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"plt.rcParams['figure.dpi'] = 120 # set default dpi of figures\n",
"_, applied_loads_pw, tip_displacements_pw = pynastran_utils.read_load_displacement_history_from_op2(op2_object=sol_106_pw_op2,\n",
" displacement_node_id=tip_master_node_id)\n",
"plot_load_displacement_diagram(tip_displacements_pw, applied_loads_pw)\n",
"plot_tangent_stiffness_matrix_eigenvalues(analysis_directory_path, input_name, applied_loads_pw)"
]
},
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"From the plots above we can observe that the first subcase lands on an unstable equilibrium point, as the last converged increment features more than one negative eigenvalue. In the second subcase it becomes clear that such equilibrium points belongs to a complementary path, that is to say to an equilibrium path that is disconnected both from the natural path and from the ground state. In fact, in the second subcase the applied loads and displacements reach a minimum around $P/P_\\text{SOL 105}=1.75$ and then increase along a different trajectory. Contrary to the complementary path found for the unreinforced box beam in our [last notebook](14_Investigation_of_the_Equilibrium_Paths_of_the_Unreinforced_Box_Beam.ipynb), this complementary path appears to be completely unstable.\n",
"\n",
"In the eigenvalue diagram we can observe that not all eigenvalues of the second subcase start from the final eigenvalues of the first subcase and that some eigenvalues are lost after a certain increment number. This is caused by the fact that we use the Lanczos method to calculate the eigenvalues of $\\boldsymbol{K}_T$. In fact, the Lanczos method calculates the first $N$ eigenvalues of a matrix from the smallest in magnitude to the largest. When one eigenvalue disappears after a certain increment number, it means that such eigenvalue is no longer among the 10 smallest magnitude eigenvalues. \n",
"\n",
"In addition, we can observe a clutter of eigenvalues approximately between the 50th and the 75th converged increment. By looking into the f06 file we can see that for those increments the eigensolver found less than 10 eigenvalues and this explains the reason for the apparent mess in that part of the eigenvalue diagram.\n",
"\n",
"Now let's try to unload the structure with the load control method to verify that we can jump from the complementary path to the natural path. What we expect to observe in this analysis is in fact a jump around $P/P_\\text{SOL 105}=1.75$. We modify our `BDF` object by deleting the `NLPCI` card, in order to remove the arc-length control. The we run the analysis and we plot the results."
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
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"pycharm": {
"name": "#%%\n"
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},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Nastran job equilibrium_path_verification_pw_load_control.bdf completed\n",
"Wall time: 601.0 s\n"
]
},
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"source": [
"# Remove NLPCI card to activate load control method\n",
"del box_beam_bdf.nlpcis[second_subcase_id]\n",
"\n",
"# Run analysis\n",
"input_name = \"equilibrium_path_verification_pw_load_control\"\n",
"sol_106_pw_load_control_op2 = pynastran_utils.run_tangent_stiffness_matrix_eigenvalue_calculation(\n",
" bdf_object=box_beam_bdf.__deepcopy__({}), method_set_id=zero_load_set_id+1, no_eigenvalues=no_eigenvalues,\n",
" analysis_directory_path=analysis_directory_path, input_name=input_name, run_flag=False)\n",
"\n",
"# Plot results\n",
"_, applied_loads_pw_load_control, tip_displacements_pw_load_control = pynastran_utils.read_load_displacement_history_from_op2(\n",
" op2_object=sol_106_pw_load_control_op2, displacement_node_id=tip_master_node_id)\n",
"plot_load_displacement_diagram(tip_displacements_pw_load_control, applied_loads_pw_load_control)\n",
"plot_tangent_stiffness_matrix_eigenvalues(analysis_directory_path, input_name, applied_loads_pw_load_control)"
]
},
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"source": [
"We indeed observe a clear jump at $P/P_\\text{SOL 105}=1.75$, both in the load-displacement and in the eigenvalue diagram. At the same time, in the load-displacement diagram we can notice a few equilibrium points in the middle of the jump. By zooming into both diagrams, it appears that these equilibrium points belong to another equilibrium path, however stable this time, which is also disconnected from the natural path and from the ground state, given the additional jump observed. It is then possible that the Newton solver jumped first on another complementary path and then on the natural path, finally succeding to completely unload the structure.\n",
"\n",
"In fact, since the FE model of our box beam has many degrees of freedom, it is well possible that a number of complementary path exists in the equilibrium manifold. However, finding all complementary paths of the box beam within the investigated load range is out of the scope of this notebook, so we won't look further into the additional equilibrium path found with the last analysis.\n",
"\n",
"Next, we want to perform a similar analysis using the load and displacement error functions. We then define the two subcases with the following nonlinear analysis parameters, run the analysis and plot the resutls:\n",
"1. concentrated tip load, load and displacement error functions, default remaining parameters;\n",
"2. no load, load and displacement error functions with vector component method, fine nonlinear analysis parameters:\n",
" - $\\Delta\\mu^1=0.01$,\n",
" - $\\mathrm{EPSP}=\\mathrm{EPSU}=10^{-3}$,\n",
" - $\\mathrm{MAXBIS}=10$,\n",
" - $\\mathrm{MINALR}=0.01$,\n",
" - $\\mathrm{MAXALR}=1.0001$,\n",
" - $\\mathrm{DESITER}=5$.\n",
" - $\\mathrm{MXINC}=100$."
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Nastran job equilibrium_path_verification_pu.bdf completed\n",
"Wall time: 247.0 s\n"
]
},
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",
"text/html": [
"\n",
"
\n",
" "
],
"text/plain": [
"Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Modify convergence tolerances of first subcase\n",
"first_subcase_id = 1\n",
"box_beam_bdf.nlparms[first_subcase_id].conv = 'PU'\n",
"\n",
"# Reactivate arc-length method for second subcase\n",
"box_beam_bdf.add_nlpci(nlpci_id=second_subcase_id, Type='CRIS', minalr=.01, maxalr=1.0001, desiter=5, mxinc=100)\n",
"\n",
"# Run analysis\n",
"input_name = \"equilibrium_path_verification_pu\"\n",
"sol_106_pu_op2 = pynastran_utils.run_tangent_stiffness_matrix_eigenvalue_calculation(\n",
" bdf_object=box_beam_bdf.__deepcopy__({}), method_set_id=zero_load_set_id + 1, no_eigenvalues=no_eigenvalues,\n",
" analysis_directory_path=analysis_directory_path, input_name=input_name, run_flag=False) # run analysis and read OP2 file\n",
"\n",
"# Plot results\n",
"_, applied_loads_pu, tip_displacements_pu = pynastran_utils.read_load_displacement_history_from_op2(\n",
" op2_object=sol_106_pu_op2, displacement_node_id=tip_master_node_id) # find load and displacement history\n",
"plot_load_displacement_diagram(tip_displacements_pu, applied_loads_pu) # plot load-displacement diagram\n",
"plot_tangent_stiffness_matrix_eigenvalues(analysis_directory_path, input_name, applied_loads_pu) # plot eigenvalue diagram"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"In this case it seems evident that the equilibrium points of the first subcase belong to the natural path, and for this reason the structure is succesfully unloaded in the second subcase."
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"## Visualization of 3D equilibrium diagram and deformation shapes \n",
"\n",
"***\n",
"\n",
"Now we want to visualize together the natural and the complementary paths. Similarly to our last notebook, we want to plot a 3D load-displacement diagram with the applied load against the tip displacement and a local displacement. We choose the latter to be the displacement along the $z$-axis of the node where the linear buckling analysis (SOL 105) predicts the largest displacement of the critical buckling mode.\n",
"\n",
"We delete our previous subcases and call the function `run_sol_105_buckling_analysis` from the `pynastran_utils` module in order to find the id of the node where the maximum displacement occurs according to the linear buckling prediction."
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"data": {
"text/html": [
"WARNING: subcase.py:683 nwords_to_lsem=1000 nwords_to_lsem//4=250\n",
""
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/html": [
"WARNING: subcase.py:683 nwords_to_lsem=1000 nwords_to_lsem//4=250\n",
""
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/html": [
"WARNING: subcase.py:683 nwords_to_lsem=1000 nwords_to_lsem//4=250\n",
""
],
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""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/html": [
"WARNING: subcase.py:683 nwords_to_lsem=1000 nwords_to_lsem//4=250\n",
""
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Delete subcases 1 and 2\n",
"for subcase_id in range(1, 3):\n",
" del box_beam_bdf.subcases[subcase_id]\n",
"\n",
"# Run linear buckling analysis\n",
"input_name = \"linear_buckling_analysis\"\n",
"sol_105_op2 = pynastran_utils.run_sol_105_buckling_analysis(bdf_object=box_beam_bdf.__deepcopy__({}), static_load_set_id=force_set_id,\n",
"analysis_directory_path=analysis_directory_path, input_name=input_name, run_flag=False)\n",
"\n",
"# Find node where max displacement occurs\n",
"max_displacement_index = np.argmax(sol_105_op2.eigenvectors[second_subcase_id].data[0, :, Z_COMPONENT_INDEX]) # index where max displacement occurs in data array\n",
"max_displacement_node_id = sol_105_op2.eigenvectors[second_subcase_id].node_gridtype[\n",
" max_displacement_index, 0] # id of node where max displacement occurs"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Let's visualize the critical buckling mode and the position of the node where the maximum displacement occurs."
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "58467699d0dd4d998716a08e5b4fa3f7",
"version_major": 2,
"version_minor": 0
},
"image/png": 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JKpXC7XYXBAGKouB0OjnrrLPU+0E2Zzo/Vz6VSs1b3FVVVbFmzRq+8Y1vHPac8q+svhmKohxx8ffHP/4Rl8vFzTfffNjbV69ezd69e+cdzx071myEqqoqNVhYSL/61a8wGAz88Y9/LAgwjtTv/bHHHuOf//mf2bx5Mw8//DAPPfQQf/mXf3nU18j/7uZyOp20tbUd9fFVVVXcdddd3HXXXYyNjfH73/+eL3/5y7hcroLC2KmpqcM+f/45HM59993H+eefzz//8z8XHJ9bW1JdXc2zzz5LJpM54u+gqqoKjUbDn//8Z3WBne9wx96KiooKdDodf/M3f8O111572Pu0t7cvyGvly/0Gq6qqFvy5hVhosgMghDgjHanbz5G6A50qF154IRdddBG33347oVCo4LZ3vvOdQHYRlu+hhx4iHA6rt+cKMX/5y18W3O/BBx+c19nnfe97Hz09PXR0dLBp06Z5f95KAPDrX/+aSCRyxBaV99xzDyaTaV6aS86ll17KwYMHC9p9plIp7rvvPrZs2XLMc+ru7p7XRWYhaDQa9Ho9Op1OPRaNRg87v2FycpIPf/jDnHfeeTz//PO8//3v52Mf+xjDw8NHfY2tW7diMpnmfXfPP//8m0o/AWhpaeHv//7vueiii9i5c2fBbcFgkN///vcFx+6//360Wu0Ri6ch+xnMXZi//vrr82Y8vOc97yEWix11SNn73vc+FEXBbrcf9rf3RnZM3giz2cyOHTvYtWsXa9asOexrHS3oOZKioqKjXt3P/QZXrFjxls9diJNFdgCEEGek5/bZj9jqc253oHNXN53UQWBzffvb32bjxo24XC41FQfgoosu4t3vfjdf+tKXCAQCnH322WoXoPXr16ttL5cvX86HP/xh7rrrLgwGAxdeeCE9PT185zvfoaysrOC1br/9dh577DG2b9/O9ddfz7Jly4jFYoyMjPDII4/wL//yLzQ1NR32PEdHR7nqqqu48sor6ezsRKPR8Mwzz3DXXXexcuXKw+b3OxwOHn30Ua644goqKioO+7wf/ehH+fGPf8zll1/OnXfeSU1NDT/5yU/o7e0taGd5JOeffz7//u//Tl9fH11dXce8/xv13ve+l+9973tcddVVfPKTn8Tr9fKd73xn3oI4nU7zoQ99CI1Gw/33349Op+Pee+9l3bp1XHHFFTz77LNHHA5VUVHBF77wBe644w4+/vGPc/nllzM+Ps5tt912zBSgmZkZduzYwVVXXUV3dzelpaW88sorPProo1x22WUF962srOSaa65hbGyMrq4uHnnkEe6++26uueYatcPR4bzvfe/j61//OrfeeivnnXcevb293H777bS3txcElx/60If42c9+xqc//Wl6e3vZsWMHmUyGl156ieXLl3PllVdy9tln88lPfpKrr76aV199lXPPPReLxcLk5CTPPvssq1ev5pprrjnW1/KG/OAHP+Ccc87hHe94B9dccw1tbW0Eg0EGBgb4wx/+MG+Q3RuxevVqfvOb3/DP//zPbNy4Ea1WW5DS9uKLL1JZWblggYwQJ9SprUEWQohDFrpDxtN7xo7a7SeZSitP7xlbsNc7lvwuQHNdddVVClDQBUhRFCUajSpf+tKXlNbWVsVgMCj19fXKNddco/j9/oL7xeNx5f/+3/+r1NTUKCaTSdm6davywgsvKK2trQVdgBRFUdxut3L99dcr7e3tisFgUGw2m7Jx40blxhtvPGrXGp/Pp1x66aVKW1ubUlxcrBiNRmXp0qXKDTfcoExPTx/2Md/4xjcUQHnyySeP+tk4nU7lb//2bxWbzaae/2OPPXbUx+TMzMwoJSUl87olHenzvvXWWxVAcbvdBcf/7u/+TrFYLAXH/v3f/11ZtmyZUlRUpCxZskT51re+pdxzzz0KoAwPDyuKoig33nijotVqlSeeeKLgsc8//7yi1+uVz372s0c9/0wmo3zrW99SmpubFaPRqKxZs0b5wx/+oJx33nlH7QIUi8WUT3/608qaNWuUsrIypbi4WFm2bJly6623KuFwWH1crrvU008/rWzatEkpKipS6uvrla9+9atKMpksOBfmdAGKx+PKF77wBaWxsVExmUzKhg0blN/+9rfK3/3d383riBONRpVbbrlFWbp0qWI0GpXKykrlggsuUJ5//vl5n+mWLVsUi8WiFBcXKx0dHcrf/u3fFnT8mdsRK6e1tVV573vfO+84oFx77bUFx4aHh5WPfvSjSmNjo2IwGJTq6mpl+/btyh133KHeJ9cF6D//8z/nPZY5HZd8Pp/ywQ9+ULFarYpGo1Hyl1CZTEZpbW2d13FqLukCJE4XGkXJm2YihBCnUG4LfcmSJaf4TMTbzXXXXccTTzzBvn37jtk1aLE5//zz8Xg89PT0nOpTOWM98cQTvOtd72Lfvn10d3cf8X7yd5w4XUgNgBBCiLe9m266CbvdzkMPPXSqT0UsQnfccQcf/ehHj7r4F+J0IjUAQggh3vZqa2v55S9/id/vP9WnIhYZv9/Peeedx2c+85lTfSpCvGGSAiSEOG3I9rgQ4kwmf8eJ04WkAAkhhBBCCLGISAAghBBCCHESSNKFOF1IACCEOG1oNBoymVM3lEsIIU6kTCYjXarEaUECACHEaaOoqIhkMkkikTjVpyKEEAsqlUqRSqUwGAyn+lSEkABACHH6yE2tnZyclCBACHHGUBQFl8sFMG86txCngnQBEkKcNnL/kfT5fAAYDAY0Go1smQsh3rYURSGdTpNOpzGbzbS0tMjfaeKUkwBACHFaURSFcDhMIBAgHo9L0ZwQ4m1Po9FQUlJCRUUFer2MYBKnngQAQgghhBBCLCJSAyCEEEIIIcQiIgGAEEIIIYQQi4gEAEIIIYQQQiwiEgAIIYQQQgixiEgAIIQQQgghxCIiAYAQQgghhBCLiAQAQgghhBBCLCISAAghhBBCCLGISAAghBBCCCHEIiIBgBBCCCGEEIuIBABCCCGEEEIsIhIACCGEEEIIsYhIACCEEEIIIcQiIgGAEEIIIYQQi4gEAEIIIYQQQiwiEgAIIYQQQgixiEgAIIQQQgghxCIiAYAQQgghhBCLiAQAQgghhBBCLCISAAghhBBCCLGISAAghBBCCCHEIiIBgBBCCCGEEIuIBABCCCGEEEIsIhIACCGEEEIIsYhIACCEEEIIIcQiIgGAEEIIIYQQi4gEAEIIIYQQQiwiEgAIIYQQQgixiEgAIIQQQgghxCIiAYAQQgghhBCLiAQAQgghhBBCLCISAAghhBBCCLGISAAghBBCCCHEIiIBgBBCCCGEEIuIBABCCCGEEEIsIhIACCGEEEIIsYhIACCEEEIIIcQiIgGAEEIIIYQQi4gEAEIIIYQQQiwiEgAIIYQQQgixiEgAIIQQQgghxCIiAYAQQgghhBCLiAQAQgghhBBCLCISAAghhBBCCLGISAAghBBCCCHEIiIBgBBCCCGEEIuIBABCCCGEEEIsIhIACCGEEEIIsYhIACCEEEIIIcQiIgGAEEIIIYQQi4gEAEIIIYQQQiwiEgAIIYQQQgixiEgAIIQQQgghxCIiAYAQQgghhBCLiAQAQgghhBBCLCISAAghhBBCCLGISAAghBBCCCHEIiIBgBBCCCGEEIuIBABCCCGEEEIsIhIACCGEEEIIsYhIACCEEEIIIcQiIgGAEEIIIYQQi4gEAEIIIYQQQiwiEgAIIYQQQgixiEgAIIQQQgghxCIiAYAQQgghhBCLiAQAQgghhBBCLCISAAghhBBCCLGISAAghBBCCCHEIiIBgBBCCCGEEIuIBABCCCGEEEIVDAa54YYbeNe73kV1dTUajYbbbrvtDT/e5XLxkY98hKqqKsxmM9u2beOJJ544cScs3jQJAIQQQgghhMrr9fLTn/6UeDzOBz7wgTf12Hg8zjvf+U6eeOIJfvCDH/C73/2O2tpaLr74Yp555pkTc8LiTdOf6hMQQgghhBCnj9bWVvx+PxqNBo/Hw7/927+94cfec8899PT08Pzzz7Nt2zYAduzYwdq1a7nhhht46aWXTtRpizdBdgCEEEIIIYRKo9Gg0Wje0mMffvhhli1bpi7+AfR6PR/+8Id5+eWXsdvtC3Wa4jhIACCEEEIIIRZET08Pa9asmXc8d2zfvn0n+5TEYUgKkBBCCCHEacLhcOD3+xfkudLpNDqdbt7x6upqampqFuQ15vJ6vdhstnnHc8e8Xu8JeV3x5kgAIIQQQghxGnA4HHQ0NhMjsyDPZzQaSSQS847feuutb6qrz5t1tPSht5paJBaWBABCCCGEEKcBv99PjAyfp4E6DMf1XE6SfD/h4Le//S2dnZ0Ft1VXVx/Xcx9NZWXlYa/y+3w+gMPuDoiTTwIAIYQQQojTSL3GQLOm6LieQ6MACnR2drJy5cqFObE3YPXq1ezdu3fe8dyxVatWnbRzEUcmRcBCCCGEEKcRrU6zIH9OhUsvvZSDBw8WtPtMpVLcd999bNmyhYaGhlNyXqKQ7AAIIYQQQogCf/rTnwiHwwSDQQD279/Pr3/9awAuueQSzGYzH/vYx/j5z3/O4OAgra2tAHz0ox/lxz/+MZdffjl33nknNTU1/OQnP6G3t5fHH3/8lL0fUUgCACGEEEIsam63m9HRUZLJJEajEZPJhMlkwmAwYLFYqKysPKnno9OA7jhzNHTHWUd8zTXXMDo6qv77f/7nf/Kf//mfAAwPD9PW1kY6nSadTqMoinq/oqIinnjiCW644Qauu+46IpEI69at409/+hPnnXfe8Z2UWDAaJf9bE0IIIYRYJBRF4emnn+bOO+9k9+7d6oJWp9Oh1+sJh8O84x3v4JFHHjliS82FtG/fPlatWsVdpjZatMdXAzCWifO52Ag9PT0ntQZAvD3IDoAQQgghFqXBwUE+97nP4ff7+eu//mssFguJREL94/P5WLFiBSDtK8WZRQIAIYQQQixKvb292O12Hn30UTZt2nTU+2q1J69vilYDx/tyWsnvEEchAYAQQgghFqVYLEZLSwttbW0AxONxdaGfu+Kv0+lO+tV/rVaDVnt8r6lVZMdCHJm0ARVCCCHEorRu3TpWrVrF/fffD2QLWA0GAwaDAb1ej16vl9QfcUaSHQAhhBCnhKIosrgSp4yiKHR0dHDFFVfwjW98g2QyyYoVKzCbzeofg8FATU0NVqv1pJ6bRgfa46w3lv9niaORAEAIIcRJpSgKyWSSWCyGVqvFYDCg0+lOSaqFWLw0Gg2hUIjh4WH6+vr44he/WHC7TqcjnU7z2c9+lu9///ukUin0+pOzbDod2oCKM5sEAEIIIU6aTCZDMpkklUqRTCYBGBgYoKysjKqqKjXtQqfTodVqJSAQJ9Qf/vAHbr75ZrZv38773/9+9Ho98XicRCJBKpXC5XLxrne9C+CEtwAV4mSSAEAIIcRJkU6nSaVSpNNpNBqNush3uVxoNBqsViupVAqNRqPengsGJCAQJ8Irr7zC0qVLeeCBBygrKzvqfU/mb29BUoCkC5A4CgkAhBBCnFCKoqiL/0wmg1arJZPJqAt9RVHQ6XQYDAYURUFRFHWnIJlMotFo0Gq1aiCQv0MgxPEwGAy0traqv6VkMjmvC9Cp+J1pNQvQBUiCZXEU8renEEKIE0ZRFDXdJ7f4n3slNb8YOLfY1+v1aieWXMCQSCSIRqOEQiGCwSChUIhYLKY+txBv1tVXX43VauVPf/oTQEE9ilarlSBTnLFkB0AIIcQJkSv2TafTKIoyb/GvKIr6zyOlV+R2CXILsdzuQCaTIZVKkUgkCoKG/B0CSRcSxzIyMsLTTz/NU089xZ49e1i6dCkWi4Xi4mIsFgtarZbVq1dTUVFxUs9Lq12AQWASu4ijkABACCHEgsul8OTy/fMX/6lUip6eHqanp7FaraTTadLp9Bt63lxtQE5+QBCPxwHUK7dzawgkIBBzPfDAA7jdbiorK/mnf/onYrFYQcCayWT49a9/zWWXXabuYJ0MC1IDIJti4igkABBCCLGg0um0mpaTf/UeIBqNsnPnTmKxGLW1tQSDQdLpNENDQzidTmw2GxUVFVitVgwGwzFfKz8gyO0o5HYH8usHcjsE0mFI5Lvpppv4yEc+ov5mcr+bRCJBOp3G5/OxefNm4NTUAghxokgAIIQQYkEcrtg3f5Ht9/vZtWsXBoOBzZs3q4vxp59+moaGBjQaDX6/n4mJCQBKS0vVgKC8vPyYbRhzr5W74p8rKM7VIUiHITHX0qVLWbp06ak+jXmycwCO7/eok5+zOAoJAIQQQhy3/EX24fL97XY7PT09VFVVsXbtWjQaDYlEQr29tLSU+vp6ABKJBH6/H7/fj8vlYnR0FK1WS1lZmRoQlJaWHvOKbG6xDxQEBNJhSOSLxWL09/czPT2NVqvFZDKpf/R6PU1NTSd9BoBmAWoANPITFkchAYAQQojjoiiKmjIxN99fURT6+voYHh6mra2NZcuWodFoCnL+5xYBG41Gamtrqa2tBbJpQ7mAYGJigqGhIXQ6HRUVFeofi8VyzCv4hysozgUEufPJDwjm7hCIM8/U1BTf/e53eeihh5iZmVG7SWm1WoqKinC5XPT09LBs2bKTel5a7fHXAMhPVhyNBABCCCHesrnFvvlX3VOpFHv27MHj8bBq1SqampoO+xxH6wIEUFxcTHFxMQ0NDSiKQjgcVgOCoaEh0uk0RqOxICAoLi4+5rlLhyHx7W9/m7vvvpuLL76Y7u5uAOLxOLFYjFQqxdTUFFar9dSepBAngAQAQggh3pL8Yt+5KT+RSISdO3eSSCTYvHnzEdso5gp33+iCWqPRUFJSQklJCc3NzWQyGYLBoBoQ9PX1kclkMJlMarpQRUUFRqPxDT23dBhaXB5++GGuvfZa7rzzzlN9KgWkDag40SQAEEII8abkin2TyeRh8/19Ph+7du3CZDKxbdu2w16Nz58BAG88AJhLq9VSXl5OeXk5bW1tpNNpZmZm1IDA4XAAUFJSogYDVqsVvf7Y//l7sx2GckGBFBS/fRgMBjZs2ACg/p7zh9LNDQpPFo1Og/Y4q3g1UgUsjkICACGEEG/YsYZ7jY+Ps3//fmpqali9evUxF9rHGwDMpdPpsNls2Gw2ILuom56exu/34/P5GB8fR6PRUFZWpgYE5eXlb6igOPf8R+owlGsbWV1dTXFxsXQYehu47rrr+M1vfsOOHTuorq4+1acjxEkjAYAQQog35GjDvTKZDAcPHmRsbIyOjg46Ozvf0KJ3oQOAuQwGA9XV1eriLh6Pq7sDk5OTjIyMoNVqsVqtakBQWlr6hguK4VCHoWg0ysGDB7FYLOp9pMPQ6e26667jT3/6EzfffDPnn38+lZWVmM1mte7EZDLR3t5+0s8r2wb0+J9DiCORAEAIIcQxHW7xn5NMJtm9ezd+v5+1a9eq7TzfiBMdAMxVVFREXV0ddXV16qI9FxCMjY0xODiIXq8vKCg2m81vKiAwGAzo9XrpMPQ28Morr5BMJvnpT3/KT3/608PeJ9cZ6GSSGgBxokkAIIQQ4oiONdwrHA7z2muvkU6n2bJlC+Xl5W/6+eHkBQD5NBoNZrMZs9lMY2MjiqIQCoXUgGBwcJB0Ok1RUZEaDNhsNoqKig77fPktJN9Mh6FcQCAdhk6uTCbDddddx+TkJHfccQd1dXWk02ni8TiJRIJYLFbQrlaIM4kEAEIIIQ7rWMO9PB4Pu3fvxmw2s3nzZkwm01t6DTg1AcBcGo2G0tJSSktLaWlpIZPJEAgE1PqBqakpFEXBbDYX7BAYDAagMAA43HMfqcNQOp0mkUhIh6GTLBKJ8Oqrr/Kb3/yG97///af6dApoFmAOgAwCE0cjAYAQQoh5jlbsqygKY2NjHDx4kNraWlavXv2WO6WcTgHAXLnaAKvVSnt7O+l0uqCg2G63A9kpxhUVFWrB8xt5L9Jh6NRLJBI0NjaqBeOpVAo49P3l/nkqUrS0Wg1a7fF9z8f7eHFmk/hQCCFEgUwmQyKRUBdEc4t99+3bx4EDB+js7GTt2rXH1SbxdA4A5tLpdFRWVtLZ2cnmzZt5xzvewapVqygrK8PtdjM0NATA66+/zvDwcMFk2aPJbzdpMBgwGAzqZ5pKpYjFYkQiEYLBIKFQiGg0qk5ezn1+p6Mnn3ySj370o3R3d2OxWGhsbOT//J//w2uvvVZwv4985CMFQ+Ryf3KDueb64Q9/SHd3N0VFRbS3t/O1r32NZDL5ps+vrKyMr3zlK9x///0Eg8GCNKxcbYbUZ4gzlewACCGEUOXy/Q9X7JtIJNi1axeBQID169dTW1t73K/3dgoA5jIYDNTU1FBTUwPAxMQEfX19mEwm7HY7w8PD6HQ6tcOQzWbDYrG8pQ5DuZShZDJZsEMwt8NQ/mNPtX/+53/G6/Xy2c9+lhUrVuB2u/nud7/L1q1b+e///m8uuOAC9b7FxcU8+eSTBY8/3PyIb3zjG9x88818+ctf5l3vehevvPIKN910E3a7/YhFvEcSiUR46aWXeOCBB/D7/Wzfvp3KykqKi4sxm81q7cfatWvf2gdwHLS6408BOt7HizObBABCCCGOWewbDAbZuXMniqKwZcsWysrKjvv18v95uixaj0euFmDlypUoikIkElHThUZGRhgYGMBgMBQUFB9ukTvX4QqK3w4dhn784x+rwVHOxRdfTGdnJ9/85jcLAgCtVsvWrVuP+nxer5c77riDT3ziE3zzm98E4PzzzyeZTHLTTTfxuc99jhUrVrzh83M6ndx33310dXXx+OOP87vf/U5Ne8vp6uri4MGDpNPpkzoQTLsAbUAlA0gcjQQAQgixyB2r2NflcrFnzx5KS0tZv379EbvgvNXXhjMjAMgFTpB9PxaLBYvFQlNTE4qiEAwG8fl8+P1++vv7yWQymEymgoDAaDQe83WOFhCcTh2G5i7+ITuRecWKFYyPj7/p53v00UeJxWJcffXVBcevvvpqbrzxRn7729++qQCgubmZp556Sg2kcvUXiUSCZDJJOBymsrISODV1AEKcSBIACCHEIpZf7AvMK/YdGRmht7eXxsZGVq5cuSALofy89TMtADjS+8hNHy4rK6OtrY10Ok0gEFADAqfTiaIoWCwWNRiwWq3HnKSce+4jtRw93ToMzczMsHPnzoKr/wDRaJS6ujrcbjf19fV84AMf4Pbbb1cLdAF6enoAWL16dcFj6+vrqaqqUm9/o4qLiznnnHPe0H1P9uckRcDiRJMAQAghFqm5w73y88fT6TT79u3D4XCwbNky2traTsgi6EwKAHK7J2+ETqdTr/xDtth3enpaDQgmJibUtqS5gKCsrOwNpaGczh2Grr32WsLhMDfeeKN6bO3ataxdu5ZVq1YB8Mwzz/D973+fJ554gldeeYWSkhIgmwJUVFSkTlrOZ7PZ8Hq9b/p8jlVEfap+l6e6DWgoFOKmm27iwQcfxOfz0d3dzZe//GWuvPLKYz72qaee4pvf/CZ79uwhEomwZMkSPv7xj3Pttdee1DQqcXQSAAghxCKUTqdJJpOHzfePx+Ps2rWLYDDIxo0bqa6uXrDXdTgcBZOCz6QAID8F6M3S6/VUVVVRVVUFZAuuc8HA1NQUo6OjaLVaysvL1YCgtLT0DRUUA+oV/1y6UC7tK5lMqt//4eoHFvJ7ufnmm/nlL3/JD3/4QzZu3Kge//znP19wv4suuoj169fzwQ9+kLvvvrvg9qOdz1s51zPhd3ciXHbZZbzyyivceeeddHV1cf/99/OhD32ITCbDVVdddcTHPf7447z73e/m3HPP5e6778ZisfD73/+ez372swwODvKDH/zgJL4LcTQSAAghxCJyrGLfQCDAzp070Wg0bNu2Tb36uhCeefUViiorGDi4D00qjTaZotyULYI9ExZiiqIs2PswGo3U1dVRV1cHZFNkcgHB+Pg4Q0ND6PV6rFYrNpuNiooKzGbzgnUY0mg0BbsDx9th6Gtf+xp33HEH3/jGN/j7v//7Y97/0ksvxWKx8OKLL6rHKisr1ZaoZrO54P4+n68gqHi702g1aI4zheetPv6RRx7hscceUxf9ADt27GB0dJQvfvGLXHHFFUe8kn/vvfdiMBj44x//qO7UXHjhhfT29nLvvfdKAHAakQBACCEWidxV3z179qDT6Vi+fHnBgs7pdLJ3717Ky8tZt27dGypIfSMikQgvHOihrr1t3hXyUDDIZDTMrqEBitCwtLllQYOOk+l4dgCOpbi4mMbGRhobG1EUhXA4rAYEg4ODpNNpjEajujtQUVHxhiYzH62gOJdTv2zZMi688EI+9alP8clPfvJNn/vXvvY1brvtNm677Ta++tWvvuHHzU2pyuX+7927ly1btqjHnU4nHo9HTSE6E2h0GjS64wwA3uLjH374YUpKSrj88ssLjl999dVcddVVvPTSS2zfvv2wjzUYDBiNxnndraxW61uaFC5OHAkAhBBiEVAURR0eFY/HMRgMBcW+g4ODDAwM0NzczPLlyxdsIet0uXh1oBeTpYTx4WGKzWZqZlOAMpkMTrud9Vu3UDS7ODjo9ZByTKBLK6RCIbZs3Pi26cByIgOAfBqNhpKSEkpKSmhpaSGTyRR0GDp48CCKolBcXKwGAxUVFWqb0mM9dy4gyLW+1Gg0DA0NEY/H3/S5fv3rX+e2227jpptu4tZbb33Dj/v1r39NJBIpaA168cUXYzKZuPfeewsCgHvvvReNRsMHPvCBN31+Yr6enh6WL18+rwB9zZo16u1HCgA+/elP88ADD3D99dfz1a9+FbPZzB/+8AcefvhhvvWtb53wcxdvnAQAQghxhptb7AuHUm7S6TR79+5lamqK5cuX09LSsmBpLP2jw0zFY3QsX64ei4RCTDkchIIhphx2Vq1fry7+ASoqs11fRgYGqGys45WRQTKJFHolQ7nRRFdHx4Kc24mwkClAb0auNqC8vJz29nbS6TTT09P4/X78fj92ux3ItuDMBQRWq/WYBZnpdBqDwYBWqyUWi72hmQX5vvvd73LLLbdw8cUX8973vrcgnQdg69atjI6OctVVV3HllVfS2dmJRqPhmWee4a677mLlypV8/OMfV+9vs9m46aabuPnmm7HZbOogsNtuu42Pf/zjb6oF6OlOo3nrKTz5zwEwMDAw77bq6urDtmmFbLH1kiVL5h3PdWQ6WrH1li1bePLJJ7n88sv58Y9/DGRTzb71rW/xf//v/32zb0GcQBIACCHEGSo/t3tuvr9GoyEWi7Fz504ikQgbN25UC1AXwhPPPUsgnaRyTgGxuaSEeDyBOZ1h+44dBKanGRsaQqvTkUgkaG5rY3RwkJb2doxFRZSWl6uPTSYS/O7Pz1BqtlBmNlNvraAxr6D4VDtZOwDHotPpqKysVHvYJ5NJNRjweDyMjY2pbUlzAUFZWdm8c89kMmqdwFsJAP7whz8A2f79jz766LzbFUWhrKyM2tpavve97zE1NUU6naa1tVW9gjy348+NN95IaWkpP/7xj/nOd75DXV0dX/7ylwu6Cp0JFjIF6HA7I7feeiu33XbbkR/7FoutX3vtNS699FK2bNnCv/7rv2KxWHjyySe56aabiMVi3HzzzW/4/MWJJQGAEEKcgXLFvslkct5wr1zv/xdeeAG9Xs+2bdsO21rxrXpm56tUtLXQYDYTCUdwjI2joBANR0kk4lRWV1Hf3ARAmdVKmdUKZHcH+g8cwFphw+lwkMlkaMu74m8fG2PJsi7Ms+fqC4cZH+hFm84QCwRZ3blUbat5KpyqHYBjMRgM1NTUqFd84/G4mi7kcDgYHh5Gp9NhtVrVdKGSkhI1oIlGowBvOof76aefPuZ9Kioq+M1vfvOmnvf666/n+uuvf1OPebOmp6eJRCJUV1e/odSp09lvf/tbOjs7C44drbNXZWXlYa/y+3w+gILZDHNde+211NbW8vDDD6s7TDt27ECr1XLbbbfx13/914fdXRAnnwQAQghxhskf7nW4yb6xWIxwOExVVRVr165dsAVOLBbj4SceZ/WWs9T/+JstZsyWbMeW0cFBTGYTmYzC+MgIiXic5vZ2jEYjHpeLaDjMitk8Y8j2xnc5nSTicSZGRmhsa1MX/9nntmC2WLCPjlJcXcVIJMhBtxN9BnSZNCs7li7o1OJjOV12AI6lqKiI+vp66uvrURSFSCSi7hCMjIwwMDCAwWAgk8lgNBoZHBwEeNM7AKe7XMFz/neWSqXQ6/V861vf4ic/+Qlf/OIX+ehHP0pTU9NJPTeNZgG6AM3+f76zs5OVK1e+4cetXr2aBx54QP0scvbu3Qtw1GLr3bt386EPfWheetlZZ51FJpPhwIEDEgCcJiQAEEKIM8jcfP+5V/77+/sJh8OUlJSwYcOGBVuwujwe9jkmWLZuDR6Xi1gkgqIoWCsrsVZUMNjXR2NzM6a8RaSiKPg8HgYPHsRcWkZJaUnBIlqv11NaVsaU3cGWc88lFo0yNTlJLBIBwFpZid/joaa+Xg0McrsJiqLw9N7daBSwlZZSrNGxfOnSE7pAf7sEAPk0Gg0WiwWLxUJTUxOKohAMBvH7/QwPDzM1NcVVV11FSUkJP/rRj5ienuaDH/zggnWIOlVyuzVzd2xy/57rZPPd736Xn/3sZzzwwANs3br15O3yLEAKEG/x8Zdeeil33303Dz30EFdccYV6/Oc//zkNDQ0FBdhzNTQ08Oqrr6oF5DkvvPACwEkPpMSRSQAghBBniFx///zFf04qleL111/H7XZjNpux2WwLtlgdHBtjMhqibjatpzivR7t3ysVrzz9PVV0djvEJmtpa1cWjRqMhHAqzbNUqyisqSKVSeFwukokkyWSCaDhMsdlC29JO9Xlzz53JZNj/+utU2CrxeTzYR0dp7exUn9s5MUFVTS3W2aLiVCrFy8MDkEoTDwRoqa6lva1tQd5/zumaAvRm5GoDysrKGB8fp6WlhbvuuouvfvWr2O12Pv/5zxcsCt+uNBoNv//979FoNPzFX/yFelyn05HJZPj617/O17/+dbxeLz/72c/etq1p34r3vOc9XHTRRVxzzTUEAgE6Ozt54IEHePTRR7nvvvvUhf3HPvYxfv7znzM4OEhrayuQHep2/fXX8xd/8Rd86lOfwmw288QTT/Dd736XCy+8kLVr157KtybySAAghBBvc8ca7hWJRNi1axexWIyzzjqLvr6+BXvtPb0HmQzOoDcYGBkYoKKqivLZq/DTPh/RWJSNsy0DFUXB63KRTKZIpZKMD4+wfstmdVGv1+upmR185XQ40Ol0GIuKsI+Nk0omKK+owGqzEQmHmRgZZeXatQW7G36vj3gshn1inJKSEmobG9Xz1Ov1VNfV4fN40KTNhC0mXhzoQ5NOo88otFbXHHcRdK5o9kyRyWQoKipi7dq1TE9P89RTT7FixYoz5j3+v//3/3juued48MEH+eAHP6ge12q1pFIpotEoNpuNL3zhC+ptJyvA02i1aHTHF6BrjiPA/81vfsONN97ILbfcgs/no7u7mwceeIArr7xSvU86nVbTDHOuu+46Ghsb+f73v8/HP/5xotEobW1t3HrrrfMmPotTSwIAIYR4G8sN90qlUofN9/f7/ezcuZOioiK2bdumTlBdiIXMc3t2U1xlo7Xm0MI5MD2NfXQUp8OBRqtl1fr16m0ajYaq2loSiQTDff2cdfZ2fF4vk+MT6Ax6ikwm6hoaGB0ewVZpo7SsrOD1goEAvfv2EQmHKbdWEI/H1cJUjUaDraqSwd5eVq9bh95gwJtLRdJoMMzuDBQVmWicvVqZv1MxODXFCwf3U1tVjUFRWNbaNm/a7LGcCTsA+XLBZCwWA8BsNr/tU3/y6XQ6qqqq+NKXvoTZbOaSSy5Rb4tGo/zjP/4jf/3Xf013d/dJPzeNdgHagB5H/FBSUsIPfvCDo07uvffee7n33nvnHb/sssu47LLL3vqLi5NCAgAhhHibOlax78TEBPv27aO6upo1a9aoBX35V+zeing8zh+feRpjWSm1ycJFepnVit/no6Ori3KbDZ/HSyQYJJ5IoDcYKC8vJxQKsmxVtiixtr4eZlt5RiMRdr30MhWVNnxuN+lUCmtex5FIOEyFrZJlK1eqV/z9Hi+pVJJIKEw6naZ79So1tal6djcBYLC3l6IiE9F0mP4DbqpqatSZA9M+P4lEkhXr16n33+eeIhWLocsoJIJBtm8665gpU2/HGoAjybWQzQ8AzrQiYIfDwRe+8AUOHDjAP/zDP1BVVcXmzZsBSCQSfOc732HHjh10d3efccGdEBIACCHE29Cxin17e3sZGRmhvb2drq6uIxY7vllen4894yOsOGsjAIGZGSZGRkhnMsSiMTKZNK1LOtTOP5XVVVRWZ3cIJicmcE9NUVJaytjQEEXFxdkAgOyCa3x4hNUbN6iBSmB6BqfdTiqVwjE+wZKuLqpqqtXzt1VVqueQTCSwlVXitDtIpZLoDQYaZgsOD/bso3VJe8EV/1AwiNPhwO2cIp1Js2zOEClbVSWJRIKJkVFali3l5ZFBSKXQpTJUFJvpbG8/7HdypgQAmUwGyF4lz98BOJPEYjGsVis//elP+Yu/+Auuv/567rvvPjo7O0mlUhiNRsrm7EKdLAs5B0CIw5EAQAgh3mZy/f0zmcy8Yt9kMsmePXvw+XysWbOGhoaGeY9/q1czd77+Ou5knJYlhxa/ZeXllJWXk0qlGOrto7Kqihm/nym7Hb3eQPOSNgAmRsYotZZRn9cFJBqJMDU5idPuIBaLsnz16oK2g2XWcsqs5QwcOMDK9euIR2OMDg2pOxgt7e143W40wJKuroJzjUWjOMYnGB8Zobq2hmgkWhAAlJSW4vf4aFnSTrnVit/rwzvlQkEhlUpjq64iMD3Nkq6lAFTX1qqPjcdi/Op/HqW9tRVdRqGpspK6mtoz6ipxLgA4k3cAMpkMBoMBg8HA/fffzwUXXMDnP/95/v3f/x2tVksikVDf88n+XheyDagQhyMBgBBCvE0cq9g3HA6zc+dOkskkmzdvxjpbjHu453mzXu89SNxcRLnGxKTdTiwcBo2G1o4OQoEA034/XSsLr6Ink0lcTicjA4NYbTZM5sJBUsVmM6FAgKrqahpbWwjMHLrin0wkqG9uZmJkhJaODoxGIxaLRb3qn06n2bd7D2aLGb3BQHx8nMbmZvW506kUqWSCzeecjUajIRgIMGm3k04miUYixOMJ2pd2Ypnt7lJRaVNTgqacTrwuF6Zic3ZKsVZL02zHoEwmw/jIKGvP2qTmw7vDYUb6ewmTwT7QT3V19RE/+7eL/AAgEomg0WjOqPx/yKYA5QqabTYbv/71r7ngggu46aab+Pu//3sURTnjgh4hciQAEEKIt4FjFft6vV52795NcXExmzZtOubC5c1cHXx+z26KKm1YZ9N6yvPO6WBPD6lEtkPPxMiIulCGbPpIYHqadZvPwmg0EgmFGB0cRMlkSKczpNIp6urr1Vz93G4CQCgQYPhgL+WVlUw5HCgKtLQfeu6RwSHal3ZSUloKHNpNSCVT+DxuTMVmli4/VLxZWlZGaVlZdhjR3r3UNtQTmJ7B5/GQTqVoWbIErVbLxMgoZoulYEchHosx5XAQCobwTDnp6O4uWAznBpJFohFa165mODRD3O1El1bQpdOs7lr2tpsmm06ngUM7ACaT6YxJb8r5xCc+wbJly4Dsb7mzs5P/+I//4L3vfS+JRIJEIrGgE7LfDEkBEieaBABCCHGayxX7plKpefn+AGNjYxw4cICamhpWz0mjOdLzvZEAIJlM8l9//l9KKisIuqZIJ5O0dnaqC8GJkTEaGhspny3UTcTjOMbGySgZpr0+MkqG1Rs2qK9lLimhdfaK+/DAAGUlJcxMT+OcsKM3Gmnt7ECv1+PzeEgmEixfd6hneCqVYmpyktBMENfUJC3tS9TFPxyaEWAfGaG+qYkikwmnw0EsEiGTUWhoye4OTI5PsGLNmoL3n8lk8LrdjA0MUlJePq/9YpHJRFFxMel0hi3nnks4FGJiZBQ02c+otq6OSYejcNBZRYX6WT/22qsYDTqs5lIsBj3LO5ce87M/1ebWAOS6LZ1J/vVf/1UNdDQaDZlMhm3btnHPPffwkY98BDiFdQ8a7XG18cw9hxBHIgGAEEKcxnLFvrl8//zppZlMhgMHDjA+Pk5nZycdHR1vaGH/RlKApqeneW14kK51hxbL6XQat9NJJBTGPj5Bc2uzuvgHMBYV0dDSjMflwlZVRbmtAqfdQTAQwGg0UNvQQJHJxFBfHy3t7RiLigrOye10MjY8gsFgwDanJ79er6esvJxpj4+t555LNBI9lC6UTGKrqmLG58dWXaUGBrk2ooqiMDo4RCQSpqS0lJH+/oJARqvVEpyZYeX6dZjMZuKxGK7JSZLJFOl0img4Qrm1nIbZQWeWkhI1dSiVSnFwbw+2qqrZCchR2pZ2qkGYfWyMuuZGdTZCKpXixcE+lGSK+EyAtvoG2lpajvl9nGxzawCKi4vPyJzy/JkGWq2WTCbDpZdeyvT0ND/84Q/PyMBHCJAAQAghTlv5xb5zr/onEgl2797N9PQ069atoy6v5eUbcbTF3OjEBC/se53KmtqC++l0Oqrr6hjq72fzOdtJp9NMTU4SnAmAolBdX0ckGMRkttDQUgNkF8v1ZAdyTU5MYB8bp6auFsf4BC1L2tVFuEajIRaNsXzNaiwlJSQTCSZGR0klEqTTClqdBmNREctWZ9uHmi1mtdMQwO5XXqGqpoZpnw+X00lLe7u6CHc7pzAVm2jr7FA/19xAsng8hsfpZP3Wrer9i0wmama7E9lHRykpL0Oj1WIfGyOZSFDb0ECx2Uw4GGTSbmflusKBZF63m0Q8gX18jIoKG02zcwfg0EAyv9dHPJ0iVGzkxYFeNKkMemVhBpIthLkBwIleCIdCIW666SYefPBBdfDUl7/85YLBUyeDVqtFURSuvvpqrr766pP62vk0uuNP4dGcGfPaxAkiAYAQQpxmcsW+yWTysPn+oVCInTt3kslk2LJlC+Xl5Ud5tsM//5ECgJ6+PkJ6DWs3byaZTOK020mnM8RjUfQGI5l0mo68tqLFZrPaynPvazuxVtoIh4K4XVO0d3aque9+rw9FgU3btwGzaTezi/BoOILP62H1hvVqCo3BaFQXzq5JJ7FYFCWToW/fPrRaPQ3NjZhLSkilUowODrJ6wwb1aq6iKPjcbuLxBI6xMSylpSxfs1p9j7lAJhwM4pqMsHrjRrxuN9FQCEWjocJmw2qzMTI4SE1dHeY5eeB+r4/B3l4ymQwlpaUFn6dGo6Gqpoahvj7WbNiAVqfD5XQSi0TUzys9232mebZeIr870ajPx5+f2ktDfS36TIYV7R2npBA1PwCIRqMnPAC47LLLeOWVV7jzzjvp6uri/vvv50Mf+hCZTIarrrrqhL72XKfDTod0ARInmgQAQghxGjlWsa/b7WbPnj1YLBbWr1+/oAuz//7zM1S1t1E+u+A1GAzUNWav3ntcLmb8fiwlJTjGx4lFojS0NFNsNpPJZBjq66Nr5QqKZs9HURR8Hk/2SvjoKEVmM6vzBm1ptVqq6+pmpwL3sXLdOmamp/G63SSTSaw2G9aKCuyjY5SUl1FTX7jD4ff6GB16neDMDLbqmoLPSKPRUFlTw+jgIMvXraWoqAiX00kyme0MZDIVYzAaiMfjtM8W+5ryFtnBQIBdL72MtdLG5ISdxtaWgs85kYhTU1dHTX29Wj+QjCdIppIoCsTCYZauXKEGJDX5A8kO9mIwGkmnUvQfOEhtQ71a+BwJhQhMT7Nm80b1M+xxOUnH42jTaTKRKJvXbzgpxbiHKwI+UQvKRx55hMcee0xd9APs2LGD0dFRvvjFL3LFFVcUpOoIIY6fBABCCHGaONZwr9HRUQ4ePEhDQwMrV658y4uiuTsA6XSap3e+hq2lmWAggN/rJRKOUlNfS7nVimN8HFOxmY7Zjik5fo+XKYeDibFxGpubMOR1xtFoNFRWVzM2MsLSlSswWyxql550Kom5pASD0Yjf7WXZqlUABSk9wUCA155/AWtlJfF4nGKzuaDzTiaTpqKqiuVr1pDJZJhyOEjE46SSaYpMRqLRGK1LDtUZ5C/Ch/sGQAPGIiPD/f1U1dRSWp6tF0gkEtjHxlh71iY1HcTrduNze0ilsm1NO7u7sc4W+Wq1WnVGQCQUwj46hq26CqfdTjKZpKS0lKqabDrUwIGDNDQ3YZ6tHwAITE8zOWHH6/EQCQVZNzuJNvcZ5tqeDvT20tjSzEtDA5BKYcgo2MwWluR1XVpIc3cATuQuxMMPP0xJSQmXX355wfGrr76aq666ipdeeont27efsNc/HUkXIHGiSQAghBCngcMt/vNv27dvH3a7na6uLtrb24/ramx+ABAIBHi5v5eGjuxzluRNPp3x+3nt+ecpt1USj8Uos5YXdhjSZPPyz7lgB5lMBueEAwWFdDqFXq8nHo1R19SoprjkUoUAxkZGSPj96DQahvr7qa2rwzJbvJvJZJgYHWX1po0YjUYURcnmzMdiREJhgsEZWtuXUDc75Eyr1aoDxmKxGONDw5hLSnCMjZFIpaiqrlaLiseGR6iorlQX8HBoEe5zuwlMT3PWO84pqE1QF/AHe+letYpoOMzo4CAarRaD0Uh9YyM+j4d4PM7SObMQwqEQUw4Hw/392Kpr5hVgl1mtxKIx6hobqKyqwufxEgkGQashk87Q0NLMyMAAS7q60Ol0BelCsViM3z/7v5SaLZQVF9NUWUltTS0LIb/uJB6Pn9AAoKenh+XLl8/rXrVmzRr19kUXAGgXIAA4zhQicWaTAEAIIU4hRVEKOv3MTfmJx+Ps3r2bQCDAhg0bqJldjC6ECYeD1wb7MZqK6Nm1m/aupZTMXp3Opbas2rCBIpNJ7dITi0TQaLV43W6a2tpomB2+pdVqaWjJLsKTyST9+/djtVUyZbej0Wopn03pARgbGsZSUkJL3tXraZ+PyQk7gcAMnqkptp57rrrDkX8lfLC3l/bOTuLxOPaxcVLJBMVmCzX1dcxMTxOcmWHpiuUF7zPXttM+NkppWTnVtYWfYZnVSiKRoKKykhXr1maLeGNxUqkkGrQ0trUUdC7Kbz8ai0bZt3s3Or2e4uJipn0+rHmdkYpM2cFpZ51zDjqdjhmfT+1eFIvE0Ol1WCusVMwGKJXVVVRWZ/93KBCg/8AByq1WJkZHMRqNBZOUpxyTtOUNM3MGgwz1HUSbUUiFw6xe2kVZXkD3ZuR+i5ANNIryOjYtNK/Xy5IlS+Ydt81+jl6v94S9thCLlQQAQghxihwr3z8YDPLaa6+h0WjYunUrpXkLz+N93VHnJMaqSrpWrVSP+zwe7D4fHrcb++g473r/+9SrshqNRu2MMzacHfiVyWQYHx4hEglTXVuLraqK4MwM034/K9auLXjNYCCA0+HAPjZGUZGJuqbGgtutNhuK4gMNLO3uVguEU6kkeoOBhqYm+vbto7m9veAqOEAkHKFn587sItxsJjAzo+bVQ7bIdjI2wfqtWzEajXhcbtxOZ3auAmAsLqa42KzOCqjKC7LCoRB7X9tJVW0NkxMTmC0WdXAZgHNyksbmZqyVlQXvM51MEggEMRj0dHYfGkhWbrOpg9QGD/ZiMpmIRmMEh4fRajTqIDW/10coGGDF7FVwyA47czocpFMpxoZH6Ohaqi7+AUpKSykpLcXjcpFWiumb9pGYtKPPZDBkYE139xtOG0un02oAEI1GT/hArKPtaC3GYlaNdgGKgGUHQByFBABCCHEK5IZ7pdPpwy7+p6ameP311ykrK2P9+vUF+e/Ha8Bhp7KpgWW2ioLjtqoq/F4fNRotK9euzXbSicUIh8MUF5tp7VjCUF8f9U1N8xbh4VCInp270Gi1mIpMRCORgvtYSkpwTthZvX49BqMRn8ebzdlPJdGgQWfQo9PpqJ8tOs5fZIdDIfa8+hqlpaVM2e2U2yqpqDx0ld0zNUVjSysVs7sEgZkZJu12YtEosWgco9FAx7Jl6udbVVMNNdUAjA4OkkokCMYTeFxTlJSV0TB7lT04E8A15WTtWZvU14qEI0w5HERCIVxOJ0uWLVMX/3Bo4rDP4wGg2FLC5ISdaDSCVqNVW58O9fXT1NpCUV5qTTKZxDU5iX1sHI1Wq84dyCk2m7NzFPr72bhtK/FYDMf4BMl4nFQ6TWNrC36vl6IiE42zwUyOoii8MNCLzzlFQ00dZUYjXR0dR/yNZDIZNViIxWIntDVpZWXlYa/y+3w+4NBOwKKi08wbSPdWnkOII5EAQAghTrJjFfsODQ3R399PU1MTK1asWLCuL5lMhqd3vsrmd+5AbzDgdbsJB0NodVq1WNZgMFA/u/CsycvZD8zM8Mqzz1JVW8tQfz/1jY0Fw7qmvV4aW1rURbjf62Pa7yeVTBKPRtHq9HQu71bfZy7NBWBkYIB0OgVKdkFuLilRC2uDMzO4JqdYu2mjev9QMKheCR8fGWXp8m71dQHKysspKy/H6/FgMIQxFRczOT5BMpVEp9XR1JZtLzrU1099Xo0CZFN67GNjuJ1TJBJxOrsL04nMFjOmYhP9+w6wfssWYtEojgk7qWSCdCpFc3s7PrcHnV5HY17//9zn75maYmJsjAqbDY/XS2NeSo/BYCCdStGypJ3K6moi4XDBsLMyawWeSSddq1ag0WgwGo0Fw872792L2WwmlUwy7fXQtnTpoav44TDJRIKVs59jMpnkhYFeSKUxZBSaKquoq60tONf8HYATWQOwevVqHnjgAVKpVEEdwN69ewFYNVskLoRYOBIACCHESZROp0mlUoct9k2n0/T09DA5OUl3dzetra0Llv4wPT3Nq4P9NCw5VEBcXVurLrT7D/RiKi4ilUwyOjiItbJSnV4bmJlhxu/nrHPOOfR8Ph+O8QlikQj9+/ez/YIdlOal3eSu0Pu9PjQaDTqdHsfYGOlMhiKTSS0I7t+/n8bWtoIOQLmFr8flIhqJsiKvhz9kU13MFgvD/f2s33wWoVCIydwiPKPQ0t6Ga3KSdCpTMIQLsgtf++gYToeDikobkXC4IAAwFRej1WhoWbIEW1UlgZkZJkZGSCYSpNMZahsbcDunWLpyOVptNnAqm/2cFEXh9VdfpbTcit6gJxqOqMEGZIOLaa+P9Zs3zw4+i2bbkyYSpJJJwqEwLUva1RoDs8WiziAIBQLYR8cps2XrAZLJZMGws8HePto7OtT7589Z8Hs9JJMp1uXtZBgMhkPDzsbG6B0bPWIAEI/HT+gcgEsvvZS7776bhx56iCuuuEI9/vOf/5yGhga2bNlywl77dCVzAMSJJgGAEEKcBLnhXqlU6rDFvrFYjF27dhEOh9m4cSPV1dUL9tp25ySvj41kO+OMTxAJh6muq1WLcg/27KOtY0lBL/yZ6WmcdjvuKReJWIy1m88qeE6rzUaZ1cpwfz/nv+dipv1+pn1+IpEIer2ejmVdOMbH0el08xbh0UgE+/gEzolxSkrLSCYTwKFFuNliwe/10tic3VGY9vmYtNtJJ5Mkkynqm5sYHxqio7sbrVarzh6A2SBq1y6MxiKMRUamJicLug8lEwkikTAbtm5Bo9EQCYeZcjhmi3KjZJQMdQ0NajCT202A7CJ8bGSEkpJSBg8exGA00rJkibpQHhsepnP5cjUvP5lMZtOFwmEi4TAZhYJZCKbiYvUz7z9wgOq6WkLBIB6nEwWob27GZDLh83hJJuLqFGQ4NHE4FAwyNTlJVXV1wcCy3JwF99QUNfXZWQOuyUli4QgZDZRbrVhtNkYHh6htqCeh8Rd8R7nfqKIoJ3wS8Hve8x4uuugirrnmGgKBAJ2dnTzwwAM8+uij3HfffYtyBoC0ARUnmgQAQghxgh2r2HdmZoadO3ei0+nYunWr2olnIRwYGMCvpGlburTgeDAQYKivH6fdQU19Ldo5i6xyq5XgzAwtba2UVVTgdbsJzgTQ63XodDoqqqpw2h0smZ0KnL/IjkWj7H75VQxGA0om2/aydrZlJzCbFhRhw9ataDSabM7+hJ1UKkkqmQSgsqZGXXhbbTass4+d9vsZ6R+k2GxiYmQEQ1GRWjcAMNzXz5KuLvUqejQSmZ0/kGTa50Or1RVMBc6/yt6//wBlFVZCoRDTPh+pVJrWjuwC3+t2k0omC4py0+k0U45JErEYE6OjNC9pLyjKNRgM1DY0MGV3UFpWhrmkpCClp6q6GktpKUP9/bR2dMyr8/B5vPTv249Or8NsKSm4Kp/tjFSFyzHJpm3bUBRFfZ/JZBKTqZhUIonJUqwWNeendAUDAZ594km2nX8eer2epK8wAMgvAo7FYid8GvFvfvMbbrzxRm655RZ8Ph/d3d088MADXHnllSf0dYVYrCQAEEKIEyi/2BeYt/ifnJxk7969VFRUsHbt2gUt9n38ueeIahW0Wh2WstKC506n0xiLjGzfcZ46tTceT5BKJtCgIRwO0dTaqi6kq2pq1IWka3KS8ZFRLCUWRoeGKCu3qm06ARzjEyxbtUJNrQkGAjgm7MSjERx2B03NzSyZncALhVfZBw72YraYCfinmfb50Ot0NLS0ZF/XMUkymaQ770p4LBrFNTlJIpFkbGiQzuXLC9p0FpvNFJvNuCadVNXUYDKbCxbhzW1taLVaDu7toXN595xhYxlck5NMOZ3otNqCmgcAnU5HdV0to4ODbD3/PBLxOONDw6TTKdIZharaGiLBIMYiE5WzRcf5V+ldzimG+gew2iqYGBmhZcmSghz4YGCG5rZWrJWVZDIZ3E4n6XSGRCKOZnacwPK1a9TfU34Q1tvTQ3FJCfFYbF5KVyIex2l30Nndrb5eKp4omA+RXwR8omsAAEpKSvjBD37AD37wgxP6Om8XkgIkTjQJAIQQ4gSZW+yb+wPZwGBgYIDBwUFaWlronk1nWajX/fOu16ha0qr28Pe63SQSSWLhMH6fl9aODjU1Jze1N/fY3n37KC+3MuOfxutyUVJWpt7uGB/HYDTSlddrP9f6Mh6NMjY8woatWwry6nOdcSbtdrqWZ9+nfWyMaDhCOpVi2epVJBIJRvsHWNK9rCDlIxGP43I6mZyYAIWCnHrIptGg0TAxOsrW884jHArhdDhIJhIk4wma2tuYmnBgKS3BNlt4XJ6Xs+8YG8flnKS8ogKXY7Lg+bVaLeFQiPbOTsrKy4nHYmq6UDQSwWyxkEom1V2QYrOZ5iXt6uP3v/46RUVF2enKPi8tS5aoAUYoECAcCKjFzep3FE8Qj0Twej2sWLtWDRi0Wq26izIzPY3P7cFcYmGkvx+0WqwVNrXuYmRggKb29oLWnYGZmWxdhdOF0WSia+VyxgYH1dtHRkZIBEPYbDYqKipIpVIFXYBOdAAgCkkKkDjRJAAQQogTIJ1OH3G4VyqVYu/evbhcLlasWEHL7BXuhRAKhXj48cfY8I6zDzvNdnRomJYlS8hkMtjHxomEQ9iqqrJdZ0IhXM4puletKjjf3KJ6ZGAQS0nJvEFbpWVlaIBELMY577wAn9eL3+sllUyi1elpaW9jbGgYW3VVwdV5yObJD/f14fP6MRUX4RifoDlvEW4sKiI4PcOSri5Ky8rUc0klkyQTCUrLywkFgnQuW6aeS35nnL07d2O2mMkEM4RCIVra29TnnvH5ScQTrJ8tMk0mk7NFuUlSqSRet4dlq1aqC+kik0ldhPs8HoIzAYqKTdjHxkgmEtQ3Nak5/UP9A7R3dqqBkKIoeF0uwqEQfq+XZDLJprzptvnfUd++fXSvXk0oGMTv9ZFKJtTOSB6Xi0wmQ/vSzuwDZ6/6h4JBJu12JkbHKK+wop1z9besvBydTofP46GhOZsypTdmOz+Nj4xgKy+nvr4ev9+P0+lEURT0ej3f+c53qKqqkqvJJ5nMARAnmkaZO5dcCCHEW3asYt9oNMrOnTuJxWKsW7eOyrwe8sdr0jVF79QUlXU1+DweYtEoiqJgKSmhqqaG4b5+ahsbCzruQHbxODEyQiqVxlJioa6pad4V38G+PuobmzBbzPg8XuKxGMlkAkWBIlMRyUSC5rzJvjmpVIp9u3ap03GLLRZq8nr8e1wu0um0mr4SCYeZ8U8Tj0UJh0Io6TRLV6wo6Jef43Y6CQQCmIxFZMhOVM6l9GQyGfp69rOkqxPjbAFrKpXC5/GQTqVwT02h1+lYsW7dvOfNZDL07z9IbUMdsWg0my6USFBbX6/m8ZNRqJvTp9/n8RIKzOB0OLBVVbOka+m8XR2nw4HBYKS8wprdTUhkd4hKysqoqq1heLYeID8VKPe59B84gMlkwmgyUVtXhzmv3iC3c9O1YkV2oe/2EJ+ds5BOpSmvsBKLRDCaTFRUVs7uwowTj8doaG4m7fKyZvly9XN67bXXUBSFz33uc+zfvx+dTsfZZ5/Nr371K+rzUo3Ewtq3bx+rVq3i5Y+ezfKq46sFOuAJsfnfn6Onp4eVK1ce+wFiUZEdACGEWCDHKvb1+/3s2rULo9HItm3bMM8ZpnU8eocG8aST1DZlr1DnL7ID09O89twLVNfX4Zp0UNvQUJCiEwwEqKypUVuCuqem8LndpFMpUukMmXSKts5OdVGan+8/PjxCJBTCVGxmbGgIU7GZmvrsaycSCUYGBlm1YYOaThIOhdQc/EmHg8bmZnXwFhwqyk0kEoyPjFBeXo7b5SYejRKJRlixZg06nY6xoRGKLcV05NUSpNNpPC4XkXCYyfFxWjsPLf4B9Ho9NXV1OMbGaGppxWQ2FxTOVtfUoDMYGOnrp2vVynmLd7/XR9/+V9DqtJSWlRUU5QKYSyz4PG7OOvtsted/MplNF7KUlpBOpSgtL1dTkBrzdn6mfT52v/wKFTYbQ7191DY2qPcDcE1N0dbRQfls56YZnw+n3U4kFJ6dlmws2Lmx5c1ZmHI4GOzrZ9O2rbidU2i12mwB86SDdWedhVarJZZ3sVivzw5lKy8v58knn6ShoYHPfOYzxGKxBe1OJY5CuwCDwGQHQByFBABCCLEAFEUhkUgcdrgXgN1up6enh6qqKtauXTvvCu/xeKVnL+5IGIPRwIzfr7aPhOwgrWmfjw3bt6rn456awu2cQqOB0eFh1m7apKbNAGogEJiZYcrhyLaQdEwSjkSwWsvVKb2jg0NU1lQXpPXkJuW6pqYIB4OsyVv8Q3YisKWkhNHBIVasXk0ykWDSbicaDqPT6WlubyMcDDIzPV2wuIfsAt/rdjNwsA9LiYVUukw9V8gW5RaZTERCYbadf372XPIW+FXV1binpgo6DOXvhkyMjuJ1u7FarYwNDRW0+Mx9bp3dyyiZXfx7XC5Ss+lCiUQCrVZLZ3e3ei75XXf6DxzEbDETnJnB53ZTUVWltmENzMwQCgbZsPVQv/sZv5+xoSFSiRQOxwSrN2woCAjKbTbKydYDBGdmssPO7A7SyQS6vMJpp92OwVhExexrpdNp4rEY9rExausb1FafGgoXi7ngJhaLkclkePe738173/veuT89cYJICpA40SQAEEKI43SsYt++vj6Gh4dpa2tj2bJlC5pP/cyrr1DWUEd746HFpsftxj3pxDU5iU6vZ92cHv65RfNgby/rN28mHAoRnAmoueZVNTW4p6bIZDIsXV6Y7x8Jh3FM2LGPjVFuLZ+Xa262mLN1BZWVrF6/nmmfjxm7nVQySSadobm9jb59+2nv7FDTeqx5n2P//gMoKJgtlnk9/HU6HaFAgI1bzqKouJhoJMLkhJ1YLEo0HMZoLKLYYqGts0M9l/wF/t7XdlJaXsaM34/X5aI5b5CWy+lEyWRYuyk7LCu/KDeVSjIxOsbGrVvUmQNarVbdZXFPTZFJZyi2mLGPjZNMJrBW2LDasovufbt20bl8ecG8gmAgwMTICH7/NPFolDV5k44ByisqKK+oYKivn7O2b89+jl4fyWQKvdFA65L22TSv2Lw5C4l4HMfYBGPDQ6xav46SsjLCoaD6GU+MjtOxrIuR/gEg25bVMmc3KhcARKNRACkCFuIMIwGAEEK8RYqiqIv/IxX77tmzB4/Hw6pVq2hqajrKs705kUiEPzz9FOW1NdTMWZxVVVczHo7Q3tVFmbUcl9NJNBwmmUhSbqugtLwc+9gY7UuzOer5vesj4TCvPPs85RXlGIuKiEYiBelCeoOB4PQ0G7duQavV4vf68HpGAEin0hgMeiwlpVTNXoHO7+Efi8XY/cor1NbXM+V0FkwEBrCPjlFTX692s4lFozjGJ1CUDJFwhGgkzMp169QdhVyLT4BJu514NAbAUF8f4VCYZatWYjQaSaVS9O3bx4p1a9XH5ndGck1OYtDpWLlhvXouuaLcVCrFwMGDrDvrLGb80ySTCZLJJOXWCioqbdjHxtDr9bTlinJnhYJB7KNjjAwOUFPfAHMCpdKyMoIzMzQ2N1NRacPn9RKPxkilkmRmpxkP9ffTNlsPkD9HIZlMsvvlVzEaDOgMOlx6vZp2BWAwGgkHA9Q1NlCS29lRFELBIC7HJOu2ZANC/WxHosHefrZ2LSs4v3Q6jU6nIx6PZz9rCQBOKo12AboAyQ6AOAoJAIQQ4i3IFfsmk8nD5vtHIhF27txJIpFg8+bNagrGQnC6XBx0OlizbYvauSYSDIJGQ2lZOV6Pm6bWVrWFZH49wOSEnd6eHqpqahgdHCzoXAPZHv/da1apKUF+r49pn59UMkHAP01phZVlqw4VFFZUHmo/OXCwF71BTyQSwe1yUWYtVxf4gVwq0pZDaS7RSETt6DM6OExH9zL1uSDb4rOhuYlQIEA6k6G2vg7XpJNwKIRWp6Vl9gr+2MgolVWVWPIGguUW+D6PF6fDQX1jQ0EqUm6BPzo8TPvSTkwmE65Jp7rALyu3UlRkZGJkjGWrVqLRaAp2E0LBIK+99BJmkwmjqZjyOdNytVotkVCI7Tt2qJ+jz+1RC6fTmTQ2W6W6S1CZN2MgFAxy4PXXsdpsOMbGKDab1bQrAKfdQXtXp5oSFAmHmRgZIZlIEo/HAA1dK1fgtDvUxwRmZjAYDNQ1HQokFCXDYF8f1soKKvLSi+DQDkAkEsl+FydwErA4DK3m+HP4JQAQRyEBgBBCvEn5w70Ot/j3er3s3r0bk8nEtm3bFvTq6cGhATypJLWzHWgMBkN2gV9XRyaTYf+e1ykpK8Xv8WZbara3UVSUbffomnRiMBrUNBfIduHxut2EQyEmRkY5+4IdBakquQW5yzlFuVaLsagI+9g4qVQS8+zCVFEUhvsHaG5rLXhsNBJh0m7H4/KQSsZZOpsfn5O7gj/U18embVuIx+OHhnQlErR2dOCZmiIRT9Ay22GoLK+Hv9ftZmx4mLJyK9N+f8FORq4Oo6y8jK4Vy9V5AvFYjEgkQllZOeFwmIamJnVhn38V3T46imPMR5m1nOH+ARpamgsWwRMjI3SvWqW2CPV5vPg9XlKpJMFAAJOpmKUrV6j3zy+c7tu/H4vFQiQcJjDtL1jg59KTVuZ1J4qEI9hHR0GjwT42TltnR0E9QK5wOh6LcWBvD2s2bkCr1ZKcvXrvdrlIJVPUNzfjGJ8AsrsIk+N2Np29Db/XO6/gOb8GAFjQgnUhxKknAYAQQrwJc/P95y7+x8fH2b9/PzU1NaxevXpBi3137uvBn06i1emYGB0lFonQtnQper2ecDCIe8rFynVrC+oPvG43vkSS8eFhSsvLWb5mdcFzVtXUEI1ESMQTvOOiC/G63cxMT6PVaLFWWKmuq2N8ZJSy8jJq6moLHhsJRxgbGmLS4aC6poZ0KlVwe7HZjGfKRX1jPVU1Nfi9PkaHhtBqtaSSKRpbWxgfGaGtoyNbwFtcXLDA37dzN0aziaKiIhzj4zQ0N6vPrSgK0z4/azZuRK/XE4/F1HShZDJJMpHEVl1F3eyugLGoSN0JyWQy7H1tJ1W1NbgcdgLBEEu6llIyG0BM2u2gaFg1mxKkKAo+rxef20MiEWd0YIit572jINjJLfBdTidajQZDUXamQSqZKOiMtH/3Hjq6lxU8Nles7LQ7iMWirFhd+B1laxlaGerrY83GDbOTfLOBUjwao7Wzg0Q8gds5SXNbq7qY1xuNs21HDZSWZ3d0MukUsWgU+/g49c2N2fsephm41ACcWlIELE40CQCEEOINOtziP/+2gwcPMjY2RkdHB52dnQta7Pu/O1+jpLaahrwrsbnhUpMTdiLhMM1trQWvmUtzGerrZ9WGDRiMBiYn7ARnZjAUGSm3WlGARDSmDpaqa2igbjbfPBwKsfvll7MFt9EoxqKignqAZDKBTq9nyznnABQU/CbjcbR6PdW1teqV+fx0ocD0NP37D1BhszExOoreaKQxr0ZifHSUlo52NSCIx2K4JidJJlP4PF7QKKxat059v0UmEw2zuyLjw6OYyopJxOOMj4wQi8VonZ3CG4vFcE7YWbNpY0Gg5PN6mfZ6GR0aRq/Tsfkd5xR8jpVVVSQSCYb7+th+wfnZYV6JJOlUUr2CPzE8QpG5mMY5RbmRcAT7+ARjA4NU19WRiMcLAgCzxcy0z0tjSzNVNTUEpqdx2u3ZQCaZpLmtjYOv97B8bTagNM0JlIYHBvB5vGzathWvy6U+r9fjZklnJyVlZQRmAgCk0xnGR8ZYunwZgwf7ss8xJwLIZDLqzpbsAJwiGo4/hUfW/+IoJAAQQohjONZwr2Qyye7du/H7/axdu3ZBByXFYjH+9NyfKSorJeX3FyzANRoN8XicxtZWbFWVxGMxJu12woEAGp0Oa0UF0z4/LUvaMRgMANQ3NVLflL0qPtw/QCwao7SshKG+fpraWjHOFoZmMhkmJyZYsXYtxtkUIq/bg8/jJRoOE5yZoa6psaCXfX7B7/49e6iorGLG58fjcmEqLlbrATwuF6lUipXr1h56n9EoTruddDrD2MgIncu61EUuZBf4NfX1+L0+0qkkFVVVBS0+m9va0Ov19O7bR1Nbm5qaA4cW+F6Xi1AgSFVt7bxAqbKqitFAgLWbNmIqLsbtdBKPxYlEwpiKi7FVVjI5YWfZqlVAYV1FJBzh1RdepLSkhFQmTXFx8aHi2+wZEJqeYev556LRaAjMzDCZC5SSSRQlWwOQqwcos1rV9x6Lxdi3azfV9fVMjo8XtPiEbAeiIpOJ6prq2VfKvt+BAwcpLS0tKAIOzMzgdrvYtHUrAHqjHkVRcIyOkmldAqAOUYNs16VcACA1AItLKBTipptu4sEHH8Tn89Hd3c2Xv/xlrrzyyjf0+N/97nd873vfY9euXaTTadra2vjsZz/LJz/5yRN85uKNkgBACCGO4ljDvcLhMK+99hrpdJotW7ZQPttffiG4PB72OSbonk1FiUWjOMYmyChpYpEosWi200/uCnuRyUR9YyM0NhIKBLCPjlFuq2ByYoJYJMaSZUvVlKSx4REqa6rVfvi5RXI8GsPrcRMJhdh8zjkF77VydriUfXQUW3UVqVSK8eFhIpEIFZWV1NTVkUgkmBgZpXv16oIdkkg4W/A7MTKCsahoXo9/U3ExNfX1HNi7l7O2byMcDDE6NIRGoyGVTNGypB2Py4XeYKBlSXaxmitUzu2EDPT2UVtXx4zXWxAAaDQa0qkUFTYbXStWkEwmsY+NA9ldjJLSUmamp2lqaVGvzOf38HeMjzM6PIylpIT9r79OY1MT5bZDxcqjAwOsWLNGrSXIXcFPpVL4vX5KSkpYtvpQ4XRZebn6ufcfOIilxEIkEiEw7Uev16sL/ODMDJMT9oI2rslEApfTSXK2e1FjawuNzc0M9faptw/09tLRvYzJ2Xx/RVGYmZ7GaDTQ0HholyWTyTDY20dNQwOp2fQtjUZDMpkEKEgBkgDgJDvFRcCXXXYZr7zyCnfeeSddXV3cf//9fOhDHyKTyXDVVVcd9bF33nknN954I5/+9Kf5yle+gsFg4ODBgyQSibd8PmLhSQAghBBHcKxiX4/Hw+7duzGbzWzevHlBF0mvvf4605kUDa2HrvaaiotpaGkik8kw1NdHdV2dOlgqHk+wpCvb1tPldJLJZFi2elXBe8n1tR88eJCmtjZ1EQqHroJ7PR5KSkvpXrUK99QUydlBV2XlVioqbYwMDFBTX692GMqJhMMM9Pbi93gor7ARj8UKdivMFjOeqSmWrlhBudXKjM/H5ISdVDJBOp2hqqYar9vDijVr0Gg0lFdYKa+wque+55VXKbNa0et1TIQjNLUdSrOJx+MEAgE2n3N2tvg1kSjYHYiEQtTWN1A5e5XcYDDQ2JKtJ0ilUvTt34/VVol7aopoJEJTa6t67k6HgyJTMavyinKnfT7sY2NEwmEO9uznovddUtBJKXcF3+V0UlVdhaHImK0HSCXRGwzq5OP9e16no2upOg8Bsj38pxwOXJOTxKJxOroLAyWD0UhNXR1jg0MUW8zqToRutg7C6Zhk/WzAkExki4CnJicxGItobG1Vi4AT8TiT4xNs33E+7slJdDqdmvoTDoeBbIAQDocpKiqaVyQsTrBTGAA88sgjPPbYY+qiH2DHjh2Mjo7yxS9+kSuuuKKgo1a+1157jRtvvJFvfetb3HDDDerxd77znW/pXMSJIwGAEEIcxtGKfRVFYXR0lN7eXmpra1m9evUR/4P4VuzpPUiypJjijMLkhJ1oJIzeYKSlvU3trLOkq2teDYJnaoqJsfHZvvGFaUgajQarzcbIwCDbdpxPOpViyuFQO+5UVFURjUTQ6/W0d2brAfLTXIKBAC8/+xw1dbVMORw0th5KFwIIB4OUlZfTuSzbT15NF4pE0Ou0RONx2js61IVyuc1G+exFdI/LxfjIKOUVFYwODR3ayZg1OjRE18oVatARj8WYnLCTyaQJ+P0oGg0r1qxR728wGtV0o7GhYSoqq0imktjHxkjE4+qk5HAwiGNsnOWrVxcEdj6PF7/Pj9M+QZHRyPK1h1KVIJvqZC4pYWJ0lEsu+wA+txuPy0UkEkGn1dGxrIvx4RFM5mLqmwtnP8RjMRwTdkb6+6mprycSiRYEAMaiItKZDHVNTVTX1hIKBg/VAySS1Dc1MjE8QkNLM8rUlPq4aDSCY3yicHCa0Yhjwk4qkaC9ox2AdCqZbb9qd9DQcqioOvddejwe9u/fj9VqxWAw8G//9m8kEgnC4TCleROfxZnr4YcfpqSkhMsvv7zg+NVXX81VV13FSy+9xPbt2w/72B/96EcUFRVx3XXXnYxTFcdBAgAhhJgjl+9/pGLf/fv3MzExwdKlS1myZMmCFvv+eddrWGqqKZ9TdJlKpejt6SEcClNZXYXf66Wyulq9PdezvWvFckpKS4lGIkyMjKDRakkmkxTPtons7M4u0OcOlzqwt4eioiIy6TSBmRlalyxRg5pIOMzk2ARnnb0djUaDoij4vT7isezgKtekk85lXQVpMbl0oVQqxXB/PxU2Gy6nk3AwiK2qWg1Qcl1q8rsT5eYDBAMBphyTLF+zumDHochkor6pEZfTSVmFjdLyMjVQUtDQ0t6GwWBgsK+PxubmgqvzkF3g9+3bTyaTprKqet73Z6uqZHRoiO5VqygymfC6XETCYTRaLUUmExaLBb/Px5KlSwEKevTHolF1PkAwEEBRlIJAKqMozPi8bDv/PDQaDaFgkCmHg2Qylb1ir2QDjIrZrkIlpaWUzC68M5kMzz7+OFvPPx+j0ci0fxqAmelp/F4f2847l4nRUfW13JNOulYsJx6LYZr9PSWTSZwTE7R3dTFwsBcAzWy1qNPppKenh9raWpqamvjQhz7E8PAwP/rRj9QOSeLk0GgWoAvQW/x7qaenh+XLl8/rYLZmNsju6ek5YgDwv//7vyxfvpyHHnqIr3/96wwMDFBfX8+HP/xhbr/99oKLBuLUkgBACCFmHavYN5FIsGvXLgKBAOvXr6e2tvYoz/bmxONxfv/M05TYrLj6+6msqSm4mutyOqmqrWXZquyiPxwKMTY4RAZIp1JEQkGWrVqlFuwWm800zfbOd09NEZyewVhkZLh/AK1OV9Ausn//flrb2zGXWNTPIZcu5Pd5icdiBQO8NBqN2vZyZGCAJV1dxBMJ7GPjJJMJyq1WKiorCQeDeN1uOru7C4ekhSNMORyMDA1hNBjontP2sthsRqPV4vd62X7+eYQCgWy6UCpJKpmktaODKYcj215zdnGdX8vgdjoZHx3DVmnD63LN68qTTqWorq2hvqmJVCqVzalPpkgnE9nWpS43S7qWqvUA+Qt8x4SdSbsds8XCyOAglVVVlOalUk3a7SxftfpQPcDMDI6xcaLRKFOOSarraliet1uRv8Af6u2lyGwmFosxPjKCokBLe/Y7TCQS9O/fT0f38oJF1LTXRzQaobqmBgCdLlvY279vP5YSCyVlZUQjEbRaLTPT0wQDAXUOhE6nzdYHeLyMFY/R29tLS0sL5eXlXHLJJTidTp566ik25c2NECeJTpP9c7zPAQwMDMy7qbq6mprZ38xcXq+XJbN1NvlsswG+1+s94kva7XbcbjfXX389X//611mxYgVPPPEEd955J+Pj4/zyl798K+9EnAASAAghBMcu9g0Gg+zcuRNFUdiyZQtlBV1ejo/X52P32DCrztqoHgvMzGAfGycUDDA6MMTmc8/BmjdN2FJSgqWkRE3nqGtqwuP2EAkGMRWb1MW/Y2yMYksJS5YdyiVPp9N4XS5isRgTo6O0LlmiLv7hUPtQ+/g41TW1lFnLC9KFbNXVlJaVMdTXly2cnXOFPRwKsXfnrtnpuRaSyWTBotVsMeN0OFi9fgNmixm/14d7aopEPI5Wq8VWXc2Mz8fy2cAgvytOJpNh10svU1mdbcsZjUbUnHrIXoEPBoNs2LI5W9CaSKjzAbL3j9LY1ET17EwDvV6vBhGpVIp9u3dTU1+Px+UimUhQ29Cg1gM4xsYwFBWxdPly9fVmfD4m7XaSiQRjQ0Ns2r69sB5gtuDX63ZjLDJSbDYzMTJKNBohk0qrdRoHXn+d1o7OgmnDqVSKqclJfB4PkXCYjVu3MjU5eeh343Zh0DdQ39TEcH//7FGFwd4+Olcszw4Pm/3M3FNTxGMxKquziz5FUUglUzgGBumorqG3t5fOzk5SqRQXXnghGo2GZ599lqWzuxzi7esDH/jAvGO33nort9122xEfc7Tdg6PdlslkCAaDPPDAA2rHoB07dhAOh7nrrrv42te+RudsiqE4tSQAEEIseoqiEAwG6evro6Ojg+Li4oL/yLlcLvbs2UNpaSnr169XJ+suhD09PRx0TLDmrMKrrLmF42BfH2dfeAGRYJDx4RGCgQBFxSY6urrwejwFPfxzcp1ixgYGKCkvp3hOwa5Op8NUXMyMf5qt555LNBKdTUPJXmGvbWjA43JTVl5G+WzQkb+o9brd7N25E1NxMRNj47Qv7SxIk/J7vFTXVFPX1KR2F0rE4qSSCTIZSCbjtMz25YfC+QBTk5P43G70BgMH9+6lorKqoJ5hZGCA5Xkdd2LRKE6Hg3QqhdftpshkYtnKQx13DEajOh9g4GAvNpuNaCSCx+VGq9WotQyRUAiXc4o1GzcWfPd+r49pv5/xkREsZvO8eoBymw1LKsXo4BDbzj8fn8fDpN2ORqPBaDTS0NyM0+HAaCiieTYoU7+nZJJJu52BgwexVWbTuvIDAL1ej9liIRoKzSswn7Tb0er01DTUz6aqabNFwHY762d3axLxbNeVcDhMWXk5Ta2tjA4MARCNREnMBGhramZsbIwVK1bgcrm47LLLqK+v55FHHqEhL0VMnGSaBSgCnv0d//a3v5236K7OSx+cq7Ky8rBX+X0+H3BoJ+BIj3U6nbz73e8uOP6e97yHu+66i507d0oAcJqQAEAIsajlin3j8Th2u522traCYt+RkRF6e3tpbGxk5cqVC9oN5fXeg4SLDKxYvw6X00k0HAaNhtKyMkrKypgYHVWn5Oa3tYxGIuzduYt0KoWhyEixuRhrZaV6u06vJzA9zepNmygymbKFpA6H2hWn2GxGA3Qu7wZyk2YPLTz37tqFxVKCz+1h2uenub1Nfd8z09MEpwOs2bhR/fy8bne2W1AygdftZklXlxo45LoLQbaWIFuUa8PtdJJKpdTuQpBd1Jrz5gVkH5NNFwoFQ4wNDbJp+/aCczUVF1M327e/pq4Oc0mJ2oIzmUjQ3N6OXq/PzjlobSkIZBRFwevx4HW5iIbDVNXUzru6WVFpY2x4mBVr1lBsNuN1uUgmU6RSSYpMJkpKSrCPj9O1YgUA1bW1VM+mhsVjMV5/7TXMlhIMhihaXbYQO0ej0RAJhzl7xw60Wi3hUIhJu51YNEo0FKKsogIlrdC2dCmDvdl8/XQ6w8ToKOVWK9FwBMgu9A1GA067vSBdKZNRsI+NQUahKpciZNARCUeIe7y019bhdDpZu3YtPT09fOhDH2Ljxo08/PDDWPNmMIhTQKuB4/27ZjaA6OzsZGVeUHwsq1ev5oEHHiCVShXUAezduxeAVatWHemhrFmzBqfTOe+4omSHzUk3qdOHBABCiEUrnU6TTCbJZDLzFn7pdJp9+/bhcDhYtmxZQWCwEJ7fs5uiShsVs4vZ/ELRyQk7U44+SstLGR0cKhjQBdl6gNaOJWre+7TPx8ToKLFoFL/fj81WWdAlKD/P3DE+TiIeh3SGsaEh9EajmkKTyWTo33+AZStXqq+XSqWy6TDJFD7XFIaiIrrzFgBarVZd8A4cPEhb51LCoTDBQIBUMklVTQ0lZWVM+3z4vT66VxcuHnLByfjICOZiC5UrlxfcbraY0WiyV6zPv/hiZvx+RoeGSCaSaLUa2jo7cYyNU5q3W5FfDzDlmGR8dJTKqip8Xm9BupBGoyGTSlNaVsaylSvz5gNk27+WlpUx7fcXzAfIX2A77XbGhocps1oPWw9gHxujs7tbLWAOTE8zabeTTqUIBkMYDQY68lKzcmldAF6Ph4EDB9jyjnfMnms2X9/lcLBi3VqMRiNTk9mFVjAwQzQcoXN5t9rmM/scbhqa1xHUzqjHopEIGf802lgcfyjEhg0beOqpp/jYxz7G+973Pu677z6K56R0icXl0ksv5e677+ahhx7iiiuuUI///Oc/p6GhgS159UBz/eVf/iX/8z//w5/+9KeCeQGPPPIIWq2Ws84664iPFSeXBABCiEUnV+ybncI6P98/Ho+za9cugsEgGzduPOp2+ZuVTCZ55Lk/Y6moIOR2MWVP0Np5KIUmmz4Cy9esUs/VMzWVveqcTDDpcLBmw4aCHvtWmw2rzca0z49Op8dSYmF8eJhYLIbZYlFTT0YHB7HNWaTGYzFck5MEZgJ4XVN0r1lTEGzkcuTHhoZpbGmjyGRU6wHisTgNLc3o9XpGBgZo6+xEr9erV/Qhu+jdt3s3yUSC0vJytbg6p6S0lPHhUVatW4epuLggXQg0lJaXEw2HaevsKHivkA3S9r62C0uphWg0SiwSpbbxUNpKLBolOD3Npm1bs1OTYzF1JyQajqAoCrUN9dRUZBf1+fMBMpkMe3fuorqmBvfUFLFolKbWVnUHwT01hd5gKCjozQ0ACwVDOO0ONm7bUvA95WoZpv1+tDo9RUXZNp3R2V77udkGU7N9+Stmd3UymQzpdJrBvj6qamrU78dYZMTv8TLlcLBqfXZYXCIWRVEUhvr7qayuwVJaqvb1n/b5KENLfCZAMplk06ZN/OpXv+Lzn/88n/zkJ/nRj340r/OLODU02gXoAvQWH/+e97yHiy66iGuuuYZAIEBnZycPPPAAjz76KPfdd5/aHexjH/sYP//5zxkcHKR1ttD+6quv5l//9V/5zGc+g8fjYcWKFTz++OP8+Mc/5jOf+Yx6P3Hqyf/ThRCLyrGKfUOhEL29vWi1WrZt27ag7Q+np6d5bXiQpWsO9Z3PZDJ4XC6ioRCT9klq6utY0nWo8FKj0VCtTtgdYc2GDQSmp/F5PEQjEarr6ii3WpmanMz28J9TDxAJh5m02xk62Iu5xELlnM5FRSYTOoMBo9HIlnPPLZhim0wkaO3oYGx4mOqa7GISUP8JMDE6hs/jwWI24xiboGVJW+F79vmpbWigqqaGTCaDz+3O9rRPJtHr9YQCQZau6FYXnrl0IYDxsTH8Hg9Gk4nRoaGCdCGA0cEhlq1aoS7KI+EITrudSDjCzPQ0puJiluftOBSZTNTN5rUPHOylrDzbIScYyC6Im9va0Ov1RCMRphyTrNm4oeC34XW78Xm8uJxO9DodK9YV1gOUWa2UlJXhcb3OlnPPUXc9UskEBqOR+qYmpuwOMkqmYCcCsoGhy+lkuH+A5WtWU1ZezrTPD2Sv2rsck5z9zh3ZlJ7cZ+ufpthspr6pST1PjUZLb08PXStXMpLr/qIo+DweytMK8USSjFbLpk2b+P73v883v/lNbr75Zm677TZJzzidLGANwFvxm9/8hhtvvJFbbrkFn89Hd3d3QWEvZAPw3JDEHIPBwGOPPcZXv/pVvvnNb+Lz+Whvb+fOO+/kH/7hH47r7YiFpVHyvzkhhDiDzR3ulfsD2YX/s88+i1arxWq1sm7dugXtWT0wMsxL+3voXLGiYAJvzlD/ALUN9WiA4MyMugCva2oiFo3im82tnyswM8NQbx/m0hIMej2tHR0FC7lYLIZ9bIz22V2G7HCuMJFIlEwqSVlFBXqDQW0jmS+dTtPz2s7sjoFGg7nEoi6ggWzufCSidhxKJpP4vV51enDAP82SrqUFAUNOOBjEMTGRrUfQaEjE41TX1lIy211pfGgkG7DUHNp9CQWDhIJBgoHscKyztm+b1+MfwO10otHp0Ot0zPj9JJMpNBpoX5qdlDzU10d9U1PB1flc61On3UEymaC2vp6G5uZ5zz1wsJfa+mytgdvpzKaQpdOYLRZKrVYc4+O0d3bOSxeLRaPs3/M6pWWlGIuKKK+oKKgHUBSFkYEhNDoNbbMtGPsOHKCppZWRwQFa2tqydSEjIzS1tWEfHcXlcrH+rLNwzdY/xGMx9u95nfVbNgMw1N/PkqVLGTxwkI6qahzjExQXF7N69Wq+8pWvcM899/BP//RPXHvttQua3ibeun379rFq1Sp23XgxKxrm/z3xZux3zLD+G4/S09PzpmoAxOIgOwBCiEXhaIt/RVEYm72yWlNTw5o1axb0amhPXx9BLWzYtm22vecYiqIQj8VpWdLO6MAgLR2HuuLkD70aOHCAeDxOaXk5EyOjappIjtvpZNmqlRSbzdmc98lJMukMqVSSRDyOqbiYjrzAIdu/P5taMtTfTywaRRuN0utyUWatoL4pO4E3FosxNjjE6k0b1c8iGokwNTlJavZqdWVlNS2zE2Yhe/Wvpq6OTCbDwMGDNLQ0E5gJ4Pf5SSTiNM123PG63YSDoYJ2mpBtqekYn8A+MY7JWERjW0vB7SWlpWiAGb+fcy7YkZ3YO3uFXafT0dDSgmNsDEtZGeWzRaz56UKeqSlGBgexWiuYmb16npP7LdiqKmlobiYRj+OanMwO6JqdbTDj99PY0qw+ri5vWvGUY5LB3l7KrVb6Dx6kqaWl4Ht0OadY0rVUPZ9gIKDutITDYTQKLFnWhWN8XH1MLBLF63JTO1vcDKDV6ZkYHcVaUUEimcy+t1SKcCjElMNBTV4BtQYNzvEJOqtqGB8dxWq1smzZMj7xiU/wyCOP8MADD/BXf/VXsvg/HWkXYAfgeB8vzmgSAAghzmiKoqiL/8MN90qn0+zdu1ftXNEx5wr68Xrh9T0YbVass4vBXHtPyOaM9/b0UFFZhdNux1Rkoiav5aV9dDSb4jNb3JpMJtVFaSwWxef2sH7LZjV9RqPRqFfoXZNONFotBqMR+9gYkXCUxuZGdSF5uKvg4VCIyQk77iknbqeTs9/5zoLPothspthsZqivjyVdXSjpDI4JO5lUklQqTcuSdlKpFGPDw3R2dxc8VlEUfG4PjvFxUqkk1TXzh6iV22w4JiZYs24dhqIifG43idnuQsVmM3qDkVBgRm3zmZs2DJCIx3n1hRewVVaRTPlQMpmCK+yJeJxwKMxZZ589230nG8xEQiFSqWxQWFFpU6/6G4uK1MV0JpPh9dd2UlNXpw5Iyy/M9nk8oIGVeS1CfR4v0z4/6XQK++gYqzduxJI3a6G0rIzSsjIS8Th7XnmNs87JTlY1GGaf0+0hMD3Dmo0b8ExNodVqZ4ecTbFs9UpMJhPu2d9sNrXKy5KuLjXtR1EUpiYm2LZqDaPDw9TV1dHY2MgHP/hBdu3axR//+Ecuuuiied+BOE0sQA2ABADiaCQAEEKcsY6V7x+Lxdi5cyeRSIRVq1bR09OzYK+dTqd5ZudrpA06NF4fUw4Htupq9cq0y+lEURS1eBOy+foTo2MoSoaJkTGWrVqhLv5h9gp7fT2hQIC0J0n36lV4XC5SySSJeIKWJdmWl8ODg5SXW6mprys4p2mfD9/oGI7xMapra9XONjmWkhIi4TB1jY2s3rABn8eTrU8IR0ADS7u7GeofoK6xSW3Fac17vyMDAwRnAlhKS/G6XAUdczQaDcFggMbWFmxVVQVX2FOpJCWlpfjcHrpWrlSLDKvy6hXGh4cJudxYSksYGRykprZWDWYABnr7WLl2rRrQBAMBJu12wqEwsUiYkrKygvqI/NanYyMjGPQG4tEYB3t60OsNLOnKpgvlai/WbtpYsGPk83gJBmaY8U9j0Ovn1QPkJiXv37OHtWdtIjAzg8s5iVarxTTb6jS3o9LWeWjqqqIoeNzu2QDmUCvVdDrN4MFeyq1l6kwARcnumkx7faxcvw4AvcFAJpPBPjjElhWrGBkaUqf7vve972VycpInnnhCurEIschJACCEOCMpiqKm/Bxu8T89Pc2uXbvQ6/Vs27aNhSyHmp6e5tWhARo62gtec2Z6mvHhYSYdkxQXm1i5bl3B48wWC6biYnp79rFx+1YCMzNqe8+iIhPN7W14XC7S6TQts3nipbM584qi4HG5GOztw1ZVRTwem3deer2eTDrFWWefrU6HjUYiaDUazCUlxKNRSsrL1SClMq/7USwa5eXnnsNWWcVQfz/VtTUF/fq9Hg/GoiLWzg40yxXkptNpkokE8WicpvY29Sp4/hX24MwMjvEJSkpLZncIUmpBLsDY0AglpaU0tx9KN5r2+Zix20nE4wz393P2BRdgMBjU23NX2KcmJ7Fay9FotTjGJ0ilkuhn04UAhvsHqGs8NO23gebsbAOXC6/Hg2fKTUd3V8H3qNFoqKyuYmZmhrbODsxmMy6nk2QiSTKZoKzcitVWwVBvH8tWrUKn0xXstETCEXr37SMSjrB+81m4Jg/1TZ+Z9lPf2IS1ugLP1BSQ7f0/MjBA18oVs21Ks3weD5aSEiryCqfTqRTu4RGaSsoYGxlh6dKlpNNpdbrvn//8Z7oOU0siTjMaFqAIeEHORJyhJAAQQpxx5ub7z138OxwOenp6sNlsrF27FoPBQCgUWpDXnnA4eHbvbqobGublVpdbrfg8HlauWU2xxYLX7SYWiRCPJygrL8dSYsHjctO9ehUajYaqvAV4Mplk50svU1JiwWgy4ff6CjriKIrCjN/Phq1bMBqNxKJRpiYnSSYSJJNJdFodOr1eDRx0Ol3BAv5gTw8lpaWEAgHczima29vUice5Kblnbd+uvqfAzAyOsXEikQj20VGWr11DU16Lv9wV9mw9QC/WShsz09N43S4UBVras3MVvG43kVCIZatWFrwX72z6z8ToKFZbxbzuQlabDWM4zPjQCP8/e28eJdl9lvd/aunaq2vtfd97uqd79tFotSUv2GACJoDNErBNSICYY5MfqzGGgE1MjkmIE5M4gQSIwYYYvDs+GOPdsixpNJq9t9r3fV/uvVX1++NW3a6aHlmWNUaSdT/n6Fiu5da9t0oz7/v9Pu/z3P/yl3fdhSRFLjQyPk4sFGLIaBzYSQBZDhQJhUlGozhcLprN5kCBrtVq0en1OF0u1o8fp16rEQ1HaDbqtKQ2k9OTJGJxxiYnlHyF/hyHdCLJtUuXcLrdhHw+JW1Y+S6FJmaLFZ1W3umQWi0AwoEABoNBWfmXWm2q1Sohn4+z997TPXe5sYtHoxjMJsamJknF44DcpInFMpMjo4TDYTY3N5V03/HxcTXd94WEOgOg8h1GbQBUVFS+q2i1WkiSNFD89+h0Ouzt7eHz+Zibm2Ntbe2I3v/Z7ARc39+jSIcT588r/vrlUhmNVoPHO0IyGmV+ZRlDt7Ae6StMY+EwIX+AYaeD4MEB49PTitSj9/za5oYSFFUulQj6fGi7enbdkJ6ltTWlQDeZzYpDTjwapdloMqTVEg4EaLfaSrpvu93m5tVrLK2uKJKgTqdDLpsll86Qy6QRmk1O3RL+05tlCPn8nLxLvt5IMEitVmNoaIiF5WUajQaRQICVY+sDzZAkSaQSCRLRKG2pxezS4sCxNRoN3tFRbly+wonTp0CjOZQLiQIur5d2u00xl2NtS24c+uVGtWqVxx/+OiaTGYvNgs1uHyjw0WjIp9Ocuus8Wq12ICm5XqtjtVlly9DukK/ZYmGq7/1Xn7iEw+UkEghgMBqZ78txKBWLVEoltk6fVu5lPpuj2WhQq1aRWi1cLhezC/MEDg7ovojrly+zvL5OvG8IuNlokE2lBu9Pp4Nvdxfv2BiNmpwE3Oles5DNM+FwKum+165d48d+7Mc4efIkH/vYx9R0XxUVFQW1AVBRUfmuoBfuJUnSbYd9JUni8uXLpNNpjh8/zvQtPuzP1gnlkStPoncdDvsaTSZGJyYYnZigWqnIibEOh1zICoPhX7FIBJPZMmA7mctkyWeyCEKT4IGPu+6/b0Cz35O4ZDMZWq02ZouFaChEo97Aarcx0S1eQz4/7hEvE1OHVpytVotsKkWlUiESDLG2uTFwbI1Gg8frJRGLMT41hX14mFQ8TrVSQaPR4PR4cLpc+Hb3mJyZPmLFWa/V2L+5Qz6Xw2w2U8rncfQN5Pa89mfm53F7vYqDTS9cbHx6iqg/wOrmhjIP0O9u49/do16XC3X/3t4R69PggY9jW1tYunKjfDZHIZdHEgVq1SparZatM6eV1/cnJQcODmh3OghNgbDfj06vV76XdruNb3eX9a3jijyp3W6TSaZoNOrysK5ez8mzZwfuZW8eIOjz0ajXD2czujMqsUiE091mRN8dAs6mM1RKZc7efYFUd9i30+mQy+XZPHkCo9GoSIRqlQr2DlCrU6hWOX36NF/4whf4mZ/5GV796lfzl3/5l1j6GyCV5z/qDoDKdxi1AVBRUXnB83TDvrVajYsXL9JsNjl37hzuvmL02dJut/nSE4/TNhjo5AtkUik59KlbgKcTCSSpxbGtLeU9rVaLVDxOu90h5PcxMT19JBjK7fXQaDSIhyPcdf99ip+9KApyGq7LRTQUwmQ2Kym5Peq1GtFQmHg4wrDbifaW5kan02EwmRhqNrn/ZQ9RrVQUvX6z0WRqbpZ4OIzD7cbVvVf9BXghl+PSNx7D6XERj0SYWVgYSJCtlMs4XU6W19eU10dDYRr1ujzPYDYzMT2FtdssWW02ZWejWi7j393F6XIRC4fRoBmwPg35A9idDha6YWm92QexKdAUmsRCIc7dd9+A5KYnlcqmUkiihHXYLs8DiAIWmw1vNwNh78YOE1MTShYByHKhVCJBKV8gnUqyfnxr4Fq1Wi2jE+PdYd4VzBYz0VAIodlEklqMT05gdzgI+Xy4PR50usP3NpsCIZ+fiampwwamK39qSS1FClSvVGm1Wvj39hkdG8VkMiGKIkajkUI2x/Swk2I6gyRJnD17lr/+67/ml37pl3jTm97Ef/tv/01N930BotHcgSRg1d5V5Zug/qmgoqLygubphn3z+TwXL17EaDRy991339GV0FKpxGMHu4x39ew9GvU60VCIVDyJKIocP7k98D6dTsfoxAT+vT1OnT9Pq9UiGgpTq1bRaGB2cVEOvSqVFOea/gK8XCpx6RuPYTQZEJpNXB7PwAq4fmiIZqPOqQvn0el05LM5UskDdDod7ba8W6BBo2j2+wvwTqfD419/hJHRESqlEvVKRRmYBaiUShRyeU6ck11xOp0OqUSCltRCEgUKhQJzCwsD7kVOtxun20273eZgdxez2UwulSZaC2C2WpnpBonlMlnKxcLAcLQoCMruQDQUYnJ6WinYoZuUPDZGo9GQ7+ddF8hlMkiiiCSKeEdHsQ0PE49G0Wo0SuPQo1atkozF8O3u4vJ40N1SLBuMRoxGExqdlrtf8hLZvz8WQxQEGrUaC6urJKNR7E6nYu861Xe/CrkcX/qHz3H+vntl687eqn21RjaZ4p6HXjqQ7pvP5Zi0TjM6MU40IsuBhoxG9m/eZG1zE//uLiDLg5pNgQlTm3QiiU6n4+zZs/zRH/0R73rXu3j729/Ov/t3/05N91VRUbktagOgoqLyguXphn0jkQjXrl1jZGSE7e3tO7oSGk3E+dqVK9icDjqdzsDnmsxmJElidfMYVpuNQi5HPhSiVqlgMJkZm5wgHg4rybRwGP7V6XTYvX5Dtos0GYkEgwPDtSAPma4d31DCv3or4IIoIEkSRoNhIDXY5XErq+D+/X0qpTJDBgPBgwOsdrtSULfbbfz7+2yfOa2soPfbdSajMWxOB6vH1pVjazQaZZg4eHDA1OwsjUaDSihEvVpjfGoS2/Cwspux3DenAHIBHgtHCAX8tESJE+cH7SmHDAbGJie58eQVtk6fptVqEY9GkUQRURSZXVigXq2SSaaVXZaevSfIoWEXv/51jEYTVrtdkYf1f1f7N25y7r770Ov1in+/JIl0OmC1Wmg0mkqYWk961fuurjz+BA6Xg2IuR6VUGpBxSZJEJpVieX1NmecYMhi6w9BpxqYOmzqASCiEXq/H7fXKsyidDvVajXQywYmurEjfdTrKJBLMO5wkolEsFouS7vsnf/InvPe97+XNb36zugL8QkaVAKl8h1EbABUVlRckrVZLCfe63bDvzs4OgUCAhYUFVldX72gxdPPggHynxfGzpxXLyGrXRajn7rO0uqro6nsr4ADZdBr/7i7DTqecSuty4e6zcQwHgkxMTymryc1Gg1g4QqfToV6tUigUOHnu7ED4V2+YOJNKUSoUGDLKjYMoCIxPTSkDsIH9fcYmJgYSaiulMtFQiHqtTjIW49x99w7IZ3p2nfFIhKm5GSw2G/FIFEmSV9h7+vubV64yt7Q4OGwLlPJ59m/cpFwu4XJ7jjRLFquVbDrL6rFjuL1ecpks0VyeWq1GSxRZ3dxg59p1VjaPKdfc0+t3Oh32d3ZoVKsMu1zEIpEjUqpkPM7qxga24WH5u0qnFbtOjUZDvVpl68zpgSTgHpFgSJ5jsFgJ+nzY7PYBa9QbTz7Jysa6cs29we9qpYIgCOiHhlheXycRjSrvqZbK6PV6pmdnyWYyAEiiyM7Va8wszCM2m8pjAPFweGDHo93pEA+FWHR5Cfr9uN1uVldX+dmf/Vk+9alP8Vd/9Ve87nWvU4v/Fzpa7kADcEfOROW7FLUBUFFReUHxdMO+oijy5JNPksvl2N7evuO2h49cfhKdy4HTJhfoWq2WkfFxRoB6vU4kIHvWZ1Ipmo3mQGJsIhpFPzTEse1DSVC5VCLRXdH27e5y5p57BxJjjSYTkzPTcviXJLK6vkYmmZS99ZuCElgV9gewDQ8PrPyDLKvJZTL49/aYnJ0dKP4BbMN2BEFAaIrc8+BLyaRSlAtF9EN69ENDTM7MEPIHcLpdSlPSvwKeiMUI+fyMToxTKhaPNACNZhOH28XysXVarRaZVIpGrUYHufivlsuM9jUlcgEuF+HlYpEnH30Mt9fD7vXrOJwupmYPV9jjkQgOh4OVdXlHotloKHIhSRTJZbJsnNhWGjGtVqs0S8VCgWQ0htPtJhYOI4riQLhY4OAAp9PJ9NyhnKc3rNxsNNi9fpMLL7l/4Hp7g9+VclnOAOgmFvd8pXrf88T0NOVSCavNRqvVIp1McfL8OfR6vSJBymUy6LR6FtfWFO//TqdDNhrj7LFNAj4f4+PjTE9P8yM/8iNcvHiRT3ziE7zyla9ERUVF5elQGwAVFZUXDE837FutVrl48SKSJHH+/Plvy/bwqWxA2+02X37icTpmE628LOHodGBuUQ6nymey1Ot1Vo4dGzhWOpFEkiTCgQAuj5vVjY2B49qHhzFbLAR9Pu5+8EGKuVx34FdQEmN7qcE9D//hrr6+1WqRSSaJhsJYrBaM5sFkXwCLzUohl+WeBx+k1WqRjMdlfbwk4XA6qdfrsm3nijxIPDI2phTJzUaDR7/6MJ5RL7l0mk6no4SEAdSrVcRmk/P33SuvpneTbXvyHEmUcHncyqq5Tqcb8Mu/cfkyDqeLXCZDJBRmdmFekcoU8nlqlSqn7jqvvL5SLhMLR6jX6wT29jl++uTAbITRZGJscpJ2u83OlavMLy+Tz2a753K4W5FJpWjW6qxuDn4XvXCx4IEPh9PJbF/wGMizEvqhIfauX+dl3/dq8tkc8aK8G9IbVi7m8+TzBcanDhtPSWoRj0Qxmc3YXfL9EwURs8VM4OCA8anJAXlaLpOlkC+wvn0ckBuXVqtF0h/k3LFNfAcHzM/PMzw8zPd+7/cSi8XUdN/vNrQa0KkSIJXvHGoDoKKi8oKg0+kgCMJT6v2z2SyXLl3CbDZz7ty5AQ/9b4VvJpmoVCp8Y/fmkWFfURSJhyMk4gkkocnKLQWlRqNhdGIc3+4e26dPo9XJabS1ahW9Xod3dLTrE59lcWVF9r/vywao12pcfeIJQIPVbqNeqw2sOOt0OsrlsrLKXatWiQSDcjFeb+BwOqiUK8qugFarHQj/2r12HZ1eh9Fkwr+3N+Dm0263CfsDnDh3RtnBkN18QrRaLYr5PJ7RUaUpAdkvv3d+IZ8fk8WMIAhy9kC7zcy8nD0gCIKSktsv3epZn2bSKTqtNttnzwzcz55dZ2B/nwsvuZ9GvU4kGKJeq9Ghw+qxY7IDUjDI+vbWwHfVCxeL+INoNB3G+7T6PZxuN7FLT3Ly7BmGjEayqdRAuJjJbCadTHL81ClgUC4kiiJPPvoYnQ6cPH+WTDKlPJdNplg5tobVbieTSndfL1CM5VlaXSUcPBwCzmVyWKxWvKMjyn1vSRKZYIhJmx3fwQGrq6tKum+n0+HLX/4ya2trR65H5YWLRnsHXIDUBkDlm6A2ACoqKs97bh327f3TIxQKcePGDcbGxtja2lK84+8E8VSSr165jNkuyzX6V2qHhoYQJImltRWGHQ5KxSLxSJRiPseQwcjMwjz7N2+yurGhvG9y5lCj7t/bo16rYzabCR4cMLu4OFAQJ2MxZhcXFelN/4CqIAi0xBbLx9YGBol7Upp0IkG1XMFkMhH2+9FoNEx33XZAHgaenp9XBmaV9N2mQC6ToVFvcObuuwbuc2+WIRIKMTI2Rqcjp9c2G00cTocSxnWwu8vk9PRAs9KT/+QzWfK5LKsbG0ccatxeD/FwmNm5OSx2+2H2gFaLw+nC5XFzsLPDzPw8BqNRcS4Cebdi/8ZN8vkcVquVdCrFaF8zpdFoqBSLzC0v4vJ4BnYrBEHAOzJCJBhk9fim8l31h4vFwmEyqTTDTgeB/QPGJicGri8ZizMxPU2xUJDvJx06nQ6+3T3sjmGs3bkFo3GIcqlENBjk9IUL8ps7bfm3Fo4wNCQ3htm03CjUazWEQpFRt4dQKMTx48dJpVK89rWvZWxsjE9/+tNMdS1nVVRUVL5V1AZARUXleU3/sO+tq/7tdpsbN24QDodZXl5maWnpjg4/7vgOyLYkNk+fUgrkarlMpwNGs4lSPs/c0pIShNVLx52YnqJUKODb3cNsNhMJBjGbLYxNHq6+x8NhnG4PCytu5TozySRi104zl0qzcfLEQEBXb8W5mM+TTCSwO4blgVxRwNHNBgCIBILYHcMDBWxvQFUQBHx7Po6f2h5wy+ml7xZyOZpNG0trq6QSCUXO09PHRwIhhl0OpSnpUavWiASDxCMR3B4vmluKe51Oh16vx+ZwsHZ8U8kekCQJodFkemGeSCCAZ3RUkRkNZA/k8zz52OO4PHIDMntL9kC5VMLZnTUAOZE3Fo7QqNeolCuYzGamZmeUpqF/t6LRaLB79Rre0VFi4TDtVpvZxYWBoDadTsex7cMsh/5wsUI2x8ziAk63m0q5BIAkiOxcucrq8U3Cfr/yvlKphE6nY6ZPXtRpt9m7cZOp2RkajTog/7arlQqtfJFRm51kMsnJkye5fv06r3vd6zh58iQf/ehHcfXZrap8F6G6AKl8h1EbABUVleclvWFfURRvq/cXBIFLly7JrjgnTzLeV+zeCb5+6Ql0bicul1x09wpk7+gogiDg393rOtikEQWBsclJpaBMxROggfXjm8rxatWaUvAG9vbZOHVSseaEw2yARqNBaP+AxfU1sukM7bZ8D2bm59Hr9bKPfEeWu/RTKhZJRKP49/ZxuF1Mzg5KXIwmk+yUEw5z/8teSqlQIB6JUq/V0GhgbmmJZDwue+Uvy9kD/Svc+WyOK098BY/XS6vdwj48PPB9aDQgCRJn77kHjUZDJp0mGYvJ3xsa9IYhDAYjU90dkFuzBx57+GHGJyYo5fNUS6WB7IFquUw+k+VEVxIkz1bIAWuSKFAsFJmemxu4n71mDGD/5k3MFgv5bJZoKIR+aIjFFTkPoFwskk4mB+RGvWZMEiXCwQCekRGW1w+tT+EwXGz32nWGzCbF5QmNhka9TjKZUBKBe1MlqUSCZlNgam6OdDfdV3YmyrJ15tRAQ1Ov1bC1QKzWqNRqnDlzhi984Qu86U1v4lWvehV/9Vd/pab7fjejuQMNgOoEpfJNUBsAFRWV5x1PF+5VqVS4ePEi7Xabu+66C8ctq9HPhna7zRcfe5SO2YiUL5CIxWk2GmyekJ17Cvk85WKRtb7iHmQLzkIuTyIWRavVKcVqD4vVgslswre7y7n77qVUKMhptJIou+1MT1PI56mUSqx2j91bCe95/ccikQHbz35sdjuxYIgzF+5CbzCQSaWQunaXFquVIYOBaqWiFL4Ol0sJ62q1Wlx94hIWmw29XkcqHh9YfZeL1BSnzp/DYDQiSZKyOyBJEi1Jwmy2ML9ymEjsHRnB2x3+3b+5g04SEQWBbCqFZ3RU2c1ot9v4dnY5ee4cQ12P+/7sgVQ8jtVuZ3XjsOGRZyvk8wv5A0zOziAITaKhELVanbGJcYYdDjl4bGeHhZWVI8V1PBIlFg5RLpU4dcvwbK8Z279+k40TJ9Dp9ErzJokiY5OTGE0m9q5fZ2F1lWggoNxHsSmQjMcZHT38joaGhkglEuj1elx9Q8CiKBLy+xkZH1POT6vVkUtn8egNVLJZ2u02Z8+e5W/+5m94y1vewhvf+Eb++3//72q6r4qKyrNC/RNERUXlecXThXul02mefPJJrFYrp06desbDvt8MQRB4dG+XqaWFAX26JEkkYzFC/gBCo87yLU4+AN7RUQL7+6xtbqIfGiIRjdKo1xFFibHJCYYMBuKRKIurq4p1aI9mo8HVJy6h1WkZGhqiXCxi72tqNBoNpUKRpZVVbMN26jV5N6HVaiEKAk63m2wmy+rxTeW8+912ggcH1NMZ7I5hfLt7TM7ODNy3sN/P8vqaMj/Qs7uUJIlSqURLENk8dVL5HvR6vTJMnIonZJ2+TkskGERoCswuHspzAgcHTM7MDMiNyqWSnD1QrZGIx7jwwAMDBW0veyAVTzA+NYnVbleyB0RBYH55Ga1Wy861a8zMLwwcG6BUKOA/OCCbSuPxeo7MGpgtFkrFIrNLS4x0ZU/RUJh6rUqjXufY9jYHN3eYWZhXdkH6PyMZj3Pzy1/h/le8HK1Wi04vNy7FfIF6vcba8U0igaDy+mw6zfzyMsMOB8V8HgCtTkvI52NpbY3QwYHy2kwqRSUcxWY2o9Fo+Lu/+zv+8i//kv/zf/4Pb3vb2/i93/s9Nd33RYA6BKzynUZtAFRUVJ433K7479HpdAgGg9y8eZPJyUk2Nzfv6LBvKpOhqO2gp33EClSv1yMIEivH1rs6b9mOslws0GwKbJzYZu/6dZbW1jAYjQCM9w1mhgIBSrk81q6DTa+A7ZGMJ5mamcHVXRXPZ3PEutr+dquNJMmJt71j9+vXC9kcyVhcmTXQarRMzx8mB0eDQYYdDuaWDlfns5kM+UwWQWgS9gc4f9+9yrHhUJ5TLBTodDqYLVbikSi1ahWTyaQcP+QL4HA5GJ04bDZ6sxLNRhP/7h5zS0cLdHs3lKvZaHLvgw+STiSolCvoh/QMGQxMTE0RDQaxDQ/jcMnH7sl5ershBzdv4h0bp1QsHDl+BzAajJy9+4IS/lWvVuXsAYsFURCw9UmE+oPaJEnisa89zPjUJGG/H7PVykzf8HS9VqOYzTHXNyPQoUM+myOXSSvSrCHDUHcIeBeDwaB8VrvdplatkojGONlNPdYNyW4/sWCIY5NT5NIZzGYzBoOBL33pS/i7Q9xf+MIXEEURY993pfJdihoEdsf52te+xoULF9QGuovaAKioqDznPF24V7vd5tq1a0SjUVZXV1lYWLijw767AR8pocnZe+9VCthSsYhOp8NisVApVxibnFQKzZ4dJTPTVMtlrj1xiWGXE//+PiaTmbmlQ2vMaDiMxWJhtltEtlotUvE47XZHHvbNZlk5dmzA0cblceNCLjaDBz7sDgepRIJWq8Www6noz9OJJO12e0COJIpi191GIhIMMDO/gKsvaRjA4/XSaDTw7+1x7t57yGezSJKEKAi4R0YYdjhIJ5NogOm5uYH3NhsNkvE40WAIk9mEw+0ceF6j0TDsdBIOBLjnoZciNJskYjFlmNg7MkKj0YBOh8VVWY40OjHBaFdxVK/V+MZXvorb60UQRfR6veKg07u+crHE+fvvR6vVym4+3d0KQRDQaXUMGYYUt6X+8C+A3es3MFsslItFErE4M3OzSjMlSRLBAx/n7r1HKRJq1SrxaJRmvU4+m5OzHI5vEg0dWnem4wlMZjNOtxtT91jtToeDnV3ml5eIRyLKa8ulErp4nJGxw3TfTgdigSAzdgcBnw+Px8PKygo/93M/RzQa5f3vfz8Oh4Nr166pxb+KyrfJfffdxw/90A/xoQ99aGDH8dFHH31RZmioDYCKispzytOFezWbTZ544gnK5TKnT59mdHT0mxztmfPYlcu07VYlrKp/2FeSJPZu3MDhdJPPZoiFa0zPH4ZV5TIZmo0mJ86dVY5Xq1aJhcJygb2/z+aJE3j7zlmn0zE+NUW73Wb36jXmFhYp5PJKYFVv2LeQy1OtVljfOj5wvr3k4Hg0CmiOzBoMDQ0xMjbG3rUbnDp/nka9rshnJFFibmmRSrlMIZfj2JbsajPWl5ZcLBR49KtfxT48jMlswT0yMrBiZjSZqJbLbHYdikqFAqGuy40oiHhHR8ik0yx1swdMZjPjXZckgOuXL2MymTEYhgj6/MzMzw0cPxaJsH3mtOKslEtnKOTzysq5yWxWGgcY3A2JR6MIjQZoNIT9ftrAzNzh8W9evcp8n2sTHLr5lEpF8pkMFx54YOB+9qxVi4UChVye+e6ANMi/0Xg4grEb2JZJpZScg7DPx9l770Wr1SI2BeWzJFFkfnmZRCwGdHdMYjFOr67hPzhgYmKCqakpfvRHf5THHntMTfd9saLRwrNdqdaoK939WK1Wpqen+Wf/7J/xkY98RGmmX/ayl1EqlZ7js/unR20AVFRUnjOebti3XC7z+OOPo9FouHDhAva+leA7wZcuPo6k10G5QiGXk9NcF+YBWUeeSiZZP358MHCsK59JxWIMGYxsnNweOGavYPTv7nHhJQ/QqNUIBwKy245Wy8r6OvVqlWQ8ydqWfGwXHuV+pBNJUvE4rXabkfGjw7724WGSsRgr68ew2m2ydagoIYoCZrOFYZeTWCjMyuYxtFotBqOR4e4wcbvdZufadTqtFiaLmXQiMTCLAJBPp1nd3MThdNJut8mkUoiCiCSJGAxG6rUqc0tLivxq2OlUjp9OJsmk05hNcsKtxWodmEUIBQJMz80pcpheNoAoiFQrZUqFIifPnxtYnXOPyLsX2XQaSWxhMBqJBIM0600cbqfSXIUDQZwuJ/Y+6VXv+EKziW9vn7XNjYHiH+TdlkI+D50OS6uy9WmlVEarlXcy3F4vuUwWURQGBqPFZoOQz4dnZIRapQqgpCHHI1GmFw4zHVrtFslYTG7wuvafGuQdh1QgxOnlFXz7+ywsLGC323nNa15DJBLhc5/7HOfPn0flRYhG8+xdfFQXoAE0Gg1/9Ed/xG/8xm/w6le/mk996lOYzeanTH//bkdtAFRUVJ4Tnm7YN5lMcvnyZYaHhzl16pSSinonqNVqPHz9KmPzcwNzBEKzSSwcIZ1IUKtW2Tp96ojUyOP1EvL5WTq2Lru7xONywajX4R0ZwWSxEDzwMbe0KMtXrIe7C416nRtXr9Ko1tDp9RRzOZyewzRZjUZDvVFnqmtpWa/ViEejtLvDvqMTE8TC4YF5gP4CPh6J4tvdxWwyEfT5mJieHhj2TUajjIyNKkVz7RYvfkEUmF9cVGQsWq1WKeDLxSJBn5+RsVES0SiiIDA5O6t8L4lYDIPBqKz8g7wb0pPn+Hb32D57ZiA/QKfTMTo+Tr1Wo1IqsXFiW3YvEkWEpsD0/BwGg4FUPIFOr2Ohz2UIoFIuEw2FSESjWKy2gZyF3vGHnU6iwSD3v+yhgfMRmk2m5uYo5HJIoqRIhkbHx5VrrpTLPPrVr7G0tsrYxATxSBSQf7vpdIYTZ+WU5I6m9/sRqJRKLK6uKK8F2cbUMzKK2WpF2/09iaJINhhiwmrD5/OxtraGJEm84hWvoNVqqem+Kip3mF6h/+///b/nd3/3d3n5y1/O//t//++OyklfSKgNgIqKyj85Pb3/Uw37+nw+9vb2mJ6eZuM2ibHPhlQmw+cffxTnyMiRIWKD0Uir1WJucRGnx00pnycejSKJIu12h9mFeXauXWducUGRncj6dbnwjIbDBH1+7I5hYuEIs93dhB75bJax8QnFAvPQfaaGJIoYTSZGJyewdt14+uUttWqVgxs3GXY6iEej6LS6gWHfdDKJRqNhY/twRyKTTpPPZJEkkVQiwerGBvbhYeV5i82GxWaTpU7XruPyeshlc7SSSXQ6neLFn8tkqFWrHD91Unlvp9Mhl80iNpuE/H6cbjert7gjWaxWTGYzvt1d7nrgfiqlMoGDA3RaLVqNhqn5eQq5HKU+W9WeE1Hv+L6dHezDw0eCx0CexUhEo2ydPs2QwUA2laJaqaLVatDp9Qw7HORzOZa6hfSt2QPXLj6BxWZDN6QnFgoNZA/0rntkfAx3d4aiQwdBEAgdHDAyMqI0PzqdlmKhQCoW40R3sFdoNAA5KdloNuP2eshlMjhcLuq1Gu1yFad9mHA4zNbWlpLuOzIywqc//Wmmp6dReRGjvQMSIHXYdYCXvexlyr+/4x3vwGaz8dBDDyFJ0nN4Vs8dagOgoqLyT8bTDfu2Wi2uXr1KPB5nfX2dubm5O7o6cxAKEq9X2T5/Trb2jMdpdN1hnG43yViM6fl5pUgcdrkY7nrlVysVnnz0cTwjXlKJxMAwLsghT1qNhs2TJwBZ3hENRYAOkiRSLpWZW5gfsPfsuc+02232b95kyDBEJpEgVKvh9noVq81CLk+1UmarT+8vimLXCrRNMhbFMzLG3NJhuiyg+PDvXL3G6rFjVMtlSoXCwLBvpVQik0xx7MSglKnZaJCIxUjG44hNgZWNweAxjUaDx+tl5+pVNk+eYmhIryQNi4KAZ3QUg9FIPBxhaW0NjUaD2+tRmp9mo8GNK1cBMJlNFAsFJfegd/xqqcyxrS1sw8MD2QCSKGBzOMlnMiysrCiNnHdsDG9XNRWPRokEQtiGbezf3GFkfGzg+JFgiOmFecX95/D4IpVu2vPswjzlPm2wJIgE9vZY3dwcsO4sFAqYrVYm+sLXtDotu1evMbu8hNCdAWi329RrNSiWcZvMpNNpTp06xbVr13j961/P9vY2H/vYx9R0XxWZF+nK9HeKj370owP//9/+23+L2WzmbW9723NzQs8xagOgoqLyT8LTDfs2Gg2eeOIJqtUqZ86cYaRbvN4pnrhxHcFkwNOVv/R72bfbba5fvoLFYiGXyZBOJJhdPNRw9wK6Tp4/HPYtl0rKcG0sFGJ1Y3NA767X65malVdx92/eZGJqkmqlQiGfR2g2WVhZQavVUqtUSCdTrBw7Njj/UCoRDUcI+fx0Oi3uuv/+gesZGhpifGqKg5s7rG5s0JIk4pEorZaEJErMLi4gSRLhQIDlY+vodLqB5qOQy3HzyhXq1RoOl0tpyHoYTSYatTqz8/O4PB6KuZx8vaKAJLWYXVzg4MZNFlZXlZXwfo18JBgkl8nidDkJ7B8wt7Q4cPxcOs3k1CSObgFezOcP5UjNJo16k8WVJUWO1MsGAKhXq/j29nB5R4iFw8pwc+/4qXgCg8HA+vbhAHUxnycaCtFut4mEw2yfOjXgvNQ7fqvV4uaVKxhNJixWK7WqrO+vVirEo1Huuv8++TfTlRPEwxHanQ7jk5Okuum+rVaLdDLFyfPn0Gq1aLt2jo16neG2hmq5Qr1e58yZM3zxi1/kDW94g5ruqzKIugPwT8LP//zP8/M///PP9Wk8J6gNgIqKynec/mFf4EjxXywWuXjxIjqdjgsXLmDrK8zuBF+5dJEGoBEFCrkcVrtd0eVXy2UyqTSbJ7aVc2q328QjESRJIpfOYLHZWNsclLfYh4exDw8TODjg2IkTNBsNYuEIotDEYrUyMj6OIAhygb65MSA3arfbZFMp0skkzUaT6fmjOx324WGK+QLrm8dwuN1kUimajQb1ahWz1crU7Cy+3V1m5ucxdnX+Dvfh8f17e1RKZWx2O4VcTrneHvV6HZfHw/rW1qE1aauNKApY7XbKxSKjk5OKHMnhdivHr9dqXHn8Im6vh0QkgsVmG3A6yqRSgIbtM6eBXkGcRBJFapUKjUaThZVl2Uq1Sy+ZuJfe6xmR5Ui1UAT7sF3R9+ezOeq1GpsnTw7cz17ycTQSxu3xsrR2OIvQf/zrly9z6uxZioUCiViMoaEhTCYzoxPjCM0m4UCAzZMn8e/tyW/sdCgWCpQKJWVOAECnHyIejmC2WXF3V+yFRgOh2STkDzA2Oak0JBqNhlwmw6TZRjaZPJLu+4Y3vIH3v//9arqvisod5DWveQ1nzpzh1KlTnD59mtlbJH4vdtQ/bVRUVL6j3Drs2/unRzwe58qVK7hcLk6ePMnQ0NAd++xms8mXLz/J2Pwsnr7iqjc8mkmmqZSK3PWSBwbOSavVMjU7SyQQYmF1haGhIaLBEPV6HUBJuvXt7TEzNycX4H2r67Vqjf2dHfLZHB6vl1arNdAAaLVaBFFkfGoat9cjB0PFYjRqNdrtDtPzc0SCIcb7sgf6dxdy2SwXv/51HC4XO9evs378+MCQdC6TwWS2KNr3SrlMPBql1fX6R6vF7fEokpieNSnI39eTjz6KZ2SEfCZDMhZjduEw2bdULJJNpZUQK+hLDhZFEtE4k7PTTM8d/mWr0+mU3ZarT1xicnaGarlMMZ9XGiCDwUCj0SARjrC8vj7wfdSqstd/KpmkXq2xfYv1aW9YOeTzs7G1hUarG8gGGJ+cxGgy4dvdY60bIGfqWneC3NDs3bhBIVfg3L13y/ehawxSrdYwtlrMzM8S9vmUz0zG42xsHcdksZDPZOXz0OmJhkIsr68R2N9XXpvPZll0eohGwxgMBk6fPs1//s//md/7vd/jN37jN3jnO9+phhOpDKK6AD1rUqkU/+E//AeazaYsQXS7OX369MA/S0tLT3+g71LUBkBFReU7RqvVQhTF2+r9O50O+/v7HBwcMDs7y/r6+h0tgrK5HH//8FeZXl46srJqs9spFQrMLMzj8sir62JToJDP4R4ZYXxykhtXrjK/tKgM4fYPj0YCQVKJBO4RL7lslok+60mAaqXMsMPB8tqaPMyaydJsNJAkkSGDgXq1indsTBls7VmHglyAX714CfeIl0wqiU6vZ2rmUFteyOepViqcvece5Xyy6TT1Wo16rUahO/Q61adHV4LLgN1r1zBbLFRKchaAwWhUzr/RaBD2Bzh5/rzyXfWOLwgi2XSKtigpg649esO1/t1dltZXkbpyJFEU0Ov1TM7MyLkH166xurkx0KzI9ydDIhqn2agzPjlxZDfEYrVQyOeYnZvD4XaTy2RJx+N0ADoaZhfnj3j896cDR0NhsukUTrebeDgyMDwN8u/UYDQp8wC9hi2dSNCo1Zhb7M5WaHXyvMaNmzgcDiw2G81GA7PVQrVSIZ1McOKsLBPTdxvZeDjMsckZwsEgNpuNra0tfvM3f5P3v//9/Kf/9J94y1ve8qJ1IVH5Jmg1dyAJ+MX9u/rGN76hzJU9/vjjPP7443z2s5/ls5/9rPLfXG9X+sWI2gCoqKjccXrDvqIo3lbvL0kSV65cIZVKsbGxcce3ZgORCJFqiZP33K2srtcrFdBomFlYILC3z8TMtFLU95JiJ2dnqJTLPPnoY1hsVhLRKBMzMwNWmvlsDr1ez5m7LwCyrjvo89HpdOh0OrRbbbyjIzi6shCNRoNn5DCJ9+bVa1isFkqFAtlUirGJCSzd86h2V+q3zhzajzbq9W6yr0gqmcLj8TC7eDjs2wsuAwj5/CwsLyM0BQL7+1QrFWYXFrA7HN1B4x3mV1YGCvBGvU4sHKVcLJBNyyv7/d9V7/jRYJCx8QnFhajVnecYHRvDYrOxd+MmU7OzA4U3yMO+Yb+feDiCZ2wModEY+HyNRiMnHDuHmZnfVoaPJVFEEkVcXi/FQgG3x6M0Mf3DxEKzyZPfeAzXiIdYOIzb61UKeZB3LJqNBttn5F0DUZQdkURBpFatYjAMYTAYmFtcINRd4RcFgWIuh8PpxGo/lKN12m18u7ssH1snEgzKny8IiM0muXQGt3dQZhULBJi2OQj6/Xi9XlZWVvhX/+pf8fGPf5wPfOAD/NiP/Zha/Ks8L6lUKrz97W/nb/7mb8jlcqyvr/Prv/7rvP71r39Gx3n729/Ou971LjY3N7l69ep36GyfGp1Ox4kTJzhx4gRvetObAPjbv/1bfvmXf/lFO/zbQ20AVFRU7ihPN+xbr9e5ePEijUaDs2fP4unzwb8TXN65Sc2gV4Z9b11dv/LYRax2O9l0mlKxOLB6Xy4UyOfzbJ89o5xzLpMll87QkkTyuRyTs7NM9GnBTWYzc4uLAOxev47FaiOfy1HI5UCjVVaPBUEgEgyy0h3I7VHI5ShGouSzGWqVGme7EpT+45vMZqLBIIsry7RbbeKRKNVKBZPJpKxmH+zuMjUzcyToKp/NcbCzSywcwjMyeiRPwWQ2ox/SYbPbWTu+STadoZDLI0kiGjTMLMwT9Plxul2KZKj/nuXSWa4++SRut4dMKnXE+rTRaNBsNDn/wP3K9R5aq7bR6fWYTWZm5uX3GU0mxvuSiR9/+BFGJ8YoZLNkkilmFxeUnSJBEAgHAmyfO/y+SsViN3RLIptK4R7xDiQHDw0NKXKqRDRKKplk+7Q8q9CLA/Lt7jE+PYXL40ZoynaejXqdkN/HfV0rQUmQnX2K+TwanY7p2VmS3XTfdrtNNhbn9MoavoMDpqamlHTfRx99lI9//ON8z/d8zzMu/v/kT/6En/3Zn8VqtVKpVAaeu3jxIr/6q7/K17/+dfR6PQ899BDvec97WOz+Nvv5L//lv/C+970Pv9/P5OQkb3jDG3jb2952RH6XSqX41V/9VT75yU9Sq9U4ceIE73znOwfsFFW+U2juQJLvt99c/tAP/RCPPvoo7373u1ldXeWv/uqv+LEf+zHa7TY//uM//i0d49KlS7znPe9hbOxooOFzyT//5/+cVCrFQZ+T14sRTefFGoGmoqJyx3k6vX8+n+eJJ55QdNB32vHka09eoiQK6If0A9pykBuPRCQ64BbTqNdJx+No9XrSqTQ2m43l9duHL4UCASwWi5xfILWQRAHPyAi24WHa3ZXh/oAu6K42xxMUcjnKlTIbW1u39bOPRyIYjSbsTgf5bBZREBFFQbYJdbnYvX6dyZmZgaHZ3vHTiSSJaASn2z0gK+ohD81WmZyZkcOnUik5sKpcwjs2RksUMRrNuEe93Iooilx65Bu4PB70hiHlfHo0Gg2C+wesbm6g0WiQJLnolqQWoijQbrcxGo1MPcUOz96NmwwNDTFkNCKJAvbhYcVzv91us3P1Kktra8o97R/2zaTTdDptRXJzK8l4HL1eT7vdplouo9FqMZnMyjBxLBTGaDFTr9aUeQX//r68G+Fw4HS7MRgMJGMx7A4H6WQSQGn29m/cwGq3U6lUWFlfB+QwNM/ICOlAiGmHE7/fr6T7/vN//s8Jh8N88pOf5K677rrtOX8zotEom5ubWK1WisXiQANw8+ZNzp8/z8mTJ/n1X/91Go0G73jHO8jn81y6dGnAUetd73oXv/Vbv8Wv//qv88pXvpJHH32Ut7/97fz0T/80/+N//A/ldc1mk7Nnz1IoFHj3u9/N6Ogo73vf+/jUpz7FP/zDP/CSl7zkGV+DytNz7do1jh8/zuX//VNsLhz9b/IZHcufYfuNf8HVq1fZ3Nz8lt/36U9/mu/7vu9Tiv4er3zlK7l27RqhUOhIhsqtSJLEuXPneOCBB3jyySfJZDLPyQ7AUxGPx7nvvvte1E2AugOgoqJyR3i64j8ajXL16lW8Xi8nTpy4o44noijyxScuMjo/i6u7itnpdMgkkzQaDfKZLM1mk3P33jPwPpPZzMziItFgkIWlRURJIhoKUa/VMRiMzC7OA3DzylXmFhcx3yJvKRUK+HZ3SURjTM7OKLrvHkNDQxiMBkbGx9gcP0ExnyccCCA0BXQ6HbOLC4QDQTxeD7ZuQFf/sG+xUODrX/wyY5MTZJIpLFbrwJxEo1ZDFAROX5DlSKVikXAggAaQpBZmiwWdXsdkd4agZx3a48blywwZDFSrNWKRMMdObCt/sctuPLucOH9OaaJKhYIi/ykXi5iMJiXAC7rWqt3V+0ggiNiSrzMSCCCKInNLS8r579/cYWp2RtmdAXlYORGLUatWCezvc9/LXjawY9Eb9k0nkww7hhmdmOizDj1MDo4Gg9idTqUZ6km8esPEgQMfG9tb2B0OfLldQN5NiIcjXHjJA+TSaeVzG40GgiAxt7hIYP+wWMjncoxMTAysmouCQD4cYdxqw+/3s76+jiRJvPKVr0QURb785S+z3m0Wnik/93M/xwMPPIDb7ebDH/7wwHPveMc7MBqNfPKTn2S4+zs6c+YMKysrvOc97+EP/uAPAMhms7zzne/kZ3/2Z/n93/99AF760pciiiJvf/vbeetb38pGN8ztT//0T7l69Spf+9rXuPtueVfqwQcf5MSJE/zqr/4qjzzyyLd1HSrPfz7ykY9gs9n4kR/5kYHH3/jGN/LjP/7jPPLII9xzzz1P8W6Zd7/73eRyOd71rnfxmte85jt5uk/Jm9/8Zs6cOcPp06c5fvz4QNNSr9eJx+PPyXk9X1AbABUVlWdFp9NRiv+nGvbd3d3F7/czPz/PWjcU6k5RKBT4yD9+lrP33z/QVGg0GkbGx4lFIkzNzWK12RQtfbVcYWZhHrPFwv6NG0zOzg4UoiAXc5FAkFQyidPlRJREzLd8tlxkW7nnwZciSZJidSkIAg6ni3KphNPlVOYBelaUIA+fPfrVr+EZGSGTTtNsNgesOuu1Gtl0mrseuA+NRqNYh4qihCg0aTYFHE4Hc0uHEo9hh0MpekN+P4LQRNfSE/T5sPVZnwL49/ZZXF1VLETb7TaZZJJms0k6maJaqXDfQw8OfFfDTifDTiepZBKLJGE0mYiFI0iiMGAFGvT5cLndDPcFb3U6HdLJJGJTwLe3x+LqypF7brPb0QClfJ4HX/UqZfhYEgWGDAYmpqZIRKPodDrml5eBweTgdDJJLBTBYrOi0WqP7IaYLWbi0QjjkxNKJsKQwaDMcXjHx9BqtYrHfz6bo5QvsnXmlPybEEUAAvsH2J1OHE4n2VQKkJsLqnWGrTYikQjb29ukUil+8Ad/EK/Xy+c///lvO933Ax/4AF/84he5fv06b3/72weekySJT37yk/zUT/2UUvwDzM3N8eCDD/KRj3xEaQA+85nP0Gg0eOMb3zhwjDe+8Y385m/+Jh/96EeVBuAjH/kIa2trSvEPcoP3kz/5k7ztbW8jGo0ydcvwu8od5DnMAbh69SrHjh07skiz3U0Zv3r16jdtAK5fv8473/lO/u7v/u6OWzo/E/7mb/6GP/7jP0aj0WAwGNja2uL06dNMTU3xsY99jLW12+/2vlhQGwAVFZVvm6fT+0uSpGz/bm1t3fGCIRiJEKoUueulLyWXydCsN6hVq9gcw4xPTnJwc4eRiXGlEOzXx+cyWW5euYrVZqWQzR4pRmu1Gmjg9F3nAXl1PRoKIYkiaLToDUMM6fVMTMvX1B8sBnDj8hUMRoNsm5nOML98uPotSRJBn4+z99ytrEpVymUCBwd0Oh0qpQoOt5PFlUPtularZaS7OxCPRgEN7U6HSDCIKIrMzM8rf2Hv37jJxOyM4uHfO34iFqNRrxMJBjl/331HV9cnJijk87TbbdY2N4hHYjQbNaqVquLeE4tE5KHZW+zzekFZoQM/VrudiVuKXY1Gg9PtZu/ade596EEadXnYt2dNOj49Ta1SpVYps9qVK/RnCzTqdZ74+iNYbFaMZjPWSkUZnu4dP51IsH58A5PFQrPRUKxAa9Ua3rFRsqkUi6urJKKxvuPKr1vb3Ozz/pdlWTq9HqdnMJV35+pVltbXCXYHhtudDpVyGV25itNgJJPJcPr0aa5du8brXvc6tra2+NjHPoa7bzD5mZBKpXjrW9/Ku9/97ts2EAcHB9TrdaU462d7e5vPfvazNBoNTCaTIsHY2toaeN3ExARer3dAonH16lXuvyV8rndMkKUqagPwHeQO2oDu91nS9hgZGWG077+vfrLZ7G1nR3q/4Ww2+5Qf2W63edOb3sQP/dAP8b3f+73fzlnfMVKpFKFQiMcee4zHHnuMRx99lA9/+MPkcjkWFxf5i7/4i+f0/J5r1AZARUXl26I/3Ot2xX+tVuPixYsIgsD58+dxuVzf5GjPnKu7u1T0Grxdecetq+eXHn0Uk8kkyzmMxgEnn1q1SimfVxxvhGaTRDRKtVJFp9PS6cjJsNNzh3aR/avrwYMDaLeRBJHAwQH24WHl83s2kUtrqwPa9Ww6jSiIFIsFauWK4iLUo2fVGY9GMRmNoNESPDig2WzicLmU5iLk8+Me8WKbOpwH6Fl1NusNDvb2WFxZGSj+e8fvtNsIjQb3PvigvLreFKjXa9jsdsYmJkgnkmi0GkXn3m99mk2l2LtxE4vNit3hGCjOAcwWC4H9fU7ddY4hg0HZrZBEAb3BgMPhIB6JsnnqJCDbdPY7Bt24fBk6GqzDNqLBIFNzg1ad0WCI5Y1j2Lur3PlsjmJRHiZutdvUynLj0JPkGE0mRY7UqNd54pFHufulDyjXA7KMp1ous9K1Ne0NxGXTaSZmpnG6XMQjUUCWCCViUe598EH5t959bbNWx6XRUSoUaTabnDlzhi996Uu84Q1v4BWveAUf+tCHntWsyy/8wi+wtrb2lGmlvWLsdg2G2+2m0+mQz+eZmJggm81iNBqP/DZ6r+0v7LLZ7FMes/9zVZ7//OAP/uCRx377t3+b3/md33nK93yzXdpv9tx//I//kb29PT7+8Y8/k1P8jjE7O8vs7Cw/9EM/pDwmiuIdzZt5oaI2ACoqKs+YW/X+txb/2WyWS5cuYTKZuPvuuzGbbxXPPDu++sTj5Bp1DEYjQrOprIxDV8sdibJ1+rSyup7NZIgGQhiMQ9SqNaxWK/Mry8p7DEajoo2PBIJodFoatTrhQIBWq83swvyAdn16bnZgN6EXtFUplUnFYtz1kgcGts+1Wi0jY2Okk0ncHg+zCwvK6nT/sHLQ58PpdituOz1q1RqRQIBIOIzT7Wb0lr+8NBoNtuFhysUS97/sIeq1+sDxJ2dnqJRK1KtVZrvFfX8BX6vWePLxxzGbzQwNDWEbHh5omDQaDaViiRPnzmGxWqjXasSjURr1OrVKlcnpKVKJBMe2t5X75O1z/ohHo/j29nC4XPj39gasT3v3fGxyasDas3f+oihSyGRZ2zquZDIAuDxu5fveuXKVkYlxUvE4kiQx7HAqz1erVZLRKPPLhyuaQrNBPpOjWqvg7rNo1SBLp4xmszLsrNHIDUQ8EmVieqZvBkNDPpNl2u4g1XX/OXv2LP/3//5ffvEXf5Gf/umf5v3vf/+zKjT+9m//lk984hM88cQTTyub+1YLtmdS2H27RaDKHUCjefYSoO539NGPfpTl5eWBp0ZuSQbvx+Px3LbBy+VywO2bTYBQKMQ73vEO3v3ud2MwGCgUCoC849lutykUChiNxjv+98EzRS3+ZdQGQEVF5RnRarVkJ5y+4r+fcDjM9evXGR0dZWtr644O+7ZaLT7/+GOMzM3g7spXatUaYX8ASZIoFYqYzEbWjh8feJ/H68Xj9RKPRnEMGWi3ZelMo1ZjbHJS0YPvXr/O9NzcgByo1WqRiESpVqskojGObR8/YrVps9sRBRE6sPzQg0qwWK1Wxe5wMDYxQdAXwGq3KpZ41j7tei6bxbe7x7BjmFq1eqQB0A/p5SHme+6RA6qSKaLBEHq9jiGjEYvVSrVcZmGlp4sfXF2/efkqbdrY7HZikQiTt0hJYuEQy2tryop/OpUil8nSEgW0Oh2Nep2ZhQVFMmS2WJRivFIqETg4wOXx4Nvdo9NusdLVkQMkYzF0Wi3HT51SHstnshTyBSRJJBoKs3X61IDDkcFoZGxykna7zbWLTzCzuEAxn1cchnpWoOVikWwyzdaZ0wPXUy6VSESjxMIRvGOjLK6ukuwb+Gs0GkgtkenZWfZu3FS+h4g/wF0vfQm5dFp5rSAIJONxFlaW2b12TXk8l0mz4hkhEgphNBo5ceIE733ve/nd3/1dfv3Xf513vetdzyrYrlKp8G/+zb/hF3/xF5mcnFSKKaFrP1ooFBgaGlJsdJ+qYNNoNDi7vyePx0Oj0aBWqx3Zlcjlcpw5c5iw/O0WgSp3iDsoAVpeXn5GLkBbW1t88IMfRJKkgT+/r1y5AsDxW/587eHz+ajX67zlLW/hLW95y5HnXS4Xb3nLW/ijP/qjZ3ARKt8p1AZARUXlW6IX7tVbzbl11b/dbnPz5k1CoRBLS0ssLy/f0VXCeCLOV69cYaMvJAu6xe7CPIlYDJvdRrvdkQdTJRH90JBS7Pp2dxkZG1OK/R75TJZoKEwkFMTj8R6ZBdDpdAw7HUgtiftf/hCVcpmw3w8aDVLX2SYejWIymZR5gJG+1e9atcYT33iUYYeDYk7AZrcPrK53Oh3y6Qwnzp7B0B1I7Q0rC4KA1Wql0Wiw1DewNjI2ysjY4cBtIl/AaDLi39tjdHwca18xHfT5mZybUeRLzUZDOb4oCJRLZVY3jinDwAAj3d2Beq1GNBzGZreTTiSpVeXV/t7xc5kMoiAMFPdCs0kiFqPZaBDYO2BmfpbFW4btXF4PLuQ5ia3TpygXSxTzeURRxOF0yf77goBvZ5fjZ04f+Z2lEoluSm+DxbUVbsU+PEyjVpOdlha6oWldfU8sHIHO4XdkNBmRJIm9GzeYmJ3BYJAbRJDnPvLZrGI1qtHKO0phn48Tc4uEAgHsdruS7vvf//t/5z/+x//IW9/61mf9289kMiSTSf7wD/+QP/zDPzzyvMvl4gd+4Af48Ic/jNlsVoqzfq5cucLy8rLye+tp/69cuTJgRZpIJMhkMgOF3dbW1lMeE566CFR54fPa176W//k//yd/+7d/y+te9zrl8T//8z9ncnLyKW1sT548yec///kjj7/1rW+lWCzyv//3//62B+FV7jxqA6CiovK0PN2wryiKXLp0iXw+z4kTJ5joG4a9E0RiMXZSCebXV5XitV6rsbS2hlarxbe/j8frPbJyXq/VSMRiRAJBLBYLQ30e/T2MZhPFfJ7z995Lq9UiGgojCE1laLUXWNUrJHta/d59ufj1RzBZzNiHh2m3WgNypE6nQywcYmN7Symwc5msEhjVklq0Wi2W1w+dkXrBXwCZ7kq8fXiYcCCATqtlss9TPxoM4nS7Fc0+yPr1TCpNu9MmEYtz8uyZAemM0WRibGJCCdGamJkml8kqwV+9YLF8Vg4zW76leO8FeaVicTQ6rRKi1cNgNDI+OUnQ5+PMPRdot1pEQxEa9RqNep31reNoNBplmNZgMAys/peLRfZv3CSXSeMdG6PT6Qz81rRaLZqObJc6NjlJtVKRh4lFEVEUmZydJZNIoTfomZydUd4niQIHOztMTE8jNBrK40JTIOjzsby2pnj9a4BMOk2jWhtIFe50OkT2fcy73AR8PiXd91//63/NRz/6Uf7iL/6Cn/iJn7gjje/4+Phti6l3v/vdfPGLX+T//b//h9frRa/X8/3f//383d/9Hf/hP/wH7N17GQqF+PznP88v/dIvKe991atehclk4s/+7M8Girg/+7M/Q6PRDGjFX/va1/ILv/ALPPLII8prJUniAx/4AHfddReTfWFtKncejVaL5llKgL7d97/61a/mFa94BT//8z9PqVRieXmZD37wg3zmM5/hAx/4gCKt/Jmf+Rn+/M//nIODA+bm5nA6nbz0pS89cjyn04kkSbd9TuW5Q20AVFRUvilPN+xbqVS4ePEirVaLu+66C8dtgq6eDdf2dilpYbIb1tQ/mJqKx4mFw+iHDAMWiD10ej21apVTd51Hp9ORSadJJxIIDQGz1YzZYqVcLCjzAHq9nqm+onHnylX5L1GNhlqlwuzi4oCsI7C3z8b2tpIPUKtWCQcC8r/X6kjNBsdOnBh4j9vrwe31kM/mqJQK2OxWYuEQ9XqDiclJZXU9EghisdlY3TimvFdoNknF44iihH9vl9XNzSNNj2dkBJfHw+61G5w8e0ZZpRfFFmOTsiNSpVQil82ytLo68F5RFEklEoR8fvR63ZGVewCn2005EGRhdQWzxUIyHqdaqaDVapWgMN/uHlOzM0rT07MDbbVaxEJhIsEQTo+LTDKpZBQo1yiIGIwGzt9/P+12m3QiQUtqIUoiFouFRr2BfdiOsyt9sdpsA7+Jb3zpK4xNTTI5O00qkQB6AWJpNk+dlCUN3Z9vtVIlk0xy4SUPUK/VlEapUa+jNwwxPT9HJBhUjpFLJtg8cZr9vT2mp6eZmprida97HY888ggf+9jHeNWrXnXHdr1MJtNtC6Y/+7M/Q6fTDTz37/7dv+PcuXO85jWvGQgC83q9/H//3/+nvM7tdvP2t7+d3/qt38LtditBYL/zO7/Dv/yX/1KxAAV405vexPve9z5+5Ed+RAkC++M//mN2dnb4h3/4hztyjSrfhDsoAfp2+Lu/+zt+8zd/k3e84x3kcjnW19f54Ac/yOtf/3rlNa1WS/l7QeWFh5oErKKi8pQ8XbhXJpPh0qVLWK1WTp06NSBtuRN8/B/+gbZpCEmSWL8lyEWSJAJ7+8wuLWIwGKhVqxTzBcqFPHqjEafbQzGbZWH1qEQE6IZTyRaUWp2eyenJgcHUoM8nJ/12C/J2u00qFqfeqEOnQz6XY+v06dsOlBULBXKpNFa7jUa9DhqN4mMPEAuHMZpMeEcGkz7l1N468WgE+7CDlb7iv0d/6nCjXqdarSKJIp0OzC7MU6tUSCdTzC4uHClGi7kcAZ+fdruN2+thZn7+iE49Hg5jMJrwjI5QKhaplitIokC702Fmfh7f7h4T01NK0X3rdR/s7OL2uOl0GEhdBigXSxQKeWa6Dj/VSoVivihbjZYrONwuTCbTwC5KP1cfv4jV4WBoSI/QaDI5Nzvwm9u/cZNhlwuD0dB18IngGR0lHAhgMBiYmZ8HkBsQl5NCvoAoNFlYWaGQy2E0mShkc3K67zE5sCsaCjMyPkYmGGZq2EEgEGBxcRGbzcYP//APEwwG+eQnP8mFCxdud8p3nDe84Q18+MMfHkgCBnj88cf5tV/7NR5++GH0ej0PPfQQ73nPe1i6xa4V4L3vfS/ve9/7CAQCjI+PKzkAt/6Wk8kkv/qrv8onP/lJarUaJ0+e5Pd+7/d4+ctf/h29xhczvSTgKx/8V2wuPvWg7rd0LF+arR/7H884CVjlxYHaAKioqNyWVqulhHvdOuzb6XQIBoPcvHmTiYmJIymLz5Z2u80/PvYoI7PTGIxGWq0W2VSKeq1OtVzGZLHQEkWWN47ddsU1FU9Qq1TQaHuyGgtjk4eypMD+Pu6RkYGgqFwmS6VURJIkkvE4p++6a0AX36NaLpOMxxkZGyOXySjnO7OwgF6vJ51M0mm3Gb1FBtWo18mkUqTjCbR6LWsbGwPSnB4Hu7tMzcyg0+vJZTJUyxU0Wi3ukREMRiOB/X1WNzaOFO6SJOHf26dcKuHyuHF5PIqTTY94JILRZMbt9dBqtUjG4tTrslbe6XZTzOXwjo3dtriXJInHv/owEzNTtDsdRavfo1atEgtHWFpbVYLLkrG4vIMkNJFaLcVu9HZEAnKewZBhiFq1ypDBwEKfc8netWtMLywo96xnTSoIIrValXK+wNbZM1RKJUwWCyaTiXgkSqVcYuXYMQL7+0p42M61aww7nUxMTRE88DG3tEg2naZSLuP2eCgVi0x1pVZBnw+rRovLYCISibC+vk6r1eIHfuAHEASBz3zmMxw7drRRU1H5dlAagA/9azaXnmUDcJBm6/Xvf1E1AKFQ6Bm9frZPUvliQ5UAqaioDPCtDPtev36dSCTCysoKi4uLdzzZ97GDPSaXD4+r0+mUgjqTSlHI5bHYbRzs7NJo1Dm2taU0IEGfD6fLxejE4SpyrVojGgrJjYvPz/aZ04qffA+314PFZiUSCHDmwgVSiQSiIKDRaJRmIZfJ0Gw2WexKZ3oDxZ1Oh3QiQdAXwGgy3rbINZnNiE2BteMbWG02sum0rDnXaNBptYxNTnbTeVeUaxmbmIDuoSLBIKViGfuwnXAgcGT1XrYYdSsr1z0nHEmSaEkt2u0WI2Nj2LrXrdPpmJw5HMh74pFv4HS7SCcSxFstFldWlOP35gXO3X+v8lgvWEwSRbKpNO7REZbXDyVDWq1WGYpOxGLouvMjkWCQWq3O4sqy4jASPPDhHRsdaDzqtRqJaJR6rcaNy1e5+8GXDDRMGo2cASEIAvvXb2BzONDr9bTbbQwGA9VKhWQ8zslz8gCv0STPVcjDwzXWugWRKIryrEYowsrmMUwmE9VqVf7dVCpQqWG1DxONRtne3iadTvODP/iDuN1u/vEf/5GZWyRMKip3BI0GNHfGBvTFxPz8/DP6+6jVan0Hz+b5jdoAqKioKHQ6Her1On6/n4mJCSwWy8AfpoIg8MQTT1AqlTh16pRiaXmniMbjXAkHMdusxMJh6rU6k9NTijQnHg5jslgHCs1Wq0UmmaTZbHKws8P80hKOW1a+LVYLBuMkgf0D7rr/PnLpNNlUik6ng8VmY2xigmKhQKVUYnldLqD7Q8CKuRyPPfwwBoMBu92uNEY9NBoNjUaDY9vHsdntcsMRDCJKEu1Wm6m5WcJ+H3OLi4qVpmdkRAkPy2ezPPnYY3hGRgn6/IyMjQ40KKlkEoPRyMa2fE6SJJGMRul0QBQFatUa45MTuLyHkiL78LByjIOdHQxGI8ViiWwmM+CT35NSbZ05rRTk7bY8QCw0G1TLZTrtDsdPHzr9wOEwdDqZxDs2itFkIhaOIApNrHa7kjPgPzjA5XIdGabNptMIjSbhYPC2kiKzxcKQwUDwwMerXvsD5HM5oqEQ9WqNDh1Wjh2jUa8TDQbZOHkCfzfttN1uU8rnKRVLjI73/z47JGIxjEYT7r4MhE67zc7Va4xOjB3KiTodysUi+modl8lMLpfj9OnTXL9+nR/90R/l+PHjfPzjH1etMFVUnmf8r//1v9SMim8RtQFQUVEB5KJMEATq9Tr7+/t4PJ6BxNByuczFixfpdDrcddddtx26fTbc2N8n32kxtzIYWFPI5SiEI0QjYVxuDxO3rLjqdDpGxsfx7exw74MP0mw2iYbC1KoVmvU6x06coF6tkozFWFqT3Xb65Tn1Wo0rjz9Ou9XGbLMiCIJSpPcoFkusHjvGcNfNIhGN0WzU0Wi1OF0uspkM07OzimRI9uGXi/VatcrOlatYrBZi4TAGk4nJ7iwAyCFlzUaTM30a8nw2R8jvp9PpkIgnWN84NtDU6PV6ZfXef3CAd9SL0GwSCQYQmwJzy8totVra7TY7166xtLY2cE291ft8LkcmleLel750oKHRarVMTk+RTacVeVA4EKBeq6PX65lfXkKr1RIPhzFbrAO2p71rTsZi+Pf2cLrd2G5J9dVoNLi9Xvx7e5y66zwtSSIRi1GrVNFoYGJmhrYkkU6mWFqTd1s8fc2N0Gyyf/MmyXicex98EJAL+d5nG00mZhcXiIfDynuS8QTLa6vdwLSCcpxUIsG9Dz2oOACBvPLvGTJQviXd96d/+qd5+ctfzoc+9KHbpumqqNwxtBr5n2d7jBcZb3jDG57rU3jBoDYAKioqA8O+twsvSqVSPPnkk9jtdk6dOoXxNnaaz4bPfOkLVFstVo8f1akOO51kUim2u17ziViMarmCTifLZgCS0RhL6+toNBoMRqOy8t1qtTi4uUOtVkWr05GKx5X39Mil08wsLOB0u5WV6WqphNTuyKm31RrjU5NKPkB/8d1LobVYbURCYXRarRJSBb2h3irbZw8Dlhr1OpFQGEmUSKdTTE1ODthVAl0Nv5uDm7usrK5RKVcoFYu0Wi1cXi8Oh4N2u83B7h5zC/MY+r4PeV4iSblUJpVIsrqxcaSh6QWXDQ8Ps7axoWjpW5KIbXgYt9dLIhbDYDAqg7O9e9put0lEY0SCQWzD9ttaq1qsVuKRCKfuuguD0Siv9jcFJEnEaDLh8njw7+2z2pvhMBgG5D2B/QNqtRq27k7QrU5B9Xodi8WCq68p6nQgGY8jNJuKZatWr6fT6eDb3cNutyvyp0atTq1aI5WIKzKlHtlUigX3COlucNjZs2f58Ic/zC/+4i/ykz/5k/zP//k/1SRRle88Gu0dkAA9y/erfFejNgAqKi9y+od9tVqtoj/vdDp0Oh0CgQA7OztMTU2xubn5rNJNb6XdbvOlJx5nfGVZKRRrlSodOlisVqw2G4lYjMXVVeVzx/sKeP/+AY1aHYvVTCIWU1x2eqTicUbGxxW5S7lUIhoKUS1XEUUBi9XC6MSEIj/RaDR4R0fxjo7Sbre58eSTsv47FEKrky1CezKRnpVmfwptzymo0ahTKhQwWawDNp4gzwJMzc4SPDhgZW0VURAJ+fygAd3QEFPdoJyD3V2m52Ywms2AR3l/IZ9n/8YOiXic6bkZ9LcUozqdnA5sMktceOB+ebW/q6XXaDTMLi4Sj0bR63TKoGu/6061UuGRr3wFl8fDkF6P0+06sjvQaDTYPnMak9lMtVIhsL8PaOh02kzOzhL2+Vnom2Xw9kluMqkU1y89iXdsFN/e/sA9lb+zBGaLmfll2b2m2WgQDckr+ZIooNFqMZpMTM7OUiyWlPfFI1G2Tp+k06fpbbdaHOzssLi6SiIaUx7v0CEdjzG/vMx+NwmYDqRiMSaMZiKhsJLu+1//63/ld37nd/i1X/s1fv/3f/+O/v5VVFS+s+zt7fH+97+fGzduUK/XB57TaDR87nOfe47O7LlHbQBUVF6k9IZ9e0OQvWHfnn6y1Wpx5coVYrEYa2trz3i46umoVCo8fPM6U312ld7RUejWitFQiHQ8wbDLqTi19BdfsXAYm93GQrdQlFfWQ9DpIDQFOp02Y5OTAyFTPV18u91mf2eHIYOBZCxGvVbHOzaqDO/KA6hxNk6eHLQ9TadJRqLk8nl0Gi3bZwdDsLRaLePTU0SCQWbm5xkyGokEgrRa8kD13JIsnfHt7jIxNYXFOugC1Gw0CPn8xKNRnC4n7duYtGm0WvSGIe576KVIkkQ8EqPVlo/vcLlo1uro9Hpl1bw/uKzdbnP1iUtYbFb0Oh3ZdFqZQ+iRSiQ4fvIkVpttQKsvigImi4VyscTs4oKyq2C12bB23XVqlQo3nnwSl8dLyOfDbLEyPnXYsOUyGURR5OT5c32PZcllsrREgVw6w8ziIm7vYcNjNJmUbIZkPE4qFj9sutptuUnd32d0fByHy4UgCMq9jASDnLv3XgBEoQlAMZ+nVq2x1k2y1ejk31Qhm2VjYgq/z4fD4eD48eP81m/9Fu973/vuWLqvisq3jOYOSIBe5L/Xq1evcuHCBaamptjf32d7e5tMJkM0GmVmZua2FrkvJtQGQEXlRcg3C/fq/e/NmzcV/fPIyLOzo7uVaCLOJf8BRouVoM+Hy+MZCLSKRSLySvlJeYW63W4rMhVJEikVCswvLw8MyprMZqa7K9r7O7tYbXaKhRLZdBqj0aQUoj1Hm+VuinCPcqlEJBgkEgjRbDa472UPHSn4vCMjiM0m03Oz2O12oqEQzXoTjU7D+OQkZouFwMEBI6NjWO3yrkJ/8Z2MxQjs+/B43FQr5SMNQM956a777wMgl86QSiTR6LTotFoMRiNiU2B+SU7+lYPLDp18bly+QrsDdscwQZ/viFNQ2O9neX1NkTOVSyVi4QiSJCKJIoIgsLiyokiKejsiAI1Gg73r1/GOjsnuQqLE7OKCMjhcyOepVaqcPH9e+bxqtUokKNt75rM5JqenjuzS9Ir9cCDI5NwsoigQDYUQBYHR8XFlANy/u4d7dAS74/A7F0WJm1evMre4SKlYlB/sdGR5TzzGdFe+BNBpd0jH40jtNu5u/oIsedMR2fexMTnNwd4eo6OjrKys8HM/93N85CMf4S/+4i/4yZ/8SbX4V/mnRXUBeta87W1v43u+53v467/+awwGA3/6p3/K6dOn+dSnPsWb3vQm3vnOdz7Xp/icojYAKiovMm4N97rV5rNcLgNyMXrhwgVst/GEfzbs+A7ItEQWu247IK/KxsIRapUqhXyW1c3NAY9+rVaryFQOdvfwjE1QLpbJZ3NogJmFeeWcb169xurmcaUwBXlFPx6LU8znyGcynLv33iNSDvvwMPVqjYXVZbyjo6QTSWrVKrVqjZFxeXcg5PfjcLmUZmWqz0M6m05z+bHHsA87KA4NKQ1Aj2ajQb1e58JL7kfTTRYOB0NIokS702LY4UBoNBXpC4B7xKsUq4H9A8rFEkajEf/BAaO3+PUHDg6YmptTrElbrRaJaAxJkuh02qSTKbZOnRzINujtiPSaIpfHQyaZolqt4hnx4u4O3hYLBQpZOfisR6fTIZNKITYFYrEoNpud9VtmOKxWK1arlUggyPzSIi1JIuTzIQgitmG7IucK7O8zOjF5pCHqDYD79/Y4feEuzBaLkr0gNJukk3Fe9n3fR7VSwWiUr6veaFCvN5hfXiYeiSrHqtaqDLucjHi9+HZ3u8cQKCZTnN/YZG93l5mZGSYnJ3nd617H17/+dT760Y/y6le/Wi3+VVRegFy8eJE//uM/Vv6sb3eNAr7v+76PX/7lX+Y3fuM3+OIXv/hcnuJzitoAqKi8iLhd8d9PIpHg8uXLAKytrd3x4v9T//gPOGemlcKyh8PlwuFycbC7x/KxTaqVGqVCkXqtytzSEgaDQbar3Pcxu7Q0UNyLokginqBUKBIPRzh7z90Dz4NsKVkpl3G5vawc2ySbTiMKAvVKFafHiXd0lGgwiM3hUIr7fulKqVjk4c9/AZvDQbFQYGN7+0gqcT6X4+y996LT6Wg2GsRCYRr1OlqdFpPFgthdXe9hsdkG7E3z2Rw6rY6gz4fFZmOkTzcfDARxeb0M9+2S5DNZMil5diAeCrN97tzAIG3P51+SJG5eucry6gqpeBw0GtrtDjPzc2i1WsrFIoV8nqVutkGPSrlMPBolm0rTbNQ5ddddA89rNBpGxsaIRSIsLC5htlpIdnMBmk1B2R0I+fx4RkeO2Hz2LDzD/iDu0RG0uqOrnXaHg0wqzfjUlHJtep1ObuiiMUbGZMmWJIqYzCaK+Tz5bJYTZ+Sh61o3LTcWjqDT6pXfnVanQ2g2KcbinF5ZZW93l6WlJWw2G695zWsIBAJ89rOf5e677z5yTioq/ySoLkDPmnw+j9vtRqvVMjQ0RD6fV547e/Ysv/u7v/scnt1zj9oAqKi8CHi6cK9Op8PBwQH7+/tMT08TiUTueLLvl594nMn1NaqVKrGQ7PHvcMvFtyAIhPxBZhcX0ev1SqHb6XTIJJPk0imy2SwrxzaOFPdDQ0Po9Xpsdjv3v+Ll5LNZCrkcgihgMBqZmJomFgxitFgUvXv/UGqtWuWJbzyGbXgYQUhjHx4eaIza7TapRIIz996DwWCg1WoN7A7Yhm1o0LC8dphNIA+pyrr1VCJBKV9Ap9Pi39/HaDAw2bdzEAmGsNmsA/amtUqFcCCIJEnEwhG2zp7B3jfLAODyenC4Xdy8cpXtc+fIZ7KkpSTtTpvRsTEsNhu1SoVoKMzxUycBcHpkuU1vdyAWjaBDw8LaYPEPsnSpXCwyOTOD0+0im05TLpXQabXYHQ7cXi++nV08Y6NK09STFvVmB/Zv3sQzMkq1XDnSABiMRur1Ouful5umdCpFPBQGrQajyYR3ZIRIMMjy+hr+vb3De1NvkE6mWFxZ5olHH1Oup1IuQ4cBi1WTxcz+zg6T09M0ajXlcaHZpJJI4jWZ8fv9HDt2DEmSeOUrX0mz2eRLX/oSGxsbR+6Jiso/GaoL0LNmamqKTHfHcHl5mS996Uu84hWvAODy5ct3fIHrhYbaAKiofJfT6XSQJKkrBekcKf57w77JZJKNjQ1mZmaIRCJ0bjOA+u1Qq9X4+s3rjHVXnE1m8+FzlQo3r16jVCgwMjFxZEdCo9Gg1elwerysbW1TrZQJ+Q6o1+oYDAbmlpdJJeIYDEbGu4Wfy+OBbqHbqNd58tFHMRgMmIQmDpfrSAMRCQZYO34ck9ks6/QTSSShiSRJmMwmGrU6S6urA6nEvd2BfDZHOpnAYrWye+0GothkvS+VOBaJYDKaWD52KHcSmk1i4QjNRp1kIsHSyqpSmPew2GyYLBb2rt/g7D13U8jlyCZTaLQaLFbZd79ek9ONj21vodFoMM8erv7nM1kObu5Qb9SZnJ7mVnQ6HRqthpnZWcYmJykVCoT8fkC205yZnyMaDOFwuxQp1sjYmOL3X61UuPToo9iHHeTSR5umTqdDPpfjzN13MzQ0RK0qp/qKoogoiHhHR8hlckouA8DI6Kiy61HI5fjqP36eB1/9Kvl43eMWCwVq5TJrXWclTXeFM5NM4R7x4h0bJRGT3X7kxi3J1ulT6PV6hkzyXEOlVMLQFDGbIZ6Kc+LECSXd1+l08rnPfU5N91VR+S7gvvvu42tf+xo/+IM/yE/8xE/w27/928TjcQwGA3/2Z3/GT/7kTz7Xp/icojYAKirfxXyzYV+QBzsvXrxIvV7n7NmzeDwepfC/Ew1AIpXi4WtXMNqs1CoVxYe9R6VSxeXxsrp5XF5ZTyaolSu0220mZ2bIZ7MYLRbFu99qs2O1ySvhrVaLx7/+dWw2G3r9EEajEestq+TxSITVzU3MFotclHZDtwSxicVqJZfOsLS+rjQFWq1WcQIqFwukUymsVivhQBCx2WRhdUUpdFPxBDq9ntW+leJWq0UmlaJereLbO2BuYeFIAW4wGpmcmWbvxk1OnT1LrVoj5PPTakkYjUYmZ2dpNBpEA0FWNzeOBJfVKlWuP/kk1XIFt9dLq9U60tSIosjo5ARjk5MIzSbRUEhpAEfHxsikM9iH7XKzhJy10Nt1abVaPPyFLzI2OUk+m6XdbuPs89tvt9vEIxE2TpzAYDB0h5vjtNttJFHAYDJRLhZZOXZM+a3JwWhyg1IsFAgHg7hcbsJ+P0azWbnnIEuPSqWS4tIDIDYFUvE47U5nwLVI04FwIIDBaFB2dcSmgCAI+Hf3GB0fH7g3pUIBQ13AZbEOpPv+yI/8CJubm3z84x/Hc0szpqLynKC6AD1rfvM3f5NYd0Hg137t10gkEvzlX/4lGo2GH/3RH+U973nPc3yGzy1qA6Ci8l3K0w37FgoFnnjiCfR6PRcuXFCSTXtWoM+2AdgL+kkJTdZPngCglM8T8QdotVvoDQZaooTd6cThkj36dTodYxOT0K0Fr126hNlsRhCadFoS3rHxgeOHfT6OnzypaMPz2Szxm7Knu8Vmo16pMLu4yFDXrlKj0eDuFo/1WpVIMILFPkw8EqXVEpldOLQZTSeTCM0miyuH0ph2Wx6klUSRRDzKyMgIs4uLA+ckX8ME/r19LjxwP62WJOcOVKqIosj68U06nQ7+3T0W11bR6XQYzWZcXSccodlk7/oN8tks7hEv9WpVmRPoUa3Khf/GiRN0Oh3SiQS1ag2NVoPVZqNRr2O1WnF19e4Go3FgWPmJrz/Slep0qFerA3IkgP3rNzh37z2KE1CxUCDk84FGQ6PeQKfTDuQyaLVaJUyrUiqRSiQZdjqJhkI06g0W+5qmTDKJ1GqxeeKE8nn1Wo1kPI4kiuRzeTweN7Pz88TCkcPXVKuMjI/h9nrZvS5/x51Oh0QkzNrxTSqlwzwArV5PJBhi7fgm4e6uBkClUGDKbCWfyyEIwkC678te9jL++q//Wk33VXn+oLoAPWuWlpYUq0+dTsd73/te3vve9z7HZ/X8QW0AVFS+C+np/Z9q2DcWi3H16lXcbjcnTpy4bbLps2kALl67imQ1Dwz7DrtcDHdXknev30CvH6JULJLLZBV//B6+3V2W1tYUuVCtWu1KSARaUotqpczqxqZS3IMs/XF5PDQaDYI+PyazhaDPBzBQsBbzOSrVOkvHDgO62u026VSKliiQiEZweT0sLB8O7MKhE1HI72N14zidTod4NEalVMZgNDAzP6ec++zCglJA96cSR4JB4uEIVrudTCo1sPIN8uq3xWZjpStxyWdypJMHtFptjEYDWp0Og8HISFfudOvuwPVLlxgyGBAFkXw+z+zCwsAK+M61a2yeOqmcm7w7EEYSBURBpFQqcvLcuYHvwuF04nA6KReLhINBrHY34UBAuec9iVAuk5EHnVcP71u73e4OXIukE3FsDseRYWOzxYLZYpEdhRpNZRai9/uLhkLoDQblt2QwDtFqtfDv7zMyMYHJZKKYyym/k1Qizqlzcs6ATi//rjPJJLMON+l4Aq1Wy7lz5/jwhz/Mm9/8Zn7iJ36CP/mTP1HTfVVUVF5UqA2Aisp3Ed/KsO/e3h4+n4+5uTnWbvHC76HVar/tBuBLFx9H1GuhKJLLZBl2OhSpSbvd5uDmLrOLS0oR2m63SUajtNtt6vU6lVKJrTNnBoaQLVYrFquVeq1KLBLH6RkhlUwiCk3GJiaVXYBioUCpWGJl49COst1uE49GaTTqFLMZrPZhVjaP00+vuI8GgyysrqPVaolH5IZDq9EofvL+vT3GJieVYVeb3c7YpFzcx6NxkrEoTrebWq2mXF+PcqnE0JCBCy95QPn/0VCIWrWGIIq43C6GumnDPVxeNy6vvEOyd+MmOq2Geq1GuVQc8MgH2L9xk8W+pqnT6ZCKx6lVa8og8/n77h24r/LuwAzVcplIIMTc4hJhv18OGxsaUuRL2XSGSqnIxvb2wDUV83mCPh/peByDyczW6VNH7+vYWPe+yjseiViMarmCRqNhfllu/EJ+PxabDffIofym0+ng39tnfGqSZqOpPC4IIsEDHwvLy9y4chWQG6FiPk8hn8frHcysSEaiTFmshKIJzGazku7727/92/zKr/wK7373u9V0X5XnH6oL0B0lnU4fSQIGmL1lB/TFhNoAqKh8l/B0w76SJHH58mXS6TTHjx9n+jbDobce75lQq9V4+PpVxubnBorMcqlEJBCklC+QzWa456GXDZyXVqtlYmaGcqlIu9XCu7xMKhajVq1hdwwrK9yFXI58NsfCLSvI+WyWfDZHJpVEo9GyefrMwPO94yeiEVzuNXR6HcGDfVqiiN5gYHZR3iIO+Xx4RkcVtxp7VxMviSKxSAz/3i5j4+PQaR+59ma9Tr1W5eR52SqzXCziP/Ch1WjotDtY7VbodJicObznPQ9+gJDfT6NWo6nRkHoyiXd0dGB3wLezy9Ts7IBPfj6TI5vyIYgS8UiYCy95ycBqv0ajYWxykmqlQtgfYPvMaWKhEKIo0QHmlxbR6XTkMlmqpRJrW3LT5OnmDjQbDaKhMIlolHarxfFbinuQ7VuL+QJL6+vYHQ65aRIEoCPbljocBH0+RsbGlKapd397OQL7N3fYOnUS2/Aw5W6YV6vVIhIIcO6WhqVeq5FNp7j7gQcQmk3MFrnZaTQatDsd5hYXSUQPvf8LqRQnFpfxHxzgdDrZ3NzkHe94B//1v/5X3vOe9/Bv/+2/VT3+VZ6XdDQ6Oppn58T2bN//QqdcLvNLv/RLfPCDH6TRaNz2Na1W65/4rJ4/qA2Aisp3Af3DvsCR4r9Wq3Hx4kWazSbnzp3D7XZ/0+M90x2AVCbDZ772FbbOnT1iH2ofHkZoNtHqh1g8dox0IoEgCNSrVRZWV9Hr9bI/PTDT1dQ7u+fXc7rJZbK02m22z5478tkuj4d4tcr0/CJDRiPJmLxy327D7MICAIG9PbxjY8oQst3hBGQJTCISJrB/IDcbk5NHjo9GQ61a4a6XvBStVkshm6WQjyBKIkN6HRaLlXq9zuLqoQ2o3eFQArmi4TCVUoUhowH//gFu72Dq8a0FMhzuDpRLZfz7ezz4Pd8z4J4E8u6A2WYhtH/A+fvuIxmL0aw30Oq0yu5AIZ+nmM2xviXvePQX36l4nLA/QKfTYX5l+chlG00m2q02S6srOD0eMuk0yVgMjUbDkMHA5MwMezduMjE9paQd9zc4xXyeL//DPzIxPUU6mWJ2Yf5IsV0ulpienVG+F13Xnz8cCDA9P6/8lno2n7lsVgkPkyQJi8Uqz0BUqsp33enI1xc98HFyaYX93V3GxsZYWVnh53/+5/nbv/1b/vzP/5x/8S/+hVr8q6h8F/PWt76Vv/qrv+JnfuZn2N7exnjLruyLHbUBUFF5gXPrsG/vnx75fJ6LFy9iNBq5++67sVgs3+Roh3yrDcBe0E+y0eDc/feRy2TJpTPUq93U1bExIoEgFpud8SnZpaW3ot9bAY6FQ9DusLi+duTYZosFSZKYWVzEYrOTiscQRZFKqcTc8gomk4lIwI/D5VYK7l6RK0kS6UScaCCI3mhg/DY7HvqhISrlMqfvuZchg4F8Nk00GKAltXC4ZAvMVDzOwuqhXaWzz2Y0EYkQjcZwOJ349/cYn5rG3FeoB7orz84+W0k59TiKJInEQiFOnj93pLi3Dw9jtlho1A54+fd9H7lMhkQkQq1exzMywtjEhDw/kcqw2k3f7R/0zWdy7F5/FFEQBoryHhqNhpYosrS6imvES7VcJuz3I0kSAHNLS3I67/gEtmG5uPeOjODtDlE3Gw0e/vwXcI+OkE4k0A8NYepLGG6320SDIS685H6GhoaQJIl4OIIgCmiQd1fymQwLKyukEgnlfaIgEAmFWVpbIxIMKY836jUK2Ryz8/McdFN8RUGgUi4xMjY24FLU6XSI7vtY9HjZ29lhdnZWSfd9+OGH+ehHP8r3fu/3qsW/yvOaDho6PDtpWocX92/8U5/6FO9+97t5y1ve8lyfyvMStQFQUXkB02q1EEXxtnp/gEgkwrVr1xgZGWF7e/uIXeRT8a26AF28dg3RYsQzKheGbu+hhlv2in8MrU6P1O4c8brXaDRUy2VWjm1gsVop5nJEAgGEpoB12MbYxCS+3T1Gp6awWOWifnRCXv3tdDrksxluXn4Sm30Ym108cm5arZZsKs2xU6cxGI3ksxkK2SyCKGCxWhl2ugjsy8nDvfvm8ozg8sjXkorH8e3tYTIZOdi5yeLq4LxEMhbFYDJybPvQ0SafzZDPZhEEgVQ0yuapU0cCsBwuF3aHA//uLtvnzlMsFMmms1SrVcYnxxl2OKhVq6QTSZa6TVG/HKhcKnHtiUuUikWGXU5ardaRXZd6o8bM/Dye0RE5dyAUptGoy7KgiQlSiQSekZHDpsluVyxU2+02j37lK7g8HrLpFILQHBjmbrfb+HZ3lWA0gEwqTSIiu/ZoNVqq1QrHTmwr91Wv1yvBaI16nW98+as88MqX0/0yAXkAOp/NcfaewfTddCqFJLWZ7g5Z67TytYb8AWbm53C63aQFuYloNhpUMxnWpmbY29tjeXlZSff1+Xz8/d//Pffcc8+R34qKyvMPHTxrCc+LWwLUaDTY2tp6rk/jeYvaAKiovAB5umHfdrvNzs4OwWCQxcVFVlZWntGK57fSAHz6i19AYzFBrYxerx8YSJW94qOsHd/CaDIhSRLJeIxyoYhOr2diZobQ/j7zKyvKsKzD7cbRlf7UqlUufeNRbMPDJCKRgRV4kBuffCbD5umz6PV6KuUy8UiYarmCxWrBOz5BNBBg5fiWUrS7PIdFbDqZZP/mTUwmEyHfPjMLgy5EmWQC6LBx8pRyPcl4nEa1QrvdotlsMjU7q1iY9uh9RmBvj+XNLcrlCrlsFrHZZHJ2FlP3XuzfvMHqxuaRYLRyscjO9Zs0ahWcLo/y3fZTrVQYn55m89RJOXcgmaJerSi7A41GA5fLpfj6G4xGpfgGeOxrD+NwOkglUpRLJSb7difa7TY3r1zh1IULSnFf6e4OiKI8X9KSJNa3tga+D+/oCN7REcrFIrFQmGGnk8D+PgATMzPK7kC1XCYZi7N2/DA7QRQEcukM1UoF79hhQnMHSMbj6HU63J6+HIJOm4PdPTyjI4pUrN3pUKvWaGQyzHtHCQQCbGxsKOm+9XqdL3/5y2q6r4rKi4jv/d7v5ctf/jIPPfTQc30qz0vUBkBF5QXG0w37iqLIk08+SS6XY3t7m8nb6dqfhm/WLDSbTb5y5UlmNg4DtAq5HKn9fVqtNjqdjma9ydLGMaV41ev1jE1MMjYxSa1SJrC3h8ViIRoO4XJ7lEIO5CIxk0qzde48Go1GlvLE49SqFURRxDs6SiqRZGXzuHKeNrtd0aFn02l8OzexDTsIHuwzs7A4sPORy6RpNurKyn2r1SKbSiKKAmJTpN2W5T/9uQNarVZJGg77D7A5nFTKFbLJJB00LPTZjPr3dpianT/iApTPZohHIkQDIZaO3d59qdFoMOx0sHLsmHzdyTTVShmtViO7C5XLWIeHlRkCnU7H2OTh7sC1S09iNJlIROOEA0HWt44ruwPtdpudq9fYPntGKe6bjQaxUJh6vU6rJVGrVNk+e2bg3Hr3tlwsEg9HcXncBPb2QavB4XQquwO5rsvG2tagw1ImlSIZjZLLZnGPjLC4tqqk9YI8h2E0mZlZmFeaBoB0PM7ysXWGHQ5KXZ9/SZKIBELc97IHyWUyh8doNOi0wdTqkEglOHHiBKlUite+9rU4HA6+8pWvvKjdPlReeHQ0GjrPMgeg8yKXub397W/nh3/4h7Hb7Xz/93//bUP+nm4e7rsZtQFQUXkB0el0EAThKcO9qtUqFy9eRJIkzp8/j7Nv2PSZ8FQ7ANF4nBuJGFNLgwFYTrcbp9tNLpOlVCxhtlmJhUNIosjs4uHqejaVkgOx+rZly6US0WCQdqdNrVrHah9mZulwKFWv1yvDublMmmwmi9FkJLCzg3PEO7iyn5BX7te2Tij3K5dOUSmXARAlCbfbw/TcvPIenU7HyLhcREcDAdoYqNcbhPw+hvRDii89QGBvh7GpGcV2FFBW4cvFAhG/n+277jpS/APo9Hr0BiP3vPzlNOp1ErE4oiggCQITvdRjo5GRsTHlukfGxxlBbkR2rlzFYrNQKhQp5PLMzM8NFOoHu7ssr69h7K62K6nElQrFUolyocg9D7504D1Gk4nJ2Rm5uI9EmF6YJ+zz02q3MVnMAzagjVqV1eODK+iyw1OAeDSGTqfj5PmjQ9q9hN5iPs9cd1C3JcqSrVQ8jiAIjE7I1zhkMMj2n/sHmK0WJWNAEiWajQaRUIjpudmBaygWCoxZbNQLRSqVCmfOnFHSfY8dO8YnPvEJNd1X5QWH6gL07DneTRP/lV/5FX7lV37ltq9RXYBUVFSe9zzdsG82m+VSNz333LlzA0OZz5TbNQC+UIhAPseQyUi0u2o8Oj6mFGkRfwCTzT6Qjtvz+O8AiWiU0YkJpufmBo7bs8OMhUMMO51IokRgb5eW1GKhL6cgHgljMJpYWj8M8KqUyyQjYerVKvlCkenZGUYmDnc8NBoNntExPKNjRIIBhoxmhKZAyO9Hr9cxOXO4Khw8OMA1MobNPqw8JjQaJGNxJFFg7/o1zt53/0DxD3IDYXe5qFbL3P+qV1MpFYkEg1TLZUxmM3NLSxSyma5sSL52k9mMyTylHOPmlctoNBosVguNen1AlgOwd+M6M4sLilNQq9UiEYvTabdpNhsUczm2zw46MPVSiWuVCmh0LCwvEwvLMimpJbF+/PihDWi5xOqmPEzcP+gbDYWJhUNoNBo2T5488juxDw9TyOZYXlvD4XaRisdp1Gqg1eJwunB53MTDEfSGISb6hrC1Oh0hnw+Xx4NefxjA1W63OdjdZX5piXhfEnCrJREOBFlaW+VgRx4C7nQ65DIZXB0tuUwWURQ5e/asku774IMP8td//dfYbpnBUFFReXHwjne8Qx32/yaoDYCKyvOcTqejFP9PNewbCoW4ceMGY2NjbG1tHRkKfabc2gBcunGdhnGIidlBR5lioUDw4IB0MoXFZmdyfmHg+Z4Hf2B/j7Xjx+Xk2WCQZqOB3eFgZFxe+fXt7DIyOaUMokI3RTaVolmvEQkEmF8/hntkdOD4PXlK8GCfuYUFJFEg7DtAFATm+4Z2D27cYHx2HrPl0GpTaDSIhSN02i2CvgOOnzk/UPwDGEwmPGMT7F+7wr2veDXFfJZyoYAoCpgtFkbGJygXi5TyOeaX5XwCu8Op2IxKksSNy5cRhCZWmw2TxTpgAQoQCfiZWVjAapOvvdlokIgnkEQRUWhQKZZYO358YFdBp9MxPjVNo9EgEYmwuL5BMp5EkuQdhfnlZdmyNJ+nXqkyvyw3Zb1mrbc7ENg7oCVJLB076sBkNJlot1usrB/D6XGTS2dIxxO02i1MZjMT09Py9zYxruQZ9GRSIO8OfP4zn+HUufM4PW7F7afn/rSysYHJZKJckndn5N9GSAlKE0UBkJu8UrHI+XvvpdVqKenPpUKBVe8YsWhkIN333/ybf8OP//iP86d/+qdquq/KCxjts3YB4lm//4XN7/zO7zzXp/C8Rm0AVFSex/SGfUVRvK3ev91uc+PGDcLhMMvLyywtLd2RFY/+BuBvPv0JRI2GE+eOyjvsw8OkEgklATYdjyEITSrlCkvr8gzA/vXryrCv1WZTUoFr1SrxSJhIIMiw2zNQ/IPcPHhGR/Hv7XLq7nuoVSokwkEatRo2hwvv+DjtdpvA7g5T8/MYTYfDtJ1Oh2w6RbNRx3djh/VTZweKf5CL+9HJafw7Nzh730sp5rJUinma9QY2pwvPyCiNWpVUPMrKcdnRxu09bEDqtSp7N25QzOXwjI4gSdIRl6VMIsH41LTigFQuFvDv7dFqSXLWQqvF5NzcwLkZTSZGJyZpt9v4d3cYm54lm84gSiI6rUbZRSgXi6QSCZbW1pTvAuTiPp1Mk0omaYlN5rpBZ/3odDrarRYrx9Zxj3iV3IFqudKVaB0n5PMxMj6uzFa4R7y4+0LCvv7FL+J0e0gnkwwZDEd2nBKRKIurazg9ssZWEuTdK//ePk63W3l9p9OhXquRiMWYWThsIDvtjiI9GunOY0iiiMlsIhoMMqY3EgoEsFqtSrrvO97xDn75l3+ZP/iDP1DTfVVe2Gi0z94F6FnOEHw3sbu7Szabxev1srKy8lyfzvMCtQFQUXme0h/udbviXxAELl26RKFQ4OTJk4yPj3+Toz0zNBoNgijyD994hPWutCSTSlGrVGSXGbfsux8Lh1nqG4DtDaR2Oh3C/gCFXA6LzU61Ujmii2+3WghNgbPdld1MPEq9VkMUJSbnF2h3ffwXuw5Axr4Cs1qpEDnYJxYJMzIxOVD8987f1pWn3P3y76FSKpKKhmnU6wyZzExMz1CvVomGAiytbyhSocPjl/HdvE61UmHY7abT6RxprErFAlb7MEvrm8qsgSg0EAUBq81KtVzB7fUqicIwuDvg27mJ2W4nHonQbrVxj4woA7WCIBALBVlcWx/8zptNEvEkuXSScqHA5skT3IpOp0OSJCampnF7PVTKZaKhKKLQADrMLi4SCYVwezxKcd+fStxqtXjsq1/DOzZGyO9Xcgf6OdjZ5fSFC8p3mk2nSUajtFptDCYj5UKRlY1jA4O6aLUEDw5YXl8j5PMrD4uiQDqZYmF5ecD7v16vY5ckpubmFNlPq9UiE4vjREu2m1nwrne9i06nw+c+9zn+4A/+gF/5lV9Rt/1VVFQA+L//9//yy7/8y0Qih5LC6elp/vAP/5Af/uEffg7P7LlHbQBUVJ6H3Kr3v7X4r1QqXLx4kXa7zYULFxgeHv4mR3vmVGs1KkN6ZpYXlc8d7WswQn4/qZ0dDEYTO9euc+wW55d0MonRbGL77BlAXq1ORiPUa3WGDEMYTGYkQWBuSV6d1uv1SkAYgG93l3qtjn7IQC6TwdPVpfcQmw3Qajn/kgeRRJFULEqz2USoN5hZXqZaKlEqFFlcl3Xtw04Xw07ZSrJRr7N/4yqVfAGby0Wr1Tqycl+rVBl2OFlc36DVapFLJamWS6DV4vJ6qZWrmMwmnN0B5FsbiP1rV9EbhigVi2TSqQEnot6uxeziEvqunAW6A7XBIIVslnw2w70ve/mRQtZgNKLVahgdH2Nje5tSIU8iGunKwzrMzM8TDvhxuT2KDWi/Q1K73eby44/jcru78qo6ntFBWZV/b49Td51Xivv+3YF6o86QTs/69tbACrtnZATPyAiCIHDx4Yc5f//98vPdXaRatUYyHuNUdxfJYJSvu5jPk02lOHO37P3frNcBSCUSaEAZDtbpdPI8SSjMiflFfAcHjI2NMTw8TKVS4fLlywD8wR/8Aa973euYu2XOREXlhUZHo70DLkAv7h2AT3/607z+9a9nc3OTN7/5zUxOThKNRvnABz7A61//ej7xiU/w6le/+rk+zecMTedbjftUUVH5J6Hn799f/PeTTqd58sknsVqtnD59+o7Hm4diMS7u72IdtiN2i/T+c4hHIhhNZiX0S5IkMqkUlVIFQWig0WoZH5vANXJ75xXf/gFajRap2+DMLC4OyEeiwSBGqw23Vy76q5UKlWKBeq2GXj+ERqthyGAcGPbt0el02Lt2jZYkYjSZGfaMKMfpkYpH0XRgZHJqYOW+Xqvh9IxQKRWxWK14Rm+/o7J77TJmkxmtTkcHDdO3zD0cXL/G1PwCpu6wcP9nNOo1EpEwF1760G0lKsV8jka1wujkFJlUkmqpRLMp4PZ4GJ2cJBmLYjIaFBlVP5Ikce2JS1isFvSGIZwu95HX3bxymeW1VaW4r5TLlIslWi2Jeq0OdFhau71Fab1WI+Tz4/S4qVcq1Go1PKOjyu5Ao14nEgzh6CZAgzz4bbHZlLTgue6AeDwaxWg0yXMOoshUN6fAv7ePTqfF4XaT6QtC27txE4tez7zby/7+PnNzc0xMTPBTP/VTfOUrX+FDH/oQi4uLfO5zn+PNb36zKv9RecFy7do1jh8/zuN///tsrB5N8X4mXN+NcOaVb+Pq1atsdof8X0zce++9DA8P86lPfWrgz4ROp8OrX/1qyuUyX/3qV5/DM3xuUXcAVFSeJzxduFen0yEQCLCzs8Pk5CSbm5vPetj3Vq7u7lLRaxQv906nQyqRQJJatESBQr7A0trqQLqtXq9nfHISJsG3t4/JZKJSKZNKxtHo9ayuryuv3b12nan5BcVJp9PpkM9kyCQTCI0m2WyWta3tgWFcq82mfN7BzZvodXLz4Ltxg+mlJcXTHiAa9DM2OakEilXKZdLRII1GE7RaWmILp9uD03v7lfsbT1zEbDVTr0LIt8/s4qEdKUBwb5eZhSVFsy+JIolIiE6nTbPRpFoqsbZ1YmBlv/cZ9WoVoRHm1IV7yCQSiKKAIAhMzMgBYelEAg1txqflYnh0fAK69qS1apWLX/0qRosZo9GA2Wo9ormP+P2sHd9UgsXKpRKJSARBFGk2mmg6LdY2NwZ+M73dgXqtRjIWxzZsJxGNUamUcXs8ioVnIZ+nVqmydnywiOjtDkSCIUbHx1heXyOdTCrPC4JAp1RiaW2NWCisPJ5NpZmYnmJ0YpxoKKT8FnKZDBsntjFbLOS78qFmo0E9l2d1eYX9/X1WVlaw2Wx8//d/PwcHB/z93/899957L8CLsshRUVG5PZcuXeJDH/rQkQUBjUbDL/zCL/DjP/7jz9GZPT9QGwAVlecBTxfu1W63uXbtGtFolNXVVRYWFu64zvkfH/k6jqlJHNZDm0uNRsPYxATtdhvf7i5zC/NUSkUK2Sy1Wp2FlWX0ej2CIBANBpldWBiQCTHPIAABAABJREFU0zTqdWLhKOVSgcCBn3sefHDARlPz/7P33/GynWXdP/6e3nvZvdfTa046JTGACEJ8QIqoIOjzGMsjPF/pTVGMyqOigALSlKKUyPMDFQUETCAJIeecnLb77Om991mzZq3fHzN79p7snRByThpn3q9XXuKada91z5o5e67rvj/X51IocHo8mAUbkWCAhf37KGUzZGIxFCoV451+AKIoEtxYZ2xqqrt6vZU8ZOs1qpUK+XSGfcdP9Fx/p/xl+fw5TCYr1WqJ/EqKwYmpniB6/eJ5phb3dQNoURRJx2MIQp16tUY2leLwqet6ahnUGg2Do+MIgkAs4GN0aoZMMk6z2URsSUzOtovNioUc1VKBybm2U9DOOeYyKTaWLiI2mz0yq51kU0kWjhzBZDZ3dhRShPwBkGUMBj2Nep3x6emuQw5s6/rr9TrBjQ2sTgfxSBRRFDGZTdvBfSZLLptlaq432alWKiSiUZKJJGKjzqGTJ3fNy2K1IkkSZrOZqU5hXaujzU+nUlRKJfYdPgyAUtX+EY6Gwmh12q6sq1out79fa2u4B7zdZ6NQKqlWqgiZHItj4wQCAQ4cONDt7lupVPje977X9fru0+eniadaAlQul3nnO9/JF7/4RbLZLIuLi7z1rW/lla985aOOu+uuu/jSl77EAw88QCQSYWBggBtvvJH3vve9T3rxrUqlQhCEPV9rNptX/U5hPwHo0+cp5scV+zYaDc6cOUOpVOL48eN4H6bZvlxarRbfOf0gJpeTYiFPNp2iWqkyNTeLRqOhUiwSDYeZ27dVkOrozjuTTpNOJKmUy4xNTu7S0rf97nUosPL8F7+QTDpNLhmnVCxhMFuZnJ0hl8lQrVSY6gTLW1r9dgAeIR1PkkmnOXHDjT3B91byUC2XqNVqzB06RCmXIRkJt5OHjvtNvV4ntOFjZl+vPWo+kyKfTlApl0nFYlzzrOf2vK5Wq3EPDnXGrzKzfz+5VIJGvYFSpWa041jTtgHNMDHX3unY2n1odzCOkknEEYQGU/N7//iVikWGxyZwuN0IjQaJWIxWs4nQaOD0ekhEooxOTm4HxgoFLq8Xl9eLJLXwLS1hNJsIbW4iSTLe4aGu3We5WCCXzXU9/reoVirEIjEioRDILY7u4fBkNJnI53KMjI3hcDnJpFKUCgVUKhVGsxm319t2J2oKeHd0I1ap1URDEbR6LSbT9k6RLENgfaPnXACd3sD68jLz+/ezubbWPV6rVFAUSmiaTRLZLEeOHCGVSvHSl74Uq9XKPffc09f69/mpRUZ5+Y3ALsMG9Bd+4Rd44IEHuPPOO5mfn+fzn/88r3rVq5Ak6VFXzv/0T/+UwcFB3vGOdzA9PU0oFOL9738/x48f57777ntSd+muueYa/uzP/owXvvCFGAzbRhGNRoMPfOADXHvttU/aXJ6O9BOAPn2eQn5csW+pVOLBBx9EoVBw3XXXYXmYVeblks/neXBzneGZqV1yo3QySTwSoVGrMzw2smvHQaFQUK9U8Q4M4jzoolqpkoxGKZcrIMsMT4yTiicwm00Mj7W1rG6Pp9toqlqpcO6BHyLLEqBgcGRkVwAuSRLuAS/7jx4hl8mQz6So12roTRYGR0ZIJRKIQoPp+bZWfLtzbJNULEo6kSCTSnH8pufskkvZXR4KuSyNWp0j115PNhGnIdRpNASm5to6+Hw2SzGbZu7A4Z6xzUaDVCxCMhalVChy6OSpXc9WrVYjyTKDY2Od2oIi8UiUWrmEQq1ifGqaaMCPy+Pt9gDQ6nR4d9Q2XDp7BrPFTDoZpyW2eroq1+t1EuEgc/v39Xw2+WyWwMYG2VS7+dipm2/aNTejyUSxkGdschzvwACZVAqhIdBsCugNBgaGhggHgpgtZuydhMbt9XZ3DaqVCj/8/veZXVhgcHi4R/aTSaUYGRvDYrMR73T8lSSJaDDIkVPXoFarSSeSQLuuIJ1Kcfza9vNTd3z7c+kMLrWORrFItVrlxIkTLC0t8fKXv5yFhQW+9rWv4XZvd4Du0+enD1Xnv8u9xk/Ov/3bv/HNb36zG/QDPPe5zyUQCPD7v//7vOIVr3hE+enXvva1XYtUt9xyC5OTk/zlX/4lf//3f/+45vR4+IM/+ANuvfVWpqenefnLX87g4CCxWIy77rqLTCbDf/3Xfz1pc3k60k8A+vR5itjy95ckac9i30Qiwblz57BarRw7dqxH634lCEejfO/0g4zP7e4doFAoqFarTExNYnM4EBoNkvE4TaGJKDYxW61kkilGxse6+nyjyYjRZGSAdsB3/vRpnE4H5WKBeq3S03UXIB6NsXBgH0aTCUmSSCcT1KpVivkyTq+HaqWCe2C707DD5eoWtdaqVc798H6UCgUGi6VbM7GFWqNBFNuSmv1Hj5LLpCmmY9RrDfRmK96hYeKhEAqlgom5dvKwpevfKtqNBv00GwJTOzoPb6HR6RDFFkOjYxw4PkghmyURDtKo11GoVIxNzbC5stz20e/YfpqtVswdtyZJkrh4+kfYnQ6yqba9qmdwe2VckiRWzz3E4o6mbpIkkUklaQlCW5NfKXOy456zE7vTSbMpYLJYcLhcJKJRSoU8CqUKu9OJZ2CASNCP1WbrNiVze3f2N6hy/9134/YOIDQaGM3mXd+9RDSGZ2Cga1uq6Dy3taVlTCYTls5npqBdBxDy+xkeH+/uELVEkUqpRDwa3SV7yqRSOFGRabVotFrd7r6/8iu/wnOe8xy++MUv9rv79unzBPIv//IvmM1mXv7yl/ccf93rXserX/1q7r//fm644YY9x+61Qz08PMzo6CihUGiPEU8cN910E//5n//JW9/6Vj784Q93d9ivvfZavvCFLzzie7ha6CcAffo8yTyWYl+fz8fa2hqjo6Ps37//imsVL66tUlbBiRuvo1IuE49EqJUrSIB3cIBIMMjE9DTGTj2AVqfrBmr1ep3A2homi4lcOkUiFmNgaKibCJTyBeLRCEeOH+3Ou1GvEwsFkWSZYqGI1JJYPHSwG9wqlcru9QVBYPnCRWx2G4lwkFBA4sDhbb97SZKIhoLMH9jfTR4yyTj1eh2h3sA5MEgqFmNgZKQbiDpcbugY4lQrFR764ffRafToOuN3Pl+FQkG1XGJ8ehabs+2jn4yGERoNmk2Ridk5/KvLuAeHu1abNqdzW/rTbHL6+3fjcLlIxWO0ZBlbR9a0Nf/g+goLhw51JU21aoVoMIAsy1QqZWi1WDxypOd7oVQq8QwMkk2ncCiVTMzOdjoGt7v/DgwPYzAaiYZCmEym7nyGRkcZGm3vwFTKZe777//GarVSr9Ywmky7uuXGwxEOn2jXUsiyTDaToVGr02wKqDUahHqDwZFhysVid0yrUyMyu7hAPBztHm82RSKBIDPz88QjkZ7z89ksMwsLBNY3usfT8QQnZ+eJhMOo1WpOnjzJV77yFe644w5e9apX8YlPfOKKJ8J9+jwdeSprAC5cuMC+fft2SToPd+p5Lly48BMFzz6fj0AgwEtf+tLHNZ/L4dnPfjb33nsv1WqVXC6Hw+HAuKMG62qmnwD06fMk8uOKfVutFhcuXCAWi7G4uMjExMQVL/a979xDaJ02bKb2ivdOlx1BEFhfWsJsMpJNJ4lHmwyNjHT155l0GqFaZv+h/T3XzGfzJCJ5EvEE9UqFkzdc1xNU6/R6RsZGiUWjuN0u9DodqVi0LX+SJCY7xb6pZJJmQ+Bwp7MwbGnpw1TLVeLxOFq1hqPXXdd9LkqlEk8neWg0GvhWVjCaTGQTcfKZDGMd60loB98Rv599h4+iNxi6yYPYFKhX69jcXuLhABMzcxg6+vWdhcStVouH7v0+zoEBcqkErZbYTi52XH9j+SIHT+7w0S/kSUZCNOp1GkKTRrXMgePHe56PwWjCMN6W5aBQYDSZiYfDiGKTVktifHoapVJJMh5DAQyMjHbHdT+DTIZL585hNpkRm00sdvvuXaVYlCMnT3aD+3gkQr1WQ5ZaGEwmapUKEzPT3aRAoVDg6qzyt1otfnjPPVzb8fivlivt70yjQSQY2pbxaNs/K9VKhWQ0yvHrrwPamn6AbDpDpVJmZqFdEK3q3CsWDHJyboFQIIDRaOTo0aN8+MMf5p3vfCdvetOb+PM///Orvmivz1WE4vJrALY6Aa+vr+96yePxPGI9WSaTYXrH380tnJ1FhUwm85inIIoir3/96zGbzbzxjW98zOMeL8FgkKGhITQaDcFgcNfr6Z3NCYHx8fFd51wt9BOAPn2eJLaKfUVR3FPvX6/XOXPmDJVKhZMnT15xjbMkSXztO9/G4LAhJRLoDQYGdzTfyqYy1KolDh451DMunUyRSSZIxGJo1WrmD+yWxNiddjJraebnp9ua9VQaodFEEJvIsoKJqUkuPnSeianxbsdZu9MOdIp9YxHCwTAanZ7hid4/yFs2o9FIhKnpSQxGE7Ggvx2AKpTM7m8nI9l0imq50nWdgXZwmo61m4TlszlkYP+xE3smD/V6Dd/SEnaXi0wyjizD2A4bUEEQCK4uc/i6G7o7F1u7A41Gg1q5jNRqMX/4aE+gutX9t1QokIlHcIyOkoiEqFeqmG12PJ3PIJ1MIrVERsY7ha2uHX0WEgkS0QgqpZKB0b29wdPJBIsHDmCyWBBFkUwyidhsIjQFjCYzxXyO8altpyCFQtHdGRAEAf/qKmarmZBvk2azyfj0tl2r0GgQDgR6egRIstS2D43FGH3Yj2ghn6dcKDCy47PU6PTEwhFUKhXWHTavMjLhdR9TLje+9XWcTicHDx7k3e9+N3/913/d7+7bp89lstfK+3ve8x7e+973PuKYR/v39lj/LcqyzOtf/3ruvvtuvvKVrzA2NvaYxl0OU1NT3HvvvZw6dYrJyckfO9dWq/WEz+npSj8B6NPnSWCr2HdL77/13xaFQoHTp0+jUqm47rrrrrjGuVgs8sDaMvPHtmUltWqNcDCIJLZIxJKYTDoOHj28a6zb62FzbY3DRw5iNBnJpNJkUknqNQG1WoXFZqNYKDA1PdHdMvZ4t5tvZbM5Vs4/hMVkIJtJU6lUehKPRqNBtVrlyLGDaHW6dkfczXVQKBFFibGpKfwbGwyNjGDs7FrYnW1JTaNeJxUNs7a0gkKp4Oh1vZr4dlHtEPFoBLfHjdZgIBkOUq9W0ZmtDI6MtOeYTlEpFtl/7Hh3rCiKZBIRmk2BTDKDLEkcfFix79buQC6TQW41MVmspKJB6rUGJqsN90A7ucgkE7SEGtM7eiK0P4MKyWiEsN+PLEscOLHbjUetVtOo15man8dssVIpl0lE2yv3kiQxNDZOLOhnYmoSXcfWVK1WdxMbURS5dPYhvEODJGMxmk2B4fGJrpSmWi6RTadZPNTrzpFJpUjGYuSzOUxWK7ML8yRjse7rTUEglUwyOTNDMh7vHi/m8xjNZkYmJkhEt+VApUKRobER7A4HkU5PAEmSyEXiXLN/P2urqwwNDTEzM8Mdd9zBF7/4RT71qU/xq7/6q/3gv89Vx5WUAH31q19ldrbX5tfzsO7qO3G5XHuu8mezWWB7J+BR7y3LvOENb+Czn/0sn/nMZ3jJS17yk0z9cfPJT36SmU6H+U9+8pP9vx2PQj8B6NPnCWZnse/DV/0BYrEY58+fx+FwcPTo0V2a7MslEA4TLGYZme7tWGswGhgdH8e3ssaBwwuolCqSsTjNpkilUkav0+Me9BILBpmZn+muers8blye9u5ENByhnEth0OuIhUOIooTT7cZmb2vvw/4QRpOOQ4e3JUO1ao1ULExDaJKIpzCZTD2Soi3/eoBMKs3GpQtYbDbSiTgmq60rSQFQqlSUyyVO3nAteoOBTDpDNh6lVCpjMJqZmJ3Bv7GO0+Xu6vW351ElFQkSCYVpNpscu75X09oOooeIh8MMDQ+g0xtIRwPU6g1A2d0diIdCqDWKrsf/FpVymVQ0SCTQbhR25Nrrdn02BqOJZDTK3P4DWOx28pk0+VSSeq2GQq1mYnqGtUsXGZuc6Mp9dkq2JEli6cyDuL1eUvF4u/fAzPbWfa1SIRIKcfjkie6xrf4JjXqDRDSMSq3iyB4e/y6PB51eT6lQYLYj15EkCYBCNksuneHAsaM9Y1LxBKLYYrizs1DtyH6CGz60Oi12x3YthCAIZENhTi4usrqywuTkJENDQ7z61a/m7rvv5q677uJFL3pR/we8z1WJjBL5Ml2AtmxAZ2dnfyL7zUOHDvGFL3wBURR76gDOnz8P8GN7b2wF/5/61Kf4xCc+wWte85rHMfvHx6/+6q92//drX/vaJ+2+z0T6CUCfPk8QW8W+zWZzT72/LMusr6+zsbHB+Pg4i4uLV1zjvOLbIFouoVIriQTbOnSdQc/I2BiSJLH80EPMLc6jN7RXjo07moAlYjES4QB6nZZQIERLbDI2ub1yvLa8wsiwB9tYr440l80TDfiJRaJYbFas1l7fd4PRgEarwbfh5/ChOcSmSCIaRmiKNAWR8akJ1GoNa8truNwuDhze/uEqFoqkou3utulkBqfHzezCQvd1t8cNneQkm8lw5r7vYzSZ2cxmOXj8RI91ncFoJBIIsO/QQQxGI5lUika9Tr3WwOJ04fJ42FxewjM01C0mtnYCWLHZJBMPEfD50Gq0TMxvz2ELk9lMIhJh7sB+zFYbuXQaoVGjXq2j1esZHh9n5fw5xme2OwvbdxQrN5tNHrz7v3EPDRALBrE5Xbh2aHbr9TrxoJ+Dx493v1eiKJKMxWiJIrlcFmTYf+RIz7y2+iek43GGRkdwut0kYjHEpojQqOMZGMBstVLI5ahWqwzukBwplUrSqRSi0MTp2SFRk2VioTAGswmna3t1UG80sr6ywvjUFPFQuHtcFBqUojEGTRbW1taYn5/vdvddX1/v6e77aJw9e5Z3vOMdnD9/nlQqhcFgYGFhgd/6rd/aFXScPn2aN7/5zdx3332o1WpuueUWPvCBD+ypdf6bv/kbPvzhD7O5ucnw8DCvfe1refvb374rOU8mk7z5zW/m61//ensX68gR/uiP/ohbb731x869T5+nK7fffjsf//jH+cpXvsIrXvGK7vHPfOYzDA8PP6p/vizL/Pqv/zqf+tSn+OhHP8rrXve6J2PKfR4H/QSgT58ngB9X7CuKIufPnyeZTLJ///4npBDpgQvnUdrMDI2N9Bxv1OtsrKxSKuQxmYzEIhEmpqd6ko+Az4fTYWV0eHvbuN34K0u8XCEVi2O2mmg2dndZbIoirabADTe0A9NCoUgiGqFSq4OsoCmKGI0GFha2ew/YHbbuPXzrmySTaZxuD+VyGad7O6C02qyYLWY21taZmR2jKTSJh/yUSmVcA8Pd4DMRiyPLUtcmc6uvQbVcoVwqo9UbaDZF5vbv677vnVaYxUKBMz+4G5vDQToex2Sx9DwfpUpFLp3m0PET6A2GHYW+DSQZxqanWTp7hpl9+7udhZ07ttxr1So/uvu/8QwMEAsF8QwOd5MMaK+OB1aXOX7jjd37VisVEuEwtXqVUr6IWq3kwNGjPc9erVbjHRoinUzg8Q5gNJuJRyOUiyVUKiUjE5NotVrioRBavRbvUDu4H9ghySpks/zgO99lbv8+hkZGyKRS3ddy2SzewSHcIx7SO7z/I8EQ8/v3YbJYiIXbgb4oiiQiUQ6fPIFSqUTdlRyVodrAYjcQDAY5ePBgt7tvuVzmu9/9LocO9dahPBL5fJ6xsTFe9apXMTIyQqVS4XOf+xy//Mu/jN/v553vfCcAy8vLPOc5z+Ho0aN88YtfpF6v8+53v5ubb76Zs2fP9sgh/viP/5h3vetdvPWtb+V5z3seDzzwAO985zuJRCJ87GMf657XaDS49dZbyefzfPCDH8Tr9fLhD3+YF7zgBXzrW9/i2c9+9mN6D3367IlC2S3ivaxrPA5+9md/lttuu43f/M3fpFgsMjs7yxe+8AW+8Y1v8NnPfra7kPL617+ez3zmM2xsbHSb8v3u7/4un/jEJ/i1X/s1Dh06xH333de9rk6n49ixY3ve84ngv/7rv8hkMl0700Qiwete9zpOnz7N8573PD72sY/1dIO/2lDIsiw/1ZPo0+eniYc393q43r9Wq3H69Gnq9TpHjx7F1Sn2vJL3/8q//zu2YS/jk5O7Xk8lk7SEOiOjI93zM+k05XwJpUZFJBhkbmaC4YclDgCZdJZatcLERLtZVblcplisIjZFmqJIIp5gbnaSgYG9C5gvXVrFYTMjKxQIQguhKeJ2u7B1EgDfRgCrxYTH234mjYZAJpOjIbQQhCYtqV00Ojs3vWu3pFwqkc+XCAZCmCw2Fg4e3HNHJRoOU6vW0Ol1VMsVGoLYs0peyGXJpjNMzs6iUCg6TkFJBEGgXqtjMJvJJlMsHjmy5/Ur5TKrF8/jHhikWW9g93h6nIJqlQqRTR+zBw50vxfFfI5apUK9WqNULqPTaJh7hG32TDKJ2KijMxqolcs06nWUKhWTHY1vLBJGpzPgdPd+r2RZJpfJEPZvojfosdpsDO9RlBcOBKiWK8wfaMuyMqkULo+HcCBAo1ZjplPHkEokcHu9bK6vo9XqGO0U/Ib8fryDg/jX1zFbrYx0kttoKIzFakFTFxBLZfL5PIcPHyaZTHL77bdjNpv593//dyb3+M7+pFx33XVEo9GuC8gv/uIv8p3vfIeNjQ2sHXlZIBBgbm6ON77xjfzpn/5p+71mMoyOjvIrv/IrfPSjH+1e7/3vfz/vfOc7uXDhAvs7Recf+chH+K3f+i1+8IMfcH0n0RRFkSNHjmA2m7n//vsv+330ufq4ePEiBw8e5N7vfpR9C5OXda2lFT/XP+d/cuHChZ+4A2+5XOYd73gHX/ziF8lmsywuLvK2t72NV77yld1zXvva1/KZz3yGzc3N7r/byclJAoHAntecmJjA7/c/3rfzE3PTTTdx22238Z73vAdoy4PuuusubrvtNr7xjW/wtre9jXe9611P2nyebvQTgD59riB7dfbdSS6X48yZM2i1Wo4fP37F/YjL5TL3r1xieGqSRr1OIZ+nUauDAlRKFbIsYzBo8Q7stn8ThAZhv5+ZmQmqlSrlSo1apUpTFFCrVKhUSsxmI4ODu4vHRLHJ5kaAiVEvuXyJlgzNZgtBEJiaGqNWqRNPxJmfm9jlLZ3PFYglsuRyBcwWMxNT47ueiyRJrK9uYtBrUKq1NJoi9UaTmbntzrjJRIparc7Y+AiyLJNKZSjmS6BS4/B4sVgs+NbWGBoZ6Wro23MX27sDlSr+DR8Dg0MsPkw2s0UqHqeQy2GyWKhXa0jAxOxcdw65TJpSPs/4zPbOSblUolIsUqtVKeRyWK1WphYWH/H6TaGBRqtDaNRp1BuYLRa8w+2EKxYKoddrcHl6P78t15+NlVXMZjPDE+M9Oxpb+DfWGBwaxmgy0qjXSSeTgAKxKeDyeMhls9gdjnahduee6WSSUqHA0NgYuXSGoU7imIzFKZWKTM3OkoonGBhu7yJEAkHElsjE9DRhv5/RTmCwcv4CMwODlDJZarUax44dY2lpiZe97GXMz8/z9a9//Yo5X73oRS/i0qVL+Hw+RFHEarXyK7/yK/zd3/1dz3nPf/7z2dzcZHV1FYDPfe5zvOY1r+Hee+/luuu2azZisRjDw8P88R//MW9/+9sBuO222wiFQiwvL/dc80/+5E94+9vfTjgcZmRkdxLdp8+j8XRJAH4a8Hq9fOITn+DFL34xoijidDq58847ueOOO/jABz7AJz/5SS5duvRUT/Mpoy8B6tPnCiDLco/Tz17FvpFIhAsXLuB2uzly5MiuQPhyicRjrKWS3WJfvcHQlZ8ArF26hMlspFwqU6vVEJtNRsZG0ev15PN5iqkkCwtt9wSrzYrVtm3VuLG2jlGvpSW2CPjbGnyz2cDQ0CDZTI5yscC+hXbPApN5O3iXZZlzDy1jMOhQK5VsboYY8Hqw2rYD8GQyjc1iYv/iJACZTJ5gPEELBa1mC7PFREMQmZ+f7EmoJEkikYxTqzVZWVplYmaKmfntwHtw0MvgYDsI3vT5iQd87dX7dLonAVCr1XgHB9lcX+fUTTfQajaJBjcpF8sgw3xHjhLc3MRstjC7b9sGtdVqke00IYuFw9icLub29/7QbjkFxUIhhkZHUSiVRAJ+GvU6Zou1G9xHA350RhPDWzagHWrVColoBP/6OkaDnvk9fsjVajWlQoGjp67BaDJRKZeJBAMI9QaiKDIxO0to08f45ETXKUin13dX52VZ5of33MORa65Br9dTrVa77y/g83Hs1CmUSiVb60X1Wo1oOMTRa67pfBZtK71ysUgmleRwp6hYqWp/x7OpFAtDI6RiMSRJ4uTJk9x99938yq/8Cs961rP40pe+dFnOV5IktR2Fcjm+9KUv8R//8R986EMfAmBjY4NardZtYrSTw4cP881vfpN6vY5er+fChQsAuyRIQ0NDuN3u7uvQboZ0880373lNaAdy/QSgz+OlXQR8mS5Alzn+mU6xWMTeMX948MEHqVQq/PzP/zwAp06delQb1KuBfgLQp89l8uP0/rIss7q6yubmJlNTU8zPz19xZ5MV3wbL4SB6k5FkPIF3cKDn9bVLl5ia3g7+tuaVSadZX1lFrQC9VkM4GGF0fDtoEcUma0urLC5Oo9X2FkBWKlUeOnMeo0GHAgXLy+vMzU11ExtJklhZ9bEwP4bJtJ2I5HJFIpE45XKNWDTGvsUZBoe2V6tdLjsul70z3g+tOlq1moA/hFarYWS0HTArlUrkloRSCS/42WdTLldIREI0GiINocnM/CxKpZK15XU8gx6mpieBtqwoEfQhdnYpjGYL9VqN6bm57udic2zbjCbCIVaXlzAYTDgftjOgUqnwDA7iW1lh/+HDyEAyEqJWqSIrFIzPtOfgW13B7R3Yw4moQiISwb+2isFkYv7Q7iDVYDQRDQQ4evI4BqOJXCbTKSiug0LB+PQMaxcvMTk32/18H+4UdPa+e3EPeAn5/ej1+u6qfPszFglsbDA9P9/VwyoUCoRGg5Dfz8T0DrmVQkGlXCYWjvbUDSgUCnLpDJVyGcfDVvFT0RhDeiPhYBCNRsPx48e56667uOOOO3jlK195Rbr73nHHHV3Jjlar5a//+q/5n//zfwLbTYv2si50Op1taVQux9DQEJlMBp1Oh8lk2vPcndaImUzmEa+58759+jweZC6/EdjVngB4vV7W1ta4+eab+da3vsXExASjHVODUql0xR33nmn0E4A+fS6DreZerVbrEYt9H3roIdLpNIcOHXpCVgQfvHgB2WJk4VBbM16tVImFIrQkiXKhQD6X4fqbb9glR1IoFFRLJSYnRnB0NPiNep1IKEKj0aReq5HPZjh6ZN+u4B8gFAizOD+OpbPi35bd5CgUy+TyBUq5PEePLvQE/wAOh5VGI4XVrOXQLSfJ5YtEI1EEof0sBwbcVGtVCoUy+xcnHlY/UScZj1Iq1wgFo+w/sI/hkXayY7GYsVi2g95LFy9RqlSwWO3sTLd0Oi1jE+0fAd+GH6lZQadRE/b70OqMXSkLQLVapdkUePbP3IpCoSCdShNJJygVy+gMRsampthYXmZqbq7b+XfLwrTVapFJxtlYWsbmdHZXyXdiMJoIbWxw7NpT6A0GspkMuWScRr2BWqNleGKC1fPnmF1c6F7f4XLhcG3VSDQ4fe+9eAYHifgDWJ123N7t5K9WqRANBjhxw/Xd59io14kGgzTqDQrFAiaTibl9+3qKfcVmk3AwxMzCQkcm1KYpNMimMswuzvd4/xfyBRxOFaOTE8TCke7xYjrNoclp/D4fZrOZI0eO8Ld/+7e8/e1v541vfCMf+MAHrojz1dvf/nbe8IY3kEwm+drXvsZv//ZvU6lU+P/+v/+ve85jbWz0kzRAuhLNkvr06fPE8IIXvIC3v/3tXLx4kU9/+tM9FqHLy8tXpN7omUw/AejT53Gyl95/549+tVrl9OnTCILAqVOncOzwQL9S97/n7GlsQwM9K/tGkxGjyUghn0chN5menSSVSLXdecQmQq3BzOIcwU0/gwPObtAMHVnI2AjpZAqLWceRw3Pk8wWCwSiyDKLYQmw2EFsiC7Nj6PW67liFQoHX66QpNLCOehm9ZpFSqYp/M4TQlGgKTSw2A41GiwGPDUdHBuSwW3HYt9/Xj04vYbGY0GhUrK1uMj0zhlrdTkAMBj2tVAazQcsLfuYUmWyReCRMsVTDaDIyOjaCJEmsrQUYGx/GZrMAtJ2IImFqdQGlSoXZYiGdyjI5Pd6z+lwpV0nHQtSFJtFwnJn5eSZ29E/YaTMaC0dYOvMgRouVpXMP7bIZFRp1CpkM1z77WSiVSkrFYrsJWa1OS5IZnpzEv7LE/IED3XFOl6vbAbhcKnH+h/fh9HgI+/24Bgaw7dhBaAf3QU7ccEP3e1etVIiFwgiNGrlsDpPR0E0Md37Gw+PjVMpl8rkscx1J01ZHzHKxSCwc5sT1vU3V8pm29//RU73NyhLRKJLUwjs02D0myzKRjU2OTM+yvrqKy+XiwIEDvOc97+GDH/wgd955J29+85uvWJA8Pj7eddJ64QtfCMDb3vY2fvVXf7VbZP9IjY0UCkVXJuByuajX61Sr1V11KNlslhMntvspXIlmSX36PCIKVfu/y73GVcz73/9+gsEgH//4xzl16lTXFQzg85//PDfccMOjjP7pp58A9OnzOGi1Woii+IjFvplMhrNnz6LX67n++usxGAyPcKXHR7Va5Vs/egCz004ykURsCrg9nq6VZDIWQ6mQGZ9s68kNxu37S5LEuQdP4x1wE48lSCRSuJx2HJ3uurFIDK0ahobaxb52uw17p7FXvV5nY83HgNdBJJoChRJJbGK3mfF4XWxuhnHY9Hhc7fMtFiMWSzuQEkWRh86v4XZaSaVyJBJZ9Do1kx1HoVKpSjyR4cSRma6MSJZl4okcNaFFuVIjEo5y/XXHMHd2HVxOK1u28/W6wIWHHqLVAqPZjMGwHdjbbFZsnZqGpUtr5OsVjAYTgfVNpuanuwmGyWxEqVISCcc4duwgpXKZWChApVxlaGysK6sJB4IYTaZuMCzLMqlEgmqlSqVUAYUCnV7P3A69/s4GZ7lsFt+lC9gcDgLr69hdLpw7pDOFfJ58Os2xHYWopUKBaChEo1ajUChgtdqY2VGPAGA0mTCaTCTj8Xa/BZ2OsN+P0BDQ6XWMdKz68rkcxXy+RwqkUiopZLMUCkWGRnvdgdLJJLIs4x3q7ekQDgax2mxYxe3dDUmSiKxtMDswyOrKCkNDQ8zOzvJbv/Vb/PM//zOf/OQnee1rX/uErpCfOnWKv/u7v8Pn83HixAkMBkO3idFOzp8/z+zsbFf6tKX9P3/+fI/XeTweJ51O9zRAOnTo0CNeE358s6Q+fR6VK9AJ+LJtRJ/huN1uvvGNb+z52ne+852r2gIU+glAnz4/EVvNvURRfMRi31AoxKVLl/B6vRw6dOiKF/vGk0mWEzHmDvUWg+azWcLBEIlIFKVCYv/h3QGIKDZZuXiJoycO96xWl4olwqEYiUQcg06D2aBD8rp6EptioUwhn+PI4fld1y2Xq/zw/rO43HaSyRylfJHJqZHu+HyuSDyZ45pjvfUPgtAkGIgQiqRQq5WMj7h7npdCoWBo0EEsngZJw63POkIiUySdziE0RYaH3JjNJkRRZGU1wPzMGFarqR2Qp3NE82VkhRqz2YJSqSBXLDM3P9WTYCSTaWr1JrW6QK1ex2JzMDPXLobe2Rgtl80TD2UI+P0MjY712GwqFAq8g+0V8HAgiNRqoVJr2Fi6RL1eZ/Hwke7zjkejKGSZAzv8sMulErFQmHq9RiaVYmBoiInZ7YJmAIvNhsVmIxmNYTSbUCpVhDY3ERoCVrsNT+f+0WAQg1GPy9ORm3USi0a9TiwcIbCxwfjUJONTU6R2ePmXS2UMRiPjU5Okdsh70okknqFB3G43kWCo+9wS0RiziwsYjEbKxVL782w0qGYy7B+fZGV5mampKQYHB3n1q1/N9773vSetu+93vvMdlEol09PTqNVqXvziF3PXXXfxZ3/2Z1gs7V2hYDDId77zHd74xjd2x73gBS9Ar9fz6U9/uicB+PSnP41CoeClL31p99jtt9/OHXfcwf333989VxRFPvvZz3Lttdcy3Cnu7tOnz9OPLTvgq5l+AtCnz2PkxxX7SpLE8vIywWCQmZkZZjs+8leS+8+cpqxUMDy+27/d7nSSy6TZd2gfZrOZXCZLPlekVq0iiU2cbjelQo5DRw7smpfFaiEZT7B/3yxms5FWq0U0lkRoSkDbP95i0rN/3+6uqQCbviAnj82h07VX3ZvNJtFElqYgkUqlaTYFbji1f9d9tVoNdUHg6MEJ7FYjtVodfyCC2FIgNJt4XVYyuQpej5XhwfZS//jwtrQinS3y4IOblCpVZmfGsVrbxZsKhQKvx4HX097VOHNuFb3BiEqpIhqJMT4x1j1vYMBNo9EgEIjhdlmRZZmAbwOd3sjgjnqAlthEarW48eYbqFVrpKIhCsUSKpWGiZm2HenG6ipDI6M9iUOr1SKViFGv1lhfWmVyfpaph3UO3nIKCvs3mZmfpSWKhP2+dnDvcHYtPUObm1htNmwPk5dsSX8CGxsYjHoOHt/dbEen1yPLMg6Xi+GOXEbqyH4igQANQWBipvP5dj6nkN+P3mjA1UkiZKmFJEksnT+Pw+nEYNyu/6hVq9RSaWYHh1lfX2dhYQGTycTP//zPs7a2xn/+539y00037fn9ebz8xm/8BlarlVOnTjEwMEA6neZLX/oS//zP/8zv//7vdxt8/cEf/AHXXHMNL3rRi3jrW9/abQTmdrv5P//n/3Sv53Q6eec738m73vUunE5ntxHYe9/7Xt7whjd0ewAA/Nqv/Rof/vCHefnLX86dd96J1+vlIx/5CCsrK3zrW9+6ou+zz9VH2wWoXwR8pUilUtRqtV3Hn4gmnM8U+n0A+vR5DOws9gV2NfdqNpucPXuWXC7HoUOHGHqYVOJKcObSRRp6LZIkU6/VaAoNZBRdjfrK+fNMz071WH9uUSgUuh1tq6UySiW43I6u7Me3us7Y6ABG0+6xiUQCJAmjQUepXKNaqaJWKdHrVIyODrK6ssn+hdGeHYUtAqE4ZpMej9NCPJ6l3pRpik0kscnM1BAra2FmJ90YDbu3YkVR5IHTa3g8TkQZJFFgYW68Z1fi0kqIkSEnNquJWq1BIlOi3pAQxSZzsxOkUjlSuRILc+Pd+dXrArF4hqakQGyKaLRaFCoNo6ODPfevVmpk80Uagohv3c/BI4dweXb71LdaLfw+P/l8AZPFxtDICMY9LC03Vts9CJpCg1KpTKVURpbpyoQ2llcYGh3C3Fmh3qJSLlPIF9hcWcVstXLg+PE9C2fXly4xOjGOwWgkm05TLZdpNprozUaGR0cJbGxgczhoCkJ3tyCVSCA0GpitVmqVCoOdIvV4NEq1UmF4bIxiPt/d3YhHIlTKZWYWFoiFwwx1HDXWl1cYMFvQtiQSiQQHDx6k2Wxy++23UywW+fd///fH3N33J+FTn/oUn/rUp1haWiKfz3cLjd/whjfwmte8pufcBx98kLe85S3ce++9qNVqbrnlFj7wgQ8wMzOz67p//dd/zYc//GH8fj+Dg4O87nWv4x3veMcu15BEIsGb3/xmvv71r1OtVjl69Cjve9/7+Jmf+Zkr/l77XB1s9QG4++7Ps7i494LLY2V52cfNN7/6qu0DUCqVeOMb38gXvvAF6vX6nuds/aZfjfQTgD59fgw/rrNvuVzm9OnTtFotjh8/jq2jw7+S3H32NGavZ1dw32w2SUZjxGNRLGYjnsGBXc2UMukMoiAwONwb4JaKRQr5AvFoFJfdjMNhYXCo1z40Hk+gUau6K+k7qZSrrCyv4/a4kEQBWgLzOwJ032YEl8OE07F7q1UURU6fXcXjdVKr1tGpZGamh7cbauWKxFIl9s9vuyZJkkQgnESUVBTyJRpNkWtPzO+ZeEiSxL0/XEKr06M3GhgfH0Sv7312giCwthHFaDQgSkoaQoPJqfFuPQBAIVcklckxNOQlVyjREESazRaT01PduYaCETQ6Ld7OKn0ukyWXy4NCgdFixWQ2k4hEGZ+e2jVXodEgk06zeuEiFpuduYMH9vTDXz53gcm5GXR6Pelkknq1itBoYra1pT8r588xPT/XUwy+Ra1a5b7vfY9TN92EyWIhFokwNNJulnbxzENML85jNBpJJ5O4vV5arRbnfvQgR645iVKpJBIIMDIxQa1aZeXixa73fyIWY2BoiGI+j6baoFWtks/nOXLkCMlkkpe+9KWYTCa+8Y1vXPVuG336PFb6CcCV4/Wvfz2f//znef3rX8/hw4fR6XS7ztnpDHS10ZcA9enzKLRarUdt7pVOpzl79iwmk4lTp05d8aKier3Ol7/5HxitVtwTu7cqm4KA2BQ4ce0pFB2P9mg0TrlQRKlSYNAb0Oo0u4J/aBelRoMhjp04glaroVyusOmPUa/XUSkV1KoVxscHcbvsu8aKokgwGOHkiW05UavVIhzP0mi2iEciWIwapid2d6Ot1+usrEU4dWKhZ2w0WaAuiKSSGfRqFceO9q7MKpVKpsYHCUdSqJxmXHYjgWCSpgQqRGZn2rKeSqWOP5LlxLFFdLp2MJ9M5Uklc9QbTTxuB4VSGaEps2/HD6wsy0RjCRqCTL0h0JLA4XQwMzsJbNcDSJJEIhGjVhdYWVrn2KmTOHZIchwuJ45OZXLIHyCcSmEwGYkEQ4xPTfY+x1aLWrXOTbfdhlKpJJNKk0unKRdKaA06JqanWbt0qccpyDOwnaSVikV+dM/duL1eQpt+phfmdzVL869vsHj4MKbOzoJKqaTVarF26RIOl3Pb7Uam6/0/MrGdyClVasqlEqlYDM+O7sKyJJNLZ7DLkC8UqNVqnDhxguXlZV72spcxOzvL17/+9a4Mp0+fPo8dWXEF+gBc5UXA//qv/8qdd97J//7f//upnsrTkn4C0KfPHvy4Yl9ZlgkEAiwvLzM0NMTBgwf3XIm+HJLpNJeiYU7cdCPNZpNENEq1UqVWqzI2MUGr1aKQzTI5ux0odxtADQ8Ti0ZpNUVqdQG/P0ir0WBqbqYb2G2srjK/b7ZbEGs2mzCb2xr6WCSC0aCjXGmQTPlRK5XodEomJkYRRRHfRpCD+3sDdJVKxdCQh7VVH0cPz2MyGYglsxTyZZRqJUpJYHDARTJT5OihqV1jR4acBMMJZqaGMOk1+AIpxJaMKNSZnR5Eq9Wyuh7G5bIz6mivktus7f/baAhs+mPEU3kajSY333C4JxD2euxsha73/mgZg8GASq0jl83jcNqBtqxrZHiASqVCKJLGajPSqFXZWCswNDLYDZSVSiVajZpaTeC25z+HTCZLLBSk3mjgHRjsBtobaxs43a6u006z2SQaDCDJMo16A5PViiRKTM1tF/u6PO6uzCiTSnH+wdNYbTYunDnLvsOHeixLq5UK8UiEa266EYVC0W7slkpRq1QQhCZGk5FcNsviwYNkktse/5IkEdjYYPHQIRLRaPd4o1EnuJljdnGhx+NfFJsUslmm5ud7zq8UCwx7h0jEot3uvvfccw+//Mu/zE033cSXv/zlbsFtnz59fjL6nYAvn3q9/oRID39a6CcAffo8jMdS7Hvp0iXC4TBzc3NMT09f8WLfjWCAWK3KwFhbY63RaBjY4SqyemkJQRBABr9vk8np3oA67A9gddix7pAjSZJEMpmkVCyRikWYnB7f06EoHo1hNOhwuXplP4IgsOGLkUymGPA4CQQiTEz0Njbb3IwwNuzp2nQODrgYHGi75RSLFTYCUSxWE5fWYhg0MlOT2+9pbSOM3WrE62oHjdOm9m6KLMskUgXWN9fR6bRYLcKuOet0WlqtFrOTA3hcVkKRBHVBplarsjA/hlarI5crkshUOHlscVtqlC8RCkUQBBGnw0axVEah0rIwP9n7TBJpsqkMdaFJU5RwezxMTrV3ZDw76gIymRzhQJq1pXUOHD+KfUfvB41Gw2ineDscDCPUG6hUKgIbG1hs9h5XoWw6TVMQOHbtqe4zyKRSVMtlyqUSCoUSvd7Q9fCHdgKzVSxcr1Y59+BpTt3cLrptNptAu0lcPBLt2pcqOs+hUi6TTiY5cvJk+/xGozOPDIVcnoPHjrbn0blXIhxh3+AIAb8frVbLiRMnuOuuu/jN3/xNfvEXf5FPfepTl93dt0+fPn0uhxe+8IXcfffd3HLLLU/1VJ6W9BOAPn12IMsygiA8YnMvQRA4c+YMxWKRY8eOMTAw8ChXe3ycXVkmkEqi1ekwGA27CkqjoRDugQHsznbAWK1UCAejlIsFRFHAbLPidrkwP8zmTKlU4vJ6SSUSXHvzTQiNBoFgHKFWo9Vq4vW6aDab6HXqXcE/gFqtplavc82poygUCprNJoFoFrEp0moK5DJpDh2YwWwx7hpbrdaIxpIcObS9a1CvN9gMt+08o5Eo06NuvO7d9RMKhYJMtszJI7Po9VpKpSqboQxCs4laITEzNcyZ8xvMz4xgMraThvHRjmuNLBONZ/H5U0gKJSeO9UpkHHYLDns74fjh6WW0Oj0aTYtioYzVtv3cBztOQStrYZwOG/VKmY1cjpHR4V7ZlyQhywpuecGtFItFYuEQQkPAZLN1azNWllYYGh3tKfYt5gvEwmGagkAxX2B4fLxbkLv1DNxeL3Q+v1KhiE6vZ21piUatxr4j2zajpWKRdCLRszOkVqsoFYtkk8keCZFCoaCQz1MpFhke23aWUmk0pBMJJOg6AG2dH/UHmHK48K2vd4tu/+7v/o63ve1t/N7v/R4f+MAHrvhuWJ8+VxsyCmQub2Hpcsc/03nnO9/Jy172MiwWCy9+8Yu7TQF3cjU37OsXAffp00GSJNLpNGq1GoPBsKvYt1Qqcfr0aWRZ5vjx40+Ij/DdZ05j8Hi69oq5TIZiLgsKcHk85LM57C73LqeYLTbXN1Cq1MiSSK1SYmRkGEcngJMkCd/KKrMLs3u6yPh9Phq1BmoVSM06swvTGHYEt8uXVlnct7e1aWAziMnUtg+t12pITQGvy4TH60IQBDYDCRbnRnaNA9gMxPA4rchI5It1KqUiWhXMzbSLgk+f83FwcQytVrNrbKMh8KOzPiwWIzqtkrkdhcRbrGzE8Xgc2G1morEM+VKNZkNgfr7dBbhQKBNJ5Jmd2XYyyuaKFEp1GvUGw8NeCoUSjSaMj/d6uyfiKWoNkXqjiSzL2JxunO7dPyiVcplUKoNvzcfs4j6GOjs7u56jbxOzxUKzKSCKIpVKlem5ue5OTTQcxmAwdmsMYMtmNEGtUiEZizMwMszkzAzJWKzbuCu4uYlGrWZobIxENNrdTfKtrGIwGRkaHSWVSHSTg9VLl/AODWF3OLrny7LM0umzHJ+bZ21lBbfbzf79+3nve9/LX/3VX/Enf/InvOUtb3nCPf779PlpZqsI+Dt3f5mFxd0OVT8JK8sbPPfml121RcBbvwWP9jfpanYB6u8A9LnqkWW56/Rz9uxZRkdHd1kDJpNJHnroISwWC8eOHdvTTeByaDQa3HP+HO7xXlmOw+XC0Vm1uHD2ISw2O5lUCklqYbXZe66xub6Od3i0mzwAFHM5AoEwtXKZWCjILc+/dc8/hul0GpPZzOR0uyi2LTlJU6tkaTUbRIIBnnPLjXuOjceT2GxWnM7e1ftKucpasN2cbMhrp1KtYTL2OvH4A1HsVhNWa3vObU2/u11QnMzj84VxOc00Gs1dCYAkSaz4klx/bbu/gCRJhONZ6nWRllBnbmaIc5dCLC5Mote35SjDQy6Gh9rvLxJLs7EZo9WCG2481pM4OB3WrnvRjx5cQqXRotXqEMVmj0vQwKAHSZK4cGEVm91OrVJkI5thYnqy57xGXUChUPKc226hWqmSjEYQBAGlWs1wp+vu0rnzTM7O9Hx+W9KfRl0gHAwyNjnRE/xDu35icHiYTCpNqVhksvPdbTXbP2zxSJRyscj+I0eA7R/DRCyG2Gp1rTyFelv2s768jFqj6ZEviaJIYjPA8ZlZVpaWGBkZYXZ2lt/+7d/mC1/4Ap/4xCd43ete1w/++/Tp87Th3e9+d/9v0qPQTwD6XNVsFfs2m82u3n/nppgsy2xubrK6usrIyAgHDhzYc/X8ckhns9y7vIzBbCYcCGCz27tB/xZL5y8ws+8A2k7iUSrk8a37UCpknG4XmVSawdHxXTaQVocDq8PBxtISx29+LsFwikatQqWY5/CxdjfgTDqNJLbwDvZKQ9xeD+BhY3Wdkzc+C384hdhoILeauFwWvAMe0skMapVqV/APYDIb2fQFuP6GEygUClLJLOFkFllqopFFdHoNVqsZl3P3boZKpSJXqHD9tQdQq9VkciX8KzFUaiUOkxqX08LyRpKD+8a7f+CVSiVjw+3dDlEUeeDsOmazCX8wzvzsaM/nplAoqNebHDgwi91qIhCMUqkKKFUK5ufb9RRNUWR1LcL+A/PodNp2LUIyS7Um0BJbTE6Nkc8XyOTK7D+0rzsPWZaJhKM0W3I7cdHp0RtMjHVcnIwmY9dRqFGvE/FvsunzMzo+1hP8b38OXnyr6xw6foxms0ksEqFaKmMwmxjuBO+JWAyNRtMj71FpVMQiEXQ6PVbr9ucjA5FgEIvNhnLHj6NGp2VjdY3x6WkyyWT3eLPZJBsMMeFwsrKy0tPd97vf/S5f+cpX+Pmf//n+D22fPleQtgTocouAr+5/k+9973uf6ik8reknAH2uWnY299oK/pVKJZIkAe2twYsXLxKNRllYWGBycvKKBzn+cJhgucLk4nYxZ7lUIrCxSbPZYHh0FP/GJrMHD/Xoqi02O5bODsCFs2ex2B3EwhE8g15M5t6AemNlhcmFduHrzs6tsWSSbDJONpVk/8HezrRbbG74GB0bQW/QdwtYASqVCg+d36BaLuO0m7FYjD1yIWh7UO87MNN9Zh7v9sp1IpYkX65SbTZJpiMMe8zYHdtB6sWlAHPTQ93dEJfDgsvRfl+FQpkHzgVxOO0EQgkmx3stTgVB4NJalFMn9nXdcWLxHNV6E6klMDs9wkMX/cxMj3ZrBiYn2lKZZrOJfzNEIpmhLsjcdNPJ7nUVCkW3oLnVanH27AUaTZmBQU/P90KhUDA61pbYXLi4ikqtoVIuUizkmdjRPwCgWquDUsVNtzwXURSJR6M0m02EhsBUR8O/emmJqfl5tFotBugWdjfqdRKxGEGfj4WDB7HabERD4e61M6kUoxMTWGw2xKbQ/dzj4Qhz+/dhNJmIFopAO2GKhSIcOnGs++8A2j0E1A0Bt9nKxsYGi4uLmEwmXvKSl7CyssJ//Md/cPPNN+/53enTp8/jR0KBdJkB/OWO/2mhUChw3333kU6neeELX4jDsbvG7WqknwD0uSp5eHOvrWLfrQSg0Whw+vRpKpUKJ06ceEK8zL91z90YhkZweHu98s0WC2aLhXqjwcbyKhqdgWgoyNjk1K5rrC0vM7V4qLszUMhmSMR9KGSJwZFhYuEQ4zO7Nf8KhQKzzUa93mD24LH2jkIwQaNSRiE3Wdy/yOb6Bt5BL/o9uvRqNBr0JhMLB/YjyzKpVJpKOYvcFDAZ1YjNFlOTQ3u6DBULZQShxfzcRPdYPldgJZCjJTRIxmNce3I/Ot1uFxlJkvAFk5w62daz1usN1jZTSJKMStFkaMBFKJbjyIFtf3+FQsHwUDv5aLVa3PvDJcwWM8lElqmpXk2/RqNBp9UwNjGBzWJiczNMrdZgcMCJc0dh9IYvwtT8DBazmUZdIBKO0RAEzCYj3gEPDUHAtxllanau64YjSRKRUAhBEAEwGI0o1FpGOq3o1Wo1gx1tvizLRAJBgoEgA8NDtEQRHuaqo9XpKBUKuAcHe9yeZFlm5cIFdHo9lq3jCgWtVqsjExvCaDJ1jzfqdfzrG7i97p7vSaVcRlEsYdfqCYfDHD58mGazyfOe9zyKxSLf/e53OXz48K7PqE+fPn2eLrzvfe/jzjvvpFaroVAoeOCBB3A4HNx6663cdtttvPWtb32qp/iU0U8A+lx17BX8b6FUKqnX69x7770olUquu+66PTuzXi73nD2LeXyKcqlIftOHyWzBtSPJqJRKpNM55g4fB0BsNomEo4iNGjaHHbvTxcrFS4xOz3eDfwCb04Wt4w504Uc/xOZ0EfD5GJ2cRLcjgJQkiVgoyMTsItC7oyDU6zz4owugkMllVzh49NCusYHNAHMLc8C2XKgtGeoUIivUrPsTKGWR0bEBrJZ2wCkIAplsnpmp3oJgu8OG3WFjYyPE4v59RNJ1apUsSHUW58fQdBKJ80tBDu8I7vV6HVOT7dX7UqnC+ZUINpuFdV+E2enee7QkidPnfJy6pi3jEoQmoUiaekPAqFMzMuJlaTWAy+PFYW/r/6c788zli2z6oxSLBRpNiQMH93UDe51ey+hoexeiXC5z8cIyqUSWQ8eP9VhhKpXKrgxodWmNUqmCUlGjVCgwMTPT8z3M5/OgVHL9s5/Vvn8mSy6bQxQaWGw2rHY7/vUNpufnCfo2u+Nkub3jM3/gALFQqHu8Ua/jW11jbt8iiVis57nEwmEWDh7o8fivVao4VBoalRrZQoHjx4+TSCS4/fbbMRgM3HPPPf3uvn36PIHIshJJvkwJ0GWOf6bzkY98hD/4gz/gjjvu4Gd/9mf5uZ/7ue5rL3rRi7jrrrv6CUCfPlcDP665F7QlIPl8HofDwdGjR6+4l3mz2eS7Z87gmphCrdF0LT5LxSIhn49mU8Dp9ZJJFxibne+OU2s0eEfawWOpkOdH996P3mRG/QjzC/nWmdx3GJ3BiCzLJBNR6uUiSkWLqdlZNldXmZzft+fYWq2Kd3QMl3eg48GfRKhlqZfzOO1mCoUSC/v3lgylEkmcTgeOHavluXSWaDwOtEjFIjz7WdfsOTYaTeJwWDvJQPuYLMtEkhnq9SYB3yYnj+ztQiSKIpuBBCeOLXb/f18wg9AU0ShbjI24WfElOXZkvjteq9UwNtKuGahWavzg/ouoNVrcrt3GaA67FZVCiSiB12QkFk3SEkWmO12CtygUyri9XvYd2E8+VyASDFKrNRifmuh+l9ZWNhgeH8fQKYhutVpEAn4ajSZKpQKjxdpuSja+3fnZ4XKy9UTzmSz//c1v8dwXPL/9PjoJYL1WI7Tp47pO0qDqJE21apVsOt31+BfqdaAtNUslEhw5eaLnPeTSGSYdTrLJFI1Gg5MnT7K8vMz/+B//g5mZGf71X/+13923T58nmL4N6OXzoQ99iDe96U382Z/92S63n7m5OdbW1p6imT096CcAfa4KflxzL1mW2djYoFwuYzQaOXny5BUv9s3l83ztv+9m8eQ1qDW9jjYWqxWL1Uo6kSQaTYMkU6tWMBhNu66TTSaZOnAClVZLPBqn2ahidzqxOdoyl/CmD6t7EJ2hrfdXKBS4BkeAEWRZ5oH7vo/D6cK/sc7EdO/KsyAIVEpFhscnt8d6twtLVy48hF5n5tIlH7LU4NDhbWu5UqGEJEk9wT+Aw+3E4XayfGmFA8dPsbSRoCU0UClbTE4MYtDryaRzKFWaXcXEbd29m/MXVrn2xlNUKlUursVAlnBbdQwMuttuQGsxDh3c7qirVqsZH2vPu1Kp8cC5AA6HjVAkwfhob80AwOpGlIOH92HQ68jlS2wG4jTrdaZnRlGr1cTjaRotBdNT23UQoigS9IcQZTDoNBSKFdxeLw6HHdje1WhLpDIUCiXWVjd49m0/g2bH569SqRifaj/v0GaQUiGPAiX5fI6Z+YXemoFKlXw+x+RMr8SpWqmQiMUYmdiWVUE7yM+k0gzt6Cmg0WrJZ7OUC0U8O+VnCgXpeJxBrYFouF1LcPLkSb7//e/zmte8hhtvvLHf3bdPnz7PGHw+H89//vP3fM1isbR3Wq9i+glAn5969ir23Rn8t1otzp8/TyKRwGw2Yzabr3jw7w+H2SyWOHrTzWRSSVKRMGa7DYdreyU1EY8hKQ1MLLZbl+dScaJ+P3a3uxuEry9dxD0yhdbQXj12DrYDu0qxQDjgp5BK4x2fxGjeu0dBIhxkYt9hDCYLkiThD4YRqkX0Oi2TMzNE/T4m5xf3HJuKRxkem8Lc0ZWLzSab4QRCvUIpk0SvU3L42JG93/9mgInJ9qr3VrALkEimyCT9VIoFFueG9xzr24wwOTWOVqtBq7Xh6BQLl8sVVoN5Ar5NFmb39tVviiKrG1FOHN+uGfCFcwiNOjaTmqFBD+eWQswtzHRtRreag8myTDyZJRxqW4WePHW059pqtZrJyfZ9z5xdwmS1kc3k0KjVmC3bsjGFQoFBp6OorHPrC55HMp6kITRQoGRscnuV3+/bxOUdYKSzKyTLMtFQmHqtTqvVwulxU6lUmJyZYXPHylW9XqOVbu/sRILbsp9KqYQgNJmYnuqR/dSqNZRKFaNTkyR3HC9mshwam2DT50On03H06FH+5V/+hf/1v/4XL3/5y/n0pz/d7+7bp8+ThMTlF/FKV2Yqz1hsNhuJRGLP1/x+P96H1d9dbfQTgD4/1TxSse8W9Xqd06dPU6vVOHnyJKFQqMcG9EpwbmWFolqDa7CtVXd5vLg8Xoq5HP6VZfQmE02xhc7iwWbfXj13eAZxeAYp5rKEfD5y6STji4fR77ErYLLaECURfUtJLl+gkMvi9A5tF4EC2VQCjd6AwdRewVUqlXg6sqJWq8UP7v4+dqcD/8Y6kzOzPdevlksg0w3+oS1L8gy3A2BfU8LkcLLsSyLUitgMGiam26vR8Wgcu8PelbzsxOP1UMgXOHHD9W39/HoSpCY6ZYvZ2XEikQR2px2TafdYs9nEpi/C9Tdei9AQWN5IIMsSRh1MjA0hSRJLqxEOHpzrjtHrdYyNtP/oV8pVvnfvJRwOO9VKFa129+5DuVRhYnICi9VMOBKnXhewmY14BtrSobZVaIh9B/dvNxHL5llbWUehUDI9O0kymaZWbzExPQnA4HB7B6LZbBKPRGkIDYKbQU5cfx16g6Hn/iMd56V8NsvypSWuvemmzth2IXE2naFcLHHo+LHuGGg7ANXqDWYW28lco1oFIBoK0xAEpobac9j6pod9mxwan2RjbQ2LxdLt7vvWt76V3/3d3+Uv/uIv+t19+/R5EpFl5WVr+K/2GoBbb72VP/uzP+MlL3lJt2O7QqFAFEX+9m//9hF3B64W+glAn59atvT+exX7QrvQ8syZM6jVaq677jpMJhORSIRms3nF5vBv/303VYWS4T06v2559K8vr1AVJMxSAbN9tz2Z1eGkmM9iH5kmm4wjAyOTvY3KGtUamUSSwantuoFKPkMunUStVuEcGKZcyDO04/WdZBMxxhcPY7RYaYkiK+sBWrUyRqOOyZlZUok44zN7j40GfAyNTaLb4WFfq5RZDWTIxMNUCxmec+uz9hy7trLOzFxbzrK1+wJbPv7LNMUmNnMNnU69y2Z0fT3E7Nw0KpUKg9HA5FQ7manX6qwFc2xubDIzPfKI1q3rvgjXnDqCUqkklyuwEUjSbFSZnhxGq9WyvhHGPeDF0pnT6Eg7aC4USmz6wxQLJVqykoOH9/fcw+m043TakSSJc2cvodRosFh390nQaDR4hwZYX93g2KlT5HM5GvE4Go2m6+8PkE6lkFoSI2MTO8aqiYbCqDW9uw2yLJOIRtFodbg87u3z9XrCwSAWq7VdKbzj/NDaOguDwywvLeHxeNi/fz9/+Id/yF/8xV/w/ve/n7e+9a19j/8+ffo84/jDP/xDrrnmGvbv38/tt9+OQqHgQx/6EGfOnCEYDPLFL37xqZ7iU0o/AejzU8djKfaNRqNcuHABp9PJkSNHuprsnX0ALodWq8W3HzyDZ25fW3OdSRPc8GGxWXC4t2U/66tr2IamGDCaEOp1QuvLaDR6Bicmu+cE15cxuYbQG82Ah6bQIBrwIdTrTC7sR5IkouFNBqd6C3NNdhcmuwuhUefCgw9gtlqplsvdwuMtapVKe+Xc0pYNqdRqPKPt+7dEkbu/dzcut5uNlRWm5uZ63WqyafRma0/wD2AwmTGYzDQaDeaPXcdmPIFQq9AoZZkcH8ThcrKxvsHo2MiecitRFLHYHYyNtyVOqWSScjGHStHC6zJTLFYYGPB0O/zuRG/Qk88WuP6ma2kKTdb9SUSxiUmvZmy0LaW6sLTJvgPb9qgOR1taJMsyyWQWn28Js9nM5B4OUDabhVZLpCUr0ag1rK/6UKvVTM306u8D/hATc7OYzWYa9TrRSJRKsYTD48LtdlOpVgn6w8ztW0ShUGA0t3d26rUasUgUsSmQzWQZm5zC5XESDgS7186mM8zt34fVZiPS2Q0ASEajzOxb7OkJIMsy6USS2cUFDEYj9WoNaNd7FOIJDk/NsHTpUrcD9lZ3349//OO8/vWv7wf/ffo8BchXoA/A1V4EPDs7y/e//33e9KY38ZGPfARZlvmHf/gHnvvc5/K5z32O8R1GC1cj/QSgz08Vj6XYd21tDZ/Px8TEBAsLC7tsQC83ASgWi9y3volneq57b7vLjd3lJpdOEdzYQGswkIynGJ0/hKbj4qLV6xmeXthOBLQGWlILg32gE/y30Wh1OIcnaYki0aCf4PoKB65/7iPOJxXaZHjxKBqtlnQ6gRQLodMbGeqsKMdDm4zO7d9zbCGdYmLxCAaLlVarxfpmmEa5gEGrYnJunlKhwMjU7J5jA2srjE7PolKpcA9u6/sL2QzLP1yi1awhtWBuYWbX2HAwyuz8dqGrx+vtFqyuLa8iNlsUKwmcNiPDIwM9Y1fW/MzOt3cGVAYV4xPtJKJaqeELpgluBpiaHt1T0qJQKMhmCxw8dACtToM/EKUlSRi0aoY7OwDJRJqGpGRih35fFEX8m0Gq1Roup510psDY1FRX9qTT6xkeGYaRtr/+0sVLFIsV5vbv2xVg6w0GhkYMBHybKBRKHK52cbeM3O5Mvb6O0Wza9v6X28f96+vYXc7ucVFo0Gq1WL14EbvTsaPLsEyjXqcQibF/bILV1VWmp6cZHBzkl37pl/jOd77Dl7/8ZV7ykpf0g/8+fZ4i+i5AV4b9+/fzjW98g0ajQSaTweFwYDDslpRejfQTgD4/News9gV2Bf+iKHLu3DlSqRQHDx5kdHS3LEehUFxWAhCKRjkTCKJUayjkMtid7p7XHW4PepOFzY0NlFoD5VIBh663EGkrEdhcvUS91sDUors6vxOVWk21UmXsyPUkIiFEocbA2DS6HX0BMrEIJvcgmk7xptU9AAwgNOqsryyRjYWZPnh0z/fSakmIzTo2bzvwValUOIfGgDEkSeLBB36ExWpl9eIFJmbnexp3peJR3INDewbZBrMF58AAA6MTNKpV1oIZGrUSzUqew0f2s3pplfn9e8uNCvkiZpudgcF20F+tVFn2xREbDcwGNZIkMTw8iG6PnQGjyUAgEObEdScQGk02NuO0Wk2cNhNuTzvIXl0LMj4xjt7QfoZbyUOlXGV9I0gmk8XhcDE129uUTa1WMzk1jiRJnD19EZ3RQMDvZ2RkBIut97OrVGrYXR7mDxyikM8TCYaolssMjo5gsVqRZRnf2jqjk5PUa7XuOKnVYmN5hemFefxr693jsiyzsbLK9PwcsXCke1yl0eJfX2ff4cM9xcG1ShV9S8alN+Dz+di3bx9Go5GXvOQlLC8v841vfINnPWtvyVafPn36PBPR6XQMD+9tNHG10k8A+vxUsFXsuxW8KxSKnuC/Wq1y+vRpGo0Gp06desRW4Eql8nEXAZ9fXSWvVDG50C68LOXzBNaWMJhteIfaf3hymQz5QpmxhXYH1XI+R3htCbtnsEf/v7l8EaNrCOeYhUa1TDywjtZgxukd3HHOBczeUdQaHRbvKLIsk03FqRVzDE3MIEkiEmAy7U4etDo9aqMVz/QBMvkK6XgMrVbH2Mx2wWxw+Rxji3t3es0nEwxNL2IwtwPWaCJJrZBFpZLxeAcQG3VMg3v/sY0HfYx3GpDpjEY8nZVpSZK4//SP0Ol0PPTQCiMjbgYGtpMjURTJZPJMTm9LbYwmI+OmSQD8Pj8tsUV+PYzRoGF2drxnd2dtLcBkx49fq9Vi7jQnKxaKrG1EiUXauw5bwf9OTGYjuoKO0clpFMD6qo+W1GJmdqrb7bgpiqysbHLg2JHufXOZLJtrPhrNBvOLC4SDYQxmK153u1mbzW7HZrfvOHedXDbHkWvaNrQKZfvajXqdUCDATc9t7/QoVcru8VQ8zrFrT7WfUVMA2t7/qWSCox3v/63zy6USXpMJRaNJJBXn8OHDiKLI85//fPL5PN/5znc4cmRvJ6c+ffo8eUiy4rIbgUlyfwfgq1/9Kp/73OcIBALUOz1QtlAoFDz00ENP0cyeevoJQJ9nPK1Wqxv876X3z2aznDlzBp1Ox/XXX4/xYXr1nTxeCdB3H3gA3cAQth2acYvdjsVup1wqEQ34KOaL6Gxu3GPb0haz3YHZ7qCYTRFaW8IzMk4iGsLoGe7KfnRGMzqjmXq5SNy/hsHmpFEto3cMoDVsOwIpFArM7iHM7iEKuSTR9RXG9u0dwEuSRKNSxDY0RXszdJCWKOJbW0Nq1lHIMp6RyT0lIJIk0WrWMZiHuve1ugawutqr8oFLZ7HYbCxfOI/T5eomP9AuGB4Ymdh1TYBKqcDQ2AQOT/s6pUKelUCaRqmIWiEgtyQWD+4tVUqn0pgtFtyedmDdarXwBaM0alUUsohOq2ZoeGDP4N5qsxJPZjl47Bj1ep2VtSDILcZGB7rflXA4jtZgxuG0A+DyuNoFt7EE5VIZqdVCodawsL+3uZrD5cThciLLMqd/+CPUGj2CIOLsJAA7MZqM5DJZHC5nN4FQANVKhWQsxsTU9vdGEJpUKhVioTCewe2kUKlUUi4WScbiOJ077iFDIZfD1GxRLVcplUocP36cZDLJ7bffjk6n45577mFqqndno0+fPk8N0hWoAbjc8c90/vzP/5y3vOUteDweZmdnMZl2O+hdzfQTgD7PWLaKfZvN5p56f4BwOMzFixfxeDwcPny4u1r7SPykCYAkSXz7Rz9CZbGRz6SplIt4H7bybbZYSCdTGF2DVIp5sskYTu9QzzlWpwer08P5++9BVmqYGNodiOnNVvRmK9GNZSqVKq4dicTDScdjDBy8llI5Tzm3jsFsxe7eXk2P+1ZwjPfKbFRqNbahCZrNJungGtFIGGU4wOjUHLodmsnw6iVGHqFmIBuP4JmYQddJXurVMisrG9ASaNarDA4P91xrJ4VMhtHp7XoCi82OxWYHYGPpPAaDnuXVINViloNHDqDryJoqpTK1eoOxse1mVyqVitGOhWbIH6YhNvFtxlDSYnZ+sjsWYNMXYmBwCKPJiNFkxNnR3KeTaULhFMlEgtmFhW7wv4VCoWBweJBSoUQslkKt0bGxso7JbGJwpPfzXV9ZZ+7gIUwmE6IokojFqFWrqJRqxqYmKBeLpNNppubnCGxsdMdVqmWyqQyTs7OE/P7ucVEQyKUyzC4uENzc7B6v1WooczmmF+a7RcAA1VKRYb2RTDqzq7vv9PQ0X//61696T+w+ffr8dPGRj3yEX/u1X+OjH/1o38Z4D/oJQJ9nJD+u2FeSJFZWVggEAkxPTzM3N/eYChp/kgSgWCxy39o6AzPb165VKwTX15BRMDE7iyRJrK+s4xqZRmsw4BocoVzIEw+sY7a7MNvasp9ms8ny2R8xvO84SpWKdHATVAq8Dwvyc8kYKpMDz9AM5UySUiqOfXAcnWHbIjO6sYR1eAqFQoHe4gCLg2qpQHbpPDaHAwUKzJ5HtsfMRTZxjM93X4+lMqjEKlJLxGJzYHV793TukSQJSRS6wT+A3mju7mTEfcvkqyLZlTVkUWBkbByztd2TILi2wsj03sXEqUSMoeGxbg8CWZaJpxI0ajkqhQyVTIqbbn32nmMT8SQGs5HRzoq7LMskEglq5SRis4ZKpWRgaAiTefeukNvrplYXmNt3kFqtxvqqH1kWmZmb3pb4ZPMUS1VmFralU9VKlVAgRKNWxzPoJRQMMT2/gK5jY6pWqxkYaicIQqPBhTNnEUSRY9dcA0BDaMt4cpksotBkdLLXqSKXyVKt19g/eaRzvbaDVTadoVquMr+/k5x1Pr9ULMa+oVHCwbaL0M7uvtdffz133XVXv7tvnz5PO5TIXK6P/9XdByCTyfDqV7+6H/w/Alf3t6PPMxJJkhAEoevX//Dgv9lscvr0aUKhEIcPH2Z+fv4xu5k81iLglbU1vnnmLINT0z3XNhhNjM/OMTIxwcbyEt/75rfxTi12O/cCmG12hidnkVtNYr4VMqkE/tVlRvcfR6VWo1AocI1PY/UMkQqsk41HAUjHwlSFFjpre4Xa7PJiG52hUsyQ9K/SarXIJaOoLS7Uut5Vdr3Fhn18gbKoxL+xSToeYS/yqRgG50Dve7K70LrH0LrHCW5ukkqliPp9u8aG1y7hGN5b3pMM+nCNTmLzDuMYmcY5sUgyX2V9Y5P7776buiDs+Ue6Xq+DKPQ0IFMoFLi8gwxPTKPRm5g9fj0bgSQXL61z4aGL3fNy2TySJOHaIbdRKBR4BweZmJ3BYHGAykAslmF1aZ1yqdRz71AwitFsxu50MDQyzNTcDBMzs4RDCVaXfZw7c45Sud7dadjCaDIyNjHG9PwM66vr6I0mgv4AlYddHyCXy+Fwu7HvqP9Qq9XEw2GaTQHzwwqIU/E4otjE5e4tLk/EYkhSC4drR22LDIlQmDGThcDmJmq1mmuuuYavfe1r/OIv/iIvfvGL+frXv94P/vv0eRoioejUAVzGf5chASqXy/ze7/0ew8PD6PV6jh49yj/90z89prHJZJLXvva1uN1ujEYj119/Pd/+9rcf91weLzfeeCNLS0tP+n2fKfR3APo8o3h4Z9+HF/tWKhVOnz6NKIqcOnUKe6fA8rHyWHYAln0+EpLM6PQ08VCAWr3BxMxsz6p4OpVCb3VzzS2HSEeCVKpVxud69eE2lxdBEEhEwqi0OmRZ7nkvGq0e59gM9UqJjYd+hNJowTGyW/ZjdA4iyzKRjWXKxTxjB0894tyFYg73/DFaooh/bQVVS8A7MYvOYKDVatES6hgce0tBclE/jqn9qNRaRFHA59tELTfR6nQY9EYsTveeiZYgCOh0OjTa3kZeFqe7XU8gSli9Q/j8YZq1MnJLYHR8CrPVQirsZ2J2Ydc1AaKBDYbGJtEbDF2pkNhs4g8nKeTShDc3uPmWm/ccm4jF0ev1DI9uy4ZymRzJZIhmo06zKTAwMob9YcXiKpWKkfFRUokkGp0WSZbZWN3AYND1NHtrNpusLq9z5Jprus8kl8mSC4aoV6uMjI+RTibRGQwMj42xucPVJxVPsHjoIDa7nVql0j0eCYVY2H8Ah8tJubidTGQzGcYmJ9rndzr+yrJMMZ3kyPRcu9eEzcbhw4f56Ec/ylve8hZ+53d+h7/8y7/sr4z16dNnT37hF36BBx54gDvvvJP5+Xk+//nP86pXvQpJknj1q1/9iOMajQa33nor+XyeD37wg3i9Xj784Q/zghe8gG9961s8+9l779Y+EfzVX/0Vt99+O2NjY7zgBS9Aq93tDnc1008A+jwjkGW5x+lnL71/JpPh7NmzGAwGrrnmmm7r75+EH+cCdN/5c2Bz4Oys2BpNpnbw7ffTbArYXW4S8RSukUmslvaqtXdsklarRTrip1arM9ZxwNlYuoDe7mF04TCSJJEJ+VCo1TgftopezmfRe8eQpBaZwCrW4Wk0mt5/uvVKmaakxDZxmIR/HZVKgXus118/sbGE3tO+tkqtxuhpS0visThqqU61lGXs4LV7vu9atYzWaEGl1nbGa1E52sWndaFObH0Jk9VKuVRmZOph9/WvMjZ/cM/rJgNrDE7Oo1QqsXm2ayey+SwXL5zDYjbjW1tl8mEJVjadxGyxo39YPYFao8EzPEK1WuY5L/oFcpkUyXScaiGHzWpgfGqSVCKBQqHYVYjrcDlwuByEg2GUYotCvkg6lcLj9eBwbicCiVgCWQFjk5M7nk+NUDBCo1ZHp1NTKJbZd/jww67v7Hr633/3PYxPT+MZaCdvstRClmUCGz4sNmvXGQiFsnvc5fZ0xzcFoeP9v4HBaOyeL9NOkqMbmxybmWdleRmv19vt7vt//+//5Y/+6I9429vetqeMq0+fPk8Pnso+AP/2b//GN7/5zW7QD/Dc5z6XQCDA7//+7/OKV7ziERcPPvGJT3DhwgV+8IMfcP3113fHHjlyhDe/+c3cf//9j+/NPA5mZ2f5mZ/5mW4X4IcbgCgUCgqFwpM2n6cb/QSgz9OeH6f3BwgGgywtLTEwMMChQ4ce98rmI+0ASJLEXd/8T7Q2O1MjvZIPhULB6NQUlXKJUCAMKCkVihgt27IVlUrFwNgUYrNJeO0SsUiUyaPXd/35lUolnolZhEaNlH8VjcmK3TNIaPUSapsXnbktBdFZnBRifhSAqxPgN2o1CukERm87uDd5J2iJIpnwJkqFAsfIJMVUDI3Fg6qjF9+JwTlIORND0ntIBnyAzMBkrx6/nklgHtq76LiajmObWESt0SGKIuvrm2hookRCb7LgGNjbDrSYTWNzevYMRBVqFYNj01hcAx1Hnzi1Ug6tWoHZZEKJhGt8cs/rbq4tMz7d1uQ7XB5weYApqpUy5y6sU8qlsZgNuDzuXd+TaDiK3mBk2LMtsSkViwQCYRq1Oq1mA4fL1dXwd5+h0cDo+CiFfIFoNI7N6WZjZR2zxcTAcO+5a0vLjIyP4x5oux2JoohWr2djeZnJuTl8q6vdc6WWyMbKCpOzsz0e/waTEd/aGhPT00QCge5xWZJIbvqZ8w6wvLTE2NgY09PT/PZv/zaf//zn+djHPsYb3vCGfoOvPn2e5rRdgC7TBvRxJgD/8i//gtls5uUvf3nP8de97nW8+tWv5v777+eGG254xLELCwvd4B/assbXvOY1vP3tbycSiTAyMrLn2CvNm9/8Zj70oQ9x9OhR9u3b198BeBj9BKDP05qdzb0eqdh3aWmJUCjE7OwsMzMzlxXcbO0A7JTjlMtl7l26xOLJk7RaLZLRELVyFb3ZxMBwW/YRCQZRagxM72+v+tarVeK+ZZotGJtb7F4/EvCh0JmYP3ED2WgASa3DNbSdUGh1BgamFqiU8ly89ztYx/d1g39oJxu24SlaokAhtkkLTdsS1NvrGqRSq1E5RxGbDYIXT1OvVBl+hNX9ZqMBrRYGZztQlVotopubKMQaVu8QjUoJnX1g77GCgFqjRa3Rbd/X0T5XlmWi/osYTWZ0qSQWuxPHDieiUjrB2MLeOwPlbJKBiXYQr1KpsHuHsHeckyIr5zFYrCwvr6Kkhcc7gMPp7DzfTQZHxvZMAJUqNWaLmfkDB2i1WkQSCYR6lUo+z8TECJVqDZVGi9PTq6+3WK1YrFZi4TBCQ4sgSqwtr2GxmhncEdxn0xnK5dp2ES7tguBoJEq9WkVv0JNJplk8fIh8Ntt1pKrXah0v//bns3VcaDQI+YM867ZbO5+L2D4uCCTjcU5cd137/M6zr9dqVNIZpianWV5eZnZ2Fq/Xy2te8xq+/e1v86UvfYmXvvSl/eC/T58+j8qFCxfYt2/fLte8w51dzQsXLjxiAnDhwgVuvnm39HJr7MWLF5+0BODTn/40b3nLW/iTP/mTJ+V+zzT6CUCfpy0P1/s/PPgXBIGzZ8+Sz+c5evQogzv80B8vW6vRkiShUqmIxGOsplIMz7RX29VqNYPD7T9etWqVRChIKBDANTLFyNj2SrfeaGRsdh5RFElHN8llcig0OmwDY+gM7W3Igal56rUK+dgmssqAo9PkK59KUKmUGTlyI/V8mnxoDevITM9KuUqtRWXxktxYRqvT08pnMNl3e8vLKJGVBvTDkyQ2llFp1LjHe1f3SzEfxqFtFxulSgXWdhCfzmaoZ6KY7XXc4zO7VuvLCT/W4b3de4pxP/axRVSdH5FstUxu3YeGFoVUnNkjx/cclwis4xza3aUZIBML4x2fRm/adhoqFXIk1zYppeOoVSqcnt3JiiRJJEJ+pubb1qcqlaqnP4FvZZlGrYparaJULDAz32uRGgmFMBqMDO3oHl2tVAiHY9QrFeq1ClaHh5HJXvnWlrWoIAicvvc+Tt18UzvJ7OwyVStV/Bs+5vb11ofUqlVikSjj05PdY2JTbCcUwQADQ727KtVKhfDSCsNWO5ubm+zbtw+TycRLX/pSLl26xDe+8Y0nVXvbp0+fy+XyJUB0xq+vr+96xePxPKL1byaTYXp6946vs7PQkslkHvGOmUyme95POvZK02q1uO222560+z3T6CcAfZ6WtFotRFHsCf53Ui6XOX36NJIkcd1112G17u52+3jYmQCsbvq4GAygVKlQ67Q43Z7eOYpNBEHg2PU3UC4USIY2KJdrTC7s715HrVZTq9ZxDAzRqNbIhv24xqbRduoT9AYT+rEZKoU8ufAG6WwWs3cco7e9K2BweNDb3ZQTQZotGdtQO8Cs5AtUClls4+3V5kYpRyG4gtY9jMG47epSim6gcrQbeqm8U0gtkXzET0sUcE3Mk41soHU+8mqMVC2gH96PCMQCAXQqCVRq3CMTlDNJtNbdSQeAUK+iN5q6wT+0G5phNCMKAgaFmlAshV6ZRCG3UCpgeHIGsWOBqdXt7hUgCAIqhdwT/AOYbQ6MFhsqhYKBiRnS6ST1aIJWvYpaq2ZsYopYYIPJubld1wTIZ9LYHHbcC+1i41q1Sjgcp1atUCkWsNvtWG1WHA+rGTCaTBhNJqKhMFq9AaVayeb6BgqlgskdP561SpVwMMD0wvz291ihoFIuk0mmmZia7Pl+V8oVkokk03Oz+Hf0BGhJEulUitl9+3p6BZRLRdSVChaVmkKhQDKZ5Hd+53cwGAyk02m++c1vcrLTEbhPnz7PDLacfC73GgAvfelLd732nve8h/e+972POPbRdgp/3C7i5Yy9kjzvec/jvvvu45ZbbnnS7vlMop8A9HlasdXcSxTFRyz2TaVSPPTQQ5hMJo4fP45Ot7u76+Nl614/unQBjcPGwWNtr/VCLkcsuEm5XEatNaDTatHoDYzNtFe/bU4nNme742si7EcQWxRLFXQmK96Jua4kZYC2l386FcZo93TrBEqFHJJCjWtogmoxR12t6frnKxQKLIMTNBt1qskAxVIVtd6CxrG9Cqzr+P03SxlyqQjm4VlywRU0rqme56dUqcE6hLLVIrZ+kWo+h9e2t0a/lIqgMnu64xVmD01AbDaI+X2UkxEc4zPozbvHVlNh7GPzu18AGtkw1pHeXQOp1cLnD1JNRbDYbQRWLjE2t9gTGCc3V5h4hM7Gic0VxjrNyexuL3SkRrIsc+70vbjcHoL+IHKryejkVLeIuljIIzQaDAxvPwOD0YihUywWCwYRGjUKxRKRcJSB4QG8A9s7DCF/ALPVin3Hilez2SQejSIIAuVCEa1Wx9y+fcQj0e1nUK8j1BuMT09SyOVQdN5nPpulXCpx6Pix9rWEttVtIZejWi4z3+k0vJVY5TNZxmw2mpUaZUni+PHjPPjgg7jdblZWVqhWq7zsZS/D5/P1i3779HkGIaG8AjUA7fFf/epXmZ3t/Zvr8Xj2GgKAy+Xac6U+m80C7LnCfyXGXmne9a538YpXvAKTycTP/dzPPerOxNVIPwHo87ThxxX7yrKM3+9nZWWF4eFhDhw48ITYGBZbTYa87m7jJgCbw4HN4Wg3GLtwAaWko1GrkoxFmD94pDsPhUKBxW4nlUgyMDRIvVoluHyekZnF7qq/wzuEwztENhlj+f7vIaJhePEwGl37dZPDTSWXIuO7hG10FnWncEml0VIuVkGtRygXQFZjsPbaVGosLtRmJ+nVszQkBTb33qstLVFEECT0o4cppuJoFU1UZidGix2AZkOgJTTQ2nY3yFJrdFRzVTRD+yg3ROp+HxplC4Vaj2t4jHImgdG9d1JRyaXR23dvOytVKpotGefkAlqjGUmS8IciqGURSaiTT8QZm917BT8e3MQ7OrnnylI2GWd68QAma/t9ybJMLBFFFgXqlSKFTJLj1++tZY2HQ1isZqz2bdlPqZAnHIxQqZSJhkMcO3kNNoe9Z5xGo2FweJhcOkMmkWT/kU7S0pleKpEgm8lw+Pjx7pwUSiWZVAqpJTEwtC1lUygUpOJxms0m1h29EAAyqRQepYZUoYQgCJw8eZKVlRXe8IY3MDk5yebmJvl8npWVlX7w/xPywAMPsLq6ytTUFHNzc3g8nl02vX36PFOYnZ3lwIEDj/n8Q4cO8YUvfAFRFHvqAM6fPw/AwYN7125tjd06byePZeyV5siR9gLem970Jt70pjfteU6r1XrS5vN0o58A9Hla8FiKfS9evEgkEmF+fp6pqakr/mNcLpf5/rnTeMZGSCXiNJsig8PD3dXgbCZLpZhn/6ED3Xu3Wi1SiQilUplKtQ5KFXbXAGMz26vfw+OQSyfJZaoILSUD41ME15ZRqTXMHD1Fs1GnkI5S0xqxutvBn8nhweTwcOn8KjaDBFoDYqOBfmC78ZhQzlGOrFGQLIyMDXafUyG0gsozg1mtoVWIUxcE9J7xniAwH1jCONopVjW6aQKNSgmpsomk0iPVChgG9w646+UCaoMFpVoDaJC1BgRAFOo0Nn3U8wnMdhfOseldRWRSvYjWvbfuVIeAtrProVQqMTnaK1SiIODS6mkodAQDfprVCsgSKrUa58AgBp0GvdG063qVUgmNUu4G/9AOqN2DI0iSRHDlHEdvvIV0Mk6rKVCvllGpFExMz5CMRjCbTVgf1kfCYrNjsdkJbfo4fPQYtWqFbCZNqVBi8dCBrstEMhZDbLUYHhvruXcqkQAUDAxuFw9LkkwyFsNsseIZ9FAqFruvFfN5nG4XnsFB/Ovbsp98KsPUjINwMIhSqeSaa67hBz/4Ab/0S7/Eddddx1e+8hWsViter5f5+b13YvrszV//9V/zrne9C4VCQaVS4ed+7ue48847WVxc7O5K9unzRCPz+G08d17j8XD77bfz8Y9/nK985Su84hWv6B7/zGc+w/DwMNdeu7ehxNbYO+64g/vvv797niiKfPazn+Xaa69leHjvxaEngne/+939pP1R6CcAfZ5yflyxb6PR4MyZM5RKJY4fP/6IhUuXQzyZZCUeZvFor8Qkk0pTzOWIhoJotRq8wyM9c1OpVAwOD9IKhTAaNGh1Wmq1IhvnYxhsboY7VpUOtxeLXWT94gWCFzKgM2CwDaDTG9HpjZhtTqqlIrnoBk2FFsfQGJuBNPc9lGTQpePgnAKh2UKz495qox3/ep54PE6rkmdgcoJCcA3dwGxXUoJlAI0ktROBRgO9d4JyeBX90O6gUKm3IGChHF1Hp9MgRjfQu0a6OxNb1LNRzMO7x6u1eoRSEu3gPppKJdFQGL2yhSg0MNgcqOQGloGxXeMACtENnCNTe75WTQbxTG41A7NDR4ovyzIbFx7A7nRSLF5sJxsyDE1Oo9FoyMWDTC3uvdoUWb/E7P5D7a7CAzuDcYmL585gMupoCgLFfJ7RHX7/AP6NNYZ2JIZbc8mkUtSqVUL+APP79zE8NETIv23RWcjl8Q4OYnc6OolAm0wyidPr6fYlaIltt59oKITBaMDZ6fqrVLU/01ggyIm5OTY3fBgMBo4ePcr/+3//j9/4jd/g9ttv5x/+4R+uqCzuauLee+/lb/7mb3jf+97Hs5/9bP75n/+Zj33sY/z6r/86n//85xkbG+snAX2eFGRZiSRf3vdMfpzjf/Znf5bbbruN3/zN36RYLDI7O8sXvvAFvvGNb/DZz362u+P9+te/ns985jNsbGwwMdGuT/u1X/s1PvzhD/Pyl7+cO++8E6/Xy0c+8hFWVlb41re+dVnv5yfl0Woc+vQTgD5PMa1W61Gbe5VKJR588EEUCgXXXXcdFovlEa70+Fn2rZNrNRga210Mq9VqqRSznDy+H51eS7VSI5cIUa3WkZUq0ok0KrWKhX2LGIy9havlUolcZJVwKEq+UGHmwGHmDx/d7gybTlFObFKpt/BOzGK0WDFarGTiUULn70UQZIaHbUSjBdSGFtecmKQQ89MUweAe59w5P/F4nsFBO06XhnxgGVQ6ZOhZN1Iole1EwCSRXv4RslaPUbH3D0M1n0RltNEyOGgBQjaDQSXSQoXFO0olvonRs3egXivl0JtsKDo/DmqTCxHAALlSHrVQoiWGQZZRaHS4htvJQLVYQG+ytt2HHkYpFcPq3btIOR/1M3XwGBrtdrArSRLRSIxcLIDT4yHsW6UpthgcmcBgagfsgZULTEzvbRebScQYHB7C3UkyxWaTcCgKSIiCQDad5NDRIz3yMOjsLHi9RIJB7E5Hd7xG2+67sLm6jgIF9k5DMYVC0Wnk5cPmsGPZUcSuUCpZW1piZHycaqW6fRwIrW8wPzDE2soKdrudQ4cO8bGPfYy3vOUt3HHHHXzwgx/sd/e9DLLZLM961rN4wxvegNFo5MiRIxgMBj74wQ/yhje8gX/6p3/C0ZEC9pOAPj/N3HXXXbzjHe/g3e9+N9lslsXFRb7whS/wyle+sntOq9Xq7tpvodPp+Pa3v82b3/xmfud3fodqtcrRo0f593//974T2dMMhfxobU/79HmCeCzFvolEgnPnzmG1Wjl27NgT0sTjwQvnqMoCKo2GVquFIAjIkowkQyQUYHTIzcK+3avd/o1NtGoYdFsBmUK5TqMpU60JSAo1rRYU0gnKFx7EXi/hbDUw1qvEYylU+Sq2WhNZklHIUBOaJBotdJISraBA0uoRDXo0dhtVk5lvj91IzDTCoMfEjTfvpyU2ufeeJRLZBm6XkblhNS29E7XehCxJSKU4tVodvbvXkrIQWEK2jKDU6FDW0iA1kAxedJ1uuo1aDWUjT8uwuzhMajaQCmFUtNA6hzDa3LvOqcTWMA3tLRuSCmG0ru35tJoCYiWLSaukko1h9Q5idnoxWbYDYUmSELJRbIMTu65XyWfRq9v1Eg8nlwhjtzsxmNvJoizLlPNZpGaDQjKKTqvFaDZid7mxObYLwNLxKDqNYpfb0xa+pYsMjgxTKZdoiSL1aoWRsTGMZnM3mB8cHSYVjzM+1U6S4pEolXKZkYlxMokkIxPt7suJaJRMOsPiwQOUCgW0Oh0GoxFJkrjnv77DDc95Nmq1mqDPx/j0NK1Wi4v3PcB1hw+z3Gl4t2/fPv7oj/6IP//zP+d973sfb3/72/tB6ePkM5/5DGq1mu9///vodDr+8i//EkEQun9zfv/3f5+///u/53nPex7/+I//iFar7dcE9HlCuHjxIgcPHuRz/3U30wuLP37Ao+BbWeaXbrmZCxcu/EQ1AM9kgsEgQ0NDaDQagsHgjz1/fHz8SZjV05P+DkCfJ53HUuzr8/lYW1tjdHSU/fv3PyGBzX8/+ENcwx7sht7V3EqpSCK4yW037qfRaFBKhmnJbR2jb3Udp0WN3qBDbzKTT1UJhqM8+L17cDRreFVNrLJAPVuGQo05gxZUCqL5KupSC6NSjRIFgkJCo1IQbrTQVRXolAZkhYSok5AkgWa+wmY8waBaz/Puv8gPbno5axzkvg/+I7JRT8I1idMgMjMI1VoTk72tgVcolahswxjNLSgnqdXqqB0j1GLrYJ9ApWr/k5eN7SBXrmaoFyJgdqNu5BHNe/vvy0oNoEKyT1OpV5EbYZRIyFojRrubeiqIwT2559hqOozR0SvbUmm0qOyDlDMRzKMHQaslmy9SzOaQRQGtRkkmGmR4amHPa1IvYhrb7VNdLRcw6rTd4B86hdkOF7lkjKGJKWyu9lyqpSLRcAxJalLMpmmUC12XnYezuXyJqblZ1Gp1z2p9IZslmdwkEY1yzQ3XtztJd4rKWq0W8UiUwyePo1QqUWnauwGCIBCNRDl2zcnu/GRJQhAEwn4/Y5OTPbUTQqNBNhTh1IEDLF26xPj4OFNTU/zu7/4u//iP/8hHP/pRfv3Xf70fjD5Onv3sZ/PQQw9RLpeRJIkbb7wRaO/+NRoNdDod73//+6lUKnzmM5/h1a9+NV/+8pf7z7vPE0q7E/Bl2oBedh+BZx5TU1Pce++9nDp1isnJvc0hdtIvAu7T50lClmUEQXhEvX+r1eLChQvEYjEWFxeZmJi44j+01WqVL/3b/4+BkSH05TJanbabYIR9PgyqBkcPTrQ91RNZKpUS1UIOs05iYcRCIBghdC6CSytRLxSx1xq8yAD6AQehSJ7hqohRVuOy6FEqFGwKKsYqBhy1CrD9x2YdsGZkTE0ZEHrmGLapWcxAzSLRMKq49txd1DQKwuPtVZwh/0VO/eDLqBRQGh8jc8vPwPT+7qq/UqUC2xCtehAhuoqIBuUesh+l0UVLZ6cWvojOZKEphNE7dycBymKIlq29UqLSGmnQltO0ahVquUuoFBJNCSwDvaspoiCgUStQ7+XrX61gMhlQdVZZtcbtwLqUT+KaPkRDpSHoD6JWtGhUy2jUavKpGAPDI1gaDbQP07o3C2mck7t3bKrlEnq1ohv8A13JVbmQQ6tS4j16nEq5RDyWpCUKtEQRsSlQzmc5fOL4ntIatUaD3GoxPDra/Q6p1BqERoPNtXWcbmf3uIJ2t95oOMLo+I7iYKWSarVKIRJhZmGBjeWV7muNhkA5nmDIYmVlZYXZ2VkGBgb45V/+Zb71rW/xpS99idtvv70fjD5O3vGOd9BqtfjqV7+K0WjkAx/4AF/+8pf57d/+bT70oQ+h0+m6OwHvf//7CYVCnDhx4qmedp8+fR6BT37yk8x0Gnd+8pOf7P9tfBT6CUCfJ42HF/tu/bdFvV7nzJkzVCoVTp48idu9W95xuaTSadZifp79MzchyzK1ao1cKkmtVqOcCjE2YEGtVlFIRmi1RJSVGI5mhhG3jng4jaq0yRGphF9dR1FR49HpsSpFBjQtzqSyHMpmMdPu8opCQayppJIW8VYqPfOIqXXIJSWmZmXXHP1uPfaNCkqFAlNZxlQWaSmVaA7vKABWK3CXm1hQwkU/jYsfI+Y0kpyZpPj8l6B0T0I9D0YvWssgGllGUUkiNOqIOjdqbXvXo9moo66mUHv3ISkUKMQmrWyEplAFsxe92YZciCAaBlHu8YdUoTWgqKuQbNOILRExFsWokZEkkZbaiJ4qBu/ulXoAynHUo7uDdVEUMagkNJ2EQNNJHtQ2qOYSjO47gtpgIZ7KgChAq4lOp6EQj+L0eglvrKIzmvAMtWsHJEmiUUgyMrX7XrVKhUouwcRse6fBZLb8/9l77yjJzupe+zl1KufcVZ1zT09P1MxoJCFAEsECkw3L2NiWRbABYwO2CBcJEFwJLAzXAYQ/G2OCSb5cC2wkGbCQwRIKII1mNKmnc3d1V1VXzvHUOd8f1V3dNVUtECMh0NSzVq818570nlNp7/3u/duYNlYPZFkmMHOa3sEhIuF1ajUJqVrF4XRgczhJxGJUyyWGxkaZPzfTOKcs11hdCTCxZ4q15a0i4HKpxNryCiO7JohFIo3xaqXKejDE1IG6ZN1mLUQuk0FbqWAxW1leXmb37t0YjUZe9apXcfr0ae6++26uvvrq9s+2wxOytrbG9773PQDe8pa3cNVVVwHwV3/1VxgMBj772c/idru5+eab0Wq1VCoV7HY7//qv/4pxo/i7kwLU4elEUYRfuIh3+zkuNq677rrGv//wD//wmZvIrwEdB6DDL4WfVeybTqc5duwYoihy2WWXYTa36S51gcyvLJIsZ+jekMwUBAGjyUgyHsOuyXPwyAiLi0ESmTSFRBifpUa3TkJUlTl1ZpUeiw69WqSQVugtwaA6Wz+xFs6mNXgi0S3jH4hVZBJ5A97MetM84qjI1UzY0rGWOQa63FgWY4jbV0VUKu558etYHNlNX2AadUVmcWQ397zw9Rx+9NuoS0W68gKDiRL9sTPMPX6SSreT5cFxVK94G+LGvWLuQmsGUutQXCdX1WDSQMXgbywUq9QaZLUP0QRyKU1+4ThVQYWpx9cyVwB1bpWarR+BepMxRXSSBxChEl9BNumQIyuATLlaw9Y1gEqtJh9ZwuJtn3tZjizgHGxNxamUS5i0oDXV9fDN2/L/U2vL+Mf3oDfVjfdKqUhgZQWNqCKzvoqvu5vg0hxyTaYqSdgcTsx2J7lYsGH8b0eWZVZnzzC6a6K1MD2T4czJU1SLeQ4evRQAnb6+ElHI51lbWeWKq55Xf57iZsOxNIl4nAMbaT+bDb5SiQSJWLRFLjSbTqMtVXCbrYTDYfbv30+1WuXaa68lHo9z7733cvDgwbbPr8MTU61Wue222/jMZz6D0Wjk29/+NlB/zQcGBvjABz5ANpvlox/9KF6vl7e//e2NWoCO8d/hl4XyFKQAXaiMaIdnNx0HoMPTymaxb7VabZvvDxAKhTh58iQOh4MDBw6g2ciVfir57wf/h2KtjMFkJJvLUatKiBo16dAyXXY1KpOOaLiETlVCIwXY5asSzYs8fnKVPVaFl/SCKJZYS1YoJWv0iUUAKpLM/esSYkWm6PESEQX0Oi0aJJZXc3hUWfImO2qViEoQEBSZRFWLr1Kh4POC3oQkC1SrMuFkjko4j7UiwUbayKbxPz+2h56Vs7z0O98AaIypa3DN9/4vQQtkrAJ+WeBgRYsYz3M4/iiLs29jpb+b0HN/B9twPcIsGGzIlTw6dT1SX0mtobW3Ku0I1Twa9yAq0YiciyJSJpevYOgarqe1ZINIhq62KwOVXAqDxYJidFLcGFNEmWg4jFJIYNKrKSfC5GsyGrMdk61ejJuNBLB6+9oaV1IigHNkd8t4LhnD5bI3jH8Ard6AVm8gFZhjdN8h1JrmAvJiPsvy2RN4fN0EAyvINYlKuYJKJeB0u0mEVxmbnGw7j3w2TV+vn1g02jSeSafJJNN09zTrXKcTSfK5HP6erWcsqkWS8QSlUpHegQGy6XRjWzadZtDmIJ1Kk8vlOHToEJFIhFe+8pXodDruu+++xhJ3hyePRqPhuuuuI5PJ8C//8i88+uijvPCFL2xsn5iY4KabbqJUKvGOd7wDp9PZpHwCdIz/Dh1+RWlnYzwRnRqADh2eBn5Wcy9FUZibm2toCE9MTDwtxb4PPf4I3UM+DNuKfTOpNIXYEkcv60UQBAqFEg888Aj9DhGTpoZZryEYSvOibjDr6nOaC+Y5N1egy2EhrXdh0YsIxQwD1hoDtSyNPP4aTBdE9hTi6KCe/K1IoMCCpGIikcGgbKwUZBONOWnd3XgLcaJ+J1Wbk0xR5r/8V7DaP0lveJ7f/M43EOX6cS/8/jcBmB+r69xftnQXB4MFCjYtQa+Ifb2ARaVmIlNj+NQKodVPEuiysrLvBagnrkSx9bOZ0a6XJMRilFIuS03vrufiZ1epaZ0Ian19+noXFUCjlVHyMQrJIAgiarcT7Xn+mixJmDUlakZ/07igUqEy2NFRQuXsb1Q95It5SrlVaqUsKrlEWYRcLEhNEVBp9Th9vRSjAZy9ralEkiShqeYx+kdbtsUD8/h7eluMf1mWyUZWmThwpOWHQpKqBGcex+Vxs762ilSrUS4WsVhteLu7WZ6bxdvlxmK1NjkAhVweURTpHewnsLjUGM+kUiBAd38f4WCoMZ7P5rDYrPh7eqiUy9Q2XtdIMMiI20tsfR1Jkjhy5Ajnzp3jNa95DQMDA9x11110dXW13GuHn8126c5Dhw7xR3/0R4RCIT74wQ9y8OBBXvziF1Or1RBFkUsuuYQbbrgBSZLYtevClFg6dPhFkBUF+QJFGi/0+F9Hzm/+9YUvfIFcLsfLX/5yfD4foVCIO++8E5PJxBvf+MZncKbPPB0HoMPTws9q7iVJEidPniQSiTA1NUVfX/sGURdCqVTiJ2eO0TfobyrgDAYCpAJncdotnF2ogiJTjszzmoO6jTlq+MnxKIPEmS2IaK0uQKaYr/Ab4wYEocZmMe/DEZEDtVTLvZdLOtq1YirrHBiUXMv4gt6CO7CKWhDwF3JQyHGiazer/ZMMJOZ4Seg+Yn4jzkAGtUqFKMtNTsDu1dPAGYxpCWNaomDXs25TY1orYBZV9KdkDIkYzuS/kT19D/G91xAdugqd2Y6oVoPFh97io5xYoxJaQkKHxultWUAWVCpqUgWdewhZbUIpZRCkBJVikbIsYPQOoi2FqNnbp/do8quoXM19BNR6E7JsQFsrYPDtQ6H+xaSmLhe6evYkVquR+FoAnU6DSlXX0BeAbDSI0+tjfXEWSa5hsjmwOj3kYut4PG4Mpta+EYHp4+zaf6jF+K9UyqTW5tm1d2/LMcVCnhMPP4TL42yoAEkbDbsSsTilUpHxqY3ViY3TrodCyIrciPxXy2UAVhYWkWu1Rq8AQaWiVq0SWQvSZ7aysrTU6O774x//mDe84Q0cPXqUO+64A+s2BaKduPfee/nKV77CAw88QCAQwG63c/jwYT70oQ+1FLAeO3aM9773vTz00EOo1WquueYaPvnJTzI83OpsffrTn+b2229ncXGR7u5u/vAP/5APfOADLSt2kUiE9773vdx5550UCgX279/PLbfcwgte8IKfOfeni29961vcf//9+Hw+Lr/8cq688kquuOIK3ve+95FOp3nta1/LD37wA44cOdJwAq655hquuOIK9Hp9R/e/wy8dRan/Xeg5Lja2N//61Kc+hc/n45577mlKK85ms7zwhS9spPRdrHT6AHR4ymln/G+nWCxy7NgxSqUSBw4cwOVyPeVziMXjPHD8IZweF4IACAI1SSIZWWPcr6PXZ0OtFslkcsSXz3Ggp67lvxiVWVwMs8tnw6Wr4jHX5/7obIUDqmTTNVZSEtpIDofQvIR4PKdjMBxuSY2ZV3Q4I0maRUfrnDa6GdxWGLrJo95d+GsJuuMRFEUhYneQ1ljJTAdxJErEhrzkbD72Lpxq+xzSVg1rxhq7PXqcuTImGfKKwqpFpOq1ccZ3kNWB5yJpzZiFChWVBbR1XXuhlEBVLZDKFNA567n7qlwQWe8AdauqjyLLSNGzG+k8ChWphqK3Y7BuaO2ng2icPkR1az+HamQW28DuFqO8nM9g0UoYnP6WYwrBOXwj44jqugGqKAqVUolUeAW7WY9Wp0cUVQiKAoqMoigk1oM4XS5UKjU1uYZao8XfP0hNqpAIzDOyq73s6PLsNH39vQQDqwyN1Vcb5s/NYDKbEESRbCrD6K56kXFgaQlRVGM0mSgWCvh76w5AOBikWqngcrsp5PO4NyL5tVqNR+77MVcdOsT87FyjAdV//Md/8Ja3vOVJd/d93eteRzwe53Wvex27d+8mGo3yqU99ikceeYTvfe97XHPNNQBMT09z6aWXcuDAAd7//vdTKpX40Ic+RDKZ5Pjx43g8W/0Qbr31Vj74wQ/y/ve/nxe/+MX89Kc/5aabbuK6667jH//xH7der3KZw4cPk0qlGl1Ab7/9du666y7uueeeZ6QR0Ec/+lE+/vGPMzg4yLlz5xgYGOB973sfb33rWwG48847G47AD3/4Q0ZHRxtOQIcOv2w2+wD883/9mKGJ9rLEPy+L587yxhc956LqA7CdkZER/uqv/orXvOY1Ldv+7d/+jRtuuIHFxcVnYGa/GnRWADo8Zfw8zb2SySSPPfYYWq2Wyy+//GnxwBcCyyRKCQ4cbo7kzhx/hOftdaHX1w3Q5ZUQawvn6O2ycnod3BYDGnWRF4wYsOhrQN34nw+VGZbTm//dupe8ll3nGf/FahV1utY2L74qmtCTbBlf0JnpXl+HNsc4lCT+WH2bIAh0pVN0kaLihulxP5oaTJ59vFEzcD55o4GjQp7VXL25mQkwCQITOZlIOY0pdz9HEid5YOAaqsOHKKaSCGpj3WkzuJANLiwWBSkVoJZMUBV0yCozuvMcAFmW0RZWUXVNUtsofBUBqZSnmghRTAWxuZwo2XXyFQmVyYXBXI9mK+kA1p6x1nScSgW9nMHgbM13L8WW8Q4ON4x/qOdlS5USPq8Lm6fVYUiuzDB16GhTSlBNkgivBignQ1gddlYW5hAEFYoig6Cip7+fuVMnmNy7B1EUm+aYSiZwut04XM5GdB8gtLrK1P79mCwWctlM/R4Vhej6OmOTk+j1eorFYmM8uLDIlfsPMDN9DofDwb59+/jc5z7He97zHt72trfxd3/3d0/KGL399tvxepv7Llx77bWMjo7ysY99rOEAfOhDH0Kn03HnnXc2VhYOHTrE2NgYn/zkJ7ntttsAiMfj3HLLLbzlLW/hYx/7GABXXXUV1WqVm266iXe9613s3l1f/fj85z/PqVOneOCBB7j88ssBuPrqq9m/fz/vfe97efjhh3/u+7hQFEVhcXGR7373u3zpS1/i2muv5ezZs7z1rW/lIx/5CDqdjuuvv56XvexllEol3vOe93D48GGWlpaw2+2/tHl26NAOhQtP4bnYo7tra2tNPVW2o1arCYfDv+QZ/WrRWdPs8JSw2dzriZR+1tbW+MlPfoLNZuOyyy57Woz/U+fOUFByeL1bqwqVSpmTD/4Ik7rEzHKCmUCWY6dWEfJBfuOwh6k+HZN9eqRqDYeUx6LfMrZK5SrlRBmruvmr9NGgxGiuWd0H4GTRTH8p2zI+iwF/cLXtnCWjFW27oldZRlspty1o0gJeh5ErpRjagx5i4z4kWW7aJ+ayMKqrYlAUxoplrFWRxww2clJ9P29VZmC9jLie5UVn7+SyH38Gn07CKmYwS2Gk5DLlbBJdKYTWZEffcwBj9yQGvRZdNYYmv0olvky1VEBbDCJbBxqqN5uo9SYEZOz9uxHsw8imbjSOfmRJphALkl95HI2ognyUWiJAJbZMfn2R5Ooc2YVHMfua04UAirE13L6ehjzoJoV0Cq2U39H47x0ea1sMbNLU2Hv4MAMjo/QPj9I3NEz/8Cguj5eH//sHTO3f1zDAlY2f1LVAALVGi8O11UlYURQWZmZxeb2YLPXUo5okUavVOHfqNA6nC71+a/1HkiRCc4vs8nUzPztLV1cX+/bt49Zbb+WGG27gIx/5CJ/+9KefdCT6fOMfwGw2s3v3bgKBQOPad955J7/1W7/VlFY0MDDA1Vdfzbe+9a3G2He/+11KpRLXX3990zmvv/56FEVpqOhAPdVmYmKiYfxD/Yf2937v9/jJT37C2trak7qXC0EQBNbX1zGbzbzoRS/CarVy9OhR/vqv/xqPx8MHP/hB/v3f/x2AV77ylbznPe/hta99bcf47/Argaw8NX8XM5OTk/yf//N/qFarTeOVSoVPfepTF319T2cFoMMF8/MU+87MzLC4uMjQ0BDj4+NPi4rG9/7nB+isBjSSlkyuiFKrUZUkyAa5ZE8vNkvd4SgVS4Qy80z1bRljlXKVVDjLbntzRP/Hp7J4anmOSzrQGhB0egSdmpwuzmr3eF3ZR5BRCQqlUhVtJEdqbApZEepfwDLks3nikQI1q5FaIochmsCvqt//gs6MZyXQNvq/7PUxHG2/MhBRa+iKhxEEgYF8mn5FYe2In1BWwD4dJGc14rWDOb8VmTbWJHanUkRdHkJShbFSFpUgIGdKlGxW5FyCoz/9DNMVHfPDv4FzZB+SJKMVdZRKRVK5CnqzG1FvRsaMbJAxqlZRqTJodEbkYpBipUqppsXkqivhqAtrqGxdoG5OfNIYLSjJOMbecUS9qSGeqgI0koSYXMS06xDZZBwRBWQJ5Bq5RBin2002FkJUa1CJKlAUCvkcGrmK3uUmvrZEKV8AoW4EJsNBugf7WVtawGS14vT4UKlUpBMxNFIOf5tW8LlMmnwqzuSe5rQkQRBYWVzE7fFQKhQa44osM39uhuHxMda2tZ9XazQszc2xa+8eItuiTVJVIrESYMjt5syZMwwMDDA0NMQ73/lOvvzlL/P3f//3/PEf//FT9jnZlNndjP7Pz89TLBbZt29fy7779u3jv/7rvyiVSuj1ek6dqqeX7T2vNsLv9+N2uxvbAU6dOsVzn/vctueEenpDT0+r4tRTzf/6X/+LVCqFSqXC6/XicDioVqtoNBquuuoqbrnlFm644Qbe9773YbVaufrqq3nzm9/ckPvs5Px36PDrzy233MKrXvUqhoeHec1rXoPP5yMcDnPHHXcQDoebghcXIx0HoMMF8fMU+544cYJYLMbevXuflh//arXKAyceYWT3SNNyXy6bpZpcZmL/loEn12qszp3lkoGt1JFkpsA99y8z2WvndMFGtSah1arI5orsGjXTbXc23dNP5/JcPawGtgxAgBNFNZd6FKC5uddMVWKqD/SiBnBQrFqJ1DTkayKlNGRyXqrTK/hLW92AZVnGyM5a4yW/G3NyawVCEAR603F6FIXFS7rIiRrG19ovb3riMSrAI4M9dNk17K6m0KkEFEXgnCTym34Bqj/gP+7/HypX/THpEuhcProUmVJyjVxsnZoMGpMdtXsYQRDqJdEm0AOaaplKYhGVVEBltqGuJilnapRRY3LW+wmIuVV0/sGWeoBKqYCuFMM2tKd+7wbT1rZ4gP7JvWiNzYW9+VQMj0uLrau5g7Esy6TX5jly1QsR1WoURaFcKpKIrJNJRLAYNKiNRoKBlXr9QLEEooAAWEwGegf6ScTiDcNRURSWFxY4+tznotfrETY6K1cqFdZDYQ5fUY96S9V6cXCpWCS2HmH/hvb/5itZyBfQSjUcRjMzMzOMjY3R1dXF7/3e73HPPffwf//v/+U1r3nNU+ok/8mf/An5fJ4bb7wRqKf1ADidzpZ9nU4niqKQTCbx+/3E43F0Oh0mk6ntvpvn2jzvTufcft2ni0KhwHOf+1zC4TB6vZ7FxUVUKhUf+MAH2L17d6Or7yte8Qqy2Sx/8Rd/we///u/zyCOPNNSVNoMYHTo8kyiKwoWWaF7sJZ6/+Zu/yXe/+11uvPFGbr/9dmRZRhAELr30Ur7whS80yf9ejHQcgA6/MJv5/jsV+xYKBY4dO0alUuHSSy/F4XA85XOIJxKcXpllYLRZRSidSqNkVpgYcCLLMsFQnGSmQCS4ykiPjeNrdUfFaNASi1Z4xXP7MOg2Uy3qxZaPz9TocTSvCMi1Gg5Ne+NAJ8ltP1EVrQO9tCUZadCIDGhkljMlLrWLWN1Q6fUTFExkKzqSq3HC4RwHopH20X+Nht5MomUc6o6AYjPzgmqM6ck+hMUo3lKp9bl5nBw1lsiIasKygQGlhCAI7FIk4lGRoB7+dFDLA4/+HY9oe8gOPA80RqxaLZqubrTOPmSphCjlQK5SKlVIpEuIRjs2dQmDtweVfstQN9pAW61QXJ/HbBQxWe0IlSRySa73iZBkMqkUYq2IdmCipdFSNb6E09+PRt+c9pOLhbAbtVg9zcZ/tVKhFAswOL4VwRcEAb3BSCYWocfnweltldOMhteIrS4zNlY32i1WC5FQiO6+PhZn5+gdGGik8VSrFSrlMkvz83R1b6UdiaKKXDbL+loQp2d7N2uBfC6HkMliQmBlZYWpqalGd9+TJ08+Ld19P/jBD/LVr36VT3/60y0qQE/kZJy/8vHz7Pdk932queOOO/B4PHz5y19mYmKCz33uc9x888288pWv5IEHHsDj8VAul9HpdLzhDW8gEolgtVrx+bYa3XU0/jv8KvBUpPBc7ClAAC94wQt4wQteQKFQIJlM4nA4Lnr1n006DkCHJ83PU+wbj8c5fvw4er2eyy+/HIOhVTXmQlleDTC9Oo/JbCawGgYUqpUq5WIRvVDAbjUyvZzFaNRh83STSM/z4suGUKu3cqrz+SKaorTN+K8zvZJlzFTg/DKZk2sye/VFOE8g83RUZkyVa9k/W6ziLKehTRp3VLTSr66vFmjVKgYpgqEIYyInhnqAPuLhAsJjczhrW9/ktf4eLOsrrScEcjUZp1BCFASmKkky/QaWBB/OswvoNxy0kElPv0+LuVrAnE+SEzScMjrZXYqhUqlw1crYsgrHog52mWrs1sS49/TXWdS70R94BXajgdDKTzGaLBQrNUqlMoIo0t/bj4yARrSiyFWqlQiFUoVCWUA0WjArWcx9A4iGLcdABSDLyJF5BkZH0FpcVMslpFwKAZlqIYdcSmF1uSmnwihaHaCAAqn1EA6XA0WC5Oo8UlVCVIvkchmkfA5Pdx9rC7PIioJOZ8Dl7yYeXKLL5cDSJs97dXEWt8uGunerkZdGqyWfy7MwM8PQ2BiBpaXGNkVWWF0JML57N/PnZhrjpWKJZDzJyK4JwsHgtvECDlGkXCyznkg0dfeNRqPce++9XHLJJW1f11+Uj3zkI9xyyy3ceuutvOMd72iMbypvtYvIJxIJBEFo5MK7XC5KpRKFQqHlhzORSDQ5FS6Xa8dzQvsVh6eC6elpbrjhBvr7+7nmmmsaiidve9vbqNVqfPjDH+alL30p999/PzqdrpHe9O53v7txjk533w4dnr0YjcaO4X8eHQegw5Nis9hXkqQdO/sGAgHOnDmD1+tl7969O1bhXwgnZ85S1SiM7RprGk+nUghFicG+ZuWYwMoa4100Gf8AS4Eoh3taf/TlsoLe3mzMy7KMXq61NxIUA6KqNdI+W9BzQJ1vGZdlGatSbRkHmMtUGTNkMGpU0Asp/xBrkoXIbBRleZ2eeKjtcQCxoUEmy7HG/621KvuIsbp/kNVQDmMuh3vIhqO6lb5kVqrsykU4aXDRX07hUAuoVQJj8SBn02ZyHgNjXiPWYom5B75AyTlA9/ARTG4nVqeTTDZPIpNHZ9JQK5cpVUrk8yUqEjjsJqxGGZUOtGo7KGXkcgFJqlEqVYith1ArNfoPPhf1hp78ZhffYnwVt8eG0dVcqCVJErnADCP7DqLTN3+hp6NB+h12nF3N3Xgr5TIrZx6l299FpZQnEsyg1GRqcv0vHY0xMTWG2WIhl8lsHVepEFxd5aoXv6jpfIV8gVQqxWXPvRIAnb6+apSKJ8hmM1s9ATZIxuL0WWykYnEKhQKHDh0iGo3yyle+Eo1Gw/333/+Ud/f9yEc+ws0338zNN9/MBz7wgaZtIyMjGAwGTp482XLcyZMnGR0dbax0bOb+nzx5kqNHjzb2C4fDxGIx9uzZ0xjbu3fvjucEmvZ9qlAUhfvuu4977rmHSqXSkCXdTN1661vfSjab5dZbb+VVr3oV//mf/4ler28x+DvGf4dfJZSnoBHYxZ4CtJ1oNNpQX9tOf5sasIuFjgPQ4edme7EvtLbclmWZ6elpVlZWGBkZYXR09Gn5UX3o8ccwu8zYTecZf6k0UibM2HCzCkwsFscupLCZm3XUF1aiTDhLnB+e/+mZGAedWzKgmzy2VOCAscL50f+VpERvrdD202TWaNpqsZ0uaNmtLrWcCyCttzOq2XIa7KKCXcwwtUfH/SOT5Gsqyo+ew32eskFGlvHQ6oQA9BYSuMwKxwZ68KejoG6+N5UgsLeUIGy0k6zVEIUaDPUyocmjUcmcUfT8xqiOa2QzDycVoumfML/wMNrdh7HavFQUCY/dS7kM+VwNrUqN2eVHkaoocj0nvlipkC1UUVQarHo1FquJntExBJVIMZdCKGVQajUysRB6vR6H1YpUylMIL6IgIMsKmVQSVbWIZ3AMjba5sDi5toDH68Vsa041k2WZ2MoMU3un0LbR0p8/cxKzWY95Q7lnc59SocDK4iL+3q30IkFQkc/liMdieJs68grEo1FkWca9TT8fIBYO49ebCK2uUqvVOHz4MDMzM7z61a+mv7+fu+66qykF5angf//v/83NN9/MTTfdxIc//OGW7Wq1mpe//OXccccdfOITn8Cyce8rKyv893//d1Nk/Nprr0Wv1/PFL36xyQH44he/iCAIvOpVr2qMvfrVr+btb387Dz/8cGNfSZL4yle+wtGjR+nubnbMngoEQeB1r3sd6XSaW2+9lW9+85u88Y1vRKPRIEkSarWad77znRQKBW699Vauv/56vvCFL3QM/g6/0nQagV042WyWd7/73Xz961+n1CYVFmjYMxcjHQegw8/F+cW+m3+bVKtVjh8/TjKZZP/+/fj9rVKMF0q1WuV7D9yHxWGjlMggx5LUKlUEEfLZHOXUOv3dTkKhKA6HBb1ej1StUoytMdTf7CxUylXU1TQWR7PxX61UMSMjiq15/kZRi0rVGrVP1cz0qFtz8mdTCn1yEsQ2KwyiFpWq3DIu1WTsSus4QEWS6ddLDOgkUlcPsFIyUX5snu5svbNwYmiYyVJrM7FNAh4v19orLFi9xCM5hmutX4i+QorT/h60Vi2XGrYi4YflHCdWnQy7yzzPUyVQ1rO7V0+2Os1MIIDN4sUtmilpRRSxyujhw2QScdYWVpAVgVK5jFZnpN/XhajWgVKjWi4jlBJUKlWUikQ8GqWntxvn5H50xuaC01Ihj5QK0zM1hcFio1ouU8gkQJGplIpkYyE8Xh+5eJRiOoGCQrUiUSiWKKRCHH3u81s61gKcPfZTdu3ZTXR967kJgkAhnycSDjM+NcXS/HxjWyqeAAX6hwdZmJltjKcTSYwmE54uD4FtUaZsIsm+vgEWFxdRq9UcOXKEBx54gN/93d/lyJEj3HHHHdhsth1fs1+ET33qU3zoQx/i2muv5Td/8zd56KGHmrZfdtllQH2F4MiRI7zsZS9ragTmdrv5i7/4i8b+TqeTm266iQ9+8IM4nc5GI7Cbb76ZN7/5zY0eAABvfOMbuf3223nd617XaAT22c9+lnPnznHPPfc8pfe5iaIo2O12rrvuOjKZDLfccgt/+qd/yu23345araZWq2E0GvmzP/szRFHkD/7gD56WeXTo0OFXi3e961187Wtf401vehP79u37uZspXix0HIAOP5NarfaE+v65XI5jx45Rq9U4evToU27QAKRSKU4szTG+d7Ll+vlsFp1KYfjA85BlmUq5QixbREoWWJ6bYWLUz1xaQEFB2Ii4L8zOMtrXx5migEolUpMkVGo1S0ur9HdZOKdWIwgislxXYggEIvR61ZyVFUq5PCpFRqiUyCaSVGNJ5C5NSxF0RWNBJ7Ua8/GiRPd5CkKbnKka2KtrvzJwqqzlkKMeTberZezmLIXLPcwU+oifCdIv53Z8fvlajS6nFkGpMqKpkOvWc6ZgYzwaQr1t3rO+bo44K6go81jZySQJ9Do1KpXAPpIsxSykrDID9hKFUoEzFQsvHyuzWskSDp1CMLhw6uwIkZPoqzIeqw5T1wAubzfFfI5cOkk+l6VYqiIpKqipMOk02C0mhoeHKeYzKNUcpUi9HqEqSYRXltFqNQxMHcBgqb+3NDodNp2X5HoQi1HL8OXPa7nnRCSE2Zil+8A1pBJxapKELFWpyTLFfIFCOsmBo0dQqVTI0pZjJ9dqLC8sMHme7GU6maQmS/QPD9Zf32pdtSkYWEXUqHG6mztaB5eW2D84xNzMLEajkQMHDjS6+77iFa/gX/7lX5r6AjxVfOc73wHq+v3f/e53W7ZvpgXs2rWLH/7wh7zvfe/jta99LWq1mmuuuYZPfvKTTV2AAW688UYsFgu33347n/zkJ/H5fLz//e9vqAptotPp+MEPfsB73/te/vRP/5RCocCBAwf4z//8z6etC/Dm94HH4+GP//iPyWaz/O3f/i0ul4uPfvSjiKJIrVbD4/Hw4Q9/uK5a1en02+FXHJkLTwGSL/JWYHfddRd/+Zd/yTvf+c5neiq/kghKJ0msww5sFvtWq9Ud8/1jsRjHjx/HZDJx8ODBp8WgCQSDBDIxPF2tDY7y+TyR5Xmm9oy3bFtaWGS014LB0Oz1B0MRbEIOp+O8KHOxTDIaYtDfKnc4uxRnqrv1o3J8ocQer8x6qkqhIpDNlBFkgWK2SCmcYKSSxGdo9rNPVi3sUVJt7/WkZGGvurWRGMAprOzVttYTADxcMmDUqpFPB+irtEb257p7ucTQ7CAoisK04EC7vEaXUOOU2cqhAR2GbSsW5xQbjmqSLuPWPcRlDesGE3u76s9jsWigZjPQ7dEzn7chWu1kq3pKgpWB0XGy2TzJdJ5krkJR1qMSVOj1WjRaDQgi1XKJUrlCVREQtWac/h5kWSayPIvZbMLl70MQBHLpNKVilkqhSE2WSKyHcLhcqLUGzA4nDteW0boeWMBh0WN3bVfhqVPM54mH6kXUQ2P1GpLw2hq+nh5S8TjRaBSX243TXT92aX4Bi9WKJFUpFYsMDA8DsLK4iCIruL0e1sNhhjfOtbK4iEqS2dXdw9kzZ3A6nezdu5d/+qd/4oYbbuCtb33rL9Tgq8PPx8LCArfccgtf/OIX+Zu/+Rv+7M/+7JmeUocOPzenT59mz549fOau/6F/7MIaVa3MTvOO33wep06dahTGX0zY7XbuuOOORv+TDs10VgA6tOVnFfsqisLy8jLT09P4/X727NnztBg0p2dnCGbTqLUalpZWqElVHHY7TreLUqlIdHWprfG/Hg7jc2hajH+AbDzK0FirYXhuPsilE+aW8fmVOAOOKu0+LkaNgFot0uPeuPfu+vUenVNxxUE76XyV1byKXLaKkq9Si0SoVarQmo1CpFSjR9N+ZSBYkuk3tDf+ZVmmy6FnWFske5mPMxEBy/QS3o3oT0JW6DNWW2oRBEFgkhTRQRcPp+DyHjCc9xJOCGkWFB2FgsKQsd6uy6WqkkumuLNgZmi0G6NbREOVh5eq9PYLVItpktEw5q4h5k/+hHxFQNBacXd5Qa4hKwq5fJZktMLInkua3jeZdIq5R3+IyWzBbLFRLuQpFQoYTCbMNhtmm41YMICaKqPPu6rxnizkc2Sia1SKRaLBNRxOG2mpgEqtxmqzN86fSiTIJaIMjY2xvLCw9SxUKmLRKHJVore/n+K2Jl+xUAiDyUiX38/ibD3tR1EUwqurHDh6FK1WiyaRBOppaqlwhMum9nDm9Gn8fj8TExN87GMf47bbbuPmm2/mgx/8YEdn/mlkeHiYG264gUwmw7ve9S4uueQSrrzyymd6Wh06dPgl89KXvpT77ruv4wDsQMcB6NDCz2ruJcsyZ86cYXV1lbGxMYaHh5+mYt8TaJ02+tyDTePZTIbF+WVi4SD+ni7OnJ6jq8uJy12XGMzn88ilDJ6e1jqE06dm2DfU2o8gk83R425jlQOVmoDZ0PpROb2UYcKtpp3Gp8loACRsJg02E+AVAT3ngiqsOhXLJS2leIHywhK7hTJqUUVE52SPkG47h7DayiFNq4IBwKmCyD5bARCwqOFot0LMM8L0cpG+hRWivb0MKu2PBdCWC0xOdnM2K3FIyqA+r0B4WFclJqk4kRXp0VYIuroZHIaX6xVOpSs4LOC06hhywXQii9Vu4CWHnQRicYKYOLx3lEy+TDARJ1dRMTw+AdTfR+HwLOlChdW1KGqdGV9fH4eubE4VScWjZEJhCtkciVgUu6eL3slmNRmjyYxKFMnFIxw4erihPJVNp4mF1qhJEiuLi4yOjzA0VlfbkaWt4q90MonL68Xb7adYKCLLdWcntLaGzmiga6NItybVkGWZ+XPn8Pr9jc6xAOVSiWx4ncMTuzh79iyDg4MMDg7yrne9iy996Ut89rOf5a1vfWun+PSXwO7du7nhhht4/vOf3zH+O/xaIj8FKkAXevyvOzfddBOvfe1rsVgsvPzlL2/IH2/n6ZIm/nWg4wB0aOJnFftWKhUee+wxMpkMBw8ebHTPfCqpVCr8z2PH8A70tlVt0Wi11KQKR55zeWMsl82yFExTLBaIBJYZ7HdzZnqFkSEfOl3dSEulMnTZ1S1SoABr4QwHBluvFY7l6LWUaReyl2pa1OpWY24pnKPPLNLOMSjKBibsCn4AnxFl9ySrSZlMTiA+GyaSreE9ryeBLMs4dE8QMbZYWwqK3RqJK0c1POocQyhKIO3sAAS7+zlgKjJoVDhd8OFJruPWNd+XWy0TFnRMOxxcPbA5KrDXXmQprSNbLjPg0bHLWSVWqPLoqSKH9njpVUpMzz1OQXSwe3QQSZJYCpwhVVLh9vVSLBQR1TomJ0dQiSLZbIbl6XXUBhs9A0MA2F0ecpk0ZrOR8annIVWrJNdXqEkSValGuSyh0evRqGTGzpPftNhsWGw2QivL+PxerNua0Wm09dd0ZWEBAQHXRsqPIIAiy6ytrGCx2SgVtp6dSiWwODvL2OQkC+fONcarpSKlaBy33sjs7Czj4+N4vV5+//d/n+9///t84xvf4LWvfW3H+P8F2aw/+nnYlPe87LLLGgXPnZz/Dr9udByAC2dTdvg973kP73nPe9ru01EB6nDRoyhKw/jfqdg3m81y7NgxFEXh6NGjWK3Wp3wemUyGH518HKPVwtpqkGwmw/DYCGZzPTWnVCqxtrDA+O6JpuPMFgtmi4WZ06e59DmXoVarURSFpWiMarlAtVohsrrIQLeVTDrMxLC3YVAk0zl8tvZflGuhFJdPtNY1xFJFui0y7T5CyZKWwTZBBVmWsWllthf4CoJAn1PkXDHPVc/rolDpYjGlIjsfpC8RxqFTc7aiZbc2R7vC4PV8lR5H+6JhAL3HwSW2PGeTbizzi3SJzfe5WBUZMhcbc9ljyhPQuFmMZRjSbBXGzsp6Bids2LU1Ho1o2GsvoN0woAfNZcJ5OLlcY++AEbcRHLoyj5+J0dtjYrLbQLmS4NFHo0QKGrp6hzDrteQT64iCgEpU4dromOtw1g30fD5PKjRLOBglvB7h8mteiH6jmZxao8Hj21rdCSwuoKaKWlQTWl6kUq3i8fkxmuvSlstzs7jdDgxGD7FolO5NWU8B5s6dY2B4mER0q1OzIAgszMyy99AlGE0mYuvrQD3CHw6HuWKjmFXcXGXIZNDXFAxKXUZzz549GAwGXv3qV/P4449z9913d5agf0FisXox+JOJ0rVzsjrGf4cOFx8f+tCHOkGXJ6DjAHT4uZp7RSIRTpw4gcVi4eDBg0+LnNZaKMRcIs7w5GTTeDwWIx5dJhoOoxIUjlx2pO3xq4vLDA72NtI/BEHA460Xhq4sr7L/yFEMRj21Wo1TkRilYhG1KBBbTdHrEKiUMvT7t5yabLZI3w5pQctRhUN9rR8fWZaxamXO7yEAcHK1zL7uHdKMNDZ0GgmdBhwmoKeHWM7HfFJF+Mwa43ICrar1iyxm9bF3h9qAQkXC5ayiFlXsdZeImns5tVxid3q94fzIAz3YNM3H92lLpLwGTiYM7BUyzNc0eMftOPV15+WQq8SptJFefQG7sX4/PhNYq2V+OgdHRo2Iogq3KsWJ2RpljcLA4AB9gyIDooqVWBGLw4pzw9gvFEqsLJyhKKnoGx5BrdZgMBgIrYbpHepj6sAe4tEoiVCBVDrH0K6pRmfpudMn6R0cxGhqLtzOJJOsB5ZZWZhn/5HDGE0mFEWhtJHbXy6VCAZWuXQjPWTz/S7LMguzswxPjDfOqcgK+XyeUGAVf5OOvUA6mcRSlRG0OiKRCAcOHGh0941EIk9Ld9+LAUVRSCQSPPe5z+UDH/gAv//7v9/p1NvhoqLTB+DCufnmm5/pKfxK03EALnK2N/faqdh3cXGRmZkZenp6mJqaeloKGI+dOkVRr8Xdpn+Ay+2maDRQrSnYXW7mFoNUinl0WhUjo/V87lgkgs1uwmRuVfDJZXMYDVoMxnokXxRFfP566lI4GGZszwHsdgvFQonH0hlKhTyqWonYWoxxZ4luh6HpnmVZRk+Vdik+J1dK7PO3jzYqKi3t7BdZljGJVc6P4rvNIhqlhOs5PSSkXlLhEuaFWXp1W8aqybDzN/ypkpbLDVLj/x59Dfe4msfCPZhWY+R0RvYZsrRzVuzqGrudCj+MWpgc1uMxyE3b99hKTCfVFKQq3da6E2DUCBy0Ffl/D+cZnJpgqN/I88xa8qUqpwLreEf70Rt02C0QTcaZnY7QPziA0ahn11gviqKwFl5ldj6MoDMztX9v47n7uus5+IqiEI/FmJ9fJxgIMTY11WL8A1gdDlLJBF5/V2O7IAgIKhWFfJ71YBCPZ0tVqlaTqVQqBBYX6fJ3Y7ZaGtcrFovE1yOM7ppgbnor7SebTDFod5KIxykWi03dfUVR5P7772d0dHTH16fDzgiCgNPpJJFIEAwGG2ObbDb42uTJpAh16PDrgKJceArPxe4AbGdmZoZ4PI7b7WZsQ7HtYqfjAFzE/Kxi31qtxunTpwkGg0xMTDA4OPi0ROAePnWSglpLNV8ikZjD5+tqpG8AFAt5opEY/SP1D63V7miML65EiIVDyJU8Vz730rbnj6xHGBsbaLutXC7T11NPPzEY9Q0noVQqobO5MLttHIulqFVKKOUs5EOkwyu8cI+97fkElQZBaP3WzRYqdBmhndNwaq3Cnp72KyqLWS0HNlYaBlwmUoNTzMVUlOZWEEpFpmx5dkr/cXrtcF5nYEEQuMQPEauLhagKgZ1rA6BG73gX4WIZU66A06xt2rrLIRMs6llIVhl2qFjOQN7Vz2+9WGR6XaJYqmIzazHpNRwd0zATWqMmGBga9ONxGPA4YDm8xEpRzdj4KPOLIWoqPfsv2UelWiaytkwuX2Z4fLxh3AmCQE1WsDvd7Nq7j2wmQziwTD6fB0HFyMQuFEVhYfoMvUNDJCLNjdEK2QwxUWRobIy1lUBjXFEUlufmGNu9m+j6eqO4N51MUioV2XPwAEBjHutra4x2+YgEg8iyzJEjRxrdfXt7e7nrrruelmZ4FwuyLFOr1Th48CDzG43Ytufxq9Vq8vk873//+3nHO97BxMTEE52uQ4cOFynf/OY3ueGGG1hdXW2M9fb28qlPfYrXvva1z+DMnnk6DsBFSq1WQ5KkJuN/O+VymWPHjpHP5zl06FBLY6CnAlmWuffRR7H19OHa1j8gGY+xtjaDVqvB43ETT6ToGRxuOd5gNKHTGyiVq/j7j3BuOUSlkEElFxkfH0ajUbO8sERfr6/t9RcXl+nvbn9fCwur7J2qF6H6fdslQyfJTS9xXKVHKhYQijE0uQB7ugUyuSpdBpl2BcMLcRX7u9sb6pKgRdUmvQdAp6+rCW1iN2mwm0DpH+R7x9MogsJ4Nohe2/xRni6ITDgLtIvuAwSqel5yxMiZiAvrepBuQ+s+ZzU+LvEKgJ7FjJlcOk6/rdmB6TZUiAsq7lwRef6l3Qwa69t3+yGQLDG3KjHaW2/eNe7XEk8XefzMEnt29aNSqejzmoifW+fHDxzD7OxidLxn4761WCwWFEUhGFqlUKyiN1rI5/PYnC5sXXYALFYrlo1alHKpRGhlifnpczznRS9EVKlQa7dei0gwSLFYYupg/XXddGbzuRyRcJgDRw7Xd9wIm8UjURKxKKO7tmtxK4QDqwxZ7SwuLqLRaDh06FCju+/hw4f51re+9bQ0w7tY2Izmq1Qq9u3bx7e//W1kWW7J47/tttu4/fbbMZvNfPzjH++kCHV4ViED8gVG8OWfvcuzmrvvvpvXv/71TE1N8Y53vIPu7m7W1tb4yle+wutf/3q+853v8JKXvOSZnuYzRscBuMjYbO61sLCAVqvF5/O1/GhmMhmOHTuGSqXisssuaxTgPpWkUinuPXackf37W67vcLlxuNykU0lm5lYwm83kc1lM21YFNlmanaV/rN4d2Nvb37jHxfUQ6cgSxVwSj9eBnuYIuyzLqBQZvV7bcs5SqYTT1b7AObAWZqjfg8m46bAMoCiXcCocZzE6R69TRyCwyH6/gmabnGbdeGn9Oi6VJLzm9kb6WrxEjwXarRrEM2UOTzpxW9UshG2szawzWU5g02/UPzhdqMX2nYFlWcZsNyAIAlNdMmGjlxMrOfZrt7Tvl4oCI6Nb8xqySqyLDs4lC0zYpaZznZPsXH3Exuy6xMGhrbn2OQRS+QqPzyXYN1ov4nTZtDgsMo/PLLCe0+DpGWZk6iDjoki5XGF+ZhrUBgaG6ys2giDQ091FsVTi3MwKRrOVZDyGVqvFYDS2eZ4l+kdGEDccWtXGe2ttZRmT2YJrmyNbLZdIp5Lk0hm6+3oa44JKRWw9gqLIuLxerBvGvCzLrK+ucc2Ro8zNzGA2m9m/fz/f+c53ePOb38wrXvEKvvzlLzfqEzo8OT7/+c9z6NAhDhw40Bjr6+ujVCqRy+VaRAc++tGP8uCDD3LPPffw8Y9/vGP8d3hWoSgKF9qn9WLv83rrrbfy4he/mLvuuqspyPme97yHl7zkJdxyyy0XtQPQSZq8iNgs9q1Wq4TDYRKJRMuPZjgc5uGHH8ZoND5txv9aOMSD80s4e/sJLC6Sisda9sllsySSOUb2HqZraBepnMTi3CLh1bXGPsvz83QPjLTcgyAIeHzdaEx2dl1+LWsFKyfmU5ycXiMaSQAwP7vIyHBv2/ktrYTp8bXqBQMUsqVtxv/W9bq6nPQMDTO49wB9V76KactV/EQ+zINJHz84laTbWG57vnMxgV57+49hKK/Ben5nrg1WCwbc1rqxP+zT89znDVC6ZA+PGf2cjpfp1rTvJgxwMqdnwrP1zHwWFfsmzPwUG4mihCTJVHx+bPrm59plkvG7dRxP1u9flmWOST6u2OfAbBCZ8ov8+GymoaEPYDeJ7OmSePRsFKlaVxU6FZBQWfuZmBilVCo1Irs6nZbduwYY6rERXF5kNVBfsl1dDbEWSrFrz176BwcYHhmmXCywNDvL4twssixTyBdYC6wxMjFBTZKa5r04O4vL24Xd6Wx6r5QrFYr5Aj0DA5SLW6lS6WQSUa3G4/M1otGyLLM6O8c1R44yMz2Nw+Hg4MGDfPGLX+S6667jjW98I9/4xjc6xv8vyAMPPMC73/1urrzySr785S8TCoUAeM5znsP6+jo/+clPmvaXNl7j//W//hfxeJwHH3zwlz7nDh06/Gpz/Phx3v72t7dkOAiCwNvf/nZOnDjxDM3sV4POCsBFwvnFvqIoNunfKorC/Pw8c3Nz9PX1MTk5+bQU1U0vLBCuyvg3UnrsLje5dJrFc+cwWix0dXeTz2UJBiP0jm6pATk8XeDpopDPMjezSCKyxq79B9HsoEa0sjiPp2cQAJvTDc56Gk86l2H+8UUKmTx6bZDh4Z6m40qlEnZLq+wnQCyWpNvf2kQMYHZ+jfGRes73pkMATqCXE9oulh1mzqViqFPLjBoSOKz1eQuimpYWvRtYLXp2WsQ1GFrTjHpdGnpdbu4zm1mgxlB+FYexTfdipw1BaDaS1WoVl40ZWEr08NOlDC9xSbSrLbDqBXb7Vfw0ZEDS6bl8j6lhVGu1IleMmzm+UmPcI2Ey1VdXdFo1R4cUfvB4lJq5h4P79zUKOB02A7OLy+j0Rvx+z8a96Rgb8pHPF/mfe+/H6e9jdKK527PT5cTpctabcs2cI53OcvDoUQBEsf6+LZdKrCwucvDoZS3v5VBgFbkm4eupv/6iuv48l+bmkSUZh2tDdlJRqFQqxJYDTPi6OXf2bKO778c//nH+8i//kg9/+MN86EMf6hShXgBXXHEF//7v/87/9//9f7zxjW/kDW94A3/yJ3/C1NQUWq2WdLreIG8zzWfz/TM6OsqNN97I5Zdf/kSn79Dh1456EfCFn+NiRhRFKpVK223VavWi/86+uO/+IkGW6wonm1EzlUqFKIqNSG2tVuPEiRPMz8+ze/fup03p5z//+7+JqbTY3d6mcbPNxsD4JEaLjdnTp5k+M9dk/G/HaLKgs9pxDUwSCMY48/hJivlC0z7pZByT1dXWOTCZrai0esaPvICqcw8/mSvx0zNRTk0vI8syy4F1enaoC0ik89ht7VdEhI1nej6yLOOwmentdjO6exeDV/wGkcGX8bByiLsWDBTz7SP154IlBqzVtttmgjkGbFLbbZIk0ec3cXi/k8LYBI/V3BRKW/sejymM2Np/IQIY1VV2H+zjWMrYFMnfjlatQrDaMDidZAvN5xIEgYP9ahZjCrFUufEM7l9QMbr3AF0uC8uBrcJclUrFxKAbk0Zi+ux845rJZIaFUJ5Ln/c8+vt7CK6ssLy42DKXeCyGzmDCvl0nXhAo5POEVlfp6etvei9LUo35mRlsTjsW25YzpxJVLM7O4evtweq0N8YrlQqZtSADThfT09MMDg4yPj7On//5n/OJT3yC22+/nQ9/+MMX/Q/JhbCZpnD11Vfzr//6r3z4wx/m3nvv5TWveQ0/+tGPGB0d5Z577mmb49/f38+b3vQmgB3frx06/Dqy2QjsQv9+2eRyOd71rnfR3d2NXq/nwIEDfOMb3/i5jr3jjjv4nd/5HUZHRzEYDAwODvKGN7yB2dnZX2guR44c4ROf+ATFYrPYRblc5pOf/CRHN4JGFyudFYBnObVardHca3uxryiKVKtVSqUSx44do1gscvjw4batsi8UWZb50WPHsY3sIpWIkU4m6elvVeWRZRn0VnxdLubPPI7b343N4W7ap5DLUywUcfj6sLrqjkQkHqGwuIDb68Hj7SK6HmVgYk/buURDazg89aJgrV6Pp3eoce0Hzs2RT1QolpfZPdqFwbC1EpDN5rGb268MBENRendYGZieCbB7oq9pzOmw4HRYKNVEfH1ufhKOU02u4SotsstXj0TnFD06bfv0n6LaiX6HNgynQwr7RuvH9Xl09Hm8LEedTC9G2aeKo/N0IYrtnQeAQM3GYa+OQY+WM2sGXLkIXdbmr4mTEZmJSStmo4bpVbCXi3Q7m5/Nnj4tywmF0GKOkmWUPQf9qFQqHDYTmXyJR4+f49CBLeUWj8uK22lhdnmFcCyPq2+UvqF6ipbBaKBvoBdJkgitBigUigwMDxNbj4BaQ8/AALNnt+Q5i/k8iViMwdFRouvhxnilUiGyvs5lz70SlUrF6vIKUP+MhNfW2HfoECqVivTGj2Yhn8eoqLDpdczNzTExMYHX6+W6667ju9/9Ll//+td53ete18k9v0DOf34f/OAHOXjwIP/wD//Ay172MgD27t37M59zxwnr0OGZ5zWveQ0//elP+cu//EvGx8f52te+xu/8zu8gyzK/+7u/+4TH3nbbbfh8Pm688UaGh4cJBAJ87GMf45JLLuGhhx5iamrqSc3lIx/5CC94wQsYHh7mda97HT6fj1AoxB133EE8Hufee++9kFv9tafjADyLeaLOvqIoksvlePDBB1Gr1Vx22WWY2uipXyiFQoH7z57D1T+CSqXCYDJTLhZZnjuH3miiq7tu5KVTCeLJPK6eukHeM7aHfCZJYP4cbn8vBqOpnoe9NEfPWLNxb3F5sbi8FLIZHrr/x3i72+f2Q73w09nV3TKuUqlQZJmhA/XGUCfW16kVU+hqOYb9BmKJLJNjrccBZIsSve1kdACVqN7RcDGaDBiNeoaGe4AeSqUD/DQcJxNcQMkuA62vhyTJWDQVoLV4GQB16/UGPGr63T7uO23GIJXaHwcEklVGuu1A3Sib6lWzlvJxNpxk0lFPF4tkqjiGBjFvpBbt6tUTiAqcC+aY6G4uyhWRyZrH0Ko1TcaZ1aTn0G4/Z84t0+NzYrPVi7tlWSGeqeLuHSabySKKGhzbovFqtZrevh4UReHhBx5mcHwSp7vuIKo19fnEIhEymRyT+/dvHFV/FsVCgWAgQE9vT2MueoOBcqnE8vw8TperMa4A2XQadaGMQVEIBALs3bsXg8HAq171Kk6cOMFdd93FC17wgh2fZYdfjM3vqpe97GVceuml/L//9/94xzvewT333EMsFsPpdHYM/Q4XBb+OjcDuvvtu/uu//qth9EN9ZW95eZn3vOc9/PZv//YTduX+zne+g9fbnCFwzTXXMDg4yF//9V/zT//0T09qPldeeSXf//73ef/738/tt9/e6HV09OhRvv71r3PFFVc8+Zt8FtFxAJ7FbP5QtuvsWywWyWQyuN1u9u/fj0bTvkPthbC0ssJDc4tM7G/uhKozGOgf3UU+myUwP4eiUlGSBLz9I037mawOTFYHifUgkdUVJKmGf2T3jtcrlQo4BiaQtTpmZmdQ1aoMj2/VMsyfPUnfyK62x+YyaQzWrSi+zd0F1JuFzSYTrIeSJIoh+hwi/X1bX1C5XAG7qb0xHgzF6NthZeDc7Cqjw8068Xq9lsFBP6dLFYYvubS+MhBfoVdZZsBdv8bxQJlD4+0VipbWC4z4WpWSoG7Q290+Rru1nFjJYcksM2xvfk8kNC76zc3vgx67CofBzkMzGQ45Sqwbe9jjbP7a6PPoSBrUHFtMcclQ3QmYC1eQvfuYcpvJFyo8PhNi3/jW/YqiyN5RN4FwllSmgF6vYy2rZXSqrgrl9bqJReOcOv44Q2OjmExbzsXyUgC3v69h/AOgKAQDAYxmc6P7M4AsSaQSSVLJOCMTEyxvaMpDPQc0tLrK+NQUoW0a0YVsDq9aRz6XI51Oc/DgwUZ33/X1de69914OHTrU9jl3uDBUKlUj1cfr9fL2t78dk8nE2972NkqlUsf473DR8FSk8PyyU4C+9a1vYTabed3rXtc0fv311/O7v/u7PPzww09odJ9v/AN0d3fT29tLIBBoc8TP5vnPfz4PPvgghUKBZDKJw+HA2EZB7mKk8236LKddZ9+ZmRlisVhDw/zpMP5nlpaYyZbwD46wPDdDqdQaeTZZLBisNtKFKqVCccccXmdXN7lShXRJIjA33XYfWZbJZzLozTY0Wj1mTx+GriHOTs8wN32GeCSMze5EVLf3eZPREFZn+9z/TCLC8IErsAxdyrpukh+ek/jx6STTsyFWQwn8Pmf74woSZnP7lYEa7WsGALQGU8MZGDt0lNrky3lYPsx9QQsVdl5RiFX0mA3t7285nMfnUKFWi+wetmEfn+SxSg+xXL3OYD4hM9rVfj5Gnchle+zcm3Tgau9f4DCLTAzaeWS5xmxERnLvpstdr5cwGbVMjXg5ORuhWGyuGejzWUhl8jxyLkF3b2/Tvbk9LvYfmCKbjDN95iy1Wo3pMzO4u3vRb0vPkmWZ1eVlnB4PdocD1Tb51VKpRLGYZ3Ck3pG3XK5fP5NOk02nGdzo1Lv5OxmPRBj1dJGOx8lmsxw6dIhkMskLX/hC8vk89913X8f4f5rZfA9sihRcddVV2Gw2zpw580xOq0OHDj+DU6dOMTk52dSlG2Dfvn2N7U+WhYUFlpeXn3T6z/kYjUZ6eno6xv82OisAFxGSJPH4448TjUbxer3kcrmnJX/5kTNnKBhsuDYaaJltduLhEGupOCO7tj7E4VCQQlVF1+AEsiyzNn8Ok9WOs6s5Mh5eXULv9GMzWZAqZRbOncFiteHxbyn4LJx5HM9wc+GwIAg4uuu1BjNnjmO12ajU5Eba0SaZVBy92d72XmRZRqc3Np6TzmBEZ6inKRWqVeZO/IT1UgozKQ5M9qLZSEWpVCqY9e0N6mgsid/bvlHU2loEn7s5wm82GTAP9xIyGiiVazyYz6OOT3Oot9aIiJZKFTyO9jUKAOtFMwf6twoHLEYNe8adrKfMHAtEqClFRtsoBm2ytF5iz9QIxbLEqZUoe/pbr2XQidgsWpbyLqZMzdtFUWTvmJfTsyFcdgM+jx2Ax+YyOPqn6J00srYaRlagt69ZmamntxtPpcp9P7yfy666BpVKRWXDkC8ViwQDAbr7+tDrm68ZDq5RqVQZGNlaWdJqNSSiMYrFAhbr1mugKBBZC9JntrK6stLU3fc1r3kN3d3d3HXXXXR3t08D6/DUs+kgFwoF8vl8k2pZhw7PdhQufAVA2VCYm5uba9nm8XjaRtwvhHg8zvBwa9NO54ZIQzwef1LnkySJN73pTZjNZt797nf/XMdsOhs/D4IgXNRSoB0H4FmOIAgoikKhUODYsWOUy2UuvfRS0ul0Q1rvqeQbd91N395DLfUELp8fm9tDcGUJtVZLqVhC1tmwbMgtqlQquoYmKOYyrM6dxT80jiiKJCJhqiotBlM99KzW6nD0jVLOZ1mePYPb10chl8Hk8u2YHpCORzF19SOarMRKBWJnp9EJCsPjE6hUKrKJON6B0bbHrsyeoXe0fdrRemCR4f1HEUURRVH4n8UwqkoaE1lEKcvhA+3PGUuVmRxtnxqUykl097RfNUjlq0xspA3Jw4M8Gowhp9bpqswSy8scnmy/kpPKlvF53G23ddm1rEeMqOy9nA6GmdrBvk2qe5m01edVsOi4fzrI0VEVmm2RnnCyTNU+yZFxG7OL65hyJXo2OvZuMjXmJxjJcGZujXjJyPCu3Wi19fSm3j4/xUKJxflF3G43lo3agFKxxFJgnYHR8cZrrFaLpJNJ4tEow+PjLJzbKgJWZIW5s2fx9/Yiis1fcYlYHLPVSk9/P4Glpa1nFFnn8PguFubn0Wq1HD58mAcffJDXv/71HDp0iG9961vY7c330uGXww9+8APsdjtud/v3cIcOz0aeyhqAV73qVS3bPvzhD3PzzTfveOwPf/hDrr766p/rOo899lijgd8TBRWfTMBRURTe9KY3cd999/Fv//Zv9PX1/eyDqDsbP+s6uVyORx999KIXcOg4ABcBiUSCxx57DJ1Ox+WXX47RaCSXyz2lEbVSqcSPTp5m9MgVRENrJGMR/ANDTfuo1Wp8/UOcO3WSTK5I70RPy3kMZit6k4XQ8gKyIqOIOkxuf8t+OpMFnclCPB4mNHeOXUeft+PccukElu56FFirN4LeSE2WOX56Ggppuvw7R3VNZsuOjoVWo2lEKQVBwO71A/W5zp34CcmTRfRymhGvhm5/XV1JlmU0O9RAlctlbLb2y5OVSgXLtqi6SqWir9cLeMnnRwmeOsdPVtIc7C42GeUAs3E9+8d3kA0CMHmZGHRQKtn58XyQYWMMv2OrruGRgIpdE1urEkaDlsP7Bji9nMGjjtDjMZHLV1iV+hnfWNkYG+oilsgxvRRh1+B5sq9GNYtJJ2pD65wMRj0jowNEI3EW5+N4ujwEgnEGxyZYXV5u7JfN1BuODY/X+wMIG6+RJEmsB4Mcfs5zUKvVZFJbTm5geRmtXod7M+q10WlzbX6RSyenmJmexmKxNLr7vulNb+JlL3sZX/nKVzoNvp4h1tbW+Ju/+Rv++I//mCNHjjzT0+nQ4deSb3/724yONgekPJ72Ka+bTExM8LnPfe7nOn9/fz8ALperbZQ/kag34HQ626fLno+iKLz5zW/mK1/5Cl/60pd45Stf+XMdB3XHZSckSeIf//Ef+ehHP4ogCD9TlejZTscBeJYTCAQ4deoUHo+Hffu2GjCd3wjsQojEYhxfC+Mdrhtjvt5+KqUSq7PT6Cw2PL6NqLUsM3t2GrN/CKfOQGj+LEarA4e32cAXBAGj3cXS4iIadRGtzb1jnUImmcQyepj5c9PYzEa8fYNN22OrS+icrQ6ESqXC0tVPcmWetYxMPH0Wq8lAz8DW8WsLs3j7hlqOBQgHFrHsUDMQWVtmYGIfmo2UlIV8jtOnI+jkDOX4Ci94XvslyrnlKLvH20c5ZubX2b2rv+220HqSPQf2odWqeSwcQ06E6BeX6XZpqUoSBv3OxuvppRxDA/Vr6vUa9k0NEEt4+PHSMpf2lkhla7h8w43mWpsIgsDkoI1wQseplTBZjY+piWZHyu00Y9BrODGzzt5RDyqVilgyz0rOwvhk/ZqrgXrH196+5tfI43UBCo8dP8vh59SVmZSNGpHV5WVkRaH7vIhQPR1ole6+/sb7XCXWi0rnp8/RMzhApbzVkVmq1QjNLzLZ3cOZ06dxu91MTU3xhS98gXe/+9380R/9EZ/5zGda8lk7/PLw+Xx873vfY2QjjatdL4AOHZ6NPJVFwKOjo086h97v9/PmN7/5SR2zd+9evv71ryNJUtP35smTJwHYs6e9PPd2No3/L3zhC3z+85/n937v957UHHbim9/8JjfeeCPz8/O88IUv5LbbbmusWlysdIqAn8UoikI4HGZoaIiDBw82fSA301YutHnOo4+f5Ienp/H0Nuv6a/V6+scmMBkMrM7PkIrFOH3iJPa+MbS6ukHqH5lEazASXJhumkc+m2E1EMTRvwuTf5TIyiKJcLDl2rHVJTB7UalUGL2DFEUbK3MzpGJRoO5wlCWpHvVvQzq2DgYbWrMd2dJNTDLy+OlznD5xgnKxiEar3rFoWFBk9Ib2sqkqRW4Y/wB6kxlHzzDGvgOkdQPcc1bhvx9Pcez0atN9q1Q7y6Ppn6BwqSZo0Ok0CIJAj99D38Q+Ut6ruT8xxp2PSYz1tVcNApD1DrTa5nt0O43sOzDJmdIQ963q8Tl3ri3wOfVE5C6qgoliqdyy3WTUsXeil9OLSeaWo6xkzfQNbBnuvX1+7A4bpx4/29SxMRpNkK2osDq3+lJUKhUWZmbw+v1YLM33lM/lWQ+vMzw+hqJsPVNBEFiYmWF4YhyDwYBKqH/lVcpl8rE4o94uTp08id/vZ8+ePdx22228613v4qabbuKzn/1sx/h/hhFFsWP8d7go2ewEfCF/v2wZ0Fe/+tXkcjn+7d/+rWn8S1/6Et3d3T+z8ZaiKLzlLW/hC1/4Av/wD//A9ddff8Fz+uEPf8jRo0f57d/+baxWK9///vf53ve+d9Eb/9BZAXhWIwgChw8fbnTa3M5mWsum7vYvwrGz0+SNFvocboLLC+gMRlxeX9M+ZpuNUrnIWjAEWkPLtQxmKzqjmcjyLEarE1GrIxwOY+keatyDtXuYaiFLcO4svuF63n4ulaJYU6HdJg+p1ulA10u6kCE7O40iS1j7xnecfzmdwOTfWhZVa3Wgrc//wYcexWG3Uq4u0jPYvAqQTsQwWts3TEsn4+jM7Qt8k9EwXX3DGMz13HZJlvnBTBCxmiEbmuc5h1qLpwDml0L0+NqvNqwGo3S5W6V5bFYzFrORqmDkkYSIkA+xy53FbNwy5o/PpRkba7/CAVCtwf5Lj3JsLUmvIY3X2erwnFrJMzoxgdGoZ2klgp4E/T3Ny7yCIGC36JlbF9DqWrsQm81G9uybJLCyVletEkUkwYjNYUFWtnT8V5dXeP6LXwRATdrqkhyPxiiVS+wZGgRAqtZXtkrFIsHVVQ5sSx1RUCgWCpRicQ6MjnP27FmGh4fp7+/nz//8z/nnf/5nPvOZz/D2t7+9Y2z+itF5PTp0+NXmJS95CS960Yt429veRiaTYXR0lK9//et897vf5Stf+UqT8t2b3vQmvvSlLzE/P8/AQD2A+Gd/9md8/vOf541vfCN79+7loYceauyv0+k4ePDgzz2XkydP8r73vY/vfe97DA0N8bWvfY3Xv/71T93NPgvoOADPclQqVdtUn80PYq1W+4WinD869hg6jx/rRmS6Z2CIXDbD7OPH8fb2Y9vI9Vucm0U0u/CPTlEuFlhfnMbhH0Srb85n9w6OE16aI7QWxDd1acv1NEYLot7E6tw0dreHdCKO1tXaTRhAbbRSqkFqfZVM/iS9u/a2OB7ZRAy1dWcFBI3egGTpIVissH78DCaNjL+nG6vdSTGTxNPfvsC3nEnuWFBcLeYbXYg379vhqysS5SWR4wkbrKUwqfIMdWnp2lDKKRZr6HQ7pEAVZfzd7Vcizs4EGB8b3Lh3HwuRJOmFFQbMCfq9JkSzB7W6/apDVZJQdE5sVjM2q5lYws5P5wMcGNA0agxCsRx65wDGDadisN9LKp3jxLl19o65G888GEmToovd+zyUSyXOTS/S7d8q8t2kr7+HE8fP4PAP4PJ4iK2v4+/pIZVIkEln6B/aclZEdf15LM7NY7XbcG0rEFVrRPK5HJFQCN821Z5arUalVEFOpbGptczPz7Nr1y48Hg9/+Id/yN13393p7tuhQ4dfCepFwBeoAvRLXgEAuOOOO7jxxhv50Ic+RCKRYNeuXXz9619vMb5rtRq1Wq3pHr/zne8A8M///M/88z//c9P+AwMDLG0TbtiJQCDATTfdxNe+9jWcTid/8zd/w1vf+tanRe78152OA3CRst0BeDKUy2X+3/e/T//u/S1pKWaLlfF9+8kkE8yfPUkilad38gAabb3YU2cw0j0ySTK8SjYp4/JvpYJEg6vkayqco3tJr85icPc1OQmwYTD3jRM4fQxBo8fZPggPQCERRuMapCbLrMzOYtSr8Q5syUFK+Qw6V/t8+0wshNpSdw7UWi1ouygAp5fi6OQVKGVx9Q63OBWyLKPZId++UqkgatoX4hayacwONxa7C6g7CDOZNCdPRSnGl+l1tT8ukUjhcZjbbpNlGa1O3zRHr9eB1+sglyvw7cfP0GvfOf3rxGyaPfu3ZFXdTgsuxyTnVqJoSusM+fSsS12MeJvVjOw2M1aLkTMLQbosAlVZISF78HbVVzB0ej1jEyNEo3Ei88uMjNSdOEVRePzxc+gsblwbxWk1WSYWiVCtVukfGmRxtlnKbvrUKQZHR9Hr9aS2FZ7l83k0iQRDY2NEw+uN8VQigVunQ6xIrEYi7Nu3D71ez6tf/WqOHz/OXXfdxQtf+MIdn0mHDh06/LKQFbjADF3kZ8ABMJvN/O3f/i1/+7d/+4T7ffGLX+SLX/xi09jPY+D/LMbHx6lUKlx77bW8973vxWKxNGoQ2nHJJZfsuO3ZTscBuEj5RRyAWCLB8ZUA+55zJclYjLWlOYwWOw5XszxfoVhCNNjxmlwkgit0DY41bXf4eikVcgSmT+AfnSISWKKqMWPYsOg1PaOk1xYp641Y3M0pRcHZ0+AYAEFFcnUendWF0Wpv2icdXqGqc6FmQx3G1EW2WqUyew6T1YIoqhGMzcdsp1bMobW0ptzoLU4Sy1GM/nEeevQ0Np2Axayjf7h+f+GlWfxD7VOOYoFFukcm2m7LxiMtz8hotWG02qjWFMqeXu49G0Jby2NT55ga70GlUhEIpdgzNdL2nOdmVhkda79CotNr6eodxul18GgwipwLcWDY2IjsRxM5/P39LVFwQRAYGvBSKNq4+ycz7JvytTs9KpWK8dFeTp9dYimc4/LntHZf9nhcWK0W5hdWsVsNrK3FGJzcS3gttPXM1tfpGRjYUu3ZoFgosB4KcvDSrZWiTbnPWCRCuVime19zwXQqnsCNSEZQEYvFuOSSS6hUKrzkJS8hFArxgx/8gMOHD7e9nw4dOnTo8OtBeUPo4T//8z/57ne/u+N+mzVFF3N/kY4D8Cxnp1SGJ+sALKyssJLP07Uh9+Vwu3G43aSTCZZnzmC02nB5/Zw9eRJX7wiujWZWlkqFRHAJQWvE5t4y5PRGM/6hCaaPPYxo9WCzN+fN23qGKGeTRBfP4hmqR6ITq4tIOidq9YZEpbWHUjFFJbeIfaNmoFouU63KqM/rwCtqNEiaLuLZPMXwWbwDo2gMrbnz+UwK1RM4BwazGUEQ0Nh8FIBsqcLawycwaWWM4s5Fits7125HlmUQ238MK5UKBpMFvcGIvrdu6EuSxI9m15ALMcqpHGOjFXQ6bcuxWoNpx9qOmbkgY+NDCIJAX383iuLnTDhKNRdj2FklmNezy99+ZQFgKRBn/+FDFAsljp8OMjnmRqdtnkMikUYw+Tj6HA+zswsY9Dr6B5obsOl0Wnp6fNz3o4e54oX13H6Vqq7aszA7h15vwO5oXmHIpNOkEkn8PedJyAoQCqyiNxpxOLcfoxBbX6dLayC6HqJcLnP48GGi0SivfOUrEQSB++67j/HxnWtFOnTo0OGXjbIhU3yh57jY+MIXvvBMT+HXho4DcJHyZByAHz34IJFSmV3797dsszmc2BxOQqurnHz0GAaHF+M2hRaNVktX/zD5dJLVmZN0j06hUqlYXZilVBPwTh6mnEuRCS1g9TcXweosDtQGE5ngHMWKQhkDamOzYaoy2KlVTUTmz2D19lJIriNYWvsLbFIpZCkZ+giEC+hDJ/B092B2bq1gyPkEOmd7uc1kcAmtvatJOktUa8HRTXQ9gKg3sf7Qcaw6AZfLTnd/PQIfCSzh6GqVIgVYX56ja4eagWhgnv6x5iZkolqNq3uA0EKJvsPX8shqGKGSQVvLMtpjwe6wcObsIqM7FPdm0jns5zVKEQQBv7/eU+DR42fQ67UE1uL09bTmWEWiaQz2Lgx6HQa9DqfTxvxyEKUaZWqjr0M6k2ctLdLT1wXA2MQohXyRufkVPC47Nnv9/VHIF1hYCjIwvrVCUK1UmD93juHxcUKra03XjoXD6Ax6+ocGWQ9uqUIpikJ4dZX9R45gMBrJbmtwl0kmmerpZ2VjaXl7d1+fz8fdd9/d6e7boUOHXzkUWUG+wBwe5ZnIAXqGue66657pKfza0HEALlK2qwA9ET8+cRxTbw8Tej2RYIByqYzeaMbj20r/WFpYQm9xMnl4lGI+y/rCNBqzHec2RSCTzcGw1c7s44+QSOdwj+7DtCEHqjPbEfVGIjMnsPYOozduReZFtZZKTUUum0MWFdTGVoUdUaNB9AwTCUxTrcrYWwP7DZRqBVFrB6CChdVwFkMoiKuvD43WAJr2BbUAIjXUmtZoO4BBDSqzHbCTB9LJEgvB4xhFCb2q3NKfYBOdTrdjpF6n23nVQG80IggCzq6t5mMzqQSVUJx0qIDVnsTva+2cuhbJMDra3sHJ5ws4PF30dHvJZnM8dHINu0Fm12j9dazVZEJpheEhe9NxAwPdSJLEibMB9GKFjKRnZLzZqTGaDAyPDBCPJZg+N4/f5yYYTjGyew+LM7PAZmpPmEuvvKJ+vW1KP6vLyxgsZrp766sI1Wp9myRJLM3N4fV3YzivJiW4tMS+vkHmZmcbChIPPvggv/M7v8Mll1zS6e7boUOHX1meyj4AHTq0o+MAXKT8rBWAarXKj44/hmdgoKES5OuuR3izmQyrC3PkC0WqNYH+8b1odPVCVYPJwsDEFIVchlhgAVFnxOH1kcukWVtawNI1gKVbQ3J9FdnR0yj0Vau1dO8+SCYcIJ1JY9tQxwnPT1MUnaidLuRyjmJkCYN3sGW++XScQkVHTWMlu7aAxuZCf54cZz4SoKBysl33RtBZKGEhuJZGzjyOZ3CSdloB+XQCweRoswUqpTxomo1PtVYPWj/ZXJpMtUr8oROYNAoWg5r+oRF0BgPxcBCTo9VIBwgtzeLvby8LGpyfpm9ssmXcYncSTMQYPfpCEqUigbkIqmoWh15iZKibUCiKx93+HgACa3HGxgbr57KYsUxOUK1WOTYTRC6lqCkqJqda8/mh3uV5YLiPk2dWUGvUBFeDdPe2RtZdbicIAo8eO8PlV9XbzKvEDdWe9XU83q3aC41OR61WY2l+gb7BAWrS1ntVQKBYKBAMBBjdtYv56XNb21QCgdk5dvf0cfbMGaxWK/v37+fOO+/kTW96Ey996Uv56le/2unu26FDhw4dLlo6DsCznJ1y0gVB2FEiNJlM8t0HH6B7eKitRKjFaiWfz6ExGFFkSIQWURtsuLaluRjNVoxmK9HQGicf+hFaqwfPyFYnQt/QBMngMulkDZt/KyJt9fVRKeSILpyhWJFRzL2IGxFylc4Maj3l2BKC0Yt2I+JbLZcppZIohnp6TpEuCvE4tWwSk38QgFq1iiQLiLod8u0FLbLgYmU5iTUUwuL1YHVt1SzI+SRaz2DbY8uxNYz+9mk8ciGBwVtPx6kAcSD4+CJaOY9YyTIwMoa+t3XVQafZuQmZVqdr+7rKsozRaEAURYwmM0aTufF8frIQJrwYprfLxpS1tT5gZSVET3dXyzk1Gg2DwwMsLWuQawqPn16gz+/E6Wp2JGRZ5vS5NSamJhEEgXw+z8LiGgadiL97ayUoFFynKov4+7bUf9KpNKJaZGhkpEnpp1quMHd2mok99ffN9ntWUIhGIoxM1AurNRs1CJIkkQiGuXL/AU5vdMCemprii1/8Iu9+97t585vfzO23395p8NWhQ4dfaTo1AB2ebjq/ghcxoii2OABLq6sEsmkOXH6UQj5PeHWVUrGA2WbD7a0biLNnzuLt68e8Ldc/m0kTC8xQKkn0ju2mUqmwtjiHqDMydfT5ZJNxYiuzmLxb8p6O7gEM+Rzp8AKivRutXk+pWCAdXqMqWpDlFFIxi9a0FclXiWqw9aPkYxSKKYyubvLhZSra5hx7weAiK0nkZk5i8fVQyyaQDD3spO6uyq5TVtcN/pRsJrVawJmYwWA1YnJ2gWbnaLFqh7QgAI2u9Tid1UWlpEfRWZlPwXzoJCa1gsmgxun2IFcr2FytxjhAcHEW/0D7lYHQ4iz9o61KQxqdDrmmMHnkeWh1ek6trFKr5BClPMMDbjRqEalWT9NpRzQaw2Cy4nTZAUin0pydD2NUywwM1KP8J6cDjE6MNYx0k8mEyWSikC+wuBRErxWRpBqizkSX38v89AwA4WAQq91G70CzYlE+lyMZj7P/yJYyT6VcbyIWXV8nnUwytb2TowDlUonVczPsHRzi1KlT9Pb2Mj4+zm233catt97KTTfdxEc+8pFfuPFdhw4dOvyy+HWVAe3w60PHAbiIOd8BODUzQ04t4PbVjU+jyYTRVI9O53M5ludniYYj+AeGmox/AIvVhsVqo1arceIn/0NNUeEf3YPRUk/ItzhcWBwuomsrJCI57Bs6+nqTGb1pnMD04yyGIxg8g6gtPagBtcVFLRcnnwqitTenkwgmN0Ixy9LDP0DtP0i7dlYqtRrsw2TW1yjlEpj7u9tGzqulIrJynhGvNpCoGJDDZbTzD2D2eHFaPS3GYya8gt7eXg4zHVzA0tU+376WiWDwb0h4an1UqK8QhAIZlMQSXd3daFXgdLtweracAZ1W09RNcRNZltFqtW2NW1mWEVWg2+hR4OnZ6n8QiEdYOnMcn8dOJBrF62mWPy1XKmSLMn199saYzW7DZrdRKpaYWY6zPDfPocuOtL220WSk32Tk+LETOLt8eL1ectksTo+baDRGJplmbPdWWpGoVpNOJMnncvjOU/pRa9SE1tZQq9V4upodpHKxTGhmFkNNIRAIUK1W+eAHP4hGo+E//uM/+PSnP82f/MmfdBp8dejQoUOHDnQcgIsalUrVKAJ++Ngx1rLpRrrF+ZRLJXR6A4ef8xxy2SyRwDKFQh6b24PDVTcaY5EI6VSayYNHUGu1JKLrRBYCaMwOHN56hN7T049LlomvLbOeTINaA4Ia0eaj19VPKrhMpWhAa6g7HqLZhVFjpJxYQrD2odowfquVMuV4GMG9F3UhREltRWeyt8xblmVqlRpFcRDNegCVUY/O1mw8isUYZXWr7n/9IWmQ1E6CCRPx+BlcDh0GpwuTvd7p2KgTEXZYAdCphfqKRbtt+vYFvggCRu8gZb2DMhBfz6Fem0ZVK1MrJPH526sJhZdm6R9tn58fXJzZcVulVGLqkiMYzRZy2QynF2LI5QI2k0h/fzezswEmdrfvX6A36CkWKxy8/HISyRTlcByDToNvWyqRoiicOzuLw+VpzL1YKMDGWozX70OSJLQbKTzx8Do6nY7u/j4i4XDT9RKxOGOTu7DYrMTWI43xbCaDoVbD7/KwurrKyMgIKysrzM3NMTs7iyiK3HnnnVx33XVYLE9QId6hQ4cOvyIoT0ERcCcFqMMT0XEAnuU8UcSzaQVAq2HX3j3E1tepVCoU80V6hwbQ6/WsLCxhtlrx9dQLc80WC+YNQyqbyRBcmmdtZQXf0AT924pTnZ4unJ4u8rksqdACxaqC1mglk4ii0RmwujxUi3nSFQHTRpqPZ2gXxcQ6ieQaOkc9AqzWGRB9I0jJVXJVDYKgopxJUxS7UIlQ1fSgrWZRsmstEqBycoWM7EZQCWRlB6RLWHKzqB0+NEYLlWIeqaqG9s12EfIhCoIbQaWigotQBlTJJE5zDJWqgt3X3fZDVM6lEQytikUA+egqxh1SfMhG0fZuNQXTGsxAPZdflmVSahexU3NoVTJalYxSq+ByuTGZLW1f61wmjclibbutXCqhVSkYzfXX0myxNlZ2SsUi9/zoIZxOByeOPc6e/VMtKw/z80v4e3vQ6fV0+eurIIV8gZWVMNVKkZ4eH/NzS4xN7SYajjRWCDLpDA6nC6fbSTqRpCZJoNUSXF1Do9fT1V13FDZ/vGq1GvPTMzg9Liy2jZUnof48suk0JklGbbawtrbGvn37MBgMvOMd7yAcDvPNb36TQqHAQw89hNm8c2+DDh06dPhVQpEvXMZTucAUog7PbjoOwEXMdgdARd1Z2C7vGYtEmH78JKJai9XZXj1GUWRKxSJHn/tcsuk0a+dOooga3N196I31KL7JbCEdT6CqFZBLGWRZxuDyNQoxzYU88dASZdGC0e7C4OzCa7KSj65SUDvR6uuSl1WNhcr6PPlcGZW7OaJd01iQBR2GbICi2oXWYKSaCpKtWBHEbcavqCeLHn0yi5xPoBEFKrrmTrPbUYtaBJpTW2TRSKwImuIq6UwYg24Nk93SVMwsVjKonX3nn66+DQm1pr3HoTUY247n4uvYHF2Iag2irb5asSmSeW7uDM6uLqKZGdSCjIiC2WLF6+8hG1+nd4cOxLHVeQbH2m9Lx6NM7tuPxVZP61pdj1AuFsink0xMjhAOruPu6sJgbK4bMJqMGE1GKuUyP/7hfTz/N+oNvthwQNYCa1TLZZzu+gqKIKqoSRIrS0s4nS4kSdp6TqJIIZ8nGFhlfGqSlcXFreek07G2vEK/1UY6mSKbzXLJJZdQrVa59tprG919jxw5AsAf/MEftL3PDh06dOjQ4WKk4wBcxJzvAJyPeyNfe3BkhHQySSiwTCFfxO5y4fJ4CK2uotXpGJusR/2tdjvWDV31RCxGNB4isLiC3deDt2cQz4bsYreikFgPkovnkA12zFY73SO7yCWixNfnUdn8aPVG7L1jVJfOEpoPozc5KaksCM4J9FYJMR8iI5nRGLYUdFRqLWV1N3opST4aQlHMILY3tEuYyScTqCtp1OYKGkdvyz5ScoW82ouqTYFBrVpBVBkpylbyRYhkq1gj01gtIlqTEbOx/XXLhRwqg7XttmJ0BesONQPqWgGNobXBmSRJWJ0uDM4tx60GRIoF5h54GJfDwsLcLMgyKhX0D4+hUqkILi/g7W7fMC2dTKDXa7HY6isYoiji9W9F5adPPIZaVJFbWMLT5cXb1exA5fMF1lYCjO7eamImKwqhYAiTyYio3nqgKpWKc6dOM3XwAHq9nlQyuXXPajWnTzzOkSsur/9fsyXQmk2l8OmNxML1Favt3X0VRel09+3QocOvNZ0+AB2ebjoOwLOcnzcFSKXaYb+NLxCbw4HNUV8FyGWznHz0p+gNRsy29mkuZquVVDLFgSOHSMZj5KIB4hL4BkdRqVS4fD24gEwiRnjpLLFECpvHi16vJR9bJhiJo7Z3IxjceMZ8SKl18gUBNfXiXsXWh72cJJ9ZB1NzOk2+UKVSBI0qS1UR2yrx1Go1xHKOTM2NHK/gKi0iGPVobFs59nq9nqrSrrwYdFKMknrruiq1hlxNQy4FyuoKZqsNgzaKzqTB6utHs9HUSywn0bkH2p5TrxUbNQ7bKeYzGGzt+wVkg/P0TLTWbegMRhwOG/aewcaYXKtxbm4JWSqhlHLIUhVFXsPp9mB31iPylUqFUi7V6GJ8PqGVZYZGRzBtpNNk02lWllcp5HMYdDqcHjeRUJixyV2sLGxF7DPJFL6ebmx2G2srq/X5yDLBwCoOtwf9Rk3EZk1KMpEgl87icm/dt0qou6nhwCpjTg9LGysCR44cYXZ2lle/+tV0dXVx991309OzczfoDh06dPhVR+HCVXw65n+HJ6LjAFzEbC8CptY+WbBdAMFssWCx2RgeG6NULLK2tICCgAL0DQ4RWltFUQQGx+oRWL+xHtWu1Wqsr81TKlfIlyQEQYXOYMDl68E/OEoqGiaeLeAemcIzKpBcWySeiKL2DKH2DuDPJ0hGQ0iGupFe0znQ2vWoi+tkcKBWa5ESK2SLOmoqF8igrcYQlAyKvtlJ0BfXiEsOBAFUopZkSYtSKGPLziBaHYiCRB572+i/LMvIbddM6litVrKyjXwJlKKCen0Zh1VAb1CBlMPl7GtRzMnFw1is7dOsNJU0eudQy7gkSZht7XP/Y8sz9A+NNI2pRBGb109mbZ6e3ZdsXTubJboQQC0odZnRbj/BlRW6+5tXI0KBFex2a8P4B7DYbI2VgqW5OY7/9BGufME1AIgbxdGryyvIsozNvrGioKk7nguzc4zummBpbn7rIopMIhanXC7RNzTA/LnmBl+rC4vs6vIzc+4cer2eSy65hIceeojf/u3f5sCBA3z729/G4di52VmHDh06dOjQoeMAXBQIgtBWDUAURcrlMgClcpn1+Xk0Wh0ms6kR7a/tJES8cT69wUDf0Eajq0qF6ccfR5Kq6AxmZFluMnRFUaS7v5/Fc9O47SYkqUaukEel0WN1uvENjOCVZeKhALF4AqOrG5uvn1x0jWiyiMbRg0Nvpby+TKyoRmt2odIYkDV9qINnKGTy5MR+BNXW27qicaPUKlgKKxRULjR6E+QjJAumFsNZUOnIVHUQKaKrBsBabhQib0ddClMWPW17CijFKBmtDUHcevY1tYVYAYTkOujdrP/0DA6rFp1OhaACvd2JWSOjNbYq1EiVCmp9++LVcmwFz1Brmossy5j1GtTa1jSkeHAFX3dzbYLRYsFosRBZnuXAFVeh1mopl0osBdapFApo1ALp2DoOuwVLX/vIemBpEU+XpymHHyC4GsRisyFsU0OSpRqzZ86ya++exjNq3FO5Ulf02YjgazacCFmWSYTWOTq5mzOnT2Oz2di3bx933303119/PS95yUv46le/itHYvoaiQ4cOHX6dUGTlKSgC7qwBdNiZjgNwEbM9BUgUBAaG6xHjbDrN3PQ0Wo2GdDyOoiitxrIg1NNotqWsaLVa/L09aHVaDEYj0fVgPaWkVKVncIhsOkUhl6NvdLzpuGKhQCI4S65QQmfrQqXRYzYaKMVXyVSqFIoV7CYr6dBJ0lkJjdGMSUmRWlxAbXBQrakpCl1obAquapJI0YxavSXNKYhacvjRk6GaCKHUtCiCc8fnYlBSpCq9CLEauuoiVVFA4xpsbNfpdFTk9isAJo1MQWwvC2ozG8ihRVG7SJSBuu+FtBbEYZbRBjOYTFpEERQEDE4PtfQ63pHdLeeSZRmTdQfln9ACPcOtxb1SpYKGGnpDa+fh6NoKXX4/6g05Tp1ej3fDUYgFA/QND2E0mQkFw8g1iVKxiFqtpm9wgJXFeXz+bowmI2srgcY506kUPX292Ow2Mhu5/ZVKhfVQmIOXbjX42nwPLi8s1gvRt9UUCCoVlUqF2PIqR8YnOHXyJF6vl6mpKb70pS/xzne+kze+8Y38/d//fae7b4cOHZ41dGoAOjzddH4xL2I2HYB4PM7MuRn29fWg0Wia0jpqsszMmbP1casFd1cXgiBgczgol0qNRmGbWGxWMqk0JrOZrm2Fo4lYjNWFBaw2B+VioSE9CWAwGukZHGRtaZFSNoxKUKGSFZzdA1gdTkqFPJl4BAVwDnopJdcJJfU4d40j5NaJrGcRNTpkoCz68aoT5HJZKqKraW7FUg1VUUGrqVGuJlG0bVJFSgkKkh5BUAEqYhkNilzDWV1CrYMKKiqG9oXBUjFBUdu+wFcpRskKToQ2nzi7SUYydCMBheK280UjWLU5MsUzGPRapGoZtahCpRKo5GI4unooVgI4fT2NlZZyqYDdZm/vGERW6BudbB3PJDHpNBgtrfUc0dAqNqMau6v+LA3bIuy1Wo0H7r2HS6+8Av1GgbeorhfqriwugbKV9qPR6ahUKqwsLtE32FxfICCwvLCA2+Mhm8k2bZOkKum1EMMeD6dPn6avr4+xsTE+8YlPcMstt3DjjTfy0Y9+tNPdt0OHDh06dHgSdByAixhRFCmVSjzyyCMM9vdTLBTQnFfU6/X5qMkyVpsNWZaZnz6HqBbR6fQostziAKjVapTzxIcFQcDl8VCtVPD19JCMJ4iuxilXKphtTgSVimQsiq+3D/02GcxsOk0yNEuuWMXk7mGqd5Dk+hpZkw6VVoVcSRES1LgGB1DlIqytV1EZHJTVTtTmCoZymHjRjFpnQlNep5iFouwiL4GKMk5DjERRj0pbT7Gp1Wro5QJ5pbngVlCJJHMm5IyMqRbA5pXJIyJam7sTO40yGaW14BjAaoCiunVlQKpUEEzt01b0qjyCY5iaIJAD2DhckirYzCJlnZd8qUxsehG1CtQqqOWjuH29RJMzaDVqFBQEIJ+K47RbWZo5g0ajQVEUFFmmWpVIR1YYntiDJElNUfRULIJBrGF3tcqkynKNuVMn2HfJQaRqFTYcAEGAwHIAl9u94UTVqVYqLMzMsmvPFMl4gkqlglarrTuH8Tj7jxxCq9VSKpUaqWP5XA7yRbr8Ds6dO8fo6Ch9fX3ccMMNfO5zn+Pv/u7veMc73tHp7tuhQ4dnHbKsIF9gCs+FHt/h2U3HAbgIaFcDoCgK8XicSqXCyMgIw8PDPDB3ruVYg8lEMhYD6kXDo5Nb+vvHf/IIhUIBFAWv39/obqvsUDewmfbjcDlxuOopONl0mpkzp3G4vWTT6SYHYHMlIhZZJxqcIx9SkUhlMbl8+OxGMokCpkqIUjFMPFPF7fUjVJKsZ02otVqKNQ+G2jzlcJ6U3IuwTRJURkcsq0MnljASIVG1YRPiJCUXO9mTZjFKpuwnFxJQZAlnbgmDWU1OZUBQ68iq1A0jfTtyKUHRYG97ThMxJE2r4o5cq2G0WpDbTMZUi6Pz1Osu1FpdI9e/mI7g6xtHZTA3piEAlXIJt0+L1dsqdZpdneXQVS9FqlaJRqIotRqCoJBLJTGqZdRaLatLS1QlCYNBj6+nl1KpSHBhjqn9e5GqVSLhMGZrfeUjGl5n/+FDGE1GEokEAJVymVgk2kj7MVvMRIIhfH29zJ87h6/H3+gEbLXZCK2uYbXbUOdL9LncLC4uMjk5idvt5vrrr+fOO+/kq1/9Kq9//es7xn+HDh2epShPQSffjgPQYWc6DsBFiCRJnDhxglQqhSiKjI3VO89GQ2GsNhta3Zah3KQUdB49A314uurqOsGVFYrFEjqdbsf9230VWWw2fD099PT3k8/niQeXqVZrKCo1FpuNSCiEy+tnYv+Wak0qHiOTSlHVqTl4xfPIJiJkMhkCq2GyJRmXsUY6EqFYcYFmGMVew6vJkIqlqGJvun65pqdc0GOUVqgoINcsiNv05htzr6YoyoaGwSmo1CSzapJZEJQCJu0CJo+ffCGHytrdlJLiNENO0LecU5YkNEYTtTbPRV+LUtMNtBQaVwqZhmTn+TiNKtSG1oJhTSGKdbi1WDi9tkD/8BiCIKDRanF46q9lJhnHaTPQM9CsPFQpl1manSMeCnDZ858L1LX5y6USAMvzC1hsVowbKxqiqKZSqbC6HKC7f8v50Gi15At5lubmGN+9m8DCQtO2eDSCX2+kVCwSisfZv38/er2e3/qt3+LRRx/lO9/5Di9+8YvbPoMOHTp06NChw8+m4wBcZBSLRR599FEqlQpDQ0MsLy83tnl8XcTW15FqNUSViNPjxmA07hiFqFW3FF+2S0aeOfE4CzOzALi9nkZzsJ3Oo95oDGUymTBtpBRVymWO//SneP09JONRTFZbw6i2u9zYXW7y2SxLM6dRa3Qo+SSD3W7KkkRodY2SSUuvV0ssFKak8pGpOVDZTHjVWaIRCUWs1yDIsoyxFiRTsKOgwWLIodXIxPNG1FpDYx+nUSGebZ/eI1KgVPORC2pQZBlzchmrQ4OiFsiWqmRdXoQ2KwNGYkia3hYjX5YkRL2hbXTbqS+jMrSm5NSSK+gHxlrG85FlegdaVxjS66t09/SgOU8pKJNKoKvl6RpolR3NZ9NYzDrMI8ONMUEQkBWYn5mlb3CAyvyW9n+1XGJheoZd+/YQWV9vjJdLJWLrUa64+vkAiNvmEAmGGHJ5ySaT5HI5LrnkEiqVCi996UtZXV3lnnvu4dJLL22ZW4cOHTo8m5CVC+8D0MkA6vBEdCrnLiKSySQPPvggAJdffjkWi4VarbbNMBfo7u+nf2iInoF+UokkS/PzxGMxctls6wl3yL5wetwMj48xPD5G7f9v787DoyrPxo9/z+wzmUwms2VfCYQdFHGpWsEFcUPAatUuitr2xVa01SIVtdqidaG1vpbWavtW31pt9RXQWqU/N7StFakrO9n3ZJKZ7LMvvz8mGTIkUZSd3J/r4rrMmTNPzklkeO7z3M99R6PUVFTQUF1Nb1fXiOePFBfo9Hpy8vIoHldCaWkBnS21uOsrqKvYQX9vD9U7thH0+5gy60QmTp/BqXPnUD6+iNICF1Mml3PKCZPIMvWTrvFgUaowKR5Q6eiO2THaLdgtPYR97Vg1Xrr7bcRJPPXv9ZvwdJoxEsJMK5FQHxlaDx09I+fpx2JRjHqIxBIzfEWloj9koqVNS2uTBlVfD4FWDypPA9ruBvDW4m+vIRIKoDOOPMk3xTtQmYdP8iP9HjRm+7Djwf4erE7XsCZi/r4eslx2dIY9gUskEqFh1zaC3jY62lpprNpNQ9Vu6nbvoGrLh7grtxAI+AkMPNUf1N7SCBEf2bk5DF3LicfjNNc3UFI2Dp1Oh0qd+EgJBYN0er1MnJ4o9Rkf6DPh9/kGVgT2lCJVD7ynramZQrOFUH8/Pp+PE044gc7OTs455xy6urr4xz/+8bkm/729vSxfvpx58+bhdDpRFIW77rprxHM/+OADzj77bMxmM1arlcWLF1M9ZGViqEceeYSJEyei1+spKSnh7rvvJhwODzvP7XZz9dVX43A4MJlMnHLKKbz++uv7fP1CiLErFtuzD+CL/zncdyGOZLICMAYoikJzczNbt27FbrczY8YMNBoNvQOT+lgshlqtHrZ5Nyc/UYvd3dJCMBDA096OAlisVqw226j517HInqSWTLudzIEKMtW7d1NTWUEsEifDmoE9yzWwP2Hk61YPbEhVq9XkFiRSSOLxOO9ufIv8kmL6e7swmc0YTIlVg8GVgexIhO0fbGZCaS42ix5PZy9udyv+xm0Y0nNQqzMIR1RYrQbUSoR41IeiSd3M7A8Z8IcM6ONNKBoD2riXiDK8G689vRdvX8aI+wb0qk78ZBMPaegP7Tkej8cx9e7AbbRh0PegUuLoTXpUikIoEiSkCaOJ1xOJxYjFYihqNbFoDG3YS2fMj0ajQq1SEQlH0WrVEOgiqMkl2J/4fYaCwcST/WAffnUW/kATcRRicQVffy+ujHSyi2ak/P56Oz2kKQGy8mYSjUbp7e6ir7ubSDiM192MQa9hUrJuf2LCHovFqNixk/ziwuTqjKIoBAMBmhoaycrds0laURR8/T7cLS2MKx9P9a7dQ15T0Vxfz3ibk+qqKlQqFSeeeGKyu6/T6eSVV1753N19PR4Pjz32GDNmzGDhwoX87ne/G/G8nTt3MmfOHGbOnMmzzz5LIBDgzjvv5PTTT+ejjz7C6XQmz73nnnu44447WLFiBfPmzWPz5s3cfvvtNDU18dhjjyXPCwaDnHXWWXR1dfHwww/jcrlYs2YN8+fP57XXXuOMM874XPcihBBCHEgSAIwBFRUV7N69m+LiYsrLy5MTv8FJW7Ke/ygz8ThgdzqxD0yEerq7qauupq+nB53ekNzQOygWGymrHfQGI3kDT35DoRA1lZWoVWr6urrJys0ZVspxpMtRFIX84kIKiosB8LS30+5pIRiOYky30tXegcWawbTZJ6MoCuWQmMz2dtPa3klbWxetzW00t/bTHyrCr9GSke3HrPHT2hRKpgZFo1Hs6d14uzLxdSZKgZqNHZjS1Xi646h0NlTxHvoDphEDoWg4gM5qwBcd/ldMFe1FSc8lpJgIDT44HggQMvR9hAwlya8TP1AwxttROacS1Wj37BnQQ8zfjK1wGtEh+xbUJlD1NeIsT53k+/p6yM6IkFVYylA93nZ00T6yihPH1Wo1VlsiaKvdtZ0JE8vwuNv3jK9RJypC7drF+EkTqRzSrTcSDlNfU8v4SRNpbW7Z8/OIxWhva6O4LNFrQqtPrJjE43E629o4YUI5u3bsxGg0ctxxx/Huu+9y+eWXM336dF544YUv1N23qKiIzs5OFEWho6Nj1ADgzjvvRK/X89JLL2EZ2Mw8a9Ysxo8fz+rVq7n//vuBRECxatUqvvWtb3HvvfcCMGfOHMLhMLfffjs33XQTkycnejb8/ve/Z+vWrbzzzjuccsopAMydO5cZM2awfPlyNm3a9LnvRwgxdsTj+78JeP83EYtjmaQAjQE6nY4pU6YwceLElAnhYFWewUZMkXBkxPfv/SFiycigqLQUu8uFwWigprKS2ooK3C0txONxNCNsok2Ms2eFQafTUTp+PEXjSrE67NRUVlK1cxctDY1D0ilG/vBShhThtzud5BcVMq6shKaK7aSbtURCPrzt7uQ56RlWcvKLmDFjOkXZZk49eQqzj8tlQn4jOeZd+Pvq8QStGJ0ZuJx+lGgLzvReOrxm4nFt8nv2B9Np7zARC2kwRBoxKl6Cgb4RrzHHFcUXHd4TIBaLkWlTiCjDU4qMqk5iacOfcscDXaTZHKg0qT/XuL8DW07esE3L4fYq7IVlKb/rUMCHKdw5fPLvcWPRRikoTj0OUF+xncLCHNLMZpQhwZmiKGz/5BPGT5qESqVCN/D9ff0+OtraGD9QKSoy8Hvs7uqiu7MLu8M+ZIzE5vKmympmT5jIjm3bsVgsHH/88WzYsIGFCxcyZ84cNmzY8IUm/4PX+VlVgiKRCC+99BKXXHJJcvIPieBh7ty5rFu3Lnlsw4YNBAIBlixZkjLGkiVLiMfjrF+/Pnls3bp1lJeXJyf/kCiR+/Wvf5333nuPpqamL3RPQoixIR7f3/SfA1FFSBzLZAVgDCgqKkpO8ofaOwDwtrcTI45Wq8WZnZ2cPEWCoWHvBYhFYxhNJkrKyhLnRSLUVlbS39uHolJwuLJSOv7GIyOvDERjUcZN2FOlpr6mBuIxOjs6cLhcyfKiewYaObHRme1Krgz09/XRXr+bSCxOXKXH19NDmsVC+fTjUalUjJ88lYDPR3enh9q6FhqbWwmEFZpb4sT1ZtRmA06Vj/Y2BUWTuvlXpwmj1Vno7NUTj4YxKx5MZjUBf5C+kAFzmoLXP3JDMIveQ28sb1jKUDTcjynLQmivLsKxSAinTSGmTa3uEw70kO+yoNqr6k/IU09OyXiCgQB9HbXotCoiwSAGVQRjppXO1oFOvYpCj8eD054O+jRaGhtRq1WJfzDicXZ+9B/mzjszWRFKNRB0RSIRWhobKR2fuuHY199PR5ubnPw91X4UFHq6u+nt6mb8pHIaamqT5UJj0SitVTVMys1j65YtZGVlMXny5GR336uvvprf/va3B727b1VVFX6/n+nTpw97bfr06bz66qsEAgEMBgNbt24FYNq0aSnn5eTk4HA4kq8DbN26ldNPP33EMQG2bdv2uVOahBBCiANFAoAxYLSnoIOT88GynVm5OThycojFYtRWVhKNxjAYDahGmYTtXe9fo9FQMn48zY2NOLOyqa+uJhaJYUgz4XA5UetGKIWTGCjly8KSkoHr09DhdhP0+dEbDWTa7ZjM5hGDmb3vM81sJs2cmBxv/eBDrLZMYvEwLXXV5JUkAhaDyYTBZCIrrwDXzu3E4jGanG4aHW2ElRhdXTp6Q71kmjX0dvbS67OQmd6PP2Sks3dg069aS39QS38QwIgm7kaJGbDpAygqH8FwhN7+MGFVBjpVBCxOlPjwhTeHJUhInTXsuDOth7g5tYpPJBxG01uL35SPNuRHrVKhKAr9nW04c3II+3tR6ww4Csfh6/KQaQqQXZI6Ye9sqaOsLNFpOWXsSJjWqh0cN/u4lHKw0WiYUChEQ00NJePHE47sWS3y+/x42z0UlpZQW7Vn42w0FqG/t4/8gc6/g0+j/D4foa4eJpSWsnXrVgoLCykrK+PBBx/kpz/9Kbfddhs//elPD0l3X4/HA4BthNKqNpstkaLU2UlOTg4ejwe9Xp+sVLX3uYNjDY472phDv68QQoxEUoDEwSYBwBi29wqAMvBZoVKpKBl4whuLxfho83+IxaKJWvE2W3JiGI2MnDIUDYdRqVQUD6wMADTW1tLR3oFKrZBhzcRo2pMCEx+lVlk0EqFw3Ljk1x3uNtrdbXjdHWTaHcnyoslxRvmsM5nTyB9YGQiHw7Q3VhKNxQiEYkTCMYxpRgrKJqDRaBg3aaBJmruNuromuib5CERiBAJ2Wpq8dLWp0OgidLj9KNrUrsn2jF76Q076Qzr6h8zv4vE4GtpJt5vQxv0Y1X5UqsEiSnF6u9tQ0rLQB5uJx+Oo1Wo0Wi0hnweNORsl6CYUjKBodAT8PiwmSJswG5U68dc3BihddZRMPR7tkEZqPk8L2Zlm0u0FQy8Tb0Ml+QU5pJlTVykCvj563A2MnziegN+Pu6UVV042ABqNlobaWsaVl+P3+Qn4/QD09vTQ39fLpOmJp+LRgbSfjvZ2ent6mDJjRnL8xEbgfsKeLsbn5aV0912+fDm//e1v+eUvf8myZcsOeYOvT/t+Q1/b1/M+77lCCDFUogrQ/o8hxGgkABjDhm4CTjxtGP5poVKpsNttyVryzfX1hEIhtFot8dHmMCr1sEP5xcUoKhXZuXm0NDXSVF+P0ZSG1ZaJWjvaykDqjN7hysLhykKlKMRiMSp37MJoMmBKM5PpsBMZJcUoMVQ80fBKq032LIjH42z5z/ukm7U011TgKijBYDCgKAqOrGwcWdk0VFWiKHG8Xb2YNQH8eSYMZhstjW143J30eYP0dvWRlm6i05efkis/KM3QhWJw0hc1gW/P8Vgkgj2zB5xT6FNpk1seYuEI9ng72qyJ+DUDPxtjoqNwbp4DxbynKk0kFELvb0KfkUlXWxMatYJBr6PP6yY3xwXREL3uRiLhCGqthl53I3kFBfi6uujzelCpEmk/fT3dBPu6mHXKSYlvZzLR2tQEZBPw+2lvbWXG7EQnX7VaRSgUosvrpaerB6t9T3UklVpFR3uio7DdkVo1KeDrR9XTj0lRqKurY/LkyTgcDq655hpefPFFnnrqKa644opDOjm2D1SoGumJvNfrRVEUrAOBpt1uJxAI4PP5MJlMw86dNWtWyrijjQkjrzgIIYQQh4oEAGPY0BWAaDQ6atdwrX5PDv7Qhl+f/Od96pUatFodFmtGMuUmGgqOOM5gx9icvD154p52N+7mFlQqFWZLOpaMPU/VY6OtDESjWG22ZEdcX18vtZWVdHm8uFtaUvYvABiMBsKhUEpKCySewuYWFuAY6Gbc3tpKd5ufUDiO3x/EbEknp6AQjU5HPjD9eAiHQrS3NuOwaPCVZuEPBvG0teN2e9D11OD3R3G4xhEMhOhobkFnjBOI5aCKGRgaG8QiPdidKoK61G6/sXAf+U6FkGE80WgYX3sDaiVG3N9Bdp4LjUqPOuhOPE3vdJNhyyQtNxe9OQOt3oC/pwut30Pp7JPRDEm58vX1Eu9p5biTThk2wXY3N2G1GImaUj8O1Go1/X19eNxucgqG5ParVHjbO1AcdgpLi6mprEy+1tPTg8WaiSM7m/Yhzb+87R04DWlEfT7avV5mzJiBXq/nkksuYfPmzcnuvof6yfi4ceMwGo1s2R3zs9QAAEYVSURBVLJl2GtbtmyhrKwMw8AelMHc/y1btnDSSSclz2ttbaWjo4OpU6cmj02bNm3UMYGUc4UQYm/xeJyYpACJg0gCgDFgtEnV4ApAOBxOPAXu6kZrTiNjWGrNyOuIGVZrMl/f095OW0sLGrWayCg5+toRqgPZnS58Pj+5Bfl0d3VSuWMHBqORtHQLat3I1YT2DlRM5nSKy9KJxWNY7XaqduxAbzKi0WjJys0lLd1CMBgcFgAk7m3PYM7s7OR/b33/fTSKEXdTDYb0TGyORGMurU5HbmExsXAYnUGL3mjE78uns6sfdOlkurKpr66kpbGZdqef1lYvvf31xEIdGAwGrJlpqHV6omjQG42kxXuIRCIQ7CItw4zaaEGlNRCP9hALBcnL0pNutaIyT082+vJ5GjHix+LKJh6L4O/rJdjfS3+nG3t6GhqrlfbGGiLRGMTj9Hd1kaZXmHHSycP+X2ipr8WSpsXuLKSprj7ltWAgSHtLC8Xjx+Nu2VPS09fbS39fP1OPmwns+f+rpbEJjUqD3elIOe5xu3FpDXjjcbq6upg1a1ayu29DQwOvvfZayoT6UNJoNFx00UWsXbuWBx54gPT0RBnY+vp63nzzTb7//e8nz50/fz4Gg4Ennngi5XqfeOIJFEVh4cKFyWOLFi3i+uuvZ9OmTclzI5EITz31FCeddBK5Q3okCCHE3uIcgD0Aoz3VO4j6+vq4/fbbefbZZ/F6vUycOJEVK1Zw+eWXf+6xbr/9du655x6mTJmSUmRBHBgSAIxxarWahoYG4vE4J02Zyr/e+RdNGjX2nFx0aaZhNf6H0gyZoA/tE7Dtk0+oraxEpzdgNO0ZIxwa3i0VIDywMpBhzSTDmij56OvvY/eOxkSZSb0eh8uVnFDGRklsjEXj6HQ6ygZqscdiMeqrq1EUhYDfT8mECeiGbUQe+QPSmZNNVm6iSktfby/u+t1EY9Dd3Y/FkkZOQQHagYAi0w65BRD0++nsaMaiCdOvj1F64nTSrRnEUOHv78fr8dDX00N3Vy+mzExUGjWRcIRwKExfT4xQXxvhnhYsmTaycvPQGTPR6QzEUfD3t6IE+7BkWsnJd6I1GNEZDKg1WrraGjFrwT71y2j2SqfqqKtkQslkDKY0ujrcRMNhItHEHo2aHTuYeeJxWAfKbGp0ez4OurxePO1uTt6rYVW310tvTw/5xYUpxxvr6rBmZhIKpnYQbmtqpig9g8b6eiKRCLNnz6a9vZ2FCxcSDof5xz/+wcSJE0f8HRwIr7zyCv39/cmmd9u3b+f//u//ADj//PMxmUzcfffdzJ49mwsvvJAVK1YkG4E5HA5uvvnm5Fg2m43bb7+dO+64A5vNlmwEdtddd3HdddclewAAXHPNNaxZs4ZLL72U++67D5fLxa9//Wt27drFa6+9dtDuVwghDqfFixezefNm7rvvPiZMmMDTTz/NFVdcQSwW48orr9zncT766CNWr15NVtbw4hjiwJAAYAwarC4Qi8WYOHEiLS0tbNu2DQCjwcjkkhJyc3MJBALsrK+ju92DwWDA5nSmPEEe7eFEmikt2fCpv7eXyp270Go0+Hy+ZC7+UNoRnsyb0sxk5+SQV1hIKBSiaudO9AYDeqOROKOniQwdf+hGZI/bTUtjIyqVglqlxuZ0YjAaiURGDiaGPnkxp6djHngyvP3DD9Gp0+horiOmaMkrLkmepzcaCYfDOJ02Jk2fRqenA19fH/5AGGNaOjMn7AlMqrZ+gEatoFZp8AcCRJUc0p15mK02gj4fQV8fgf5efF3NWDJsOBxp6HRWgqEwsXAfsZiP1qZuwn1duPIKceZPSKmaEwoG6W2tpqCwOPnztbv2fJDW7tzCzBNm0tfTkwwABkt9etrbCQWD5A1J94rFYnS43YSCQeyuLHz9e/oftDY1MeOEEzCaTHQO5LgDdLV3MKOohOqqKtRqNbNnz6ayspKFCxficDh48803yR9SNvRgWLp0KXV1dcmvn3vuOZ577jkAampqKC4uZuLEiWzcuJFbb72Vr3zlK2g0Gs4880xWr16d0gUYYOXKlaSnp7NmzRpWr15NdnY2K1asYOXKlSnn6fV6Xn/9dZYvX84NN9yAz+dj5syZvPLKK9IFWAjxmRKbgPfvCf6h3gT88ssv8+qrryYn/ZBogFhXV8cPf/hDvvrVr6aUBh9NJBJhyZIlfOc73+Hjjz+mo6PjYF/6mCQBwBiQOmlPTP4HN/7mDJT99Hq9WCwWdDodVVVVVFRUYLVayc7KYtq4MtRqNVt27yaoQEyjxpmdNWpqkFqz5y94Wno6ZRPLAajctYvaqip0Oh0arRZnVhYqlYpQcOQ9A4ONyXQ6HWWTJgEDk+edu9Ab9Gi0WmwOR/KpvsGgJxKJjJhqFI/HKCrd0+yqpamRaDhEt7eb9AxLcoL/WTJsdvKKEhPjUCiEu76KWDyGp6OLtPR0cguL0Q3kjNscTmyOxAQy4PfTXP0JnR4voXCU8cedjMmcWsO/v6cbf18Hvc31KCSqBOUUluHMTa0XHwoE6G6rZ1L5BNIz7YSCQfp7vMRjYQI+P92eDpRYkAyrleb6WnKKSlJWPmp3baGopBCD0UiXd89GVZVKRVN9PQaTiZz8fJrqG5KvBQMB1Go1uQUF9Pb0oNPpicfjVOzYid2VNaSqk0I8Hqe5uobjSsexa8dOTCYTM2fO5L333uOyyy5j2rRpvPjii1+4wdfnUVtbu0/nzZo1a5+fzC9btoxly5Z95nlZWVk8+eST+zSmEEIMFYsn/uzvGIfSunXrMJvNXHrppSnHlyxZwpVXXsmmTZv40pe+9Jnj3HfffXi9Xu655x4uvPDCg3W5Y54EAGPI4FP/WCyWfFJeUVFBXV0dJSUljBs3DkVRiEQieDwe3G43lZWV7Nq1C4vFgsvlwuVyYTQa+XjHDvo6OmjVaHHmZKc2/BrlQ0etUiWbhg32GlDi0NfTRzgcHjZxHxpIDFKpVGTn5SarEtVVJ5qG6QwGtDodwUBgxAAAJbU6z+BGZI22CX9/Px53GxqNFrPFQkZmJuHQyM3PhqYM6XQ68gauw9+3FbPJQGdbI4FQhJyi0pRJt6e1BUuGhXED6S6dHe146xrwB0Oo9elkF5XS19ONOhZi4tTp6Acm1EGfj77OZvw+H5FwhNamRswWK5Nm7clB1+n16JyJp/stNbsYN76IjIH6/vF4nC6Phy6/j1AgSGtjHbNPOzV5baohv7eeri7CoXDKk39IbI4O+AMUDZRkjUYi6I1GqnbtpmxiOTUVFSk/n6bKaqYUFLJ1yxYyMzOZPn06r7zyCldffTXz5s3jmWeeGVZFRwghxNFt69atTJo0aVgDx8EGiFu3bv3MAGD79u2sWrWKtWvXYt7rIZk4sCQAGCMGn/rHYjEURaGnp4dly5axaNEiTjnlFHJycpLnajQasrKyyMrKIhaLJYOBuro6KisrSUtLw+VycebskzGZTOyoqKArGiGqVrDa7aNGAEMnmyqVitKB7r/VFRU0NzSgUhR0ej1Wmw29wZBcAdjb0D0ARaV7UnAa6+uoqazE4XSRkWnFNKRh06g9CyIRsod0ZO3u6qS2qpKerm5M5vbkvobkz3HEUUBnNCYr5cTjcdpbW+kMhejv9+Hv91E2eSqGIZPeTIeTzIHVgS6Ph+r338ZkNhNR64hEIwwmRelNJvQmE12edoJ9nZxyxmlEQiF6WqoIhUKEgmHCcRUZzlx83iYKCguSKxCQWP3JdDgSTbwqdpJXmJ8SmCiqREnV6p27KBhXSsuQp/7RSJjG2jpM6WasQ/aCRCMRmurqKJ2QSDvSDARcoWCQ7tY2Tpk2gy2ffEJ2djaTJk3ij3/8IzfccANXXXUVjz322EHv7iuEEEe9WHzUHjmfZwyAyiGV2gY5nU5cLtf+jb8Xj8dD6ZCV9kH72gAxFotxzTXXsHjxYs4///wDem1iOPmXeAzYsWMHer0ep9OZ2PxZU8PixYtxu91cd911KZP/valUKpxOJ06nk1gsRldXF263m+bmZmpqajAajbhcLiZl55ORkcGuqir8nV20NDRitdtSGn6NOnuOx1PSc5rq6gj4A3T3dOPr92FKS31arNZoiUajw3IJ8wuLMBpN2J1O3K2ttDY1YzAaMVvSU4KP1LFS/woMbkRurq/HaDJRW1GBRqdNVhQa3LA80j0MUhQF18DPtKe7my6Pl66OFiLRGGZLZkrd/NaGBrRaFTNOnJ081u310lHbTCgSI6bSQCyK3WHHWZz4GWk0mpRgorOjnU53FSZTGu0tDURjYHU4sWRYgcQ+jK6OVsqnTqGlsSnlsgO+AJXbdzBh6hQAokPSunq6uykqLSE9w0pDTQ2QSHuqr63nuBNPSBnH7/Phb+9gVvkktm7dSlFREePGjWP16tX85Cc/4Uc/+hGrVq06JN19hRDiaBdj/8uAxgb+0R1aoWzQj3/8Y+66665R37tx40bmzp27T9/nww8/ZObMmcD+NUD8xS9+QUVFBS+++OI+fV+xfyQAGANWrlzJCy+8wMknn8zJJ5/Mk08+SVpaGq+//npK5ZLPolKpsNls2Gw2ysvL6enpwe1209bWRl1dHTqdDpfLxZemzyAzM5O6pgbcDU2EVWC2WhktAtj7Q2EwraZ61y76e3sS6TlaXTJXP82cRigYwmgyDhsrNlCC1JWdjWugrGdXp5fG+gbCwRAmc1qyfwDs6Vy7t1AwiCktjeKBjsiRSCTRa6Crm5aGRly5OalpT6P8zAxGI+kZGclKSL3d3bTVVxEKRfB2eBg/ZTLm9NSOvBk2Gxk2G4FAgPrKCsyWDLo97XR5OnBk52Ay79mv0Fxbg9lsYvzkKSlj9HR20tpQS3tLK2lmExOmJF4fOv/u7+ujy+th9mmnJY8pJFYwaiurMJpMpA8EERptIr2qqb6e/MLUjbt+n49oZxc2vZHdu3czfvx4CgoKuPXWW3n00Ud56KGHuPHGG6X7rRBCHAbr16+nbCD9dtDeBQ72Vl5ezuOPP75P4xcOpI3uTwPE+vp67rzzTu677z50Oh1dXV1A4t/ewYePer0eo3H4v/vii5EAYAz44x//yMsvv8x///d/88tf/pKCggJcLhcvvfQSKpWK8vLyzz05UxSFjIwMMjIyKCsro6+vD7fbjdvtprGxEa1Wi9PppNSVhc1mo83tprm3l+baOtJtmaRbLCljjSSuKDiysvbUk2/voLWpCbVaTSgUIs9UMPw9IzwxsWbayCsI4crOpr+3l6qduzCYjOgNBlSjpKNo9anlNDUaDSXjx1NfU01WXi711dWo1WrUag2OLBexUdKVdDodfbE9fRHSMzJIH2h2FgmF6O3y0u1pR1FpyC0sSp7n7Wgn6PczYeq0lPE6Ozy0drQRDIbpaHcz9bjjUlKdBlkyM/H7/eQW5NHb3ZM8rgzshejyJMp5ZuelTuYj0Sg7tmxhwuTJtDQ2Jo/HolFaGhspnTCBjiENvro7O8lUadFF49Q31TNlyhTsdjvXXnst69ev549//CNXXnmlTP6FEOJziB+AFKDB95eVlTFlypTPODtVTk4O11133ed6z7Rp03jmmWeIRCIpqZ770gCxuroav9/PjTfeyI033jjs9czMTG688UZ++ctffq5rEqOTAGAMSEtLo7a2lnfeeYclS5Zw4YUX8sILL/DII49w9913M2nSJC666CIWLlzItGnTPneahqIopKenk56ezrhx4/D5fMlg4KOPPkKtVuNwODh+wiQcDgder5fa+kZCKgW9yThqsxOj0UgkHEY7kLNudzqSTaZqK6sSFYW0OgwmEzaHPXEto1x7OJjY1JuWns64gapEoVCIre+/TzQaTfYaGLz3YGCUykTBcEp5UUikLHm9Hoz1DVjt9mEpS6Mt41oyM5K9BoKBAK0NdURjEVobWyktLyenoHDYezIddjJsmVRu38q046bT5e2gy+MmGAxTUFKa/NBtqq0h3WLBarfh9/Un3x+PxWhpbEKtUVNQUpxS6ScUDNLa1MyXzz4LSFQugkQfhHa3m5mzE2k/g3fT2eHBhoo+vZ62tjZmzpyJXq/nK1/5Cu+99x4vvvgi5557rkz+hRDic4odgE7A+/v+z2vRokU8/vjjPP/883z1q19NHn/yySfJzc391IaPM2fO5M033xx2/KabbqK7u5s//OEPB71s9FgjAcAxLhQKsXTpUv7whz+wevVqvv/976MoCosWLSIUCvHWW2+xdu1a/vjHP/LAAw9QXFycDAZmz569TzV792YymSguLqa4uJhAIJAMBrZs2ZJMI8rPysLhcODz+XivoYmm6hoM6enJCT6A2WIhEAgkA4ChzOlmHAMNQnz9/ezeth2TOQ2/z5/SNGzQSB+DOp2O7PwCcgvyicVi1FRUojfo0On0w/YGDFLrhh/PKyoiFAqRW1hAa3MznvZWVCoNGZmZmNPTicVG7ow89LNZbzCQO7CMGgoECQb8tNTXEgyGyB8ysff399PW3Ej51KkoikLaQDpQYuNxCwF/gPZWN+VTJ2MeWGUZ+rPwej3k5RdiybQCJK/N199PW0sLBUV7gg6D0UhPdzfd3q6U3wtAR1sb2XoTHa2t+Hy+lO6+9fX1vPrqq5x88skj3rcQQohjz3nnncc555zD0qVL6enpoaysjGeeeYYNGzbw1FNPpcwnrr32Wp588kmqqqooKirCarUyZ86cYWNarVYikciIr4n9IwHAMczr9Safxq5fv54FCxakvK7T6TjnnHM455xz+NWvfsW///1v1q1bx7p163jkkUfIzc3lwgsv5OKLL+bUU08dubzmZzAYDBQWFlI40NCrvb0dt9vN9u3bgcSy3qTikmQ+4tbKCoKKAjoNNoeDriGNpYYaOqE3paUxYUpiL0NTQwN1VVVo9+o1MFJJUYDIQOdalUrFuPIJyePvv/vusKpEANHIKJP5gcpE2bm5yWOdng7qa9rp7exGq9GRObBK8VkMxjRyh1QUcre0EI1EcLe2YbFmJKsnDZXYeJxLQ00NeoMuOfkffC0SiVBfXY3VZk9O/iGR89/t9dLp8VBYWkpD7Z6mWf09vWg0GgpKilLSgbo9XqYXFFFfV0c0GuWEE06go6ODiy++mHA4zNtvv82kgb4NQgghvoADWAXoUFq7di0rV67kzjvvxOv1MnHiRJ555hkuv/zylPOi0WiyH5E4PCQAOEbV1NQwf/58+vv7+ec//5ncoT8atVrNaaedxmmnncaDDz7Ihx9+yNq1a1m3bh2PPfYYdrud888/n4svvpi5c+diGFJqcl/pdDry8vLIy8sjEonQ0dFBW1sbu3fvZufOnWRkZCR7Deh0Oj7euZPO7k4i4TCOrKx9Wo1QKXvSc2KxGDW7E1V8fH392J3OlBKYkNhnMBJXdjYFxcUANNXXE41E0Or0hEcpJ4qiDOtynGl3kGl30KpLpNzUVlWi1WjRG404XC4i+9BrQFEUsgaCCr/PT0ZmJs0NDUTCQax2R7LSD0BdZRV2lwONNvUeff0+6qurKZ0wAW+HJyU/0+/3odFpKR4/Hl9/PxnWxHjtbW2Ew2Fy8gcDkcRYTTW1zCwqobKiAo1Gk9Ld12az8cYbb1BQMHxvhhBCiH0Xi+9/J9/DMP/HbDbz8MMP8/DDD3/qeU888QRPPPHEZ463cePGA3NhYhgJAI5RFouFmTNn8tBDD5E75Kn0vlCpVMyaNYtZs2axatUqtm/fztq1a5ObOi0WC+eeey4XX3wx55xzDmlpaZ87z1uj0ZCdnU12djbRaDTZa6CmpoaKigrMZjMul4vy4mKMRiPbdu+iMxolplFhdThGreuvVu/ZA6BSqZL5/o119bQ1NYMCWq0Wq82GwWgcdRNwJLSnOtDQxlht7zVRX12NVqfHnG5ObujV6XREo9ERa9yrVCosViuWgcl1IOCnpqKC3p4uVBotOfl5qd2aR/mZqdSqlL4E3Z1emuvr8fl8RMJhSsvLE5uOe/uS5/T19NDX28MJ004FQKPVEAoE0JjNtDQ0EolEyB7YhxDw+bBkZtLa1JS8v0GxWIyGykqm5BeyY9t20tLSOO6449i0aROXXXYZU6dO5cUXX/zUKg9CCCGEODJIAHCMstvt/OUvf9nvcRRFYcqUKUyZMoXbb7+dmpqa5MrAN77xDQwGA2effTYLFizg/PPPJyMj43MHA2q1OvnkPxaL0dnZmawmVF1djclkwuVyUZSbh8ViYWdlJT5vF24ULLZMDEPKgo02eVYUhfyS4uTXzfX1hEIhent6sDscwyrpxEcZyWqzUTjQs8Db4aGuugqtRkc4HCEcCo8YACiq1J+HwWCkZPx4GmpqcOVkU1NRgVarQa3RkZWbQzg4cq+BvX+uGZm2ZMffyp279nT3HTjP295BMBTA6dzT7EWr1eL3+WiuqyenMPVJfSwep6WxkUxbJmZLBn29iepBkUiEbncbX5o6g61btmKz2Zg2bRobNmzgqquu4pxzzuGZZ54hbYRqREIIIT6/eHzkqnafdwwhRiMBgNhniqJQWlrKLbfcws0330xzczPr169n7dq1LF26FEVRmDNnDgsWLOCCCy7ANcJm3M+iUqmw2+3Y7XYmTpxId3c3bW1ttLa2Ultbi8FgwOl0cuKkyWRmZlJVV0tHu4eIWsFstRIZpa6/aq9J+OCG26pdu+nv7aW9tRWd3oDZkk66xTJqJaShewBsDnuy+lCHu42KnTtwOJ3oDYaUJ/WR0MirFYpKhUajScnpr6upoauzk6a6OhxZWcm9B/DpFR2GrnyEwmFaGhrRGw3k5OXTWFebfC0eh93bt3PiaaehUqlobWoeOB6nramZcZPKMRiMyWPBQIDu5hZOmjSVLVu2kJOTw8SJE3nqqae44YYb+MY3vsFjjz32hfaHCCGEGNmBLAMqxEgkABBfiKIo5OXl8d3vfpfrr7+ejo4OXnzxRdatW8ctt9zCjTfeyKmnnsqCBQtYsGABeXl5X6jXgNVqxWq1MmHCBHp7e5MVhRoaGtBqtbhcLsqyc7DZbDS1ttDe3YO7sQnjwER+0GhzZ61Oi3OgYRgknurXVFTQ3dVNd2cnGZmZqdekGvkebA4nipJI0QkEAtRUVqLTadFqdajUIwcTI+1pKCopIR6JkFdUREtjA5FwGJVaQ6bdTiw6ekLo4HXF43G6vB5Kx0/AZE6k8Azeuq/fR1NdLUXjSpMBjt5oIBKJUFNRgd3lTE7+IVEG1OfuIN9qY9u2bRQXF1NaWsovfvEL7rrrLm699Vbuvfde6e4rhBBCHGUkABD7TVEUnE4n1157Lddccw09PT387W9/Y926ddx999388Ic/ZPbs2clgYNy4cV8oGLBYLFgslmTjsfb2dtra2mhqakKj0eBwOJheNgGHw0GHx0NtfSNhlYIhzUQ0MsrKwF7XMfhUv2LHTlQqFbWVleh0evRGI3anY9RAQqVSJbsQGwwGSoZsRP74vc1EImG0Wh02pzOZJhQJj7wJeHDZNyd/T4qOu6UFT4cbQ42OdKt1eGBCoqpCbWUlmTZ7cvIPEItE6fJ46PR6yC8uSekLEAmHqa+uZvykSbQPafDV29ODKQZWrY6KigomTJhAfn4+P/rRj/j1r3/NL37xC2666Sap8S+EEAdBPB4ntr8rAJIDJD6FBADigBrsEHzllVdy5ZVX4vP5+Pvf/87atWv5xS9+wR133MG0adOSvQYmTZr0hZ4gm81mzGYzJSUl+P3+5MrAJ598gkqlwuFwUOhy4XA46O/v5/3GJprr6tCnpWF37KlpP9rHo06nTenaGwgEqNq5i06Ph/YMS0qH4uRYI3zYqlQqcosKycrJAaCuqgqVWoVOryfOyJNnjXb4X0tXTg59fX3kl5TQ2eGhtrIStVqNOd1CpsNOMBiirqqSceXltDU3p7zX19+PwWSkZPwEent60A5UCfL199Pp8XDcQHOWwevv6erCHI6iy7DS0NDA1KlTsdlsXHfddaxbt47//d//5Wtf+5pM/oUQ4iCJx+MHYA+ABABidBIAiIPKZDKxaNEiFi1aRDAY5I033mDdunX87ne/495776WsrIwFCxZw8cUXc/zxx3+hYMBoNFJUVERRURHBYDDZa2Dbtm0A2Gw2bCYzHa3t2LLVdPsSXYgVrSb51H4YZe+NuwbGTSynatcubE4ntVVVaLVatFptskTpZ3UhBigaNy753x9v3gzE0Wr1ZGRakxuRI+FR9gyQWFHIdNiTPQX6erqpqazA2+Hh5C+fDqR+6DfV14OikJWTqAQVDUcwpJno7uqip7MLa+aeqj2xWCzR3VdR09vdQ1dXV7K776WXXsq7777LCy+8wPz582XyL4QQQhzFJAAQh4xer+e8887jvPPO49e//jX//Oc/WbduHc899xy/+MUvKCgo4KKLLmLBggWccsopI1bU2ZfvkZ+fT35+PuFwGLfbTVVVFcFgEIBgIJCsOKTVavnHpk20NzQR16hwDDQNgz2Nvfam0+mJx+MpKT711dWoNRp8fX1kWK3o9PqU98TjI4/lyMpKlhhta2mho60NrV5PcJT+AHqDgUg4nDK+2ZKB2ZJBPJL6PeLxOLu3baegtCQlbSkai9LX3U00FqOgpJiG2trka/3dPRTlFdDa1ITf7092973ggguora3ltddek+6+QghxCMRi+58CtL/vF8c2CQDEYaHRaJgzZw5z5szhoYceYvPmzTz//POsX7+eX//617hcLi644AIuvvhizjjjjGENvPaFoii0trYSDoeZNm0aiqIkA4Ldu3djsVgozs3F5XJhNBrZumsn/bEYMY161KfwxjRTSrlPlWpP47G2lhbaW1uJxeNodToyrFaMJhPavQKCQUN7DQymCAG0t7VSW5XYe2BKS8M6UFvfaDIRHWXFQq0bWoVHoXr3bsZPTqRXtfh8yVe6PB5sTicO+0BX4oHooLWxiekFRdTW1BCLxZg9ezbt7e0sXLiQYDDIP/7xD+nuK4QQh4hUARIHmwQA4rBTqVScdNJJnHTSSdx3331s2bIl2XjsD3/4A1arlfPPP58FCxZw1llnYTKZPnPMnp4etm3bRigU4oQTTiBjIJc/KyuLWCyWbDxWV1dHZWUlaWlpuFwuil0u0tPT2fT+f2ivawCdBktmZrIcZ5rZTDgUxGgyjvh984qKkv/d1NhIpLWV/p4e0i0W0oZszAWIjbIykGHNpGig10Bvd3eig7BOTzwWQ61WYxzh/gdTcnz9Ptqam5gxe3byNa0+ETxV796NWqMlc3DyT2IPRHNtLROc2VRWVKDVapk1axZVVVUsXLiQzMxMXn/9denuK4QQh1D8AHQCli0A4tNIACCOKCqVihkzZjBjxgzuuusuKioqko3HLr/8ctLS0pg3bx4LFixg/vz5pKenD8tHf++997jiiitYvnw53/zmNzEajcO+h9PpxOl0EovF6Orqwu1209zcTE1NDQaDAZfLRVZWFhkZGVTV1uJp9xBRqzBZLIRHSdFRKal7APLy8wGor64m4PfT4Xaj1eowW9KxZGSgGWVVIzakl8HQjcj9/X1UbNuBMzsLrTZRvnTw3qPhMF3eTrq7u5I9DgYpKhWVu3ZRPG4cXV7vnu8Ti9HR0MSc2SeyY/t2zGYzM2fOZPPmzVx66aVMnjyZv/71r9LdVwghhDjGSAAgjliKojBhwgRWrFjBrbfeSkNDQzIYuPbaa9FqtZx55pnJLsR2u50XX3yR6667jrKyMhYtWjRs8r83lUqV2CRss1FeXk5PTw9ut5u2tjbq6+vR6XTJXgOZmZk0tbaw2+MlFo5gtKRjTk9PjjVa92C1Rovd6Uw2B+vyeqmuqKCvpxezOZ1Me+oEOzbKBtu0NDMFJcXYnU6i0ehArwEdGo2Wvv4+jOY0ikpKcA+pAhQKBnG3tDDrlFMS1zjwSCgcDtNeV8+cE2azbetW7HY7U6dOZcOGDVx99dWceeaZ/OUvf5HuvkIIcRhIJ2BxsEkAII4KiqJQWFjITTfdxI033khbWxsvvPAC69atY9myZXzve99j9uzZbN68mS9/+cv8+c9/xrxXys2+fI+MjAwyMjIoKyujv7+ftrY23G43jY2NaDQanE4n00rGYbfbaW9vp76hibBaQZ+WlpLTv/e4Q1ltNqw2G1W7dqPTaamtrESr0yU7CH9aJaRoJLE3Qa1WUzp+PDBQvafTS3ZuHrCntGl/Xx8tDU3YhpQ9BZLdfcdn5bBlyxZyc3OZOHEif/rTn/je977H1772NX73u99Jd18hhDhMZA+AONgkABBHHUVRyM7O5jvf+Q7f/va36ezs5Fvf+hZr166lpKSEjRs3snDhQi666CIuvvhiioqKvlDjscFeA+PGjcPn8yV7DXz88ceo1eqUXgM9PT183NRKe2MTGqNx2FP9keh0WtLS00kbWEUIhUJUV1TS5fWQZjbjcLmGBwMj3IdKpUoJdlRqdaLMZ1cPZZPKaaxrSL4WDobwu9vJy8hk+/btlJSUUFJSwkMPPcSPf/xjli9fzs9+9jPp7iuEEEIcwyQAEEe1SCTCrbfeyvr163nkkUe4+uqrefnll1m3bh333Xcft912GzNnzkz2GigvL/9CNexNJhPFxcUUFxcTCASSvQa2bt0KgN1uZ0JBAU6nk1AoxK66WoIqULRaIqN0Id67EZhOp2PchPFU7IjicLmoq65O9hqwu1xoNJpRr33ovgRfXz/RaJSC4sG9AImnQL09PWRqdejjUFlZSXl5OXl5edx222386le/4uc//znf//73pca/EEIcZrED0Ak4JjlA4lNIACCOWr29vVx22WW89dZbrFu3jgULFgBw2WWXcdlllxEIBHj11VdZu3Yta9as4Sc/+QkTJ05MBgPTp0//Qk+6DQYDBQUFFBQUEAqFksHAjh072LFjB5mZmbhcLpwD6Tz//vB9OhqaiGvV2Ic81R9tnq1Wq1CpVMleAwB1VdWoVAr9fX1YMjKSVYn21lzfQDDgp2hcacrxLq+X9GiccDBEo9vNtGnTsNlsyZWT//3f/+XrX/+6TP6FEOJIcAA6AcsmAPFpJAAQR6Xm5mYuuOACmpqa2LhxIyeeeOKwcwwGAxdddBEXXXQRoVCIt99+m+eff56nnnqKBx54gOLi4mSa0Iknnoharf7c16HT6cjLyyMvL49IJEJHRwdut5uKigp27txJRkYGRVk5uFwuDAYDW3ftxBePEVGpRq0mNJLBCX1bczOe9nYikQharY6MzExMaSZ0egNN9fVYMqzoDKl9B7o9HgrSLfR0eenu7ua4445Ldvf997//zfr16znvvPNk8i+EEEKMEZLoe4Tp6+vjpptuIjc3F4PBwMyZM/nzn/98uC/riNLW1sYpp5yCz+fj3XffHXHyvzedTsfZZ5/Nb37zG+rr6/nnP//J4sWLeemllzj77LMpLy/npptuYuPGjYTDI6fsfBaNRkN2djbTp0/njDPOYMaMGZhMJmpqavjXv/7Fpk2bSNPpmVpYzKnlk7DEwFPfiLu5mWAgkBxn79SgVAq5BQUUlpSQk59Hd1cnddXVtDY1YXe5SM+wpJzd3tLC8WUT8La56e3tZdasWcTjcS644AI+/PBD/t//+3+cf/75MvkXQogjyGAn4P39I8RoZAXgCLN48WI2b97Mfffdx4QJE3j66ae54ooriMViXHnllYf78o4ILpeLG264gSVLlmAf0tRqX6nVak499VROPfVUHnzwQT788MNkedHHH38cm83G+eefz8UXX8yZZ56JYZR0m8/6Hi6XC5fLNVClpzNZTai6uhqTyZR83WKxUFFdjdfdQVSrJhwKEYvFRkxPUqlTj+XkDVT+icWS1znYj6C1oZFxmfaU7r4dHR0sXLiQQCDA22+/zeTJkz/3vQkhhDi4pAqQONiU+H4nmYkD5eWXX+aCCy5ITvoHzZs3j23btlFfX/+F0lTEvonH42zfvp1169axbt06PvjgAywWC+eeey4LFixg3rx5pKWl7dfT8ng8Tnd3d7K8aCAQQK/XJ4MBq9XK7upq3D1dqE1GTHt1EG5vbcOZnTVs3Ia6OgoGuhB72tvx9fQyOSeP3bt2odPpOP7446msrGTRokVkZGTwyiuvULhXwzAhhBCH17Zt25g6dSrnfv/3ZGSX7NdY3a01/P2ha9m6dStTpkw5QFcojhWyAnAEWbduHWazmUsvvTTl+JIlS7jyyivZtGkTX/rSlw7T1R37FEVhypQpTJkyhZUrV1JTU8PatWtZv3493/zmNzEYDJx11lnJxmNWq/ULlRe1Wq1YrVYmTJhAb29vsrxoQ0NDosOv08nkwmJsNhttbjf19Y2EVQqGdPOoFYUGn/rHYjF62z1MLyllx/btpKenM2PGjGR330mTJvHXv/71C62cCCGEODTiHIBGYAfmUsQxSgKAI8jWrVuZNGkSGk3qr2X69OnJ1yUAODQURaG0tJRbbrmFm2++mebmZtavX8/atWu5/vrrURSFM844g4svvpgLLrgAl8v1hYIBi8WCxWJJNh4bDAaam5vRaDQ4HA6KB3oNdHZ2sqW5FXdjE9phvQYUQqEQ3oZGZpaOY8uWLTgcDqZMmcLf//53rrrqKubOncuzzz4r3X2FEOIIF49BLLb/YwgxGtkEfATxeDzYbMMbSA0e83g8h/qSBImJel5eHt/97nd57bXXaG5u5tFHH0Wv13PLLbdQVlbGeeedx5o1a2hoaPjCT23S0tIoKSnhpJNO4rTTTqO0tJRAIMAnn3zCxo0baWxspLygkJPGlzPJ7qS7vgl3QxMet5tIOEhPUwulziw+/vhjcnJymDZtGs888wxXXHEFl156KevXr5fJvxBCCCFkBeBI82lPkaVSy+GnKApOp5NrrrmGJUuW0Nvby9/+9jfWrl3LT37yE5YvX84JJ5yQ7DUwbty4L/R7MxqNFBUVUVRURDAYTPYa2L59O5AICnMGeg0oisL2XbuwpKWxY8cOSktLk91977zzTm655Rbuv/9+6e4rhBBHCdkELA42CQCOIHa7fcSn/F6vF2DE1QFx+Aym8FxxxRVcccUV+Hw+/v73v7N27drk5Hvq1KnJYGDy5MlfaBKu1+vJz88nPz+fcDic7DWwa9cuduzYgdVqBaCqtZWJEyeSm5vLj370I371q1/x4IMPcvPNN0vwKIQQR5FYPL7fnXylE7D4NBIAHEEGUzYikUjKPoAtW7YAMHXq1MN1aWIfmEwmFi1axKJFiwgGg7z55pusW7eO3//+99x7772UlZUlG4/NmjXrCwUDWq2WnJwccnJyiEajtLe3U1FRQSAQIBgMcumll5KZmcm//vUvnnzySb7xjW/I5F8IIYQQKSQn4AiyaNEi+vr6eP7551OOP/nkk+Tm5nLSSScdpisTn5der2f+/Pn89re/pbGxkY0bN3L++efz/PPPM2fOHCZNmsQtt9zCP/7xDyKRyBf6HvF4nKamJsLhMMcddxz5+fno9XreffddotEo999/P/X19Qf4zoQQQhxs8Xg8mQb0hf/ICoD4FLICcAQ577zzOOecc1i6dCk9PT2UlZXxzDPPsGHDBp566inpAXCU0mg0nHHGGZxxxhk89NBDbN68Odl47De/+Q0ul4sLLriABQsWMGfOHHQ63WeO2dfXx9atWwkGg5xwwgmEQiFuuukmqqurefXVV4nH4/ztb38jb6BRmBBCiKOH7AEQB5usABxh1q5dyze+8Q3uvPNO5s+fz6ZNm3jmmWf42te+drgvTRwAKpWKk046ifvvv59du3bx8ccfs3TpUt5//30WLVpEcXEx1113HS+++CI+n2/EMbZt28asWbPYtGkTs2fPpquri3nz5tHa2spbb73Fl7/8Zc444wweeOCBYSVlhRBCCCGkE7AQR4B4PE5lZSXPP/8869evZ9OmTaSlpXHOOedw8cUXM3/+fNLT03nnnXf46le/it1u56WXXqK3t5eFCxdisVh45ZVXKBroBiyEEOLoM9gJ+Iz/epR0V/F+jdXrruWtR/9LOgGLEckKgBBHAEVRGD9+PCtWrODf//43dXV13HPPPXR2dnLttddSXFycrCZUXFzMG2+8QWNjI/PmzaOgoIC3335bJv9CCHGMiMc5AHsADv119/X1cdNNN5Gbm4vBYGDmzJn8+c9//lxjvPDCC5xxxhlYLBbS0tKYMmUKjz322EG64rFLAgAhjjCKolBYWMiNN97Im2++SXNzM1dddRVvvvkmVquVbdu2ccEFF3Deeedx8skn8+qrr+JwOA73ZQshhBjjFi9ezJNPPsmPf/xjXnnlFWbPns0VV1zB008/vU/vv++++1i8eDFTp07l2Wef5cUXX+T6668nFAod5CsfeyRBWIgjmKIorF27lscff5z/+q//4ic/+QmvvPIKP/3pTykpKeGFF15Aq9Ue7ssUQghxAB2Nm4BffvllXn31VZ5++mmuuOIKAObOnUtdXR0//OEP+epXv/qpxUzef/99Vq5cyc9+9jOWL1+ePH7WWWcd9Gsfi2QFQIgjVDwe58c//jHXX389d999N2vWrMHhcPCNb3yDHTt2sGPHDpn8CyHEMWi/038OQADxea1btw6z2cyll16acnzJkiU0NzezadOmT33/r371K/R6PTfccMPBvEwxQAIAIY5A0WiUpUuXsmrVKn77299yxx13pDT0UqvVX6iRmBBCCHEwbN26lUmTJg2rPjd9+vTk65/m7bffZtKkSTz//POUl5ejVqvJz89nxYoVkgJ0EMgMQuyXjRs3oijKiH/efffdlHM/+OADzj77bMxmM1arlcWLF1NdXT3iuI888ggTJ05Er9dTUlLC3XffTTgcPhS3dNhFIhEuu+wynnjiCZ577jm+/e1vH+5LEkIIcQgdyEZglZWVbNu2LeWP2+0+4Nfs8Xiw2WzDjg8e83g8n/r+pqYmKioqWLZsGcuWLeO1117j6quvZvXq1SxZsuSAX+9YJ3sAxAFx7733Mnfu3JRjU6dOTf73zp07mTNnDjNnzuTZZ58lEAhw5513cvrpp/PRRx/hdDqT595zzz3ccccdrFixgnnz5rF582Zuv/12mpqaxkQlALVazcSJE1m2bBlnnHHG4b4cIYQQh9qBSOEZeP/ChQuHvfTjH/+Yu+66a9S3bty4cdi/6aP58MMPmTlzJkDKSvXePu01gFgsRm9vL8888wyXX345kNhD0N/fzy9/+UvuvvtuysrK9umaxGeTAEAcEOPHj+fkk08e9fU777wTvV7PSy+9hMViAWDWrFmMHz+e1atXc//99wOJJwSrVq3iW9/6Fvfeey8Ac+bMIRwOc/vtt3PTTTcxefLkg39Dh5GiKNxzzz2H+zKEEEIcA9avXz9s4jz0odtIysvLefzxx/dp/MLCQgDsdvuIT/m9Xi/AiKsDQ9ntdlpbWzn33HNTjp933nn88pe/5IMPPpAA4ACSAEAcdJFIhJdeeolvfvObyck/QFFREXPnzmXdunXJAGDDhg0EAoFhy31Llixh5cqVrF+//pgPAIQQQoxt8Tjsb5/WwbeXlZV97kZgOTk5XHfddZ/rPdOmTeOZZ54hEomk7APYsmULkJoVMJLp06fT2to67Pjgz0H2vR1Y8tMUB8R3v/tdNBoNFouFc889l3/+85/J16qqqvD7/cmNQENNnz6dyspKAoEAsGeT0LRp01LOy8nJweFwfOYmIiGEEOKoF4sfmD+H0KJFi+jr6+P5559POf7kk0+Sm5vLSSed9Knvv+SSSwB45ZVXUo6//PLLqFQqZs+efWAveIyTAEDsl4yMDG688UZ++9vf8uabb/Lwww/T0NDAnDlz+Pvf/w7s2fgz2uageDxOZ2dn8ly9Xk9aWtqI537WJiKx/w5EJ0chhBBjy3nnncc555zD0qVLefzxx3nzzTf59re/zYYNG3jggQdSegBce+21aDQa6urqkseWLFnC8ccfz/XXX89///d/89prr7FixQrWrFnD9ddfL93uDzBJARL75bjjjuO4445Lfn366aezaNEipk2bxvLly1Ny+fZ1c9D+bCIS+2/x4sVs3ryZ++67jwkTJiSbusRiMa688srDfXlCCHHMG6wCtL9jHGpr165l5cqV3HnnnXi9XiZOnJiyqXdQNBolGo2mXKNWq+XVV1/ltttu495778Xr9VJSUsJ9993HD37wg0N9K8c8CQDEAWe1Wrnwwgt59NFH8fv92O12YOQSYF6vF0VRsFqtQGITUCAQwOfzYTKZhp07a9asg379Y9n+dnIUQgix/+KxGPFYbL/HONTMZjMPP/wwDz/88Kee98QTT/DEE08MO26z2Xj00Ud59NFHD9IVikGSAiQOisGoXlEUxo0bh9FoTG4EGmrLli2UlZVhMBiAPbn/e5/b2tpKR0fHZ24iEvtnfzs5CiGEEOLIJwGAOOA6Ozt56aWXmDlzJgaDAY1Gw0UXXcTatWvp7e1NnldfX8+bb77J4sWLk8fmz5+PwWAY9mTgiSeeQFGUEesZiwNnfzs5CiGE2H/73QTsQPQREMc0SQES++XKK6+ksLCQE044AYfDQUVFBT//+c9pa2tLmcTffffdzJ49mwsvvJAVK1YkG4E5HA5uvvnm5Hk2m43bb7+dO+64A5vNlmwEdtddd3HddddJCdCDzOPxUFpaOuz4vnZyFEIIcQDE2f8qPjL/F59CAgCxX6ZPn85f/vIXHn30Ufr6+rDZbJx22mn88Y9/TCnZNXHiRDZu3Mitt97KV77yFTQaDWeeeSarV68e1pBk5cqVpKens2bNGlavXk12djYrVqxg5cqVh/r2xiTZhC2EEEIc2yQAEPtlxYoVrFixYp/OnTVrFq+99to+nbts2TKWLVu2P5cmvoD97eQohBBi/x2IFB5JARKfRvYAHMUikQgbN2483JchjiHTpk1jx44dRCKRlOP72slRCCHEAXAg8v8lABCfQgKAo1htbS1nnnmmPCkXB8z+dnIUQgghxJFPUoCOYmVlZcybN48dO3Ykj0WjUf79739TVVXFFVdcgU6nO4xXKI42Qzs59vT0UFZWxjPPPMOGDRt46qmnpAeAEEIcAkdrIzBx9JAA4CgVj8dRFIXc3Fw2btyI1+ulpaWFVatWsWHDBgoKCigsLGTu3LmH+1LFUWZfOzkKIYQ4OOLx+H5P4CUAEJ9GUoCOUoPVWM4991xaWlq47bbbOPXUU6mqquIPf/gDn3zyiUz+xRcy2MmxpaWFYDDIxx9/LJN/IYQQ4hgiAcBRZmhEX1VVxbZt2wgGg7z66qv87Gc/491332XhwoXEDkML8GNBb28vy5cvZ968eTidThRF4a677hrx3A8++ICzzz4bs9mM1Wpl8eLFVFdXj3juI488wsSJE9Hr9ZSUlHD33XcTDoeHned2u7n66qtxOByYTCZOOeUUXn/99QN5i0IIIY50g5t49/ePEKOQAOAooygKwWCQn/70p5xyyimsW7cOgO985zssXboUlUpFJBJBpfr8v9r+/v4DfblHHY/Hw2OPPUYwGPzUrsM7d+5kzpw5hEIhnn32Wf7nf/6H3bt3c/rpp9Pe3p5y7j333MONN97I4sWL+fvf/87111/Pvffey3e/+92U84LBIGeddRavv/46Dz/8MC+88AJZWVnMnz+ft95662DcrhBCiCNQYg9AbP/+SAqQ+BSyB+AoUltby2uvvcaqVavo6elh2bJl/OhHP2LOnDls3LiR733ve5hMJjSaz/9rDYfD3Hbbbbz00kts376d9vZ28vPzD8JdHNmKioro7OxEURQ6Ojr43e9+N+J5d955J3q9npdeegmLxQIk+hyMHz+e1atXc//99wOJgGLVqlV861vf4t577wVgzpw5hMNhbr/9dm666aZkd+Pf//73bN26lXfeeYdTTjkFgLlz5zJjxgyWL1/Opk2bDvbtCyGEEGIMkBWAo8hHH33E3Xffzfz589m8eTN33XUXer2eOXPm8P7772MymYZF/NFo9FPHHDy/vr6eqqoqampqWLVqFZdccgk5OTksX7582BPtY5miKJ/Z7TYSifDSSy9xySWXJCf/kAge5s6dm1yVAdiwYQOBQIAlS5akjLFkyRLi8Tjr169PHlu3bh3l5eXJyT+ARqPh61//Ou+99x5NTU37eXdCCCGOBvvbA+BANBITxzYJAI4iCxcupKGhgd/85jeMGzcumUNeWFiI1+vl3XffRVGUlCBgX8s27tixg3fffZepU6disVhYvXo1N9xwA7/73e/405/+BEBDQwPvvPPOgb+xo0xVVRV+v5/p06cPe2369OlUVlYSCAQA2Lp1K5BosDVUTk4ODocj+frguaONCbBt27YDdg9CCCGOXBIAiINNUoCOItFoFLVanXxCrdVqAfjSl77E+PHjqamp4eSTTyYcDqPT6fj973+PXq/niiuuGDUQUBSFWCzG5s2b8Xq9/OUvf+Gss84C4PTTT2ft2rU8++yzvPPOO8RiMT7++GO8Xi8rV67k+uuvx2AwHJqbP4J4PB4AbDbbsNdsNhvxeJzOzk5ycnLweDzo9XrS0tJGPHdwrMFxRxtz6PcVQghxjDsAfQCQPQDiU0gAcBQZbRI/Y8YMtm/fnqz8M9j86wc/+AH9/f186UtforS0dNj7BnsJNDU1sXHjRqZNm8ZZZ51FJBJJ7iOwWq288cYb/PSnP+Wcc87B4XCwevVqHnzwQb785S9zwgknANDV1YXRaESv1x+MWz8ifVqq0NDX9vW8z3uuEEIIIcQXISlAx4BoNJqczAP4/X7WrFlDf38/Dz744IiT/6F27NjBBx98wCWXXJJy/OOPP6a2tpZTTz2VlStXcuKJJ1JaWsoPfvAD2tra2Lx5c/LcJ598EqPRyPbt26msrKSnp+fA3+gRwm63AyM/kfd6vSiKgtVqTZ4bCATw+Xwjnjv0ib/dbh91TBh5xUEIIcQxSMqAioNMAoBjwGBa0GAA8O9//5unn36aW2+9le9///ujvm/w/A8++ID+/v5kADBYQnTz5s3U1tYmN7D6/X4AqqurMZlMyclqZ2cnu3btAmDVqlXccMMNyS7E77333kG448Nr3LhxGI1GtmzZMuy1LVu2UFZWlkyNGsz93/vc1tZWOjo6mDp1avLYtGnTRh0TSDlXCCHEsSseOxD7AA73XYgjmQQAx6AzzzyTZ599lttuuw349HbgjY2NrF27lpKSEqZMmUI8HkelUhGLxXjnnXfQaDTJeviDew42btyITqfj+OOPBxKbYt9++22Ki4uZMWMGq1at4k9/+hMtLS2sXr2aeDyOx+Phz3/+M/X19Qf35g8BjUbDRRddxNq1a+nt7U0er6+v580332Tx4sXJY/Pnz8dgMPDEE0+kjPHEE0+gKEpKr4FFixaxc+fOlHKfkUiEp556ipNOOonc3NyDdk9CCCGEGDtkD8AxKi8vL/nfn5Y7bjKZmDFjRnJyGYlE0Gq17N69m/fff5+TTz4Zm81GNBpFo9EQCoX417/+hcvl4stf/jKQqF6zfft21qxZw9KlS5Njv/rqqzz11FNcdtll9PT0EAwGWbJkCYsWLeKBBx44YvsMvPLKK/T39ycn99u3b+f//u//ADj//PMxmUzcfffdzJ49mwsvvJAVK1YQCAS48847cTgc3HzzzcmxbDYbt99+O3fccQc2m4158+YlS7hed911yR4AANdccw1r1qzh0ksv5b777sPlcvHrX/+aXbt28dprrx3aH4IQQojDJk58vxt5xZEUIDE6CQDGOJvNxuOPP578enDz79tvv82WLVv4+c9/DiQCA7VazXvvvcfu3bs599xzMZvN9PT08O6772I0Gvna174G7NlcrFar8Xq9TJo0iQsvvJBx48bx17/+lZtuuonTTz+dpUuXpuxdOFIsXbqUurq65NfPPfcczz33HAA1NTUUFxczceJENm7cyK233spXvvIVNBoNZ555JqtXr8bpdKaMt3LlStLT01mzZg2rV68mOzubFStWsHLlypTz9Ho9r7/+OsuXL+eGG27A5/Mxc+ZMXnnlFc4444yDf+NCCCGOCIPdfPd3DCFGIwHAGBcbaBc+WGFocDI+b948brzxxuSkfnBfwBtvvEE4HOaCCy4AEvsB3n77bebOnYvFYkmWKu3o6GDLli04HA5+8pOfJL/f1VdfzY9+9CM2b97MNddcc0RWDaqtrd2n82bNmrXPT+aXLVvGsmXLPvO8rKwsnnzyyX0aUwghhBDii5A9AGOcSqUasbxocXExDz30EC6XC0jk/8diMV5++WWCwSBnnnkmkKggVFFRwVe/+lVgz36DTz75hI8++ohFixYBJBtj1dXVodFo8Pv9R+TkXwghhDjspAqQOMhkBUCMKBaLpVQWgkSw8PTTT/PRRx9ht9vp7+9nw4YNRKPR5IrAYDDx7rvv0tHRweWXX558L8A//vEP+vv7mTlzZvL7DL4mhBBCiMTDtP1tBLa/ewjEsU0CADGi0SblpaWllJaWEo/H0ev1nHnmmZhMpuRGYbVaTXd3N++99x45OTnMnTsX2FNB6I033kCtVnPuuecC0txKCCGEEOJQkwBAfC6Dm3YVRUGj0XDVVVdx1VVXAXuCho8//pgXX3yRiy++GIBwOIxWq6W1tZX//Oc/TJgwIbkCIAGAEEIIkSrQ697vOv7BfveBuRhxTJIAQHwue0/YI5FIsnLQ4Gsnn3wy//M//8OUKVOARKdirVbL22+/TWtra7LhmKT/CCGEEHtkZmaSnp5Oxfu/PiDjpaenk5mZeUDGEscWCQDEfhmc/A+l0+m4+uqrk18PdsV966236Ojo4KyzzgLk6b8QQggxVG5uLjt37qSzs/OAjJeZmSlNJMWIlLjsEhEHwUhP96PRKP/617+SDcSEEEIIIcShJwGAOOSOxOZfQgghhBBjhSRgi0NOJv9CCCGEEIePBABCCCGEEEKMIRIACCGEEEIIMYZIACCEEEIIIcQYIgGAEEIIIYQQY4gEAEIIIYQQQowhEgAIIYQQQggxhkgAIIQQQgghxBgiAYAQQgghhBBjiAQAQgghhBBCjCESAAghhBBCCDGGSAAghBBCCCHEGCIBgBBCCCGEEGOIBABCCCGEEEKMIRIACCGEEEIIMYZIACCEEEIIIcQYIgGAEEIIIYQQY4gEAEIIIYQQQowhEgAIIYQQQggxhkgAIIQQQgghxBgiAYAQQgghhBBjiAQAQgghhBBCjCESAAghhBBCCDGGSAAghBBCCCHEGCIBgBBCCCGEEGOIBABCCCGEEEKMIRIACCGEEEIIMYZIACCEEEIIIcQYIgGAEEIIIYQQY4gEAEIIIYQQQowhEgAIIYQQQggxhkgAIIQQQgghxBgiAYAQQgghhBBjiAQAQgghhBBCjCESAAghhBBCCDGGSAAghBBCCCHEGCIBgBBCCCGEEGOIBABCCCGEEEKMIRIACCGEEEIIMYZIACCEEEIIIcQYIgGAEEIIIYQQY4gEAEIIIYQQQowhEgAIIYQQQggxhkgAIIQQQgghxBgiAYAQQgghhBBjiAQAQgghhBBCjCESAAghhBBCCDGGSAAghBBCCCHEGCIBgBBCCCGEEGOIBABCCCGEEEKMIRIACCGEEEIIMYZIACCEEEIIIcQYIgGAEEIIIYQQY4gEAEIIIYQQQowhEgAIIYQQQggxhkgAIIQQQgghxBgiAYAQQgghhBBjiAQAQgghhBBCjCESAAghhBBCCDGGSAAghBBCCCHEGCIBgBBCCCGEEGOIBABCCCGEEEKMIRIACCGEEEIIMYZIACCEEEIIIcQYIgGAEEIIIYQQY4gEAEIIIYQQQowhEgAIIYQQQggxhkgAIIQQQgghxBgiAYAQQgghhBBjiAQAQgghhBBCjCESAAghhBBCCDGGSAAghBBCCCHEGCIBgBBCCCGEEGOIBABCCCGEEEKMIRIACCGEEEIIMYZIACCEEEIIIcQYIgGAEEIIIYQQY8j/B1/v7eKakbGAAAAAAElFTkSuQmCC",
"text/html": [
"\n",
"
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"
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" Figure\n",
"
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" \n",
"
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" "
],
"text/plain": [
"Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Plot critical buckling mode\n",
"amplification_factor = 200\n",
"_, ax, cbar = pynastran_utils.plot_buckling_mode(op2_object=sol_105_op2, subcase_id=second_subcase_id,\n",
" displacement_amplification_factor=amplification_factor,\n",
" displacement_component='tz', colormap='sunset')\n",
"\n",
"# Plot node of max displacement\n",
"max_displacement_node_xyz = sol_105_op2.nodes[max_displacement_node_id].xyz + amplification_factor*sol_105_op2.eigenvectors[\n",
" second_subcase_id].data[0, max_displacement_index, 0:3] # we multiply the eigenvector by the default displacement scale factor of plot_buckling_mode\n",
"ax.plot(max_displacement_node_xyz[0], max_displacement_node_xyz[1], max_displacement_node_xyz[2], 'x',\n",
" label=f\"Node {max_displacement_node_id:d} (max displacement)\", zorder=4)\n",
"ax.legend()\n",
"\n",
"# Define function to adjust axes ticks and labels' position\n",
"def adjust_3d_plot(axes, colorbar=None):\n",
" axes.locator_params(axis='x', nbins=3) # set number of ticks of x-axis\n",
" axes.locator_params(axis='z', nbins=2) # set number of ticks of z-axis\n",
" axes.tick_params(axis='y', which='major', pad=20) # adjust position of ticks' label of y-axis\n",
" axes.tick_params(axis='z', which='major', pad=6) # adjust position of ticks' label of z-axis\n",
" axes.yaxis.labelpad = 60 # adjust position of y-axis's label\n",
" axes.zaxis.labelpad = 10 # adjust position of z-axis's label\n",
" if colorbar is not None:\n",
" colorbar.ax.set_position(colorbar.ax.get_position().shrunk(1.0, .66)) # decrease colorbar size\n",
" colorbar.ax.set_position(colorbar.ax.get_position().translated(-0.05, .14)) # move colorbar upwards\n",
"\n",
"# Set axes ticks and labels' position and show plot\n",
"adjust_3d_plot(ax, cbar)\n",
"plt.show()"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"The last step before producing our 3D equilibrium diagram consists in finding the displacement history at node 570, $u_{z,\\,570}$, for the natural and the complementary equilibrium paths."
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [],
"source": [
"_, _, local_displacements_natural_path = pynastran_utils.read_load_displacement_history_from_op2(\n",
" op2_object=sol_106_pu_op2, displacement_node_id=max_displacement_node_id)\n",
"_, _, local_displacements_complementary_path = pynastran_utils.read_load_displacement_history_from_op2(\n",
" op2_object=sol_106_pw_op2, displacement_node_id=max_displacement_node_id)"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"We can now produce our 3D equilibrium diagram, nondimensionalizing the tip displacement with the length $l$ of the box beam and the local displacement with the width $w$."
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "a4eddc77f15b43ac91602eb0e2498c40",
"version_major": 2,
"version_minor": 0
},
"image/png": 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",
"text/html": [
"\n",
"
\n",
"
\n",
" Figure\n",
"
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" \n",
"
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" "
],
"text/plain": [
"Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Create figure with three-dimensional axes\n",
"plt.figure()\n",
"ax_3d = plt.axes(projection='3d')\n",
"\n",
"# Plot applied load against tip and local displacements\n",
"nondimensional_local_displacements = {\n",
" \"natural path\": local_displacements_natural_path[second_subcase_id][:, Z_COMPONENT_INDEX]/w,\n",
" \"complementary path\": local_displacements_complementary_path[second_subcase_id][:, Z_COMPONENT_INDEX]/w}\n",
"nondimensional_tip_displacements = {\n",
" \"natural path\": tip_displacements_pu[second_subcase_id][:, Z_COMPONENT_INDEX]/l,\n",
" \"complementary path\": tip_displacements_pw[second_subcase_id][:, Z_COMPONENT_INDEX]/l}\n",
"nondimensional_applied_loads = {\n",
" \"natural path\": applied_loads_pu[second_subcase_id][:, Z_COMPONENT_INDEX]/SOL_105_BUCKLING_LOAD,\n",
" \"complementary path\": applied_loads_pw[second_subcase_id][:, Z_COMPONENT_INDEX]/SOL_105_BUCKLING_LOAD}\n",
"for count, key in enumerate(nondimensional_local_displacements.keys()):\n",
" ax_3d.plot3D(nondimensional_local_displacements[key], nondimensional_tip_displacements[key],\n",
" nondimensional_applied_loads[key], MARKERS[count], color=COLORS[count], label=key) # plot applied loads against tip and local displacements\n",
"\n",
"# Set plot appearance\n",
"ax_3d.set_xlabel(f\"$u_{{z,\\,{max_displacement_node_id:d}}}/w$\")\n",
"ax_3d.set_ylabel(\"$u_{z,\\,tip}/l$\")\n",
"ax_3d.set_zlabel(\"$P/P_\\mathrm{SOL\\/105}$\")\n",
"ax_3d.grid(visible=True)\n",
"ax_3d.legend()\n",
"plt.show()"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"From the plot above we have a clear visualization of the complementary path being disconnected from the natural path. However, we can also notice something suspicious along the natural path. In fact, following the equilibrium path from the ground state towards an increasing applied load, we can see that when we approach and exceed $P/P_\\text{SOL 105}=1$ the local displacement initially seems to increase with a positive value and then it jumps to negative values. What is happening here?\n",
"\n",
"Let's try to load the structure from the ground state to $P/P_\\text{SOL 105}=2$ with fine arc-length increments and see what happens."
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Nastran job natural_equilibrium_path_verification.bdf completed\n",
"Wall time: 331.0 s\n"
]
},
{
"data": {
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"WARNING: subcase.py:683 nwords_to_lsem=1000 nwords_to_lsem//4=250\n",
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",
"text/html": [
"\n",
"
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" "
],
"text/plain": [
"Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Create first subcase and select NLPARM and NLPCI card with fine arc-length incremenets\n",
"pynastran_utils.create_static_load_subcase(bdf_object=box_beam_bdf, subcase_id=1, load_set_id=load_set_id)\n",
"box_beam_bdf.case_control_deck.subcases[0].params['NLPARM'][0] = second_subcase_id\n",
"box_beam_bdf.nlpcis[second_subcase_id].mxinc = 140 # increase maximum number of allowed increments to prevent the analysis from stopping before convergence\n",
"\n",
"# Run analysis and read applied loads and displacements from OP2 object\n",
"input_name = \"natural_equilibrium_path_verification\"\n",
"sol_106_natural_path_op2 = pynastran_utils.run_tangent_stiffness_matrix_eigenvalue_calculation(\n",
" bdf_object=box_beam_bdf.__deepcopy__({}), method_set_id=zero_load_set_id + 1, no_eigenvalues=no_eigenvalues,\n",
" analysis_directory_path=analysis_directory_path, input_name=input_name, run_flag=False)\n",
"_, applied_loads_natural_path, tip_displacements_natural_path = pynastran_utils.read_load_displacement_history_from_op2(\n",
" op2_object=sol_106_natural_path_op2, displacement_node_id=tip_master_node_id)\n",
"_, _, local_displacements_natural_path = pynastran_utils.read_load_displacement_history_from_op2(\n",
" op2_object=sol_106_natural_path_op2, displacement_node_id=max_displacement_node_id)\n",
"\n",
"# Plot 3D equilibrium diagram\n",
"plt.figure()\n",
"ax_3d = plt.axes(projection='3d')\n",
"ax_3d.plot3D(local_displacements_natural_path[first_subcase_id][:, Z_COMPONENT_INDEX]/w,\n",
" tip_displacements_natural_path[first_subcase_id][:, Z_COMPONENT_INDEX]/l,\n",
" applied_loads_natural_path[first_subcase_id][:, Z_COMPONENT_INDEX]/SOL_105_BUCKLING_LOAD,\n",
" MARKERS[0], color=COLORS[0]) # plot applied loads against tip and local displacements\n",
"ax_3d.set_xlabel(f\"$u_{{z,\\,{max_displacement_node_id:d}}}/w$\")\n",
"ax_3d.set_ylabel(\"$u_{z,\\,tip}/l$\")\n",
"ax_3d.set_zlabel(\"$P/P_\\mathrm{SOL\\/105}$\")\n",
"ax_3d.grid(visible=True)\n",
"plt.show()\n",
"\n",
"# Plot eigenvalue diagram\n",
"plot_tangent_stiffness_matrix_eigenvalues(analysis_directory_path, input_name, applied_loads_natural_path)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The above plot confirms our suspicion. In fact, we can see that when we exceed $P/P_\\text{SOL 105}=1$ the local displacement increases monotonically with a positive value. Furthermore, the eigenvalue diagram confirms that the structure is stable along the whole path, as we would expect for the natural path of our box beam. This means that the actual natural equilibrium path is the one that we have just found in the last analysis and not the one that we found in the previous analysis. What is then the other equilibrium path and why does the solver jumping to the actual natural path instead of following it?\n",
"\n",
"If we look back at the results of the 1-DOF system of our [second notebook](02_Supercritical_Pitchfork_Bifurcation_of_Euler_Column.ipynb#1dof), we can see that the simplest example of a complementary path in a broken supercritical pitchfork is made by an equilibrium path made by a stable segment and an unstable segment, which are close to the equilibrium paths of the supercritical pitchfork bifurcation of the perfectly symmetric system. The 3D equilibrium diagram shown earlier suggests that the equilibrium path found in the previous analysis might correspond to the stable segment of a complementary path that is very close to the supercritical pitchfork bifurcation of the system associated to our box beam loaded in a way that does not break any symmetry. If that's the case, why does the arc-length solver jump from the complementary path to the actual natural path and does not follow the complementary path through its unstable segment?\n",
"\n",
"Looking at the f06 file of the previous analysis we notice that the vast majority of arc-length increments converged in 2 or 3 iterations. The number of iterations is greater only when approaching $P/P_\\text{SOL 105}=1$ and it achieves a maximum value of 6 and 7 just before and just after such applied load. What is happening here?\n",
"\n",
"The arc-length method is a predictor-corrector method, meaning that it first makes a prediction of the next equilibrium point by taking a tangent step to the load-displacement diagram and then it corrects the prediction to find the actual equilibrium point by means of Newton-Raphson iterations. The prediction is thus based on the tangent stiffness matrix evaluated at the last converged equilibrium point. If the equilibrium path is highly nonlinear around such point, the predictor step may land relatively far from the followed path. In the event that the predictor step lands closer to a different path, the corrector step will make the solver converge to this new path instead of the old path. When this happens it is likely that the corrector step requires more iterations than usual to converge, as it tries to converge to an equilibrium point that is relatively far from the last converged point. This is what may be happening in our case.\n",
"\n",
"For this reason, we repeat both analyses limiting the maximum number of iterations for each increment to 5. This means that the solver will reduce the size of the predictor step where the corrector step cannot converge \"easily\", that is to say in presence of strong nonlinearities. In this way, we expect the solver to follow the complementary path of the structure without jumping."
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Nastran job equilibrium_path_verification_pu_maxiter5.bdf completed\n",
"Wall time: 372.0 s\n"
]
},
{
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"source": [
"# Change NLPARM and NLPCI card of first subcase to use coarse arc-length increments\n",
"box_beam_bdf.case_control_deck.subcases[0].params['NLPARM'][0] = first_subcase_id\n",
"\n",
"# Create second subcase to unload the structure\n",
"pynastran_utils.create_static_load_subcase(bdf_object=box_beam_bdf, subcase_id=second_subcase_id, load_set_id=zero_load_set_id)\n",
"box_beam_bdf.case_control_deck.subcases[subcase_id].add_integer_type('NLPARM', second_subcase_id) # select NLPARM fine arc-length increments for second subcase\n",
"box_beam_bdf.nlparms[second_subcase_id].max_iter = 5 # set maximum number of iterations for each increment to 5\n",
"\n",
"# Run analysis and read applied loads and displacements from OP2 object\n",
"input_name = \"equilibrium_path_verification_pu_maxiter5\"\n",
"sol_106_pu_maxiter5_op2 = pynastran_utils.run_tangent_stiffness_matrix_eigenvalue_calculation(\n",
" bdf_object=box_beam_bdf.__deepcopy__({}), method_set_id=zero_load_set_id + 1, no_eigenvalues=no_eigenvalues,\n",
" analysis_directory_path=analysis_directory_path, input_name=input_name, run_flag=False)\n",
"_, applied_loads_pu_maxiter5, tip_displacements_pu_maxiter5 = pynastran_utils.read_load_displacement_history_from_op2(\n",
" op2_object=sol_106_pu_maxiter5_op2, displacement_node_id=tip_master_node_id)\n",
"_, _, local_displacements_pu_maxiter5 = pynastran_utils.read_load_displacement_history_from_op2(\n",
" op2_object=sol_106_pu_maxiter5_op2, displacement_node_id=max_displacement_node_id)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Now we plot the results in terms of 3D equilibrium diagram and eigenvalue diagram. This time, we also add the natural equilirbium path found earlier to the 3D equilibrium diagram for reference."
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
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"model_id": "6b9517b5f6f74c2da4b4f1dc534bfcaa",
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},
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",
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"Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
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"source": [
"# Create figure with three-dimensional axes\n",
"plt.figure()\n",
"ax_3d = plt.axes(projection='3d')\n",
"\n",
"# Plot part of the equilibrium paths that should not be visible on top of the plane\n",
"load_factor = 1.9\n",
"for count, key in enumerate(nondimensional_local_displacements.keys()):\n",
" ax_3d.plot3D(nondimensional_local_displacements[key], nondimensional_tip_displacements[key],\n",
" np.where(nondimensional_applied_loads[key] < load_factor, nondimensional_applied_loads[key], np.nan),\n",
" MARKERS[count], color=COLORS[count])\n",
"\n",
"# Plot P/Psol105=1.9 plane\n",
"local_displacements_array = np.concatenate(tuple(nondimensional_local_displacements[key] for key in\n",
" nondimensional_local_displacements))\n",
"tip_displacements_array = np.concatenate(tuple(nondimensional_tip_displacements[key] for key in\n",
" nondimensional_tip_displacements))\n",
"xx, yy = np.meshgrid([np.min(local_displacements_array), np.max(local_displacements_array)],\n",
" [np.min(tip_displacements_array), np.max(tip_displacements_array)])\n",
"ax_3d.plot_surface(xx, yy, np.full_like(xx, load_factor), alpha=0.4, color=COLORS[len(nondimensional_local_displacements)])\n",
"\n",
"# Plot part of the equilibrium paths that should be visible on top of the plane\n",
"for count, key in enumerate(nondimensional_local_displacements.keys()):\n",
" ax_3d.plot3D(nondimensional_local_displacements[key], nondimensional_tip_displacements[key],\n",
" np.where(nondimensional_applied_loads[key] >= load_factor, nondimensional_applied_loads[key], np.nan),\n",
" MARKERS[count], color=COLORS[count], zorder=3)\n",
"\n",
"# Set plot appearance\n",
"ax_3d.set_xlabel(f\"$u_{{z,\\,{max_displacement_node_id:d}}}/w$\")\n",
"ax_3d.set_ylabel(\"$u_{z,\\,tip}/l$\")\n",
"ax_3d.set_zlabel(\"$P/P_\\mathrm{SOL\\/105}$\")\n",
"ax_3d.grid(visible=True)\n",
"plt.show()\n",
"\n",
"# Plot static deformation of natural path\n",
"print(\"Deformation on natural path:\")\n",
"load_step = np.argmin(np.abs(nondimensional_applied_loads[\"natural path\"] - load_factor)) + 1 # find closest load step to plane\n",
"_, ax, cbar = pynastran_utils.plot_static_deformation(op2_object=sol_106_natural_path_op2, subcase_id=first_subcase_id,\n",
" load_step=load_step, displacement_component='tz')\n",
"adjust_3d_plot(ax, cbar)\n",
"plt.show()\n",
"\n",
"# Plot first deformation on complementary path 1\n",
"print(\"Deformations on first complementary path:\")\n",
"key = \"complementary path 1\"\n",
"min_load_index = np.argmin(nondimensional_applied_loads[key])\n",
"load_step = np.argmin(np.abs(nondimensional_applied_loads[key][:min_load_index] - load_factor)) + 1 # find closest load step to plane on first side of the path\n",
"_, ax, cbar = pynastran_utils.plot_static_deformation(op2_object=sol_106_pw_load_control_op2, subcase_id=second_subcase_id,\n",
" load_step=load_step, displacement_component='tz')\n",
"adjust_3d_plot(ax, cbar)\n",
"plt.show()\n",
"\n",
"# Plot second deformation on complementary path 1\n",
"load_step = np.argmin(np.abs(nondimensional_applied_loads[key][min_load_index:] - load_factor)) + min_load_index + 1 # find closest load step to plane on second side of the path\n",
"_, ax, cbar = pynastran_utils.plot_static_deformation(op2_object=sol_106_pw_load_control_op2, subcase_id=second_subcase_id,\n",
" load_step=load_step, displacement_component='tz')\n",
"adjust_3d_plot(ax, cbar)\n",
"plt.show()\n",
"\n",
"# Plot deformation on complementary path 2\n",
"print(\"Deformation on second complementary path:\")\n",
"key = \"complementary path 2\"\n",
"load_step = np.argmin(np.abs(nondimensional_applied_loads[key] - load_factor)) + 1 # find closest load step to plane\n",
"_, ax, cbar = pynastran_utils.plot_static_deformation(op2_object=sol_106_pu_maxiter5_op2, subcase_id=second_subcase_id,\n",
" load_step=load_step, displacement_component='tz')\n",
"adjust_3d_plot(ax, cbar)\n",
"plt.show()"
]
},
{
"attachments": {},
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"source": [
"The deformation shape is different for every equilibrium point inspected and the top skin appears always in a buckled-like state, except for the first point of the first complementary path. Furthermore, we can observe that the deformation shapes of the natural path and of the second complementary path are one the \"mirror\" image of the other, as where the natural path exhibits a positive out-of-plane displacement, the second complementary path exhibits a negative out-of-plane displacement and viceversa. This reinforces our parallelism with the example of the 1-DOF system of our [second notebook](02_Supercritical_Pitchfork_Bifurcation_of_Euler_Column.ipynb#1dof), where the deformation shapes of the natural path and the stable segment of the complementary path are one the \"mirror\" image of the other."
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"## Conclusion \n",
"\n",
"***\n",
"\n",
"In this notebook we have verified the existence of complementary equilibrium paths in the equilibrium manifold of the box beam reinforced with ribs. More specifically, we were able to find two different complementary paths, disconnected from the natural path. Similarly to our last notebook, this was possible by choosing very coarse arc-length and by playing around with the error functions of the nonlinear analysis. However, we remind that the same caveats and reflections in terms of the limited visualization of the equilibrium manifold apply here as well.\n",
"\n",
"In addition, we have also found out that the arc-length solver may jump from one equilirbium path to another. This might happen when the predictor step lands in the proximity of a different equilibrium path than the one followed and the corrector step cannot converge to the old path. In this case, the solver will converge to the new path instead of the old path. This is what happened in our case, where the solver jumped from the complementary path to the natural path. We have also seen that this can be avoided by limiting the maximum number of iterations for each increment, allowing the solver to reduce the size of the predictor step where the corrector step cannot converge \"easily\".\n",
"\n",
"In the [next notebook](16_Investigation_of_the_Equilibrium_Paths_of_the_Box_Beam_Reinforced_with_Ribs_and_Stiffeners.ipynb) we are going to perform an analogous investigation on the box beam reinforced with ribs and stiffeners."
]
}
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