diff --git a/duckreg/estimators.py b/duckreg/estimators.py index a4666ec..e70e52d 100644 --- a/duckreg/estimators.py +++ b/duckreg/estimators.py @@ -439,27 +439,26 @@ def __init__( def prepare_data(self): # create_cohort_and_ever_treated_columns - self.cohort_query = f""" - ALTER TABLE {self.table_name} ADD COLUMN cohort INTEGER; - UPDATE {self.table_name} SET cohort = ( + self.temp_table_query = f""" + CREATE TEMP TABLE temp_{self.table_name} AS + SELECT *, NULL::INTEGER AS cohort, NULL::INTEGER AS ever_treated + FROM {self.table_name}; + UPDATE temp_{self.table_name} SET cohort = ( SELECT MIN({self.time_col}) FROM {self.table_name} AS p2 - WHERE p2.{self.unit_col} = {self.table_name}.{self.unit_col} AND p2.{self.treatment_col} = 1 + WHERE p2.{self.unit_col} = temp_{self.table_name}.{self.unit_col} AND + p2.{self.treatment_col} = 1 ); + UPDATE temp_{self.table_name} SET cohort = NULL WHERE cohort = 2147483647; + UPDATE temp_{self.table_name} SET ever_treated = CASE WHEN cohort IS NOT NULL THEN 1 ELSE 0 END; """ - self.conn.execute(self.cohort_query) - self.ever_treated_query = f""" - UPDATE {self.table_name} SET cohort = NULL WHERE cohort = 2147483647; -- Set to NULL if never treated - ALTER TABLE {self.table_name} ADD COLUMN ever_treated INTEGER; - UPDATE {self.table_name} SET ever_treated = CASE WHEN cohort IS NOT NULL THEN 1 ELSE 0 END; - """ - self.conn.execute(self.ever_treated_query) + self.conn.execute(self.temp_table_query) # retrieve_num_periods_and_cohorts self.num_periods = self.conn.execute( - f"SELECT MAX({self.time_col}) FROM {self.table_name}" + f"SELECT MAX({self.time_col}) FROM temp_{self.table_name}" ).fetchone()[0] cohorts = self.conn.execute( - f"SELECT DISTINCT cohort FROM {self.table_name} WHERE cohort IS NOT NULL" + f"SELECT DISTINCT cohort FROM temp_{self.table_name} WHERE cohort IS NOT NULL" ).fetchall() self.cohorts = [row[0] for row in cohorts] # generate_time_dummies @@ -506,7 +505,7 @@ def prepare_data(self): -- Treated group interacted with treatment time dummies {self.treatment_dummies} FROM - {self.table_name} p; + temp_{self.table_name} p; """ self.conn.execute(self.design_matrix_query) diff --git a/notebooks/event_study.ipynb b/notebooks/event_study.ipynb index 4237b57..1fabbeb 100644 --- a/notebooks/event_study.ipynb +++ b/notebooks/event_study.ipynb @@ -16,7 +16,7 @@ "data": { "text/html": [ "\n", - "
\n", + "
\n", " \n", @@ -56,7 +56,7 @@ "data": { "text/html": [ "\n", - "
\n", + "
\n", " \n", @@ -100,7 +100,7 @@ "from duckreg.estimators import DuckMundlak, DuckMundlakEventStudy\n", "import duckdb\n", "import pyfixest as pf\n", - "\n", + "from pyfixest.did.visualize import panelview\n", "np.random.seed(42)" ] }, @@ -206,7 +206,7 @@ " \"Y_it\": Y_it,\n", " }\n", " )\n", - " return df\n" + " return df" ] }, { @@ -224,7 +224,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 4, @@ -256,7 +256,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -283,6 +283,42 @@ "create_duckdb_database(df, db_name)" ] }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "panelview(\n", + " df,\n", + " unit=\"unit_id\", time=\"time_id\", treat=\"W_it\",\n", + " collapse_to_cohort=True,\n", + " sort_by_timing=True,\n", + " title = \"Treatment Assignment\",\n", + ")" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -301,27 +337,15 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 100/100 [00:45<00:00, 2.18it/s]\n" + "100%|██████████| 100/100 [00:47<00:00, 2.08it/s]\n" ] - }, - { - "data": { - "text/plain": [ - "point_estimate 0.215242\n", - "standard_error 0.000443\n", - "Name: 1, dtype: float64" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" } ], "source": [ @@ -336,8 +360,28 @@ " n_bootstraps=100,\n", " seed = 42\n", ")\n", - "mundlak.fit()\n", - "\n", + "mundlak.fit()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "point_estimate 0.215242\n", + "standard_error 0.000443\n", + "Name: 1, dtype: float64" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ "mundlak_results = mundlak.summary()\n", "\n", "restab = pd.DataFrame(\n", @@ -349,7 +393,80 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
EstimateStd. Errort valuePr(>|t|)2.5%97.5%
Coefficient
W_it0.2152420.000631341.2725820.00.2140050.216478
\n", + "
" + ], + "text/plain": [ + " Estimate Std. Error t value Pr(>|t|) 2.5% 97.5%\n", + "Coefficient \n", + "W_it 0.215242 0.000631 341.272582 0.0 0.214005 0.216478" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "m0 = pf.feols(\"Y_it ~ W_it | unit_id + time_id\", vcov={\"CRV1\": \"unit_id\"}, data=df)\n", + "m0.tidy()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, "metadata": {}, "outputs": [ { @@ -358,7 +475,7 @@ "0.21533040462966416" ] }, - "execution_count": 6, + "execution_count": 13, "metadata": {}, "output_type": "execute_result" } @@ -394,8 +511,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "CPU times: user 44.2 s, sys: 11 s, total: 55.2 s\n", - "Wall time: 20.1 s\n" + "CPU times: user 43.8 s, sys: 10.1 s, total: 54 s\n", + "Wall time: 18.9 s\n" ] } ], @@ -410,7 +527,29 @@ " )\n", "evstudy_coefs = m2.coef().values\n", "# insert zero in reference period\n", - "evstudy_coefs = np.insert(evstudy_coefs, 14, 0)" + "evstudy_coefs = np.insert(evstudy_coefs, 14, 0)\n", + "del m2" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "86406" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import gc\n", + "gc.collect()" ] }, { @@ -424,7 +563,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 13, "metadata": {}, "outputs": [ { @@ -448,13 +587,13 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "b7dd228564824464b70ff8ec243a2755", + "model_id": "5bbe2145c90b4a24a0570ecdcecd7ef3", "version_major": 2, "version_minor": 0 }, @@ -477,7 +616,7 @@ " cluster_col=\"unit_id\",\n", " n_bootstraps=0, # set to nonzero to get block-bootstrapped standard errors\n", " seed=42,\n", - " pre_treat_interactions=False,\n", + " pre_treat_interactions=True,\n", ")\n", "\n", "mundlak.fit()\n", @@ -486,7 +625,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 17, "metadata": {}, "outputs": [ { @@ -503,12 +642,12 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 18, "metadata": {}, "outputs": [ { "data": { - "image/png": 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jq/I3d3TNa8/h1m94od/3hN48HxJRyG6f7JrXtu9er+Ex/EApljNCWSROdkBfDIjUFn0NIbVqzpw5GIbB9u3bAZg2bRrZ2dkpXaNjx45Mnjy51rOlyjAMXnvtNbtjiIhIE7CmaAODnr+Ir8qT3fCihSdzTvaNvNbsFUL/HZ8smo46E34zd59FE4DHkVzM2XREKQ1rnJNIbVLh1EiMHj0awzD47W9/u8dzV111FYZhMLqRfru6s1jb27Zp06YDvv62226jV69eexzPz8/njDPOqIPE1alAE7FBPA5vv53c4vpwKfZ6ZcV7nPv6BZSxBivhI/z9Zfy163DuLLgG54rXweGCoXfBL54Hf85+r+V1BQFIOGKUhGP1EV+kyVBXvUakXbt2vPTSSzz44IP4/X4AwuEwL7zwAu3bt7c5Xd1btWoVmZmZ1Y7l5eUd9PVatWp1qJFEJF1FInDWWcn9sjJw6deh1L+YGWP87Ht49/uXwAGJysNwbr2Mt3sVcOTC0ZCIQFY7uGAqtKvZQrY+V3KiiJgzoRYnkVqmFqe6VLwR1s5N/rce9OnTh3bt2jFjxoyqYzNmzKB9+/b07t272rl76w7Xq1cvbrvttqrHhmHw5JNPcu655xIIBDjiiCN44403qr3mnXfe4cgjj8Tv9zN48GDWrVu334xr1qzh5z//OS1btiQYDHLcccfxwQcf7Pc1Tz75JNnZ2cyaNWu/5+Xl5dGqVatqm8OR/CM+Z84c+vfvT0ZGBtnZ2Zx00kl89913TJs2jYkTJ7JkyZKqVqpp06ZV/fw7W4LWrVuHYRi8/PLLnHLKKfj9fo477ji+/vprPv/8c/r160cwGOSMM85gy5YtVZk+//xzTjvtNJo3b05WVhYDBw5k0aJFVc937NgRgHPPPRfDMKoeA7z++uv06dMHn89H586dmThxInF9My4i0mAlTIv5awp5ffFG3lm+grNfGZEsmoBo0Ul0KP0dn3SayZH/m5Asmo48I9k1r4ZFE4Dfk528nkOFk0htU+F0IJYF0fLUtwVPwOSe8M/hyf8ueCL1a1hWynEvv/xypu6cKQp4+umnGTNmzEH/+BMnTuSiiy7iyy+/ZNiwYVx66aUUFRUBsGHDBs477zyGDx/O4sWL+dWvfsW4ceP2e72ysjKGDRvGrFmz+OKLLzj99NMZPnw469ev3+v599xzD+PGjeO9997jpz/96UH9DPF4nHPOOYeBAwfy5ZdfMn/+fH79619jGAYXX3wx119/PT169CA/P5/8/HwuvvjifV5rwoQJ3HLLLSxatAiXy8Uvf/lLbrzxRh566CE++ugjVq9eza233lp1fmlpKaNGjeLjjz/m008/5YgjjmDYsGGUlpYCycIKYOrUqeTn51c9/uijjxg5ciTXXHMNy5cv5/HHH2fatGnceeedB/UeiIiIvWYuy+fku//LL6e+y9j3JnPD/JF8X7kcK+Gj8vsRnO8byFue2wh98zoYTjjtDrjkRQjkpnSfgK8ZAGGHRUlltC5+FJEmS30TDiRWAXe1ObRrWCa8Mza5peLmH8CTkdJLRowYwfjx4/nuu+8AmDdvHi+99BJz5sxJ7d47jB49mksuuQSAu+66i4cffpgFCxZw+umn89hjj3H44Ydz//33A3DUUUexdOlS7r777n1e79hjj+XYY4+tenzHHXfw6quv8sYbb3D11VdXO/emm27i2Wef5cMPP6RHjx4HzHrYYYdVe9yhQwe++uorSkpKKC4u5qyzzuLwww8HoFu3blXnBYNBXC5XjbrmjR07lqFDhwJwzTXXcMkllzBr1ixOOukkAK644oqqFiuAU089tdrr//GPf5Cdnc2HH37IWWedRYsWLQDIzs6udv+JEycybtw4Ro0aBUDnzp254447uPHGG5kwYcIBc4qISPqYuSyf3z23CFfWAjK6zKiaQdyMZlOx/kom5K1lVOG1GPEwZLZNds1rf/xB3SsUaA4VkDBgW6XWchKpTSqcGpkWLVpw5plnMm3aNCzL4swzz6R58+YHfb1jjjmmaj8jI4PMzEwKCgoAWLFiBccfX/0f9gEDBuz3emVlZdx22228/fbb5OfnE4/Hqays3KPF6f7776e8vJz//e9/dO7cuUZZP/roI0KhUNVjt9sNQG5uLqNHj2bo0KGcdtppDBkyhIsuuojWrVvX6Lq72/39aNmyJQBHH310tWM73x+AzZs3c8sttzBnzhwKCgpIJBJUVFTss4VtpyVLljBv3rxqLUyJRIJwOExFRQWBQCDl7CIiUv8SpsXEN5eDaxve1jOqLbtkuIu51fk8ows/TR7ochqc+zhkNDvo+wWDeTi2WJiGQWFl8SGmF5HdqXA6EHcg2fKTipIf4JH+yZamnQwnXPUZZKbQeuU+uA/Hl19+eVXrzSOPPLLXcxwOB9aPugLGYnvOvrOz+NjJMAxM09zjvJoaO3Ys77//Pvfddx9dunTB7/dzwQUXEI1W705wyimn8Pbbb/Pyyy8fsPvfTp06ddrn1OdTp07lD3/4AzNnzmT69OnccsstvP/++5xwwgkp5d/9/TB2/Pb78bHd359Ro0ZRWFjIQw89RIcOHfB6vQwYMGCPn/fHysrKmDhxIuedd94ez/l8vpQyi4iIfRasLSK/uBJf27d+vFYthmHR0/cF8UoHG/tcT4fhN4Pj0EZR+IK5ZJgWpU6DbeHSQ7qWiFSnwulADCPl7nI0PwKGPwRvXgtWIlk0DZ+cPF4PTj/9dKLRKIZhVHUr+7EWLVqQn59f9bikpIS1a9emdJ9u3brtMVnEp59+ut/XzJs3j9GjR3PuuecCyQJhbxNK9O/fn6uvvprTTz8dl8vF2LEpdnPci969e9O7d2/Gjx/PgAEDeOGFFzjhhBPweDwkEolDvv7ezJs3j0cffZRhw4YByXFhW7durXaO2+3e4/59+vRh1apVdOnSpU5yiYhI/SgoDeNp8R7uzK/2eM5hWfiiGVwSvZoRHX5Bh0MsmgB8oRxCpkmp00FxuOSQryciu6hwqit9RsLhP4WibyG3M2S1rbdbO51OVqxYUbW/N6eeeirTpk1j+PDhZGdnc+utt+7z3H357W9/y/33388NN9zAr371KxYuXFhtfM/eHHHEEcyYMYPhw4djGAZ//vOf99mCdeKJJ/LOO+9wxhln4HK5uPbaa/d77YKCAsLhcLVjzZo14/vvv+cf//gHZ599Nm3atGHVqlV88803jBw5EkjObLd27VoWL17MYYcdRigUwuv11vh9ONDP++yzz9KvXz9KSkq44YYbqqaK36ljx45V46S8Xi85OTnceuutnHXWWbRv354LLrgAh8PBkiVLWLZsGX/5y19qJZtIk+bxwN//vmtfpI68vf45vM1nA3BYcUt+yNyEaRg4LIvfbLEYVXEXRWRyXah2ehNkhHIJ7vi9WhEuqpVrikiSZtWrS1ltodMp9Vo07ZSZmbnHmka7Gz9+PAMHDuSss87izDPP5JxzzqmaOKGm2rdvz7///W9ee+01jj32WKZMmcJdd92139c88MAD5OTkcOKJJzJ8+HCGDh1Knz599nn+ySefzNtvv80tt9zC3/72t/1e+6ijjqJ169bVtoULFxIIBFi5ciXnn38+Rx55JL/+9a+56qqr+M1vfgPA+eefz+mnn87gwYNp0aIFL774Ykrvw/489dRTbNu2jT59+nDZZZfxhz/8YY+1pe6//37ef/992rVrVzVt/NChQ3nrrbd47733OO644zjhhBN48MEH6dChQ61lE2nS3G646qrk9qMuySK1ZcKcKczf9hwAvs0/4Z3Cz3l3ww88nb+Zdzf8wK/LfsBLjNZZPvp3Sm32vH0JhjLJMJNd8aORrQc4W0RSYVg/HujSyJWUlJCVlUVxcfEehUU4HGbt2rV06tRJ40hEfkR/P0REau622U/z7/UPAhDd8lOmFn/Kic4Ve5z3i+gtjP7lCE7vmfqERXsTS5hc/Xg3PsnwcFTlMF757b5nuhWR/dcGP6aueiIi0vQkEvDRR8n9U06BFLsqi+zPhFnP8u8NkzEMiBaewlTHD5zoXIEF7D4/RAIHvzlnCINrqWgCcDsdeM1kh6J4XLPqidQmddUTEZGmJxyGwYOT24/GRoocij+//xL/3nAfhmER3XY8T7oqObHkXTAcWP0uxzKSRbplODGGT2Zw/961nsFrJb8XT1iaVU+kNqnFSURERKQWjP/PK7y56a8YDpPY9t78w+vjlM3PJp885zEcx/4CThkLRd9i5HbGqKMx0G7LA0QxLS2AK1KbVDiJiIiIHALLsrjhrdeYufUuDEeCWElPpgRbMXDD48kTznwAjv1Fcj+rbZ1PGuXBC0QxqSRhWjgdxgFfIyIHpq56IiIiIgfJNC2uffVNZm65E8MRI152FI9lH8WgnUXTz/4Cx11Rr5k8RnICH8sZpiwSr9d7izRmKpxEREREDkLCtLjqlbeZte1ODGeEeHlnHmvRn8FrkrPpMWg8nPh/9Z7L68gAwHREKQ3H6v3+Io2VuuqJiIiIpCiWMPnNSzP5LHwnDlcFicp2PNZmCIMW/zl5woCrYeBNtmTzOIMAJBxxSsNqcRKpLSqcRERERFIQjiW48oX3WBS7C4e7DDPcmsfan8fAz28ELOh3ebKLnmHP2CKfOwuAmAonkVqlwklERJoetxvuuWfXvkgNlUfijHn2A76y7sbhKcaM5vFolxEM/OR6sBJwzC9g2P22FU0Afk82mBB1JtRVT6QWaYyTNBqGYfDaa6/ZHUNEGgKPB264Ibl5PHankQaiuDLGL5+axTLzXhyeQqxYLo8edSUD598IiSh0Gw4/fwQc9n68yvDlAhB2WJRUqnASqS0qnBqJSZMmcdxxxxEKhcjLy+Occ85h1apVVc//4he/4PTTT6/2mpkzZ2IYBrfddlu147fddhvt27cHYN26dRiGscc2YsSI/T5vGAaffvppnfyst912G7169drjeH5+PmeccUad3HN3KtBERJqewrIIv3jiv3zjfACntwDiWTzS8w8M/HgsxCuhy2lw/tPgtL8zT9CfB0DCgG2VWstJpLbY/7dbasWHH37IVVddxXHHHUc8Hufmm2/mZz/7GcuXLycjI4PBgwczduxY4vE4Llfyf/vs2bNp164dc+bMqXat2bNnM3jw4GrHPvjgA3r06FH12O/37/d5gGbNmtXiT3hgrVq1qtf7iUgDlkjAokXJ/T59wOm0N4+ktU3FYX751Fw2+f+G0/cDJIL8/dgbGTjrDxAthY6nwMXPgis9Wi+DweYYWy0sw6CwssTuOCKNRlq0OD3yyCN07NgRn8/H8ccfz4IFC/Z57rRp0/Zo2fD5fPWYtuY2lW9iQf4CNpVvqvN7zZw5k9GjR9OjRw+OPfZYpk2bxvr161m4cCEAgwcPpqysjP/9739Vr5kzZw7jxo3js88+IxwOAxAOh/nss8/2KJyaNWtGq1atqrasrKz9Pt+qVSvc+xk3sGHDBi666CKys7PJzc3l5z//OevWrauWrX///mRkZJCdnc1JJ53Ed999x7Rp05g4cSJLliyp+v8/bdo0oHpL0M6WsJdffplTTjkFv9/Pcccdx9dff83nn39Ov379CAaDnHHGGWzZsqXqvp9//jmnnXYazZs3Jysri4EDB7Jo54croGPHjgCce+65GIZR9Rjg9ddfp0+fPvh8Pjp37szEiROJxzUoVyQthcPQv39y2/Hvn8jebCiq4MLH55LvexRn4DswA/yt958YOPt6qNwGbfvBJS+C23/gi9UTXyiXoGkBsE2Fk0itsb1wmj59Otdddx0TJkxg0aJFHHvssQwdOpSCgoJ9viYzM5P8/Pyq7bvvvquzfJZlURGrSHl7aeVLDH1lKFe8dwVDXxnKSytfSvkalmUddO7i4mIAcnOT/ZyPPPJI2rRpw+zZswEoLS1l0aJFXHjhhXTs2JH58+cD8MknnxCJRPYonGpTLBZj6NChhEIhPvroI+bNm0cwGOT0008nGo0Sj8c555xzGDhwIF9++SXz58/n17/+NYZhcPHFF3P99dfTo0ePqv//F1988T7vNWHCBG655RYWLVqEy+Xil7/8JTfeeCMPPfQQH330EatXr+bWW2+tOr+0tJRRo0bx8ccf8+mnn3LEEUcwbNgwSktLgWRhBTB16lTy8/OrHn/00UeMHDmSa665huXLl/P4448zbdo07rzzzjp7H0VEpG6tLijjgikfszXwBK6MNWB6eajvnxk0+yYoL4CWR8OIV8AbsjtqNf5gLkHLBGB7WIWTSG2xvaveAw88wJVXXsmYMWMAmDJlCm+//TZPP/0048aN2+trDMOot25ZlfFKjn/h+EO6honJnZ/dyZ2fpfYh+rNffkbAHUj9fqbJtddey0knnUTPnj2rjg8ePJg5c+Ywfvx4PvroI4488khatGjBT37yE+bMmVP1fKdOnejQoUO1a5544ok4dhvs+tFHH9G7d+99Pg9QVla213zTp0/HNE2efPJJjB2zDk2dOpXs7GzmzJlDv379KC4u5qyzzuLwww8HoFu3blWvDwaDuFyuGv0ZGDt2LEOHDgXgmmuu4ZJLLmHWrFmcdNJJAFxxxRVVLVYAp556arXX/+Mf/yA7O5sPP/yQs846ixYtWgCQnZ1d7f4TJ05k3LhxjBo1CoDOnTtzxx13cOONNzJhwoQD5hQREXslTIsFa4soKA2TF/IR9LoYNfVTKrKfwR1aCZabB467jVNn3QIl30PzI+GyV8GfY3f0PQQycwiaycKpIlxkcxqRxsPWwikajbJw4ULGjx9fdczhcDBkyJCqFpC9KSsro0OHDpimSZ8+fbjrrrv2GF/TlF111VUsW7aMjz/+uNrxQYMGce211xKLxZgzZw6DBg0CYODAgTz++OMAVQXUj02fPr1a8dKuXbv9Pr8/S5YsYfXq1YRC1b+hC4fDrFmzhp/97GeMHj2aoUOHctpppzFkyBAuuugiWrduXaPr7+6YY46p2m/ZsiUARx99dLVju7dubt68mVtuuYU5c+ZQUFBAIpGgoqKC9evXH/BnmjdvXrUWpkQiQTgcpqKigkAg9QJYRETqx8xl+Ux8czn5xbu6bRqYeFv/G3fml2A5uee4CZw25w7YthayO8DI1yHYwsbU+xYMZRNMJHutRCJbbU4j0njYWjht3bqVRCJR9YF2p5YtW7Jy5cq9vuaoo47i6aef5phjjqG4uJj77ruPE088ka+++orDDjtsj/MjkQiRSKTqcUlJak3Wfpefz375WUqv2VyxmXNeOwcTs+qYw3Dw2s9fo2Wg5X5euee9U3X11Vfz1ltvMXfu3D3ej8GDB1NeXs7nn3/O7NmzueGGG4Bk4XT55ZdTVFTEZ599xm9+85s9rtuuXTu6dOmyz/se6PndlZWV0bdvX55//vk9ntvZojN16lT+8Ic/MHPmTKZPn84tt9zC+++/zwknnFCje+y0+zirna1bPz5mmrv+P40aNYrCwkIeeughOnTogNfrZcCAAUSj0QP+TBMnTuS8887b47l0HYMnIiLJoul3zy2ieud4C0/LN3FnLwTLwZ39b+OMj+6HLSsh1AZGvQGZbWxKfGAhvxu/mfydF4tvszmNSONhe1e9VA0YMIABAwZUPT7xxBPp1q0bjz/+OHfcccce50+aNImJEyce9P0Mw0i5u1ynrE5MOHECE+dPxLRMHIaDCQMm0Cmr00HnOBDLsvi///s/Xn311arudj92+OGH065dO9544w0WL17MwIEDAWjbti1t27bl/vvvJxqN1un4JoA+ffowffp08vLyyMzM3Od5vXv3pnfv3owfP54BAwbwwgsvcMIJJ+DxeEgkEnWSbd68eTz66KMMGzYMSE5isXVr9W/r3G73Hvfv06cPq1atqnHxKCIi9kuYFhPfXF5VNBmuYhyeLThDy/DkfoplGYS2XcjwTx6F/CUQaJ5sacrpaGfsA3I7HXjNZPf5eLzY5jQijYethVPz5s1xOp1s3ry52vHNmzfXeAyT2+2md+/erF69eq/Pjx8/nuuuu67qcUlJyR7dzOrCeUecx4ltTmRD6QbahdrRKqNux2RdddVVvPDCC7z++uuEQiE2bUrO5JeVlVVt6vDBgwfz6KOP0qVLl2otfQMHDuRvf/tb1SQSqSosLKy6507Z2dl7bW259NJLuffee/n5z3/O7bffzmGHHcZ3333HjBkzuPHGG4nFYvzjH//g7LPPpk2bNqxatYpvvvmGkSNHAsmZ7dauXcvixYs57LDDCIVCeL3elDPvzRFHHMGzzz5Lv379KCkp4YYbbthj6vWOHTtWjZPyer3k5ORw6623ctZZZ9G+fXsuuOACHA4HS5YsYdmyZfzlL3+plWwiIlK7Fqwtquqe5876HG/rGRjGrranxKbh3Fv+DkbxV+DLgpGvQYsjbUqbGo+V/IhnWqU2JxFpPGydVc/j8dC3b19mzZpVdcw0TWbNmlWtVWl/EokES5cu3ef4F6/XS2ZmZrWtvrTKaMVxrY6r86IJ4LHHHqO4uJhBgwbRunXrqm369OnVzhs8eDClpaVV45t2GjhwIKWlpQfd2jRkyJBq923duvU+F4kNBALMnTuX9u3bc95559GtWzeuuOIKwuEwmZmZBAIBVq5cyfnnn8+RRx7Jr3/9a6666qqqLoTnn38+p59+OoMHD6ZFixa8+OKLB5V5b5566im2bdtGnz59uOyyy/jDH/5AXl5etXPuv/9+3n//fdq1a1c1QcbQoUN56623eO+99zjuuOM44YQTePDBB/eYZENE0oTbDRMmJLf9LJ0gjVtBabJoMlzFexRNlgV3hOdysvMr4q4AjJgBrY7e16XSjsdK/rlOWFoAV6S2GNahzHldC6ZPn86oUaN4/PHH6d+/P5MnT+bll19m5cqVtGzZkpEjR9K2bVsmTZoEwO23384JJ5xAly5d2L59O/feey+vvfYaCxcupHv37ge8X0lJCVlZWRQXF+9RRIXDYdauXUunTp00LkXkR/T3Q0Qam/lrCrnkiU9xBtYQ6PDEHs8/nb+ZoytN1gx9hh4nDrMh4cG77eEB/DurjMOK2/D21TNxOAy7I4mkpf3VBj9m+xiniy++mC1btnDrrbeyadMmevXqxcyZM6u6ka1fv77aNNfbtm3jyiuvZNOmTeTk5NC3b18++eSTGhVNIiIiIjt1ax3C5TDAVYJlgbFbbeGwLFpFTcZ7buK+E86wL+RB8hh+oAzLEaEsGifTp5ZVkUNle+EEyZngrr766r0+N2fOnGqPH3zwQR588MF6SCUiIo2WacKKFcn9bt3AYft68FLPonGTq15YhOlZT6D1q8miaUf15LAs/rx1G38JX825vxyBswG21ngcyYmtLGeU0rAKJ5HakBaFk4iISL2qrISdC4SXlUFGhr15pF6ZpsWNryzhk/UrCXSYiuGIMqCiklu3FpHvdtEuFicvYdLsnJ8zuGfqawimA68jCEDCEaM0HANSX+JERKpT4SQiIiJNyt3vruT1ZSsIdHwKh6uCLr7DmLxuPgHL4rDdlpsY3KLMxpSHxufOAiDmiFMajtucRqRxUN8EERERaTKmzVvL4x8tw9/uaRzu7bTwHsZTh51O4MdzZRlOyO1sT8ha4PdkAxBxJHa0OInIoVLhtBc2TzQokpb090JEGrr/LM1n4tuL8bf7J07fZoKuXJ7tOYbcWXfsOGPHWCbDCcMnQ1Zbu6IesoAvF4CI01KLk0gtUVe93bh3rOVRUVGxx6KnIk1dRUUFsOvviYhIQ7JgbRHXTF+Ir80LuALf4TEy+GffP9L2378HMwY9L4Aht8G2dcmWpgZcNAFk+JtDJcQNKNrx77eIHBoVTrtxOp1kZ2dTUFAAJBdqNYyGN5OOSG2yLIuKigoKCgrIzs7G6XTaHUlEJCXfbC7lin8uwNHiFVyhlThw84/jx3Pka9dCrBw6D4ZzHgOXB7Lb2R23VoSCeRiFFpZhUFhZbHcckUZBhdOPtGrVCqCqeBKRpOzs7Kq/HyIiDcWm4jCjnl5AJPQ23uyFYDm4//ib6fvOn6CyCNr0houfTRZNjYg/lEuGZVFmGGyrLLE7jkijoMLpRwzDoHXr1uTl5RGLaTClCCS756mlSRoVtxvGjt21L41SSTjG6KkL2OL4AF/zOQDc3Pt6hsy+H4o3QLMucOkr4A3ZG7QO+II5BE2TMoeD7WG1OInUBhVO++B0OvVBUUSksfJ44N577U4hdSgST/CbZxayumIu/rZvAfCrrr/mkv89DwXLIdQaRsyAjOY2J60b/sxcgqYJQEW4yOY0Io2DZtUTERGRRsU0LW7415cs2PwJvjb/AmB4hwv5w+qPYMOn4MuCEf+GnA42J607wVAWQTM5G2okUmhzGpHGQS1OIiLS9JgmrF+f3G/fHhz6HrEx+evMlby16lMCHZ7DMEwG5A3hL9s2YXzzLrh8cMl0aNnD7ph1KuT34DeTE1zFYttsTiPSOKhwEhGRpqeyEjp1Su6XlUFGhr15pNY89fFanvz0U/wdpmE4YhyV2Y9HXCEcS55Ors90wVToMMDumHXO63LiNZNfCMQTGuMkUhv0FZuIiIg0Cm9/mc+d787H3/4pHK4KWvuO5Jm8XrjnPZQ8YfhD0HWYvSHrkddMfj+eMEttTiLSOKjFSURERBq8T78t5I//+gRfu6dwuIvJcrZh+hHDCbxxTfKEn06APpfZG7KeuS03ECNhldkdRaRRUIuTiIiINGirNpVy5bOf4GozFae3AK+Rw/RjLyfnreuTJxz/Ozj5j/aGtIEHLwAmlZg7JooQkYOnwklEREQarPziSkZNnU+82TM4A9/htAI81+9a2r5xLZhxOPpCGHoXGIbdUeudx/AndxxhyqNxe8OINAIqnERERKRBKq6MMerpBWwPPI8rtBLDcvPocTfR9c3rIVYBh/8Ufv5ok5010WMEADCdUUrDKpxEDlXT/JdEREREGrRIPMGvn/kf68x/4c5eBJaDO3vfxInv/hkqi6BtX7joGXB57I5qG68zCEDCEVPhJFILNDmEiIg0PS4X/P73u/Yl7SVMiwVriygoDdMi6OX5z75jUfHr+Fp+CMA13a9h+McPQMn30OwI+OW/wBu0ObW9vO5MAGKOOKXhmM1pRBo+/bYQEZGmx+uFRx6xO4XU0Mxl+Ux8czn5xeGqY67MRfjbvg3AxZ2u4FdLX4ItKyHUBi6bARnN7IqbNgLubACijoRanERqgQonERERSVszl+Xzu+cWsfuccM6MVfjavAJAd/8w/rR+Hmz4DHxZMOLfkN3enrBpxu/LhTCEHRYlanESOWQqnEREpOmxLNi6NbnfvHmTnHGtIUiYFhPfXF5VNBmuYpzB5fhavo1hmMSKezHiu5UY5hxw+eCXL0PL7nZGTivBQAsIQ9wB2yoq7Y4j0uCpcBIRkaanogLy8pL7ZWWQkWFvHtmrBWuLqrrnubM+x9t6BoaRLKMS4Zb8X0GC4a45WIYT48Jp0P4EG9Omn1BGHhQl9wsri+0NI9IIaFY9ERERSUsFpcmiyXAVVyuaAFzezZzvnQnA4l4T4agzbMmYzvyhXDJME4Dt4RKb04g0fCqcREREJC3lhXwAODxbqhVNAJYBG9wu/hr7BeGev7QjXtrzBXMI7iycKlU4iRwqFU4iIiKSlvp3yiXL78bhX7/Hcw7L4uPwKbyecSH9O+XakC79+TNzCO0onMoj22xOI9LwaYyTiIiIpKUNRRVEjA14m88CwLAsLMPAYVmM3uLib+HRPHpBD5wOTe6xN8FQNkEz2VIXiWy1OY1Iw6fCSURERNJONG5y9UvzcbZ6DsORYGB5JX8qLOJ7t4t2sTgtEha9zjuMwT1b2x01bYX8HnxmsqiMxopsTiPS8KlwEhERkbRz/3urWJ14Brd3K95EBn/Z+j3ZpknrRKLqnMEtymxMmP58bideMzkqIxHXrHoih0qFk4iIND0uF4watWtf0srcr7fw1JJ/4W/zBZZlcHewB9nmiuonGU7I7WxPwAbEayb/fMdNTQ4hcqj020JERJoerxemTbM7hezFltII1854D1+r1wD4mX8gP13xXPJJwwGWmSyahk+GrLa25WwoPJYbiGFa5XZHEWnwVDiJiIhIWjBNiz/+63PCOdNwOmJkm0dwz/fvJ4ulY38Jp94CRd8mW5pUNNWIBy8QI0EFlmVhGJpIQ+RgqXASEZGmx7KgoiK5HwiAPkymhac+XsvnJf/Ek7MJEkFecpq4SvOh2REw7F7wBlUwpchj+IAycISpiCbI8Oqjn8jB0jpOIiLS9FRUQDCY3HYWUGKrL7/fzn3z/oUn51MAJmQdR9u1s8HphQunJYsmSZnHCABgOqOUhuM2pxFp2FQ4iYiIiK3KInGumv4B7pavAHCc6yQu+OqF5JOn3wWtetqYrmHzOJMFZ8IRozQcszmNSMOm9loRERGx1S2vLaYw42mczjD+eAembJsHZgy6nQ39rrA7XoPmc2cCEHfEKVGLk8ghUYuTiIiI2ObVL77nPxun4vRvwEr4ecETwLN9PWS3h7P/pvFnh8jnzgYg4jDV4iRyiFQ4iYiIiC2+KyznlndfwdNsLgDXhAbQZc274HDBBVPBn21vwEYgw5cL7Cyc1OIkcihUOImIiEi9i8ZNfv/SbGjxEgBH0Z8rVyX3+emtcFg/G9M1HkF/CwBiDtheWWlzGpGGTYWTiIiI1Lt7313Bt8YTOFzluGNteLZkCcTD0OU0GPB/dsdrNELBvKr9wopiG5OINHyaHEJERJoepxMuuGDXvtSruV9v4Z8rnsTb4lss08NUfx7+7z+FYCs4dwo49L1ubfEFcwmYJhUOB0WVJXbHEWnQVDiJiEjT4/PBv/5ld4omaUtphGtf/zeeFrMAGOk7mWNXTQMMOP8JyGhua77GxhfKIbijcNoeVuEkcij0lY6IiIjUC9O0uOZfHxPJeRbDsGgb78UNa5NrNzHwRuj0E3sDNkKBUA4h0wSgPFxkcxqRhk2Fk4iIiNSLpz5ewxeVj+Fwl2DE8ng5shYjWgYdToKf3Gh3vEYpIzOboGkBEIkU2pxGpGFT4SQiIk1PeXlyfSDDSO5LnVv6fTH3L3gSV3AVluniEX8HMguWgj8Xzn8SnBo9UBcy/V78ZnItrGhMLU4ih0KFk4iIiNSpskic3/7rVVzN/wPAWa6TOOWbfyefPHcKZLaxMV3j5nU58JrJj3vxuGbVEzkU+npHRERE6tTNr33O9uBUHIZJTrQ7dxW+mXxiwNVw5FB7wzVyhmHgMZMf9+KmJocQORRqcRIREZE68+qi73mv4G84PEUQy+HfZgGO8HZo2xd+OsHueE2Cx3IDYFrqlipyKFQ4iYiISJ34rrCcW/77BO7MpViWg0m+I2mRvwi8mXD+U+Dy2B2xSfCQfJ8TVGBZls1pRBouFU4iIiJS66Jxk99Ofwuj2RsAnGSdyFmrd0w9fvbDkNvJxnRNi8fwJXccYSpjCXvDiDRgKpxERESk1t393hK+cz2O4YgTiBzBI1veByzoOwZ6nGt3vCbFYwQAMJ0RSsNxm9OINFyaHEJERJoepxOGDdu1L7Vq7tdbeP6bh3Bnb8GKZ/IvKnBVbIG8HnD6JLvjNTleZxCAhCNOaThGy0yfzYlEGiYVTiIi0vT4fPD223anaFQSpsWCtUWs2VLG3R+9gDtvIZZlcJO7J+03vATuAFw4Fdx+u6M2OV5XJgAxR5wStTiJHDQVTiIiInJIZi7LZ+Kby8kvDmO4t5LR6RUMoEtlP0YU/Ct50rB7ocVRtuZsqvyebACijoS66okcAhVOIiIictBmLsvnd88twgIM91b87Z/GcEahvAMPb56DYSTg6Iug16V2R22yAt5ciEDEYVIajtkdR6TB0uQQIiLS9JSXQ0ZGcivX2jYHK2FaTHxzORbgzvqcjMPvw+kpwrJgeMVW2huFrDdakxh2PxiG3XGbrKC/BQAxB2yvrLQ5jUjDpcJJRESapoqK5CYHbcHaomT3PFcx3tYzqmojw4C3m5ex3uHhd+H/Y8EPauWwUyjYomq/sKLYxiQiDZsKJxERETkoBaVhAByeAgyj+sKqpmHwV8fpfGV1rDpP7OELNiNgmgAUVZbYnEak4VLhJCIiIgclL5Sc1toRWLvHc4YF/wmfXu08sYcvlE1wR+G0PVxqcxqRhkuFk4iIiByU/p1yCQYq8ObOA8Cwkq1ODsui9+ajIJ5N6ywf/Tvl2hmzyQuEcgjtKJxKw0U2pxFpuDSrnoiIiByUovIoZs7bOJ0ReoQjPFiwle/dLtrF4jSPb+QUzmbC8NNwOjQxhJ0yQjkEzWRRG41stTmNSMOlwklEREQOyi0z38KZuRCAPxVuo3UiQetEIvmkAQ/9LJP+PVvbmFAAQgEvfjNZvEZj22xOI9JwqXASEZGmx+GAgQN37UvKvsrfxkdFT+D0wdEl2RwdXV/tectw0r/vcTalk9353U68OwqneHy7vWFEGjAVTiIi0vT4/TBnjt0pGizLshj7nydw+jZCwsvk7V8nnzAcYJlgODGGT4astrbmlCTDMPCayY988YQmhxA5WGnxNdsjjzxCx44d8fl8HH/88SxYsKBGr3vppZcwDINzzjmnbgOKiIhIlbeXrWaD9W8ALij2kJcIQ6efwLVLYdRbyf/2GWlzStmdx3IDYFplNicRabhsL5ymT5/Oddddx4QJE1i0aBHHHnssQ4cOpaCgYL+vW7duHWPHjuWUU06pp6QiIiISS5jcPu8BDFcFvkgWfyr+ChwuOONeyDoMOp2ilqY05LY8ACSowLKsA5wtIntje+H0wAMPcOWVVzJmzBi6d+/OlClTCAQCPP300/t8TSKR4NJLL2XixIl07ty5HtOKiEijUF4OLVokt/Jyu9M0KJPnzqHCl5x+fOL2omSf//6/gbyutuaS/fMY/uSOI0w4ZtobRqSBsrVwikajLFy4kCFDhlQdczgcDBkyhPnz5+/zdbfffjt5eXlcccUVB7xHJBKhpKSk2iYiIsLWrclNamx7eZRnvn4Qw7BoX9KcYRUbISMPBt1kdzQ5AI8jAIDpiFIajtmcRqRhsrVw2rp1K4lEgpYtW1Y73rJlSzZt2rTX13z88cc89dRTPPHEEzW6x6RJk8jKyqra2rVrd8i5RUREmqIbZk4F3zow3Txasip58LSJ4MuyNZccmNeZAUDCGaMkHLc5jUjDZHtXvVSUlpZy2WWX8cQTT9C8efMavWb8+PEUFxdXbRs2bKjjlCIiIo3Pik0FzN/+TwB+ti1Ah1g5HHYcHPMLm5NJTXidmQDEHXG1OIkcJFunI2/evDlOp5PNmzdXO75582ZatWq1x/lr1qxh3bp1DB8+vOqYaSb76bpcLlatWsXhhx9e7TVerxev11sH6UVERJqOa9+9F8NVijsaYlLJUsCAYfdqHawGwu/NBiDqSFCqFieRg2Lrv3Yej4e+ffsya9asqmOmaTJr1iwGDBiwx/ldu3Zl6dKlLF68uGo7++yzGTx4MIsXL1Y3PBERkTrw2rJFbLTeA+CGolI8AH1HQZvetuaSmgt4cgAIO0wVTiIHyfYFcK+77jpGjRpFv3796N+/P5MnT6a8vJwxY8YAMHLkSNq2bcukSZPw+Xz07Nmz2uuzs7MB9jguIiIihy6RMLnzs79iuExaljXjksovwJcNp95qdzRJQYa/BUQh5oDtlZV2xxFpkGwvnC6++GK2bNnCrbfeyqZNm+jVqxczZ86smjBi/fr1ONQNQEREapPDAf367dqXfZo091+EXSvAdPK37auTB0+9BTKa2RtMUhIMtoDi5H5hhWYYFjkYKRdOTqeT/Px88vLyqh0vLCwkLy+PRCKRcoirr76aq6++eq/PzZkzZ7+vnTZtWsr3ExGRJs7vh88/tztF2iuqKOXlbx8BF5y4PUS32FpodTT0u9zuaJIif7AZftOk0uGgKKzCSeRgpPw1275Wm45EIng8nkMOJCIiIunh2pmTsVzbcMYyuL9kWfLgGfeCw2lvMEmZL5hDaMeEWttVOIkclBq3OD388MMAGIbBk08+STAYrHoukUgwd+5cunbVquEiIiKNwRc/rGFR8QwMB/yuMELQMuHoi6DDnpM3SfoLZOYQNC0KgLLKbXbHEWmQalw4Pfjgg0CyxWnKlCk4nbu+bfJ4PHTs2JEpU6bUfkIREZHaVlEB3bsn95cvh0DA3jxpaOx/78BwxMmtaMavK78ATxBOu93uWHKQMkK5BHe0OEWiW21OI9Iw1bhwWrt2LQCDBw9mxowZ5OTk1FkoERGROmVZ8N13u/almue/fI+CxEKwDO4vWocBMPBGyGxtdzQ5SKGAF3+ybiIaLbI3jEgDlfLkELNnz66LHCIiIpIGovEoDyy8BxzQe3sO/WLfQbMj4Pjf2R1NDkHA48RnJoe2x+Pb7Q0j0kClPDnE+eefz913373H8XvuuYcLL7ywVkKJiIiIPW79cApRx2YccT8PFy9NHjzjbnBpAqiGzDAMPGby+/K4WWpzGpGGKeXCae7cuQwbNmyP42eccQZz586tlVAiIiJS/zaWbOLt9c8AcFmhSbaVgK5nQZef2pxMaoPHcgNgmmU2JxFpmFIunMrKyvY67bjb7aakRNNbioiINFTXvP8XcEQIVeZwXcU3WC4fDL3L7lhSSzwkP78lqLA5iUjDlHLhdPTRRzN9+vQ9jr/00kt03zlDkYiIiDQoc9Z9xqqyD7EsmFS4EQdgnPxHyOlgdzSpJR58AFiOMOFYwuY0Ig1PypND/PnPf+a8885jzZo1nHrqqQDMmjWLF198kX/961+1HlBERKTWGcau6cgNw94saSBuxrnl4+RU491KmjMwtgiy28NJ19icTGqTxxEAijAdEUrDcXxuLWQskoqUC6fhw4fz2muvcdddd/HKK6/g9/s55phj+OCDDxg4cGBdZBQREaldgQB89ZXdKdLGowufozixHiPh5e/bliUPDr0L3H57g0mt8jqCACQcMUrDMVqEvDYnEmlYUi6cAM4880zOPPPM2s4iIiIi9WxbeBtPfzUFDDivyEVLKwqHn5qcFEIaFa87BEDcGac0HLc5jUjDk/IYJ4Dt27fz5JNPcvPNN1NUlFxEbdGiRWzcuLFWw4mIiEjdunnOPSSMcvzhbG4pW4HlcMHpd6sLYyPkc2cDEHUkVDiJHISUW5y+/PJLhgwZQlZWFuvWreNXv/oVubm5zJgxg/Xr1/PMM8/URU4REZHaU1EBxx2X3P/882TXvSboyy3L+HjT22DArYUFyQ8FJ/weWhxpdzSpA35vDkQh4jApDcfsjiPS4KTc4nTdddcxevRovvnmG3w+X9XxYcOGaR0nERFpGCwLli9PbpZldxpbmJbJjbMngmHRqaQ5Z0U3YQVbwcAb7Y4mdSTobw5A1AHbK8M2pxFpeFIunD7//HN+85vf7HG8bdu2bNq0qVZCiYiISN3618rX2Fi5EhJu/rZtBQDGz+4Ab8jmZFJXQsG8qv2tFcU2JhFpmFIunLxe714Xuv36669p0aJFrYQSERGRulMaLeW+/z0AwOnb/HQwK6H9ADj6QpuTSV3yB5vhN00Aiir3/CwnIvuXcuF09tlnc/vttxOLJfvGGobB+vXruemmmzj//PNrPaCIiIjUrns/e5iwWYwnksldpcuwDAeccY8mhGjkfMEcgjsKp+3hUpvTiDQ8KRdO999/P2VlZeTl5VFZWcnAgQPp0qULoVCIO++8sy4yioiISC1ZvW01r337MgA3FBbjBox+l0PrY+wNJnXOH8ohaCbH9JWGt9mcRqThSXlWvaysLN5//33mzZvHkiVLKCsro0+fPgwZMqQu8omIiEgtsSyLm+fejoVJm7Jm/CLyBaY/F8fgP9kdTepBRmYOoR0tTpFIoc1pRBqeGhVOubm5fP311zRv3pzLL7+chx56iJNOOomTTjqprvOJiIjUPsOADh127TcBCdPink+msmL7F2A6eajoawAcP70VArk2p5P6EAr48SfrJqIxFU4iqapRV71oNFo1IcQ///lPwmFNYSkiIg1YIADr1iW3JrCG08xl+fT/20SeX/1g8oCRYLkftmd3hz4j7Q0n9SbD48RrJj/6xePb7Q0j0gDVqMVpwIABnHPOOfTt2xfLsvjDH/6A3+/f67lPP/10rQYUERGRgzdzWT6/f2k2gS7/3tW4ZsDE5rlMXXMmVy0v4PSerW3NKPXDMAy8lhOAREKz6omkqkYtTs899xzDhg2jrKwMgOLiYrZt27bXTURERNJDwrSY+OZyDE/BHj0STcNghTuTiW8uJ2E2zUWAmyKP6QYgYZbZnESk4alRi1PLli3561//CkCnTp149tlnadasWZ0GExERqTOVlfCTnyT3586FffSiaOgWrC0ivziMK3MvH5Itg0S0OfkVYRasLWLA4fq93hR48AIVJKiwO4pIg1OjFqfc3Fy2bt0KwODBg/F4PHUaSkREpE6ZJvzvf8ltxyxjjVFBaXJMsiu0DADDSrYsOSyLnpu7Y8Wzqp0njZ8HHwCWI0wknrA5jUjDoskhREREGqm8kA/DWYo7tAKAxzcV8HT+Zt7d8APPVrxLKwqrzpOmwW0kW1ctR5TScNzmNCINiyaHEBERaaT6d8olO28xccPk2HCEAeHIricN6OjYjBFqS/9Omo68qfA4gwAkdhROzYNemxOJNBw1Kpyee+45HnzwQdasWYNhGBQXF6vVSUREJM0ZhoUz+3PiwPml1cc5xS0H35ktmTC8O05H01jLSsDnCgEQd8QpDcdsTiPSsGhyCBERkUZq3sZPiVCALwFDyyswLQOHYRG3HNzj/i0TLjxNU5E3MT5PNgBRZ0Jd9URSVKPCaXdr166tixwiIiJSyx5b+AIAZ5eVEbAslp7+MsVlFfhbHsFNPXuopakJCnhzIAphh6kWJ5EU1WhyCIBhw4ZRXFxc9fivf/0r27dvr3pcWFhI9+7dazWciIhInWnePLk1UkXhIpZt+xiAC8tKKW51IkcPGMrJp51L32N6qmhqogK+5J/5qAO2V0YOcLaI7K7GhdO7775LJLLrL9hdd91FUVFR1eN4PM6qVatqN52IiEhdyMiALVuSW0aG3WnqxLQlr2AZCY4MJ+gajZF50q/sjiRpIDPYsmq/sKLExiQiDU+NCyfLsvb7WERERNKDZVm88s0rAFxStp1KdzZGt7NsTiXpwB/Mxbdj7bKiyuIDnC0iu6tx4SQiIiINw/wfFlCayMdjwhllFdDrUnBp2mkBbzCXoJn88ntbuNTmNCINS40LJ8MwMAxjj2MiIiINTmUlDBqU3Cor7U5T6x7dMSnEWWVlZFgW/uPH2JxI0oU/lE1wR4tTaXibzWlEGpYaz6pnWRajR4/G601+YxUOh/ntb39Lxo6+4buPfxIREUlrpgkffrhrvxEpjhTzZdFcMOCi0jJKWh5PZvMj7I4laSIjM5fQjj/zkchWm9OINCw1LpxGjRpV7fGIESP2OGfkyJGHnkhEREQOWnJSiDidIybdo1E48Qq7I0kaCQV8+Hd8VxCNFu3/ZBGppsaF09SpU+syh4iIiBwiy7J4+evkpBC/LN1OxJWJr/vPbU4l6SToceE1kyM14vHt9oYRaWA0OYSIiEgj8fmmRZQkvsdtwrCycjj2F+D22R1L0ojDYeA1nQDEE5qOXCQVNW5xEhERkfT298+fA2BYeTkhy4LjL7c5kaQjj+UGEiTMMrujiDQoanESERFpBEqiJSwuSk54cUFpKaUt+kJeN5tTSTrykJzoK0GFzUlEGha1OImISNMUCNidoFb9c8kMLCNGh4jJsRFNCiH75sYHVGAZlUTjJh6XvkcXqYmU/6bMnTuXeDy+x/F4PM7cuXNrJZSIiEidysiA8vLktmNZjYbMsixeXvUvAC4p207UFcToca7NqSRdeQw/AJYzSmk4ZnMakYYj5cJp8ODBFBXtOX1lcXExgwcPrpVQIiIiUnOLNi9he2I9LhPOKqvAOvoi8DSuFjWpPV5n8suChCNGaXjPL8NFZO9S7qpnWRaGYexxvLCwsGoxXBEREak/f9sxKcTQ8gqyTFOTQsh+eV0hAOIqnERSUuPC6bzzzgPAMAxGjx6N1+utei6RSPDll19y4okn1n5CERGR2hYOw/nnJ/f//W/wNdwpu8uiZXxROAcMuLC0lLLmxxJsdbTdsSSN+dw5AESdCXXVE0lBjQunrKwsINniFAqF8Pv9Vc95PB5OOOEErrzyytpPKCIiUtsSCXjnnV37DdgzS1/FNCIcFrXoE4nAzzQphOyf35sDMYg4TErU4iRSYzUunKZOnQpAx44dGTt2rLrliYiIpIGXViQnhfhF6XZizgCenufbnEjSXYa/2Y7CCYorw3bHEWkwUh7jNGHChLrIISIiIin6YvNStiXW4rTg7LJyrKMvA2/Q7liS5jIz8qAkuV9YUWpvGJEGJOVZ9TZv3sxll11GmzZtcLlcOJ3OapuIiIjUj52TQvy0vIIc08R7/BibE0lD4A82x2uaAGwLl9icRqThSLnFafTo0axfv54///nPtG7deq8z7ImIiEjdqohVsHDrf8GAi0tLKc/tSUab3nbHkgbAF8whaFpEHLAtXGx3HJEGI+XC6eOPP+ajjz6iV69edRBHREREauKZpa9hGmFaRy2OC0fgp5oUQmrGH8ohZJoU4qQ0vN3uOCINRspd9dq1a4dlWXWRRURERGqoalKIsu3EHT6Moy+wOZE0FIFQNkEr2VUvHN5qcxqRhiPlwmny5MmMGzeOdevW1UEcERGRepCRAZaV3BrgLLFLC1ZQGF+Nw4Kfl5Zj9jgffJl2x5IGIpQRILBjFv5otMjeMCINSMpd9S6++GIqKio4/PDDCQQCuN3uas8XFekvoIiISF16eEFyUojB5ZU0M004/nKbE0lDEvS68JrJ785j8e32hhFpQFIunCZPnlwHMURERKQmKuOVLNj6PhhwUWkp5TldyWjb1+5Y0oA4HQZeMzkTciKhWfVEairlwmnUqFF1kUNERKT+hMNw2WXJ/WefBZ/P3jwpeG7pG5hGJXkxixPCYYzBl4NmuJUUeSw3kCBuldkdRaTBSHmME8CaNWu45ZZbuOSSSygoKADgP//5D1999VWthhMREakTiQS88kpySyTsTpOSF5bvmBSitBjT4cU45mKbE0lD5MYDgGmV25xEpOFIuXD68MMPOfroo/nss8+YMWMGZWXJbyqWLFnChAkTaj2giIiIJH21ZRVb46swLDinrIxEt5+DP9vuWNIAeUi2sppGmFjCtDmNSMOQcuE0btw4/vKXv/D+++/j8Xiqjp966ql8+umntRpOREREdnl4wfMA/KQiTIuEifd4rd0kB8dj+AGwnBHKwnGb04g0DCkXTkuXLuXcc8/d43heXh5bt2otABERkboQSUT4bMt7AFxcWkJF1hHQ7nibU0lD5XEGAUg4YpSqcBKpkZQLp+zsbPLz8/c4/sUXX9C2bdtaCSUiIiLVPb/0LRJGOc1jcGJlGP8JYzQphBw0rysEQNwRoyQcszmNSMOQcuH0i1/8gptuuolNmzZhGAamaTJv3jzGjh3LyJEj6yKjiIhIk/fcVy8DcFHZdiyHB+PYS2xOJA2Z350FQNSZUIuTSA2lXDjddddddO3alXbt2lFWVkb37t35yU9+woknnsgtt9xyUCEeeeQROnbsiM/n4/jjj2fBggX7PHfGjBn069eP7OxsMjIy6NWrF88+++xB3VdERKQhWFm4hi3x5RgWnFtaTuKo4RDItTuWNGB+bw4AEYdJqVqcRGok5XWcPB4PTzzxBH/+859ZtmwZZWVl9O7dmyOOOOKgAkyfPp3rrruOKVOmcPzxxzN58mSGDh3KqlWryMvL2+P83Nxc/vSnP9G1a1c8Hg9vvfUWY8aMIS8vj6FDhx5UBhERaWICAdgxKyyBgL1ZauChz5JfEJ5YEaFVIgHHX25zImnoMnzNIQYRBxRXRuyOI9IgpFw47dS+fXvat29/yAEeeOABrrzySsaMGQPAlClTePvtt3n66acZN27cHucPGjSo2uNrrrmGf/7zn3z88ccqnEREpGYMAzIy7E5RI9FElPkF74IBF5eVUJnZCX+Hk+yOJQ1cMKMFlCb3CytK7A0j0kCkXDhZlsUrr7zC7NmzKSgowDSrz/0/Y8aMGl8rGo2ycOFCxo8fX3XM4XAwZMgQ5s+fX6Ms//3vf1m1ahV33333Xs+JRCJEIru+SSkp0T8OIiLScLy47B0SRhk5cTilohLnaZdrUgg5ZBnBFnhMi6jDoKhSn41EaiLlMU7XXnstl112GWvXriUYDJKVlVVtS8XWrVtJJBK0bNmy2vGWLVuyadOmfb6uuLiYYDCIx+PhzDPP5G9/+xunnXbaXs+dNGlStXzt2rVLKaOIiDRCkQiMHp3cIundTenZr6YDcGFpMYbhwuj1S5sTSWPgDWYTtJJffm+LqHASqYmUW5yeffZZZsyYwbBhw+oiT42EQiEWL15MWVkZs2bN4rrrrqNz5857dOMDGD9+PNddd13V45KSEhVPIiJNXTwO//xncv+RR8DrtTfPPqwuWsfm2DKw4LyyMhJHnoUzo7ndsaQR8IdyCZkmRU4npeFtdscRaRBSLpyysrLo3Llzrdy8efPmOJ1ONm/eXO345s2badWq1T5f53A46NKlCwC9evVixYoVTJo0aa+Fk9frxZumvxBFRET258Edk0KcUBmlbVyTQkjtCYRyCO4YblEZLrQ5jUjDkHJXvdtuu42JEydSWVl5yDf3eDz07duXWbNmVR0zTZNZs2YxYMCAGl/HNM1q45hEREQaupgZY97mmQBcXFpMONgeOv7E5lTSWIQy/AQSyf1otMjeMCINRMotThdddBEvvvgieXl5dOzYEbfbXe35RYsWpXS96667jlGjRtGvXz/69+/P5MmTKS8vr5plb+TIkbRt25ZJkyYByTFL/fr14/DDDycSifDOO+/w7LPP8thjj6X6o4iIiKStl5a9S8IoITMOAysqcf10DDhS/r5TZK+CXhc+M/nnKRZTVz2Rmki5cBo1ahQLFy5kxIgRtGzZEuMQZ/a5+OKL2bJlC7feeiubNm2iV69ezJw5s2rCiPXr1+PY7RdFeXk5v//97/n+++/x+/107dqV5557josvvviQcoiIiKSTZ5a9BMCFZcU4DRdGr0ttTiSNicvpwGs6AUgkSm1OI9IwGJZlWam8ICMjg3fffZeTTz65rjLVqZKSErKysiguLiYzM9PuOCIiYofycggGk/tlZWm3ptO329bz89fPAsPinQ0/0LLTUDyXvmB3LGlkbnq4F+9kJehY0o03/+9lu+OI2CKV2iDlNv927dqp4BAREalDD376HBgWfSuitIvH8fTXpBBS+9yWB4CEVWFzEpGGIeXC6f777+fGG29k3bp1dRBHRESkHgQCUFCQ3AIBu9NUEzfjfLz5PwD8oqyESEZbOHywzamkMfIYyVmHLaOSeMK0OY1I+kt5jNOIESOoqKjg8MMPJxAI7DE5RFGRZmYREZE0ZxjQooXdKfbq5a/eJ25sJ5iAU8srcA/+IzicdseSRshjBIDtWM4oZZE42QGP3ZFE0lrKhdODDz54yBNCiIiIyN5NW5qcFOKC0hJcODB6j7A5kTRWHmdybF/CEaU0rMJJ5EBSLpxGjx5dBzFERETqUSQC112X3H/gAUiThdLXbd9IfvQLMOD80jLiXX6GJ7ON3bGkkfI6QwDEHXFKwjGb04ikv5THODmdTgoKCvY4XlhYiNOprgQiItIAxOPw6KPJLR63Ow0J02L+mkJumPkEGBa9KmN0jMfxHDfG7mjSiPnd2QDEHHFKw/b/PRBJdym3OO1r9vJIJILHoyZeERGRVMxcls/EN5ezqTyfQKeZOFzwi9JiSj0tCXUZYnc8acR83myIQ8RpqnASqYEaF04PP/wwAIZh8OSTTxLcuf4FkEgkmDt3Ll27dq39hCIiIo3UzGX5/O65RbiyPiejywwMwwILyhwGT1ecxFErtnB6z9Z2x5RGKsPXHMog7IDiyrDdcUTSXo0LpwcffBBItjhNmTKlWrc8j8dDx44dmTJlSu0nFBERaYQSpsXEN5eDqxhv6x1FE4ABdzXLJbCtL7y5nNO6t8Lp0KRMUvuCGS2gLLlfWFFqbxiRBqDGhdPatWsBGDx4MDNmzCAnJ6fOQomIiDR2C9YWkV8cxhnYuqto2sE0DAo8JoniMAvWFjHg8GY2pZTGLBBsjiffIuowKKostjuOSNpLeYzT7Nmz6yKHiIhIk1JQmuwaZUabY1lG9eLJMjCjzaudJ1LbfBk5BC2TIpxsC6vFSeRAUi6cAL7//nveeOMN1q9fTzQarfbcAw88UCvBREREGrO8kA8AK55Fm9KW5GduAsBhWfTc3J158axq54nUNl8oh5BpUuR0UhxWi5PIgaRcOM2aNYuzzz6bzp07s3LlSnr27Mm6deuwLIs+ffrURUYREZHa5ffDji7o+P22ROjfKZfWWT4o3sjRjm/JJ8C5JWX8fnsxzeMbOYUzIast/Tvl2pJPGr+MzFyCpglAOLzF5jQi6S/ldZzGjx/P2LFjWbp0KT6fj3//+99s2LCBgQMHcuGFF9ZFRhERkdrlcEDHjsnNkfKvwlrhdBhMGN6dDo58FvuSy3mcXV5Oq0QCl2HSwbGZCcO7a2IIqTOhjACBRHI/Fi2yN4xIA5Dyb4sVK1YwcuRIAFwuF5WVlQSDQW6//XbuvvvuWg8oIiLSWJ3eszWnnNyNApcLl2XRM5Ls/p7AwW/OGaKpyKVOBX0ufFbyo2Astt3eMCINQMqFU0ZGRtW4ptatW7NmzZqq57Zu3Vp7yUREROpKNAo33JDcfjRWt75950j+7uwRieKzLCzDiTF8MoP797Y1lzR+bqcDj5lcXiae0BgnkQNJeYzTCSecwMcff0y3bt0YNmwY119/PUuXLmXGjBmccMIJdZFRRESkdsVicN99yf3bbgOPx7Yoi7d8AUCfcITCbiNodvrNGFltbcsjTYvHdAEmCavM7igiaS/lwumBBx6grCz5l2vixImUlZUxffp0jjjiCM2oJyIikgLLstgUWQFu6B2JkHXCSFDRJPXIgwcIk7DK7Y4ikvZSLpw6d+5ctZ+RkcGUKVNqNZCIiEhTsXzzJiz3ZgC6R0xcbdU9T+qXx/IBYUwjTMK0NBmJyH4c1FRC27dv58knn2T8+PEUFSVnYVm0aBEbN26s1XAiIiKN2Rur5gHQORojltEDXPZ1GZSmyeNITsdvOSKUheM2pxFJbym3OH355ZcMGTKErKws1q1bx5VXXklubi4zZsxg/fr1PPPMM3WRU0REpNH57IdFAPQOR7Daa5yw1D+PIwMA0xmlJBwjK+C2OZFI+kq5xem6665j9OjRfPPNN/h8u1YzHzZsGHPnzq3VcCIiIo3Z+vKvAOgTidCixyB7w0iT5HWGAIg74pSqxUlkv1IunD7//HN+85vf7HG8bdu2bNq0qVZCiYiINHabS0uIudYB0CscwddJLU5S/7zuLACijgSl4ZjNaUTSW8pd9bxeLyUlJXsc//rrr2nRokWthBIREalTfj8sW7Zr3wavL/8MDJMW8Thud0fwZdmSQ5o2vzcHEhBxJNTiJHIAKbc4nX322dx+++3EYslvJQzDYP369dx0002cf/75tR5QRESk1jkc0KNHcnMc1DxJh2zuhs+B5PimaOv+tmQQyfA1AyDigOJwxOY0Iukt5d8W999/P2VlZeTl5VFZWcnAgQPp0qULoVCIO++8sy4yioiINDqrS5YCyfFN2d1+YnMaaapCGS0BsAwoqii1OY1Ieku5q15WVhbvv/8+8+bNY8mSJZSVldGnTx+GDBlSF/lERERqXzQKd92V3L/5ZvDU7zTg5ZEo5awGoE84QtaRKpzEHoFgM9ybLWKGQWHlnkMxRGSXlAqnWCyG3+9n8eLFnHTSSZx00kl1lUtERKTuxGIwcWJy/4Yb6r1weu+bJeAMk2GaNLOaQVbber2/yE7eYDYh06TI6WRbWIWTyP6k1FXP7XbTvn17EolEXeURERFp9D5Y+ykAx4YjVLToa3Maacr8oVyCpglASeV2e8OIpLmUxzj96U9/4uabb6aoqKgu8oiIiDR6ywqXANA7EiHjiFNsTiNNWSAzp6pwCkcKbU4jkt5q3FVv7ty5DBgwgL///e+sXr2aNm3a0KFDBzIyMqqdt2jRoloPKSIi0liYpkVRYiW4kuObmncfaHckacJCGUEyknUTkagKJ5H9qXHhNHjwYPLz8znnnHPqMI6IiEjjNn/9anAV47IsOsc8GC262h1JmrCQz4XXNACIx7bbG0YkzdW4cLIsC4AJEybUWRgREZHG7u2vPwGgWyRKeXZvmtu0jpQIgNvpwGs6AYgnNDmEyP6k9K+1YRh1lUNERKRJWFSQ7NLeOxLB1WmAzWlEwGO5AYibKpxE9iel6chHjx6N1+vd7zkzZsw4pEAiIiJ1zueDBQt27dej/PAKcCfHN+X1GFSv9xbZm2ThFMG0KuyOIpLWUiqcQqEQfr+/rrKIiIjUD6cTjjuu3m/79ZbNmO58AHqETdztNBW52M+ND4iQMCoxTQuHQz2MRPYmpcLp4YcfJi8vr66yiIiINGqvr0iOb+oYjRHP6Aqu/ffiEKkPHiMAFGM5IpRF42T63HZHEklLNR7jpPFNIiLSaESjcO+9yS0arbfbfpa/EEiOb0ocdkK93VdkfzyOAACmM0ZpOG5zGpH0lfKseiIiIg1eLAY33pjc//3vweOpl9uuK1sGLugdjtCih9ZvkvTgdYYAiDtilIZjgIZliOxNjVucZs+eTW5ubl1mERERabS2lpcRcawDoG84QuDwE+0NJLKDz50FQMyRUIuTyH7UuMVp4EB9MyYiInKw3lzxOTgSNIsn8LjagT/H7kgiAPg9OWBCxGHuaHESkb3RqnsiIiL14MP1nwHQJxIh3Lq/zWlEdgn4mgEQdlgUV9bfmD+RhkaFk4iISD34evtSIDm+KaurenFI+sjIaAGAZUBhRZnNaUTSlwonERGROhaJxynlGyC58G3OUT+xOZHILhkZzXHtmASsqLLY5jQi6Svlwumdd97h3Xff3eP4u+++y3/+859aCSUiItKYvPfNl+CsxG+a5JnZkN3O7kgiVXyhXEKmCcC2cInNaUTSV8qF07hx40gkEnsctyyLcePG1UooERGROuXzwezZyc3nq/Pbvf/tfACOiUQpa9G3zu8nkgp/MJvgjsKpuHK7vWFE0liNZ9Xb6ZtvvqF79+57HO/atSurV6+ulVAiIiJ1yumEQYPq7XZLty4Gkt30Aj1Prrf7itREIDOXoJnsqhcOb7U5jUj6SrnFKSsri2+//XaP46tXryYjI6NWQomIiDQWlmVRGF8FQO9wWAvfStoJBoNk7CicItEim9OIpK+UC6ef//znXHvttaxZs6bq2OrVq7n++us5++yzazWciIhInYjF4JFHklusbtetWbDhWyzXNpyWRZeoC0fLPXttiNgp5HPhMw0AYrHt9oYRSWMpF0733HMPGRkZdO3alU6dOtGpUye6detGs2bNuO++++oio4iISO2KRuHqq5NbtG7XrXn7m+T4pqOiUSqye4HDWaf3E0mV1+XEYyb/XMYTmlVPZF9SHuOUlZXFJ598wvvvv8+SJUvw+/0cc8wx/OQnmlpVRETkxxZuWgQkxzc5OgywOY3I3nlNF2CRMEvtjiKStlIunAAMw+BnP/sZP/vZz2o7j4iISKOysXI5uJML3+b1HGR3HJG9cuMBIiQotzuKSNqqUeH08MMP8+tf/xqfz8fDDz+833P/8Ic/1EowERGRhm7dtkISro0AHB1J4G3fz+ZEInvnwUeycApjmhYOh2F3JJG0U6PC6cEHH+TSSy/F5/Px4IMP7vM8wzBUOImIiOzw2vJPwID2sRgJ/1Hg9tsdSWSv3IYfKMZyRCiPxgn53HZHEkk7NSqc1q5du9d9ERER2bf5Gz8Hkt304m2PtzmNyL55jeSSMqYzSmlYhZPI3qQ8q56IiIjUzLdly4DkxBDNuw+yN4zIfnhcQQDijhil4bjNaUTSU8qTQ1iWxSuvvMLs2bMpKCjANM1qz8+YMaPWwomIiNQJrxfeemvXfh3YXllB2Ej20ugdiRA84qQ6uY9IbfC6swCIORKUhut2bTORhirlwunaa6/l8ccfZ/DgwbRs2RLD0OBBERFpYFwuOPPMOr3Fmys/B0ecnEQCv6MtBHLr9H4ih8LvyQUTIg5TLU4i+5By4fTss88yY8YMhg0bVhd5REREGoU53y0AkuObKludaHMakf0L+HKhAsIOi+LKul0UWqShSnmMU1ZWFp07d66LLCIiIvUjFoNp05JbrG66Ja3c9iWQHN+UeeQpdXIPkdoSysgDwDKgsFKL4IrsTcqF02233cbEiROprKysizwiIiJ1LxqFMWOSW7T2v12PJRKUWF8DyfFNud1+Uuv3EKlNGYHmuCwLgKKKEpvTiKSnlLvqXXTRRbz44ovk5eXRsWNH3O7q01UuWrSo1sKJiIg0RLPXLANnBT7TpHU8EyOno92RRPbLG8olaJpsdzrZFlbhJLI3KRdOo0aNYuHChYwYMUKTQ4iIiOzFu2s+BeDoSJSy5n1ood+Vkub8oeyqwqm4stjuOCJpKeXC6e233+bdd9/l5JNPros8IiIiDd6SLV8AyYkhvN00Dbmkv0Aoh5CZ7KpXGd5qcxqR9JTyGKd27dqRmZlZqyEeeeQROnbsiM/n4/jjj2fBggX7PPeJJ57glFNOIScnh5ycHIYMGbLf80VEROqTZVkUxFYC0CcSIa/HIHsDidRAMBgisKNwikYLbU4jkp5SLpzuv/9+brzxRtatW1crAaZPn851113HhAkTWLRoEcceeyxDhw6loKBgr+fPmTOHSy65hNmzZzN//nzatWvHz372MzZu3FgreURERA7Fkvz1WK5CHJbFkREnrtY97Y4kckAhnwufmfxYGI1ttzeMSJpKuXAaMWIEs2fP5vDDDycUCpGbm1ttS9UDDzzAlVdeyZgxY+jevTtTpkwhEAjw9NNP7/X8559/nt///vf06tWLrl278uSTT2KaJrNmzUr53iIiIrXtzVXzADgqGqMi82hwptwrXqTe+dxOvDsKp3hCY5xE9iblf80nT55cazePRqMsXLiQ8ePHVx1zOBwMGTKE+fPn1+gaFRUVxGKxfRZtkUiESCRS9bikRDPFiIg0eV4vvPzyrv1a9Pmm5OyyvcMRjPYn1Oq1ReqSx3QBFglT6ziJ7M1BzapXW7Zu3UoikaBly5bVjrds2ZKVK1fW6Bo33XQTbdq0YciQIXt9ftKkSUycOPGQs4qISCPicsGFF9bJpTdUfAWu5PpNeUcPrpN7iNQFt+UBIiQotzuKSFpKuave7sLhMCUlJdW2+vTXv/6Vl156iVdffRWfz7fXc8aPH09xcXHVtmHDhnrNKCIiTcfG4iLizuSY22PCMXwd+tucSKTmPEay9TVBJdaOxXBFZJeUW5zKy8u56aabePnllyks3HPWlUQiUeNrNW/eHKfTyebNm6sd37x5M61atdrva++77z7++te/8sEHH3DMMcfs8zyv14u3lrthiIhIAxePw6uvJvfPPTfZAlULXlsxHwyLtrE4pu9I8ARq5boi9cFj+IESLEeE8miCoFfj80R2l3KL04033sh///tfHnvsMbxeL08++SQTJ06kTZs2PPPMMyldy+Px0Ldv32oTO+yc6GHAgAH7fN0999zDHXfcwcyZM+nXr1+qP4KIiDR1kQhcdFFy220c7KH6eMPnAPQJR4i1UWuTNCweRwYApiNKaThmcxqR9JPyVwlvvvkmzzzzDIMGDWLMmDGccsopdOnShQ4dOvD8889z6aWXpnS96667jlGjRtGvXz/69+/P5MmTKS8vZ8yYMQCMHDmStm3bMmnSJADuvvtubr31Vl544QU6duzIpk2bAAgGgwSDwVR/HBERkVrzbekycELvSJjcbgPtjiOSEo8zBEDcGaM0HKd1ls2BRNJMyoVTUVERnTt3BiAzM5OioiIATj75ZH73u9+lHODiiy9my5Yt3HrrrWzatIlevXoxc+bMqgkj1q9fj8Oxq2HsscceIxqNcsEFF1S7zoQJE7jttttSvr+IiEhtKIuEqTDWAMkWp6yjTrE5kUhqfO5MAGKOhFqcRPYi5cKpc+fOrF27lvbt29O1a1defvll+vfvz5tvvkl2dvZBhbj66qu5+uqr9/rcnDlzqj2urYV3RUREatM7qxaCI05WIkGG0QYymtsdSSQlfk8OmBBxmJSE43bHEUk7KY9xGjNmDEuWLAFg3LhxPPLII/h8Pv74xz9yww031HpAERGRhmDWus+A5PpNFS01/lYanoA3uSZm2GFRUqkWJ5EfS7nF6Y9//GPV/pAhQ1i5ciULFy6kS5cu+53dTkREpDFbUbQEjOT6TcGeJ9sdRyRlwYwWUAmWAYUVJUBbuyOJpJVDnmeyQ4cOdOjQoTayiIiINEiJhMk2cxU4k+ObWvQYZHckkZRlZOTh3GKRMAy2Vdbv2pwiDcFBFU6zZs1i1qxZFBQUYJpmteeefvrpWgkmIiJSZzwemDp11/4hmrtuOTjL8ZombeMZGLmdD/maIvXNF8ohaJoUO50UVZbaHUck7aRcOE2cOJHbb7+dfv360bp1awzDqItcIiIidcfthtGja+1y/1k9H4CekSiluX1ood+N0gD5gjkETYtiJ5SEt9sdRyTtpFw4TZkyhWnTpnHZZZfVRR4REZEGZ/GWLwDoE4ngOfJEm9OIHJxAZg6hHT2JKsKFNqcRST8pF07RaJQTT9QvBRERacDicXj33eT+0KHgOrQhv5sjK8CVnFGvZc9TayGgSP0LZgTJMC0AIlEVTiI/lvJ05L/61a944YUX6iKLiIhI/YhE4KyzklskckiX+mrzBkzXVgzLomvUwN1GM8xKw5Tp9+Azk91MY7FtNqcRST8pf8UWDof5xz/+wQcffMAxxxyD2+2u9vwDDzxQa+FERETS3RsrPwHgiGiMiuDR4DzkCWtFbOF1OfCYTgDiCc2qJ/JjKf/r/uWXX9KrVy8Ali1bVu05TRQhIiJNzYL8hUBy/Saz3Qk2pxE5eIZh4DVdgEXc1Kx6Ij+WcuE0e/bsusghIiLSIK0v/wpcyfWb8noOsjuOyCFx4wEiJKxyu6OIpJ2UxzhNnTqVysrKusgiIiLSoGwuLSbq3ADAseEYGZ2OtzmRyKHxWF4AElRgWZbNaUTSS8qF07hx42jZsiVXXHEFn3zySV1kEhERaRBeX/kpGBat43HwHg7eoN2RRA6J2/ADYDkiVMYSNqcRSS8pF04bN27kn//8J1u3bmXQoEF07dqVu+++m02bNtVFPhERkbT10foFQHIa8nDr/janETl0HkcAANMRpTQctzmNSHpJuXByuVyce+65vP7662zYsIErr7yS559/nvbt23P22Wfz+uuvY+5YPE1ERCQteTzw978nN4/noC/zTclSIDm+KbfbT2ornYhtvM5kq2ncGac0HLM5jUh6Sblw2l3Lli05+eSTGTBgAA6Hg6VLlzJq1CgOP/xw5syZU0sRRUREapnbDVddldx+tKxGTVXEIpSzGki2OOUcpcJJGj6vOwuAmCNOiVqcRKo5qMJp8+bN3HffffTo0YNBgwZRUlLCW2+9xdq1a9m4cSMXXXQRo0aNqu2sIiIiaWPm11+AI0YoYZJFHoRa2h1J5JAFPDkARB2muuqJ/EjKhdPw4cNp164d06ZN48orr2Tjxo28+OKLDBkyBICMjAyuv/56NmzYUOthRUREakUiAXPmJLfEwQ2An7X2UyC5flNZXr/ayyZiI7+vGQBhh0VJZdTmNCLpJeV1nPLy8vjwww8ZMGDAPs9p0aIFa9euPaRgIiIidSYchsGDk/tlZZCRkfIllhUuAZLd9DJ6nVyb6URsEwy0gEowDSiqLLM7jkhaSblweuqppw54jmEYdOjQ4aACiYiIpDvTNNmWWAnOnQvfDrY7kkityMhojnOrRcIwKKwotjuOSFpJqXAyTZNp06YxY8YM1q1bh2EYdOrUiQsuuIDLLrsMwzDqKqeIiEjamL9+FZazDLdl0S7mx9G8i92RRGqFN5hL0DQpdjrZVllidxyRtFLjMU6WZXH22Wfzq1/9io0bN3L00UfTo0cPvvvuO0aPHs25555blzlFRETSxjvfzAegZyRCSW5v0BeH0kj4QjkETQuA7WEVTiK7q3GL07Rp05g7dy6zZs1i8ODqXRL++9//cs455/DMM88wcuTIWg8pIiKSThYVLAKS45vch59ocxqR2pMRyiG0Yz3OivBWm9OIpJcatzi9+OKL3HzzzXsUTQCnnnoq48aN4/nnn6/VcCIiIukoP7wCSI5vatlzkL1hRGpRMBgiY0eLUzRaaHMakfRS48Lpyy+/5PTTT9/n82eccQZLliyplVAiIiLpanXhJhKuAgC6RcDbrrfNiURqT8jvxmcmu55Go9tsTiOSXmrcVa+oqIiWLfe9uF/Lli3Ztk1/wUREpAFwu+Gee3btp+DV5R8D0CUapSLYA5ypvV4knfndTjymE4B4QmOcRHZX48IpkUjgcu37dKfTSTyuFaZFRKQB8HjghhsO6qWf/vA/IDm+yTzshNpMJWI7wzDwmi7AIm6qcBLZXY0LJ8uyGD16NF6vd6/PRyKRWgslIiKSrr4r/wqcycKpRfeBdscRqXVu3ECUhFVudxSRtFLjwmnUqFEHPEcz6omISIOQSMCi5Mx49OkDTmeNXlZYUUrEsR6AYyMxQl0G1FVCEdt4LB8QJUEllmVpnU6RHWpcOE2dOrUuc4iIiNSfcBj690/ul5VBRkaNXvbGik/BMGkZj+NwdQRfZt1lFLGJ2/ABJViOCOGYid9Tsy8WRBq7Gs+qJyIi0tR9uH4BkJyGPNy6v81pROqGx5H8IsF0RCkNx2xOI5I+VDiJiIjU0NfblwLJ8U3ZR/3E5jQidcPrCAKQcMQoCWviL5GdVDiJiIjUQCQeo5RvAOgTidCsuwonaZy87mQX1JgzrhYnkd2ocBIREamB91cvBkeUoGmSZbXAyGxjdySROuHz5AAQcZiUqsVJpIoKJxERkQNImBYvfTkXgGPDEUqb97E5kUjdCfhyAQg7LEoq1eIkspMKJxERkf2YuSyfk+/+L/8r+BSAIyNRpm9uy8xl+TYnE6kboUAeAKYBRZVlNqcRSR81no5cRESk0XC7YcKEXfv7MHNZPr97bhGurAV4gysBmJadSSgc4annFvHYiD6c3rN1fSQWqTeBjOY4Cy0ShkFhRbHdcUTShgonERFpejweuO22/Z6SMC0mvrkcXMV4W7/KzjVALcOguNVsjLLjmfjmck7r3gqnQwuESuPhC+aQYZqUOJ1sqyyxO45I2lBXPRERkb1YsLaI/OIwDs9WDMOq9pxhWBiereQXh1mwtsimhCJ1wxfKJWQm/8xvC6twEtlJLU4iItL0mCasWJHc79YNHHt+j1hQGk6eGm0OFrB7o5K14/hu54k0FoFQDkHTBKAiUmhzGpH0oRYnERFpeioroWfP5FZZuddT8kI+AFrG4+Qldk3J7LAsbt1aRMt4vNp5Io1FMJhJxo4Wp2hkq81pRNKHWpxERET2on+nXFpn+WhXvp6VTicAD27aQs9olFaJBP92bMYItaV/p1ybk4rUrpDfjc9MNrFGo9tsTiOSPtTiJCIishdOh8GE4d351hvHMgzaxWIMqaykVSJB3HLwndmSCcO7a2IIaXQCHideM/llQTyhWfVEdlLhJCIisg+n92xN8/YRAHqHk/+NWw7ucf+WCSNO01Tk0igZhoHHShZOCbPU5jQi6UNd9URERPajKPE1OKFXJMIXR/wB8+iLualnD7U0SaPmsTxAlIRVbncUkbShwklERGQfyiJhKo1vAegdjtLlvOvAn2NzKpG657a8QJQEFViWhWHoiwIRddUTERHZh3dWLQRHnFDCJOBoq6JJmgyP4QfAckSIxE2b04ikB7U4iYhI0+N2w9ixu/b34b/rFgDQOxKhsuUJ9ZFMJC14HAEATEeUknAMn9tpcyIR+6lwEhGRpsfjgXvvPeBpy4u+BCM5MUTw6FPqIZhIevA4gwDEHTFKw3HyQjYHEkkD6qonIiKyF4mEybbEKiA5MURe94E2JxKpPz5XJgAxZ4LScPwAZ4s0DWpxEhGRpsc0Yf365H779uDY83vET9Z/A65SXJZFu3gQI6dj/WYUsZHPkw1A1JGgNByzN4xImlDhJCIiTU9lJXTqlNwvK4OMjD1OeeebTwDoHolSntMbNKuYNCEBXzMIQ9hhUVKpwkkE1FVPRERkr74oWAwku+l5Og+wN4xIPcsINAcgYcC2yjKb04ikBxVOIiIie5EfXgEkJ4Zo2WOwzWlE6lcwkIfDsgAorCixOY1IelDhJCIi8iPfbCnAdOUD0C0C7rbH2JxIpH55QzlkmMnCqahShZMIqHASERHZw+sr54MB7WIxEhndwbnvtZ5EGiN/MIeQmVz4dntYhZMIqHASERHZw6cb/wcku+lZ7TW+SZoef2YuwR2FU0V4q81pRNKDCicREZEfWVf2FZCcGKJ595/YnEak/gWDmVVd9aKRQpvTiKQHTUcuIiJNj8sFv//9rv3dbKuoIOJcC8Ax4RgZmlFPmqCQ34PfTE7BH41tszmNSHpQ4SQiIk2P1wuPPLLXp95auRAccUIJk6CrHfgy6zmciP0yPE68ZrJjUixRbHMakfSgrnoiIiK7mfPdAiDZTS/aqr/NaUTsYRgGHiv5/Xo8UWpzGpH0oMJJRESaHsuCLVuS2461anZauW0pkJwYIrurxjdJ0+Uxk7NJJiwtgCsC6qonIiJNUUUF5OUl98vKICMDgGg8QYn1NZBscco56hS7EorYzo0XiJGg0u4oImlBLU4iIiI7zPl2FbhKcVkWhyUyIbud3ZFEbOMx/ABYjjCReMLmNCL2s71weuSRR+jYsSM+n4/jjz+eBQsW7PPcr776ivPPP5+OHTtiGAaTJ0+uv6AiItLovbf6UwC6RaJEmvW1OY2IvdxGAADTEaU0HLc5jYj9bC2cpk+fznXXXceECRNYtGgRxx57LEOHDqWgoGCv51dUVNC5c2f++te/0qpVq3pOKyIijd3iLYuBZDc9f5eT7A0jYjOvKwRA3BFT4SSCzYXTAw88wJVXXsmYMWPo3r07U6ZMIRAI8PTTT+/1/OOOO457772XX/ziF3i93npOKyIijZllWRREVwDQJxyhRfeBNicSsZfHmSycYo4EpeGYzWlE7Gdb4RSNRlm4cCFDhgzZFcbhYMiQIcyfP7/W7hOJRCgpKam2iYiI/NjS/E1Y7k0AdI04cLTqaXMiEXv5vdkARJ0JtTiJYGPhtHXrVhKJBC1btqx2vGXLlmzatKnW7jNp0iSysrKqtnbtNNBXRET29NaqT8GAdrEYVmZPcDjtjiRiK7+3GQBhh0VJZdTmNCL2s31yiLo2fvx4iouLq7YNGzbYHUlEROzmcsGoUcnNlVyZY8EPC4Hk+k1GhxPtTCeSFoKB5gAkDCiqrLA5jYj9bFvHqXnz5jidTjZv3lzt+ObNm2t14gev16vxUCIiUp3XC9OmVTu0vmI5eJITQ+R118K3IhmBFhhFFpZhUFihoQ4itrU4eTwe+vbty6xZs6qOmabJrFmzGDBggF2xRESkCcovLifmWgfAMeEYng797Q0kkgZ8oWYETQuAospim9OI2M+2FieA6667jlGjRtGvXz/69+/P5MmTKS8vZ8yYMQCMHDmStm3bMmnSJCA5ocTy5cur9jdu3MjixYsJBoN06dLFtp9DREQaGMuCih1djwIB3lr5P3DECCVMgp5O4A3am08kDfiCOQQtk1IcbA+rxUnE1sLp4osvZsuWLdx6661s2rSJXr16MXPmzKoJI9avX4/DsatR7IcffqB3795Vj++77z7uu+8+Bg4cyJw5c+o7voiINFQVFRDcURyVlfHR+s+BZDe9RJtTbQwmkj78mTkETROA8nChzWlE7Gdr4QRw9dVXc/XVV+/1uR8XQx07dsSyrHpIJSIiTcnXJUvBlZwYIvd4jW8SAQgGswgmkp+7opGtNqcRsV+jn1VPRERkf8ojMcr5Gki2OAW7nGxzIpH0EPK78ZkGANHodnvDiKQBFU4iItKkzVmzClxluCyLtmYuZLa2O5JIWgh6XHjN5EfFWGK7vWFE0oAKJxERadL+u/Z/AHSLRInn9bM5jUj6cDgMPGZyVEciUWpzGhH7qXASEZEm7auiL4Ed3fSOOMnmNCLpxWO5AYhbZTYnEbGfCicREWnSimLfAMmJIXKOOsXmNCLpxY0XgAQVNicRsZ/ts+qJiIjUO6cTLriAwvJKEr61gIOuUSdGXne7k4mkFY/hB8qwjAjRuInHpe/cpenSn34REWl6fD741794+NrRRD0ODovFMLKOBYd+LYrszuMIAGA6o5SGYzanEbGXfkOIiEiT9b/NXwDQOxzF3Unjm0R+zO1ILhSdcMQoDcdtTiNiLxVOIiLSJFmWxfcVy4HkxBDNumvhW5Ef87kyAYg64iqcpMlT4SQiIk1PeTmGw8GS376GP2JyTDiG67C+dqcSSTs+TzYAUWdCXfWkyVPhJCIiTVowYRLydQFPwO4oImnH78sFIOywKK5U4SRNmwonERFp0o6JRDAOO8HuGCJpKehvAUDCgG2V5TanEbGXCicREWnSjg1HaNZN6zeJ7E0wowWGZQFQWFFicxoRe6lwEhGRJmdbeaRq/5hoFG9nzagnsje+YC4ZOwqnokoVTtK0qXASEZEm579rvq7ab01zCObZmEYkfXmDOQRNE4Dt4WKb04jYS4WTiIg0OXPW/a9q38rrY2MSkfQWCO0qnMrDRTanEbGXy+4AIiIi9W359mXMPSZI23icvCM1vklkXzJCWQTNZFe9SHSrzWlE7KUWJxERaVLCsQSbnWu46rqOfDsqi9DRg+2OJJK2Qn4PftMAIBrdZnMaEXupcBIRkSbls+82Yng2AXBUzAvNj7Q5kUj6CnpdeM3kx8VYXGOcpGlT4SQiIk3Kf775DAw4LBbDmdMLDMPuSCJpy+kw8JjJkR0JU7PqSdOmMU4iItKkfLH5C/xRk9f/72vcxrcwqhwyMuyOJZK23JYbiBE3tQCuNG1qcRIRkSbDNC1+CK8AwBO1MCIxmxOJpD+P5QUgQYXNSUTspcJJRESajBWbtoN3nd0xRBoUt+EDwDTCxBKmzWlE7KPCSUREmox3vl4IjjhBffgTqTGPEQDAckYpDcdtTiNiHxVOIiLSZMz/Prnw7dGRiM1JRBoOrzMIQMIRozSs7q3SdKlwEhGRJmNt2VcAHBtW4SRSUx5XJgAxR1wtTtKkqXASEZEm4YftFcRdqwE4Nhq1OY38f3t3Hh9Vfe9//HXmzJJMZhISAglhCTvIKi4gWpcCF7daqV2sbRWt194q2iL1au1PpXajYm/dq/21V+2vrXurvfW22laR1orijqhsKYoISUgg20xmPd/fHwMTIsmEJeGY5P18POaRk5NPvucz5zvfM+czZxnpPfL8AwCIe9I06YiT9GO6HbmIiPQLf9uwDnwteI2h3FMGJ0/O/MGjzxBFcgnmlUAc4rbRESfp11Q4iYhIv7Di/dUATEwk8FSeDM/9wuWMRHqHgrxSiEPKgl1R3ZJc+i99zCYiIv3Cu7vWAHBkLM6ACSe6nI1I7xEqGJSdro82uJeIiMtUOImISJ/XFEvSYjYAcFQsTv6YE1zOSKT3yAsNpMDJ3MJ/Z2uzy9mIuEeFk4iI9Hkv/GsrVqAGgPGpfAiUwaBBmUck4nJ2Ih9veaEBhHYXTg2xRpezEXGPrnESEZE+7y9Vq8GCYckk/oFHgWVBXZ3baYn0CvnhEsKOQw3QEt/pdjoirtERJxER6fPeqH0dgBmxBAXjdJqeyIEoCBcRcgwA8Vi9y9mIuEeFk4iI9GmJlENNYh0AR8bjFI4/yeWMRHqXcL6fPMcCIJ7UESfpv1Q4iYhIn7Zmaz123hYApsQdKJ/mckYivUso4CXgZHYZUyld4yT9lwonERHp057e+DrGkyScdiguOAK8frdTEulVvLaHgJO5LD6VbnI5GxH3qHASEZE+7cVtrwIwPR7HP/J4l7MR6Z38xgdA2rS4nImIe3RXPRER6bOMMbwfeQcKYEYsTvHE3V986/HAMce0TYtITj7jB5KkTdTtVERco8JJRET6rKodLRh/FQDT4wk8I2Zm/pCfDy+/7GJmIr2LjzwgQtqKkUo7eG194CD9j171IiLSZz27cT34mvEawzC7AvKL3U5JpFfyewoAMHaClnjK5WxE3KHCSURE+qyVWzJHlSYmEviGHudyNiK9l98TAiDtSdIcU+Ek/ZMKJxER6bM2NL4FwJGxOAMm7vX9TdEojByZeUR1zYZIVwK+MABJT4qmWNLlbETcoWucRESkT9rRHKfV2ohF5sYQ/lGz2/5oDLz/ftu0iOSU5xsAQMLj6IiT9Fs64iQiIn3S8//6ACtQA8C4dAgGVLqckUjvlR8oASCmwkn6MRVOIiLSJ/2tajVYhqHJFMFBx4BluZ2SSK8Vyh8IQMoDu6IRl7MRcYcKJxER6ZPW1L0JwIx4nPD4E1zORqR3KwgOzk7XRZtczETEPSqcRESkz4kmUtSn1gOZ65uCYz/hckYivVteuIQCxwFgV2ujy9mIuEOFk4iI9Dmvvl+PNz9z84fJCaBsqrsJifRygVAxoT2FU6zZ5WxE3KG76omISJ/zl42vYzwpwmmHgeFJYH/k7c6yYNKktmkRySk/XEzYcagBWmI73U5HxBUqnEREpM95ufpVsGF6PE7+6A5O0wsG4e23D39iIr1UKFxMyMncuj8Wq3M5GxF36FQ9ERHpU1Jph62t7wKZ65sKx+v6JpFDFc73k5c5U49Ecpe7yYi4RIWTiIj0Ke9ub8IKVAEwPZ7EGnasyxmJ9H6hPC8BxwYgmWpwNxkRl6hwEhGRPuXZTevB14LXGIb5hkNe4b5B0ShMnpx5RKOHP0mRXsZne7KFUyqt25FL/6RrnEREpE95fusrAExMJMgbPqfjIGPgnXfapkWkSz7jA1KkTYvbqYi4QkecRESkzzDGsKnxLQCOjMUZMOFElzMS6Tt8xg9A2ugorfRPKpxERKTP2LqrlaR3E5C5MYQ9crbLGYn0HX7yAXCsGGlHR2ql/1HhJCIifcY/qj7ACtQCMM4UQtEwlzMS6Tv8VhAAx47TEku5nI3I4afCSURE+oxnN78ClmFoMkWobKbb6Yj0KX47BEDak6QplnQ5G5HDT4WTiIj0GWvr3wRgRjxOkb6/SaRbBbxhAFKeFM064iT9kO6qJyIifcKuSIImswGbzPVN/tEndB5sWVBZ2TYtIl3K8w8AIO5xaNYRJ+mHVDiJiEifsPq9Orz572OASUkPDJ7UeXAwCO+9d7hSE+kT8gMlkNxTOOmIk/Q/OlVPRET6hL9VvY7xpAinHQYXTQGP7XZKIn1KML8UgKQHdrXqluTS/+iIk4vSjmH15p3UNscYHM5j5qgSbE/3nTKSdgxPr1vH+p2bmVAyilMnTuz29ns6/55sf88yevs66sn89yyjN/dzb2//cCyjt7e/ZxkvbH0FCmBaPE7+aH1/k0h3K8gfBE2Z6de3VnPOjJF6X3ahfb3vu8cyxv2vTL/rrru4+eabqa6uZvr06dxxxx3MnNn53ZAeffRRrr/+et577z3GjRvHTTfdxBlnnLFfy2pqaqKoqIjGxkYKCwu76ykcsKfWbufGP77D9sZYdt6QojyWnjWJ06YM6Zb2r3vmXmJFD2NZBmMs8hrP5Qdzv9pt7fd0/j3VvjGGpkQTT6x5l1tf+i3J0HNYFhhj4W+Zx5XHnccZk0cT9ofx2/5Dfg7VkRo8/jqcRCnlBWXdto6eXLOFpSt+SbzoiWwfBxrP4QdzvsbpUysOuX3o+edwuNrv6ddpT+W/9zJ663M4XOvou//zNg2h+/AVreHyXQ28FfkWnzr73M6X0doKJ52Umf773yE/v1tyEemrnlq7nXt/9yTvj7iVqMdDy6arKA8O6/ax3Bf2XXpye9qT62fPMnrzOjoYB1IbuF44Pfzww1xwwQXcc889zJo1i1tvvZVHH32U9evXM3jw4H3iX3jhBU466SSWLVvGpz71KR544AFuuukmXnvtNaZMmdLl8j4OhdNTa7dz6W9ewwCWtzH7wiFVBMDdXzmqyxdP2knTmGikId5AY7yRhlhDdvq1D7fyl3Xr8Ra90e6aZ2Mg2XAMZ0yayJFDywn5QhT4Cwj5Qm0Pf+Zn0BfEY3V8Jmd35N8T68cxDg3xBnZEd7CjdQc7ojuoa61jR2vmZ220NvN7dAcJJ7FfuQTsACFfiLA/nH3k+n3P9GubW/nO76rwhtcQGPJ4dgMXr/406eYp3PiZsRw9KkgkGSGajNKSbMlOR1IRWhItRFNRIsnIPo9oMkpTooW06fjCXGMg6A1RnFeY7d8CX/ufe/q5wFdAyL/X/L3+tnJdA5f99nW8RS8TGPL7tuew/RxSjcfu0w+OcUg6SVJOipSTyk5/9Oee6VVVNdz6zHo8oXfxF6/KFq+JujmkGo/m5s/O5NPTRuPz+A78RcThe53u7/o51Oewtz3D+uP+HA73OgqP/T74ItxUXc9Vu+6glbzOlxGJQChza2VaWqCg4JDyEOnL9oyzCnbgG3cT9V4v0S0X4kQmArm3RY5xaE210pLIvM/teb/76PRb22r46/oNHey7WMS2n8M1cz7J2VOPYGDeQOyDOA3Xte1pzZmkm6fyvc9MYPaYAcTTcRLpBEknmZ1OOInMz3SCeDpOMp0k4bSf3rRjF89XbcFbuLaDfbtjOXPSBKYPLc++nwd9wez7/J5HyBfCZ3f+nnqo75uOcYilYkRTUVpTrUSTmZ+tqVaiqSgvbd7Ofas2YAc34S18K/u+353vCQejVxVOs2bN4thjj+XOO+8EwHEchg8fzhVXXMG3v/3tfeLPPfdcIpEITz75ZHbecccdx5FHHsk999zT5fKyK2fbto5Xjm1DXl7b75FI5415PO0/pdyP2LRj+MRNz7KrrgF/4asEyv8nO7gS9SeTjlaSnxfnqClFJEwLMacZ07qTeLqZhNNCzIkQd5pJmMyyDBALtBU4gYSDJ0ePth5AbCqvAL8niN8KEkz5yTP5+Dx5vFebJpn0Y/l34g2tx7Ig6veQbDiGdHQsRQbmjS/Dtmwsy8aDF4/lwYMXy/KQDgTxeLx4sPElHWzH4LG8ePAANg+8uJWWuMFX+AbOiP/F8mQGlqk+ESs6lGBehOkjbWJOI9H0LlrTDUSdXeyym3A8DgDelIMv3flzi/ksHJOHZcf3iTVpL5bddtFr3Gfh7D6E3FW77WMN3pTp9IZdCa9F2m6L9aU774y9Y+20wZ/qPDZpW6S8Bx7rcQyBZFusMRY4PvAksCxI2pDyejAGrGQ++SkHr9fgmBQGB4OzV7uZWADLMeQlc+WQO9aDD78nH58VxPbmQyCM38rHZ+UTTnjxe4J4rfzdMZmftpXH/65tpiGVjzf0LoHB/0sw6WQ20LWnkWqaQijP8JmjyjFWipTlEPdZpE2KtEnijTVnp9MmSZrk7t9TpK0UrT5488N6kqaZwrzX9nkTS9R/ggAlnDhuBHawBL9VQMAToiDhwW8Fsa1937iMx0M60Lbt8bRGuf+f79ESz7wWM29i9TiJgTjpImK+PMIBL/9+4ij88VhmwR3IbCMs4k6EhImQbt1JKp3Zlvxj01YSVj3+klXZ59AayPRxqnkSoaSXsaUhLMvCyu5etE0n8v3s2e3wJ9J4nLadEAOs295M0onhG/Amsby2bY8v4ZCum0XACjOjciC2ZePBs3t7YZPKy89sEywbX9Lgdcj+3cJut7147J1dRJPgLXydUNFzeB2wDLRWn02q8WjKigL8bckpmdNA8vMz22KAXbugpCQzXVOzb+G0d2wiAckcdxDLy8u8dxxobDKZie9MIABe74HHplIQj3ce6/eDz3fgsek0xGKdx/p8mfgDjXWczBHA7oj1ejPrAjJjIprjOpwDiT2QfYMe3o/IikY7HfdYVuYGKAcT29qaWc+7pR3DvJ8+R3VjnHDRC7RWPg2WhTFg7xyLlSjG70swotQmaWKkTCsJp5WkaaXJnyBpYoDBn3Cw93P/JFeshQfyiinwlhC0Syh0CglTRNAuJt9TTIFdTNAuJmCFsSyLVF4+DvCLf2wmEWnFdtLttqdmd1EQDnj58icn4Nk9Pj3JBJ5UCsekSZjMvlfMaSHuNBN3WmjxxmklQsxpJhVvYGtdLY7VjCdQt8/7/qHsR+zvvsH+xnrwkm/yCaYC+DwB/FYQrycPn5XP5toUyaSPVLABijL7d56UwW4chZMsxu9NMrzUS8okSJkYKRMn6kkQtzP97KRj7fYjPmrv9/u99zmMsYhWLWFwweC27fVh3EY0NTVRVFGxfwdVjIvi8bixbds8/vjj7eZfcMEF5tOf/nSH/zN8+HBzyy23tJt3ww03mGnTpnUYH4vFTGNjY/bxwQcfGMA0ZlbXvo8zzmjfQDDYcRwYc/LJ7WNLSzuPPeYYY4wxL2yqM5XXPGk+KOo8dmNFwEy5f0r2sbEi0Gns1oF+M+n/nmSOuPs0M/HOc8ya4SWdxtaHbDPup/9uxv/0382E2843L40d1GlsxG+1y2HltFDnzw3axT59TGHO2GN/Pikb+8QJA3LGnnj7xGzsg3M6f24GzPybx5sp908xk345y/z3v1XmjJ138W1m5P/5rZl831Rz19mdrwcD5uyLv2NGf/d2M/r7y82y0+bnjF24ZLqZ9MvjzOR7jzQ/+MqQnLFfv2KiOeLnnzRH3H2a+fZXZuSMvfyLXzKjv/dTM+q7d5nLPvf1nLFXnX2BGXX9vWbU0rvNV7/87zljv/f5I83En51pjrhnnln4rSk5Y3/yhbJsX5x7w+icsXedPchMuX+KmXzvdPPp7x+RM/be00qz7c6/eXzO2AfnlGRjT7x9Ys7YJ04YkI099ueTcsY+fUxhu9dwrtiV00LtYiN+q9PY1ROC7WLrw3ansWuGl5jxP73EjPvJN8zYm64xHwwo6jR2Q1mxGfPDH5ixy64z45Z/y2woK+40dutAX7sc3hqV32lsfdhuF7t6Qufbv964jTCbN7dtr7/5zdyxa9e2xS5dmjt29eq22OXLc8euWNEWe+eduWOffLIt9r77csc+8khb7COP5I6977622CefzB17551tsStW5I5dvrwtdvXq3LFLl7bFrl2bO/aqq9piN2/OHXvZZW2xtbW5YxcubIttackd+7nPmXZyxfbwfkRWZWXnsZMmtY+dlGMbWFnZPvaYYzqNrQ8dyjYinHO9jf+vr5tx//UfZvJ93buNOP6muWbC7V8043/6NfOb2UfmjJ1zwwIz8c5zzBF3n2b+e/6wnLFn/3BsNoeu9iPOvX6MmfzfR5lJv5xpbv5cjn4Dc/4Vc8yE284342+5yHz3nONzxl66uNJMvm+KGX/Lxeaa807MGbvksuHZfJdcNjxn7P+5eGg29tLFufP9wVeGZGMvvGZkztjlCyabiT87c7/2Iw7nNqIRDGAaGxtNV1y9OURdXR3pdJqysrJ288vKyli3bl2H/1NdXd1hfHV1dYfxy5Yt48Ybb+yehLtBbfPuT+Asp/Mg4yPZNBmTDmYeqe1Ax58ImuQAIlVXZ393km8BOztu1wmQqFnQ9mv8dWBHJzn4adl0FZYdw/LEScfuBjruk72lWytw0vVkrx7tKI1kGMe2sKw0xnTfXa8i711Gc90owCbZeC/wfufBxotJFRHffg5wd852nWQp6dbRmenYuzljY9vPJeKbBkC87iHgNzljo8FjAUju/Bvweqex6dYRpCPjM6knP8iZg0mW4CQyp7k68Y7HxR6JhuNoff9TmXy2rQG+kzMewBiLWPVZwG2dt1s3l+Z3vwxYRHe8Dyzqst39kWyZSOvWM7HsOPHoTnK9Jo3jx6R9WHbX3zVijC/zyaPjBeMF1nYa6ySLSdR/AmO8YCWBt3PkkE86NgTLE8Oyc3wCBljeVvwlq9p+tzv/9Nuyo+QPfWi/YrO5GA8mnQ9O15t9YyzidafgJBuBTto2NvHa+YABC5zE40BLl22T+Y+cUs3jSSU9YDk4qQagodNYJxXGSRs8do6jGyLSPQ7k+n3jo2XTVeAEME4eqZYfAq90Gh6vzbwXHZ1sALbkbDry3n8QC8bxeJtJxx4j1zbCzv8QX2HN7ultOdv1ht/BG8ocubA8ubcpqeaJJHZWYNJBUi2v0On+FNC6dSEtiaMASNT9Driv09hE3TxiwWm7l/Ek8EKnsR4MU2sms2rXZ0g1/g34R+c5fHgezeuPxfLEidU8D3R9ltb+SOw8kci/5mMcH61bNwHf7zQ22TCT2IfzCI1d1i3LdoOrp+pt27aNoUOH8sILLzB79uzs/KuvvpqVK1fy0ksv7fM/fr+fX/3qV5x33nnZeT/72c+48cYbqamp2Sc+Ho8T3+s0hKamJoYPH+7aqXqrquo57xcvkm9qCY/+SfuNkIGWqm/hpIv4xqemMXFIJj9Pa+5D7E5+2yH2je/VcutfNgBwjv13Lg/8mm1+m4pEmjvj5/Nbez4AV586nknFvnaH4z/KCbaduuKJxyCdZkN1M7f8bROWt5HQmP/K5t8a8GTy33Qt/lg+35ozmvHl4Y7bzQ9mv3DSSsSxUplTkYyB9dUN3PbsBixfA6FRd9AasLKxvoRDbOO3MKkirpw3dp/2nby2U2usRAIr1fEO84bqZpat3IKxPHzBXsFi+162e9vW0e/TmQvG9yzDCbSdWpOrXQAnkMe62gjLn96AN53iE4W/Zt3gd3AsC48xTKydxEu7Mq/db5wxiQnDMqcKWckkVrLz03CMP4DZfRrO+q07uf1P7wAd9/HDzCFle7n61PEcMSiIlej8NBzj82P2Og3HE49l19Etf9sEwKziB1k3+B3iXgvHtphUM4WX6r9EIJXssB8AjNeH2euwuSfWvmjYu/2jBz7EW0PfxbEs7LTDkR8ekV1HH23feL0Yf9shdk8nt8PdUN3MT57dTDIvunsDbchP7B5DBlqqlmBSA9rat+1MP+/mieY+DeednQmWP50ZZ6cU3NdpHy+eP55xI/e6VjPSTDzdSmu6hVi6hWgqQmu6hdZUhKiJ0GzHaU1HiKaaadpZx/s768HbhO1vbL9+gYgzFCdZwtQh5Qz3FRC0C8i3C8j3hsizQ+R7g+TZIYLeMP5QKX5PHpZlZfrCcTrsY8eyiPszfbxq1/kEknG+NXdM52O5g23E3n2wd/uvD1+XXUfTtx7Byzu/COzbx9D5NuKjNlQ386OVH2D5mgiNXYYv5eDds0nbvT01qSLuv+hYZo0eqFP19tCpegce249P1XvpX/VceN/LWN5GCsb8lFhe246LP25o3bSk4/dlAwQsvMkW7GQEX2QnvngTnmQL3lQUO9WCNxnBTrbQ3NTA+to6SmnkJM9b1BgPH3q9DEumGJRyuCX1WTaZCv5t5jTKh1USKxoGdub13tE2Iu2kaErtpDmxk3o7wob6bTyzcRN59hbygpv2WQXJ5vE48TKOO2I0laVlFHgLCZt8QgQpsMPkecPYH7nue+99jg1b6rjtqcwHeccVP8C7g9/Nbu9m1VaypWU+Xo/D+ceWMTIInkQrHieReaTjWE6ybdp28JDCk47jScSwEzFaIhHeq20gTJRjPRuo9dps9XkZ6qQoMw5/cY5mZyrMpGHlFBYNIOULkfYGSfsKSHszj0RwAOm8IlK+AhwrD1Lt9//23r/zj7+F9O5hb6cNviREqjruZ+Pzg23hSbViJ5rxRRuxU1HsVCt2KoonFcNOR6mr38U/N31IqbeJAQP+wQ9LivGlwGMMV9fv4va671FDSdv2+mN6qp6rhVMikSAYDPLYY4+xYMGC7PyFCxfS0NDAH/7wh33+Z8SIESxZsoTFixdn5y1dupQnnniCN998s8tlun1ziD3XONH4Id8q/TbfLy3JDq4b6nYyvakQbD9jBhXsdU3B/jMYqnZEIJ1gjLV9n2svqsyQbmv/zcImvteD+fdE+x9dRk+vozHWdmq8Nh/4vAxPpihLpbu9/e7O343n0JPt9/TrtCfy33sZdST4j0ovzl4d7TGGn7+fopSP73M4nOuoo36+rm4XP61bBkVDef6aOfve6lY3hxDZL3v2W6obYxxX/GveKVubHWcX1PqZ2FzKQG+cWUP9WPFmSLRAvAnizWBynF1zKCwPhMogXA7hit0/h+z7M1gClpV9DjWRGoJjf4xlte36GmMR3fRtygrK9t1WJFshuhNad37k567MY/c8E93Jlg+3Uug0MIBou+1deTrHBU1usgMQCEMgBIEwxh/iha1x6pMB1odr+c3gRLafL9phM7WpmAHeJEcN8WMlIpCMQiKSeaRzfPjSiWq7/Tr6YuI63g8f1fH2uof1uptDzJw5kzvuuAPI3BxixIgRXH755Z3eHCIajfLHP/4xO+/4449n2rRpB3ZzCJfvqverB37Ng/4f7vPC6W16Ov/evn7k46G3v45+Hyrgxr2KgqV1OzmnJccn0/1UR2/EF37pK53fVW/kyMz0e++pcBLJ4am127nxN3/l+cA32OH1HNj21PJkdtD94d076uF2O+wECiEQZt1Ohyde+4CrvQ/j2auwcQw870xleqmhKFUPLTX7X5DZfgiVQ7icajOAp963eL/wQ34/uDG7Pf1CbYiRTRXMrfRS7ovuVRDtglTuU6z31w5TSDBcTEEwBF5/pmjx7n7YfvDm7TW9Z34gE+vNAzvA2ppWfvfiRq73/eYj68fi9tQCzpw+jHFFZnfh2gzxlr2K2N3zEi2Q2r/Tmg/qfdPygD8EviD4g+AvAF9B5qc/yIcRDy/+q57P2M+zd22UMh5OjN/G0q/8m+6q15WHH36YhQsX8vOf/5yZM2dy66238sgjj7Bu3TrKysq44IILGDp0KMuWZc6HfOGFFzj55JP58Y9/zJlnnslDDz3Ej370o151O3KAFatf5+Q/fRLPXmf7p7FYM/MnzJg49pDbf33dJqavvkrtu7iM3t7+4ViG2t//ZdTabTsrg9JOr3kO7r1OPfz9jGf55MwZ3bIMkf5u9bOPM/PvF+4z/70x5zNy2icyO8zZoqiwrTDytZ1625Wn1m7ntSdu5+rkPXgth5TxsNz3dY5a8I22HWonDZEd0LwdmqvbfjZt2/377nnRuk6Xc0BFgccL+cWQX5I5gpVfAsHiDuaVsLqqhmP+cXGPbYv2a/10JZ3cXVjtOTq4p6jKzHv/7VVUVj2wz79tHv9VRk09YXcRtKcg+khx5A102dfd8hy6Wa8qnADuvPPO7BfgHnnkkdx+++3MmjULgFNOOYWRI0dy//33Z+MfffRRrrvuuuwX4C5fvrzXfQEugPPqr7CevBLLpDGWjfnULXiOXqj2D1P7h2MZvb39w7EMte/+Mnp7+4drGSL9WuOHmFunYO11tMdYNtbit6BoaLctJu0Y3lj7Nq01G8kvG8eRUyYf3KlbqUTm6NTexdUHL8Hax/aNnX4eVMzYqygqyRRGwZJMEbifhR/0/Lao29ZPZw5DP/f4czhAva5wOpw+ToUTAI0fws5/Qcnobt3wqP2P0TJ6e/uHYxlq3/1l9Pb2D9cyRPqz1/4f/HExmDRYNpx1Kxx1gdtZ7b/GD+HWKe1P9bNs6Obir9dvi3p7Px8gFU45fOwKJxEROfxaW+H00zPTf/5z+7uViUjnVBT0D729nw+ACqccVDiJiIjuqifSj/WjokC6diC1gatfgCsiIiIiclgVDVXBJAfF03WIiIiIiIhI/6bCSUREREREpAsqnERERERERLqgwklERERERKQLujmEiIj0T8Gg2xmIiEgvosJJRET6n4KCzC3JRURE9pNO1RMREREREemCCicREREREZEuqHASEZH+JxaDM8/MPGIxt7MREZFeQNc4iYhI/5NOw5/+1DYtIiLSBR1xEhERERER6YIKJxERERERkS6ocBIREREREemCCicREREREZEuqHASERERERHpQr+7q54xBoCmpiaXMxEREddEIm3TTU26s56ISD+1pybYUyPk0u8Kp+bmZgCGDx/uciYiIvKxUFHhdgYiIuKy5uZmioqKcsZYZn/Kqz7EcRy2bdtGOBzGsiy306GpqYnhw4fzwQcfUFhY6HY60gPUx32f+rh/UD/3ferj/kH93PcdSB8bY2hubqaiogKPJ/dVTP3uiJPH42HYsGFup7GPwsJCDd4+Tn3c96mP+wf1c9+nPu4f1M993/72cVdHmvbQzSFERERERES6oMJJRERERESkCyqcXBYIBFi6dCmBQMDtVKSHqI/7PvVx/6B+7vvUx/2D+rnv66k+7nc3hxARERERETlQOuIkIiIiIiLSBRVOIiIiIiIiXVDhJCIiIiIi0gUVTiIiIiIiIl1Q4eSiu+66i5EjR5KXl8esWbNYvXq12ylJN/rud7+LZVntHhMnTnQ7LTkEf//73znrrLOoqKjAsiyeeOKJdn83xnDDDTcwZMgQ8vPzmTdvHhs3bnQnWTloXfXzhRdeuM/YPu2009xJVg7KsmXLOPbYYwmHwwwePJgFCxawfv36djGxWIxFixYxcOBAQqEQn/3sZ6mpqXEpYzlQ+9PHp5xyyj5j+etf/7pLGcvBuPvuu5k2bVr2i25nz57Nn//85+zfu3scq3ByycMPP8ySJUtYunQpr732GtOnT+fUU0+ltrbW7dSkG02ePJnt27dnH88//7zbKckhiEQiTJ8+nbvuuqvDvy9fvpzbb7+de+65h5deeomCggJOPfVUYrHYYc5UDkVX/Qxw2mmntRvbDz744GHMUA7VypUrWbRoES+++CJ//etfSSaTzJ8/n0gkko258sor+eMf/8ijjz7KypUr2bZtG+ecc46LWcuB2J8+BrjkkkvajeXly5e7lLEcjGHDhvHjH/+YV199lVdeeYU5c+Zw9tln8/bbbwM9MI6NuGLmzJlm0aJF2d/T6bSpqKgwy5YtczEr6U5Lly4106dPdzsN6SGAefzxx7O/O45jysvLzc0335yd19DQYAKBgHnwwQddyFC6w0f72RhjFi5caM4++2xX8pGeUVtbawCzcuVKY0xm7Pp8PvPoo49mY959910DmFWrVrmVphyCj/axMcacfPLJ5pvf/KZ7SUmPKC4uNr/85S97ZBzriJMLEokEr776KvPmzcvO83g8zJs3j1WrVrmYmXS3jRs3UlFRwejRo/nyl7/Mli1b3E5JesjmzZuprq5uN66LioqYNWuWxnUf9NxzzzF48GAmTJjApZdeSn19vdspySFobGwEoKSkBIBXX32VZDLZbjxPnDiRESNGaDz3Uh/t4z1++9vfUlpaypQpU7j22muJRqNupCfdIJ1O89BDDxGJRJg9e3aPjGNvdyUr+6+uro50Ok1ZWVm7+WVlZaxbt86lrKS7zZo1i/vvv58JEyawfft2brzxRk488UTWrl1LOBx2Oz3pZtXV1QAdjus9f5O+4bTTTuOcc85h1KhRVFVV8Z3vfIfTTz+dVatWYdu22+nJAXIch8WLF3PCCScwZcoUIDOe/X4/AwYMaBer8dw7ddTHAF/60peorKykoqKCNWvWcM0117B+/Xp+//vfu5itHKi33nqL2bNnE4vFCIVCPP7440yaNIk33nij28exCieRHnL66adnp6dNm8asWbOorKzkkUce4eKLL3YxMxE5FF/84hez01OnTmXatGmMGTOG5557jrlz57qYmRyMRYsWsXbtWl2D2od11sdf+9rXstNTp05lyJAhzJ07l6qqKsaMGXO405SDNGHCBN544w0aGxt57LHHWLhwIStXruyRZelUPReUlpZi2/Y+d/WoqamhvLzcpaykpw0YMIDx48ezadMmt1ORHrBn7Gpc9z+jR4+mtLRUY7sXuvzyy3nyySdZsWIFw4YNy84vLy8nkUjQ0NDQLl7juffprI87MmvWLACN5V7G7/czduxYjj76aJYtW8b06dO57bbbemQcq3Bygd/v5+ijj+aZZ57JznMch2eeeYbZs2e7mJn0pJaWFqqqqhgyZIjbqUgPGDVqFOXl5e3GdVNTEy+99JLGdR+3detW6uvrNbZ7EWMMl19+OY8//jjPPvsso0aNavf3o48+Gp/P1248r1+/ni1btmg89xJd9XFH3njjDQCN5V7OcRzi8XiPjGOdqueSJUuWsHDhQo455hhmzpzJrbfeSiQS4aKLLnI7NekmV111FWeddRaVlZVs27aNpUuXYts25513ntupyUFqaWlp90nk5s2beeONNygpKWHEiBEsXryYH/zgB4wbN45Ro0Zx/fXXU1FRwYIFC9xLWg5Yrn4uKSnhxhtv5LOf/Szl5eVUVVVx9dVXM3bsWE499VQXs5YDsWjRIh544AH+8Ic/EA6Hs9c7FBUVkZ+fT1FRERdffDFLliyhpKSEwsJCrrjiCmbPns1xxx3ncvayP7rq46qqKh544AHOOOMMBg4cyJo1a7jyyis56aSTmDZtmsvZy/669tprOf300xkxYgTNzc088MADPPfcczz99NM9M46758Z/cjDuuOMOM2LECOP3+83MmTPNiy++6HZK0o3OPfdcM2TIEOP3+83QoUPNueeeazZt2uR2WnIIVqxYYYB9HgsXLjTGZG5Jfv3115uysjITCATM3Llzzfr1691NWg5Yrn6ORqNm/vz5ZtCgQcbn85nKykpzySWXmOrqarfTlgPQUf8C5r777svGtLa2mssuu8wUFxebYDBoPvOZz5jt27e7l7QckK76eMuWLeakk04yJSUlJhAImLFjx5r//M//NI2Nje4mLgfkq1/9qqmsrDR+v98MGjTIzJ071/zlL3/J/r27x7FljDEHW+WJiIiIiIj0B7rGSUREREREpAsqnERERERERLqgwklERERERKQLKpxERERERES6oMJJRERERESkCyqcREREREREuqDCSUREREREpAsqnEREpM+68MILWbBggdtpiIhIH+B1OwEREZGDYVlWzr8vXbqU2267DX3Pu4iIdAcVTiIi0itt3749O/3www9zww03sH79+uy8UChEKBRyIzUREemDdKqeiIj0SuXl5dlHUVERlmW1mxcKhfY5Ve+UU07hiiuuYPHixRQXF1NWVsYvfvELIpEIF110EeFwmLFjx/LnP/+53bLWrl3L6aefTigUoqysjPPPP5+6urrD/IxFRMRNKpxERKRf+dWvfkVpaSmrV6/miiuu4NJLL+Xzn/88xx9/PK+99hrz58/n/PPPJxqNAtDQ0MCcOXOYMWMGr7zyCk899RQ1NTV84QtfcPmZiIjI4aTCSURE+pXp06dz3XXXMW7cOK699lry8vIoLS3lkksuYdy4cdxwww3U19ezZs0aAO68805mzJjBj370IyZOnMiMGTO49957WbFiBRs2bHD52YiIyOGia5xERKRfmTZtWnbatm0GDhzI1KlTs/PKysoAqK2tBeDNN99kxYoVHV4vVVVVxfjx43s4YxER+ThQ4SQiIv2Kz+dr97tlWe3m7blbn+M4ALS0tHDWWWdx00037dPWkCFDejBTERH5OFHhJCIiksNRRx3F7373O0aOHInXq7dNEZH+Stc4iYiI5LBo0SJ27tzJeeedx8svv0xVVRVPP/00F110Eel02u30RETkMFHhJCIikkNFRQX//Oc/SafTzJ8/n6lTp7J48WIGDBiAx6O3URGR/sIy+kp1ERERERGRnPRRmYiIiIiISBdUOImIiIiIiHRBhZOIiIiIiEgXVDiJiIiIiIh0QYWTiIiIiIhIF1Q4iYiIiIiIdEGFk4iIiIiISBdUOImIiIiIiHRBhZOIiIiIiEgXVDiJiIiIiIh0QYWTiIiIiIhIF1Q4iYiIiIiIdOH/A2OMM09dHZcNAAAAAElFTkSuQmCC", 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", 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" ] @@ -552,7 +691,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 14, "metadata": {}, "outputs": [], "source": [ @@ -675,7 +814,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 15, "metadata": {}, "outputs": [], "source": [ @@ -707,7 +846,43 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "panelview(\n", + " df,\n", + " unit=\"unit_id\", time=\"time_id\", treat=\"W_it\",\n", + " collapse_to_cohort=True,\n", + " sort_by_timing=True,\n", + " title = \"Treatment Assignment\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 20, "metadata": {}, "outputs": [ {