diff --git a/uciCollegeMsg.ipynb b/uciCollegeMsg.ipynb index 422a0b0d3b6eaac57b755c16d488e70ca1107ea9..97b74eb560361fcdc3b4f2403e8ace1c6de4691c 100644 --- a/uciCollegeMsg.ipynb +++ b/uciCollegeMsg.ipynb @@ -20,7 +20,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 28, "metadata": {}, "outputs": [], "source": [ @@ -31,13 +31,11 @@ " :return:\n", " \"\"\"\n", " u_list, i_list, ts_list, label_list = [], [], [], []\n", - " feat_l = []\n", " idx_list = []\n", "\n", " with open(dataset_name) as f:\n", " # skip the first line\n", " s = next(f)\n", - " previous_time = -1\n", " for idx, line in enumerate(f):\n", " e = line.strip().split(' ')\n", " # user_id\n", @@ -47,12 +45,7 @@ "\n", " # timestamp\n", " ts = float(e[2])\n", - " # check whether time in ascending order\n", - " \n", - " previous_time = ts\n", - " # state_label\n", " \n", - " print(u, i, ts)\n", " u_list.append(u)\n", " i_list.append(i)\n", " ts_list.append(ts)\n", @@ -69,7 +62,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 29, "metadata": {}, "outputs": [], "source": [ @@ -91,7 +84,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 30, "metadata": {}, "outputs": [], "source": [ @@ -147,7 +140,6 @@ " try:\n", " event_graph = self.create_event_graph(delta_t)\n", " num_components, labels = pp.algorithms.components.connected_components(event_graph)\n", - " print(f\"δt={delta_t}: Components={num_components}\")\n", " \n", " # component labels, the value at that index tells us which connected component that node belongs to\n", " labels_tensor = torch.tensor(labels)\n", @@ -693,7 +685,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 31, "metadata": {}, "outputs": [], "source": [ @@ -740,59847 +732,13 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 33, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "3 4 1082155839.0\n", - "5 2 1082414391.0\n", - 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1098773714.0\n", - "1899 8 1098774056.0\n", - "1416 969 1098774255.0\n", - "1899 1217 1098774687.0\n", - "1899 561 1098774918.0\n", - "1899 657 1098775025.0\n", - "1899 1436 1098775640.0\n", - "1899 1284 1098775770.0\n", - "1899 391 1098775817.0\n", - "1899 1417 1098776254.0\n", - "1899 311 1098776473.0\n", - "1899 1847 1098776648.0\n", - "1899 1097 1098776836.0\n", - "1899 277 1098777003.0\n", - "1878 1624 1098777111.0\n", - "1878 1624 1098777142.0\n", "=== DATASET PREVIEW ===\n", " u i ts idx\n", "0 3 4 1.082156e+09 0\n", @@ -60588,22 +746,9 @@ "2 6 7 1.082440e+09 2\n", "3 8 7 1.082440e+09 3\n", "4 9 10 1.082440e+09 4\n", - "Normalized Timestamp Range (hours): 0.0 - 4617.028611111111\n", - "Normalized Timestamp Range: 0.0 - 4617.028611111111\n", - "Number of nodes: 1899\n", - "Number of edges: 59834\n", + "Normalized Timestamp Range: 0.0 - 16621303.0\n", "Min Timestamp: 0.0\n", - "Max Timestamp: 4617.028611111111\n", - "Generated δt values: [ 0. 94.2250737 188.45014739 282.67522109 376.90029478\n", - " 471.12536848 565.35044218 659.57551587 753.80058957 848.02566327\n", - " 942.25073696 1036.47581066 1130.70088435 1224.92595805 1319.15103175\n", - " 1413.37610544 1507.60117914 1601.82625283 1696.05132653 1790.27640023\n", - " 1884.50147392 1978.72654762 2072.95162132 2167.17669501 2261.40176871\n", - " 2355.6268424 2449.8519161 2544.0769898 2638.30206349 2732.52713719\n", - " 2826.75221088 2920.97728458 3015.20235828 3109.42743197 3203.65250567\n", - " 3297.87757937 3392.10265306 3486.32772676 3580.55280045 3674.77787415\n", - " 3769.00294785 3863.22802154 3957.45309524 4051.67816893 4145.90324263\n", - " 4240.12831633 4334.35339002 4428.57846372 4522.80353741 4617.02861111]\n" + "Max Timestamp: 16621303.0\n" ] } ], @@ -60617,13 +762,8 @@ "print(\"=== DATASET PREVIEW ===\")\n", "print(df.head()) \n", "\n", - "df['normalized_ts'] = (df['ts'] - df['ts'].min()) / 3600\n", + "df['normalized_ts'] = (df['ts'] - df['ts'].min())\n", "\n", - "# Debug: Ensure timestamps are correctly normalized\n", - "print(\"Normalized Timestamp Range (hours):\", df['normalized_ts'].min(), \"-\", df['normalized_ts'].max())\n", - "\n", - "\n", - "# Debug: Ensure timestamps are correctly normalized\n", "print(\"Normalized Timestamp Range:\", df['normalized_ts'].min(), \"-\", df['normalized_ts'].max())\n", "\n", "# Convert to temporal edge list\n", @@ -60634,17 +774,11 @@ "total_events = len(tedges)\n", "bipartite_percolation = BipartiteTemporalPercolation(temporal_graph, total_events)\n", "\n", - "print(\"Number of nodes:\", temporal_graph.n)\n", - "print(\"Number of edges:\", len(tedges))\n", - "\n", - "\n", "print(\"Min Timestamp:\", df['normalized_ts'].min())\n", "print(\"Max Timestamp:\", df['normalized_ts'].max())\n", "\n", "# Generate δt values using linear spacing\n", "delta_t_values = np.linspace(df['normalized_ts'].min(), df['normalized_ts'].max(), 50)\n", - "print(\"Generated δt values:\", delta_t_values)\n", - "\n", "\n", "# analysis_results, reachability, percolation_metrics = bipartite_percolation.percolation_analysis(delta_t_values)\n", "\n", @@ -60663,7 +797,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 34, "metadata": {}, "outputs": [ { @@ -60708,7 +842,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 35, "metadata": {}, "outputs": [], "source": [ @@ -60730,7 +864,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 36, "metadata": {}, "outputs": [ { @@ -60773,14 +907,14 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 60, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\userpc\\AppData\\Local\\Temp\\ipykernel_20040\\102792166.py:497: RuntimeWarning: invalid value encountered in divide\n", + "C:\\Users\\userpc\\AppData\\Local\\Temp\\ipykernel_24488\\3396042060.py:496: RuntimeWarning: invalid value encountered in divide\n", " rho_G = np.where(N_values > 0, S_G_values / N_values, 0)\n" ] } @@ -60791,12 +925,12 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 62, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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+29S2cuVKqNVqDBgwwDQPANiwYQOys7PL9RoUZdasWTbzb9y4MUaOHIlly5bZfGNG5EqYWkDFMgaoxoC2OMUFvFFRUVaPjXlfjRs3tmoPCQlBUFCQVduZM2dw9OjRYoPTwifLFD5WaWJjY/Haa69BoVDAx8cHzZs3t/rq+ubNm5gzZw5WrFhhc6yictCKOn559xEZGWn1WKvVQqPR2Jz4pNVqrfJsz5w5g7/++qvMr1Vh165dQ1paGpYsWYIlS5aUaR9lfb0zMzNx7do1m/ccAJo0aYJVq1bZtHfp0uW2Tvb6448/MGvWLOzevdvmP3edTmf1dWvh1xoAgoKCrALEf/75B7GxsTb9mjZtWuYxxcfHIz4+HtnZ2Thw4ABWrlyJjz76CPfddx9OnjxplStbGrVajXnz5uGZZ55BaGgoOnbsiPvuuw8jR45EWFgYAJiCH8uvzQs7c+YMAPlhpDg6nc7qb7Lw+9ewYUN4eHhUqAxTo0aNbNJrmjRpAkDmBxvnVNlGjhyJlStX4vfff0eXLl2wefNmpKSkYMSIEWV6/pAhQzBr1izMnDkTW7duxfTp000pSZYaN26MXr16lXt8gwYNwrRp07By5UrMnDkTQgisXr0affr0QUBAAAD59zdt2jQsXLgQ33zzDTp37oz+/fubcuzLIzU1FSdOnMDgwYNttjVv3hy5ubk4d+5cuX7viRyJgSwVS6vVonbt2jh69GiJ/Y4ePYrw8HDTP7JGZV2xK4rBYMDdd9+N6dOnF7nd+B/e7R6rZs2aJf4nM3jwYOzatQvPPvss2rRpAz8/PxgMBtxzzz1FnuxT1PHLu4+izuwu7mxv42oSIF+rmJgYLFy4sMi+ERERxc7T+HwAeOSRR4oNblq1amX1uKyvd1H5rvbw999/o2fPnmjWrBkWLlyIiIgIqFQqrFu3Dm+//bbN612W17Uy+fj4oHPnzujcuTNq1qyJOXPm4Ndff8WoUaNsgjkjvV5v0zZlyhT069cPa9euxYYNG/DSSy9h7ty52Lp1a5nLOhlfiwULFqBNmzZF9imq/Jml4sbsDuLj4xEaGoqvv/4aXbp0wddff42wsLAyB51NmzZF69at8fbbb8PHx8dUxq+y1KlTB507d8aqVaswc+ZM7NmzB+fPnzd9W2T01ltvYfTo0fjhhx+wceNGPP3006Yc5vLkZBtP2rM8MdTI+DvIFVlyZQxkqUT33XcfPvnkE+zcudN0Nr6l33//HUlJSXjiiSdK3Ve9evUAyBUhy1Jd165ds/mqtGHDhsjMzLytFY2KSk1NxZYtWzBnzhy8/PLLpnbjSpaj9lFWDRs2xJEjR9CzZ89SA4yitoeEhMDf3x96vb7SX29j0FTUvE+fPl1ptSh/+ukn5OXl4ccff7RabS0traIk9erVK3Lcp06duu19AsCdd94JALhy5QoAmFY+CxfvL+rMdUC+38888wyeeeYZnDlzBm3atMFbb72Fr7/+2nSC1fHjx9GoUaNinw/Ir/LL+n6fOXPGahX+7NmzMBgMVu9feYPbs2fPQghh9bzTp08DQIV/L0oai1KpxLBhw7Bs2TLMmzcPa9euxeOPP16uEmEPPfQQjhw5gieeeKJcq+plNWTIEDz55JM4deoUVq5cCR8fH/Tr18+mX0xMDGJiYvDiiy9i165duOuuu/DRRx/ZVFYoSUhICDQaDU6ePGmz7a+//gIAU1qQO3+AoaqLObJUomeffRbe3t544oknbMpG3bx5E+PHj4ePj4/NGbZF6dWrF7y8vPDee+9ZrXwVrkAAyNXM3bt3Y8OGDTbb0tLSUFBQUP7JlJHxP7TCq3NFjdOe+yirwYMH49KlS/jkk09stuXk5CArK8v02NfX1yZgUiqVGDhwIP73v//ZlNwB5AeNilq7di0uXbpkerxv3z7s3bsXffr0qfC+gaJfb51OV6bc2uL07dsXe/bswb59+0xt165dwzfffFOm52/ZsqXIdmNeqfGr2nr16kGpVNrkfX/44YdWj7Ozs61KXgEyKPX39zetpvXu3Rv+/v6YO3euTV/ja9OuXTs0bNgQb775JjIzM23GV9T7/cEHH1g9fu+99wDA6v0r6nerJJcvX7a6ml56ejq+/PJLtGnTpsJpBcZcz+LGM2LECKSmpuKJJ55AZmZmueu97t+/H4CsFWsPAwcOhFKpxPLly7F69Wrcd999Vvmr6enpNv8GxsTEwMPDw2pl9fz580UGqJY8PT1x991346effsLZs2dN7ZcvX8by5csRGxtrqgJT2utK5AxckaUSNW7cGF988QWGDx+OmJgYmyt7Xb9+HcuXLy+11A4gP/n/97//xdy5c3Hfffehb9++OHToEH799VebnMhnn30WP/74I+677z5TWaSsrCwcO3YM3333HZKSkuxWND8gIABdunTB/PnzcevWLYSHh2Pjxo2mGrOO2kdZjRgxAqtWrcL48eOxbds23HXXXdDr9Th58iRWrVqFDRs2mFYB27Vrh82bN2PhwoWoU6cOoqKiEBsbizfeeAPbtm1DbGwsHn/8cURHR+PmzZs4ePAgNm/eXOEUgUaNGqFTp06YMGEC8vLy8M4776BGjRpFpo589913RX61fffdd9uU6jLq3bs3VCoV+vXrZwpOPvnkE9SqVcu08lle06dPx1dffYV77rkHkydPNpXfqlevXqnpNgAwYMAAREVFoV+/fmjYsCGysrKwefNm/PTTT2jfvr1phU2r1WLQoEF47733oFAo0LBhQ/z88882ecmnT59Gz549MXjwYERHR8PT0xNr1qxBSkoKHn74YQDy9+7tt9/GY489hvbt25tqGx85cgTZ2dn44osv4OHhgU8//RR9+vRBixYtMGbMGISHh+PSpUvYtm0bAgIC8NNPP1kd+9y5c+jfvz/uuece7N69G19//TWGDRtmVZO1uN+t4jRp0gRjx47F/v37ERoais8//xwpKSkV+vBhORYAeOGFF/Dwww/Dy8sL/fr1MwVibdu2RcuWLU0nSpYnID1y5Ijp9fnuu++KDYIPHjyIr7/+2qa9YcOGiIuLK/EYtWrVQvfu3bFw4UJkZGRgyJAhVtu3bt2KSZMmYdCgQWjSpAkKCgrw1VdfmT6UGo0cORLbt28vNWXm//7v/7BlyxZ06dIFEydOhKenJz766CPk5+fjzTffNPVr06YNlEol5s2bB51OB7VabardTOQ0ziiVQO7n6NGjYujQoaJ27drCy8tLhIWFiaFDh4pjx47Z9DWW7Ll27ZrNNr1eL+bMmSNq164tvL29Rbdu3cTx48dFvXr1bEr3ZGRkiBkzZohGjRoJlUolatasKf7zn/+IN998U+Tn5wshzKVuSipJVFi9evXEvffeW2KfixcvigceeEAEBgYKrVYrBg0aJC5fvmxT5qekuVZ0H6NGjRK+vr42++3atato0aKFVVt+fr6YN2+eaNGihVCr1SIoKEi0a9dOzJkzR+h0OlO/kydPii5dughvb2+bkmcpKSli4sSJIiIiwvQe9+zZUyxZssTUx1gOqaxlfyzfn7feektEREQItVotOnfubFW6yfJ1KO5WWsmfH3/8UbRq1UpoNBpRv359MW/ePPH5558XWfqpqPe/a9euomvXrlZtR48eFV27dhUajUaEh4eLV1991VRWq7TyW8uXLxcPP/ywaNiwofD29hYajUZER0eLF154wVSqzujatWti4MCBwsfHRwQFBYknnnhCHD9+3Kr81vXr18XEiRNFs2bNhK+vr9BqtSI2NlasWrWqyNfiP//5j/D29hYBAQGiQ4cOYvny5VZ9Dh06JB588EFRo0YNoVarRb169cTgwYPFli1bTH2M70lCQoJ46KGHhL+/vwgKChKTJk2yKe9V3O9WceW37r33XrFhwwbRqlUroVarRbNmzWx+r263/JYQsoRfeHi48PDwKPL9mj9/vgAgXn/9dZvXryQDBw4UXl5eYvLkyUKtVlv9fQlRevmtokqUFeWTTz4RAIS/v7/Na52YmCgeffRR0bBhQ6HRaERwcLDo3r272Lx5s1W/rl27irL+N3/gwAERHx8vfH19hY+Pj+jatatViTrLcTVo0EAolUqW4iKXoBDCTmc3EFG1l5SUhKioKCxYsAD//e9/nT0cKqfZs2djzpw5uHbtWpW4bLClRYsWYerUqUhKSiqyikVRTpw4gZiYGIwZMwavvPIKIiMj8fnnn5dYAYKI7Is5skREVK0IIfDZZ5+ha9euZQ5iAeC1116DUqnEzJkzER4ejk6dOuGrr76y40iJqDQMZImIqFrIysrC8uXL8cQTT+DYsWOYOnVqmZ976tQprFq1CsOGDTOdEzBq1Chs2bIFY8eOxa+//mqvYRNRCXiyFxERVQvXrl3DsGHDEBgYiJkzZ6J///5lfu7rr78OhUKBF154wdQ2cuRIHD16FF9//TUSExMrrQoHEZUdc2SJiIiIyC0xtYCIiIiI3BIDWSIiIiJyS9UuR7agoACHDh1CaGgoPDwYxxMREZH9GAwGpKSkoG3btvD0rHZhl91Vu1f00KFD6NChg7OHQURERNXIvn370L59e2cPo8qpdoGs8RKX+/btQ+3atZ08GiIiIqrKrly5gg4dOhR7iW2qmGoXyBrTCWrXro26des6eTRERERUHTCd0T74qhIRERGRW2IgS0RERERuiYEsEREREbklBrJERERE5JYYyBIRERGRW2IgS0REROQiZs8GFArrW7Nm5u25ucDEiUCNGoCfHzBwIJCSYr2P8+eBe+8FfHyAWrWAZ58FCgqs+/z2G3DHHYBaDTRqBCxbZjuWDz4A6tcHNBogNhbYt69y51oZGMgSERERuZAWLYArV8y3nTvN26ZOBX76CVi9Gti+Hbh8GXjwQfN2vV4Gsfn5wK5dwBdfyCD15ZfNfc6dk326dwcOHwamTAEeewzYsMHcZ+VKYNo0YNYs4OBBoHVrID4euHrVzpMvJ4UQQjh7EI508eJFRERE4MKFC6wjS0RERHZV3rhj9mxg7VoZYBam0wEhIcC33wIPPSTbTp4EmjcHdu8GOnYEfv0VuO8+GeAar8Hw0UfAc88B164BKpW8/8svwPHj5n0//DCQlgasXy8fx8YC7dsD778vHxsMQEQE8NRTwPPP3+aLYQfV7oIIRnq9Hnq9HgCgUCjg4eEBg8EAy7je2G7sV1q7h4cHFApFke2AvN5yWdqVSiWEEEW2Fx5jce2cE+fEOXFOnBPnxDk5f05GGRkZSE9PNz1Wq9VQq9UoypkzQJ068iv9uDhg7lwgMhI4cAC4dQvo1cvct1kzuc0YyO7eDcTEmINYQK6kTpgAnDgBtG0r+1juw9hnyhR5Pz9fHmvGDMvXTz5n9+4ih+w01TaQTUxMRGpqKgAgODgYkZGRuHjxIm7evGnqExYWhrCwMCQlJSEjI8PUHhERgRo1auDMmTPIzc01tTdo0AABAQFISEiw+sNq2rQpVCoVjh07ZjWGmJgY5Ofn49SpU6Y2pVKJmJgYZGRkIDEx0dSu0WjQrFkzpKam4sKFC6Z2f39/NGzYEFevXkVycrKpnXPinDgnzolz4pw4J+fPySg6OtpqPLNmzcLs2bNRWGysTAVo2lSmFcyZA3TuLFdPk5PlimpgoPVzQkPlNkD+LHw1XOPj0vqkpwM5OUBqqkxRKKrPyZM2Q3aqaptakJSUZFrir26fDjknzolz4pw4J86Jc3LMnC5fvoyIiAgkJCQgPDzctK2kFVlLaWlAvXrAwoWAtzcwZgyQl2fdp0MHme86bx4wbhzwzz/W+a7Z2YCvL7BuHdCnD9CkidyP5YrrunUybzY7Wway4eEyxzYuztxn+nSZl7t3b6nDdphquyKrVCqhVCqt2oq7DnLhfo5oVygURbYXN8bytnNOnFNx7ZwT51RZYyxvO+fEOVXWGMvbbu85AXI1NyAgoNjtxQkMlIHn2bPA3XfLr/3T0qxXZVNSAOPib1iYbXUBY1UDyz6FKx2kpAABATJYVirlrag+FovMLoFVC4iIiIhcVGYm8PffQO3aQLt2gJcXsGWLefupU7LclnHlNC4OOHbMurrApk0ySDVmN8TFWe/D2Me4D5VKHsuyj8EgH1uu0LoCBrJERERELuK//5Vf3yclya/2H3hAro4OHQpotcDYsbIs1rZt8oSsMWNkcNmxo3x+794yYB0xAjhyRKYYvPiirD1rzGQYPx5ITJSpAidPAh9+CKxaJUt7GU2bBnzyiSzf9ddf8mSxrCx5PFdSbVMLiIiIiFzNxYsyaL1xQ5ba6tQJ2LNH3geAt9+WFQQGDpS5svHxMhA1UiqBn3+WgWdcnMyNHTUKeOUVc5+oKFl+a+pUYNEioG5d4NNP5b6MhgyR5bpeflmeHNamjSzNVfgEMGertid7sY4sERER2RvjDvviimwVkZgoLyXXsSMwaJCzR1NGQshr5hlvt25ZP9br5c1gMN8v3GYwyJsQtrfC7cbHls8p6mdZb8Y5WM6nom2F7xe1zfJWVJvltrLsr7xjLUl591fUPArP6XaPW54xVMbPso6xIq+vPRU1BkeMqzx/G66ussfqTnOvCt5/3/WWG6lUDGSrgB9/BEaOlFf88PKSJThq1qyEHQshv7fIzra9ZWVZP87MlAXo0tOBjAzz/cJtOTnWgSoREZErmDfP2SOg28BA1o0VFAAvvADMn29uu3ULuHSphEA2M1P+sf79twxAc3KKDlSN27giQERERC6KgaybunJFXhd5xw7bbZmZJTxx7lzg9dftNq4ieXnJUy2NBeq8vABPT/OtqMfGInbGm4dH0Y89PORNobC+Fddm2b+4n5b7Le5m3Cdg/ml5vyJthe8Xtc3yVlSb5bay7K+8Yy1JefdX1DwKz+l2j1vWMZTUVtp4Cz+nImN0trL+zjjiuK74+pRFZY/Vnebu7lytQCqVCQNZN/TbbzKINRYq9vQEWrYEDh+Wjy2u7Gfr+++Lblcq5amNPj4y2DT+NLaVdvP1NQerAQGAv7/5fhmuXEJERERUXgxk3YjBINMIXnjBfK5R3bqy9tvOneZAttgV2cRE80WSO3YE1qwxB61eXvYePhEREVGlcq0LIixeDLRqZV7Ji4sDfv3VvD03V1b0rVED8POTRdQKXz+tirp5ExgwQF4X2RjE3n03cPCgfJn8/c19iw1k160z3+/fX36NotUyiCUiIiK35FqBbN26wBtvyEtV/Pkn0KOHjN5OnJDbp04FfvoJWL1aXvbi8mXgwQedO2YH+PNPeam4n3+WjxUKYNYsGeMbCyT7+Zn7FxvI/vKL+f6999plrERERESO4lqpBf36WT/+v/+Tq7R79sgg97PPgG+/lQEuACxdCjRvLrcbr81WxWzcKF+W/Hz5uEYN+RL07m3dzzKQLTJHNjtbXs8OkK9lTIxdxktERETkKK4VyFrS6+XKa1aW/O78wAFZW6pXL3OfZs2AyEhg9+5iA9m8vDzk5eWZHmeUeCaU65kxwxzEduwo82EjImz7lboiu3WrrAkLAH378kxYIiIicnuulVoAAMeOyahMrQbGj5cnJEVHywv9qlRAYKB1/9BQua0Yc+fOhVarNd2io6PtO/5KdPaszIEFgNatZTZFUUEsUIYcWcv82L59K22MRERERM7ieoFs06by9Pu9e4EJE4BRo4CEhNve3YwZM6DT6Uy3hArsy9FWrzbfHz5cxvHFKXFFVghzfqxKBfTsWWljJCIiInIW10stUKmARo3k/XbtgP37gUWLgCFD5HfsaWnWq7IpKSUWMVar1VBb1DFNT0+3z7jtYNUq8/1Bg0ruW2KO7IkTwPnz8n63btadiYiIiNyU663IFmYwyNzOdu1kmagtW8zbTp2SAVpcnPPGZyenT5vrwnboANSvX3L/ElMLmFZAREREVZBrrcjOmAH06SNP4MrIkKfn//YbsGGDrHc6diwwbRoQHCzrzD71lAxiq2DFAsvV2CFDSu9fYmoBy24RERFRFeRagezVq8DIkcCVKzJwbdVKBrF33y23v/22vM79wIFylTY+HvjwQ+eO2U4sA9mHHiq9v0olF6xv3SoUyKalAX/8Ie83bmxO2yAiIiJyc64VyH72WcnbNRrggw/krQr76y9ZvAGQC86RkWV7np8fkJpaKEd240ZZygzgaiwRERFVKa6fI1sNWa7GDh5c9ucZ82StVmSZH0tERERVFANZF1SeagWWjHmypkDWYJDXsQUAX1+gS5dKGR8RERGRK2Ag62KOHzeXze3UCQgPL/tzLQNZgwHAn3/KvGNA5hlblCEjIiIicncMZF3M7aYVANaVC7KzwbQCIiIiqtIYyLoQIcyBrEJRtmoFlmxqyVqW3WIgS0RERFUMA1kXcvSovMYDINNZa9cu3/OtaskmXZepBQDQunX5chSIiIiI3AADWRdSkbQCoNBlajfsMj9g2S0iIiKqghjIugjLtALjNR/Kyyq14Lc/zQ+YVkBERERVEANZF3HoEHD2rLzfrRsQGlr+fVilFuw9Ie8EB1fJS/gSERERMZB1ERVNKwAKBbI5/76199wDKJW3PzAiIiIiF8VA1gVYphUolcCDD97efqxyZPFvngHTCoiIiKiKYiDrAv78Ezh3Tt7v0QMICbm9/VjlyMJP1vC6556KD5CIiIjIBTGQdQGVkVYAFEotgJ/Mja1R4/Z3SEREROTCGMg6mWVagacn8MADt78vm0CWZbeIiIioCvN09gCqu717gfPn5f1evSq2gGqTI9u3U8UGR0REROTCuCLrZJWVVgAA/l65pvuZ3rWANm0qtkMiIiIiF8ZA1okMBmD1annfywu4//6K7c/v2G7T/cywhvJkLyIiInJbb7wh/zufMsXclpsLTJwov8X185MXUUpJsX7e+fMyw9DHB6hVC3j2WaCgwLrPb78Bd9wBqNVAo0bAsmW2x//gA6B+fUCjAWJjgX37Knd+FcVA1ol27wYuXpT3e/cGgoIqtj+/HetM9zO0ERXbGRERETnV/v3Axx8DrVpZt0+dCvz0k1wM274duHzZunSnXi+D2Px8YNcu4IsvZJD68svmPufOyT7duwOHD8tA+bHHgA0bzH1WrgSmTQNmzQIOHgRatwbi44GrV+046XJiIOtElZlWACHgt3mt6WGmhtUKiIiI3FVmJjB8OPDJJ9YLXTod8NlnwMKFsmRnu3bA0qUyYN2zR/bZuBFISAC+/lpmGfbpA7z6qlxdzc+XfT76CIiKAt56C2jeHJg0CXjoIeDtt83HWrgQePxxYMwYIDpaPsfHB/j8c4e9DKWqtid76fV66PV6AIBCoYCHhwcMBgOEEKY+xnZjv9LaPTw8oFAoimwHAIPBYGqTaQUeABRQqQTuu88A49OUSiWEEFb9je2Fx2hq/+sveFz+B2rkIg8aZOYoTcd01JxKar+tORUzds6Jc+KcOCfOiXNylzkZZWRkID093fRYrVZDrVajOBMnyhXTXr2A114ztx84ANy6JduNmjUDIiPlN70dO8qfMTHWl7uPjwcmTABOnADatpV9LPdh7GNMYcjPl8eaMcO83cNDPmf3briMahvIJiYmIjU1FQAQHByMyMhIXLx4ETdv3jT1CQsLQ1hYGJKSkpCRkWFqj4iIQI0aNXDmzBnk5ppPsGrQoAECAgKQkJBg9YfVtGlTqFQqHDt2zNR24IAvrlxpDACIi0vH+fPyighKpRIxMTHIyMhAYmKi7JyXB01ODprl5iL12jVc0OuB7GwgOxv+Fy6g4S+/4Grt2kh+7DF4Ly1AXi6QllYAwMuhcwKAmJgY5Ofn49SpU6a2IucEQKPRoFmzZkhNTcWFCxdM7f7+/mjYsCGuXr2K5ORkU7sz3ifOiXPinDgnzolzqsicjKKjo63GM2vWLMyePRtFWbFCfpW/f7/ttuRkQKUCAgOt20ND5TZjH8sg1rjduK2kPunpQE4OkJoqUxSK6nPyZJHDdgqFKPxRo4q7ePEiIiIikJSUhLp16wJwzqfDp59W4MMPZfuXXxowbJj5uEqlEuLaNRi++07+Nu/eDQgBZUEBDB4eEEqleeeF2hveOo1/UB+1agmkpCiqzSdezolz4pw4J86Jc3LFOV2+fBkRERFISEhAeHi4aVtxK7IXLgB33gls2mTOje3WTaYIvPMO8O238qv+vDzr53XoIPNd580Dxo0D/vnHOt81Oxvw9QXWrZOpBk2ayP1YrriuWydXgbOzZSAbHi5TFuLizH2mT5d5uXv32gzdKartiqxSqYTSMiCE+Ze8qL6V3X7woLl9wAAPKJUAsrKAH38EvvkGig0boCx8eiEAD4NB5iVYCgyER1gYULs2/E8HAJeAzEyFw+dUWrtCoSiyvbgxlredc+KcimvnnDinyhpjeds5J87JyN/fHwEBAcVuNzpwQJ5Mdccd5ja9HtixA3j/fRmc5ucDaWnWq7IpKYBxATgszLa6gLGqgWWfwpUOUlKAgADA2xtQKuWtqD4WC81O51one82dC7RvD/j7y1oR998PWHwFAEB+LFEorG/jxztjtBWi08mffn4CAX/8CjzyiFyvHzYM+OUX6xoZLVrIbOuXXgI+/BD4/nv5EencOfPHpr/+ArZuhV9EMADZXOhDKhEREbm4nj2BY8dkJQHj7c475YlfxvteXsCWLebnnDoly20ZV07j4uQ+LKsLbNokg1RjhkNcnPU+jH2M+1Cp5Ilkln0MBvnYcoXW2VxrRXb7dpnd3L69DORmzpR1qRIS5Hq40eOPA6+8Yn7s4+P4sVaQLlUPQAlt9hWgb1/bDnXryqB2+HCZsV3GmrCWV/fKzpafCYiIiMg9+PsDLVtat/n6ypqxxvaxY2VZrOBgGZw+9ZQMLjt2lNt795YB64gRwPz5Mh/2xRdliGXMZhg/Xq7wTp8OPPoosHWrrKb0yy/m406bBowaJYPnDh1kakNWlkxJcBWuFciuX2/9eNkyuTJ74ADQpYu53cfHtda1b4Pu+i0ASmgNqebGoCBg0CAZwHbuLE8PLCery9RmMJAlIiKqat5+W4YIAwfKXNn4ePmFrZFSCfz8s6xSEBcnA+FRo6zXAKOiZNA6dSqwaJFcP/v0U7kvoyFDgGvXZP3Z5GSZp7t+ve0JYM7k2id7nT0LNG4s18eNH0O6dZO1I4SQwWy/fvIr92JWZfPy8pBnkRF96dIlREdH48KFC6aTvRytoEB+LQAAcdiFXYPekSuv99xj/qh0m0aOBL76St4/dUomcxMREZFzGE8yd2bcUZW51oqsJYNBFjO76y7rNfZhw4B69YA6dYCjR4HnnpMR2/ffF7mbuXPnYs6cOY4ZcxlZlJGD1ivH+soIFWS5IpuZWWm7JSIiInI5rhvITpwIHD8O7Nxp3T5unPl+TAxQu7bMjP77b6BhQ5vdzJgxA9OmTTM9Nq7IOpPxRC8A0KpzKnXfhVMLiIiIiKoq1wxkJ02SyR07dsikjZLExsqfZ88WGcgWrtNmeVUNZ9GlCQDy5C2tJq/kzuXEFVkiIiKqLlyr/JYQMohds0aePhcVVfpzDh+WP2vXtuvQKpMuxXxlEq2Pba3YirA8uYuBLBEREVVlrrUiO3GivGTFDz/IiMx4HTWtVlbn/ftvub1vX1mH4uhRebpdly7my1+4AV1yNgBvAIDWr3IDWa7IEhERUXXhWoHs4sXyZ7du1u1LlwKjR8vqvJs3mwuZRUTI2hMvvujggVaMLtliRda/cotGMEeWiIiIqgvXCmRLqwQWESEvmuDmdNfyTfe12srdN1MLiIiIqLpwrRzZakJeDEHSBhd9LejbxdQCIiIiqi4YyDqBvDytxECWiIiI6PYwkHUCWX5L0oaoKnXfzJElIiKi6oKBrBPodArTfW2oplL3zRxZIiIiqi4YyDqBLtOcThAQ6l2p+2ZqAREREVUXDGSdQJdtLhYRUMevhJ7l5+trvs9AloiIiKoyBrJOkJ7jBQDwQRa8agRU6r49PQHNv9kKzJElIiKiqoyBrBPo8mSkqYUOCAys9P0b82S5IktERERVGQNZJ9Dd8gHwbyBb2VdEgDlPloEsERERVWUMZB1Mrwcy9DKRVavIkJfdrWTGQJapBURERFSVMZB1MMvgUuuVZZdjGAPZ3FygoMAuhyAiIiJyOgayDqbTme9r1bl2OYZlLdks+8TKRERERE7HQNbBdKkG032tJs8ux2AtWSIiIqoOGMg6mC45x3Rf63PLLsfgZWqJiIioOmAg62C6K+bv+rW+erscg5epJSIiouqAgayD6VLM6QTaAGGXYzC1gIiIiKoDBrIOprtmEcgGKuxyDAayREREVB0wkHUw3XVzXqw2yD4vP3NkiYiIqDpgIOtgupsWVQtqeNrlGMyRJSIiouqAgayD6dLMebHakMq/qhfA1AIiIiKqHhjIOpgu3ZwXq62ltssxGMgSERFRdcBA1sF0meaXXFvbxy7HYI4sERERVQeuFcjOnQu0by+TPGvVAu6/Hzh1yrpPbi4wcSJQo4aM2AYOBFJSnDLc26HL9jLdD6jta5djMEeWiIiIqgPXCmS3b5dB6p49wKZNwK1bQO/eQJb5IgKYOhX46Sdg9WrZ//Jl4MEHnTfmckrPkXmxGuRAFaK1yzGYWkBERETVgX1Om79d69dbP162TK7MHjgAdOkC6HTAZ58B334L9Ogh+yxdCjRvLoPfjh0dPuTy0uVpAABa6ACt/QNZphYQERFRVeVaK7KF6XTyZ3Cw/HnggFyl7dXL3KdZMyAyEti9u8hd5OXlIT093XTLcHJkp7vlDeDfQDYgwC7HYGoBERERVQeuG8gaDMCUKcBddwEtW8q25GRApQICA637hobKbUWYO3cutFqt6RYdHW3XYZfEYADS9TIvVuuRAXjaZ0Hcx+IcMgayRERE7mPxYqBVK7nWFRAAxMUBv/5q3l6WU4XOnwfuvVfGA7VqAc8+CxQUWPf57TfgjjsAtRpo1Eh+CV7YBx8A9esDGg0QGwvs21fJk60ErhvITpwIHD8OrFhRod3MmDEDOp3OdEtISKikAZZfZiYg/n3JtV7ZdjuOUmkOZhnIEhERuY+6dYE33pBfQv/5p8ykHDAAOHFCbi/tVCG9Xgax+fnArl3AF1/IIPXll819zp2Tfbp3Bw4fluuGjz0GbNhg7rNyJTBtGjBrFnDwINC6NRAfD1y96oAXoRxcK0fWaNIk4OefgR075DtqFBYm35m0NOtV2ZQUua0IarUaarW5Xmt6ejoAQK/XQ6/XAwAUCgU8PDxgMBgghPmCBcZ2Y7/S2j08PKBQKIpsB4CbNw0AlACAAE2e6VgGg8Gqv1KphBCiyPbCYyyu3c/PA9nZCmRkCOj15v1U9pwKj7G49sqYk6PeJ86Jc+KcOCfOiXOqrDkZZWRkmGIQwDY+MerXz/rx//2fXKXds0eGRKWdKrRxI5CQAGzeLL+wbtMGePVV4LnngNmz5RfbH30EREUBb70l99G8ObBzJ/D22zJYBYCFC4HHHwfGjJGPP/oI+OUX4PPPgeeftxm207hWICsE8NRTwJo1cs07Ksp6e7t2gJcXsGWLXEsHZHmu8+fl2ns5JCYmIjU1FQAQHByMyMhIXLx4ETdv3jT1CQsLQ1hYGJKSkqxyayMiIlCjRg2cOXMGubm5pvYGDRogICAACQkJVn9YTZs2hUqlwp/7TwNoDgDQN6gJg8GA/Px8nLIoMaZUKhETE4OMjAwkJiaa2jUaDZo1a4bU1FRcuHDB1O7v74+GDRvi6tWrSLZIr/D2bgHAC+npBhw7dsxuc7LcNwDExMTYbU6Oep84J86Jc+KcOCfOqbLmZFQ4tXHWrFmYPXs2SqLXy5XXrCwZ5pR2qlDHjvJnTIwMYo3i44EJE+Sqbtu2so/lPox9pkyR9/Pz5bFmzDBv9/CQzynmlCSnUYjCHzWc6ckn5ceMH34AmjY1t2u1gLc8SQoTJgDr1sl18oAAGfgCcv28DC5evIiIiAgkJSWh7r+rvY76dPj7Oh263hcIAJgctRZv/z0AgH0+HbZr54EjRxRQqwWysrgiyzlxTpwT58Q5cU7OmNPly5cRERGBhIQEhIeHm7YVtyILAMeOycA1N1fmwX77LdC3r/w5ZgyQl2fdv0MHmSYwbx4wbhzwzz/WaQLZ2YCvrwyf+vQBmjSR+7EMVNetk+kG2dlAaioQHi5DK8t1wunTZTrD3r1FDtspXGtFdvFi+bNbN+v2pUuB0aPl/bfflh8LBg6U72R8PPDhh+U+lFKphFKptGoz/pIX1bcy2jNTzJ8kg3wLTF85FNVfoVAU2V7cGAu3G0tw5eUpYDAo4eVl3b+y5lSe9orOqbR2zolzKq6dc+KcKmuM5W3nnDgnI39/fwSUsVpR06Yyd1WnA777Dhg1SgaQZMu1AtmyLA5rNPI0ug8+sP94KpnOIpDV+htK6FlxhS+KEBRk18MRERFRJVGpZCUBQGZV7t8PLFoEDBlS+qlCYWG21QWMVQ0s+xSudJCSIr/o9vaWJ40rlUX3KeaUJKdx3aoFVZDuWr7pvjZQUULPimMtWSIioqrBYJBfQlueKmRU+FShuDiZmmBZXWDTJhmkGtN04+Ks92HsY9yHSiWPZdnHYJCPy3lKkt251opsFae7cct0Xxtk388QvEwtERGR+5kxQ+axRkbKq3N++608/33DBnnK0NixsixWcLD5VKG4OPPFTXv3lgHriBHA/PmyzP6LL8qqpsaU3PHjgffflzmvjz4KbN0KrFolqxIYTZsmUxruvFPm4L7zjjzpzFjFwFUwkHUg3U1zOoG2hn1fel6mloiIyP1cvQqMHAlcuSID11atZBB7991ye2mnCimVsoLphAkywPX1lQHpK6+Y+0RFyaB16lSZslC3LvDpp+bSW4BMY7h2TdafTU6WZbzWr7euhuAKGMg6kC7NnAOsDVHZ9VhckSUiInI/n31W8vaynCpUr56sQlCSbt2AQ4dK7jNpkry5MubIOpAu3ZwXqw3V2PVYzJElIiKiqq5igawrFRJzA7pMc2kPbZi3XY/FFVkiIiJyFfYKGSsWyBoTNoy++aZCu6vqdNnmTI6AOn4l9Kw45sgSERGRq7BXyFixQLZw3VfjVbaMYmIqtPuqJj1H5sWqkAdNrbIVRb5dTC0gIiIiV2GvkLFigayiUC3UwqNMSqrQ7qsaXZ7Mi9VCJ09FtCOmFhAREZGrsFfIWLknexUeZeHH1ZzulsyL1UJnvWRqBwxkiYiIyFVVVshYsfJbmZlyLbhZM3m7dQtITAQaNKjQbqsiIYB0vS8AQKvMlEXg7Ig5skREROQq7BUyViyQPXcOOHLEfAsLAxo3lquNbdrISr0EQF4NQ//vy631zLb78ZgjS0RERK7CXiHj7QWyBgNw8yZQu7asutu/v3lbVhZw9KgcZfPmtzeqKkinM9/XqnPsfjymFhAREZGzXL8O1Kxpflyvnn1CxvIFshkZwJQpwIoVQG6uTGho3Rp48EFg3DggJEReCy0uTt7IRHc9H4CsWqDV5Nv9eAxkiYiIyFmio4H33wcGDy6+T2WEjOVL1Hz8cWDpUqB9e+CFF4DJk4HAQHkB35YtgZ9+uv2RVHG6S1mm+1rfW3Y/no+P+T5zZImIiMiRWrQAhg4FHnoIuHq19P45OYBeX/7jlC+Q/flnGVr/9psMXt96C9iyRdZMiIsDBg4Etm8v/yiqAd0Vc16s1u823qly8vAwr8pyRZaIiIgcads2YNEiYMMGGdQuX15y/6+/vr2CTuU/db5bN9u22rWB//0PaNcOePHF8o+iGtCl5Jrua/1FCT0rDwNZIiIicpZJk2T+a4sWwCOPAPffDyQnW/dJSgK+/16ujYaElP8Y5QtkmzUDdu8ueptSKdeQDxwo/yiqAd01c16sNtAxxzQGskwtICIiImdo0ECuzk6dCvz4owxqx4yRX+RrtUDDhjL94PJl4NVXy7//8p3stWCBvFhubCzw5JO2269cAWrVKv8oqgHdjQLTfW2Q0iHHNC7Rc0WWiIjsSa/X49Yt+5//4apUKhU87Fwf3t1cuAC8+aZc3zx+3LyolpoKfPGFrBcwZowMK2NigKZN5ZpoeZUvkO3eHfjoIxnELl0qQ+g2beRpZ9u3y2SI994r/yiqAd1Nc16stkbFyveWlXFF9tYtID8fUKkcclgiIqomhBBITk5GWlqas4fiVB4eHoiKioKK/9GaDB0K7N0L9OwJjB8vawK0bCkD1iVLZM2AtWuBHj1khYPbVf6I6rHHgE6dgNmzgddflyG28bpi0dHA+fPAypVy7bhpU8DL6/ZHV4XodOa8WG2IY37RC5fgCg52yGGJiKiaMAaxtWrVgo+PDxTV8NL0BoMBly9fxpUrVxAZGVktX4OiHDgAzJwJzJlju23yZOC++4CxY4ERI4DVq+U6aWho+Y9ze0uDzZrJWrJ6PXDwIHD4sKxoe+yYLBqWmiqDW6USaNQISEi4rcNUJbp081cO2lCNQ45Z+DK1DGSJiKiy6PV6UxBbo0YNZw/HqUJCQnD58mUUFBTAiwt4AGQ42KFD8dsbNpRFsD74AJgxQ65/vvsuMGxY+Y5Tse+4lUpZU7Z9e+v2ixdlUHvkiEyMIOgyLQLZ2j4l9Kw8vEwtERHZizEn1sfHMf+nuTJjSoFer2cg+6+xY8vWb+JE4N57zauz5Q1k7ZOZXLcu0KcP8PzzsjBYWe3YAfTrB9SpI1d016613j56tGy3vN1zT2WO3G50WeZfbG0dX4cck1f3IiIie+NX6XwNKqp+fXlZgsWLy/9c1zrFLitLXvL2gw+K73PPPbI6gvFWWoVdF6HLlZ/WPHELmloBDjkmA1kiIiJyF+PGlf85jjl9vqz69JG3kqjVQFiYY8ZTidLzZF6sFjooggIdcszCObJEREREVYlrrciWxW+/yVq1TZsCEyYAN26U2D0vLw/p6emmW4aTIjrdLZlDpIUOcFA+EXNkiYiIqCpzr0D2nnuAL7+UiRTz5snatX36yOoJxZg7dy60Wq3pFl2RYmW3SQhAp5d5sVplprlcmZ0xtYCIiIiqMvcKZB9+GOjfX14C4v77gZ9/Bvbvl6u0xZgxYwZ0Op3pluCEUmA5OUAB5MleWq9shx2XgSwREVHRBg0ahJCQECxZssTUtnfvXqhUKmzcuNGJI6PycK9AtrAGDYCaNYGzZ4vtolarERAQYLr5W37f7iC6NIuLIahzHXZc5sgSEREV7d1338XAgQPxyiuvAAAyMzPxyCOPYMKECejdu7eTR0dl5Vone5XXxYsyR7Z2bWePpES6lFwA3gAArSbfYcdljiwRETnanXcCycmOP25YGPDnn2XvX7t2bUyZMgUff/wxbty4gWeffRZqtRrz5s0DACxcuBALFy5EzZo1AcgSWzt27HDKghgVz7UC2cxM69XVc+fkVcOCg+Vtzhxg4ED52/r338D06fLKYfHxThtyWeguZ8EUyPrccthxmVpARESOlpwMXLrk7FGUTZMmTeDj44OXX34Z33zzDfbt2weNRlYZOn78OBYtWoSBAwc6eZRUEtcKZP/8E+je3fx42jT5c9QoWSX36FHgiy+AtDR50YTevYFXX5UluVyYLtmcF6v1K/7EtMrG1AIiInI0Z1XIvJ3jenh4ICYmBh9++CHmz5+P1q1bm7YdP34cL7zwQiWOkOzBtQLZbt3kKf7F2bDBYUOpTLqUPNN9rbaE+VUyphYQEZGjlefrfWcT/8Ycd9xxB5555hmr9lOnTlmtxr7++uvo27evw8dIJXOtQLaK0l21DGQddxk7phYQEREV75133sHevXvRpk0beHiYz38/d+4cmjVrhr179zpxdFQW7l21wE3obhSY7muDHPeSe3ubS9YykCUiIjI7duwYZsyYgSeffBIJCQkoKDD/X338+HE0adLEiaOjsmIg6wC6VIPpvraG4xbBFQrzqixzZImIiKTc3FwMGzYMQ4YMwWuvvYb8/HycPHnStN2ZgezcuUD79jI9sFYtWTb/1CnrPrm5wMSJQI0a8v/5gQOBlBTrPufPA/feKy8mWqsW8OyzgEWsDkCW4b/jDnmqUaNGwLJltuP54AOgfn1AowFiY4F9+ypvrpWBgawDWNWRreXYE9OMebJckSUiIpKef/55ZGVl4f3330dQUBDq1auHd955B5cvXwYgA9klS5agTZs2aNOmDbpbnohuZ9u3yyB1zx5g0ybg1i15bntWlrnP1KnATz8Bq1fL/pcvAw8+aN6u18sgNj8f2LVLnie/bBnw8svmPufOyT7du8sCUVOmAI89Zn060sqV8rz7WbOAgweB1q1loairV+38IpSHqGYuXLggAIgLFy447JijWh0Q8iw2IRI+/cNhxxVCiCZN5HEDAx16WCIiquJycnJEQkKCyMnJcfZQymXDhg3C09NT/PGH+f/jTz75RNSoUUPcf//9t7XPkl6LisYdV6/K/8e3b5eP09KE8PISYvVqc5+//pJ9du+Wj9etE8LDQ4jkZHOfxYuFCAgQIi9PPp4+XYgWLayPNWSIEPHx5scdOggxcaL5sV4vRJ06Qsyde1tTsYtqe7KXXq+HXi9LYSkUCnh4eMBgMJjOYLRsN/Yrrd3DwwMKhcKmXZepNN33C9WYthsTyw0Gg1V/pVIJIUSR7YXHWFy7cYx+fgKAApmZAgUFBnh4VM6cihu7I+Zkr/eJc+KcOCfOiXMq+5z0ej2EEKZxFZ6PcTzOaC/J3Xffjfz8fNOYFQoFxo4di7Fjx1rNozzHND42vi6WfY0yMjKQnp5ueqxWq6EuQ/lQnU7+DA6WPw8ckKu0vXqZ+zRrBkRGArt3Ax07yp8xMUBoqLlPfDwwYQJw4gTQtq3sY7kPY58pU+T9/Hx5rBkzzNs9PORzdu8uddgOU20D2cTERKSmpgIAgoODERkZiYsXL+LmzZumPmFhYQgLC0NSUhIyLJJMIyIiUKNGDZw5cwa5ueZLzjZo0AABAQFISEiw+kVOzdGY7l/0zMKNY8cAADExMcjPz8cpi+QXpVKJmJgYZGRkIDEx0dSu0WjQrFkzpKam4sKFC6Z2f39/NGzYEFevXkWyxaVUjHPy8soDoEFBgQIHDhxHvXqhlTKnpk2bQqVS4di/czFyxJzs9T5xTpwT58Q5cU5ln5MQAh4eHsjLy4O3tzf0er0pQARkMKzRaFBQUIBbt25Z7UetViM/P99qLF5eXvDy8kJeXp5VAK1SqeDp6Ync3FyrAFKtVkOpVCInJ8dq7BqNBgqFwqbd29sbQgir1wUAfHx8YDAYkJdnrjCkUCjKNSfjiWLJyclWwWqYRXHb6Ohoq+POmjULs2fPRkkMBhlY3nUX0LIl/j0GoFIBgYHWfUNDzVdUS062DmKN243bSuqTng7k5ACpqTJFoag+FunETqcQ5f0o4+YuXryIiIgIJCUloW7dugDs/4m3Q41zOKhrBCUKkHvpGhShtUz9Aft+ir/3XoF16+QnwuRkPUJCnP8pvqJzcsWVCc6Jc+KcOKfqNqfc3Fz8888/iIqKgkajselrHI+9Vl6Nq532bC/rWPLz85GUlIR69epZrbIqFApcvnwZERERSEhIQHh4uGlbWVZkJ0wAfv0V2LkT+DdkwbffAmPGABZxNwCgQweZ7zpvHjBuHPDPP9b5rtnZgK8vsG4d0KcP0KSJ3I/liuu6dTJvNjtbBrLh4TLHNi7O3Gf6dJmX6yqVyartiqxSqYRSqbRqs6whV7hvRdrT8+SKbADS4RkcBBTaXtR+FApFke3FjbG4dn9/89caOTlKGLtVdE63015Zc7LX+3Q77ZwT51RZYyxvO+fEOVXWGMvbbpyTUqk0BXV5eXnl/oq/KsnPzzetUBf3Wvr7+yMgIKDM+5w0Cfj5Z2DHDnMQC8grmOXny4ucWq7KpqSYr24WFmZbXcBY1cCyT+FKBykpQECALN+pVMpbUX2cdfW2olTbQNaRdAU+AAAt0gFNsEOPzYsiEBGRPRUUFEClUkGlUlnlhFYXQghTmkRlBPNCAE89BaxZI8tjRUVZb2/XDvDyArZskWW3AFme6/x588ppXBzwf/8nqwvUkl8CY9MmGaQaMxzi4uQKrKVNm8z7UKnksbZskSXAAJnqsGWLDLJdBQNZB9AV+AIAtErHR5KWl6llLVkiIqpMQgjo9Xp4enoWuxJZHXh4eJhei4qaOFGmD/zwg/w/3JjTqtXKlVKtFhg7VpbFCg6WwelTT8kAtGNH2bd3bxmwjhgBzJ8v9/Hii3LfxmyG8eOB99+XqQKPPgps3QqsWgX88ot5LNOmAaNGAXfeKVMX3nlHlgEbM6bC06w0DGTtLDcXyIf8rdGqsh1+fK7IEhGRPRhXYFNSUqBQKKBWq6vtiuzNmzdhMBgqZf6LF8uf3bpZty9dCoweLe+//basIDBwoMyVjY8HPvzQ3FeplGkJEybIANfXVwakr7xi7hMVJYPWqVOBRYtk+sKnn8p9GQ0ZAly7JuvPJicDbdoA69fbngDmTAxk7UxeDEH+YmtVuSV3tgMGskREZA8eHh6oW7cuEhMTcfny5WoZxBoJISptVbos2Qkajbzi1gcfFN+nXj3b1IHCunUDDh0quc+kSa6VSlAYA1k7013OAiCjSa13Xsmd7cAykGVqARERVSZjyazIyEh4elbfkEKv1+P8+fPOHka1VH1/6xzEKpD1KSi5sx1Y5shyRZaIiCqbQqGAp6cnNBpN6Z2rqMK1aclxiq7nQZVGd8WcF6v1q3gSeHkxtYCIiIiqKgaydqa7ak4n0AY4vsYeA1kiIiKqqhjI2pnumvnSdtpAxyfCM0eWiIioeDt37kSHDh2g0WhQs2ZNLFq0yNlDonJgIGtnuhvmvFhtkONfbubIEhERFW3dunV44IEH8OSTT+Lo0aN44oknMHXqVCQlJTl7aFRGPNnLznQ3zXmx2ppeDj8+UwuIiMih7rzTXMXfkcLCgD//LHP33NxcPPHEE1i0aBGGDRsGAHjllVfw7rvvYseOHfj++++xcOFC1KxZE4A8qW3Hjh3wt1whIqdjIGtnOp35vjZE5fDjM5AlIiKHSk4GLl1y9ihKtXXrVuTk5GDIkCGmNqVSabq4w/Hjx7Fo0SIMNF4HllwSA1k706Wb82K1oY4vTcIcWSIicqiwMLc47rZt29CmTRurixicPXsWGRkZaNu2Ld566y288MILlT1KqmQMZO1Ml2n+A9GGeTv8+BqNvFSdXs8VWSIicoByfL3vTIcOHUJ+fr5V24cffoh27dqhcePGOHXqlNVq7Ouvv46+ffs6ephUCtcKZHfsABYsAA4cAK5cAdasAe6/37xdCGDWLOCTT4C0NOCuu+RFiRs3dtaIS6XLNufFasP9SuhpHwqFXJXV6RjIEhERGR06dAhCCHz55ZeIjY3F6tWrsXjxYuzatQvnzp1Ds2bNsHfvXmcPk0rhWlULsrKA1q2Lv3jw/PnAu+8CH30E7N0L+PoC8fGAC19RQ5cr82IVMMCvToBTxmBML2BqAREREXD+/HncvHkTX331FRYsWIBWrVrhhx9+wPr169G2bVscP34cTZo0cfYwqQxca0W2Tx95K4oQwDvvAC++CAwYINu+/BIIDQXWrgUefrjIp+Xl5SEvz3xRggwHR3PpeTIvNgDpUARqHXpsI+MJllyRJSIiAg4fPozg4GDce++9uPfee222M5B1H661IluSc+fkmZC9epnbtFogNhbYvbvYp82dOxdardZ0i46OdsBgzXQFPgAArSId8HJ8+S3AvCKbmSk/DxAREVVnhw4dQkxMTLHbjx8/jiVLlqBNmzZo06YNunfv7sDRUXm41opsSYw16UJDrdtDQ0usVzdjxgxMmzbN9PjSpUsODWZ1BTKK1CqdtxxqDGQNBpmF4e34c86IiIhcxqFDh9CqVatit3/77bcOHA1VhPsEsrdJrVZDrVabHqenpzvs2Pn5QC5kaoHWK9thxy2scAkuBrJERFSdrV271tlDoEriPqkFxvpwKSnW7SkpzqtZVwqrq3qpnXdCGi9TS0RERFWR+wSyUVEyYN2yxdyWni6rF8TFOW9cJdBdMkeNWk1+CT3ti1f3IiIioqrItVILMjOBs2fNj8+dAw4fBoKDgchIYMoU4LXXZN3YqCjgpZeAOnWsa826EN3lLACyUoHWt8Bp42AgS0RERFWRawWyf/4JWJ4ZaDxJa9QoYNkyYPp0WWt23Dh5QYROnYD16+Xlq1yQLjnHdF/rpy+hp33xMrVERERUFblWINutW8n1oRQK4JVX5M0N6FLMebHaAOfVvWKOLBER2ZOo5rUdq/v8ncm1AtkqRnfNnBerDXTeOJhaQERE9uDl5QWFQoFr164hJCQECoXC2UNyOCEErl27BoVCAS8n1YuvzhjI2pHuhjkvVhvsvJeagSwREdmDUqlE3bp1cfHiRSQlJTl7OE6jUChQt25dKJVKZw+l2mEga0e6VIPpvraG815qy9QC5sgSEVFl8vPzQ+PGjXHr1i1nD8VpvLy8GMQ6CQNZO9LpzDkz2hCV08bBFVkiIrInpVLJQI6cwn3qyLohXbo5V0gb6rzKCgxkiYiIqCpiIGtHukzzgre2to/TxsHyW0RERFQVMZC1I122RSBbx9dp42D5LSIiIqqKGMjakS5HbbrvHx7gtHEwtYCIiIiqIgaydpSeL/Ni/ZEOj0AGskRERESViYGsHekKZF6sVpEOOPFsTpUK8Pw3y4E5skRERFRVMJC1I51eLoVqlVlOHYdCYc6T5YosERERVRUMZO3k1i0gW/y7IuuV7eTRmNMLGMgSERFRVcFA1k7Sb5ivcKLV5DpxJBIDWSIiIvewYwfQrx9Qp478VnXtWuvtQgAvvwzUrg14ewO9egFnzlj3uXkTGD4cCAgAAgOBsWNtY4CjR4HOnQGNBoiIAObPtx3L6tVAs2ayT0wMsG5dZc604hjI2onuojkZVavJd+JIJMtAVoiS+xIREZHzZGUBrVsDH3xQ9Pb584F33wU++gjYuxfw9QXi44Fci3Wz4cOBEyeATZuAn3+WwfG4cebt6elA795AvXrAgQPAggXA7NnAkiXmPrt2AUOHyiD40CHg/vvl7fhxO0z6NvEStXaiu5wFIBgAoPV1/vWnjTmyQgDZ2fKXnoiIiFxPnz7yVhQhgHfeAV58ERgwQLZ9+SUQGipXbh9+GPjrL2D9emD/fuDOO2Wf994D+vYF3nxTrvR+8w2Qnw98/rk8KbxFC+DwYWDhQnPAu2gRcM89wLPPysevvioD4/ffl0G0K6i2gaxer4derwcAKBQKeHh4wGAwQFgsVxrbjf1Ka/fw8IBCoYBer8fNK+a82AA/PYQQMBgMNv0B2LQrlcoi+yuVSpsxFtdeeE6+vh4A5CVzMzMBjab8cyrL2B05p9LGzjlxTpwT58Q5cU7OnpNRRkYG0tPTTY/VajXUanO9+bI6dw5ITpbpBEZaLRAbC+zeLQPZ3btlOoExiAVkfw8PuYL7wAOyT5cuMog1io8H5s0DUlOBoCDZZ9o06+PHx9umOjhTtQ1kExMTkZqaCgAIDg5GZGQkLl68iJs3b5r6hIWFISwsDElJSciwqFsVERGBGjVq4MyZM8i1WMdv0KABAgICkJCQgKMX80ztvkHyl/7YsWNWY4iJiUF+fj5OnTplalMqlYiJiUFGRgYSExNN7RqNBs2aNUNqaiouXLhgavf390fDhg1x9epVJCcnm9oLz6mgIBLGFeLMTCAzs/xzsvzHomnTplCpVE6dk1FF3ifOiXPinDgnzolzsuecjKKjo63GM2vWLMyePRvlZTxsaKh1e2ioeVtyMlCrlvV2T08gONi6T1SU7T6M24KC5M+SjuMKFKLwR40q7uLFi4iIiEBSUhLq1q0LwD6fDr+aeghj3pMfhd7rvxET197t1E+HTz6pwJIl8niHDgExMVXrE29V/BTPOXFOnBPnxDm5/5wuX76MiIgIJCQkIDw83LStrCuyCgWwZo3MTQVk3upddwGXL8uTvYwGD5Z9V64EXn8d+OILwCJmByCD2zlzgAkTZH5sVBTw8cfm7QkJMsUgIQFo3lyu1n7xhcyTNfrwQ7mPlJRSh+4Q1XZFVqlUQlnoIgXGX/Ki+pa3PeNmgelxYJD8YyvPforrX9wYS2s35sgCckX2duZU0fbKnpM9xljeds6Jc6qsMZa3nXPinCprjOVt55zK3w7I1dyAgIpf5dO4yJuSYh3IpqQAbdqY+1y9av28ggJZycD4/LAw22DU+Li0PhYLzU7HqgV2ortp/mSnrenlxJFIvEwtERGR+4uKkoHkli3mtvR0mfsaFycfx8UBaWmyGoHR1q2AwSBzaY19duyQde+NNm0CmjaVaQXGPpbHMfYxHscVMJC1E53OfF9bS1V8RwexDGR5mVoiIiLXlZkpKwgcPiwfnzsn758/L9MHpkwBXnsN+PFH4NgxYORIWYnAmH7QvLmsNvD448C+fcAffwCTJskTwerUkX2GDZOpA2PHyjJdK1fKKgWWJ3dNniyrH7z1FnDypCzP9eefcl+uotqmFtibLt18pqK2lsaJI5EKpxYQERGRa/rzT6B7d/NjY3A5ahSwbBkwfbqsNTtunFx57dRJBpwai3Djm29kwNmzp6xWMHCgrD1rpNUCGzcCEycC7doBNWvKiyxY1pr9z3+Ab7+Vpb5mzgQaN5YVC1q2tOPky8m9AtnZs2WGsaWmTeXHBBejyzLn2mhr+zhxJBJTC4iIiNxDt24lX7xIoQBeeUXeihMcLIPQkrRqBfz+e8l9Bg2SN1flXoEsIE+n27zZ/NjTNaegyzLnxWrrOP/qAwxkiYiIqKpxzSiwJJ6ernW6XDF0ueaSGgERWieORGKOLBEREVU17ney15kzMlO5QQN5IeHz50vsnpeXh/T0dNMtw0FRXHq+TFTxQwaUWr9Setsfc2SJiIioqnGvQDY2VmY5r18PLF4sT+Pr3LnEJca5c+dCq9WaboWvrGEvulsyLzZAkSGTWZyMqQVERERU1bhXINunj8w4btVKXux33Tp5ut6qVcU+ZcaMGdDpdKZbQkKCQ4aqM8jIUeuZ5ZDjlYaBLBEREVU17pcjaykwEGjSBDh7ttguhS8Bl56ebvdh6fVApvg3kPXKtvvxysIytYA5skRERFQVuNeKbGGZmcDff1tfo80FpF/NNd3XqnNL6Ok4vhaFE7giS0RERFWBewWy//0vsH07kJQE7NoFPPAAoFQCQ4c6e2RWdBfNS55a73wnjsRMpZI3gIEsERERVQ3ulVpw8aIMWm/cAEJC5KUs9uyR912I7nIWADkmrU+Bcwdjwc8PuHmTqQVERERUNbhXILtihbNHUCa65BzTfa2/3okjsebvLwNZrsgSERFRVeBeqQVuQpdikSMb4MSBFGKsXMBAloiIiKoCBrJ2oLtmzovVBjpvHIUZA9msLMBgcO5YiIiIiCqKgawd6G6a82K1QUonjsSaZS3ZLNcob0tERER02xjI2oEu1bzcqa3p5cSRWONlaomIiKgqYSBrB7o0831tiMpp4yiMV/ciIiKiqoSBrB3oMhSm+9pQjRNHYo2BLBEREVUlDGTtQJdprmqmre3jxJFYswxkWUuWiIiI3B0DWTvQZZvzYrXhfiX0dCzmyBIREVFVwkDWDnS5atP9gLquU0iWqQVERERUlTCQtYP0fBnI+iALXgHeTh6NGQNZIiIiqkoYyNqB7pYvACBAkQkoFKX0dhzL1ALmyBIREZG7YyBrBzqDXPrUerrWsidXZImIiKgqYSBbyQx6gQzxbyDrlePk0VhjIEtERERVCQPZSpaRnAXx78uqVec6eTTWWH6LiIiIqhIGspVMd8m81Kn1znfiSGyx/BYRERFVJQxkK5nucpbpvta3wIkjscXUAiIiIqpKGMhWMt2VbNN9rZ/eiSOxxUCWiIiIqhIGspVMdzXPdF8bIJw4ElvMkSUiIqKqhIFsJdNdv2W6rw10nRqyAODpCWg08j5XZImIiMjdMZCtZLob5rxYbbDSiSMpmnFVloEsERERuTsGspVMl2rOi9XW9HLiSIrGQJaIiIiqCgaylUynM9/XhqicN5BiGEtwMUeWiIiI3B0D2UqmSze/pNpQjRNHUjTjimxODqB3raIKREREROXinoHsBx8A9evLM5diY4F9+5w9IhNdljkvVlvH14kjKZpl5YKsrOL7ERERkfO4cKjjUtwvkF25Epg2DZg1Czh4EGjdGoiPB65edfbIAAC6bHNerKsHssyTJSIicj0uHuq4FE9nD6DcFi4EHn8cGDNGPv7oI+CXX4DPPweef965YwOgy1Wb7msjApw4kqJZXqb20UetA9uKULhWpTEiIqJyef99IDTU2aOQXDzUcSnuFcjm5wMHDgAzZpjbPDyAXr2A3buLfEpeXh7y8swXKdD9ezbWpUuXoP83SVShUMDDwwMGgwFCmC9iUN52Dw8P3MgtAJAONXJw5WYucFO2A4DBYLAaW3HtSqUSQgir9soao0LhA0AG2xs2FPmSERERVTtPP61Dbq78f7fy/s9VICUlBYCMPwICzAtcarUaarV58cvoNkKdas29Atnr1+UZSoU/MoWGAidPFvmUuXPnYs6cOTbtHTt2tMcITfIgc1uIiIjI9XXpYt/9t2zZ0urxrFmzMHv2bJt+txHqVGvuFcjehhkzZmDatGmmxwUFBfjrr78QERFhWhGtbBkZGYiOjkZCQgL8Lb/LJ5fC98l98L1yH3yv3AffK8cwGAw4f/48oqOj4elpDruKWo2l8nOvQLZmTUCpBP5dpjdJSQHCwop8SlFL93fddZe9RggASE9PBwCEh4dbfY1AroXvk/vge+U++F65D75XjhMZGVnmvrcR6lRr7lW1QKUC2rUDtmwxtxkM8nFcnPPGRURERFQJGOqUj3utyAKyHsWoUcCddwIdOgDvvCMLohpP7SMiIiJyYwx1ys79AtkhQ4Br14CXXwaSk4E2bYD1612nZgZkOsOsWbOY/+Li+D65D75X7oPvlfvge+W63CDUcRkKYVkngoiIiIjITbhXjiwRERER0b8YyBIRERGRW2IgS0RERERuiYEsEREREbklBrKV7IMPPkD9+vWh0WgQGxuLffv2OXtIVdqOHTvQr18/1KlTBwqFAmvXrrXaLoTAyy+/jNq1a8Pb2xu9evXCmTNnrPrcvHkTw4cPR0BAAAIDAzF27FhkZmZa9Tl69Cg6d+4MjUaDiIgIzJ8/395Tq3Lmzp2L9u3bw9/fH7Vq1cL999+PU6dOWfXJzc3FxIkTUaNGDfj5+WHgwIGm65QbnT9/Hvfeey98fHxQq1YtPPvssygoKLDq89tvv+GOO+6AWq1Go0aNsGzZMntPr0pZvHgxWrVqhYCAAAQEBCAuLg6//vqraTvfJ9f0xhtvQKFQYMqUKaY2vldU5QmqNCtWrBAqlUp8/vnn4sSJE+Lxxx8XgYGBIiUlxdlDq7LWrVsnXnjhBfH9998LAGLNmjVW29944w2h1WrF2rVrxZEjR0T//v1FVFSUyMnJMfW55557ROvWrcWePXvE77//Lho1aiSGDh1q2q7T6URoaKgYPny4OH78uFi+fLnw9vYWH3/8saOmWSXEx8eLpUuXiuPHj4vDhw+Lvn37isjISJGZmWnqM378eBERESG2bNki/vzzT9GxY0fxn//8x7S9oKBAtGzZUvTq1UscOnRIrFu3TtSsWVPMmDHD1CcxMVH4+PiIadOmiYSEBPHee+8JpVIp1q9f79D5urMff/xR/PLLL+L06dPi1KlTYubMmcLLy0scP35cCMH3yRXt27dP1K9fX7Rq1UpMnjzZ1M73iqo6BrKVqEOHDmLixImmx3q9XtSpU0fMnTvXiaOqPgoHsgaDQYSFhYkFCxaY2tLS0oRarRbLly8XQgiRkJAgAIj9+/eb+vz6669CoVCIS5cuCSGE+PDDD0VQUJDIy8sz9XnuuedE06ZN7Tyjqu3q1asCgNi+fbsQQr43Xl5eYvXq1aY+f/31lwAgdu/eLYSQH1w8PDxEcnKyqc/ixYtFQECA6f2ZPn26aNGihdWxhgwZIuLj4+09pSotKChIfPrpp3yfXFBGRoZo3Lix2LRpk+jataspkOV7RdUBUwsqSX5+Pg4cOIBevXqZ2jw8PNCrVy/s3r3biSOrvs6dO4fk5GSr90Sr1SI2Ntb0nuzevRuBgYG48847TX169eoFDw8P7N2719SnS5cuUKlUpj7x8fE4deoUUlNTHTSbqken0wEAgoODAQAHDhzArVu3rN6vZs2aITIy0ur9iomJQahFVfD4+Hikp6fjxIkTpj6W+zD24d/h7dHr9VixYgWysrIQFxfH98kFTZw4Effee6/N68n3iqoD97uyl4u6fv069Hq91T8GABAaGoqTJ086aVTVW3JyMgAU+Z4YtyUnJ6NWrVpW2z09PREcHGzVJyoqymYfxm1BQUF2GX9VZjAYMGXKFNx1111o2bIlAPlaqlQqBAYGWvUt/H4V9X4at5XUJz09HTk5OfD29rbHlKqcY8eOIS4uDrm5ufDz88OaNWsQHR2Nw4cP831yIStWrMDBgwexf/9+m238m6LqgIEsETncxIkTcfz4cezcudPZQ6FiNG3aFIcPH4ZOp8N3332HUaNGYfv27c4eFlm4cOECJk+ejE2bNkGj0Th7OEROwdSCSlKzZk0olUqbs0FTUlIQFhbmpFFVb8bXvaT3JCwsDFevXrXaXlBQgJs3b1r1KWoflsegsps0aRJ+/vlnbNu2DXXr1jW1h4WFIT8/H2lpaVb9C79fpb0XxfUJCAjgylE5qFQqNGrUCO3atcPcuXPRunVrLFq0iO+TCzlw4ACuXr2KO+64A56envD09MT27dvx7rvvwtPTE6GhoXyvqMpjIFtJVCoV2rVrhy1btpjaDAYDtmzZgri4OCeOrPqKiopCWFiY1XuSnp6OvXv3mt6TuLg4pKWl4cCBA6Y+W7duhcFgQGxsrKnPjh07cOvWLVOfTZs2oWnTpkwrKAchBCZNmoQ1a9Zg69atNuka7dq1g5eXl9X7derUKZw/f97q/Tp27JjVh49NmzYhICAA0dHRpj6W+zD24d9hxRgMBuTl5fF9ciE9e/bEsWPHcPjwYdPtzjvvxPDhw033+V5Rlefss82qkhUrVgi1Wi2WLVsmEhISxLhx40RgYKDV2aBUuTIyMsShQ4fEoUOHBACxcOFCcejQIfHPP/8IIWT5rcDAQPHDDz+Io0ePigEDBhRZfqtt27Zi7969YufOnaJx48ZW5bfS0tJEaGioGDFihDh+/LhYsWKF8PHxYfmtcpowYYLQarXit99+E1euXDHdsrOzTX3Gjx8vIiMjxdatW8Wff/4p4uLiRFxcnGm7sVRQ7969xeHDh8X69etFSEhIkaWCnn32WfHXX3+JDz74gKWCyun5558X27dvF+fOnRNHjx4Vzz//vFAoFGLjxo1CCL5PrsyyaoEQfK+o6mMgW8nee+89ERkZKVQqlejQoYPYs2ePs4dUpW3btk0AsLmNGjVKCCFLcL300ksiNDRUqNVq0bNnT3Hq1Cmrfdy4cUMMHTpU+Pn5iYCAADFmzBiRkZFh1efIkSOiU6dOQq1Wi/DwcPHGG284aopVRlHvEwCxdOlSU5+cnBzx5JNPiqCgIOHj4yMeeOABceXKFav9JCUliT59+ghvb29Rs2ZN8cwzz4hbt25Z9dm2bZto06aNUKlUokGDBlbHoNI9+uijol69ekKlUomQkBDRs2dPUxArBN8nV1Y4kOV7RVWdQgghnLMWTERERER0+5gjS0RERERuiYEsEREREbklBrJERERE5JYYyBIRERGRW2IgS0RERERuiYEsEREREbklBrJERERE5JYYyBIRERGRW2IgS0RERERuiYEsEREREbklBrJE5Pbmz5+PZs2awWAwmNqWLVsGhUKBpKSkSjnG7NmzoVAocP369UrZnyN99NFHiIyMRF5enrOHQkRUqRjIEpFDHTlyBIMGDUJ4eDjUajVCQ0PRv39/XLlyxdRHCIFXXnkFv//+e6n7S09Px7x58/Dcc8/Bw4P/pBVl9OjRyM/Px8cff+zsoRARVSr+q09EDnPlyhV06tQJSUlJePbZZ7FkyRLMmDEDQggIIUz9Tp8+jVmzZlkFt8X5/PPPUVBQgKFDh1q1jxgxAjk5OahXr16lz8PdaDQajBo1CgsXLrR6nYmI3J2nswdARNXHzz//jMzMTLzzzju46667TO1Tpkyx6nfgwAEAwB133FHqPpcuXYr+/ftDo9FYtSuVSiiVyooP2oVlZWXB19e3TH0HDx6M+fPnY9u2bejRo4edR0ZE5BhckSUih4mNjYVarUafPn0wcuRILF++HBkZGVZ9OnTogOHDhwMAGjduDIVCgcDAwCL3d+7cORw9ehS9evWy2VZUjqwxz/Xs2bMYPXo0AgMDodVqMWbMGGRnZ5dpDmlpaWV67qFDh9CnTx8EBATAz88PPXv2xJ49e6z6jB49GvXr17d5rnGcRbUlJCRg2LBhCAoKQqdOnZCRkYEpU6agfv36UKvVqFWrFu6++24cPHjQ6vnt2rVDcHAwfvjhhzLNk4jIHXBFlogcxmAwoGPHjhg/fjyuXr2KuXPnYtq0aVizZg06duwIAHjuuecwe/Zs5OXl4eWXXwaAYgPZXbt2ASjbyq2lwYMHIyoqCnPnzsXBgwfx6aefolatWpg3b16lPPfEiRPo3LkzAgICMH36dHh5eeHjjz9Gt27dsH37dsTGxpZrvJYGDRqExo0b4/XXX4cQAuPHj8d3332HSZMmITo6Gjdu3MDOnTvx119/2bwud9xxB/7444/bPjYRkathIEtEDpGQkIC7774bW7duRUxMDABgzJgxaNmyJUaPHo2TJ08CAAYOHIhp06ahR48eeOSRR0rcp/E5UVFR5RpL27Zt8dlnn5ke37hxA5999lmZAtmyPPfFF1/ErVu3sHPnTjRo0AAAMHLkSDRt2hTTp0/H9u3byzVeS61bt8a3335rejxz5kw8/vjjeOutt0xt06dPL/K5DRo0wFdffXXbxyYicjVMLSAihxgzZgz69+9vCmIBwN/fH/fddx9OnTqF9PR0AIBOp8P58+fRqlWrUvd548YNeHp6ws/Pr1xjGT9+vNXjzp0748aNG6YxVOS5er0eGzduxP33328KYgGgdu3aGDZsGHbu3Fmm45T1+IGBgdi7dy8uX75c6nODgoKQk5NT5jQKIiJXx0CWiOxu37592LdvH/r372+zraCgAADg5eUFADh69CgAlCmQvV2RkZFWj4OCggAAqampFX7utWvXkJ2djaZNm9o8t3nz5jAYDLhw4cJtjRuwXX2eP38+jh8/joiICHTo0AGzZ89GYmJikc81ViwonH9LROSuGMgSkd3t3bsXANCsWTObbYcPH0bTpk3h7e0NwBzItm7dutT91qhRAwUFBTYnjJWmuGoGZSlNVZHnFlZcQKnX64t9jvF1Mho8eDASExPx3nvvoU6dOliwYAFatGiBX3/91ea5qamp8PHxsdkHEZG7YiBLRHZ348YNAIBKpbJq//vvv7F//3489NBDprajR4+idu3aqFmzZqn7NQbG586dq8TRVkxISAh8fHxw6tQpm20nT56Eh4cHIiIiAMjV3LS0NJt+//zzT7mOWbt2bTz55JNYu3Ytzp07hxo1auD//u//bPqdO3cOzZs3L9e+iYhcGQNZIrK7OnXqAAA2b95sasvLy8MTTzyBwMBAPPHEE6b28+fPo27dumXab1xcHADgzz//rMTRVoxSqUTv3r3xww8/WJX+SklJwbfffotOnTohICAAANCwYUPodDrTKjQgLxqxZs2aMh1Lr9dDp9NZtdWqVQt16tQp8nK0Bw8exH/+85/bmBURkWti1QIisrsHHngA06dPx9SpU3HhwgUEBgbi66+/xrFjx7B69WrTCiUgc0C3bt2K+fPno06dOmjevDnatWtX5H4bNGiAli1bYvPmzXj00UcdNZ1Svfbaa9i0aRM6deqEJ598Ep6envj444+Rl5eH+fPnm/o9/PDDeO655/DAAw/g6aefRnZ2NhYvXowmTZrY1IEtSkZGBurWrYuHHnoIrVu3hp+fHzZv3oz9+/dbVTEA5EUmbt68iQEDBlT6fImInIWBLBHZXUhICDZs2IBnnnkGCxYsgEqlwl133YUPPvjAtKpq9OKLLyIxMRGvvvoqMjMz8e677xYbyALAo48+ipdffhk5OTkuk/vZokUL/P7775gxYwbmzp0Lg8GA2NhYfP3111Y1ZGvUqIE1a9Zg2rRpmD59uqk+7ZkzZ8oUyPr4+ODJJ5/Exo0b8f3338NgMKBRo0b48MMPMWHCBKu+q1evRmRkJK/qRURVikLwwttE5MZ0Oh0aNGiA+fPnY+zYsc4ejkvKy8tD/fr18fzzz2Py5MnOHg4RUaVhjiwRuTWtVovp06djwYIFMBgMzh6OS1q6dCm8vLxsatASEbk7rsgSERERkVviiiwRERERuSUGskRERETklhjIEhEREZFbYiBLRERERG6JgSwRERERuSUGskRERETklhjIEhEREZFbYiBLRERERG6JgSwRERERuSUGskRERETklv4fdfJP4bZfPaMAAAAASUVORK5CYII=", "text/plain": [ "<Figure size 700x300 with 2 Axes>" ] @@ -60806,7 +940,7 @@ }, { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ "<Figure size 700x300 with 2 Axes>" ] @@ -60827,12 +961,12 @@ " fig, ax1 = plt.subplots(figsize=(7, 3)) # Adjust figure size\n", "\n", " # Convert δt from seconds to hours\n", - " seconds_per_hour = 24*3600\n", + " seconds_per_hour = 3600\n", " delta_t_values_min = delta_t_values / seconds_per_hour \n", "\n", " # First Y-axis (ÏE)\n", " ax1.plot(delta_t_values_min, rho_E, 'r-', label=r\"$\\rho_E$\", linewidth=2)\n", - " ax1.set_xlabel(r\"$\\delta t$ (in days)\", fontsize=12)\n", + " ax1.set_xlabel(r\"$\\delta t$ (in hours)\", fontsize=12)\n", " ax1.set_ylabel(r\"$\\rho_E$\", color=\"red\", fontsize=12)\n", " ax1.set_ylim(0, max(rho_E) * 1.1) # Manually set limits to match your example\n", " ax1.tick_params(axis='y', labelcolor=\"red\")\n", @@ -60858,13 +992,13 @@ " \"\"\"\n", "\n", " fig, ax1 = plt.subplots(figsize=(7, 3)) # Adjust figure size\n", - " seconds_per_hour = 24*3600\n", + " seconds_per_hour = 3600\n", " # Convert δt from seconds to hours\n", " delta_t_values_min = delta_t_values / seconds_per_hour \n", "\n", " # First Y-axis (ÏE)\n", " ax1.plot(delta_t_values_min, rho_G, 'r-', label=r\"$\\rho_G$\", linewidth=2)\n", - " ax1.set_xlabel(r\"$\\delta t$ (in days)\", fontsize=12)\n", + " ax1.set_xlabel(r\"$\\delta t$ (in hours)\", fontsize=12)\n", " ax1.set_ylabel(r\"$\\rho_G$\", color=\"red\", fontsize=12)\n", " ax1.set_ylim(0, max(rho_G) * 1.1) # Manually set limits to match your example\n", " ax1.tick_params(axis='y', labelcolor=\"red\")\n", @@ -60893,7 +1027,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 48, "metadata": {}, "outputs": [], "source": [ @@ -60915,7 +1049,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 49, "metadata": {}, "outputs": [ { @@ -60958,14 +1092,116 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 59, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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r9jUGDRqEs2fP4vbt2+qynTt3QqFQoG/fvup+AMD+/fuRm5tbpu+BMfPnzzfof/369fHGG29gy5YtBp+8MWZpeBoDK5IYxIpBb1GKCooDAwN17ovz0OrXr69T7uHhAVdXV52ymzdv4tKlS0UGsPoLfPRfqyQRERFYtGgRJBIJHBwc0LBhQ52PyVNTU7Fw4ULs2LHD4LWMzYkz9vplfQ5/f3+d+87OzrCzszNYrOXs7Kwz7/fmzZv4559/Sv290vfw4UOkp6dj06ZN2LRpU6meo7Tf7+zsbDx8+NDgmgNAgwYN8P333xuUt2/f/pkWqP3vf//D/PnzER0dbRAAZGRk6Hy0q/+9BgBXV1edIPLOnTuIiIgwqBcSElLqNkVFRSEqKgq5ubk4e/Ysdu7ciQ0bNuCll17CtWvXdObulkShUGDp0qWYNm0aPD090bp1a7z00kt444034OXlBQDqAEn7I3p9N2/eBEBvWIqSkZGh8zupf/2Cg4MhlUrLlYKqXr16BlN5GjRoAIDmK4t9qmhvvPEGdu7ciT///BPt27fHH3/8geTkZAwbNqxUjx80aBDmz5+P2bNn4/Dhw5gxY4Z6+pO2+vXro2vXrmVu34ABAzB16lTs3LkTs2fPhiAI2LVrF3r06AEnJycA9Ps3depUrFy5Et999x3atWuHPn36qOf8l0VaWhquXr2KgQMHGpxr2LAh8vLyEBcXV6afe8bMDQe7rEjOzs6oU6cOLl26VGy9S5cuwcfHR/2HWFTakT9jVCoVXnzxRcyYMcPoefGf4rO+Vq1atYr9RzRw4ECcPHkS06dPR7NmzVCzZk2oVCp0797d6AIlY69f1ucwtmK9qFXs4qgUQN+r8PBwrFy50mhdPz+/IvspPh4AXn/99SIDoCZNmujcL+3329j828pw+/ZtdOnSBaGhoVi5ciX8/Pwgl8vx+++/Y9WqVQbf79J8XyuSg4MD2rVrh3bt2qFWrVpYuHAh9u7di+HDhxsEfCKlUmlQNnnyZPTu3Rs///wz9u/fj7lz52LJkiU4fPhwqVNaid+L5cuXo1mzZkbrGEv9pq2oNluCqKgoeHp64ttvv0X79u3x7bffwsvLq9SBaUhICJo2bYpVq1bBwcFBncKwonh7e6Ndu3b4/vvvMXv2bJw6dQp3795Vf+okWrFiBUaMGIFffvkFBw4cwLvvvqueU12WOeLiQkPtxawi8WeQR3aZpeNglxXrpZdewueff44TJ06oswxo+/PPPxEfH4+xY8eW+FwBAQEAaGRJO03Zw4cPDT6WDQ4ORnZ29jONjJRXWloaDh06hIULF2LevHnqcnFErKqeo7SCg4Nx8eJFdOnSpcQgxNh5Dw8PODo6QqlUVvj3WwysjPX7xo0bFZarc8+ePcjPz8evv/6qM2pb0hSO4gQEBBht9/Xr15/5OQHg+eefBwA8ePAAANQjqPobIBhbkQ/Q9Z42bRqmTZuGmzdvolmzZlixYgW+/fZb9aKwK1euoF69ekU+HqBpA6W93jdv3tQZzb916xZUKpXO9StrAHzr1i0IgqDzuBs3bgBAuX8uimuLTCbDkCFDsGXLFixduhQ///wz3nrrrTKlR3v11Vdx8eJFjB07tkyj86U1aNAgvPPOO7h+/Tp27twJBwcH9O7d26BeeHg4wsPDMWfOHJw8eRJt2rTBhg0bDDJGFMfDwwN2dna4du2awbl//vkHANRTkCz5TQ6r3njOLivW9OnTYW9vj7FjxxqkzEpNTcW4cePg4OBgsHLYmK5du8LW1hZr167VGUHTz6wA0KhodHQ09u/fb3AuPT0dhYWFZe9MKYn/9PRH+Yy1szKfo7QGDhyI+/fv4/PPPzc49+TJE+Tk5Kjv16hRwyCokslk6N+/P3788UeDdEMAvRkpr59//hn3799X3//rr79w+vRp9OjRo9zPDRj/fmdkZJRqrm9RevbsiVOnTuGvv/5Slz18+BDfffddqR5/6NAho+XiPFfxY+GAgADIZDKDeeifffaZzv3c3FyddF8ABa6Ojo7qUblu3brB0dERS5YsMagrfm9atGiB4OBgfPLJJ8jOzjZon7HrvW7dOp37a9euBQCd62fsZ6s4iYmJOrsWZmZm4uuvv0azZs3KPYVBnHtaVHuGDRuGtLQ0jB07FtnZ2WXOh3vmzBkAlEu3MvTv3x8ymQzbt2/Hrl278NJLL+nMp83MzDT4GxgeHg6pVKozQnv37l2jQaw2GxsbvPjii9izZw9u3bqlLk9MTMT27dsRERGhzm5T0veVMXPFI7usWPXr18fWrVsxdOhQhIeHG+yg9ujRI2zfvr3ENEMAjSC89957WLJkCV566SX07NkT58+fx969ew3maE6fPh2//vorXnrpJXVKqJycHFy+fBk//PAD4uPjK23jAScnJ7Rv3x7Lli3D06dP4ePjgwMHDqhz8FbVc5TWsGHD8P3332PcuHE4cuQI2rRpA6VSiWvXruH777/H/v371aOJLVq0wB9//IGVK1fC29sbgYGBiIiIwMcff4wjR44gIiICb731FsLCwpCamopz587hjz/+KPd0hHr16qFt27Z4++23kZ+fj9WrV8Pd3d3oNJUffvjB6MfoL774okGaMlG3bt0gl8vRu3dvdQDz+eefo3bt2uoR1LKaMWMGvvnmG3Tv3h2TJk1Spx4LCAgocWoPAPTt2xeBgYHo3bs3goODkZOTgz/++AN79uxBy5Yt1SN1zs7OGDBgANauXQuJRILg4GD89ttvBvOkb9y4gS5dumDgwIEICwuDjY0Ndu/ejeTkZLz22msA6Odu1apVePPNN9GyZUt17ueLFy8iNzcXW7duhVQqxRdffIEePXqgUaNGGDlyJHx8fHD//n0cOXIETk5O2LNnj85rx8XFoU+fPujevTuio6Px7bffYsiQITo5a4v62SpKgwYNMHr0aJw5cwaenp746quvkJycXK43KNptAYAPPvgAr732GmxtbdG7d291sNa8eXM0btxYvbizLEHrxYsX1d+fH374ochA+dy5c/j2228NyoODgxEZGVnsa9SuXRudOnXCypUrkZWVhUGDBumcP3z4MCZMmIABAwagQYMGKCwsxDfffKN+4yp64403cOzYsRKn5/znP//BoUOH0L59e4wfPx42NjbYsGEDCgoK8Mknn6jrNWvWDDKZDEuXLkVGRgYUCoU6tzVjZs0UKSCY5bl06ZIwePBgoU6dOoKtra3g5eUlDB48WLh8+bJBXTFd0cOHDw3OKZVKYeHChUKdOnUEe3t7oWPHjsKVK1eEgIAAg7RFWVlZwqxZs4R69eoJcrlcqFWrlvDCCy8In3zyiVBQUCAIgibNT3HpmPQFBAQIvXr1KrZOQkKC8PLLLwsuLi6Cs7OzMGDAACExMdEgxVFxfS3vcwwfPlyoUaOGwfN26NBBaNSokU5ZQUGBsHTpUqFRo0aCQqEQXF1dhRYtWggLFy4UMjIy1PWuXbsmtG/fXrC3tzdI95acnCyMHz9e8PPzU1/jLl26CJs2bVLXEVNBlTblkfb1WbFiheDn5ycoFAqhXbt2OmmrtL8PRR0lpTv69ddfhSZNmgh2dnZC3bp1haVLlwpfffWV0bRXxq5/hw4dhA4dOuiUXbp0SejQoYNgZ2cn+Pj4CB999JE6pVhJqce2b98uvPbaa0JwcLBgb28v2NnZCWFhYcIHH3ygTtMnevjwodC/f3/BwcFBcHV1FcaOHStcuXJFJ/XYo0ePhPHjxwuhoaFCjRo1BGdnZyEiIkL4/vvvjX4vXnjhBcHe3l5wcnISWrVqJWzfvl2nzvnz54VXXnlFcHd3FxQKhRAQECAMHDhQOHTokLqOeE1iYmKEV199VXB0dBRcXV2FCRMmGKQ2K+pnq6jUY7169RL2798vNGnSRFAoFEJoaKjBz9Wzph4TBEpf6OPjI0ilUqPXa9myZQIAYfHixQbfv+L0799fsLW1FSZNmiQoFAqd3y9BKDn1mLH0bMZ8/vnnAgDB0dHR4HsdGxsrjBo1SggODhbs7OwENzc3oVOnTsIff/yhU69Dhw5Caf/Nnz17VoiKihJq1KghODg4CB06dNBJz6fdrqCgIEEmk3EaMmYxJIJQSSsyGGPVXnx8PAIDA7F8+XK89957pm4OK6MFCxZg4cKFePjwoVVs4axtzZo1mDJlCuLj441m5zDm6tWrCA8Px8iRI/Hhhx/C398fX331VbGZLRhjpsdzdhljjFUrgiDgyy+/RIcOHUod6ALAokWLIJPJMHv2bPj4+KBt27b45ptvKrGljLGKwMEuY4yxaiEnJwfbt2/H2LFjcfnyZUyZMqXUj71+/Tq+//57DBkyRL1GYfjw4Th06BBGjx6NvXv3VlazGWPlxAvUGGOMVQsPHz7EkCFD4OLigtmzZ6NPnz6lfuzixYshkUjwwQcfqMveeOMNXLp0Cd9++y1iY2MrLLsIY6xi8ZxdxhhjjDFmtXgaA2OMMcaYGTl+HOjdG/D2BiQS4Oefi647bhzV0U/jnpoKDB0KODkBLi7A6NGAfmrtS5eAdu0AOzvAzw9Ytszw+XftAkJDqU54OPBvqnA1QQDmzQPq1AHs7YGuXYFK2D+pXDjYZYwxxhgzIzk5QNOmgN5+LgZ27wZOnaKgWN/QocDVq8DBg8Bvv1EAPWaM5nxmJtCtGxAQAJw9CyxfDixYAGzapKlz8iQweDAFyufPA/360aG9/9CyZcCnnwIbNgCnTwM1agBRUYDevjYmVe2mMRQWFuL8+fPw9PSEVMqxPmOMMcYqj0qlQnJyMpo3bw4bm7IvlZJIKKjt10+3/P59ICIC2L8f6NULmDyZDgD45x8gLAw4cwb4d08h7NsH9OwJJCRQcLx+PfDBB0BSEiCXU52ZM2kUWdx4b9AgCrx/+03zuq1bA82aUXArCPRc06YBYnbJjAzA0xPYsgX4d78bk6t2C9TOnz+PVq1amboZjDHGGKtGDh8+rN7dDwAUCgUUCsUzPZdKBQwbBkyfDjRqZHg+OpqmLoiBLkDTC6RSGn19+WWq0769JtAFaER26VIgLQ1wdaU6U6fqPndUlGZaRVwcBctdu2rOOztTEB4dzcGuyYjbjf70009wcXEBQNt11q5dGykpKcjIyFDXdXNzg7u7O+7fv4/c3Fx1ee3ateHs7Iw7d+6goKBAXe7j4wMHBwfcvn0bKpVKXR4QEACZTIbY2FidtgQFBUGpVOLOnTvqMqlUiuDgYOTm5uL+/fvqcrlcjoCAAGRkZOhsI+rg4AAfHx88fvxYZ0tX7hP3ifvEfeI+cZ+4T6bvU0FBAVq1aoXOnTvrtGf+/PlYsGABnsXSpYCNDfDuu8bPJyUB+rs429gAbm50TqwTGKhbR9yRPSmJgt2kJE2Zdh3t59B+nLE65qDaTWNISEiAn58f4uPj4evrCwCQSCSQSqVQqVQ6e4iL5UqlUuc5iiqXSqWQSCRGywHo/DIWVy6TySAIgtFy/TYWVc594j5xn7hP3CfuE/fJ9H1KTEyEn58fYmJi4OPjoz5X2pFd/WkMZ8/StIVz5zRzdevW1Z3GsHgxsHUrcP267nPVrg0sXAi8/TbN1w0MBDZu1JyPiaGR4pgYoGFDGvXdupXm7Yo++4yeIzmZ5vS2aQMkJtICNdHAgdTunTtL7F6VqHYjuyKZTAaZTKZTVtQcXv16VVEukUiMlhfVxrKWc5+4T0WVc5+4TxXVxrKWc5+4TxXVxrKWV3afAMDR0RFOTk5Fni+tP/8EUlIA7c3/lEqaN7t6NRAfD3h5UR1thYWUocHLi+57eVHAqk28X1Id7fNimXawm5xM83rNBa/QYowxxhizEMOGUcqwCxc0h7c3zd/dv5/qREYC6ek0Ciw6fJjm+kZEaOocPw48faqpc/AgEBJCUxjEOocO6b7+wYNUDtDIsJeXbp3MTJoXLNYxB9V2ZJcxxhhjzBxlZwO3bmnux8VRUOvmRiO67u669W1tKegMCaH7DRsC3bsDb71FWROePgUmTKAFY+LUhyFDaDrC6NHA++9TOrE1a4BVqzTPO2kS0KEDsGIFTZ3YsQP4+29NejKJhKZOLFoE1K9Pwe/cufQa+tkjTMm8RnaXLAFatgQcHWliSb9+hhNOOnak7672MW6cKVrLGGOMMVbh/v4baN6cDoAyIjRvTps3lNZ339FmEF26UMqxtm11c+g6OwMHDlAg3aIFTYOYN083F+8LLwDbttHjmjYFfviBMjE0bqypM2MGMHEiPa5lSwrU9+2jTSjMhXktUOvend52tGxJk0tmz6a3GjExlKUYoGC3QQPgww81j3NwoC1CSkFcoHbv3j31AjXGGGOMscrAcYfpmdc0hn37dO9v2UIjvGfPUjI4kYODZlY0Y4wxxhhjRTCvaQz6xFx1bm665d99B9SqRePos2YBWvn49OXn5yMzM1N9ZGVlVWKDGWOMMcaYOTGvkV1tKhXNem7TRndyyJAhtJGztzctR3z/fZrX+9NPRp9myZIlWLhwYdW0mTHGGGOMmRXzmrOr7e23gb17gRMngOLmuBw+TLOvb90CgoMNTufn5yM/P199//79+wgLC+O5M4wxxhirdDxn1/TMc2R3wgTgt98oAVxJPxhiwrgigl39HUoyMzMrsqWMMcYYY8yMmVewKwiUv2L3buDoUcNNm425cIG+am/dwRhjjDHGGMwt2B0/nhK6/fIL5dpNSqJyZ2fA3h64fZvO9+xJGZUvXQKmTKFMDU2amLbtjDHGGGPM7JhXsLt+PX3t2FG3fPNmYMQIQC4H/viDNn/OyQH8/ID+/YE5c6q4oYwxxhhjzBKYV7Bb0lo5Pz/g2LGqaQtjjDHGGLN45p1nlzHGGGOMsXLgYJcxxhhjjFkt85rGwBhjRqSm0r4xf/1F0/dfeMHULWKMmZRKBTx5Qjuo5uYa3n7yBMjLo6O0t7dsMdyxlVkFDnYZY2YpOxv49Vdg+3Zg/37g6VMqP3oUuHHDpE1jjImUSgoW8/M1gaN421iZdpBZ3Ff922IgKx55eRXfl8xMDnatFAe7jDGzkZ8P7NtHAe6ePfQ/TV98PK1llUiqvHmMmQ+Vin5BcnKMf83LAwoK6JdK+2txZaU5xMBVPJRKU38nKk5lBNDMLHCwyxgzqcJC4MgRCnB/+gnIyDCs4+ND/48fPqQR3idPAAeHqm8rYxWmoIDm54jH48dF305PNwxoq1NgJpfTL7yxw97eeJm9PWBnR0dpb/OortXiYJcxVuUEATh9GvjuO+D774GUFMM67u7Aq68CgwcD7dpRSu2ff6Zz6ekc7LJKolTSHJqsLONHZqbufXEEVft4+tSwTHsENS2NXsMSSCSAQlH0IQaLxm4b+yoGmMa+FnVOJjP1d4FZOA52GWNVpqAA2LmT9oU5d87wfM2awMsvU4DbtStga6s55+KiuZ2eDnh7V3JjmflSqShY1D6ysgzv68/zFA9xhFT/yM42PnfG1GQyoEYNeodXo4bubWNfxdFNuZwCTGNfizqnf9jY8JwhZvE42GWMVbqUFGDjRuCzzzS7gIsUCqBXLwpwe/Wi/9HGaAe7xqY6MDMmBqfp6XRkZBgPTkt73xwD0uKIwaV4uLjQR+bu7sa/6pfVqMEBJ2PlwMEuY0xHbi5w6hSNsjZtSsHos7p0CVizhqYr5OfrnnvuOWDCBOCVVwBn55KfS39kl5mAUklzSFNSdI+0NE0gq39kZNChUpmy5cZJJLqjoQ4OgKOj5nBy0r1v7Jw4gmrssLXlkVHGzAAHu4wxtePHgZEjgdhYum9rCzRpAjz/PNCyJR1hYfT/uygqFfB//0dTFQ4f1j0nldI0hcmTgTZtyhYDaAfEHOxWIEGgb+jdu3Q8eGAYzIrHo0clb+teGRQKCkodHeldmPi1uNs1a+p+5G/skMs5EGWsGuBglzGG3Fzggw9oFFY7lnn6FDh7lo6NG6nMwQFo3lwT/LZsCdSrR58ub94MfPopcPu27vM7OwNvvQWMHw/UrftsbeSR3WdUUADcv68JZo0dlbFYytaWLpqxQ3vEVDs4LSpglcsrvn2MsWqDg13GqrnoaNqVTHujhjZtgOBg4MwZ4No13QA4Nxf43//oELm40CfcWVm6z12/PjBpEjB8OMUt5cHBbgkePgRiYui4epW+Xr9OI7XlHY21swM8PYHatTVfxcPDg+aW6ge09vY8asoYMwsc7DJWTeXlAfPnA598oplOaWcHLF4MvPuuJttPZiZlTjhzRnPEx+s+l37w2bUrTVXo0YOmLlQEDnZBQevDh5pgVjuwffiw7M9nZwf4++se3t6GAS0vkGKsSh0/DixfTp+qPXgA7N4N9OtH554+BebMAX7/naacOTvT39yPP9bNUpOaCkycSBv0SKWUvnHNGt2Bh0uX6BO3M2fofevEicCMGbpt2bULmDuX/u7Xrw8sXQr07Kk5Lwj0v+Tzz+lvc5s2wPr1VNdccLDLWDX099802hoToymLiKCt4UNDdes6OQEdO9IheviQnuPvvzUB8JMnwIABNJLbuHHFt7naZWPIyACuXAEuX6bjyhUKbB8/Lv1zeHgAgYGGAa141KrFQSxjZignhxYIjxpFi3i15ebSAMTcuVQnLY3+7vbpQ3+TRUOHUqB88CAFyCNHAmPGANu20fnMTKBbNwqUN2ygPzOjRtHf2jFjqM7Jk5QpZ8kS4KWX6LH9+tHri3/nly2j6Wtbt9Kfm7lzgago+v9iZ1fZ36nSkQiCKVYbmE5CQgL8/Pxw7949+Pr6mro5jFWpggLgo4/oD5e4y6dcDixcCLz3XvELz0wtLg4ICqLbgwYBO3aYtj0VJj+fphuIQa143LtX+ufw8gIaNaLVg+LXsDBKW8UYM6nyxh0Sie7IrjFnzgCtWgF37tD72H/+oT8BZ87QAmOAtmLv2RNISKAR4PXraa1GUpJmWvzMmbR5z7VrdH/QIAq8f/tN81qtWwPNmlGALAj0XNOm0f8QgN6ne3rS4Mlrr5W5u5XCjP+1VS6lUgnlv//tJRIJpFIpVCoVtGN/sVypt/d3UeVSqRQSicRoOQCo9FLvFFUuk8kgCILRcv02FlXOfeI+6bf94kVg1CgpLl7UjOQ995yAr75SaY3Emm+fHB2pfQCQni5AqbSw65SfD+nt25Bcvw7ltWuaKQg3b0KalwcIAlTau2jY2kL69CkgkUAlvgvx8gLCwiALCYHQqBFUDRsCDRsCrq7G2/7v65v6Z6805WZznbhP3KcK7pMoKysLmZmZ6vsKhQKK8uR21JKRQUGx+AlYdDTdFgNdgEZwpVLavfLll6lO+/a66z+jomiaQloa/VmJjgamTtV9ragozW6WcXEULHftqjnv7EyfFEZHc7BrcrGxsUhLSwMAuLm5wd/fHwkJCUhNTVXX8fLygpeXF+Lj45GltfLGz88P7u7uuHnzJvK09icPCgqCk5MTYmJidH75QkJCIJfLcfnyZZ02hIeHo6CgANevX1eXyWQyhIeHIysrC7Fi/icAdnZ2CA0NRVpaGu5pjfg4OjoiODgYKSkpSNLK1s994j6JfZJI5Jg6NQWff+6FwkL6w2tjI2DmzEL06XMVgkADiebeJ+pWMwD0h9hsr1N+Pvzy8uB++zZu5uQgLyeHJrJlZSFozx443buHmNGjoXRxocltbdogZMcOyLOzcfnNN+k5bG0Bd3eEJyejoHFjXK9blxaBKRSaPmVmUp8SEoCEBLO5TiJr/X3iPnGfytonUVhYmE575s+fjwULFqC88vKA99+n6QZOTlSWlETT7bXZ2NCfEbHZSUk07UCbp6fmnKsrfRXLtOtoP4f244zVMQfVdhpDfHy8+uOE6vYuk/tUffqUmipFr17AmTOa0YXwcAFbtlD6MEvrk5ubFJmZEoSECLh61cTXKSsLkitXIL10CcorV2gqwvXrQEoKJEolpCoVlHobCkgLCyERBCjFEVxbWyA0FNKGDYHwcKgaN6ZpCL6+wL+vWaV9Av8+cZ+4TxXdp8TERPj5+SEmJgY+Pj7qc6Ud2S1uGsPTp7TwLCEBOHpUE+wuXkxzaLXiegAUAC9cCLz9Ns3XDQzUpJUE6AOnRo3oa8OGNOq7dSsF0qLPPqPnSE6mOb1t2gCJiUCdOpo6AwdSu3fuLLF7VaLajuzKZDLIxOXm/xJ/EYzVrepyiURitLyoNpa1nPtk/X0SBFpkcOaMeI7mY82bJ1F/bGVpfXJxoUUVGRnG21jU85SrT4JAy5AvXoT04kVAPLRGgYy3BJAVFtINBwda+dewIRAaCpk4/aB+fQp4S3oeC7tOz1rOfeI+VVQby1pe2X0CaFTYSYxGK8DTpxRU3rlDG/hoP7WXF+0Do62wkDI0iIPNXl4UsGoT75dUR/u8WKYd7CYn07xec1Ftg13GrN2332rmVXl40K5mLVuatEnlJu6iVmmpx3JzaR6tGNBeuEC5ebTm2RXL01MnqFV/9fWtuBxsjLFqTwx0b94EjhwxXIsaGUl/J8+eBVq0oLLDhynNZESEps4HH9Bzie+5Dx4EQkLUywAQGQkcOkSpJEUHD1I5QCPDXl5URwxuMzNpXvDbb1dCx58RB7uMWaGEBMqXKNqwwfIDXUCz+CIvj45nTmsjCPRNuniRglkxuL15U5N0uDgODkB4OOX9EY+wMM1/CMYYK4fsbODWLc39uDh67+3mRiOor75K6b9++43WoYrzY93caOpBw4ZA9+60c+WGDRTQTphAC8bEXLxDhtB0hNGjac7vlSuUh3fVKs3rTpoEdOgArFgB9OpFWXD+/hvYtInOSyQUCC9aRB9UianHvL2Lzx5R1TjYZczKCALw5puaXLSvv26Yp9FS6efaLVWw++QJTUATA1oxuP13gWqJfH11g9pmzWh7uSI+ImWMsfL6+2+gUyfNfTEjwvDhwIIFwK+/0n39qQJHjmhyon/3HQW4XbpoNpX49FNNXWdn4MAB2lSiRQtKuz1vnibHLgC88ALl1p0zB5g9mwLan3/WzaU+YwalJxszhkaT27alNGfmkmMXqMYL1DjPLrNWmzYBY8fSbW9verduLQOOb7wBfPMN3b52jT5uK5JKRUMXP/ygSSpcHLmcVmZoB7ZNmnCuWsZYuXDcYXo8ssuYFYmLo+Teoi++sJ5AFyjjLmp//VX0UmBvbwpktYPaBg10FosxxhizDhzsMmYlVCraDjI7m+6/+SbQo4dp21TRtIPdEhep/fOP5naHDkDfvpoAt1atSmgdY4wxc8TBLmNWYu1a4Ngxuh0QQAsKrI2YjQEoRbB786bm9vvvW1/kzxhjrFQ4Fw5jVuD6dcqhK9q8WTfnorUo08jujRua2/XrV0JrGGOMWQIOdhmzcEolMGIEpeICKOWY9ipea1KmYFcc2bWxAerWrZwGMcYYM3sc7DJm4T75BDh1im7Xrw98/LFp21OZSh3sqlSaYDcoiAJexhhj1RIHu4xZsCtXKC8iQHkUt2yh/Q6sVamzMSQmUn5dgLIsMMYYq7Y42GXMQj19SnlnCwro/nvvUQJwa1bqBWo8X5cxxti/ONhlzEL95z/A+fN0u1Ej2vbR2pV6GoN2JgYe2WWMsWqNg13GLNDZs7QXOUC71m7dal5bM1YWHtlljDFWVuYV7C5ZArRsCTg6ArVrA/36UU4lbXl5tJGzuztQsyZt9pycbJLmMmYKeXm0P7q4A+6cObSveXVgawvUqEG3eWSXMcZYaZhXsHvsGAWyp04BBw/SpMRu3YCcHE2dKVOAPXuAXbuofmIi8MorpmszY1Vs/nzg6lW63bw58MEHpm1PVROnMhS7QE0c2bW3B3x8KrtJjDHGzJh55ePZt0/3/pYtNMJ79izQvj39d/vyS2DbNqBzZ6qzeTPQsCEFyK1bGzxlfn4+8vPz1fezsrIqsQOMVa6TJynVGADI5TR9wdbWtG2qas7OwP37xYzsFhYCt2/T7Xr1KE0FY4yxasu8/wuIQzdubvT17Fka7e3aVVMnNBTw9weio40+xZIlS+Ds7Kw+wsLCKrnRjFW8O3dox9tevSiFLAB8+CEQHm7adpmCOLKbk0N/DgzcuUMBL8BTGBhjjJlxsKtSAZMnA23aAI0bU1lSEg1naS/JBgBPTzpnxKxZs5CRkaE+YmJiKrXZjFUUQQCOHqVZOkFBwLJlmtHM1q0p1Vh1VGKuXV6cxhhjTIt5TWPQNn48Zcw/caJcT6NQKKBQKNT3MzMzy9syxipVbi7w7bfA2rX0K6BNLgdee42mMshkpmmfqemnH6tVS68CL05jjDGmxTyD3QkTgN9+A44fB3x9NeVeXpRBPz1d9z9ecjKdY8yCxccD69bRtPS0NN1z3t7A228DY8bQNPbqjEd2GWOMlYV5BbuCAEycCOzeTZ/fBgbqnm/RglbjHDpEKccASk129y4QGVnlzWWsvAQBOHyYRnH37NHMxxW1aUO/Eq+8Uv0WohWlxI0leGSXMcaYFvMKdsePp0wLv/xCuXbFebjOzpRCyNkZGD0amDqVFq05OVEkEBlpNBMDY+YqIwP45htgwwZNGjGRQgEMHkw/2s89Z5r2mbMSN5YQR3adnAAPj6poEmOMMTNmXsHu+vX0tWNH3fLNm4ERI+j2qlWUSqh/fyA/H4iKAj77rCpbydgzEQTgr7+AjRuBHTuAJ090z/v4AO+8A7z1FsdoxSl2ZDc/n7IxADSqK5FUUasYY4yZK/MKdgWh5Dp2djSxcd26ym8PYxUgKwv47jsKci9cMDzfti3w7ru0YSBPVShZscHu7duavyM8X5cxxhjMLdhlzIqcPUsB7rZtupsAAvRR/LBhwNixmsx6rHSKDXa1F6fxfF3GGGMw5zy7jFmg7Gzgiy+A55+n4/PPdQPdVq2Ar76iHcDWruVA91kUm42BF6cxxqzA8eNA796UiUciAX7+Wfe8IADz5gF16tCSpq5ddf/8AUBqKjB0KC1fcHGhJU/Z2bp1Ll0C2rWjD839/Cifu75du2j/Ljs72sjo99/L3hZT42CXsQpw6xZlzPP2pjm3Z89qztWsCYwbB5w/D5w+DYwcCdSoYbq2WrpiF6hx2jHGmBXIyQGaNi16xuayZcCnn9Ii59On6X9KVBSQl6epM3QoLYA+eFCTzXXMGM35zEygWzcgIID+Zy1fDixYAGzapKlz8iQtmB49mv6H9etHh3YO+NK0xeSEaubevXsCAOHevXumbgqzAqdPC8KrrwqCRCII9P5Wczz3nCBs3CgImZmmbqV1SUrSfI9799Y72aGD5mRamglaxxhjusobdwCCsHu35r5KJQheXoKwfLmmLD1dEBQKQdi+ne7HxNDjzpzR1Nm7l/5X3b9P9z/7TBBcXQUhP19T5/33BSEkRHN/4EBB6NVLtz0REYIwdmzp22IOqu2cXaVSCaVSCQCQSCSQSqVQqVQQtBbJieVivZLKpVIpJBKJ0XIAUOklUS2qXCaTQRAEo+X6bSyqnPtUeX1SqYC9e4GVK2U4dkynKhwcBAweLMGYMSq0aKFpo1Jp3n0SWcJ1cnKSAqAsC2lpApRKlaZPN29CZWtL26o5OgJKpUX0yRqvE/eJ+8R9onJRVlaWzi6u+ju8llZcHGVm7dpVU+bsDEREANHRtMtmdDRNXXj+eU2drl0pmdXp08DLL1Od9u1pZ05RVBSwdCltbOTqSnWmTtV9/agozbSK0rTFHFTbYDc2NhZp/25T5ebmBn9/fyQkJCA1NVVdx8vLC15eXoiPj0dWVpa63M/PD+7u7rh58ybytMbpg4KC4OTkhJiYGJ1fvpCQEMjlcly+fFmnDeHh4SgoKMD169fVZTKZDOHh4cjKykJsbKy63M7ODqGhoUhLS8O9e/fU5Y6OjggODkZKSgqSxLzE3KdK6dOVKzewd68Lvv66Nm7fttep4+7+FIMHP8Trr2cjIqIBHj9Ow+XL5t8nS71OdnZ2yMuTIDk5D5cvUx/CAwNR8OQJrr/5Ju2oePmyRfXJGq8T94n7xH3S7O4aFham05758+djwYIFKCvxZT09dcs9PTXnkpIMd9u0saEtCrTr6O/dJT5nUhIFu0lJJb9OSW0xBxJB/y2LlUtISICfnx/i4+Ph++9WxNXtXSb3qWx9ys6WYtMmYM0a4P593bytDRoImDZNwNChAuzsLKdPln6dvL2BpCQJ/P0FxMb+O7J78SLw/PNQ2dhQqot/J55ZSp8A67tO3CfuE/dJgsTERPj5+SEmJgY+Pj7qc6Ud2ZVIaGPZfv3o/smTtLtmYiItChMNHEh1d+4EFi8Gtm6lTWa11a4NLFxI289360bB7saNmvMxMUCjRvS1YUMa9d26lebtij77jJ4jObl0bTEH1XZkVyaTQSaT6ZSJvwjG6lZ1uUQiMVpeVBvLWs59Krk8MZEC3A0baCK/tshIYMYMoE8fCaRSw40LzLVPpSm3hOvk7EyjBunpWm29dQsQBMiePgXq1QO0HmcJfSprOfeJ+1RRbSxrOfep7OUAjQo7OTkVeb60xMHi5GTdADM5GWjWTFMnJUX3cYWFlKFBfLyXFz1Gm3i/pDra50tqizngbAyM6cnOBiZNAurWpVWm2oFu377AiRP0brZfP5r/xKqemH4sM5PmQwPgTAyMsWohMJCCzEOHNGWZmTQXNzKS7kdGUrYa7cxAhw/TmpOICE2d48eBp081dQ4eBEJCaAqDWEf7dcQ64uuUpi3moNqO7DJmzNGjwKhRNOleJJcDb7wBTJtGuQaZ6Wnn2s3M/PcPM28owRizEtnZ9GGVKC6OduB0cwP8/YHJk4FFi+h9fWAgMHcupb4Upzo0bAh0706pMDdsoIB2wgRaMObtTXWGDKHpCKNHA++/T+nE1qwBVq3SvO6kSUCHDsCKFUCvXrTV/d9/a9KTSSQlt8UccLDLGOgPy6xZwH//qymzt6dtfCdN0v14hpme/i5qrq7QzWJer14Vt4gxxirO338DnTpp7osZEYYPB7ZsoWl0OTmUNzc9nbad37cP6rUjAG1TP2EC0KULfQrZvz/lwxU5OwMHDgDjxwMtWlASm3nzdHPxvvAC7QI6Zw4wezYFtD//rLshUmnaYmrVdoHavXv31AvUWPVmbDS3bVva6Yw/DTdP48ZpFlWcP//v3DB3d5qQ5usLaK2eZowxU+K4w/R4xiGrtrKzgYkT6d2zGOja2wOrVwPHjnGga870R3bx+DEFugBPYWCMMaaDpzGwaunYMdq2l0dzLZPBlsHaUxj4AjLGGNPCI7usWsnJodHcjh15NNeSGYzsage7PLLLGGNMC4/ssmrj2DGam6u1SQ6P5loow2kMnHaMMcaYcTyyy6xefr5mNFcMdHk017LxyC5jjLHS4pFdZvWWLdNNKcajuZZPO9jNyIAmx65UarjZO2OMsWqNR3aZ1fvtN81tHs21DroL1ATNyG5gIO0CwhhjjP2LR3aZVVMqaVcYgPYZmDTJtO1hFUNnGkNSPuWRA3gKA2OMMQM8ssusWmwskJtLt5s0MW1bWMXRDXbzNHd4yJ4xxpgeDnaZVbt0SXM7PNx07WAVy94esLWl2+mPCzUneGSXMcaYHg52mVXTDnZ5ZNd6SCSa0d2MTInmBI/sMsYY08PBLrNqHOxaL3GRWnqu1oI0HtlljDGmh4NdZtXEYNfBAQgKMm1bWMVSj+w+dYAKEsrC4Odn0jYxxhgzPxzsMquVlaXZRCI8nFKwMushBrsqyJCNmpRuQyYzaZsYY4yZH/73z6zW1aua2zyFwfroZGSAC8/XZYwxZhQHu8xq8Xxd66azixqceb4uY4wxozjYZVaLg13rxiO7jDHGSoODXWa1OMeuddPZMhguPLLLGGPMKA52mVUSBE2w6+cHuLqatj2s4hmM7HKwyxhjzAgOdplVuncPyMig2zyFwTrpBLtyT8DLy2RtYYwxZr442GVWiacwWD+XGk/Vt9Pdg2hbNcYYY0yPeQW7x48DvXsD3t70j+vnn3XPjxhB5dpH9+6maCkzc7w4zfq5PHmgvp3hyJtJMMYYM868gt2cHKBpU2DduqLrdO8OPHigObZvr7r2MYvBwa71c06NU99Od6hjwpYwxljFUSqBuXOBwEDA3h4IDgY++ojWoogEAZg3D6hTh+p07QrcvKn7PKmpwNChgJMTTfsaPRrIztatc+kS0K4dYGdH61uWLTNsz65dQGgo1QkPB37/vcK7XOnMK9jt0QNYtAh4+eWi6ygUNDdPPHjlETNCDHblcl63ZK1ckq+rb6fbeJiwJYwxVnGWLgXWrwf++1/gn3/o/rJlwNq1mjrLlgGffgps2ACcPg3UqAFERQF5eZo6Q4fS5koHDwK//UYfno8ZozmfmQl06wYEBABnzwLLlwMLFgCbNmnqnDwJDB5MgfL580C/fnRcuVLJ34QKZl7BbmkcPQrUrg2EhABvvw08flxs9fz8fGRmZqqPrKysqmknM5m8POD6v3FQWBhga2va9rDK4ZIYo76dDhfTNYQxxirQyZNA375Ar15A3brAq69SUPrXX3ReEIDVq4E5c6hekybA118DiYma2Z///APs2wd88QUQEQG0bUvB8o4dVA8AvvsOKCgAvvoKaNQIeO014N13gZUrNW1Zs4Y+UJ8+HWjYkEaYn3uOAnFLYmPqBpRJ9+7AK6/Q2P7t28Ds2TQaHB0NyGRGH7JkyRIsXLjQoFypVEKpVAIAJBIJpFIpVCoVBK3PCcRysV5J5VKpFBKJxGg5AKhUqlKVy2QyCIJgtFy/jUWVV+c+Xb4MqFT089CkCayiTyWVV8c+2d+NgRRKqCBD+lMH9WtZcp+s8Tpxn7hP1b1PoqysLGRmZqrvKxQKKBQK6HvhBRpdvXGDPpm8eBE4cUIThMbFAUlJNHVB5OxMQW10NAWt0dE0deH55zV1unYFpFIaCX75ZarTvj19AiqKiqKR5LQ0+uA8OhqYOlW3fVFRhkuqzJ1lBbuvvaa5HR5OkUxwMI32duli9CGzZs3CVK0rdf/+fYSFhSE2NhZpaWkAADc3N/j7+yMhIQGpqanqul5eXvDy8kJ8fLzOiLCfnx/c3d1x8+ZN5Gl9ZhAUFAQnJyfExMTo/PKFhIRALpfj8uXLOm0LDw9HQUEBrl/XfBwrk8kQHh6OrKwsxMbGqsvt7OwQGhqKtLQ03Lt3T13u6OiI4OBgpKSkICkpSV1enfu0d68rgAAA9CNiDX0SWdN1Km+frjRrCsc/nyAjvyZSUlVQqVQW3ydrvE7cJ+5Tde+TKCwsTKc98+fPx4IFC6Bv5kyaYhAaSuN4SiXwn//QtASAAl0A8PTUfZynp+ZcUhJ9CK7NxgZwc9OtExho+BziOVdX+lrc61gKiaD/lsVcSCTA7t00OaQ4Hh40z3fs2FI9bUJCAvz8/BAfHw9fX99/X6p6vcu09j69954Eq1dTOw4cADp3tvw+lVRe7fqUmwuVqyvqP72GOAShVi0BKSmw7D4ZabvFXyfuE/eJ+4TExET4+fkhJiYGPj4+6nNFjezu2EHTBpYvp+kFFy4AkyfTyO7w4TTNoU0bmo5QR2tt7sCBFDrt3AksXgxs3aqZ0ieqXRtYuJBmgXbrRsHuxo2a8zEx9JoxMTRtQS6n5xk8WFPns8/oOZKTDZputixrZFdfQgLN2dW+2qUkk8kg05v6IP4iGKtb1eUSicRoeVFtLGu5NfdJe+J8kybW0aeqLLeIPt2+DdnTp3BBOgAgPZ0+KpRILLhPZSznPnGfKqqNZS3nPpW9HKBRYScnpyLPi6ZPp9Fd8cPs8HDgzh1gyRIKdsXB4uRk3fAnORlo1oxue3lBPQAgKiykDA3i4728DANW8X5JdSxtDx/zWqCWnU1vYS5coPtxcXT77l06N306cOoUEB8PHDpEM7Pr1aMJJIz9S8zEULu24ccvzEr8m2NHDHYLC4HcXBO2hzHGKkhuLs2t1SaTAeLAc2AgBZuHDmnOZ2bSXNzISLofGQmkp1OWBdHhw/QcERGaOsePA081+/Pg4EFa/y8muoqM1H0dsY74OpbCvILdv/8GmjenA6BZ0c2bUzI5mYyimD59aMb26NFAixbAn39SOjLGQO84xXeznF/Xit24AUAT7AL0h50xxixd7940R/f//o/G9nbvpikMYlZWiYSmNSxaBPz6Ky3KfuMN2o9LnPnZsCGt6X/rLcri8L//ARMm0GixtzfVGTKEpimMHk0pynbupOwL2gvSJk2irA4rVgDXrlFqsr//pueyJOY1jaFjR92syfr276+ypjDLxNsEVxN6I7sAkJEBaE2HY4wxi7R2LW0q8c47NHjj7U3LkubN09SZMYP24Rozht7ot21LQamdnabOd99RUNqlC40U9+9PuXlFzs60rmX8eBo7rFWLXkM7F+8LLwDbtlGas9mzgfr1KRND48aV/V2oWOYV7DJWTrxzWjXx78iuMzLURTyyyxizBo6OlEd39eqi60gkwIcf0lEUNzcKVIvTpAl9QF6cAQPosGTmNY2BsXLiYLeaEEd2a2pWYXOwyxhjzJjyBbunT1dQMxirGGKwK5XS7mnMCqWnqydmu3jKdYoZY4xZpsoMKcsX7L74ou79774r19MxVh5Pn1JuQIBWk2rPXWJW5N9RXQBw8ampvs3BLmOMWa7KDCnLF+zqLyabOFH3Pq8QYlXoxg3a5xvgKQxWTTvYDXRV3+ZglzHGLFdlhpTlC3a19nwGYNjS+PhyPT1jZcHzdauJfxenAYBLvVrq2xkZxiozxhizBJUZUlbsAjX9lurfZ6wSaW+DzsGuFdMa2XVu6K2+zSO7jDFmPSoypCxf6rHsbBpXDg2l4+lTIDYWCAoq19My9ix4ZLeaEEd2JRK4NPZVF3OwyxhjlqsyQ8ryBbtxccDFi5rDy4syDjs60gbN+fnlbyFjpSQGu87OgJ+fadvCKokgaEZ2AwLg4qnZPZGDXcYYs1yVGVI+W7CrUgGpqUCdOkBAAG3hK8rJoajj4kXar46xKpCWBty7R7ebNOEZNFbr4UPN5Nz69eHkRNdaEDjYZYwxS/LoEe3aJgoIqLyQsmzBblYWbci8YweQl0f/ZZo2BV55hfaX8/AAatQAIiPpYKyKaM/X5SQgVkxrvi4aNIBUCjg5UfzLC9QYY8xyhIUB//0vMHBg0XUqKqQs2wK1t94CNm8GWrYEPvgAmDQJcHGh/eoaNwb27Clfaxh7Rjxft5rQysSA+vUB0LQVgEd2GWPMkjRqBAweDLz6qnqfoGI9eQIolSXXM6Zswe5vv1EIfvQoBbgrVgCHDlE+iMhIoH9/4NixZ2sJY+XAwW41oTeyC9D7bYCDXcYYsyRHjgBr1gD791Pgu3178fW//Zbm7z6Lsqce69jRsKxOHeDHH4EWLYA5c56tJYyVg3aw27ix6drBKpn2yK5esJufT7OrGGOMWYYJE2g+bqNGwOuvA/36AUlJunXi44GffqLxVQ+PZ3udsgW7oaFAdLTxczIZjUefPftsLWHsGalUmjm7QUHP/s6PWQAx2LWxoZUM0AS7AI/uMsaYpQkKolHeKVOAX3+lwHfkSJow4OwMBAfTVIfEROCjj57tNcq2QG35ctq8OCICeOcdw/MPHgC1az9bSxh7RrGxQG4u3eYpDFZMpQJu3aLbwcEU8EI32M3IoHQ1jLGqpVQq8fTpU1M3w2Tkcjmk0ordp8va3bsHfPIJjZFeuUI5EADKrrR1K+VAGDmSws7wcCAkhMZVn0XZgt1OnYANGyjQ3byZQu1mzWi53LFjNPli7dpnawljz4jn61YT9+/TCgVAvTgN0CxQA3hkl7GqJggCkpKSkF7Nf/mkUikCAwMhl8tN3RSLMXgwcPo00KULMG4cTUFs3JiC2k2bKA/Czz8DnTtT5obyKHue3TffBNq2BRYsABYvplBcTGoaFgbcvQvs3Enj0CEhgK1t+VrIWAk42K0mjCxOA3gaA2OmJAa6tWvXhoODAyTVMMm5SqVCYmIiHjx4AH9//2r5PXgWZ88Cs2cDCxcanps0CXjpJWD0aGDYMGDXLhpr9fR8ttd6tk0lQkMp165SCZw7B1y4QBHH5cuUNC0tjQJgmQyoVw+IiXm21jFWCto5djnYtWJG0o4BHOwyZipKpVId6Lq7u5u6OSbl4eGBxMREFBYWwpYH+Urlv/8FWrUq+nxwMCX/WrcOmDWLxlA//RQYMqTsr1W+7YJlMsq527KlbnlCAkUgFy/SRAzGKpE4suvgUDF7aDMzxSO7jJkVcY6ug4ODiVtieuL0BaVSycFuKY0eXbp648cDvXppRnmrPtgtiq8vHT16VMrTMybKzgZu36bbjRs/++R1ZqaePAGuXqU3zvv2acqLGNnlXdQYq3r8sT1/Dypb3bq0rcOmTc/2+MoJdhmrIlevAoJAt3mbYAsmCLQA7eJFzUboFy/S1AWVSreugwPg46O+yyO7jDFWPYwZ82yP4zwZzKLx4jQLo1JRUHvsGPDll8DkybTUtlYtwM+PViTMnk2LXK9dMwx0JRJg2jRAK8UPZ2NgjFmb+/dpkwV3d8DengZz/v5bc14QgHnzaE8ve3uga1fdmV4AkJoKDB0KODnRoMDo0fRpqLZLl4B27QA7O/oTvGyZYVt27aKlWnZ21I7ff6/w7lY6HtllFo2DXTNUWEgJFG/dojkmt25pjthYTfqwksjltCKhSROgaVM6mjShwFgLj+wyxqxJWhrQpg1le927l3YNu3kTcHXV1Fm2jBZrbd0KBAYCc+cCUVGUD8DOjuoMHUrbHxw8CDx9Sjlrx4wBtm2j85mZQLduFChv2EBLrUaNor+p4gjqyZOUImzJEhqL2LaNdjk7d86ydivlYJdZNO1gl6cxmNDXX9No7K1bQFwc/WUtCy8vTTArBralTF3IwS5jzJosXUqjrJs3a8oCAzW3BQFYvRqYMwfo25fKvv6a0nL9/DPw2mvAP//QMoczZ4Dnn6c6a9cCPXvSRg7e3sB33wEFBcBXX2nGFi5cAFau1AS7a9YA3bsD06fT/Y8+ouD5v/+lANlSVNtgV6lUQqlUAqCJ5VKpFCqVCoI4AVSrXKxXUrlUKoVEIjFaDlAuvtKUy2QyCIJgtFy/jUWVV4c+CQJw6ZIUgAQ+PoCLixLazbTEPpXUdrPs0/79EN58U9NGlQpSACqZDILWdAOJTAZpQACUDRpQSsLAQCAkBJKmTSH19DTeJ6DEPtWsCQC0MjE9XYBSydeJ+8R9qoo+KZXKf/8WU7v0+yO2xxTlpTFw4EAcPXoU//nPf/DWW28BAE6fPo327dtjz549iIqKKvVrivfF74t2XVFWVhYyMzPV9xUKBRQKhcHz//orjdIOGEAzvnx8aC+vf5uIuDggKYlGZEXOzrS5bXQ0BbvR0TQQIAa6ANWXSmkjh5dfpjrt21OgK4qKomA7LY1GkqOjgalTddsXFUVBtSWptsFubGws0tLSAABubm7w9/dHQkICUlNT1XW8vLzg5eWF+Ph4ZIn72AHw8/ODu7s7bt68iby8PHV5UFAQnJycEBMTo/PDHhISArlcjsvaCWEBhIeHo6CgANevX1eXyWQyhIeHIysrC7GxsepyOzs7hIaGIi0tDffu3VOXOzo6Ijg4GCkpKUhKSlKXV4c+JSXZIj29EQAaELSGPoks5jrVro2UTz9Fkhjs2tjALT0d/tnZSIiMRKqvL00Yc3aGV1AQvLy9EX/7tm6fbGzgDpSrTw4O4cjNlSE9XdAp5+vEfeI+VV6fBEGAVCpFfn4+7O3toVQqUVBQoK4vlUphZ2eHwsJCna2EZTIZFAoFCgoKdNpia2sLW1tb5Ofn6wTZcrkcNjY2yMvL0wkyFQoFZDIZnuhNjbKzs4NEIjEot7e3hyAI6u/Lxx9/jCVLluDDDz/E6NGj8fjxY7z++ut488030b59ewAodZ8KCwsB0CYb2gGtl9b+5WF624DNnz8fCxYsgL7YWGD9egoyZ8+m0dl336WgdPhwCnQBww0WPD0155KSgNq1dc/b2ABubrp1tEeMtZ8zKYmC3aSk4l/HUkiEZ31LZKESEhLg5+eH+Ph4+Pr6AjDvd8765dYwGlBRffq//wP69qURvfffB/7zH8vvU0ltN7s+TZwI1caNEGQyoEMH4PffaQS3ivsUECDF/fsSeHsLuHuXrxP3iftUFX3Ky8vDnTt3EBgYqA4kAUq9rwmGJACMhRkVX+7lRYFhWVy7dg1hYWF4+PAhpk+fjjNnzuDMmTOws7PDqlWrsHLlStT6d52ARCLBsWPH4OTkZHDt8vLyEB8fj4CAAJ3RWolEgsTERPj5+SEmJgY+WplkihrZlctpRPbkSU3Zu+9S36KjqbxNGyAxkRaoiQYOpDW8O3fSBrdbtwJa71UAUAC8cCHw9ts0XzcwENi4UXM+JoamM8TEAA0bUlu2bqV5u6LPPqPnSE4uwzfaxKrtyK5MJoNMLymr+MttrG5Vl0skEqPlRbWxrOXW0KerVzVlTZpYR58qo41lLS91n44cAdavp5Qudnb0F1Nrjm1V9snFhVYvp6cbb3u1vk7PWM594j4VVS72SSaTQSKRqD+qF78mJdHvo9YjjD53ZZSXNd1tSEgIHBwcMH/+fGzbtg1//fUX7O3tAQBXrlzBmjVr0L9/f8NX1Hsh8b5UKi3ye+no6AgnJ6cS21SnDqA3CIyGDYEff6Tb4mBxcrJusJucDDRrpqmTkqL7HIWFlKFBfLyXl2HAKt4vqY7WgLVFqLbBLrN8vE2wCeXkAFrzdPHxxybdvk5cpJabSwsutOegMcaqlqkCoWd5XalUivDwcHz22WdYtmwZmjZtqj535coVfPDBBxXYwtJp08ZwRPbGDSAggG4HBlJfDx3SBLeZmTQX9+236X5kJC3YPXsWaNGCyg4fpmyOERGaOh98QOuJxXGKgwdpbbCY+SEykl5n8mRNWw4epHJLwsEus1hiJgZbW/rlZFVo9myaWAYAbdvSfo4mpL+LmoeHyZrCWLWnnQ/W3InTEZ577jlMmzZNp/z69es6o7qLFy9Gz549K71NU6YAL7xAUxEGDgT++ot2DhN3D5NIKPhctIg2kxRTj3l7U1owgEaCu3enRW0bNlBAO2ECLV7z9qY6Q4bQdITRo2kq4JUrlH1h1SpNWyZNohlqK1bQlr07dtD1fdadzEyFg11mkfLzac8BgH6peSvyKnTiBOWwAWj6wldf6WzyYAoc7DLGnsXq1atx+vRpNGvWTGeqSFxcHEJDQ3H69Okqb1PLlsDu3cCsWcCHH1Iwu3o15c0VzZhBH7CNGUMjuG3bUqoxMccuQKnFJkwAunShP9H9+1NuXpGzM3DgAI1VtGhBKcznzdPdpeyFFyi37pw5NMZRvz5lYrCkHLsAB7vMQv3zD9RpxngKQxV68oSGAcTFGeLQgonxLmqMsbK6fPkyZs2ahXfeeQdffPEFCgsLYWNDYdGVK1fQoEEDk7XtpZfoKIpEQoHwhx8WXcfNTbOBRFGaNAH+/LP4OgMG0GHJzGu74OPHgd69aYxdIjFM5Faa/fFYtcA7p5nIvHk0eQygiV/aE7lMiDeWYIyVRV5eHoYMGYJBgwZh0aJFKCgowDXx40KYPthlFcu8gt2cHNo5ad064+fF/fE2bKCZ2DVqUHZjrVyCrHrgYNcETp+mrXUAWgH21VdAEauOqxoHu4yxspg5cyZycnLw3//+F66urggICMDq1auRmJgIgILdTZs2oVmzZmjWrBk6depk4haz8jCvaQw9etBhTGn2x2PVBge7VSw/nzZNF3NuLlhgmBvHhDjYZYyV1oEDB7Bu3TocO3YMjo6OAIA5c+Zg5syZePz4MXbv3o1tJX3+zyyKeQW7xSnN/nhG5OfnIz8/X31fe6cZZrnEYLdWLcvL92eRPvyQsowDtJJB3CjdTOgvUGOMsaJ069ZNZ/czAHjzzTfxpnY6RWZVzGsaQ3FKsz+eEUuWLIGzs7P60N+uj1me5GRNkusmTcqeRJyV0blztFk6QGkvNm+mfSfNCI/sMsYYK4p5/ceqBLNmzcLUqVPV9+/fv88Br4XjzSSqUEEBMHKkJvXFnDlAeLhp22QEZ2NgzLQEQTDYQrc6qc59twSWE+yWZn88I/T3ns7MzKykBrKqwvN1q9CSJZpveJMmwMyZpm1PEXhklzHTUalUyM/Pr9YBX0FBQbXuv7mznGC3NPvjsWqBg90qcukS5dEFKOvC5s1muw8vB7uMmU5hYSHkcjnkcjkk1XBemSAIKCgogFKp5IDXTJlXsJudDdy6pbkfFwdcuECZkf39S94fj1UL4jQGqdSsEgJYl8JCyr5QWEj3Z84EnnvOtG0qBk9jYMw0BEGAUqmEjY0NZGaSitAUpFKp+nvBzI95Bbt//w1o57IT59oOHw5s2VK6/fGYVSssBK5epdv169PeIqwSLF8OnD1Lt8PC6I2lGVMo6GfhyRPOxsBYVRFHcpOTkyGRSKBQKKrtyG5qaipUKlW17L8lMK9gt2NHzTakxpRmfzxm1W7epJSvAE9hqBCFhUBqKvDoEfD4MX1NTKQ8ugANn2/eTNGkmXN2pmCXR3YZqxpSqRS+vr6IjY1FYmJitQ70BEGo9qPb5sy8gl3GShAdrbnNwa4eQaBhzYcPDQ8xkNUOah89KjkynDYNaNWqSppfXi4ulIWQg13Gqo6trS1sbW3h7+8PGzNLSViVlEol7t69a+pmsCJU359MZpH27tXc7tzZdO2oMoJAwen9+5rjwQNNEPvoke5tvUTp5dKoEbBwYcU9XyUTF6llZdGAdTX+v8tYlZJIJLCxsYFdNZ5SmJeXZ+omsGLwvwNmMQoLgYMH6barK22eZ9EKCoCEBN1AVv9ITKR6Fc3VFXB3py3oatXSvV2rFuDhQdOKLGhStHZGhsxMWtfKGGOMcbDLLEZ0tGbxUbdulA3LbAkCzYW9e1f3uHNHczspqfg56qUll1Nwqn+IQav2bXd3igKtcNhTf8tgDnYZY4wBHOwyC6I9haFHD9O1Q00QKGD95x8gJoaO2FhNMJuTU77nd3Oj1Ho+PrpHnTpA7dqaQNbRkfdMBqcfY4w9mxMnTmDq1Km4dOkSatasiblz52LSpEmmbharQBzsMouhHex2716FLywIwL17FMxqB7YxMc8eVdWpQ7mj/fwAX1/DgNbb26KmEJgD3liCMVZWv//+O4YPH47ly5fjhRdewNatWzFlyhT07dsXdevWNXXzWAXhYJdZhAcPaH8RgPY28PSsxBcTBMrfvHOnJsDNzi794+3tKZANCKCv+oevr0Wk8rI0HOwyZiaef54+9apqXl6Ur7+U8vLyMHbsWKxZswZDhgwBAHz44Yf49NNPcfz4cfz0009YuXIlatWqBYAW4h0/fhyOjo6V0nxWeTjYZRZh3z7N7UqdwnD9Ou3Up/2CRfHzow0XtI/69Wl+LE8rqHIc7DJmJpKSaIGtmTt8+DCePHmCQYMGqctkMpl6g4wrV65gzZo16N+/vwlbySoCB7vMIlT6fN3MTNqsZM0azRa5AAWtgYGGQW1oKM2VZWZDf4EaY8xEvLws4nWPHDmCZs2a6WwEcevWLWRlZaF58+ZYsWIFPvjgg4puJTMBDnaZ2SssBA4coNsVnnJMpQK2bgVmzQKSkzXlfn7AsmVA3748d9ZC8MguY2aiDFMJTOn8+fMo0Evt+Nlnn6FFixaoX78+rl+/rjOqu3jxYvTs2bOqm8kqAAe7zOzppxyrsKxZp08D774L/PWXpkyhAN5/nw4Hhwp6IVYVOBsDY6wszp8/D0EQ8PXXXyMiIgK7du3C+vXrcfLkScTFxSE0NBSnT582dTNZBZCaugGMlaTCpzAkJQEjRgCtW+sGuq+8QovRFi7kQNcC8cguY6y07t69i9TUVHzzzTdYvnw5mjRpgl9++QX79u1D8+bNceXKFTRo0MDUzQQAfPwxzaibPFlTlpcHjB9PqdNr1gT699f9cBKgDJi9etG/s9q1genTdWfpAcDRo7ToW6EA6tUDtmwxfP1164C6dQE7O/pkVfvfpqXgYJeZvQpLOVZQACxfDjRoQFMXRI0aAX/8Afz4I83PZRaJg13GWGlduHABbm5u6NWrFy5fvoz8/HycOXMGHTp0AACzCXbPnAE2bgSaNNEtnzIF2LMH2LULOHaMNtt85RXNeaWSAt2CAuDkSfqXt2ULMG+epk5cHNXp1ImyHU2eDLz5JrB/v6bOzp3A1KnA/PnAuXNA06ZAVBSQklKJna4EHOwys1ZhKcf27gXCw4EZM4CsLCpzcQE+/ZReoEuX8jeWmRQHu4yx0jp//jzCw8OLPH/lyhVs2rQJzZo1Q7NmzdCpU6cqbB3JzgaGDgU+/5zWq4gyMoAvvwRWrgQ6dwZatAA2b6ag9tQpqnPgAGXO/PZboFkz+lT0o49olFacprxhA43vrFgBNGwITJgAvPoqsGqV5rVWrgTeegsYOZLWZm/YQCPFX31VZd+GClFt5+wqlUoolUoAlDtPKpVCpVJB0Nq+VSwX65VULpVKIZFIjJYDgEqlKlW5TCaDIAhGy/XbWFS5tfTp998B8T1Z9+4CAEnZ+nTrFpTTpmneqtraQqpUQvLWW1AuXEhpwgBAqeTrZOF9UiikkMuBggIJMjIEKJUqi++TNV4n7pN19UmpVKpvW1KfLl26hGbNmkGpVBq9Tt98841B28XXMdYn7e+BdnskWmkos7KykJmZqb6vUCigKCbn+vjxNPLatSuwaJGm/OxZ4OlTKheFhlIa9+homqEXHU3jO9oDRFFRwNtvA1evAs2bUx3t5xDriNMlCgrotWbN0v4e0mOio4tstlmqtsFubGws0tLSAABubm7w9/dHQkICUlNT1XW8vLzg5eWF+Ph4ZImjgQD8/Pzg7u6OmzdvIi8vT10eFBQEJycnxMTE6Pywh4SEQC6X4/LlyzptCA8PR0FBAa5fv64uk8lkCA8PR1ZWFmJjY9XldnZ2CA0NRVpaGu7du6cud3R0RHBwMFJSUpCklcTbWvq0c6cCAL2lfe65ZABepetTQQH89u2D+6JFuNm/P/LefFOsjKCoKDhFRCDm8mUoHzzg62RFfXJ2luLhQyAlpQCXL/9jFX2yxuvEfbKePimVSuTm5iI4ONii+jR37lwAQExMTIVcJ3GjiQcPHui03UsrHVpYWJhOe+bPn48FCxbAmB07aNrAmTOG55KSALlc99MsgAJbsUlJSYafhIr3S6qTmQk8eQKkpdF0CGN1rl0z2myzJRH034ZZuYSEBPj5+SE+Ph6+vr4AzONdprbqMBpQmj4VFKjg6SlBeroELi4CkpMFyOUl9EmlAr75Bpg7F5KkJEhVKihtbGgL3sWLgYEDIf03aThfJ+vrU0gIcPMm/bw8esQju9wn7lNl9ykvLw/x8fEIDg6GXC63ij4V1/aiyvPz83Hnzh0EBATojNZKJBIkJibCz88PMTEx8PHxUZ8ramT33j3ahO7gQc1c3Y4daTrC6tXAtm00rSA/X/dxrVrR/NulS4ExY4A7d3Tn3+bmAjVqAL//TtMaGjSg59Eeuf39dxpNzs2lYNfHh6ZHREZq6syYQfOELSlRRbUd2ZXJZDqJpAHNL4KxulVdLpFIjJYX1caylltCn/76S6qee9mtmwRyuaTY+jIxldjZs5pChQKy6dOBmTPpt/wZ215UOV8n8+qTONKRkSGBRCKD2ARL7lNR5dwn7lNFtbGs5dp9kslk6rZZS59K00b9cu3vQVGv6+joCCcnJ6PntJ09SwvAnntOU6ZUAsePA//9LwWwBQW0NkF7dDc5WbOvhpeXYdYEMVuDdh39DA7JyYCTE6WXl8noMFbHVPuGPCteoMbMVqlTjt2/D7z+OtCmjW6g278/pRL76CODQJdZJ/EPvyBo1iEyxpgl6dIFuHyZ1k6Lx/PP02I18batLXDokOYx169TqjFxBDYykp5DO2vCwYMUyIqzKSIjdZ9DrCM+h1xOi9+066hUdF97pNcSVNuRXWb+Skw5lpdHy0gXL6bPXESNG9O2v507V3obmXnR3zJYe6MJxhizBI6O9G9MW40alFNXLB89mlKCublRADtxIgWgrVvT+W7dKKgdNow2A01KAubMoUVv4syJceNopHjGDGDUKODwYeD774H/+z/N606dCgwfTgF2q1Y0jSInh6Y/WBIOdplZevAAOH+ebj/3nN5HJoIA/PwzMG0aJQoUubnRKO6YMRW4zRqzJPq7qPn7m6wpjFUr1Wz5j4Gq7v+qVZQZoX9/mrsbFQV89pnmvEwG/PYbZV+IjKRgefhw4MMPNXUCAymwnTKFxod8fYEvvqDnEg0aBDx8SPl5k5Jo3vC+feVIA2oiHBEws7Rvn+a2zhSG7Gxg4EDdYV+ZjH6jFy6kgJdVW5xrl7GqZWtrC4lEgocPH8LDw0Mn1VZ1IQgCHj58CIlEAltb20p5jaNHde/b2VHO3HXrin5MQAD+Td9ZtI4dNQNLRZkwgQ5LxsEuM0tG5+sKAn12o32yc2d6S6r/mQ+rljjYZaxqyWQy+Pr6IiEhAfHx8aZujslIJBL4+voWuTiNmRYHu8zsFBbSJHmAgpeIiH9PrFhBE4oAmqS0eTPw8su0aThj4GCXMVOoWbMm6tevj6dPn5q6KSZja2vLga4Z42CXmZ1Tp6CVcuzf6beHDwPvv6+p9M03QJ8+pmgeM2P6C9QYY1XDWDpPxswFpx5jZsdgCsPduzRLXkz4PXcuB7rMKB7ZZYwxpo+DXWZ2dFKOdcwDXnkFePSICnr0AObPN03DmNnTz8bAGGOMcbDLzEpSkmZlaPPmArw+fEezUURQEPDdd5R9gTEjeGSXMcaYPg52mVnRSTnmeZ4WoQGAgwOwezfg6mqahjGLwMEuY4wxfRzsMrOinROwx8GpmjtffAE0aVL1DWIWhYNdxtizEJeEMOvEwS4zGzopxyTpaK08QXemTAEGDzZdw5jFqFFDM8uFszEwxorz+DF9eNi7t2abXWadOPUYMxs6KceE/bCBEujQAVi61KTtYpZDIqFFaqmpPLLLGDP04AHtNv/jj7QrmVKpOXfzJlC/vqlaxioTB7vMbOikHMNewMeHNpGopO0XmXVyceFglzGmER8P/PQTBbjR0bQZpz5vb6rHwa51sqxgd8ECYOFC3bKQEODaNZM0h1Wsvd89BuAOAOhue5j+OtWubdpGMYsjzttNT6d/arzBHmPVzz//0L+Qn34Czp0zXicoCOjfn7JbtmoFSHlip9WyrGAXABo1Av74Q3PfxvK6wAwlHbyM83fCAQDNcQ5en82jvz6MlZEY7CqVQE4OULOmSZvDGKsieXnA6tXA119TsGtMo0YU3PbvT2ue+c1w9WB5kaKNDeDlZepWsIr0+DH2Dd4K4BMAQI9mScCbb5q2Tcxi6W8ZzMEuY9bv6FFgzBiad6uvRQvNCG5ISJU3jZkBywt2b96kyTV2dkBkJLBkCeDvX2T1/Px85Ofnq+9nZWVVRStZaSmVwJAh2Pt4lLqox4quJmwQs3T6u6j5+JisKYyxSpaaCsyYAXz5paZMIgHatKEA9+WXgYAA07WPmQfLCnYjIoAtW+it2YMHNH+3XTvgyhXA0dHoQ5YsWYKF+vN8mflYsACFBw7hAHYAAFycVWjdXm7iRjFLxrl2GbN+ggDs3AlMmgSkpGjKIyOBTZuAxo1N1zZmfixrOnaPHsCAATTRJiqKdiBIT6cV+0WYNWsWMjIy1EdMTEzVtZcV7+5d4OOPcRoRSAftjPZiNylPw2blwsEuY9btzh2gVy9Kvy4Guo6OwGefASdOcKDLDFl2WOHiAjRoANy6VWQVhUIBhUKhvp+ZmVkFDWOl8sknQGEhfkdPdVGPHiZsD7MKHOwyZp0KC4G1a4E5c4DcXE35yy9TOU9ZYkWxrJFdfdnZwO3bQJ06pm4JK6vkZODzzwEAeyW91MXdu5uqQcxa6C9QY4xZvvPnaZezqVM1ga63tya9GAe6rDiWFey+9x5w7Bhlfj55kt7OyWS8lawlWr0ayMtDEjxxXmgGAGjWjN+3sPLTX6DGGLNcubm0AK1lS+DsWSqTSIB33gFiYigMYKwkljWNISGBAtvHjwEPD6BtW9pj1sPD1C1jZZGWBqxbBwDYJ3sJ+He7Rp7CwCoCT2NgzLwIAv3ZT0wEsrKAJ08oJ67+V2Nl+/YBcXGa52rUiBagvfCC6frDLI9lBbs7dpi6BawirFsHZGVBAPCr33ggnop79izuQYyVDge7jFUdpZJmpd2/T+NR4lft2/fvU/BaHnI5MHcujfLKOWEPKyPLCnaZ5cvOBlavxjWE4F2sxcH45gAoQGnd2rRNY9aBg13GdD19SsHmkyc0LUC8rX8/N7foIyfHsCw1lbKAKpWV2/4OHYCNG6vPhhBLltA85GvXAHt7GsVeulS3/3l5wLRpNAaYn08Jqj77DPD01NS5exd4+23gyBHaXGf4cHpu7YxHR4/SPOirVwE/P1r8N2KEbnvWrQOWLweSkoCmTWkxoKVtcMrBLqtSWWu34KPHM7AKU1AIW3X59Om88zOrGBzsMmuycyewfz8FNE+fAgUFpfsqTgXIza38YLQ4Tk6Ary8dPj70+2lvT/tC2dmVfNvVFahbt3pt63vsGDB+PM1TLiwEZs8GunWjOco1alCdKVOA//s/YNcuWqcwYQLtEPe//9F5pZLSs3l50RKnBw+AN94AbG2BxYupTlwc1Rk3DvjuO+DQIdq8tE4dCp4B+vmbOhXYsIG2Oli9ms5dvw7Url3l35pnJhEEQTB1I6pSQkIC/Pz8cO/ePfj6+pq6OdWGIAA7vnmK90Y+QqJKswotIIB+efr2rV5/zFjlUanojZMg0OjD6dOmbhFjz2bXLmDgQFO3wjg7OwpkfXx0g1nt2z4+Re73VK2UN+54+JACy2PHgPbtKcuMhwewbRvw6qtU59o1oGFDIDqaPiXduxd46SWaJy2O9m7YALz/Pj2fXE63/+//aF8u0Wuv0SDBvn10PyKCgu7//pfuq1Q0AjxxIjBz5rN/T6patR1LUyqVUP77dlcikUAqlUKlUkE79hfLlXpvi4sql0qlkEgkRssBQKVSlapcJpNBEASj5fptLKrcnPp0+TIwaZIMx4/bAqBAVyEtwPTZNpg1Swo7OxVUKsvqk9hGa7pO1tInQVDByUmKjAwJ0tMFABKL75M1XifuU/F9+ucfYORIKYCSRwFkMgG2thTA2NoCtrYS2NkJcHDQjJDSbQns7FR65ZJ/bwuoUYPqOTgIqFFDCgcHqOs7ONCooqOjDAqFAImkdH0CrPs6laZPoqysLJ1c//r7ABRFTKHo5kZfz56l0fuuXTV1QkMBf39NsBsdDYSH605riIqiaQ1XrwLNm1Md7ecQ60yeTLcLCui1Zs3SnJdK6THR0SU226xU22A3NjYWaWlpAAA3Nzf4+/sjISEBqamp6jpeXl7w8vJCfHw8srKy1OV+fn5wd3fHzZs3kZeXpy4PCgqCk5MTYmJidH75QkJCIJfLcfnyZZ02hIeHo6CgANevX1eXyWQyhIeHIysrC7GxsepyOzs7hIaGIi0tDffu3VOXOzo6Ijg4GCkpKUhKSlKXm0OfsrJkWL/eC99/X0vnY7T2AZcw/cNM1GtVCw4OoXj82HL6ZI3XyRr75OAQhowMOR49KgRgaxV9ssbrxH0y3qfbt1MwbFgD5OTYAQCGDAHGjUtETk4abGwE2NoK8PGpDT8/T9y9exs5OYZ9unbtutE+Xb58tcx9Uiopi0JurgxeXuHIzOTrVJY+icLCwnTaM3/+fCxYsADFUako+GzTRrMzXFISvbHRnrIFUGArNikpSTfQFc+L54qrk5lJU2DS0mg6hLE6164V22yzU22nMcTHx6s/Tqhu7zIru08qFbB1q4BZsyRISdG8qw3GLayUTUOvFwuA336zqD4ZK7f062TNfWrRQoqLFyWQywXk5UkAWH6f9NtoDdeJ+2TYJ6VShUGDJPjxR/rbGR4u4NQpGpG11D5Z43UqS58SExPh5+eHmJgY+GjtflGakd2336YpCSdO0PQQgKYvjBxJ87i1tWoFdOpEi9nGjKFtlffv15zPzaXR+d9/p1SfDRrQ82iP3P7+O83jzc2lYNfHh+b8RkZq6syYQVMqLGmKWLUd2ZXJZJDJZDpl4i+CsbpVXS6RSIyWF9XGspZXVtvPnaOJ8tHRmiDX3l7AHMdPMTXlfdgp84GZR2kzkGdsO18n7lNJ5eKIR0GBBHl59PGtpfdJnzVcJ33cJ2D1ail+/JFuOzsDP/0kgYMDUNQeUJbQJ2u8TmUtB2hU2MnJqcjz+iZMoHGh48c1gS5Ai84KCmhurfbobnIynRPr/PWX7vMlJ2vOiV/FMu06Tk40zUUmo8NYHa0Ba4tgWTuoMbNVUECT1Z9/Xncuz6uvAtfWHMDslMmwQz7lUGnf3nQNZdUCbxnMLNGxY7RoSPT110C9eqZrDzMNQaBAd/du4PBhIDBQ93yLFjQ3+9AhTdn165RqTByBjYyk9TIpKZo6Bw9SICvOpoiM1H0OsY74HHI5vZZ2HZWK7muP9FqCajuyyyrOtWvA0KE0qisKDaVcfF27CEDEXM2JDz7gtAus0ulvGWxpoxCs+rl/nzIviJ/Iz54N9Olj2jYx0xg/nqYq/PILZbMQ59g6O9OIq7MzMHo0pQRzc6MAduJECkDFfPXdulFQO2wYsGwZPcecOfTc4syJceMoy8KMGcCoURRYf/89ZWgQTZ1K+Xmff56mSaxeTTmXR46s0m9JuXGwy56ZIFAqk2nTNLvj2NoCH35IvyByOYCDfwBnztDJZs14T2BWJTjXLrMkBQUU6IqjcF270t9RVj2tX09fO3bULd+8WbPhw6pVlBmhf3/dTSVEMhlNgXj7bQqCa9SgoFX75yowkALbKVOANWtoqsQXX2hy7ALAoEGUqmzePAqYmzWjtGT6i9bMHQe77JmkpNA7y3/XmQGgHH/ffUcpTdTE7NUADVXwqC6rAhzsMksyfTotAgIofdT27TrLGlg1U5q0AXZ2tLPZunVF1wkIoAVnxenYETh/vvg6EybQYcl4zi4rs99/p/x92oHu+PHA33/rBbonT9JehADtc/jKK1XZTFaNcbDLLMW2bcCnn9JtuRz44QegVi3Ttokxa8Mju6zUcnNpBEL7o5LatYGvvqJUJQa0R3VnzuShClZleIEaswRXrgBvvaW5v3Yt7VbFGKtYHOyyUjl/nhKbayeS7tWLAl2j+2NfuKCZ5e7vTyvYGKsi+gvUGDM3GRn0YVduLt0fOVI38GWMVRyexsCKpVTSSs6ICE2ga29Po7t79hQR6ALAkiWa2zNm0Mo1xqoIT2Ng5kylosVCN2/S/ebNae4lL2lgrHLwyC4r0p07tPJTnHYLAM89R4vQQkOLeeD168CuXXTb05NymjBWhTjYZeZs2TJKKwUArq7Ajz/SIAJjrHJwsMvU0tNpp5YjR+i4eFFzTiKhAdoPP/w3pVhxli7VLCedOpX/irMqx8EuM1eHDlG6cYD+rn73neGmAYyxisXBbjWWlUX7bYvB7blz9PGaPj8/2slHP+efUXfuAN98Q7ddXChrNWNVjINdVhEEgaZyPX1KR2Gh8dviUVBgWKZdnp9PGRjFv7Pz53PqccaqAge71UhuLmUDE4PbM2foD7YxEgnNI4uKogwMrq6lfJFPPtE86bvv0tYujFUx7R87zsbAiiMItHPUmjW01Xl+viaQLervY0Xo2ROYO7fkeoyx8uNgtxo4exZYsYLmhRUUFF0vPBzo1ImODh3KEOCKkpNp+xWAtmt5991nbjNj5WFjA9SsCWRn88guMy4vjzZvWL0auHSpal87KIg+AJPyEnHGqgQHu1ZKpaLNH1as0F1gpi00lALbzp0puPXwKMeL7dgBzJpF/0EAmr7g7v6MT8hY+bm4cLDLDKWk0Hasn32m2Z5XVKsWHba2dNjYaG7r39c/Z2tL6xlKKnNwALp1A9zcTNN/xqojDnatTF4ejRisXKmbExegP+L9+lFw27EjUKdOBbzgiRO0CO3MGU2ZqyuVMWZCLi5AQgIHu4xcuQKsWkULwvLzdc9FRABTpgD9+1MQyxizLvxrbSUePaKRinXrDEcrGjQApk0Dhg2rwMQIt28D779PcyO0de9O/1G8vSvohRh7NuIitSdPaPpOiVlEmNVRqYD9++nN/x9/6J6TSim4nTIFiIw0TfsYY1WDg10Ld+MGxZZbt9I/dW3t2wPvvUc7nVXY3LC0NGDRItrX8ulTTXnjxjRnolu3CnohxspHf8vgZ56mw6qMINCisPx8OgoKNLefPqXMCIWFul+NlRUWAvfv0wCA/idcTk60U9nEiUBAgGn6yRirWhzsWiBBoNkDK1YAv/6qSWkLADIZMGAAjeQ+/3wFvmhBAU10+/BDIDVVU+7pCXz0EW0cIZNV4AsyVj76WwZzsFsyQaB5zllZpT+ys+nPQ1GBZ1HBqH4wK96uLEFBwKRJtC2vo2PlvQ5jzPxwsGtBnjyhdWBr1wLnz+ueq1mTRismTarg0QpBoK1+pk8Hbt3SlNvZ0bDxjBn8n4OZJc61W7ScHPpU6Pp13ePGDQperUn79jRVoXdvfj/OWHXFwa4FuHuXBlU//xx4/Fj3nI8PBbhvvaX7z71IKhUNn+TlGX7VL8vOBjZsoG3VtA0bBvznP7TbBGNmqroHu3l5lA1QDGqvXdMEtffuVX17ZDJa/CV+VShoHrVCoXvbWJlCQY8RD/3nMvZVLqdA97nnqr6vjDHzwsGumRIE4NgxGsX9+WfDnc1aNsjAux0vYWDDy5A/yQCWlfLzRu15tmXVvj3NnajQ+RGMVQ5LD3afPqV2p6bSVPnUVLqfnk5zkMXbRR3F5dQ2RiqlbWv9/Wleq6Nj0Yf2+Zo1KRjVDjT1g0/OJ8sYMyUOds1Mbi7w7bfAf/8LXL6se85WWoiBTvswMX0RIm6cBm5UUaPq1QOWLwf69qWt1RizAPoL1CqLOM9V/HCkqEP7A5S8PHr/mZamCWT1v1bWdAJXVyAkRPcIDQWCgyloZYwxa8PBrpmIi6OVw19+KSAtTTeg9MIDvI31GKPaBK/05LI9sYOD7hCMvT3Nt1UodL8aK1MoaKpCv36ct4lZHP0FagAFpqVZRJWZSVOGxCM1tejbqamVu61sWTg7U5AvHq6u9F41NFQT2Naqxe9ZGWPVCwe7JiTmgFy/NBO/HXeEIEgAaP4LReIkJmIt+uNHyPHv9AOpFGjWDGjblv5zFfdZY82avCKDVVvaI7vvv0+H/nQgc2NrSwGqm5vxr66umkBWP7B1dORfd8YYM4aDXRN49Aj4ak0WNq5XIvaxCwAn9Tk58jEY2zERa9EC52gkNqIN0K4dBbitW9OEOcZYsXx9NbcrI8itWZOCUHd3CkIdHDQfkmgf2h+eaB8ODvR47UC2Rg0edWWMsYrGwW4VEQQg+mg+1s9Pwvf/80aBSjddly/u4W2sx1uuP8KjfUOg7WCg3WdA8+Y8hYCxZ9CwITB3LrBnD30gUtzKff3bTk6aQFb/qxjc8vxWxhizDJYZ7K5bRwumkpKApk0pZUGrVqZulVFZmQK+WxSH9V/JcemxLwDdJLjdsB9v1z+El8YHwKbbMCD0Pzy0w1gF+fBDOhhjzNJYUKhj9iwv2N25E5g6lfK/RkQAq1cDUVGUPLJ2bVO3Tu3KwQdYP/c+vjkTiixVkM45NzzGqJq7MHZoNupNfgkIXWaiVjLGGGPM3FhIqGMxJIKgvdmsBYiIAFq2pNxcAE3G8/Ojjc5nzizx4QkJCfDz88O9e/fgqz2prwIUZObhx/f/wvrtLvgzo4nB+dbS03i79QUM+KAB7KPa82oSxhhjzMo9S9xRzlCH6bGskd2CAuDsWWDWLE2ZVAp07QpERxt9SH5+PvK1NlzP+Dfh5v3796FUKgEAEokEUqkUKpUK2rF/WcszE59g5IYQ5MMeQCYAwB456OdxDMOG5SNsdEugRnekAEBCAqT/ZlpX6a2ekclkEARBp7yi2ljWcqlUColEov5eaZcbazv3ifvEfeI+cZ+4T9wnTXlyMqUMzcjIgJPWAnOFQgGFkcn/zxDqsBJYVrD76BElwvT01C339KS9MI1YsmQJFi5caFDeunXrymihgScAtj8Etq8EsLJKXpIxxhhjZqZx48Y69+fPn48FCxYY1HuGUIeVwLKC3Wcwa9YsTJ06VX2/sLAQ//zzD/z8/NTv8ipaVlYWwsLCEBMTA0dHx5IfwMwSX0frwdfSevC1tB7V5VqqVCrcvXsXYWFhsLHRhF3GRnVZ5bCsYLdWLZrnmqy3i1hyMuDlZfQhxj4maNOmTWW1EACQmUlTGHx8fHQ+smCWha+j9eBraT34WlqP6nQt/f39S133GUIdVoLKGdqsLHI50KIFcOiQpkylovuRkaZrF2OMMcZYBeBQp+JZ1sguQLk4hg8Hnn+eEs6tXg3k5AAjR5q6ZYwxxhhj5cahTsWyvGB30CDg4UNg3jzKtNysGbBvn+FMbhNSKBSYP38+z8excHwdrQdfS+vB19J68LUsmgWEOhbF8vLsMsYYY4wxVkqWNWeXMcYYY4yxMuBglzHGGGOMWS0OdhljjDHGmNXiYJcxxhhjjFktDnYr2Lp161C3bl3Y2dkhIiICf/31l6mbxEpw/Phx9O7dG97e3pBIJPj55591zguCgHnz5qFOnTqwt7dH165dcfPmTdM0lhVryZIlaNmyJRwdHVG7dm3069cP169f16mTl5eH8ePHw93dHTVr1kT//v3Ve9cz87B+/Xo0adIETk5OcHJyQmRkJPbu3as+z9fQcn388ceQSCSYPHmyuoyvJ6tsHOxWoJ07d2Lq1KmYP38+zp07h6ZNmyIqKgopKSmmbhorRk5ODpo2bYp169YZPb9s2TJ8+umn2LBhA06fPo0aNWogKioKeXl5VdxSVpJjx45h/PjxOHXqFA4ePIinT5+iW7duyMnJUdeZMmUK9uzZg127duHYsWNITEzEK6+8YsJWM32+vr74+OOPcfbsWfz999/o3Lkz+vbti6tXrwLga2ipzpw5g40bN6JJkyY65Xw9WaUTWIVp1aqVMH78ePV9pVIpeHt7C0uWLDFhq1hZABB2796tvq9SqQQvLy9h+fLl6rL09HRBoVAI27dvN0ELWVmkpKQIAIRjx44JgkDXztbWVti1a5e6zj///CMAEKKjo03VTFYKrq6uwhdffMHX0EJlZWUJ9evXFw4ePCh06NBBmDRpkiAI/DvJqgaP7FaQgoICnD17Fl27dlWXSaVSdO3aFdHR0SZsGSuPuLg4JCUl6VxXZ2dnRERE8HW1ABkZGQAANzc3AMDZs2fx9OlTnesZGhoKf39/vp5mSqlUYseOHcjJyUFkZCRfQws1fvx49OrVS+e6Afw7yaqG5e2gZqYePXoEpVIJT73tTTw9PXHt2jUTtYqVV1JSEgAYva7iOWaeVCoVJk+ejDZt2qBx48YA6HrK5XK4uLjo1OXraX4uX76MyMhI5OXloWbNmti9ezfCwsJw4cIFvoYWZseOHTh37hzOnDljcI5/J1lV4GCXMWaVxo8fjytXruDEiROmbgp7BiEhIbhw4QIyMjLwww8/YPjw4Th27Jipm8XK6N69e5g0aRIOHjwIOzs7UzeHVVM8jaGC1KpVCzKZzGAFaXJyMry8vEzUKlZe4rXj62pZJkyYgN9++w1HjhyBr6+vutzLywsFBQVIT0/Xqc/X0/zI5XLUq1cPLVq0wJIlS9C0aVOsWbOGr6GFOXv2LFJSUvDcc8/BxsYGNjY2OHbsGD799FPY2NjA09OTryerdBzsVhC5XI4WLVrg0KFD6jKVSoVDhw4hMjLShC1j5REYGAgvLy+d65qZmYnTp0/zdTVDgiBgwoQJ2L17Nw4fPozAwECd8y1atICtra3O9bx+/Tru3r3L19PMqVQq5Ofn8zW0MF26dMHly5dx4cIF9fH8889j6NCh6tt8PVll42kMFWjq1KkYPnw4nn/+ebRq1QqrV69GTk4ORo4caeqmsWJkZ2fj1q1b6vtxcXG4cOEC3Nzc4O/vj8mTJ2PRokWoX78+AgMDMXfuXHh7e6Nfv36mazQzavz48di2bRt++eUXODo6quf8OTs7w97eHs7Ozhg9ejSmTp0KNzc3ODk5YeLEiYiMjETr1q1N3HommjVrFnr06AF/f39kZWVh27ZtOHr0KPbv38/X0MI4Ojqq58yLatSoAXd3d3U5X09W6UydDsLarF27VvD39xfkcrnQqlUr4dSpU6ZuEivBkSNHBAAGx/DhwwVBoPRjc+fOFTw9PQWFQiF06dJFuH79umkbzYwydh0BCJs3b1bXefLkifDOO+8Irq6ugoODg/Dyyy8LDx48MF2jmYFRo0YJAQEBglwuFzw8PIQuXboIBw4cUJ/na2jZtFOPCQJfT1b5JIIgCCaKsxljjDHGGKtUPGeXMcYYY4xZLQ52GWOMMcaY1eJglzHGGGOMWS0OdhljjDHGmNXiYJcxxhhjjFktDnYZY4wxxpjV4mCXMcYYY4xZLQ52GWOMMcaY1eJglzHGGGOMWS0OdhljjDHGmNXiYJcxZvGWLVuG0NBQqFQqddmWLVsgkUgQHx9fIa+xYMECSCQSPHr0qEKerypt2LAB/v7+yM/PN3VTGGOsynGwyxirUhcvXsSAAQPg4+MDhUIBT09P9OnTBw8ePFDXEQQBH374If78888Sny8zMxNLly7F+++/D6mU/6QZM2LECBQUFGDjxo2mbgpjjFU5/s/AGKsyDx48QNu2bREfH4/p06dj06ZNmDVrFgRBgCAI6no3btzA/PnzdQLgonz11VcoLCzE4MGDdcqHDRuGJ0+eICAgoML7YWns7OwwfPhwrFy5Uuf7zBhj1YGNqRvAGKs+fvvtN2RnZ2P16tVo06aNunzy5Mk69c6ePQsAeO6550p8zs2bN6NPnz6ws7PTKZfJZJDJZOVvtBnLyclBjRo1SlV34MCBWLZsGY4cOYLOnTtXcssYY8x88MguY6zKREREQKFQoEePHnjjjTewfft2ZGVl6dRp1aoVhg4dCgCoX78+JBIJXFxcjD5fXFwcLl26hK5duxqcMzZnV5x3e+vWLYwYMQIuLi5wdnbGyJEjkZubW6o+pKenl+qx58+fR48ePeDk5ISaNWuiS5cuOHXqlE6dESNGoG7dugaPFdtprCwmJgZDhgyBq6sr2rZti6ysLEyePBl169aFQqFA7dq18eKLL+LcuXM6j2/RogXc3Nzwyy+/lKqfjDFmLXhklzFWZVQqFVq3bo1x48YhJSUFS5YswdSpU7F79260bt0aAPD+++9jwYIFyM/Px7x58wCgyGD35MmTAEo3Aqxt4MCBCAwMxJIlS3Du3Dl88cUXqF27NpYuXVohj7169SratWsHJycnzJgxA7a2tti4cSM6duyIY8eOISIiokzt1TZgwADUr18fixcvhiAIGDduHH744QdMmDABYWFhePz4MU6cOIF//vnH4Pvy3HPP4X//+98zvzZjjFkiDnYZY1UiJiYGL774Ig4fPozw8HAAwMiRI9G4cWOMGDEC165dAwD0798fU6dORefOnfH6668X+5ziYwIDA8vUlubNm+PLL79U33/8+DG+/PLLUgW7pXnsnDlz8PTpU5w4cQJBQUEAgDfeeAMhISGYMWMGjh07Vqb2amvatCm2bdumvj979my89dZbWLFihbpsxowZRh8bFBSEb7755plfmzHGLBFPY2CMVYmRI0eiT58+6kAXABwdHfHSSy/h+vXryMzMBABkZGTg7t27aNKkSYnP+fjxY9jY2KBmzZplasu4ceN07rdr1w6PHz9Wt6E8j1UqlThw4AD69eunDnQBoE6dOhgyZAhOnDhRqtcp7eu7uLjg9OnTSExMLPGxrq6uePLkSamnbDDGmDXgYJcxVun++usv/PXXX+jTp4/BucLCQgCAra0tAODSpUsAUKpg91n5+/vr3Hd1dQUApKWllfuxDx8+RG5uLkJCQgwe27BhQ6hUKty7d++Z2g0YjmIvW7YMV65cgZ+fH1q1aoUFCxYgNjbW6GPFTAz684EZY8yacbDLGKt0p0+fBgCEhoYanLtw4QJCQkJgb28PQBPsNm3atMTndXd3R2FhocEit5IUlaWhNGm5yvNYfUUFnUqlssjHiN8n0cCBAxEbG4u1a9fC29sby5cvR6NGjbB3716Dx6alpcHBwcHgORhjzJpxsMsYq3SPHz8GAMjlcp3y27dv48yZM3j11VfVZZcuXUKdOnVQq1atEp9XDJ7j4uIqsLXl4+HhAQcHB1y/ft3g3LVr1yCVSuHn5weARoXT09MN6t25c6dMr1mnTh288847+PnnnxEXFwd3d3f85z//MagXFxeHhg0blum5GWPM0nGwyxirdN7e3gCAP/74Q12Wn5+PsWPHwsXFBWPHjlWX3717F76+vqV63sjISADA33//XYGtLR+ZTIZu3brhl19+0Ul7lpycjG3btqFt27ZwcnICAAQHByMjI0M9mg3Qxhu7d+8u1WsplUpkZGTolNWuXRve3t5GtwY+d+4cXnjhhWfoFWOMWS7OxsAYq3Qvv/wyZsyYgSlTpuDevXtwcXHBt99+i8uXL2PXrl3qkU6A5qQePnwYy5Ytg7e3Nxo2bIgWLVoYfd6goCA0btwYf/zxB0aNGlVV3SnRokWLcPDgQbRt2xbvvPMObGxssHHjRuTn52PZsmXqeq+99href/99vPzyy3j33XeRm5uL9evXo0GDBgZ5co3JysqCr68vXn31VTRt2hQ1a9bEH3/8gTNnzuhkZwBoo47U1FT07du3wvvLGGPmjINdxlil8/DwwP79+zFt2jQsX74ccrkcbdq0wbp169Sjs6I5c+YgNjYWH330EbKzs/Hpp58WGewCwKhRozBv3jw8efLEbOaiNmrUCH/++SdmzZqFJUuWQKVSISIiAt9++61Ojl13d3fs3r0bU6dOxYwZM9T5e2/evFmqYNfBwQHvvPMODhw4gJ9++gkqlQr16tXDZ599hrffflun7q5du+Dv78+7pzHGqh2JwBulM8YsWEZGBoKCgrBs2TKMHj3a1M0xS/n5+ahbty5mzpyJSZMmmbo5jDFWpXjOLmPMojk7O2PGjBlYvnw5VCqVqZtjljZv3gxbW1uDHL2MMVYd8MguY4wxxhizWjyyyxhjjDHGrBYHu4wxxhhjzGpxsMsYY4wxxqwWB7uMMcYYY8xqcbDLGGOMMcasFge7jDHGGGPManGwyxhjjDHGrBYHu4wxxhhjzGpxsMsYY4wxxqwWB7uMMcYYY8xq/T/ZMeJNYWcHBQAAAABJRU5ErkJggg==", + "text/plain": [ + "<Figure size 700x300 with 2 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "<Figure size 700x300 with 2 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "def plot_order_parameters_PE_XE(delta_t_values, rho_E, chi_E):\n", + " \"\"\"\n", + " Plot order parameter ÏE and susceptibility χE in the same figure with dual axes.\n", + " \"\"\"\n", + "\n", + " fig, ax1 = plt.subplots(figsize=(7, 3)) # Adjust figure size\n", + "\n", + " # Convert δt from seconds to hours\n", + " seconds_per_hour = 3600\n", + " delta_t_values_min = delta_t_values / seconds_per_hour \n", + "\n", + " # First Y-axis (ÏE)\n", + " ax1.plot(delta_t_values_min, rho_E, 'r-', label=r\"$\\rho_E$\", linewidth=2)\n", + " ax1.set_xlabel(r\"$\\delta t$ (in hours)\", fontsize=12)\n", + " ax1.set_ylabel(r\"$\\rho_E$\", color=\"red\", fontsize=12)\n", + " ax1.set_ylim(0, max(rho_E) * 1.1) # Manually set limits to match your example\n", + " ax1.tick_params(axis='y', labelcolor=\"red\")\n", + "\n", + " # Second Y-axis (χE)\n", + " ax2 = ax1.twinx()\n", + " ax2.plot(delta_t_values_min, chi_E, 'b-', label=r\"$\\chi_E$\", linewidth=2)\n", + " ax2.set_ylabel(r\"$\\chi_E$\", color=\"blue\", fontsize=12)\n", + " ax2.set_ylim(0, max(chi_E) * 1.1) # Adjust range to match your figure\n", + " ax2.tick_params(axis='y', labelcolor=\"blue\")\n", + "\n", + " # Legends\n", + " ax1.legend(loc=\"upper right\", bbox_to_anchor=(1, 0.4))\n", + " ax2.legend(loc=\"upper right\", bbox_to_anchor=(1, 0.5))\n", + "\n", + " plt.title(\"Order Parameter ÏE and Susceptibility χE vs. δt\", fontsize=12)\n", + " plt.grid(True, linestyle=\"--\", alpha=0.6)\n", + " plt.show()\n", + "\n", + "def plot_order_parameters_PG_XG(delta_t_values, rho_G, chi_G):\n", + " \"\"\"\n", + " Plot order parameter ÏG and susceptibility χG in the same figure with dual axes.\n", + " \"\"\"\n", + "\n", + " fig, ax1 = plt.subplots(figsize=(7, 3)) # Adjust figure size\n", + " seconds_per_hour = 3600\n", + " # Convert δt from seconds to hours\n", + " delta_t_values_min = delta_t_values / seconds_per_hour\n", + "\n", + " # First Y-axis (ÏE)\n", + " ax1.plot(delta_t_values_min, rho_G, 'r-', label=r\"$\\rho_G$\", linewidth=2)\n", + " ax1.set_xlabel(r\"$\\delta t$ (in hours)\", fontsize=12)\n", + " ax1.set_ylabel(r\"$\\rho_G$\", color=\"red\", fontsize=12)\n", + " ax1.set_ylim(0, max(rho_G) * 1.1) # Manually set limits to match your example\n", + " ax1.tick_params(axis='y', labelcolor=\"red\")\n", + "\n", + " # Second Y-axis (χE)\n", + " ax2 = ax1.twinx()\n", + " ax2.plot(delta_t_values_min, chi_G, 'b-', label=r\"$\\chi_G$\", linewidth=2)\n", + " ax2.set_ylabel(r\"$\\chi_G$\", color=\"blue\", fontsize=12)\n", + " ax2.set_ylim(0, max(chi_G) * 1.1) # Adjust range to match your figure\n", + " ax2.tick_params(axis='y', labelcolor=\"blue\")\n", + "\n", + " # Legends\n", + " ax1.legend(loc=\"upper right\", bbox_to_anchor=(1, 0.4))\n", + " ax2.legend(loc=\"upper right\", bbox_to_anchor=(1, 0.5))\n", + "\n", + "\n", + " plt.title(\"Order Parameter ÏG and Susceptibility χG vs. δt\", fontsize=12)\n", + " plt.grid(True, linestyle=\"--\", alpha=0.6)\n", + " plt.show()\n", + "\n", + "\n", + "plot_order_parameters_PE_XE(delta_t_values, rho_E, chi_E)\n", + "plot_order_parameters_PG_XG(delta_t_values, rho_G , chi_G)\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 41, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\userpc\\AppData\\Local\\Temp\\ipykernel_20040\\102792166.py:497: RuntimeWarning: invalid value encountered in divide\n", + "C:\\Users\\userpc\\AppData\\Local\\Temp\\ipykernel_24488\\3396042060.py:496: RuntimeWarning: invalid value encountered in divide\n", " rho_G = np.where(N_values > 0, S_G_values / N_values, 0)\n" ] } @@ -60981,7 +1217,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 42, "metadata": {}, "outputs": [ { @@ -61001,7 +1237,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 43, "metadata": {}, "outputs": [ { @@ -61021,7 +1257,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 44, "metadata": {}, "outputs": [ { @@ -61034,11 +1270,11 @@ "<>:18: SyntaxWarning: invalid escape sequence '\\d'\n", "<>:26: SyntaxWarning: invalid escape sequence '\\d'\n", "<>:34: SyntaxWarning: invalid escape sequence '\\d'\n", - "C:\\Users\\userpc\\AppData\\Local\\Temp\\ipykernel_20040\\4241478495.py:18: SyntaxWarning: invalid escape sequence '\\d'\n", + "C:\\Users\\userpc\\AppData\\Local\\Temp\\ipykernel_24488\\4241478495.py:18: SyntaxWarning: invalid escape sequence '\\d'\n", " plt.scatter(sizes, probabilities, label=f\"$\\delta t$ = {dt} hours\",\n", - "C:\\Users\\userpc\\AppData\\Local\\Temp\\ipykernel_20040\\4241478495.py:26: SyntaxWarning: invalid escape sequence '\\d'\n", + "C:\\Users\\userpc\\AppData\\Local\\Temp\\ipykernel_24488\\4241478495.py:26: SyntaxWarning: invalid escape sequence '\\d'\n", " plt.title(\"Distribution of $P(S_E)$ for Selected $\\delta t$\")\n", - "C:\\Users\\userpc\\AppData\\Local\\Temp\\ipykernel_20040\\4241478495.py:34: SyntaxWarning: invalid escape sequence '\\d'\n", + "C:\\Users\\userpc\\AppData\\Local\\Temp\\ipykernel_24488\\4241478495.py:34: SyntaxWarning: invalid escape sequence '\\d'\n", " plt.scatter(sizes, probabilities, label=f\"$\\delta t$ = {dt} hours\",\n" ] }, @@ -61111,7 +1347,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 45, "metadata": {}, "outputs": [ {