhMBKWDpg+r1cPhi2HxcegxDiu4sYRI9tssbko72PsjS3ssdXRF+K/cDKWDr2Z952rj29kiwz+DxFjhtZPXyseD5H/SsmOaXLNnoohvv43ubgAQ4CT7INAGAKafz1CLZtGNWKQdEbkA0M9PZ4sUGwihYUP1mrXo7s5FRpr2dGN+5x8sK1OsX09s3LjovQkxBpQOmgu0cxK7joL5R3DED+jbEHIzuWOb2YxObNVnLOKi1NG9ltioEdDixa/BHt3TTiVO6Ngt0Zk7cnlaRk6chPFcvrdZJkC9KxwAaN4bWrB9dD07bzs+PltYeyNHuugMRXiSKj5bcLHi2nhbSR2L7mHlyur160V/f+10Y/7KFakj0j2Wnc3/sQMAhDHjpI6FEJ2hFXXMC/IyCOoIQR3h0T04voWFhrDrp+H6aVaxOrYZjM16gaVhtVhg3Xook3Mx91hmFjq8YuEss8Wy02D5aFCrsO1Qr96TaoRPuvf45IHQiQNb/SbnJcgzkp7eTkgNb3THVp6jwtq10de34CE5xxa0cBx2JG3T7Zz2VawCnMz6bWdPlAIA+vpZSzuHRH/QsYJm5UrZzFnchX9kEyfAl1+a2HRjbvs2lpMjBjcWAwOljoW8lqu91bGbUn491hVX+3J6P6dCM+YtN4ud38v+t0O7pD1a2eJbvVjboejqLXVkz8i//JILC1V/M0ts107qWAwF0+TB9x+yh7cwsDmO/wU4Ti0od559Pz0ntoZH2y5B3xV9CF07GPZ1zJNTYzZXtHmSpZ49W2zTttAOP4RnbY/I9XGQ/dHVhTfXbokMFbbfk4QIh/u6uVqZ9L8CouyXlfzOnQAgDByoGTsOmCnkvywzw2JAf1DmqTb8+vx3HkKMGhWaMXs29thhmDjvII5djoFvMWUOd2obm9mVrRjLbp41kIIRYjD1F79k4zT28Ba6V4VRP2nr38p5K21t6nuPT16//0c5h/M050HMk1M+9y1snmSJbq7i2++8vM/4BvYeNlxspmbjbfPtMt4brRARWntbmnguCACMacaN13z9NTDG7zSd6cb8b1tBmSe2aEG5IDExpv6WRIqDMaz7Nn62Buf8je8MQStbduscWzmOzerOTm5lColLhORXHww1uzUPXuvIBnb5GNjY42er0fJZpRJH28qdGi0EgLO3lyRn3CnPiMLvbQGAVjc9AEDsN+CVKzRY8bCgRQUAWHMjOybTHBceRIDdkTkg4Uok5U7o3kP93fdobZU/3TjjqdQRlQlLS+X27QMAzajRUsdCiI5ROkieQfeqOGgqLj6Jg6dBxeosOY7t+o5Nacu2zWePXzVJEMXyiMo/AO3tWFISS0goh9MZOHb7PPfnUuRlOHYFuHgVetTHvVWD6u8hav4Om6hUPy2fkBSq9Ij4g05PObfbKWBpKfbq9bo9G7jJ+/lZiwjTz2cIBtH0XK7OJ6oe54oeNtxblYxylaDSEZs00axeI7q6cpGR8hHGPd2Y37yZqVVimzZYVbIFwQnRE0oHyUssrfHtweLsP/GzNdigHaiU7OxONqcXW/kpKHMBgMXfZQdWsasnoVTLGJQYY2LDIADgLpt7fzF7dA/WTgQA+GAu1mj4yn1a1Py0YoW6ucrkQ+GTsFzy9cv3fhNR3fZmNQAQunZDmzc1fX3R0MHNmotM1/x+x+y6jPdE5wLAAH8bUxhDVxJiNR/NuvVi9eosKcl4pxuzJ0ncgQPAmPDJKKljIUT3KB0kr4WBb+GoJbjgqNjhQ7RxBPfKYGXDLuxnCwaykFVszRfc5pnlE0l+9cHLZl19kKU9huWjWZ4CO3yITbq/djcm6xb8g7WFc0Lq5QsRv+g7KrUm9+aD3RYqqBqeBgDiwIFv3t9GBnObOwLAymvZcVlmtHRdilI8G5/HMejjay49xc9DZ2f1qjVi48ZMoZRNnMAdOSJ1RCXGb9rINBqhQ0fR01PqWAjRPUoHSRHQ2QP6TsQfz2K79wGA/fvXs8cu7Gep5dGBi0FBAMDMefigOg9+GcfSn2Dd1th34pv3tbF06db4B8b48HubHqZc0Gtc1x7sVAu570RUZ3kqsUWL4nxSNqlo0c3HSoMw/XyG+fQY74rMRYCOVa0cLcytcfA/Vpbq774XunUHUZQvXMCv+sVAJqsVB5eYyB8+BBwnjBgpdSyE6AWlg6TYnCtJdWasXBmdnFhWNhcdLVUM0mIbJrGEKPSoDh8Xq4iMR4V6zWuOB4DDl6dkKR7pKSoR1VfvbeVErHlJAQBC/wHFfOKkYAcnS+5WmnpnZK6eYjMoIsK+aAUA9De5lUhKhuM0kyYJn34GjMl27DCi6cbchvUgikK3bljRXepYCNELSgdJcWm/yIvdnhs306wXunihSskUWXo/e9NmAMDMstwM+3Mpu3YKeQv49IWpxG/WsPr71dxbqtTZB0InCKJKH4Hdfvi3Uv00KK6qPDUDq1TRLiFTHHZyNruZAwAsvZz1KLc8BjhK61S8MlUpetvxDd3MaBLJ62j691cvWgSWlsYy3Zg9eMCfOIEymTB8uNSxEKIvlA6S4mIAgCL4NxHnHcRuo8UP5orD5gEAv3EKfNOD3Tij17Pnl5sxv9kkLPwoO7IBAOCjhejsUaLndmq00MHGOzUr+uS1eToPDFEMv7cRABpf4AFA8+67JXp6Sy/LDlUs80SYcT5d57EZml1RCgB4r6Y5jhp8JfGt5upVq9HJySimG/Pr1gGi2KsXOrtIHQsh+kLpICkJ7VRiV2/sPhbe6g0AIAiikwfLSWe/jGdrJ7KsVD2dWWwcDADc1StMY0Yl69iDm7BxGgBg108wqGNJny7nbbo3WSLjLCMSD918sEe3sd17fCJL8cgvrZL1gydYoQJ2KHF4U5s4OsjZ1WSNtiPVVMVlCaGPVVY89KhB6eAzYo0amnUbxKrVDHy6MYuO5s+eQbmF8OGHUsdCiB5ROkjKhudh4BScvA3dq7Arx9nsnuzf/fo4Dzo7Y9WqoMyDO+VaYFlKGcmwYhwTVFj3bewxvnTHcLb1ad9gLgD879b3uq1NfSlyHQC0vlERAIQ+fVFW4pWIHS3YpMYOAPDj5cwk0+0y3hWVCwBdfKytealDMTCim6tmzRqhQUNDnm4sW7cWAMT+/dHBUepYCNEjSgeJDmDV2vDNXuw8EvMUbMtM9tPHLC1R52fJ7y8OC9P5kQ2ROo9bMZZlp4N3AI78oSxH8q3Url61Qdra1Hlq3YzyjEu5mJYd46pwrHApCmVyoV/f0h2nSzWrlp6WCg188+9TnQRmaFQi/nlPAQBDAmyljsUQobW15qefhI4d86cbr14tdUQv4O7c4S5cACtLYehQqWMhRL8oHSS6gbwF9voUpv4B3gEsKpTN6c1ObtVtIYn/qg+axfBBtu4riI9AOydx/C8gtyzj0VrVmuDmWDNXmXz48hQEHdyUy/e2AED76EBAFDt2BHuHUh9qVjMHOzkLfaI+GKsse2CG5ugDZY4aa7vIazhS2+Br8Lxm+gxh9GgAkG3fJpsx3XCmG/Nr1wCAMGgw2tlJHQsh+kXpINEl9PITp/4BfSaAiGzXd+zbIfA4RlcHF4MbAwC7dYup9TJP1nCwA7+wG/9D3gLGrwRHNx0ckMm6By+xlDvGpVwMjVpbxqOlZd2LS7loLdp4no4CAGHw4LIczdmKmxhkDwDfhmWmKU2ty3hPlAIA+pl5fZli0Ax5V714Mcot+LNnDWS6MXftGnf5Mtraaoa8J3UshOgdpYNE1zhO7PgRztoH1eqxB7fZ/P7w9y9Mo9bBka2txMBAJgjssoGOOtcJdv00C1kNAPDRQqxaR1eHtbVy6xr8HQN2KXJdGWtTX4paBwDtExoyhUIMCir7+q29qls3rijPVuOcC5llPJRBuZchXE9R28pZl2pWUsdiBMS3mmtWrkQHR+10YxYXJ208/C+/AID47ntgTbePmD5KB4leoKu3OOk3HDIdZBbcwdVs/gD24FbZD6utbMeFm+7wwbi7bP1XAICdPi7FVOI383IOalpzHJStNnWmIvHeoxM8yGucSgQAzYDilp5+s7lvVbCWwbnEvGMPTafLeGdEDgD0rG5twZnrSiQlJAYEqNevR+/KLClJPuoTCacbcxcvcnfvoL2DMFA3r3BCDBylg0RvGMPWg2DWfgx8C57EsG/fhZ2LIa9MJUXEoGAA4MJNc/Filp3GrRgLahXWfRt7faaPUwTX+LCgNrUolqbJ9nL0JgRsndWUf/xErFQJm72lk8DcbbjPGzoAwMKLmRkqo1m77A0UAhyIVQDAIH+qL1MCWLGies0asW4dlpMj4XRjfs1qABCGfYAWZR25S4hRoHSQ6Bc6VcTP1uBHC9HagTu1jc3uwSLLsPRwvbook7PoKJap93VQyhnT5MHycZCZgh7VceQPwPTVntSp0UJ7K4/UrOj/3SrWenfPU6jSb8f9zYDVvaACAHHwYB3GOcDPuoGbLFON34WZQpfxgRiFUoCgihaV7WkSScmgnZ1myTKhTdv86cZr14BYroNKuTNnuHv30NlZ7NOnPM9LiIQoHSTlAZt0hzl/YVBH9jSJLRnBNk2DnNJ85KPcAuvXAwAWHqrrGKW2cRp7eAvtnODT1WWfSvwGct6mW5MlHJPfergvIuFgiZ57NXabiOoG7C35lZtoZyd07qrb2Oa3cLLk4PB95bkEQ5lbWmranuL+vtQ0WBool2lmz9aM+BgAZL//Lp/0NSjL7yWhrTWoGfYRyuTldlJCpEXpICknaOeEI37AsSvQzpldPMBm92ThpekGwvzV6kyqv5gdWscuH0NeBuNXlnQlulJwtfdrV38mAJy4Ni8lK6qYz1Jrcq/H/gEAza44AIDYoydY6ThtrWTDja1vBwCzL2Rmq424y/hasjomU3CwYO0qU1dj6QnvD9PMm48yGRcaKh8/lqXpa9Gj5/EnT7KHD9HdXezdqxxOR4iBoHSQlCus2xrm/o3N+7DsNLb+a7ZyHGQkl+gIpleMml0/zf5aDgDwwVwdTiV+swCvrnWq9BVRHXJpQjFrU998uEct5NawCbY++S8wJvTtp4/A3gu0re0sT88Tfww34vEAu6NyAaCfnw1Pb7FlI7RurVm+Ah0cuago2ciRel/dWBS5tWsAQDN8uH5PRIiBofcqUt7Q2h7fn4NfbkKnSuzmWTanF3dud/GfLgbWBCtLlpjInjzRX5Dlhj26lz+VuMOH2KR7eZ66de2v3RxrZikfH748pcidETVXY34HgFYRVZhGLbzTBt11UBDxZQxgQQtHGYO/YhSXnhhlgclsNR57mAcA/f2op1gHxFq1tNONuZQUfa9uzB05zD16JFaqJHbqrL+zEGKASpMOnjocMu7dftr/dB4QMRPo2wjn/IVthzJlDvw+l/04jKXEF+uZjImNm4BJNBCy7DRYPhrUKgxsjn0mlPPZOU5eUJs6LPrXN+98Nz4kJy/F1drH+dAFANDrml2V7flR9ewA4Jt/MnI1+juPvuyLzlWL2NLT0sOGvm/rxrPpxnpd3VgQZL9uAABh5CfA0b0j5qU0r/g2nbut3LZn5bY97br1PHU4ROcxEXMht8QBk3DyNqhYnUVfYXN7c0c3FmcKoba/mBn5anVMo4bl41j6E/SoDqN+0t9U4jfQ1qYGgIsRqxLSXvvviYDh9zYDQPuUt9jTp2LtWujrq9fAhtWy9XeSJSvEpVeMb5bx7igFAPSnlUh0qvB049WrdLsGJgBwfx9gSclYpYrYrp1uj0yI4SvTFyAnF1ddxUHMFlatjTN2iV1HoSjCviXcokEsoYjJDf8VozbudBB++4Y9vAU29vDparSUrFfRyzmoqf9oBDwYNilH+epxnLGPTz/NeWhvXanS4RsAIPQfqO+oeAYLWjhyDHZHKa4m62JJm/Jy8VFefLbgYcO19KJJJDqmnW4sfPQRAMi2b5dPmarD1Y2ZRi3bvBEANCM/0dUxCTEixU0H1y75Xts7/DQ9TbvlaXra7i2/tuncTW+xEXOBMjn0GIczdoN3AMRHwMKB7M+lTPPaN3qsVg2dnFh6OovR2YLI5Ywd3cQuhSAvw7ErymEq8ZsF+31c2bVpnjrjQNira1OHRv8KAG+rO3D37oluruI775RDVNUdZMNr2wLA9PNPlUI5nFA3dkcrAaCvrw2tQ6Inmg8/0syahTIZd+EfHa5uzO3bx9LSxBo1xNatdXJAQoxLcdPBTyZ8re0gruDkrN0yfdzISfO+1VtgxPx4VBen/oF9v2Q8z45sgNm9Ifba6/YVGzcGo20gZLfPsz+XAAB8MBdrNJQ6HGDAOjdabG/lkZxx9+ztnwo9mph2OTnjjpW8gu/ZxwAg9utfbsOqPqlj5+Mge5wr/nLNOGYZpyjFU3FKjkF/WolEn4S27TRLlqKtra5WN2aqPH7zFgAQRo3WRYCEGJ9Svq2Pe7ffym17qtbQ7/ghYnY4DjsMw2/+RN+GLDWB++59tm0+U+a8vKMYpK0+aHzpIHtyH9ZOBERs9345TyV+A0u5vbY29Y0Hu6IfnXj+ocv3NgNAU6c+/LnzYGkp9updblHxXH6X8e93c2+mGkGX8b4oBQK0rWzpaEGNg/ol1qurXrMW3d21qxtz12+U5Wjcrt0sK1OsGSg2baqrCAkxLqVJB/f+vhkAtH3H2p8J0SF09cYvN8O7M9HKlp3dyWb1YHf+KbxPk6agTQd1PZxcv3Iy2fIxLE+Bgc2x75dSR/MCV3u/d+pOBoDjV79Jy8mv7paWde9+0nk5b1PvXxUgCl26ok25tnsFOMmG1tR2GWeoRYO+1yLCrqhcoPoy5QUrV1avXy/6+7OcHNmEz/mTJ4p+zisplPzvWwFAGDtWl/ERYlRYTFKG1DEQ8hoZyWzzDHbnXwDAoM4weCraORU8aPHeeyw+TrXyF6xTTqWby0oU2I8fsZir6F4Vpv0h4fSRNzh2ZWZE4qFWtb6qV20gY5xGUEQ9Op6dFtdi0n6mUKi37xA9Pcs5JLWI/Q+kxmcLH9W2HV/frpzPXnz/i8+beOaptx2/vyfNsSs/TJXHz53Lnz0LAJr3hwkjPi7pEWQbf+U3bRKDgtQ/LdFDgIQYAR83ByqtRAyYoxt+tgaHL0bbCiz8MMzqyS4dKHhQDDay/mL2+1wWcxVs7PEzKacSv1mHhvMGttxS32cwYxwAyHjrQO8eze66MoVCbN68/HNBAJBzbEELRwDYfDsnIt1w6xBqVyIZSKMGyxdaWGrmL9AMHgwAst82y2bPZpoSjCtg2dn8ju2grTVIiBmjdJAYOmzcFWbvx+AuLDeDbZzGlo1i6U+gYPhguHEsXsxO/s7+2Qcch2NXgIuX1OG8ibtjrazcxB1n31sRErz2aJs7cX9xe/cAgKb/AKlCquMiH+RvIyJMP58hFF2YUgKPc8V/HqnkHOtVg8oNSkAYM1Y9bTpwHH/qpGz8eJZZ3LlH/NatoMwTmr0lBgbqNUJCDBxD4xp6RcyY8tqZlOVfCk+TmZWN03uT7d7q/aj528DznuH/goWF1NG9ifLmP0/mvAeILqMX27UfLHU4b/IkIzdXpTkY/lXM49PaLTUiud5/WmGVKl6H/5IwMIUGm265H5+lmdrM5eumzhJG8kpzzqcsDUsfUsthZYeKUsdivlQXQ1PHfYa5Ct7by3XDGr6y95v3F58+ffxOR1Cp3Pb+Ia8ZUD5BEmKYaOwgMSZMmYO7f+DO7wEArFpLHiNjEQ/VP/yorTtjmNiT+7B4CFPm4DtDcNBUqcMpln0XRiWk5vfCD9xmWTmeV0+eLHaVuMjo1WT1x8fSOAZ/dHOp7iCTNpjnCSK035uUqcJNHZ3rusqlDsescfdj+S+/5FJS0N5O890PYq1ab9hZtnwZv3u30Pptzbx55RYhIQaIxg4SI4NWtjB0Fn65CZ0qsQe31bJboquSD70kdVyvxRTZbPkYpsxBv8Y4YLLU4RSXq4O/9ge3JFY5nkd7e7FDB2lDAoAGbvI+vtb5XcaG1Ktx9KEyU4XVHXjKBSUnVvPRrFsvVq/OsrJln47nz5x53Z4sLZX7809gTBgxojwjJMQwUTpIjA/6NsI5f2G7DxiIgrtSvL4F4u5KHdSriAKs+hxSE9C9KoxZWm7Vm8uuWcDYoe/s/aTT/3q32iB8+KHQrz/IDaI7fmIjBzdrLjJds/XuK6pRSmVPtAIAhtSkSSQGAZ2d1avWiI0bM41GNnOG7LffXrkbv3Ej02iE9u2xatVyjpAQA0SdxcSIsdgb3LwP0FIAjsM2Q7HXpyA3oIVi2Y6F7H870MoWZ+w28OkjRdCoQWYo7V6XnqjGnEiXMdjd3bWyPS91OBCXJfT+O8WKh+P9K1pLHw75jyjKfviBDzkAAELHjpopU4F/dnvYkySLwQMBQP37NknmyxNiUKizmBg39KnL27Xkk60QGDuxhc3qyaINZaIxO7+X/W8HcByMWWp8uWB2Fr9iuUW3bvIZ01l0lOHkggDQpKJFFx8rDcL08xmG0GO8PSIXAHpUt6Zc0LBwnGbSJM348cAYf/SobOJElp2tfQQBuOvX0MZW6NKFckFCtCgdJMZNCA7mkq34yj2wai2W/oj9+CHbMospJF7ilt27wrbNBQAcOAX9m0gbTCnwmzbJdu1i2Vnc2bPy6TOkDqewKcEOTpbcrTT1johcaSNRiXggVgEAA/xtpY2EvJIwYKB60SKUW/BXr7C7+UNKGIDQoYN6/Xrh45HShkeI4aB0kBg3MSgYALgb93Dyduz/Fcgt2b/74Jse7MZrh5DrXWoC+2U8iCI274NvG3RZmdfhoqILfmaPH0G2xOl1IXZyNruZAwAsv5L1KFfKOoQHY5U5amzgJq/hSG2DBkp8q7lm5UrNqDFicDB7/IjfuJFfsZy7egUrVUKnClJHR4ihoHSQGDesVQusLFl8HEtPx3Yf4Oz96NuQZaexX8azNRNYVmo5x8Pyctmy0ZCbhX6N8b1vyvnsOuPhUfAj2tmDnb2EsbxSSy/LdpWt8kSYcT5dwjDyFyn2pUkkBk0MCBDeHQLZWfKPR8g2bZTt2iX//HPu6hUjmt1FiL7RHwMxcoyJjYIAgF28AADo7Ilfbsahs9Dajl09wWb1ZP/sK79gRBHWTGRJD8DFC8YsBc5YW4w048eLDRoCANrZa8aPkzqcV5ve1MFBzq4ma/ZESdNlfCtVczdN42DBOla1kiQAUiJcdDR7rp2bP3RYwmAIMTSUDhKjp00HucvPJpFgi344az/WaQWKLPbbLPbjMJaWWA6RsH0/sTv/oJUtfroKre3K4Yz6wB49Qnt79dKlef87owoJEbt0Ncy1ixwt2KRgBwBYciUrSYou4z3RuQDQu4YNT++jRki0N9a/UEL0gd7GiNETg4MBgAsNfWGroxuOW4kff4t2Tiz6Cpvdi53YAqIekwZ26QA7vgUYgzFLsWI1/Z1Ir1hqisWHH/AbNzKlEgC0aSBjTNqoXqeLj1VLT0uFBr7592k5nzpbjQdjlQAwKIB6io0AAogNGqKvX/6vHpXEfv2lDYkQg0LpIDF66OODTk4sPZ3dv1/4oeAuOPtvbNwV1Hls9w/cokHwOEYfMbB7V2DLNwCA/b82xqnEBfhly0CZx928iVZWAGCgaeBzZjVzsJOz0Cdq7QzfcnMgRqEWsZmHhYcNvYsaAe0rWbVhg/rnn9U//6xevx4rVZI4JkIMCb2REVMgBhXuL37G1gGHL8bPVoODK8RHsPn94a8VTFDp8Ows7TH7ZTwTNNikG7YdqsMjlzMuNJQ/fRqtrTSTp0gdS3E5W3ETGtkDwPdhWWnK8usy1pYb7O9nXW5nJGWHiGLDRmLDRmhvcLOjCJEWpYPEFKB2+GB42Gt3CGyOc/7GVgOYoOEOrYW5fdmDWzo5NcvLheWjITcLqzeA9+fq5JjSyMvjv10EAMKIT9DdTepoSqB3DevGFeXZapxzIbN8zng5SRWfLbhYcW970yQSY2Kwwx4IkRylg8QU5A8fDAuF1096QCtbfHemOOk3dPFiSQ/Zt++yPxZBXtl6GBFhzUT2OAZcvHDsCjSk1TtKil+3jktOEf38hH79pI6lxOa+VcFaBucS844+yCuH0+2OUgBAPz8bjrILQohJoHSQmAKsWBG9vECZx925W8SuPvVh9p9ih2HAGDu9nc3uwSIvlfq8bP9SducftLTGT1eBrUOpjyM5LjJStmc3cJwwYyYYYQuKuw33WQN7AFh0KSNDpd950BkqPPZQyQD6UU8xIcRUUDpITMR/wwfDi9wTZZbQ90txyg6oWJ09TWJLRrCN0yCnxP2MLPwoO/IrMAaf/GS8U4kBAASBXzAfRFEYOEisVk3qaEppoL9NAzdZphq/C9Vvl/HeaIWI8I63lasVvX8SQkwEvZ0REyE2agQA7PXDBwurXBNn7IIe45CXs0sH2OweLOxQ8U/HHtyEjdMAAPtMxFotSh6vAeF37+bu3xfdXDXDh0sdS5nMb+FkycHhB8pzCfrqMkaA3ZE5QE2DhBDTQukgMREY1BgA2PUbTF3cWcMok4tdR8E3e7FqLZadzjZMZstGQUZy0c/MSIYV45igwibdsMOwsoQtOZaUzK9fBwDC5KlgaSl1OGVSyYYbXc8OAGZfyMxW66XL+Hyi6nGu6GHDNatkoY/jE0KIJCgdJCYCHezRz59p1HDtesme6F4VJ2/HAZPAword+ZfN7snO7nzDlBRQ53ErxrLsdKOfSgwAALJvFzOVSmzbVmzcWOpYdOC9QFt/J1l6nvhDeFbRe5ecdiWSgQE2xje+khBCXo/SQWI6tP3FxRk+WBhj2HYozvoTfRsyZQ7bNp/77n2WEv/qfdd9BfER6FTR2KcSAwB38iQXFoq2tpoJE6SORTd4BgtaOHIM/o5RXHqiy+qSAJCiFM/G53EMeteglUgIISaF0kFiOvJnk4SXPB0EAAB09sQvN+P7c8DaHu5fZ3P6sCMbQBRfaCeMu8Oir6ClNXy62qinEgMAy86WLVsKAMLYsejgKHU4oKniXAAAGl1JREFUOlPdQTaqrh0AfPNPRq5Gl0feFZmLAB2rWjlaUOMgIcSkUDpITAc2aog8z929Cwpl6Q/SvA/O+QvrtAJNHvtzKSQ/yP/kV2QCAFQOFOcfhDHLsFINncQsIX7NapaeLtaqJXTvIXUsOvZRLVsfB1myQlx6WWezjEWEfdEKAOjvR02DhBBTQ+kgMR0ot8DatQGACy19KUEAQHsXHLcSR/wg9pkIFX3Y1ZPcxJba/9iF/WDjgAFNdRSyZNjtW/xffyHPa6ZNlzoW3eO5/C7j3dGKq8lqnRzzVLwyVSlWd+Abuhn3CAFCCHkZpYPEpIhBwfC6xYtLCIM6QvuhAMBO/Z7fNKjIZDu/L/uRJcc0GvmChQAgvv8+Vq4sdTh6EeAk+7CWLQBMP/9UKejggLuiFAAwMMBWB8cihBADQ+kgMSnFL0ZdHMjJAADiIp5tUpTTqrh6xW37ncXHoXdlYehQqWPRo0/q2nrb8Y9zxZXXyjrLOC5LCH2ssuKhe3UqN0gIMUGUDhLTEhgIVpbswQOWllb2g2lHDeJbPZ9t8jf6aizs0SN+8xYAUE+fhnJTLp4n59iCFo4AsO1u7s3UMnUZ74rKBYCuPtbWvG5iI4QQg0LpIDEpKJOJDRoCABcaqrNjdhuNbd9Dv2Bs1lMctQQA9Lsmrp7JFi1kGrXQrRvWqi11LHpXx0U+NFDbZZyhFkt531Qi/nlPAQCDqaeYEGKiKB0kpqaM5WZewcYBB0zGib/isPlg4wD/tRoaI+7QQe7aNbR3EMaOkzqWcjKmnp2HDRefLay+nl26Ixx9oMxRYx1XeQ1HahskhJgmSgeJqcFGQQDALl2UOhCDwzIzZMuXA4Dm88/Rzk7qcMqJFQ8LWlQAgC13ciPSS1OHcE+UAgD6+dKoQUKIyaJ0kJga0dcX7e1Yejp7+FDqWAwLv3w5y8kR69cXO3SQOpZy1cBNPsDPWkSYfj5DEEv23HsZwvUUta2cda5mpZ/oCCFEepQOEhOEjZuA7uYXmwbu6lX+6FG0sNBMnSZ1LBL4rKGDmzUXm6lZfyunRE/cGZEDAD1rWFtwxjtGgBBCikDpIDFB2sWLWRilg/mYWiVbtBAAhOEfYaVKUocjARsZzG3uCADrb2bHZBa3y1ghwIFYBQAMopVICCEmjdJBYoLyi1FfvQxo1JOAdYbbuJE9fixWqyYMHCx1LJJpUtGiV43/uoyL97o4EKNQChBc0aKyPU0iIYSYMkoHiQlCT090d2dZ2Swioui9TR13/z6/YwcACNNnAG/Wac3ERvZOllxkumbLnWJ1GWt7ivv70SQSQoiJo3SQmCaRhg9qIfLz5zFBEPr2Ff39pY5GYnZyNruZAwCsvpYdl1XE0nXXktUxmYKDBWvrTZNICCEmjtJBYpryqw+a/fBBfv+fXFQUOjkJn4ySOhaD0NLLsnM1Kw3C9PMZb+4x3hOdCwD9/Wx4epskhJg6ep8jpkk7uZhdu8Y0pSk1ZxpYWhq/ehUAaL6ehNbU45lvUrCDg5zdSlNvj8h93T7Zajz6II8B9KNJJIQQM0DpIDFN6GAvVq/BNGp247rUsUiG/+knplCKrVqLLVpIHYsBcbRg05o6AMCKK1mPcl9dh/DP6Fy1iC28LD1s6E2SEGL66J2OmCxtfzHT4Wp1RoULDeXPnkFrK83EiVLHYnA6VLFq6WmZJ8KM8+mv3GFXlAJoEgkhxGxQOkhMlhjUCMx1NglTKPhvFwGA8MlodHaWOhxDNKuZg52cXU3W7I5SFHro4uO8+GzBw4Zr6WkpSWyEEFLOKB0kJgsbNEKe527dBoVS6ljKG79+HZecIvr5CX36SB2LgXK24iYFOQDAz1cyk17sMt4dpQSA/n42tA4JIcRMUDpITJe1FQTWAvNrIOQiI/ndu4HjhBkzgVFK81rdqls1rihXaOCbf58WbExRiqfilByDvjSJhBBiNigdJKYsv784PEzqQMqRIPAL5gOAMGiwWK2a1NEYurlvVbCWQegT9d+x+V3G+6IUCNC+iqWjBWXShBBzQekgMWX51QcvX5Y6kPLD79zJ3b+PHh7Cx8OljsUIuNtwExvZA8D9DEEtIgA08ZAPCbDp50tNg4QQMyKTOgBC9Ahr10GZnMXGsrQ0c5hRwZKS+V83AIBm6jSUW0gdjnHo62vj4yBr6J7/z1XfzaK+G/3TEULMC7UOElOGMhk2aghmU25G9u1iplIJHTqIDRpIHYsxaehuEflUPeRQWtC2J0MOpUU+VQPAm9csIYQQU0LpIDFxYqMgAODMIB3kTpzgwkLR1lb47DOpYzE+s/7NikxXA0BkunrWv1kAQCMHCSHmg9JBYuLEYG06aOKzSVh2tmzJEgAQxo1HB0epwzE+2lzw5Z8JIcQcUDpITBz6+aO9HUtKYvHxUseiR/wvv7CsTLFWLaFbN6ljMUpBFS1e+TMhhJgDSgeJ6RMbBQMAF26y84vZ7Vt8yAGUyTXTpksdi7H6spGdNgsMqmjxZSM7qcMhhJByRTOLienDoGD432l2OQx69ZQ6Ft1jGo18wUIAEN5/HytXljocoyQiBjjJ17Zzen4LRxW8CSFmg1oHiekz7WLU3NatLD4OvSuLQ4dKHYuxejnzo1yQEGJWKB0kpg+9vdHdnWVls6hIqWPRMRYXx//2GwCop09DGTX2E0IIKQ1KB4lZEIOCAYALM7VyM7KFC5hGLXTvgbVqSx0LIYQQY0XpIDEL/61WZ1LpIB8Swt2+jfYOwpgxUsdCCCHEiFE6SMwCBgUBALt8hWk0UseiGywzg1+5AgA0EyeiHc2EJYQQUnqUDhKzgM7O6OPDNGp266bUsegGv3Qpy8kRgxuLbdtKHQshhBDjRukgMRdiI+38YlPoL+auXuWPH0cLC83kKVLHQgghxOhROkjMxX+LFxt/Meq8PNmihQAgDP8Y3d2kjoYQQojRK306eC304oLJE3QYCiF6pZ1cDHdug0IpdSxlItu4kT1+LFarJgwcKHUshBBCTEHp08EDu3e4eXjqMBRC9MvaSqxdiwkCu2rEDYTc/fv8HzsAQJg+A3he6nAIIYSYglKmg6cOhwz9ZJxuQyFE37BRMADwxttfjMjPnweiKPTvL/r7Sx0NIYQQE1HcdHDtku/Hvdtv3Lv9nqanAUDUndtVa/jqMzBCdE87m4QZ7WwSft8+LipKdHPVfDJK6lgIIYSYjuKuavXJhK8Lft77++aBH36sn3gI0SOsVw9lci7mHsvMQgd7qcMpGfboEb92NQAIk6eCpaXU4RBCCDEdpVnk9M71qydC/tL+PO7dfiu37dFpSIToC8pkWL8+Cw9joZewXTupwykZ2aKFTKEUWr8tNm4sdSyEEEJMSmnSwenfLtH+sHbJ98+3GhJi+DA4GMLDuLAw0ajSQf7oEe7aNbS2EibQdH5CCCE6Vqa6g5QLEqMjaItRh4VKHUgJsMwMftlyANCMHovOzlKHQwghxNRQGWpiXjAgAO3tWFISS0yUOpbikq1YybIyxfr1xV69pI6FEEKICaJ0kJgZxsQG2tXqwqQOpVi4q1e5I4dRJtdMnQaMSR0OIYQQEyTzcXOQOgZCylXOOy0yzp6xv3XDafhQqWMpikr15LvFAoDj+NF29QKkjoYQQohpksUmZ0odAyHlivnXtgDIPXf+qcG/+Pl1a2UJiWK1aik9+iQbfLSEEEKMkY+bA3UWE7ODVaqgkxPLyuaio6WO5U1YXBy/fTsACNNnoKw0RQAIIYSQ4qB0kJgjbNIUDHx5EkTZwgVMEITefWg9OkIIIXpF6SAxR2JQEABwlw03HeT3/8ndvo1OTsLo0VLHQgghxMRROkjMkXZhD+7qFabRSB3LK7C0NH71KgDQTPwSra2lDocQQoiJo3SQmCN0dsYqVUCZB3fuSB3LK/A//cQUSrF5c7F1a6ljIYQQYvooHSRmSmwUBACc4Q0f5EJD+bNn0NpK8/UkqWMhhBBiFigdJGYqf/iggRWjZgoF/+0iABA+GU3r0RFCCCkflA4SMyU2bgIA7NYtplZJHcsz/No1XHKK6Ocn9OkjdSyEEELMBaWDxFxZW4k1azJBYJevSB1KPi4ykt+7FzhOmDGT1qMjhBBSbigdJOZLbKRdvNgwhg8KAr9gPgBoBg8Wq1WTOhpCCCFmhNJBYr7EoGAwmHSQ37mDu38fPTzE4cOljoUQQoh5oXSQmLH69VAmZ9FRLDNL2kDYo0f8rxsBQDN1GsotpA2GEEKIuaF0kJgvlFtgvboAwMJDpY1EtmghU6mEjh3FBg2kjYQQQogZonSQmDXUVh+8fFnCGPijR7lr19DWVvj0UwnDIIQQYrYoHSRmLb8YdZhk1QdZdja/bBkAaD77DB0cpQqDEEKIOaN0kJg1sVYgWFmyxET25IkkAfArVrCsTLF+fbFzF0kCIIQQQigdJOaNMTG4MUjUQMhdvcofOogyuWbqtPI/OyGEEKJF6SAxd9r+Yna5vMvNMLVKtmghAIgffoiVKpXz2QkhhJAClA4ScydVMWp+yxb2+LFYrZowZEg5n5oQQgh5HqWDxNyhjw86ObH0dBYTU24nZXFx3O+/A4AwfQbKZOV2XkIIIeRllA4SAmLjxlC+DYSyhQuYIAi9e4v+/uV2UkIIIeSVKB0k5L/+4vIaPsjv/4u7fRudnITRY8rnjIQQQsgbUDpICGDTZqBNBxH1fS6WlsavWgEAmokT0dpa36cjhBBCikTpICGAzs6itzco89itW/o+F//zz0yhFJs3F1u/re9zEUIIIcVB6SAhAAAYpF2tTr/9xVxoKP+/02htpfl6kl5PRAghhBQfpYOEABSkg+H6XLw4L4//dhEACCNHobOzHk9ECCGElASlg4QAAIgNgwCA3bjO1Co9nYJft5ZLThH9/IS+ffV0CkIIIaQUKB0kBAAAHezRz58JArt6TR/H5yIjZbt2AccJM2YCY/o4BSGEEFI6lA4Skk8MDgY9VR8UBH7BfAAQBg0Wq1XT/fEJIYSQMqB0kJB8Yv7wwTCdH5nfuZO7fx89PISPh+v84IQQQkgZUTpISD5sUB95nkVGsswsHR6WJSXzv24AAM3UaSi30OGRCSGEEJ2gdJCQfCi3wDp1AYBd1eX8Ytm3i5lKJXTsKDZooMPDEkIIIbpC6SAhz4jBQQDAhemsv5g7fpwLC0VbW+HTT3V1TEIIIUS3KB0k5BmxkS6rD7LsbNnPPwOA5tNP0cFRJ8ckhBBCdI7SQUKeU7MmWFmy+DiWllb2g/G/rGRZmWL9+mKXrmU/GiGEEKInlA4S8gzKZPn1qC9dLOOh2O1bfEgIyuSaqdN0ERohhBCiL5QOEvICMagRlLn6IFOr5AsWAoAwbBhWqqSbyAghhBD9oHSQkBeIQcEAwIWGluUg/NatLD4OvSuL776ro7gIIYQQfaF0kJAXYPXqaG/H0tPZ/fulOwKLi+N++w0A1NOnoUymy+AIIYQQPaB0kJDCsElTAOAul3J+sWzhAiYIQq9eWKu2TuMihBBC9ILSQUIKK8tqdfzff3G3b6OTkzBmrK7jIoQQQvSC0kFCChODGwMAFxYKiCV6IsvM4FetAgBhwgS0ttZLcIQQQoiuUTpISGFYsSJ6eoIyj7tzt0RPlC1ZwnJyxODGwtvv6Cc0QgghRPcoHSTkFfL7iy+XoNwMFxrKnTyJ1laayVP0FhchhBCie5QOEvIK2tXqWPHTwbw8/ttFACCM+ATd3fQXGCGEEKJzlA4S8goY3BgA2LXrTK0qzv6y9eu55BTRz0/o10/PoRFCCCE6RukgIa+ADvbo68c0arh2vcidufv3+d27gOOEGTOBsXIIjxBCCNEhSgcJebX81eqK7C8WBH7+PBBFYdBgsVq1cgiMEEII0S1KBwl5Ne3wwSKLUfO7d3NRUejhofnoo3KJixBCCNExSgcJeTUMaoQ8z925Awrl6/ZhScn8+nUAoJk6DSwtyzE6QgghRGcoHSTk1VBugbVrAwAXeul1+8i+XcxUKqFDB7FBg/KLjBBCCNEpSgcJea039xdzJ09yYaFoayt89ln5xkUIIYToEqWDhLzWG4pRs+xs2bKlAKAZPx4dHMs7MkIIIUR3KB0k5PVq1QIrS/bgAUtLK/QIv3oVS08X69cXu3aTJDRCCCFEVygdJOS1UCYT6zcAAC409Pnt7PYt/u+/USbXTJ0mTWSEEEKI7lA6SMibiEHBAMCFP+svZhqNfMFCABCGfYCVKkkWGSGEEKIjlA4S8ibaYtTs0sWCLdzWrSw+Dr0ri+++J11chBBCiM5QOkjIm6CvH9rbsfR0FhcHACwujv/tNwBQT5+GMpnU0RFCCCE6QJ9nhBRBbNmaJSaynGwE4JcsYRq10LMn1qotdVyEEEKIbrCYpAypYyDEoLGcHLS1zf85K4tfsUL44gu0tpY2KkIIIUQnfNwcKB0k5I1EETiORUdxZ89hJQ+xcxepAyKEEEJ0ycfNgTqLCXkjjuMOH5IvWqT9TTx3Tj1/gbQREUIIIbpFU0kIKYJs1+6Cn7mzZyWMhBBCCNEHSgcJIYQQQswapYOEFEHTv1/Bz2KrVhJGQgghhOiD7qeS+Lg5AEBscqZuD2vI6JJNGKLIGMeiIvlz50QPD7FLV6kjKj/mc5cLmNslm9v1Al2yeaBLLsXTaSoJIW/CGAeiiH7+Gj9/AEBExpjUQRFCCCG6RJ3FhBSF4wCggo1lRUcbygUJIYSYHmodJKRYnGwtpQ6BEEII0QtqHSSEEEIIMWsMEaWOgRBCCCGESIZaBwkhhBBCzBqlg4QQQgghZo3SQUIIIYQQs0bpICGEEEKIWaN0kBBCCCHErFE6SAghhBBi1igdJIQQQggxa5QOEkIIIYSYtdKkg/v37evaoYP2P+2W1NRU7a/z58zRblm/Zo12S2REBAD8e/58wVNSU1N1FX25efmSC65o/7592i1jRo58fgcAmD9njvFeckHwr7un8OIlR0ZEFPwTPb+PESnykl9+nRe8MNavWSNZ3GVQ0rv8/A4Fr3zjUpxLnj9nzpiRIwue8vIOxqXgr7LglhV5ydo/53/Pn5cg3DJ7/r3odS9jAHj+z/bld3ij8/JdfuVHUsFdLrjk5++7ESnFXdb69/x5k7nklz+SCv3lliz1wjJYt3r1n3v3IuK82bP/OXdO+0PE3bsRd++OHjECESPu3p03ezYi/nPunHYHY1dwyV3at09JSdH+gIh/7t27bvVq7Q/aHQp+MHajR4x45T19+ZILaHcwXq+75EKvc/zv7mufon09GKli3uWUlBTtDtqnSBhw2b3hLhds1G4vtIORSklJ0b5ci3PJ82bP/nPvXmN/0/7n3LnXvVl1ad8+4u5d7cbnFbzDG6mCu/zyJRe6ywUK3taMVEnv8ugRI4z6Dxmfu+SXU69Cf7klSr3K1Fns5u6u/SEhPt6/Zk0AqFuv3p3bt1NTUoKCgwHAPyDgn3PnACApKcnF1bUs5zIQ2ktOTU2tWq2ai4sLADRv2TIyIiI5Kal2nToAEFir1o3r1wHgxvXryUlJRv11U8vL2xsAXr6nL1+y1r/nz9etV0+iYHXjdZdc6HUOAFWrVfv3/Hntty7t68FIFfMup6akPP8sY2z2LvC6S54xa5Z/QEDBbi/vYKQKXp9FXrJ/QMCMWbMkCVK3Cj50Xn6zOnjs2CufUvChZqQK7vLLl1zoLr/wLGP+dC7RXd6/b9+Er74q5wh1ruCSC30kvfyXW6LUq/TpYGpq6ppffunVp09+fC9+Fr78R/XF+PHPN2kao+cvWftZ8rxC/+gJ8fFu7u4Hjx3r27+/kXarAYC2zVn7JvLyPX3l6+zE8eMtW7cuh9j0pIhLfvF1vmrduhPHj8+YMmXVunXlFqHOFf8u+wcEeHl7m8CXnDdfciHGniJorV+zZtTYsdqfTeOKirTkhx8GDh6s/bk4H4qFPtSM0fN3uchL1v4hDxw8+HVpolEo0V2+cf26UV+s1guXXFQzRPFTr9Kng+8PHvzzihUFvxZqJ0hOSnr+1159+hw8dkybqhvpeBR48ZIT4uMLPVqo4QQAtFlR7Tp1Cv1rGIvIiIh5s2cXfNt4+SpevuTIiAgPDw/jbScr+pJffJ1r30znL15spCNEoeR3ecasWQV/y0aqyEsuxEj/fp+3f9++x48fFyQ6JnBFRZo/Z07nrl0LPvtffrN6WaEPNaNT6C4XecnaP+SdO3YY74dyie7y+jVrxowfXy5x6VHhS37j506JUq9SpoNdO3Q4eOxYQUBe3t6Rd+8CwI3r1wNr1XJxdQ0PCwOAyIiI5i1bPv9EDw+P0p1Rcs9fsouLy4P797W34Z9z5/wDAtzc3W/dvAkAd27f1naVBgUHa/9Nbt28qW3BNi6RERE7d+wo+NR/+Z6+fMkAcOb06dbvvCNNxGVW5CUXep1HRkRUrVbNPyDAxcWlecuWxfm8MTSlu8vw3zuLMeb9RV5yIUXuYPi0vRMF6a8JXFGR5s+ZM3Dw4ILE6HUv4+cV+lAzOoXucnEuWcvDwyPJOL8elPQuh4eFvT94cNcOHf45d85I+zcKXXKhj6Q3PLE4qRdDxJIGtH7Nmr27d2t/7tu//4hRo1JTU98fPBgAmrdsqX05Fuzz84oV/gEB8+fM0Q5SKdjBuLx8yf+ePz9v9mwAGDV2rPbejBk58sH9+/DfeIWCf5Oq1aoZY09iweUAwMzZs99q0aLQPYWXLvnf8+e3bNpkjBerVeQlv+F1bqQv7FLc5YJff9uxwxjTwSIv+fk/9kJbCv5NjEjBi1ZLe9fefMkurq4FTzHGF3bBmzM89/b7upexdsvL7/DlHXTZvPIuF7rkQnf5zOnT2l+N9BOqFHe54Lnz58wxulc1vOqSC30kPf8y0G4pUepVmnSQEEIIIYSYDCpDTQghhBBi1igdJIQQQggxa5QOEkIIIYSYNUoHCSGEEELMGqWDhBBCCCFmjdJBQgghhBCzRukgIYQQQohZo3SQEEIIIcSsMdsJf0odAyGEEEIIkcz/ATQIDbbFqHf6AAAAAElFTkSuQmCC"
In what year the gap between green and red become maximum?
2008.0
OECD_LABOUR_PRODUCTIVITY_AND_UTILISATION_BGR_CHE_CHL_LUX_NOR_000053.png
2,686
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"
What is the ratio between red and purple?
1.27
OECD_COUNTRY_PROGRAMMABLE_AID_(CPA)_GRC_LUX_NZL_000014.png
2,687
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"
What is the average of the highest and lowest value of 1981.0 ?
13.65
32508.png
2,688
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"
What is the sum of the largest and smallest difference between Somalia and Philippines?
-28680000.0
51340.png
2,689
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"
Which x-axis label is second lowest for Maldives?
1991.0
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2,690
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What is the average of Costa Rica from 2000.0 to 2002.0?
960556.67
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2,691
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"
What is the average of Central African Republic from 2003.0 to 2006.0?
8000.0
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2,692
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rlw4cOCBJCgsLs8J60zQ1ZMgQtWzZ0lr26NGjViiyYMECK7gbPny44uLidOutt1a5/bJyc3OVmpoqSdq4caP1ZfuWW26xBnWpyftIKgkppZKL1Jee0RUSEqLbb7/den1r8nlQ2zb43nvvSZIiIiJ08803q3PnzuXOgi3l7++vuXPnWu0kJCRE559/vqT/7feavGdLA6jDhw9bge3OnTsVEhJSrs2cqiaf6V999ZV19tANN9ygTp066dZbbz3jC+PXZN+c6WdRVd59913rrME+ffpUWPe///1vSTX/vVOVr776yjojvHT9MTEx1v4ubXt1QUBAgB566CHZbDbl5OTo8ccf15NPPqk777zTauM1ed8FBwerffv21np79+6tAQMG6KabbrKmRUZG6uqrr9Z1111nfeaV/Tws6/bbb1dcXJxGjBghqeSzZ/78+ZJqvh9rqibvtbKfbbfccotatWqloUOHWusIDAys9ix6AAAAVM7nu6CW6tevn0aPHq05c+aouLhYjz32mF588cVyyxw/ftz6ErZ3717rYLqoqEh2u12HDx9WXl5elQFFVZKTk61/L1myxPoruN1ul2ma1sF+WWW7l5UeKJcehJ+qTZs2CgkJkSS1aNFCISEh1hlYDRs2tJYr++V6x44d5bqhVKe0+1HZ592kSZMK006cOCFJ1pcxqeTC2f7+/jJN03oee/bs0YABA5x+vrV16uvTokULHTlyRPPmzdOWLVuUnZ1drltQaRuojjP7tDbO9PUo3T+n/nvfvn0VLnpetrts2S551SnbJa20DURERFghQum00jYhlZz1snjxYq1fv17p6emy2+1KT0+XVPVrXlltgwcP1ooVK1RUVKRPP/1Uo0aN0hdffKEnn3yy2poPHz6sl19+WXv27FFeXp51BlnpvFOvnWUYhsLDwyWVfHEvVbofSs8gkv73Gjdv3rzaGkoFBwerc+fO2r59u9atW6d169apUaNGVrdMqWbvo+7du1uBYNlRnqX/fUnPzMx06vOgujaYk5NjjZ5ctn1V9fy3bNmizz//XIcOHZLD4bC6Cx47dkxFRUUVulZX9p4tKCjQrFmzlJmZqUWLFqlfv35asmSJrrvuukq3KdX8M72yfWkYhpo2bWp1ea6tzMzM0+4bScrLyzujz6Kq/PLLL9a/S/d7w4YNZRiGTNPUjh07KjzGmc+dyrYj/a99HTt2TGlpaYqKinLiWbhehw4dNHLkSM2ePVs7duzQpZdeqn79+lnznfn9Vd3vyNLpubm55T4PK3t82c/V0jbpzH6sjcrea2XPTCxtE2WfDwAAAJxTbwI4qeSvzL/++qtWrFihkydP6pFHHrH+ynuqtm3b6rXXXnN5Ddddd53uvffe0y7n51fx5MSqziIo/et6bVR3ppCzKqvvoYceKvdlsyq1eb61Vdnr8/e//1179+5Vly5d9OKLL8rhcGjQoEGSVGWbqEpN92ltuPL1KBs0Vab0y5c7lK35tdde0yeffKLQ0FC9+uqrio6O1t13363du3dX+ZpXVlvHjh0VHx+vrVu3asmSJercubNiYmKq/YJ45MgRTZ48Wfn5+Ro0aJDuuecerV+/XlOnTpVU+T43DKPS90ll+6F0f1W236oyffp0ffTRR1q3bp127dqlzMxMLVmyRFu3bq3QNa+q91FmZqb179Pt5+pU9jxr2gbLLlfZY9asWaPp06dLKumG2K9fP7366qtatGiRpMpf+8reswEBAbrmmms0f/58/fzzz/rxxx/1ww8/lLsWV3Vq+pl+uudT0zZRVnX7xpWfRbVxJvvcFdtypdruk7Jh4Pbt25WZmVlp1/Wa/v6qqapqcubzo1Tpc6/qNT7d/jvd8UPp4+vKWYwAAADerF50QS1r4sSJio+PlyQdPHjQOkNBKukmVPol/siRI+UOODdu3KgXXnjBun/qgfLJkyerPFOibFeVU89omDdvXrXXpHNGo0aNrO5NZWsqvSC1JOs6Zu5Q2sVNqvh8//nPf1pdVWujsi8maWlpTn1BzcrKss5Q69Gjh0JCQqpcz6nbLSws1NGjR8/6Pq2to0ePWv8uPctMknUdLU/YvHmzpJIArbTLoLMBQ2lAkZmZqaeeeqrSro9l7dixw7ruYb9+/WQYxhmHG2XPJCx9b5V9j1WnuLhYH330ke644w7NmDFDCxcutC5WX3qGXk3eR40aNbLOOjt69Gi5z6zVq1drxYoVbvk8CAkJsc7qKrueyp5/6X4vHchBcn6/33DDDdYZYv/617/Uv3//akfQrOlnemX7UiofcJYq2y21NFir7LO/JvvGFZ9FVSm7T0vry8zMtOpw1e+AyrZTui2p5Ayqmp4ZWhvLli2zri9X030ilXSVf+utt/S3v/1NhmEoIyOj3Nnw7vj9dTqltZatufSzuqb70W63W93nywa+zpzBWfb9UHqma3VtDQAAADVT7wI4u92upKSkKrvDlI5omp2dbR3cZ2dn66233lLHjh2t5Uq7ipR2z3njjTf08ccfV7rOVq1aWV1Wvv32W/3666+SSq4ns2jRIisQdKU///nPMgxDaWlp1vWl1q1bJ6nk2ltXXHGFy7dZ6rLLLrMClrKj0y1btkwpKSnlvuDUVNmuOdnZ2UpPT9fo0aOd+iIfFhZmXb+m9LXZsGFDjba7du1aPf744x7Zp7Xxww8/aN26ddq0aZM2btwoqaTbW+l1mTyh9D23f/9+5eXl6bfffrOuvVZbffr0sQKgoKAgXXzxxdUuX3qReel/+7z0dXHW0KFDrVDkyy+/lGma1V5bsazi4mLNnTvXek82atTIen3atm2roKCgGr+P7rzzTkklX7RLB0HIzMzUm2++qcaNG0tyz+dB6fXu0tLS9NNPP6mwsLDSQRhKn1dxcbEVLpaGcrXVtGlTK8TLyso6bfAq1ewz/bLLLrNCopUrV6qoqEjfffedFT6U1aZNGyvwKX0tS9d7qtPtG1d8FlXltttuU4MGDSTJumZe6T4PCQmxXpczlZCQoHPOOafc+n/77TfrM7G07bnaoUOHrD+glR2ZOCUlRcXFxVq1alWlj3vmmWc0evRoXX755VaQXxqISu75/XU6K1eulFT+moil76/a7Mey16ozTVNbtmyptA2fTtnPtnnz5mnHjh2aN2+eM08NAAAAZRimaSZKmurpQlxt8uTJSk5OVmFhoRo0aGBd0LjU3r179Ze//EU5OTl67rnnyh3Ar1y5Uh999JH27NmjyMhINWjQQFdddZWuvvpqa5k9e/Zo+vTp+vXXXxUdHa0mTZro73//u/WF91RFRUV67733tHz5ch09elStW7dWw4YNNXz4cHXr1k1SyYh+pddIstvtuvLKK9W4cWN98MEH1tk7TZs21RtvvKFx48aVW7ZRo0Z6/vnnywUNP/74o9577z2lpKQoMDBQhmGoT58+GjFihEJDQ5WSkqIpU6ZYF7IPCQnRDTfcoGbNmmnOnDnW9WoaNWqkiRMn6plnnrHOamjQoIEmTpyoF154QceOHZMkhYaGasiQIRo+fLgyMjI0Z84cbdq0Sfn5+YqJiVHLli31xz/+UZGRkZVue9y4cVq+fLk2b95sPa+uXbta1/Z67bXXtGzZMhUXFysyMlLXX399ldd/OvW1PPX1+e9//6uZM2fq8OHD6tSpk6688ko9++yzVi1XXnmlxo0bp7y8PD322GPasmWLGjRooIiICN1zzz2Kj4+v0T6tzPTp07V27dpy+/Rvf/ubHn/88Vq9HqcqKCjQtddeK0m66qqrdPLkSX3zzTcKCAjQpZdeqrFjxyo0NFSffvpphf07YMAAjRs3rsr6Zs6cqfvvv7/ca3r11VersLBQX375pYqKiuTv769evXopJiZGixYtUn5+vgzDUJMmTfTWW2/p8OHDevrpp5WSkqLIyEhdccUV1gXPbTabYmNjddVVV1VbW1nvvfeeZs2apdGjR2v48OFVvt6l3nnnHX3yySfKzc3VxRdfrNjYWOsC5o0aNdK4ceO0cePGcs+9Xbt2GjNmjB5//PFyNU2ePFk9evTQhg0b9NZbb2nfvn2KiIjQddddZ1143263a+DAgRVGY5RKwqj/+7//0+7du+Xn56fc3FwVFhaqa9eu+vOf/2ydsXa691GpTZs2aeHChdq5c6ciIiLUoEEDDRo0qNy1qpz5PKiuDZqmqQULFujTTz9VRkaGWrdure7du+uDDz6QVBKM3nffferfv7+eeuopffvttwoICFDfvn2Vk5NjBR5NmzbV888/r8mTJ5/2M00q6TJ4//3364ILLjjtdf9K1eQz/bffftOrr76qLVu2KCAgQH369NEvv/xi7aPo6GhrQIdNmzZp5syZOnTokNq3b6+bbrrJ6mYbHBysK664QuPHj6/RvjnTz6Jdu3ZV+nl9ySWXKDU1Vf/+97/1ww8/yG63q6CgQOedd55GjhxpXfOwNr93qhqUIjc3V++++67WrFmjwsJCFRQUqF27dho6dKgVjlf2uTJ06FArBCursLBQI0eOVHZ2trV848aNy53tmJOTo6FDh1rv/ffee0+LFi1Sbm6uunXrpnPPPdcaGbphw4YaNGiQFi9erGPHjqlFixZ68skndd9991lnPNrtdp177rmaPn26U7+/7r//fs2bN88KHoOCgjRixAht3LhRW7ZskWmaCggI0Pnnn6/o6GgtW7bMCvf++Mc/avny5Tp48KBat26tP/7xj+VG9a3Jfixd7umnn9bOnTvVvHlzXXbZZVq/fr2Sk5Nls9nUtm1bzZgx47S/HyVV+GwbPny4nnvuOUklAd1dd91VaVsAAABA1Xw2gAPqm7IB3KBBg1x+Xbq6JjMzU7feeqvefffdchePh++76667NGLEiHIXzwfgGvn5+frtt9/Kne2XmpqqUaNGSZLGjRtXbsRXAAAA1Ey964IKwHtt3brVOuvpm2++0aWXXkr4Vk+MGTNGRUVFSk1NVUFBgXr37u3pkgCflJ6ergcffFAHDx6UVDIAwye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What is the average of the highest and lowest value of Secondary ?
76.66
83085.png
2,693
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What is the minimum difference between Europe(all income levels) and Nepal?
16.8
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2,694
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"
What is the sum of the average of Angola and the average of Chad?
12.0
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2,695
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"
Which two x-axis labels of Romania sums up to 1302000000.0 ?
National Visitors, International Visitors
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2,696
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Which x-axis label witnessed the smallest value of Rural Population?
1990.0
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2,697
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"
How many times Canada higher than Latvia?
1.21
OECD_NOMINAL_GDP_FORECAST_BGR_CAN_HUN_LVA_SVK_000005.png
2,698
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"
What is the difference of the second highest and second lowest value of Eritrea?
0.0
135375.png
2,699