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"source": [
"Code provided under BSD 3-Clause license, all other content under a Creative Commons Attribution license, CC-BY 4.0. (c) 2022 Francesco Mario Antonio Mitrotta."
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"# Equilibrium Diagram of a Thin Plate under Uniaxial Compression\n",
"\n",
"***\n",
"\n",
"In this notebook we investigate the equilibrium diagram of a thin plate under uniaxial compression using MSC Nastran SOL 106. After our analyses on the [buckling load](01_Buckling_Analysis_of_Euler_Column.ipynb) and on the [supercritical pitchfork bifurcation](02_Supercritical_Pitchfork_Bifurcation_of_Euler_Column.ipynb) of Euler's column, we want to tackle this problem to build confidence in SOL 106's nonlinear capabilities using shell elements instead of beam elements.\n",
"\n",
"We first define the problem and calculate the buckling load of the plate analitically. Then we set up the numerical model and perform a linear buckling analysis with SOL 105. Successively, we use SOL 106 to investigate the equilibrium diagram of our structure.\n",
"\n",
"* [Problem definition and analytical buckling load](#problem-definition)\n",
"* [Setup of the numerical model](#numerical-model)\n",
"* [SOL 105 - linear buckling analysis](#linear-buckling)\n",
"* [SOL 106 - nonlinear analysis of the equilibrium diagram](#equilibrium-diagram)\n",
"* [Conclusions](#conclusions)"
]
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"## Problem definition and analytical buckling load \n",
"\n",
"***\n",
"\n",
"Let's consider a flat plate of length $a$, width $b$ and thickness $t$ with simple support for all edges. As shown in the figure below, we apply a uniaxial compression $N_x$, where $N_x$ represents to the applied force per unit length.\n",
"\n",
"\n",
"\n",
"The critical buckling load $N_x^{c}$ is given by:\n",
"\n",
"$$N_x^{c}=k\\frac{\\pi^2D}{b^2},$$\n",
"\n",
"where the buckling coefficient $k$ is equal to:\n",
"\n",
"$$k=\\min\\left(\\frac{mb}{a}+\\frac{a}{mb}\\right)^2.$$\n",
"\n",
"The term $m$ is the number of waves present in the buckled state along the length $a$ of the plate. $D$ is the isotropic equivalent of the bending stiffness and is obtained as:\n",
"\n",
"$$D=\\frac{Et^3}{12(1-\\nu^2)},$$\n",
"\n",
"where $E$ is the Young's modulus and $\\nu$ is the Poisson's ratio. Let's have a look at how the buckling coefficient $k$ varies with the aspect ratio $a/b$ and the number of waves $m$."
]
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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"import matplotlib.pyplot as plt # plotting package\n",
"import tol_colors as tc # package for colorblind-friendly colors\n",
"import numpy as np # package for matrix operations\n",
"\n",
"plt.rc(\n",
" \"axes\", prop_cycle=plt.cycler(\"color\", list(tc.tol_cset(\"bright\")))\n",
") # set default color cycle to TOL bright for colorblind accessibility\n",
"plt.rcParams[\"figure.dpi\"] = 120 # set default dpi of figures\n",
"\n",
"# Plot buckling coefficient vs aspect ratio for different numbers of waves\n",
"_, ax = plt.subplots() # create figure with one subplot\n",
"aspect_ratio = np.linspace(0.1, 6, 200) # aspect ratio interval\n",
"no_waves = np.arange(1, 6) # numbers of waves investigated\n",
"for m in no_waves: # iterate throught the different number of waves\n",
" ax.plot(\n",
" aspect_ratio, (m / aspect_ratio + aspect_ratio / m) ** 2, label=f\"$m={m:d}$\"\n",
" ) # plot buckling coefficient vs aspect ratio\n",
"\n",
"# Set plot appearance\n",
"plt.xlabel(\"$a/b$\")\n",
"plt.ylabel(\"$k$\")\n",
"ax.set_xlim([0, 6])\n",
"ax.set_ylim([3, 8])\n",
"plt.legend()\n",
"plt.grid()\n",
"plt.show()"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"$k$ is minimum for integer values of the plate's aspect ratio $a/b$, where $k=4$. We choose to analyze a square plate with $a=b=250$ mm and thickness $t=6$ mm. Furthermore, we choose a material with Young's modulus $E=3105$ MPa and Poisson's ratio $\\nu=0.3$. With this data, we can calculate the analytical buckling load of the plate."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"collapsed": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Analytical buckling load: 38794.70 N/m\n"
]
}
],
"source": [
"a = b = 250.0 # sides of the plate [mm]\n",
"E = 3105.0 # Young's modulus [MPa]\n",
"nu = 0.3 # Possion's ratio\n",
"t = 6.0 # plate's thickness [mm]\n",
"k = 4 # buckling coefficient\n",
"D = E * t**3 / (12 * (1 - nu**2)) # isotropic equivalent of bending stiffness\n",
"Nc = k * np.pi**2 * D / b**2 # [N/mm]\n",
"print(f\"Analytical buckling load: {Nc*1e3:.2f} N/m\")"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"The geometrical and material properties used here are inspired by the shallow cylindrical shell snap-through example from the *MSC Nastran Demontration Problems Guide - Implicit Nonlinear*."
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"## Setup of the numerical model \n",
"\n",
"***\n",
"\n",
"Now we create a numerical model of the plate using the `pyNastran` package. The numerical approach is inspired by [this example](https://www.scc.kit.edu/scc/sw/msc/Nas101/lesson_07.pdf) on the elastic stability of a plate. We are going to apply a series of concentrated forces along one of the two loaded edges, while the other edge will be constrained so that the reaction forces act as the other part of the compression load. Similarly to our notebooks on Euler's column, we are going to work with the _millimeter - newton - megapascal - ton_ system of units.\n",
"\n",
"We start by instantiating an object of the `BDF` class. This object is going to represent our base input file for Nastran. We will complete our input object dependeing on the analysis that we want to perform."
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [],
"source": [
"from pyNastran.bdf.bdf import BDF # import BDF class from pyNastran\n",
"\n",
"base_bdf_input = BDF(\n",
" debug=None\n",
") # instantiate BDF object with the option of not displaying any debug message"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"We add an isotropic material to our base model with a `MAT1` card. The field corresponding to the shear modulus $G$ is left blank. This will be calculated as follows:\n",
"$$E=2(1+\\nu)G.$$"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"data": {
"text/plain": [
"MAT1 1 3105. .3"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"material_id = 1\n",
"base_bdf_input.add_mat1(mid=material_id, E=E, G=\"\", nu=nu)"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Now we define the properties of our elements adding a `PHSELL` card. We specify the thickness of the shell elements and their membrane, bending and transverse shear stiffness using the id of the `MAT1` card."
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"data": {
"text/plain": [
"PSHELL 1 1 6. 1 1"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"property_id = 1\n",
"base_bdf_input.add_pshell(\n",
" pid=property_id, mid1=material_id, t=t, mid2=material_id, mid3=material_id\n",
")"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"It's time to define the nodes of our FE model. We are going to discretize our plate into square shell elements with linear length of 5 mm. In this way the numerical model is going to have an odd number of nodes, which will result in a better approximation of the buckling shape. We calculate the coordinates of the nodes and we add the corresponding `GRID` cards."
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [],
"source": [
"shell_length = 5 # prescribed length of the shell elements [mm]\n",
"\n",
"# Number of elements along the x- and the y-axis\n",
"no_elements_x = round(a / shell_length)\n",
"no_elements_y = round(b / shell_length)\n",
"\n",
"# Coordinates of the nodes along the x- and the y-axis\n",
"x_coordinates = np.linspace(0, a, no_elements_x + 1)\n",
"y_coordinates = np.linspace(0, b, no_elements_y + 1)\n",
"\n",
"# Iterate through the number of nodes along the x- and y-axis\n",
"grid_ids = np.empty(\n",
" (no_elements_x + 1, no_elements_y + 1), dtype=int\n",
") # initialize array of node ids\n",
"for i in range(no_elements_x + 1): # iterate through elements in x-direction\n",
" for j in range(no_elements_y + 1): # itereate through elements in y-direction\n",
" base_bdf_input.add_grid(\n",
" nid=i * (no_elements_y + 1) + j + 1,\n",
" xyz=[x_coordinates[i], y_coordinates[j], 0.0],\n",
" ) # add GRID card with corresponding coordinates\n",
" grid_ids[i, j] = i * (no_elements_y + 1) + j + 1 # add node id to the array"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Once the GRID cards have been added to the model, we can move on to the definition of the shell elements by means of `CQUAD4` cards."
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [],
"source": [
"for i in range(no_elements_x): # iterate through elements in x-direction\n",
" for j in range(no_elements_y): # iterate through elements in y-direction\n",
" base_bdf_input.add_cquad4(\n",
" eid=i * no_elements_y + j + 1,\n",
" pid=property_id,\n",
" nids=[\n",
" grid_ids[i, j],\n",
" grid_ids[i + 1, j],\n",
" grid_ids[i + 1, j + 1],\n",
" grid_ids[i, j + 1],\n",
" ],\n",
" ) # add CQUAD4 card"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Now we constrain the four edges using `SPC1` cards and a `SPCADD` card to combine the constraints. We are going to apply the load only along the right edge, and we are going to obtain the compression along the left edge by means of the reaction forces. For this reason we constrain the left edge in $x$ and $z$ and we constrain all remaining edges in $z$. Additionally, we need to constrain one node along the $y$ direction to fix the model in space, and we choose the middle node of the left edge."
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"data": {
"text/plain": [
"SPCADD 4 1 2 3"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Constraint on left edge\n",
"left_edge_spc1_id = 1\n",
"left_edge_node_ids = list(grid_ids[0, :])\n",
"base_bdf_input.add_spc1(\n",
" conid=left_edge_spc1_id, components=\"13\", nodes=left_edge_node_ids\n",
")\n",
"\n",
"# Constraint on other edges\n",
"other_edges_support_spc1_id = left_edge_spc1_id + 1\n",
"other_edges_node_ids = (\n",
" list(grid_ids[-1, :]) + list(grid_ids[1:-1, 0]) + list(grid_ids[1:-1, -1])\n",
")\n",
"base_bdf_input.add_spc1(\n",
" conid=other_edges_support_spc1_id, components=\"3\", nodes=other_edges_node_ids\n",
")\n",
"\n",
"# Constraint on middle node of left edge\n",
"middle_node_lef_edge_spc1_id = other_edges_support_spc1_id + 1\n",
"middle_node_lef_edge_id = grid_ids[0, round(no_elements_y / 2 + 1)]\n",
"base_bdf_input.add_spc1(\n",
" conid=middle_node_lef_edge_spc1_id, components=\"2\", nodes=[middle_node_lef_edge_id]\n",
")\n",
"\n",
"# Define SPCADD card to combine constraints\n",
"spcadd_id = middle_node_lef_edge_spc1_id + 1\n",
"base_bdf_input.add_spcadd(\n",
" conid=spcadd_id,\n",
" sets=[left_edge_spc1_id, other_edges_support_spc1_id, middle_node_lef_edge_spc1_id],\n",
")"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Finally, we select the `SPCADD` card in the case control deck for the single-point constraint to be applied."
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"subcase=0 already exists...skipping\n"
]
}
],
"source": [
"base_bdf_input.create_subcases(0) # initialize case control deck\n",
"base_bdf_input.case_control_deck.subcases[0].add_integer_type(\"SPC\", spcadd_id)"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Now it's time to define the applied loads. In our investigation of the equilibrium diagram we will use two different loads. One is the already mentioned compression load applied on two edges of the plate. The other is an out-of-plane load applied at the center of the plate, as shown in the figure below.\n",
"\n",
""
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"We first define the compression load. As mentioned earlier, we are going to explicitly define the load only along one edge of the plate, as the reaction force at the opposite edge will act as the other part of the compression. We define a series of concentrated forces on the nodes of the right edge using `FORCE` cards. The sum of this forces amounts to 1 N and it is equally distributed over all nodes, except for the two nodes at the corners, that take half of the force magnitude applied on the other nodes."
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"data": {
"text/plain": [
"FORCE 5 2601 .01 -1. 0. 0."
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Define force id, magnitude and direction\n",
"compression_force_set_id = spcadd_id + 1\n",
"force_magnitude = 1 / no_elements_y\n",
"force_direction = [-1.0, 0.0, 0.0]\n",
"\n",
"# Apply force to all points except the ones at the corners\n",
"for i in range(1, no_elements_y):\n",
" base_bdf_input.add_force(\n",
" sid=compression_force_set_id,\n",
" node=grid_ids[-1, i],\n",
" mag=force_magnitude,\n",
" xyz=force_direction,\n",
" )\n",
"\n",
"# Apply force to the corner points\n",
"base_bdf_input.add_force(\n",
" sid=compression_force_set_id,\n",
" node=grid_ids[-1, 0],\n",
" mag=force_magnitude / 2,\n",
" xyz=force_direction,\n",
")\n",
"base_bdf_input.add_force(\n",
" sid=compression_force_set_id,\n",
" node=grid_ids[-1, -1],\n",
" mag=force_magnitude / 2,\n",
" xyz=force_direction,\n",
")"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Now we define the transverse force, also with a magnitude of 1 N."
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"data": {
"text/plain": [
"FORCE 6 1353 1. 0. 0. 1."
]
},
"execution_count": 11,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"transverse_force_set_id = compression_force_set_id + 1\n",
"force_magnitude = 1.0\n",
"force_direction = [0.0, 0.0, 1.0]\n",
"center_node_id = grid_ids[\n",
" round(no_elements_x / 2 + 1), round(no_elements_y / 2 + 1)\n",
"] # retrieve identification number of application node of the transverse force\n",
"base_bdf_input.add_force(\n",
" sid=transverse_force_set_id,\n",
" node=center_node_id,\n",
" mag=force_magnitude,\n",
" xyz=force_direction,\n",
")"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Finally, we define some parameters for the processing of the output data."
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [],
"source": [
"base_bdf_input.add_param(\"POST\", [1]) # store results in op2 file\n",
"base_bdf_input.case_control_deck.subcases[0].add(\n",
" \"ECHO\", \"NONE\", [], \"STRING-type\"\n",
") # request neither sorted nor unsorted Bulk Data to be printed\n",
"base_bdf_input.case_control_deck.subcases[0].add_result_type(\n",
" \"DISPLACEMENT\", \"ALL\", [\"PLOT\"]\n",
") # store displacement data of all nodes in the op2 file\n",
"base_bdf_input.case_control_deck.subcases[0].add_result_type(\n",
" \"OLOAD\", \"ALL\", [\"PLOT\"]\n",
") # store form and type of applied load vector"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Before moving to the analyses, let's print some information about our `BDF` object."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"---BDF Statistics---\n",
"SOL None\n",
"\n",
"bdf.loads[5]: 51\n",
" FORCE: 51\n",
"\n",
"bdf.loads[6]: 1\n",
" FORCE: 1\n",
"\n",
"bdf.spcadds[4]: 1\n",
" SPCADD: 1\n",
"\n",
"bdf.spcs[1]: 1\n",
" SPC1: 1\n",
"\n",
"bdf.spcs[2]: 1\n",
" SPC1: 1\n",
"\n",
"bdf.spcs[3]: 1\n",
" SPC1: 1\n",
"\n",
"bdf.params: 0\n",
" PARAM : 1\n",
"\n",
"bdf.nodes: 0\n",
" GRID : 2601\n",
"\n",
"bdf.elements: 0\n",
" CQUAD4 : 2500\n",
"\n",
"bdf.properties: 0\n",
" PSHELL : 1\n",
"\n",
"bdf.materials: 0\n",
" MAT1 : 1\n",
"\n",
"\n"
]
}
],
"source": [
"print(base_bdf_input.get_bdf_stats())"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"## SOL 105 - linear buckling analysis \n",
"\n",
"***\n",
"\n",
"Now we want to calculate the linear buckling load of our numerical model. For this purpose we create a copy of our base model and we select SOL 105 as solution sequence."
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [],
"source": [
"linear_buckling_input = base_bdf_input.__deepcopy__({})\n",
"linear_buckling_input.sol = 105"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"For the linear buckling analysis we need to define two subcases: one to apply the load in compression and the other to calculate the buckling eigenvalues. We create the first subcase selecting the compression force as external static load set. For this purpose we use the function `create_static_load_subcase` from the `pynastran_utils` module."
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [],
"source": [
"from resources import (\n",
" pynastran_utils,\n",
") # module with useful functions to work with pyNastran objects\n",
"\n",
"load_application_subcase_id = 1\n",
"pynastran_utils.create_static_load_subcase(\n",
" bdf=linear_buckling_input,\n",
" subcase_id=load_application_subcase_id,\n",
" load_set_id=compression_force_set_id,\n",
")"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"For the second subcase we need to define the parameters for the calculation of the eigenvalues. This is done by means of the EIGRL card, which is used to carry out a real eigenvalue analysis with the Lanczos method. We only ask for the calculation of the first positive root. Then we create the subcase and we select our EIGRL card to define the real eigenvalue extraction parameters."
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [],
"source": [
"# Define the parameters for the real eigenvalue analysis with the EIGRL card\n",
"eigrl_set_id = transverse_force_set_id + 1\n",
"linear_buckling_input.add_eigrl(sid=eigrl_set_id, v1=0.0, nd=1)\n",
"\n",
"# Create second subcase\n",
"eigenvalue_calculation_subcase_id = 2\n",
"linear_buckling_input.create_subcases(eigenvalue_calculation_subcase_id)\n",
"linear_buckling_input.case_control_deck.subcases[\n",
" eigenvalue_calculation_subcase_id\n",
"].add_integer_type(\n",
" \"METHOD\", eigrl_set_id\n",
") # select EIGRL card as eigenvalue calculation method in the case control deck"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"At this point we need to define the directory where we will run the analyses of this notebook and choose a name for our input file. Then we write the bdf file and run the Nastran analysis using the function `run_analysis` from the `pynastran_utils` module."
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [],
"source": [
"import os # module to interact with the operating system\n",
"\n",
"analysis_directory_name = (\n",
" \"03_Equilibrium_Diagram_of_a_Thin_Plate_under_Uniaxial_Compression\"\n",
")\n",
"analysis_directory_path = os.path.join(os.getcwd(), \"analyses\", analysis_directory_name)\n",
"input_name = \"linear_buckling\"\n",
"pynastran_utils.run_analysis(\n",
" directory_path=analysis_directory_path,\n",
" bdf=linear_buckling_input,\n",
" filename=input_name,\n",
" run_flag=False,\n",
")"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Finally, we can read the results from the output op2 file. The buckling load is given by the multiplication of the applied load by the eigenvalue resulting from the analysis. Since the total applied load is 1 N, the buckling load is equal to the eigenvalue itself. To obtain the buckling load in terms of N/m, $N_{x,\\,\\text{SOL 105}}$, and compare the result with the analytical calculation, we have to divide the load obtained with SOL 105 by the width of the plate."
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"SOL 105 buckling load: 37958.8 N/m\n",
"Difference with respect to analytical buckling load: -2.2 %\n"
]
}
],
"source": [
"from pyNastran.op2.op2 import read_op2 # function to read the op2 file\n",
"import matplotlib.pyplot as plt # plotting library\n",
"\n",
"# Read op2 file\n",
"op2_filepath = os.path.join(analysis_directory_path, input_name + \".op2\")\n",
"linear_buckling_op2_output = read_op2(\n",
" op2_filename=op2_filepath, load_geometry=True, debug=None\n",
")\n",
"\n",
"# Find eigenvalue and print buckling load\n",
"sol_105_buckling_load = linear_buckling_op2_output.eigenvectors[\n",
" eigenvalue_calculation_subcase_id\n",
"].eigr\n",
"print(f\"SOL 105 buckling load: {sol_105_buckling_load/(b*1e-3):.1f} N/m\")\n",
"print(\n",
" \"Difference with respect to analytical buckling load: \"\n",
" f\"{((sol_105_buckling_load/b)/Nc-1)*100:.1f} %\"\n",
")"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"We observe a $2.2\\%$ difference with respect to the analytical calculation. This can be ascribed to the discretization error and to the fact that the analytical result is based on boundary conditions constraining only the displacement along $z$, while in our numerical model we need to impose constraints also along the $x$ and the $y$ direction.\n",
"\n",
"Finally, we plot the buckling mode calling the function `plot_eigenvector` from the `plot_utils` module."
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"from resources import plot_utils # module with useful functions to plot results\n",
"\n",
"_, ax, cbar = plot_utils.plot_eigenvector(\n",
" op2=linear_buckling_op2_output,\n",
" subcase_id=eigenvalue_calculation_subcase_id,\n",
" displacement_amplification_factor=100,\n",
" length_unit=\"mm\",\n",
")\n",
"cbar.ax.set_position(cbar.ax.get_position().shrunk(1.0, 0.92)) # decrease colorbar size\n",
"cbar.ax.set_position(\n",
" cbar.ax.get_position().translated(0.06, 0)\n",
") # add padding between axes and colorbar"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"## SOL 106 - nonlinear analysis of the equilibrium diagram \n",
"\n",
"***\n",
"\n",
"At this point we turn our attention to the study of the equilibrium diagram of the plate. This can only be obtained performing a nonlinear analysis. Furthermore, we need to use the arc-length method in order to investigate any unstable path of the equilibrium diagram. As a consequence for this analysis we choose SOL 106 as the solution sequence."
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [],
"source": [
"nonlinear_analysis_input = base_bdf_input.__deepcopy__(\n",
" {}\n",
") # create a deep copy of the original BDF object\n",
"nonlinear_analysis_input.sol = 106"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Now we need to define the nonlinear analysis parameters. We begin by specifiying the parameter `PARAM,LGDISP,1` to enable the large displacement effects for all nonlinear structural element types having large displacement capability."
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"data": {
"text/plain": [
"PARAM LGDISP 1"
]
},
"execution_count": 21,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"nonlinear_analysis_input.add_param(\"LGDISP\", [1])"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Then we define the NLPARM and the NLPCI cards, where the former sets the general parameters for the nonlinear iteration strategy and the latter sets the specific parameters for the arc-length method. The parameters are the same that we used in our [first notebook](01_Buckling_Analysis_of_Euler_Column.ipynb), which are inspired from the shallow cylindrical shell snap-through example from the *MSC Nastran Demontration Problems Guide - Implicit Nonlinear*."
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"data": {
"text/plain": [
"NLPCI 1 CRIS .01 1.0001 0. 5 1000"
]
},
"execution_count": 22,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Add NLPARM card\n",
"nlparm_id = 1\n",
"nonlinear_analysis_input.add_nlparm( # add to bulk data\n",
" nlparm_id=nlparm_id,\n",
" ninc=100,\n",
" kmethod=\"ITER\",\n",
" kstep=-1,\n",
" max_iter=25,\n",
" conv=\"PUV\",\n",
" int_out=\"YES\",\n",
" eps_p=1e-3,\n",
" eps_u=1e-3,\n",
" max_bisect=10,\n",
")\n",
"nonlinear_analysis_input.case_control_deck.subcases[0].add_integer_type(\n",
" \"NLPARM\", nlparm_id\n",
") # add to case control deck\n",
"\n",
"# Add NLPCI card\n",
"nonlinear_analysis_input.add_nlpci(\n",
" nlparm_id, Type=\"CRIS\", minalr=0.01, maxalr=1.0001, desiter=5, mxinc=1000\n",
")"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Now we have to define the differet load combinations that we are going to apply in the subcases of our analysis. We consider four load combinations:\n",
"* compression load only with magnitude $N_x/N_{x,\\,\\text{SOL 105}}=1.5$;\n",
"* compression load with magnitude $N_x/N_{x,\\,\\text{SOL 105}}=1.5$ and transverse load with magnitude $P_z/bN_{x,\\,\\text{SOL 105}} = 1/100$;\n",
"* compression load with magnitude $N_x/N_{x,\\,\\text{SOL 105}}=1.5$ and transverse load applied in the opposite direction with $P_z/bN_{x,\\,\\text{SOL 105}}=-1/40$;\n",
"* no applied load."
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"data": {
"text/plain": [
"LOAD 10 1. 0. 5"
]
},
"execution_count": 23,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Compression only\n",
"compression_load_set_id = transverse_force_set_id + 1\n",
"nonlinear_analysis_input.add_load(\n",
" sid=compression_load_set_id,\n",
" scale=1.0,\n",
" scale_factors=[sol_105_buckling_load * 1.5],\n",
" load_ids=[compression_force_set_id],\n",
")\n",
"\n",
"# Compression and transverse load\n",
"combined_load_set_id = compression_load_set_id + 1\n",
"nonlinear_analysis_input.add_load(\n",
" sid=combined_load_set_id,\n",
" scale=1.0,\n",
" scale_factors=[sol_105_buckling_load * 1.5, sol_105_buckling_load / 100],\n",
" load_ids=[compression_force_set_id, transverse_force_set_id],\n",
")\n",
"\n",
"# Compression and transverse load in opposite direction\n",
"combined_load_opposite_direction_set_id = combined_load_set_id + 1\n",
"nonlinear_analysis_input.add_load(\n",
" combined_load_opposite_direction_set_id,\n",
" scale=1.0,\n",
" scale_factors=[sol_105_buckling_load * 1.5, -sol_105_buckling_load / 40],\n",
" load_ids=[compression_force_set_id, transverse_force_set_id],\n",
")\n",
"\n",
"# Zero load\n",
"zero_load_set_id = combined_load_opposite_direction_set_id + 1\n",
"nonlinear_analysis_input.add_load(\n",
" zero_load_set_id,\n",
" scale=1.0,\n",
" scale_factors=[0.0],\n",
" load_ids=[compression_force_set_id],\n",
")"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"The last step before running the analysis is the definition of the subcases. We define an analogous subcase sequence to the final investigation of the Euler's column supercritical pitchfork bifurcation carried out in our [last notebook](02_Supercritical_Pitchfork_Bifurcation_of_Euler_Column.ipynb#final).\n",
"\n",
"1. Apply the load set with $N_x/N_{x,\\,\\text{SOL 105}}=1.5$ and $P_z/bN_{x,\\,\\text{SOL 105}}=1/100$.\n",
"2. Remove the transverse load using the load set with the compression load only.\n",
"3. Apply the load set with compression load and transverse load in opposite direction.\n",
"4. Remove the transverse load using the load set with the compression load only.\n",
"5. Remove the compression load using the load set with no applied load.\n",
"6. Apply the load set with $N_x/N_{x,\\,\\text{SOL 105}}=1.5$ and $P_z/bN_{x,\\,\\text{SOL 105}}=-1/40$.\n",
"\n",
"Similarly to Euler's column, for the last two subcases we need to use the load control method in place of the arc-length method, as the latter fails to follow the correct direction of the equilibrium path."
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [],
"source": [
"# Create first 4 subcases analyzed with arc-length method\n",
"pynastran_utils.create_static_load_subcase(\n",
" bdf=nonlinear_analysis_input, subcase_id=1, load_set_id=combined_load_set_id\n",
") # create subcase 1\n",
"pynastran_utils.create_static_load_subcase(\n",
" bdf=nonlinear_analysis_input, subcase_id=2, load_set_id=compression_load_set_id\n",
") # create subcase 2\n",
"pynastran_utils.create_static_load_subcase(\n",
" bdf=nonlinear_analysis_input,\n",
" subcase_id=3,\n",
" load_set_id=combined_load_opposite_direction_set_id,\n",
") # create subcase 3\n",
"pynastran_utils.create_static_load_subcase(\n",
" bdf=nonlinear_analysis_input, subcase_id=4, load_set_id=compression_load_set_id\n",
") # create subcase 4\n",
"\n",
"# Create last 2 subcaes analyzed with Newton method\n",
"nlparm2_id = 2 # identification card of NLPARM card defining the Newton method\n",
"nonlinear_analysis_input.add_nlparm(\n",
" nlparm2_id,\n",
" ninc=100,\n",
" kmethod=\"ITER\",\n",
" kstep=-1,\n",
" max_iter=25,\n",
" conv=\"PUV\",\n",
" int_out=\"YES\",\n",
" eps_p=1e-3,\n",
" eps_u=1e-3,\n",
" max_bisect=10,\n",
") # add NLPARM card defining the Newton method\n",
"pynastran_utils.create_static_load_subcase(\n",
" bdf=nonlinear_analysis_input, subcase_id=5, load_set_id=zero_load_set_id\n",
") # create subcase 5\n",
"nonlinear_analysis_input.case_control_deck.subcases[5].add_integer_type(\n",
" \"NLPARM\", nlparm2_id\n",
") # select NLPARM card associated to Newton method for subcase 5\n",
"pynastran_utils.create_static_load_subcase(\n",
" bdf=nonlinear_analysis_input,\n",
" subcase_id=6,\n",
" load_set_id=combined_load_opposite_direction_set_id,\n",
") # create subcase 6\n",
"nonlinear_analysis_input.case_control_deck.subcases[6].add_integer_type(\n",
" \"NLPARM\", nlparm2_id\n",
") # select NLPARM card associated to Newton method for subcase 6"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Let's run the analysis."
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Nastran job equilibrium_paths_nonlinear_analysis.bdf completed\n",
"Wall time: 1428.0 s\n"
]
}
],
"source": [
"input_name = \"equilibrium_paths_nonlinear_analysis\"\n",
"pynastran_utils.run_analysis(\n",
" directory_path=analysis_directory_path,\n",
" bdf=nonlinear_analysis_input,\n",
" filename=input_name,\n",
" run_flag=False,\n",
")"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Once the analysis is completed, we can read the results in the op2 file and plot the equilibrium diagram. Similarly to our study on Euler's column, we want to visualize the equilibrium paths described by the nonlinear analysis in the different subcases. For this reason, we define the functions `plot_2d_equilibrium_paths` and `plot_3d_equilibrium_paths`. We visualize the equilibrium diagram in terms of the displacement $u_z$ at the center of the plate. In the 2D plots we plot the displacement versus the load step, the applied load along the $x$-axis and the applied load along the $z$-axis, while in the 3D plot we look at the change of $u_z$ for the different combinations of loads along the $x$- and $z$-axis."
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [],
"source": [
"from matplotlib.lines import (\n",
" Line2D,\n",
") # class defining the characters for the marker styles\n",
"\n",
"MARKERS = list(Line2D.markers.keys())[\n",
" 2:\n",
"] # store list of marker characters to plot different marker for each subcase\n",
"\n",
"\n",
"def plot_2d_equilibrium_paths(disp, steps, loads):\n",
" # Create figure with subplots\n",
" _, axs = plt.subplots(nrows=1, ncols=3, sharey=\"all\")\n",
" # Iterate over the subcases\n",
" for subcase_id in disp:\n",
" # Take displacement along z\n",
" u_z = disp[subcase_id][:, 2]\n",
" # Print displacement along z at the end of subcase\n",
" print(f\"Subcase {subcase_id:d}: u_z/a = {u_z[-1]/a:.3f}\")\n",
" # Plot load step vs displacement along z\n",
" axs[0].plot(steps[subcase_id], u_z / a, MARKERS[subcase_id - 1])\n",
" # Plot applied load along x vs displacement along z\n",
" axs[1].plot(\n",
" -loads[subcase_id][:, 0] / sol_105_buckling_load,\n",
" u_z / a,\n",
" MARKERS[subcase_id - 1],\n",
" ) # sign of load along x is inverted to show a positive load in the plot\n",
" # Plot applied load along y vs displacement along z\n",
" axs[2].plot(\n",
" loads[subcase_id][:, 2] / sol_105_buckling_load,\n",
" u_z / a,\n",
" MARKERS[subcase_id - 1],\n",
" label=f\"Subcase {subcase_id:d}\",\n",
" )\n",
" # Set plot appearance\n",
" axs[0].set_xlabel(\"Load step\")\n",
" axs[0].set_ylabel(\"$u_z/a$\")\n",
" axs[0].grid(visible=True)\n",
" axs[1].set_xlabel(\"$N_x/N_{x,\\,\\mathrm{SOL\\,105}}$\")\n",
" axs[1].grid(visible=True)\n",
" axs[2].set_xlabel(\"$P_z/bN_{x,\\,\\mathrm{SOL\\,105}}$\")\n",
" axs[2].grid(visible=True)\n",
" axs[2].legend(loc=\"upper right\", bbox_to_anchor=(2.0, 1.02))\n",
" # Show plot\n",
" plt.show()\n",
"\n",
"\n",
"def plot_3d_equilibrium_paths(disp, loads):\n",
" # Create figure with three-dimensional axes\n",
" plt.figure(figsize=(8, 6))\n",
" ax_3d = plt.axes(projection=\"3d\")\n",
" # Plot load applied along x vs displacement along z of pin-supported node vs applied along y\n",
" for subcase_id in disp:\n",
" ax_3d.plot3D(\n",
" -loads[subcase_id][:, 0] / sol_105_buckling_load,\n",
" disp[subcase_id][:, 2] / a,\n",
" loads[subcase_id][:, 2] / sol_105_buckling_load,\n",
" MARKERS[subcase_id - 1],\n",
" label=f\"Subcase {subcase_id:d}\",\n",
" ) # sign of load along x is inverted to show a positive load in the plot\n",
"\n",
" # Set plot appearance\n",
" ax_3d.set_xlabel(\"$N_x/N_{x,\\,\\mathrm{SOL\\,105}}$\")\n",
" ax_3d.set_ylabel(\"$u_z/a$\")\n",
" ax_3d.yaxis.labelpad = 8 # adjust position of y-axis's label\n",
" ax_3d.set_zlabel(\"$P_z/bN_{x,\\,\\mathrm{SOL\\,105}}$\")\n",
" ax_3d.tick_params(\n",
" axis=\"z\", which=\"major\", pad=10\n",
" ) # adjust position of ticks' label of z-axis\n",
" ax_3d.zaxis.labelpad = 17 # adjust position of z-axis's label\n",
" ax_3d.legend(loc=\"upper left\")\n",
" ax_3d.grid(visible=True)\n",
" ax_3d.set_box_aspect(aspect=None, zoom=0.8)\n",
" plt.show()"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Let's read the op2 file and find the history of load steps, applied loads and displacements at the center of the plate using the function `read_load_displacement_history_from_op2` from the `pynastran_utils` module. Then let's produce the plots of the equilibrium diagram."
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {
"collapsed": false,
"pycharm": {
"name": "#%%\n"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Subcase 1: u_z/a = 0.044\n",
"Subcase 2: u_z/a = 0.040\n",
"Subcase 3: u_z/a = -0.048\n",
"Subcase 4: u_z/a = -0.040\n",
"Subcase 5: u_z/a = 0.000\n",
"Subcase 6: u_z/a = -0.048\n"
]
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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A+fPn0dHRgdWrV4PD4Vg8jlKpxPr165GYmAg+nw8+nw+RSISuri4UFxcz46ZOnYrvvvsOGzZswE8//YTu7m6j41RUVKCkpIQ5L51Ox/wsWLAAjY2NKC0ttfn1Xbp0Cffffz+mTZtm5MojEAgEAsGTDHghZClWyJ2xQaakpqZi/fr1OHr0KBoaGvD000+jurq6XwHTERERZrfRrqrr168DAGJiYqweZ8WKFdizZw+ysrJw4sQJ/Prrr7h48SJCQ0ONxM5bb72F9evX48svv8SsWbMgkUhw1113oby8HADQ3NwMAFi7di0EAoHRz+rVqwHAZuGXm5uLefPmISkpCd9++y2EQqFN+xEIBAKB4GoGbNYYG+875kCbV2S8zc3WIEsIBAJs2bIFO3fuRGFhIbNdKBRCrVb3Gs+OwWHT1NRkdltiYiIAIDQ0FID1IOP29nYcO3YMW7ZswYYNG5jtarUacrncaKyfnx+2bt2KrVu3orm5mbEOLVq0CCUlJQgJCQEAbNy4Effcc4/Z+ZKTky2eC01ubi7mzp2LuLg4fP/99xCLxX3uQyAQCASCuxjwFiGgt1XIU9agxsZGs9tpl1NU1O/nJJVKUVBQYDTu1KlTUCqVZo/xySefGP1+/vx51NTUYObMmQBuuMrEYjH27dsHiqLMHoPD4YCiqF4Wlw8++AB6vd7i6woPD8fKlSuxfPlylJaWQqVSITk5GUlJScjPz0dqaqrZH39/f4vHBIC8vDzMnTsXMTEx+OGHHxAUFGR1PIFAIBAI7mZQWIQAY6uQp6xB8+fPR0xMDBYtWoTRo0fDYDAgLy8PO3bsgEgkwpNPPsmMfeihh7B582a8+OKLmDFjBoqKirBnzx6LFpGcnBxkZWVhyZIlqK2txaZNmxAdHc24oUQiEXbs2IGsrCzMnTsXjz32GMLDw1FRUYH8/Hzs2bMHAQEBuOWWW/DGG28gJCQEUqkUZ86cwf79+xEYGGg0X3p6OhYuXIgJEyYgKCgIxcXFOHjwIDIyMuDr6wsAePfdd3H77bdj/vz5WLlyJaKjoyGXy1FcXIxLly7h6NGjFq9VaWkp5s6dCwB49dVXUV5ezrjdAGDkyJGMlYtAIBAIBI/hzMhrV2f7qHMLKXVuocuO3xefffYZtWLFCiopKYkSiUSUQCCgYmNjqYceeogqKioyGqtWq6l169ZRI0aMoHx8fKgZM2ZQeXl5FrPGvv/+e+qhhx6iAgMDKR8fH2rBggVUeXl5r3P49ttvqRkzZlB+fn6Ur68vNWbMGOr1119n/l5XV0fde++9VFBQEOXv70/ddtttVGFhYa95N2zYQKWmplJBQUGUUCikEhISqKeffppqbW01mi8/P5+6//77qbCwMEogEFARERHU7NmzqX379lm9VvTrsvTz4YcfWtyXZI0RCAQCwV1wKMqCn8UB6AKACQkJzjokYRhCPkcEAoFAcBeDIkaIQCAQCAQCwRUQIUQgEAgEAmHYQoQQgUAgEAiEYQsRQgQCgUAgEIYtRAgRCAQCgUAYthAhRCAQCAQCYdhChBCBQCAQCIRhCxFCBAKBQCAQhi1ECBEIBAKBQBi2ECFEIBAIBAJh2DKohND3ZT/h+7KfPH0aBAKBQCAQhgiDRghdaS7B41+sxeNfrEVRc6nHziM7Oxt33303YmNjIRQKER4ejoyMDDz77LMOHe/AgQPgcDjIyclx8pl6nqysLIwbNw6BgYHw8fHBqFGj8Nxzz6G1tdXTp0YgEAgEAoBBJIR2n/vg9/+f/8DKSNfxzTffIDMzEx0dHdi+fTu+//577Nq1C9OnT8dnn33mkXMayHR1deF//ud/cOjQIXzzzTfIysrCe++9hxkzZkCj0Xj69AgEAoFAAN/TJ2ALV5pL8EP5T8zv35edRlFzKcaEJ7v1PLZv3474+HicOHECfP7vl27ZsmXYvn27W89lMHD48GGj32fPng1/f3+sXr0aP//8M2bPnu2hMyMQCAQC4QaDwiLEtgYx2zxgFZLJZAgJCTESQTRcrvGl5HA4eOmll3qNk0qlWLlyZa/tCoUCq1atgkQigZ+fHxYtWoSrV6/2Gnf8+HHMmTMHYrEYvr6+SElJwWuvvcb8PScnB8uWLYNUKoWPjw+kUimWL1+Ompoao+OoVCqsXbsW8fHx8Pb2hkQiQWpqai/xkpOTg8WLF0MikcDb2xuTJ0/GkSNHrF0mq4SGhgKA2WtIIBAIBIK7GfBCyNQaRENbhdxJRkYGsrOzsWbNGmRnZ0Or1Trt2I8++ii4XC4OHTqEN998E7/++itmzpyJtrY2Zsz+/fuxYMECGAwG7Nu3D19//TXWrFmDuro6Zkx1dTWSk5Px5ptv4sSJE3j99dfR2NiItLQ0o9icZ555Bu+88w7WrFmD48eP4+DBg1iyZAlkMhkz5vTp05g+fTra2tqwb98+fPXVV5g0aRKWLl2KAwcO2PzadDodurq6cO7cOWzevBk33XQTpk+f3q/rRSAQCASCU6CcSGVlJVVZWenMQ1J/+vxZKmHbH8z+/Pnfa506V1+0trZSN910EwWAAkAJBAIqMzOTeu2116jOzk6jsQCoLVu29DpGXFwc9cgjjzC/f/jhhxQA6u677zYad+7cOQoA9corr1AURVGdnZ1UQEAAddNNN1EGg8Hmc9bpdJRSqaT8/PyoXbt2MdvHjRtH3XXXXVb3HT16NDV58mRKq9UabV+4cCEVGRlJ6fX6Puf/5ZdfmOsFgFqwYAHV0dFhdR9XfI4IBAKBQDDHgLYIWbIG0bjbKhQcHIyzZ8/i4sWL2LZtG+68806UlZVh48aNGD9+fL+yoR544AGj3zMzMxEXF4fTp08DAM6fP4+Ojg6sXr0aHA7H4nGUSiXWr1+PxMRE8Pl88Pl8iEQidHV1obi4mBk3depUfPfdd9iwYQN++ukndHd3Gx2noqICJSUlzHnpdDrmZ8GCBWhsbERpad/Xfvz48bh48SLOnDmDXbt2ITc3F/PmzYNKpbL52hAIBAKB4CoGtBAyFxvUa4wHYoVSU1Oxfv16HD16FA0NDXj66adRXV3dr4DpiIgIs9toV9X169cBADExMVaPs2LFCuzZswdZWVk4ceIEfv31V1y8eBGhoaFGYuett97C+vXr8eWXX2LWrFmQSCS46667UF5eDgBobm4GAKxduxYCgcDoZ/Xq1QBgk/Dz8/NDamoqbrnlFqxZswZffPEFsrOz8e6779pwVQgEAoFAcC0DNmK1L2sQjacyyGgEAgG2bNmCnTt3orCwkNkuFAqhVqt7jWfH4LBpamoyuy0xMRHA70HG7HggU9rb23Hs2DFs2bIFGzZsYLar1WrI5XKjsX5+fti6dSu2bt2K5uZmxjq0aNEilJSUICQkBACwceNG3HPPPWbnS062/5qnpqaCy+WirKzM7n0JBAKBQHA2A9Yi9PGlozaPPWjH2P7Q2NhodjvtcoqKimK2SaVSFBQUGI07deoUlEql2WN88sknRr+fP38eNTU1mDlzJoAbrjKxWIx9+/aBoiizx+BwOKAoCkKh0Gj7Bx98AL1eb/F1hYeHY+XKlVi+fDlKS0uhUqmQnJyMpKQk5OfnIzU11eyPv7+/xWNa4syZMzAYDIzAIxAIBALBkwxYi9D9E+5Cbv1lm8YunXiXa0/m/5g/fz5iYmKwaNEijB49GgaDAXl5edixYwdEIhGefPJJZuxDDz2EzZs348UXX8SMGTNQVFSEPXv2QCwWmz12Tk4OsrKysGTJEtTW1mLTpk2Ijo5m3FAikQg7duxAVlYW5s6di8ceewzh4eGoqKhAfn4+9uzZg4CAANxyyy144403EBISAqlUijNnzmD//v0IDAw0mi89PR0LFy7EhAkTEBQUhOLiYhw8eBAZGRnw9fUFALz77ru4/fbbMX/+fKxcuRLR0dGQy+UoLi7GpUuXcPSoZQF67NgxvP/++1i8eDHi4uKg1WqRk5ODN998E4mJicjKyurnu0EgEAgEghNwZuT1UM/2+eyzz6gVK1ZQSUlJlEgkogQCARUbG0s99NBDVFFRkdFYtVpNrVu3jhoxYgTl4+NDzZgxg8rLy7OYNfb9999TDz30EBUYGEj5+PhQCxYsoMrLy3udw7fffkvNmDGD8vPzo3x9fakxY8ZQr7/+OvP3uro66t5776WCgoIof39/6rbbbqMKCwt7zbthwwYqNTWVCgoKooRCIZWQkEA9/fTTVGtrq9F8+fn51P3330+FhYVRAoGAioiIoGbPnk3t27fP6rUqLi6m7rvvPiouLo7y9vamvL29qdGjR1PPPfccJZPJrO471D9HBAKBQBg4cCjKgp/FAegCgAkJCc46JGEYQj5HBAKBQHAXAzZGiEAgEAgEAsHVECFEIBAIBAJh2EKEEIFAIBAIhGELEUIEAoFAIBCGLUQIEQgEAoFAGLYQIUQgEAgEAmHYQoQQgUAgEAiEYQsRQgQCgUAgEIYtRAgRCAQCgUAYthAhRCAQCAQCYdgyqIWQqrMC1UU7oGwvctuc2dnZuPvuuxEbGwuhUIjw8HBkZGTg2Wefdeh4Bw4cAIfDQU5OjpPPdGDR3NyM4OBgcDgc/Otf//L06QxpDAYDNBoNtFotDAaDp0+HQCAQBjQDtvu8NVSdFWi8+jHarp8DAHS1F2Nsxgcun/ebb77B4sWLMXPmTGzfvh2RkZFobGxETk4OPv30U+zYscPl5zBY+ctf/gJvb29Pn8aQhqIoGAwGaLVadHd3AwC4XC54PB74fD54PB54PB643EH9/EMgEAhOZVAJIVMB5G62b9+O+Ph4nDhxAnz+75du2bJl2L59u0fOaTDw+eef48SJE9i7dy8eeeQRT5/OkISiKOh0Ouh0OlAUBS6XywgjnU4HjUYDLpcLDofDiCL6Xw6H4+nTJxAIBI8xKB4NVZ0VqMx/CcXZj3tMBAGATCZDSEiIkQiiMX3K5nA4eOmll3qNk0qlWLlyZa/tCoUCq1atgkQigZ+fHxYtWsR0YWdz/PhxzJkzB2KxGL6+vkhJScFrr73G/D0nJwfLli2DVCqFj48PpFIpli9fjpqaGqPjqFQqrF27FvHx8fD29oZEIkFqaioOHz5sNC4nJweLFy+GRCKBt7c3Jk+ejCNHjli7TEbI5XL85S9/wauvvorY2Fib9yPYDtsVRlEUOBwOOBwOuFwu+Hw+vLy8mM+swWCAWq2GSqWCUqlEZ2cnVCoV1Go1I6IIBAJhODGgLUKetgCZkpGRgQ8++ABr1qzBAw88gClTpkAgEDjl2I8++ijmzZuHQ4cOoba2Fi+88AJmzpyJgoICBAYGAgD279+Pxx57DDNmzMC+ffsQFhaGsrIyFBYWMseprq5GcnIyli1bBolEgsbGRrzzzjtIS0tDUVERQkJCAADPPPMMDh48iFdeeQWTJ09GV1cXCgsLIZPJmGOdPn0at912G9LT07Fv3z6IxWJ8+umnWLp0KVQqlVlBZ8qaNWsQHx+PJ554Av/973+dcq0IN2C7wgwGAyOAzIkZDocDHo/H7Ef/6HQ6aLVaRjjR4om2FtFWJAKBQBiqDFgh1NZyDpUFL3n6NIzYtm0bSkpKsHv3buzevRsCgQBpaWlYtGgRnnjiCYhEIoePnZqaiv379zO/jx07FtOnT8fevXuxadMmKJVKPPPMM5g+fTpOnTrFLE5z5swxOs59992H++67j/ldr9dj4cKFCA8Px6FDh7BmzRoAwLlz53Drrbfi6aefZsbecccdRsdavXo1xo4di1OnTjEWhfnz56O1tRXPP/88Hn74YavxJt988w2OHDmCS5cukbgUJ2POFUZ/Jvqy6tCCCQB4PJ6RMGpra8OVK1cwefJkeHt7m40vIsKIQCAMJcjqZAfBwcE4e/YsLl68iG3btuHOO+9EWVkZNm7ciPHjx6O1tdXhYz/wwANGv2dmZiIuLg6nT58GAJw/fx4dHR1YvXq11YVIqVRi/fr1SExMZJ7sRSIRurq6UFxczIybOnUqvvvuO2zYsAE//fQTE1xLU1FRgZKSEua86EVXp9NhwYIFaGxsRGlpqcXzaG9vx5/+9CesX78e48aNs/t6ECxDu8LMiSBHoK1BtNjRaDQAbggqOvC6q6sLSqUSXV1d6O7uJhlpBAJhyDBghVBg2HSkpL+DwNDpnj6VXqSmpmL9+vU4evQoGhoa8PTTT6O6urpfAdMRERFmt9GuquvXrwMAYmJirB5nxYoV2LNnD7KysnDixAn8+uuvuHjxIkJDQ43EzltvvYX169fjyy+/xKxZsyCRSHDXXXehvLwcwI10dwBYu3YtBAKB0c/q1asBwKrw27RpEwQCAZ544gm0tbWhra0NSqUSwI34pLa2NhKP4gB6vR5arRZ6vR4AXGahoV1kAoEAfD4fXC6XEWDd3d1MfJFSqURPTw8RRgQCYdAyYF1jAODrn4iRE18acLFCbAQCAbZs2YKdO3caxeoIhUKo1epe49kxOGyamprMbktMTAQAhIaGAgDq6uosnkt7ezuOHTuGLVu2YMOGDcx2tVoNuVxuNNbPzw9bt27F1q1b0dzczFiHFi1ahJKSEiaWaOPGjbjnnnvMzpecnGzxXAoLC1FdXW1W4NGZYwqFgol/IljHmivMmZhzr7GDr+m/GQwGo4w0tlWJHWNE3GgEAmGgM6CFEM1AEUSNjY2IjIzstZ12OUVFRTHbpFIpCgoKjMadOnWKsYqY8sknn+Dee+9lfj9//jxqamqQlZUF4IarTCwWY9++fVi2bJnZBYYOlBUKhUbbP/jgA8aCYI7w8HCsXLkS+fn5ePPNN6FSqZCcnIykpCTk5+fjb3/7m8V9LfHmm2+ira3NaFteXh6efvppvPTSS5gxY0a/YqqGE7Tg0Ov1LhVBtsIOvAaMhZFer2dS9c3VMCLCiEAgDDQGhRCi8bQgmj9/PmJiYrBo0SKMHj0aBoMBeXl52LFjB0QiEZ588klm7EMPPYTNmzfjxRdfxIwZM1BUVIQ9e/ZALBabPXZOTg6ysrKwZMkS1NbWYtOmTYiOjmbcUCKRCDt27EBWVhbmzp2Lxx57DOHh4aioqEB+fj727NmDgIAA3HLLLXjjjTcQEhICqVSKM2fOYP/+/b0sL+np6Vi4cCEmTJiAoKAgFBcX4+DBg8jIyICvry8A4N1338Xtt9+O+fPnY+XKlYiOjoZcLkdxcTEuXbqEo0ePWrxWkyZNsvi3sWPHYubMmbZd9GGOXq9nRBBtdbFVTNCp9I5gj9vSNCMN+F28mctIo8WRpwUdgUAgAINMCNGwBdH12v8gJPp2t8z7wgsv4KuvvsLOnTvR2NgItVqNyMhIzJ07Fxs3bkRKSgoz9rnnnkNHRwcOHDiAv//975g6dSqOHDmCO++80+yx9+/fj4MHD2LZsmVQq9WYNWsWdu3aBYlEwox59NFHERUVhddffx1ZWVmgKApSqdSoSOGhQ4fw5JNPYt26ddDpdJg+fTp++OGHXhlhs2fPxn/+8x/s3LkTKpUK0dHRePjhh7Fp0yZmzKxZs/Drr7/i1VdfxVNPPQWFQoHg4GCMGTMG999/v7MuK8EMFEWhp6cHMpkMgYGB4PP5bhEN/Z2DnY1mmpFGCyNaAJGMNAKBMBDgUE6MWKULACYkJDjrkIRhyHD/HNHZWjKZDL/++itmzJgBHx8fm/enawvRbjR7UCqV+PXXX5Geng4/Pz97T71PaFFkMBhAURRaW1vR3t6OpKQkI2FECz8ijAgEgqsZlBYhAmGownaFOYq1woq27AvY5xqz9/jswOuenh4oFApG/LFdaaRHGoFAcAdECBEIAwCKohgRZDAYGCFA/20oQ/c/A4wtRpYy0tgWIwKBQOgvRAgRCB6GtoaYZoW52jpjDk/MaWuqPslIIxAIroAIIQLBg7CtQIBxgURPiBJ305d4sZSRRheWNJeRRoQRgUCwByKECAQPYM4VZrpwDwchZA/sjDTAfPNY+jqS5rEEAsFWiBAiENyMJVeYtfHuYjCJL2vNY+kq3PQYkpFGIBAsQYQQgeBG6NR2WwokDiZRMhCwJIzoa67VatHV1QW1Wo2IiAgjcUQy0giE4QsRQgSCG7DFFWaKJywWQ0l8mQu8lslkuH79OlOolKTqEwgEIoQIBBdjryuMZiiJkoEALYw4HA4EAoHZ5rH0e8OOLyKB1wTC0IYIIQLBhdjjCjNluKTPewprzWPVajXUajXJSCMQhgED1v57VanDP6u7UKvSefpUjMjOzsbdd9+N2NhYCIVChIeHIyMjA88++6xDxztw4AA4HA5ycnKcfKaeRyqVGj2F0z9//vOfPX1qLocO2NVoNNDr9cyCas8C6qgoaW5uxrlz53Dp0iVcvXoVCoWCSc8fiAwU0cUOqqaFDwDodDp0d3ejq6sLSqUSnZ2dUKlUzHs7UM6fQCA4xoC1CP2zpguNPQack2kwKVCAhZHeGOHr2dP95ptvsHjxYsycORPbt29HZGQkGhsbkZOTg08//RQ7duzw6PkNRKZPn46///3vRtvCw8M9dDbuwVFXmCn2CiGDwYDS0lLU1NQgIiICHA4HTU1NqK6uBpfLRWBgICQSCYKCgiASicye01C3CNn6uhzNSCOp+gTC4GPACiE2eW1a5LVpPS6Itm/fjvj4eJw4cYJpCQAAy5Ytw/bt2z1yTgOdwMBATJs2zdOn4Tb64wqzhC2Ld09PD/Ly8tDR0YHx48cjNDSUCcru7u6GXC6HQqFATU0NKioqIBAIEBQUhKCgIEgkEruaug52HBWlfWWksQOvSUYagTB4GFTf0Lw2LV4p7sQ7lUqPuMxkMhlCQkKMRBCN6c2Ow+HgpZde6jVOKpVi5cqVvbYrFAqsWrUKEokEfn5+WLRoEdOFnc3x48cxZ84ciMVi+Pr6IiUlBa+99hrz95ycHCxbtgxSqRQ+Pj6QSqVYvnw5ampqjI6jUqmwdu1axMfHw9vbGxKJBKmpqTh8+LDRuJycHCxevBgSiQTe3t6YPHkyjhw5Yu0yDUtMXWHOEEG2WmdaW1tx/vx5aDQaZGRkICoqyujvPj4+iI6Oxrhx43DTTTchLS0NcXFx0Ol0KC8vxy+//ILz58+juLgY169ft2nO4Q67aKNAIACfzweXy4XBYIBGo0F3dzeUSiU6OjrQ0dGB7u5uaLXaAe2iJBCGK4PCImSKpyxEGRkZ+OCDD7BmzRo88MADmDJlCgQCgVOO/eijj2LevHk4dOgQamtr8cILL2DmzJkoKChAYGAgAGD//v147LHHMGPGDOzbtw9hYWEoKytDYWEhc5zq6mokJydj2bJlkEgkaGxsxDvvvIO0tDQUFRUhJCQEAPDMM8/g4MGDeOWVVzB58mR0dXWhsLAQMpmMOdbp06dx2223IT09Hfv27YNYLMann36KpUuXQqVSmRV0pvz3v/+Fv78/enp6kJSUhEcffRRPPfWUUZDqYIftLumPK8yUvo5BURQqKytRUVGBiIgIjBs3Dnw+36qI4XA48Pf3h7+/P2JjY2EwGNDe3g6FQgG5XI7GxkYAQElJCUJDQyGRSCAWi82Kf2cwVFxIlnqkKRQKFBQUID09HUKh0Cjwmv53qFwDAmGwMiiFEA0tiB4f6YdJgV4un2/btm0oKSnB7t27sXv3bggEAqSlpWHRokV44oknIBKJHD52amoq9u/fz/w+duxYTJ8+HXv37sWmTZugVCrxzDPPYPr06Th16hRz85wzZ47Rce677z7cd999zO96vR4LFy5EeHg4Dh06hDVr1gAAzp07h1tvvRVPP/00M/aOO+4wOtbq1asxduxYnDp1ilkI58+fj9bWVjz//PN4+OGHrZr977jjDqSmpmLkyJFQKBQ4evQo1q5di7y8PBw8eNDBKzWwcIUrjMaaRUij0aCgoAAymQwpKSmIjY11aF4ul8u4yBISEtDd3Y1ffvkFIpEIcrkctbW14HA4CAgIYOKLAgICBq27x12WLjp2iBb8dDVrOiMNAGkeSyAMEAa1EHI3wcHBOHv2LHJycvDjjz8iJycHP/30EzZu3Ih3330XFy9eZCwu9vLAAw8Y/Z6ZmYm4uDicPn0amzZtwvnz59HR0YHVq1dbvVEqlUq8/PLL+Pzzz1FdXQ29Xs/8rbi4mPn/1KlT8cknn2DDhg2M1YcdJ1JRUYGSkhIm0Fmn+90VuWDBAhw7dgylpaVISUmxeC579+41+v3OO+9EUFAQ9uzZg2eeeQaTJ0/u46oMXEwLJLKtAc7CkhBqa2tDXl4eACA9PZ2xGDoD2sIZHR2N4OBgqNVqxlrU0NCAqqoq8Hg8o8BrPz+/QbV4u/Nc6feOFjzsbXT9IkvNY2l322C6tgTCYGRQCyFPBU+npqYiNTUVAKDVarF+/Xrs3LkT27dvdzhoOiIiwuw22lVFx27ExMRYPc6KFSvw448/YvPmzUhLS0NAQAA4HA4WLFiA7u5uZtxbb72FmJgYfPbZZ3j99dfh7e2N+fPn44033kBSUhKam5sBAGvXrsXatWvNztXa2mr363zwwQexZ88eXLhwYdAKIVe5wkwxFUIUReHatWsoKSmBRCLBxIkT4eXlWkuoUChEREQEIiIiQFGUUeB1VVUVysvL4eXlZRR47e3t7dJzGkzQ7x3788EOujaXkcZuHksy0ggE1zMohZCns8fYCAQCbNmyBTt37jSK1REKhYwJnA07BodNU1OT2W2JiYkAgNDQUABAXV2dxXNpb2/HsWPHsGXLFmzYsIHZrlarIZfLjcb6+flh69at2Lp1K5qbm/Hdd99hw4YNWLRoEUpKShjL1saNG3HPPfeYnS85OdniuViC/YQ8GHGlK8wS9AJZWFjIfCZGjhzpFvFl+jdfX1/4+voiJiYGFEWhs7OTEUZlZWUwGAzw8fFhrEVBQUFOi6MbqtiakUaaxxIIrsHzSsIOPC2AGhsbERkZ2Ws77XJiZ+tIpVIUFBQYjTt16hSUSqXZY3/yySe49957md/Pnz+PmpoaZGVlAbjhKhOLxdi3bx+WLVtmsQYMRVEQCoVG2z/44AMjF5kp4eHhWLlyJfLz8/Hmm29CpVIhOTkZSUlJyM/Px9/+9jeL+9rLP//5TwAYdCn19MJUU1MDLpeL8PBwl4s5epGj43Y0Gg1SU1Mddr86Gzp2KCAgAFKpFHq93ijwur6+HgDg7+/PWIvEYrFHA+XdnQ1nziLUF+YCr62l6pMeaQRC/xgUQsjTAohm/vz5iImJwaJFizB69GgYDAbk5eVhx44dEIlEePLJJ5mxDz30EDZv3owXX3wRM2bMQFFREfbs2QOxWGz22Dk5OcjKysKSJUtQW1uLTZs2ITo6GqtXrwYAiEQi7NixA1lZWZg7dy4ee+wxhIeHo6KiAvn5+dizZw8CAgJwyy234I033kBISAikUinOnDmD/fv394ojSU9Px8KFCzFhwgQEBQWhuLgYBw8eREZGBnx9fQEA7777Lm6//XbMnz8fK1euRHR0NORyOYqLi3Hp0iUcPXrU4rU6dOgQ/v3vf+OOO+5AXFwc2tracPToUXz66adYuXIlJk6c2M93w32wXWGNjY3w8vIyK4hdNXd5eTnEYjFSU1MHdL0fHo8HiUQCiUSCkSNHQqvVQqFQQKFQoLW1FdeuXQOXy2UCryUSiUfS9AebBcWaMKJLNpgTRrTFiEAgWGfACqFHpH74uVWNmaFCjwsgmhdeeAFfffUVdu7cicbGRqjVakRGRmLu3LnYuHGjUeDwc889h46ODhw4cAB///vfMXXqVBw5cgR33nmn2WPv378fBw8exLJly6BWqzFr1izs2rWL6ZIN3Eixj4qKwuuvv46srCxQFAWpVIpHHnmEGXPo0CE8+eSTWLduHXQ6HaZPn44ffvihV0bY7Nmz8Z///Ac7d+6ESqVCdHQ0Hn74YWzatIkZM2vWLPz666949dVX8dRTT0GhUCA4OBhjxozB/fffb/VaJSQkoK2tDc8//zxkMhkEAgHGjh2Lt99+G3/605/suu6exJwrzB2Lt16vR0lJCQBAIpHgD3/4g1ue9p1ZWVogECAsLAxhYWEAbhR9pK1FdXV1uHr1KvOa6urqEBQUBF9f3yG1eDtiEeoLS6n6BoMBer0eVVVVjFgnGWkEQt9wKCfe1ekCgAkJCc46JGEYMhA+R2xXBJ0VxuFwkJeXBw6Hg0mTJrlsbpVKhby8PHR1dYGiKIwZM6bPIHnTc6fP217xZDAY8NNPPzHVqV0FRVHo6urC1atXIZfLweFwoNfrIRQKjQKvTd28/aW8vBzt7e1MsoOraWlpQWFhIWbOnOkWIUtRFHJzc+Hj44OkpCSjjEbSPJZAMM/AMLUQCAMIa1lhdByWq2hpacHly5chFAqRmZmJX375ZUh2n+dwOBCJRAgMDERnZycyMjKMAq9LSkpAURR8fX2NAq/7W9jRUxWz3SU46Hlo0WMtI40ew24FQoQRYThChBCBwKKvrDAulwutVuuSeSsqKnD16lVERUVh7NixzBO7I4v3YFvQuFwuxGIxxGIx4uPjodfr0dbWZuRKA4CAgACjwOuBHhzsCteYLXOyhbsjzWNJRhphOEGEEIEAy64w04XAFRYhtVqN/Px8tLW1YezYsYiJiXGbBcqUgdJ9nsfjITg4GMHBwQBuVNKmA6+bm5uZ7L3AwEBGGIlEIpsWbk8UVHQnbCFkir3NY0lGGmE4QIQQYdhjT4FEZwsTuVyO/Px8cLlcTJs2DQEBAS6db7Di5eWF8PBwhIeHAwC6u7sZa9G1a9dQWVkJgUBgVPHax8dnQFg03H0O1oSQKSQjjUAgQogwzGFbgWypEk33i+ovFEWhuroaZWVlCA0Nxfjx4y0WHnS3EBoM4svHxwc+Pj6IiooCRVFQKpWMxai8vBwGgwHe3t5GgdeursJtDntEyUCY01pGGi2M6O8IO76IBF4TBjNECBGGJeynXnuqRDsjfV6r1eLy5cu4fv06Ro0aBalUatUCRbAOh8OBv78//P39ERsbC4PBwBR2VCgUaGpqAkVREIlERvEx/Q28Hqg4U3zRsUPsY9PCSK1WQ61WM3Fz3t7e8PLyIsKIMOgYmncCAsEK/ekV1l9rSUdHB3Jzc2EwGJCWlmZUJ8qZ88nlchgMBgQFBTkU2zHQLULW4HK5jCUIuNEwuK2tDXK5HE1NTdDpdDh79ixT2DEoKAgBAQEuiYEZbBahvmALI3bgdXZ2NuLj4xEZGWmUqk8y0giDASKECMMKe11hpjgqTCiKQl1dHYqLixEYGIiJEyfaVCPH3vkMBgOKi4tRW1sLwFgUSCQSmzrFD7UFi8/nIyQkBCEhIUx/tJiYGCgUCjQ0NKCqqgo8Hs8o8NqW6zRQcZf4YgdeUxTFiJ6+MtKIMCIMNIgQIgwb9Hq93a4wUxwRQnq9HleuXEFDQwMSEhKQmJhos/XBnvm6u7uRl5cHpVKJcePGwdfXF+3t7ZDL5aiurkZFRQXTKZ62hAzHTvFcLhcRERGIiIgARVHo7u5m6hfR10kgEBjVL3K0tclQswhZm5O2BAG2ZaSxxRHJSCN4EiKECEMeiqKg1+uh1WodsgKxsTdYuqurC7m5uejp6cGUKVOYdhP2zGeLEGptbUV+fj6EQiEyMjIgFAqh0+kgEokQHR1t1CleLpdbLVjo7mBpT87F4XDg6+sLX19fxMTEMNeJzkgrKyuDwWCAj4+PkYC0FNhubr6hLoRowWMqZqxlpNFNoEmqPmEgQIQQYUjDDojurwgC7AuWbmpqwuXLl+Hn54fMzEymma099CVKKIpCZWUlKioqEBERgXHjxoHH40Gn0/U6jmmneDpuRqFQoK6ujhljMBigUqkcatHhyOtzN31lBdLXKS4uDnq93ijwuqGhAQDg7+/PiMfAwECjgGJP4wkhBPT9XtqSkcaueM0WR8SNRnAlRAjZSXZ2NrZt24bffvsNzc3NCAwMREJCAjIzM7Fjxw67j3fgwAGsWrUKFy9edFv/I3fS2tqKl19+GV999RUaGxsRGBiIKVOm4JNPPukzULi/OMMVZoot1hKDwYDS0lLU1NRgxIgRGD16tMMLpbX5NBoNLl++jNbWVqSkpCA2NtZma465goW0KGpvb8e1a9dQX1/P1OWRSCRDriGqLfB4POb1Azcy/mgB2draimvXroHD4UAsFjPWIn9/f6PFfqhbhGgLqSNuZmsZaQAYdxtpHktwJUQI2cE333yDxYsXY+bMmdi+fTsiIyPR2NiInJwcfPrppw4JoaFMQ0MDbr75ZvD5fGzevBlJSUlobW3F6dOnodFoXDYv7QrT6XSMVcOZ6cTWhAY7TmfChAmIiorq95zm5mtvb0deXh4MBgOmTp3KZEjR52gvXl5eTNxMS0sLYmNjIRAIIJfLcfXqVZSXl8PLy4tZ7F3RENUd9NcNJxAIEBoayjSk7enpYaxFdXV1uHr1Kng8HmMt0mg0bs/A85RFqL/WQ9OMNOB3iy47vsjUYkQCrwn9ZcALocJ3vkfM7HEITDZeUNpKG1B3qhDjHr/Vbeeyfft2xMfH48SJE0Y1SJYtW4bt27e77TwGC6tXr4ZarUZOTo7RQn3PPfe4bE6687qzXGGmWBNCdJyOl5cXpk2bBn9/f5fMV1dXh6KiIruyz+yd08vLC9HR0YiJiYHBYDDbENXPz48RRYGBgUO2Lo81vL29ERkZicjISFAUBZVKxVynq1evMrEwRUVFbhOQnhBegHPdnOw2IJZ6pNXW1kIsFiM4OJhkpBH6xYCOSGuvaELx/lP44YG3cG7tP9FW2oC20gacW/tP/PDAWyjefwrtFU1uOx+ZTIaQkBCzN3xzgYIvvfRSr3FSqRQrV67stV2hUGDVqlVM6u6iRYtw9erVXuOOHz+OOXPmQCwWw9fXFykpKXjttdeYv+fk5GDZsmWQSqXw8fGBVCrF8uXLUVNTY3QclUqFtWvXIj4+Ht7e3pBIJEhNTcXhw4eNxuXk5GDx4sWQSCTw9vbG5MmTceTIEWuXCQBQXV2N//znP3jssceMRJAr0ev10Gg0zOLjihsil8vtFSxNURQqKiqQk5OD4OBgZGRkOEUEAcaLi16vR2FhIQoLCxEXF4fU1FSXLKqm4otuiBofH48pU6bg5ptvxoQJEyCRSKBQKFBQUICzZ8/it99+Q1VVFdrb251SfdtVuLLGjp+fH0aMGIEJEybg5ptvRnR0NHg8Hnp6elBSUoJz587hwoULKCsrw/Xr113SwJc+F3fhjsay7KBqgUAAPp+PhoYGdHZ2QqvVoru7G11dXejs7ERXVxe6u7uNymQQCNYY0I9w4sQIzPtkDYo++BH1p6+g4aci5m/Rs8ZiTNYciBMj3HY+GRkZ+OCDD7BmzRo88MADmDJlis3ZI33x6KOPYt68eTh06BBqa2vxwgsvYObMmSgoKEBgYCAAYP/+/XjssccwY8YM7Nu3D2FhYSgrK0NhYSFznOrqaiQnJ2PZsmWQSCRobGzEO++8g7S0NBQVFSEkJAQA8Mwzz+DgwYN45ZVXMHnyZHR1daGwsBAymYw51unTp3HbbbchPT0d+/btg1gsxqeffoqlS5dCpVKZFXQ0Z8+eBUVRiIqKwvLly/H1119Dp9Nh2rRpeO2115CRkeGU6wa41hVmiqlI0Gg0yM/Ph1wuN4rTcfZ8KpUKeXl5UKlUmDx5MtNzyxOw6/IAN5rG0llW9fX1TF0edpbVcIwv4nK58Pb2hkAgwJQpU5gAdfpa1dXVAQACAgKYaxUQENDvwGtPxQi5M9OL/l7w+XwIBAKjjDTa7U4y0gi2MqCFEAAEJkch842H0FbagB8eeAsAMO+TNb1cZe5g27ZtKCkpwe7du7F7924IBAKkpaVh0aJFeOKJJyASiRw+dmpqKvbv38/8PnbsWEyfPh179+7Fpk2boFQq8cwzz2D69Ok4deoUc6ObM2eO0XHuu+8+3Hfffczver0eCxcuRHh4OA4dOoQ1a9YAAM6dO4dbb70VTz/9NDP2jjvuMDrW6tWrMXbsWJw6dYqxgs2fPx+tra14/vnn8fDDD1u8qdTX1wMA1q5di1mzZuHzzz9HV1cXtm7ditmzZyM7OxsTJkxw9HIxuNoVZgpbCLW1tSEvLw8AkJ6ezghWZ8+nUqnwyy+/MKnxfn5+Nu3XnznteYoWCoVGdXnY7qHKykro9XoIhUJmsfdU3y/AM24jtpvHNECdDrxuaWlBTU0NY31jB17b+14O1KwxZ8POaiTNYwn9YcALIZrA5CgEJIQx//cEwcHBOHv2LHJycvDjjz8iJycHP/30EzZu3Ih3330XFy9eZJ6S7eWBBx4w+j0zMxNxcXE4ffo0Nm3ahPPnz6OjowOrV6+2+sVVKpV4+eWX8fnnn6O6uppxEwFAcXEx8/+pU6fik08+wYYNGxirD7toXEVFBUpKSvD3v/8dAIzSsRcsWIBjx46htLQUKSkpZs+DfkqMiYnB559/zjzlZmRkIDExEdu3b8fHH39s6+WxOIdCoQCfz4eXl5dbYgO4XC70ej2qq6tRWlqK4OBgTJgwwSULO13sr7u7G1FRURgzZsyAj8Oh3UO0i8hgMKCjo4OxghQXFzN9v4KCghgB6+5zdBfWXpuXlxfCwsKY2lLd3d3Mdbp27RoqKyvB5/ONLGs+Pj5Wz58WAMNBCFl7ndZS9WkXOslII9AM7LvqACU1NZVJdddqtVi/fj127tyJ7du3Oxw0HRHR28UXERHBuKquX78O4IawsMaKFSvw448/YvPmzUhLS0NAQAA4HA4WLFiA7u5uZtxbb72FmJgYfPbZZ3j99dfh7e2N+fPn44033kBSUhKam5sB3LDorF271uxcra2tFs+DfuqdO3eukak/MjISEydOxKVLl6y+DmuwXWEXLlzAqFGjEBsb6/Dx7IEWeCUlJUhMTMTIkSNdcuPUaDQoKChAd3c3xGIxxo8fP2AWcHvgcrkIDAxEYGAg4uPjjfp+yeVydHV1AQAuXbpk1PdrKC1Gtr4WHx8f+Pj4ICoqChRFoauri7GsVVRUMJY1duaeJQE+GNLn+wMtbOyp0E4y0giWIEKonwgEAmzZsgU7d+40itURCoVMLQw27BgcNk1NvYO+m5qakJiYCABMui4dV2CO9vZ2HDt2DFu2bMGGDRuY7Wq1GnK53Gisn58ftm7diq1bt6K5uRnfffcdNmzYgEWLFqGkpISxbG3cuNFilldycrLFc7Hm9jJXhdZWzLnC3GVR6OzsRHl5OYAbYthR619ftLe3Izc3FwAgFovd3vfKlXOZxhdVVVXh2rVrEAqFTPo5bQWhF/u+rCADGUetMxwOByKRCCKRCLGxsYxljRZGTU1NTOYeLYwCAwONXEXuwlnp8+6as6+MNK1Wywggc61AButnkWAZIoTsoLGxEZGRkb220y4nds0YqVSKgoICo3GnTp2CUqk0e+xPPvkE9957L/P7+fPnUVNTg6ysLAA3XGVisRj79u3DsmXLzH4Z6dgO00yiDz74wMhFZkp4eDhWrlyJ/Px8vPnmm1CpVEhOTkZSUhLy8/Pxt7/9zeK+lkhPT0dMTAy+//576PV65mmsoaEB+fn5WLFihd3HpHsWmRZIdIcQqq+vx5UrV+Dj4wO1Wu2SYpB0Y9aioiJIJBJMnDgRly9fdvo8Awn6qXvs2LGMFYR2D1VWVqKsrAze3t5G7qH+uCEHawYR27IGgLGs0deqtrYWHA6HyVZ0V2VwwDOuMWdaoWg3GoBewojdI40WRqbxRUQYDX4GlRCaf+QZz84/fz5iYmKwaNEijB49GgaDAXl5edixYwdEIhGefPJJZuxDDz2EzZs348UXX8SMGTNQVFSEPXv2QCwWmz12Tk4OsrKysGTJEtTW1mLTpk2Ijo7G6tWrAQAikQg7duxAVlYW5s6di8ceewzh4eGoqKhAfn4+9uzZg4CAANxyyy144403EBISAqlUijNnzmD//v29AnnT09OxcOFCTJgwAUFBQSguLsbBgweRkZHBtIJ49913cfvtt2P+/PlYuXIloqOjmTiPS5cu4ejRoxavFZfLxc6dO3H//ffjzjvvxOOPP46uri68/PLL8PLywsaNG22+7taywsylszsTvV6P4uJi1NXVQSqVIigoCLm5uU5fZEwbsyYlJTE3WU/E0HhCMLCtIOz4ItqNRltBRCKRkRXE3iwrd1tLXDGfqWWNrgwuk8nQ0dGByspKVFdXIzAwkLGuiUQil5yLp1xjgGusUJaEkcFgQEVFBTo7OzF+/HiSkTaEGFRCyNO88MIL+Oqrr7Bz5040NjZCrVYjMjISc+fOxcaNG40Ch5977jl0dHTgwIED+Pvf/46pU6fiyJEjuPPOO80ee//+/Th48CCWLVsGtVqNWbNmYdeuXUaWh0cffRRRUVF4/fXXkZWVBYqiIJVK8cgjjzBjDh06hCeffBLr1q2DTqfD9OnT8cMPP/TKCJs9ezb+85//YOfOnVCpVIiOjsbDDz+MTZs2MWNmzZqFX3/9Fa+++iqeeuopKBQKBAcHY8yYMbj//vv7vF733XcfvvjiC7z66qu47777IBQKMWPGDHz22WcYOXKkTde8r6wwDse+Jqj2wE5ZnzRpEiIiIpi4KGcKBZVKhdzcXHR3d/dqzOopUeIurC2ebCtIQkICdDodYwGh21vQWVa0xciRLKuhAF0ZPDg4GM3NzUhJSYHBYIBcLkd1dTUqKiogEAh6BV47A0+4xtyZss8OvKaDren/k4y0oQGHcuJdli4AmJCQ4KxDEoYh9OdIKpUaucLMmaF//vlnhIeHIykpyann0NLSgoKCAvj4+GDSpElMyrpMJsPFixcxe/Zsp2SKseeZPHlyr8aseXl5oCgKkydPtuu4dKyDIzVpfvnlF0RGRkIqldq9r73U1dWhqqoKN998s9379vT0MDEzcrkcWq3WKMuKji9ic+XKFej1eqeUbrCFiooKKBQKpKWluWU+jUaDn3/+GZMnT2YKmVIUhc7OTuY60QUv6UKqdGVwRz/PMpkM+fn5uOWWW9yW1djd3Y1ffvkFf/jDHyxa2V1BSUkJuru7jb6PtLWI/pfttufz+SQjbRBALEKEAQdtitZoNH0WSHS2a8xgMKC8vBxVVVWIjo7GmDFjjMQEfR79fX6gKArl5eW4evWq2XlMxxJ64+3tjaioqF5ZVnK5HOXl5b0W+6CgoGHT98vUahoQEICAgADExcVBr9cbBV43NDQAgMMux6HmGrOGOZe4pYw0unmsWq3ulZFGhNHAggghwoCCvpGw02Ot3Syc6Rrr6elBfn4+2tvbMW7cOLOlCpwhhNjVqMeOHYuYmBir9VCGS4xQfzCXZdXe3t5rsacrEcvlcojF4n5XcR5o2BK4zG4KC9woAUIHXtMuRw6H08vlaEl0DHXXmOm81uZkxxYBvz/UsTPSTFP1SUaa5yFCiDBgoG8YNLbcGJyVPk+b9/l8PqZNm4aAgACL8wFwWHyxq1FPmzatT7O+I6Kkp6eHqUHEtoYM9GKMzoTL5fZa7OlK1xqNBnl5eUZVnCUSiUuCiQeCRagvBAIBQkNDmRIddLkNhULRq2UKLYzYLVMGe9aYvfPaI56tZaTRzWPNZaQRYeRehs+dkTBgYVuB2Iu+LTeB/rrGKIpCVVUVysrKEB4ejnHjxlntH+eoRYiiKNTW1qK4uNiuatT2CiGFQoG8vDymnUN7ezvq6+uZ1Gp60Q8ICLD6ZDvYLEJ9IRAIEBYWhpaWFlAUhcTExF5VnF0VTOxOnCFKhEIhIiMjERkZybRMoa/V1atXUV5eDi8vL+Za0VYOd+JJ11h/+ktay0hjp+rTgdemNYwIroEIIYJHYYsfR56e++PG0Wq1KCgoQGtrK5KTkyGVSvuc3xEhpNPpUFRUhIaGBowcORKJiYk2v05bx1EUhZqaGpSWliI0NBRjxowBRVHg8XjQaDTMQtbY2Ijq6mqjpqimRQuH8lMo/b6ZVnFWKpVMfFFZWRkMBgN8fHwYURQUFOTQAjgYLELWYLdMiYmJgcFgMAq8LikpYeYsLS1lAq+d1YzaEgPVNWYv1nqk0bXf6L//8ssvKC0txZo1a4b0d9QTOFUIcTgcaLVat3/5CYMTtpmYXTNHp9PZ7MZx1CLU3t6OvLw8GAwGTJ06lXGh9IW9Qqirqwu5ublQq9X4wx/+wLgfbMUWoafT6XDlyhU0NjYiKSkJCQkJ0Ov10Gq1AG6kVoeHhyM8PLzXEz5dtJBu3SCRSIacNcgU03sTbS3z9/dngonb29uZa0Q3EGZ3iReLxTYtiJ4IzgZcJ2Zpd6JYLIZUKoVer0dlZSXq6+vR0dHBXCva+hgUFOSSWCxPusZcKb6s9Ug7efIkvvvuO6ZxNsF5OFUIiUQitLa2orGxEWFhYcMqJoFgO6auMLa4uH79OvR6vU0d1gH7g6XZLqqgoCBMnDixVyVua9gTI9Tc3IzLly/D19fXqFClPfQlhCwJLUv7mXvCZxctbGxsBHCjAjhFUXYt+kMFHo/HiMKRI0cy8UVyuRzNzc1Ml/jAwEBmsbcWXzSYLUJ9wePx4OvrCz6fj7S0NKNr1dLSwlwrZ9d6GkhZY66EnZHW3d09qNvNDGScqlSCgoKgUqnQ3t6O9vZ20rSO0Atri7pOp4Ner4e3tzfTtLUv6G7wttAfFxWNLRYhdgp+TEwMUlJSHH4itiaE6BpEloSWrTFW7KKFWq0WFy9eBJ/PN1rI6EVfIpE4vffZQLdA0fFF7C7xtHBkFytkN0P19vYGMPhdY7ZA184BzF8rhUIBhUKB2tpap/WSGyquMXughRDB+ThVCPH5fMTGxqKzsxMdHR2Mm4xAAIwLj5m78fH5fPj5+SE4ONjmmw2Xy2VcQNZQKpXIy8tz2EVF05cQUqvVyM/PR1tbm8UUfHsxnYuiKFRUVKCysrLPGkT2IhAImKDhxMREs4u+l5eXUTaaPRY1T+MMYeLj44Po6GhER0czxQrpLCs6vsjX1xdBQUHo7u520pnbhieEEF3x3RymsVh0rSc6g4/tlqXFkS2fJ1p8DTXXmDW6u7sdsioT+sbpvit28S4CAfhdAGm1WqMbmDNuYrbE0DQ2NqKwsBAikQiZmZn9eqqyJoTojC0ul2s1Bd/e+dhzsQO8x4wZgxEjRrh0MTBd9NmF+IqLi0FRv3dApwNl7U0vdjfOnJN9v6NjZuj6RXK5nGmynJOTYxQz46rF1NMWIWuYq/XU0dHBuNLoXnJ+fn6MtSgwMNBsiIWn4lA9LYRoSyPBuZAgHoJLYdfLMNcrrL9YC5Y2GAwoLS1FTU0NYmNjMXr06H7fxOhzZ8/JztgKCQnBhAkTnJY1w75WHR0dTMPX9PT0Xo10nYml+CI6UDY+Pp7pgE43+6Q7oLPdaK5q9DlQYccXAcDly5fR09MDPz8/NDU1MRl77PgiZ7oaPWURcmQ+tluW/XmiXWl1dXWM0KStRbSI9JQg8aQQ6unpcel3fjhDhBDBZdBWILpXmCvixSwFS3d3dyMvLw9KpRITJkxAVFSUU+ZjZ3MAN+KOCgsL0dTUxGRsOdviQFEUGhoaUFhYCLFYjEmTJrnUHWXr+Zt2QGf3/jJXm4cdOzNc4HK5EAqFSElJAUVRjKtRoVCgqqqqV00eiUTSr/d2oLnG7MH088Qu+0CLSFo8sb+H7rZ+edIi5Kz7GMEYIoQITseVrjBTzFWWvn79OgoKCuDl5YWMjAyIRCKnzcd2jbHjjlJTU5kbuLOhK0VLpVKMGjVqwGZwmfb+Mlebx9fX18iN5m482WuMw+HA19cXvr6+iImJMYovYtfkMb1G9mTfeiIm01VixLTsAzvwurW1FQaDAT///HOvwGtXwW774wl6enqG3YOEuyBCiOBUXO0KM4XtGmMHEUdGRmLs2LFOL+FAvxa5XI78/HynxB1ZoqenBw0NDdBqtZg4cSIiIyOdPoc5nNFrzFxtHtrtIZfLGbeHt7c30xfMWj8rZzJQXHXm4otoV6M515AtFcHZx3YXtsYI9Qe2iIyOjkZVVRUaGhoQExMDhULRq8kuLY5sqd5uK57KVKPp7u62uawIwT6IECI4DbYrDLCtV1h/oYUQu5GpK4OIaYFQXV2NESNGICUlxSU3Rlpo0Td3d4kgV0G3/KDLImg0GkYQdXd347fffmPSqumFbChkyNhjLbF0jRQKRa+K4OZ6ftHzAYPTNWbvnHw+H3FxcYiLi7PYZFckEhkFXvcnu9KTQoi2iBGLkGsgQojQb2iTcXNzM7y9vZm6IO64GXM4HOh0Opw7dw4cDsemRqaOQnenB4ARI0Zg7NixTp/DtFWGSCRiihy6C2dYhPrCy8sLERER0Ov16Orqwh/+8AfGWmT6dE8LI1e3bXAF/REJ9DWKiIiw2PNLKBQaicfBFCztzDlNm+zqdDrGjcYO5Dct7GjPe+OpIo40JH3edRAhROgXbFdYbm4uRo0ahdjYWLfN3dbWBo1Gg9DQUIwfP96ppnA2tIWGx+MxmVHOxlyrjKqqqiFfi4udVj1ixAijp3u5XM483QcEBPQ7BX2wXktLPb/oa0SXMqADreVyud3xRY7iDteYuTmtvf98Ph+hoaFMvTC1Wm1kLaqqqjKyrtmSvUdbup3dLsRWenp6SEFFF0GEEMFh2AHR9JNvfzrB24NOp8Ply5fR0tICHo+HKVOmuMwVVl1djbKyMkZs/fTTT05fUO1tlTGUYT/dm7a4MJeCbs5FZI2hYC1h9/xip57X1dVBrVajoKCg3xYQW/GEa8xe8SUUChEZGYnIyMhe1jVz2XtBQUG93FCejhEiQsh1ECFEcAi9Xs+0xKBT481lcLmCzs5O5ObmQqfTIS4uDvX19S5ZbGix1dzcjFGjRiE+Pp5x+TlT8FlrldGf1+Xovu4WX33NxW7bwE5BN3URsVtcuMoyOFChU89pl1BmZqZR09iqqirw+Xwj8eisvlWeco05KkjMWdfoDEeFQmGUvce2GHk6RkilUhHXmIsgQohgF9aywtxhEaqvr8eVK1cgFosxdepUJo3W2SiVSuTm5kKr1SItLc2o95mzBJ8trTI8ZREaqFYo0xR0UxcRXZ1YJBIxCz67+7kn0+fdOZ9QKOwVX0RfI3OtLfojHj0hhJyZxs7lci1WB1coFKivrwcARoR0dHRAKBS61UWmVqtBURSxCLkIIoQINmMwGBgrkLnUeFcKIb1ej+LiYtTV1RnV03GFFYrdkiMtLa2XidwZ4kSj0aCgoAAymcxqlpsnhJA7F7X+zmXORURbQlpbW3Ht2jWjprG0gHcXA0F4sS0gdAwWu1UKWzw6kmFlMBjcEotkOqerLDOm1cFp12xTUxNUKhWKioqYzx3b7ejK7w3ds45YhFwDEUIEmzDnCjP94rtKCKlUKuTl5UGlUmHy5MkIDw83mpOiKKc8ldrakqO/4sSeVhmOztXc3IzW1tZBnXHlCKZBsnQRPrpprE6nQ1dXFyiKckolZ1sYaDFJ7NYWACy2ShGLxcw1srbQeyp93l3XlXbN8ng8tLa2YurUqUyPtLq6Oly9epUp/UD/2BOzZgtECLkWIoQIVqEoihFB9FOYpS84l8tlMiucRXNzMy5fvgwfHx9kZGT0KijmrFL7PT09yMvLQ2dnZ58tOfoTI8R27dnSKsNeIcQWc76+vr0yrmwpyjeUArRNu5/n5OQAuOFqoGNB6Kax9CLmTJeHp1xj9mCuVQq78CV7oaevEzu+yFNZY+4W9/R33tfXFyKRiPlMdXV1MdersrISer2+V1mD/optIoRcCxFCBItQFMUUSLSlSrQzLUIGgwHl5eWoqqpCTEwMUlJSzC5Q7Juxo0+lMpkM+fn54PP5mDZtGvz9/a2Od0QoGAwGlJSU4Nq1a3a3yrB1LrVajfz8fLS1tWHcuHEIDg6GwWAwm3HF7m3lrKDZgQ6HwwGPx4Ovry9Gjx5tVMlZLpfbbQmxhYHgGrMXuoAnnWHV1dXFuNEqKiqg1+vh7e3NfIb0ev2Azxpz1pyAsYXPXOkH2lrELmvg5+dnZDGy15WoUqkAgBRUdBFECBHMYosrzBRnCSG6cGF7ezvGjRuHmJgYq3MCcGheiqJQVVWFsrIyhIeHY/z48TbdoOyNS2Jbm+xtlWGr6Gpvb0dubi4AYNq0aRCJRFCr1eDz+RYzruigWdPChUPJImQN00rOdK0ZU0sIO6DYkWDVgW4RsgZ7oY+NjWVqPNELPV3ss6enB1wut1dwuqvwVMq+LQ+DtNuRjlljB17TbVP8/f3tqonV09MDwDkWIaVSiRdeeAFHjhyBXC7H6NGjsWHDBixbtqzPfVtaWrBu3TocO3YMKpUKEydOxCuvvII5c+YYjTt27BiOHDmC3NxclJSUWIzNq66uRnx8vNm5Dh8+bNM5OQMihAhG2OMKM8UZQsjUOhMQEGB1PNsiZA9arRaXL1/G9evXkZycDKlUalcdGluFglwuR15ens3WJnNz9UVdXR2KiooQFBSEiRMnwsvLy+wTs7mMK3OFC/l8PoRCoVv7f7kTS9fUtNYMbQlhV7v28fExEo19CefB4BqzB3aNp4SEBGi1Wly8eBF8Pt8oOJ22qgUFBbkkkNgTzU8dmZPP5/dqm2JqoWUH8wcFBUEkEvW6Xs50jd1zzz24ePEitm3bhlGjRuHQoUNYvnw5DAYDVqxYYXE/tVqNOXPmoK2tDbt27UJYWBj27t2L2267DSdPnsSMGTOYsV988QUuXLiAyZMnQygU4rfffrN6Tn/96197zZ2UlNS/F2oHRAgRGOx1hZnSnwwuiqKYmjDh4eEYN26cTTEA7BghW2HXIUpLS2OyQ2zFFiFk2ipj/PjxDsU0WJuL7W6Lj49HUlKSXTdqc4UL5XI5KioqzPb/cnV374GEqSWEnVJN1+ZxtCGqK3G38BIIBIxlbeTIkejp6WGsH9euXUNlZaVTrGqmDBYhZIqXlxfCw8OZhA/aQqtQKFBTU4OKigoIBALmexkYGAg/Pz+nCaFvv/0WP/zwAyN+AGDWrFmoqanBc889h6VLl1q05u3fvx+FhYU4f/48MjIymH0nTpyIdevWITs7mxn7/vvvM9fqiSee6FMIxcbGYtq0af16bf2BCCECAMdcYaZwuVxoNBq759ZoNLh8+TJaW1sxevRoxMXF2WWFAmy3CDU0NKCwsBABAQGYOnWqQz73voKlzbXK6E9xQ6D3AqdWq5GXl4eOjg6ndaYXCAQIDw9HS0sLACAhIaHfFpGhgmlKNfvJ3rQhKls0DjWLkKU56e+ht7c3oqKimEBipVLpkh5yg712EY2Pjw+io6MRHR1t9nqdOXMGH3/8McaOHYvQ0FAolcp+tff54osvIBKJsGTJEqPtq1atwooVK5CdnY3MzEyL+yYnJzMiCLhh8XrwwQfx/PPPo76+HtHR0QA8V33bUYbHXYxgkf64wkxxxDVGx7ZQFIWpU6cyTRNthS0UrMG2nsTFxSE5OdnhL6s1y5elVhmOYk4ItbW1ITc3FzwezyF3m63zmtaesWQRkUgkCA4OdnktFWfgrNgn9pO9pYKF3t7eTFNZrVbrliyngdAAlYaOhfH39zeKLzJ1xZrGy9gSXzRYLULWMHe9fH190dHRgTNnzuD69esYMWIEJk6ciLlz52LOnDmYPXu2XRlphYWFSElJ6fUAM2HCBObvloRQYWEhbr755l7b6X2vXLnCCCF72bZtG55//nnw+XxMmTIF69atw+LFix06liMQITSM6a8rzBR7hBBFUaitrUVxcTEkEgkmTJjgUIqpLRah7u5u5OXlQalUOsV6YsldZa1VRn/mAn5fwGtra1FUVITg4GBMnDjRJYuruddn6kbTaDRGoohu4UA/6UskEputbYO9YKS1goXXrl2DTCbD2bNnmQWfDih2Vd8vT1hKbJnTUg85hUKBlpYW1NTUMPEytGXNXLwMPedQE0KmcLlcTJ06FVOnTsUHH3yALVu24J///CdOnTqF7777Djt37kRra6td902ZTIaEhIRe22lLp0wms7qvuTACW/a1hFAoxGOPPYZ58+YhMjIS165dw+7du3HnnXfi/fffR1ZWlt3HdAQihIYpdMPU/rjCTLFVCLFdRyNHjkRiYqJTXEfmaG1tRX5+Pry8vJCRkQGRSOTQPKZzsuezpVVGf2FX1u7vNXMGXl5eRi0c2IHFZWVlzNMsvfC7qxP6QICdOXT9+nVG+MjlcjQ3NzMLPi0KJBJJn53PbcXTrjF7YPeQA4yLX9LxRXS8jKm4HiquMVvp6emBr68v7rzzTtx1110Abtzb7LWgA9YfBPq6pv3Z1xyRkZF47733jLYtWbIE6enp2LBhA1auXOmW+8bwuDMRGJzpCjPFFiGkVCqRl5fnNNeRJYsQO/g6IiIC48aNc9oXiv06bW2V4Sj0sXJyctDV1dWrsrarsMdK01dgMZ0ybK4+z0B3pTkDHo9ntOCzO59XV1ejoqICXl5eRnEzjhbgG0iuMXsxLX5JN0Jli2s6Rs3drVIAzwshUwsrXQDTHoKDg81abuRyOQCYtfg4Y197EAgEWLp0KTZs2IDy8nKkpKQ45bjWIEJoGOFsV5gpfQkhdg+vzMxMp2SPmBNCWq0WBQUFDgVf2wJtEbKnVYajKJVKADesaM6yaPVFf6+VaWAxuz5PbW0trl69yjzp83i8Ydf7iy5hEB0d3atpLF2Az9G+X56o/+SK4obseJm4uLhejVANBgMqKirQ0tLCXCdXuRtpPCmEnNV5fvz48Th8+DB0Op3Rg+Hly5cBAOPGjbO6Lz2OjS372gv9OXbX9SZCaJjgCleYKZaEEDtQ2VoPL0cwrSPEFieOBF/bOqdKpcKFCxdsbpVhLxRF4dq1aygrKwMApKamDtry+qb1edhP+tevXwdFUcjOzjZyo7myIN9AskKZaxpr2veLXZfHWtwMMLhcY/ZgKq5PnTrF1MJytbuRZiBYhPr7eu6++268//77+Pzzz7F06VJm+0cffYSoqCikp6db3Xf16tXIzs5mxul0Onz88cdIT0+32pbIHrRaLT777DOEhIQgMTHRKcfsCyKEhjiudIWZYk4IOTtQ2dycwI3XaW8fL0egn+BVKpXdrTJsRa/X48qVK2hoaEB0dDTq6+tdXqmXjSsrS5s+6dfX16OsrAwSicSozQVdYK6vhX+gY68wMdf3ixaNfcXN0AxW15g98wFAYGBgn+5Gdr+v/ranGAoWodtvvx3z5s3D448/jo6ODiQmJuLw4cM4fvw4Pv74Y+Y+8+ijj+Kjjz5CZWUl4uLiAAB//OMfsXfvXixZsgTbtm1DWFgY3n77bZSWluLkyZNG89TU1ODixYsAgMrKSgDAv/71LwCAVCpFamoqAOCZZ56BVqvF9OnTERERgdraWuzevRt5eXn48MMPnXLfs+V9I0JoCONqV5gppkLo+vXrKCgogFAodJlbh/6A19TUQCaTuUycAL+3yuju7oa/vz9Gjx7t9Dm6u7uRm5sLlUqFKVOmQCAQoL6+fsi2vKA/k3QVWbYbjb3ws7PRXN0t3pn0930zV5fHWlC6TqdzuyhxtxCi7zHs7zjb3UhRFONuVCgUTHNd+jo52u/LE41eaXp6epxWzPTf//43Nm3ahBdffJFpsWHazkKv1zPrBo1QKMSPP/6IdevW4a9//StUKhUmTZqE7777zqiqNACcPn0aq1atMtpG1y565JFHcODAAQA33GnvvvsuDh06hI6ODvj7+2Pq1Kk4ceIEbr31Vqe8XnNrgVarBZfLZYQWEUJDFHe4wkyhhRA7iyoyMhJjx451WeQ/3YNHoVBg0qRJiIiIcMk87FYZoaGhTmsuy0YmkyEvL48Rjn5+fmhrawPg3tgPT/YaM+dGk8lkkMvlzIImEomM0tDteWr0xOty1vfOXNwM7Uaj+1gBN6xKVVVVTLVrV37v3R3LwZ7T0uui61sFBARAKpUy14m2GJn2+7K1KjjdVd4TdHd3O00IiUQi7Nq1C7t27bI45sCBA4xYYRMeHo6PPvqozzlWrlyJlStX9jnuj3/8I/74xz/2Oc5RtFotfvrpJ8ybNw/AjfXi+PHjKCkpQUBAAGbOnIkxY8YQITTUMHWF0SLIHdBC6OLFi1AoFC7JomJDW5wAIDEx0SUiyFyrjNLSUqbkvbPmqK6uRmlpaa/mr7YWjByKsBd+qVRqFD/D7mvFdqPZEhcyVCo9m2saW1hYiJ6eHqPaTq5skdKXKHEF5ixC1jC9TpaqgrP7fZn7HHnSNdbd3d1n30VCb1paWvA///M/qKqqQk9PD9577z28+uqruPnmm9HS0oLXX38dX375JRFCQwmKoqDT6VBYWAhvb2/Ex8e79QalUqmYf6dNmwaxWOySeSiKQmVlJSoqKhAZGYnm5maXmKwttcpwpsWEfr+ampowatQoi++ZI/P1570fiMLLWvyMuTR0iUQCLy8vj56zO6+jUCiEt7c3BAIBxo8fz9R2UigUTm1vwWYwCCFTTKuCs/t9VVVVoby8nPkc0SJSKBR6PFjaHWUzhhqdnZ1M26fm5mbs27cPP/zwA1MN+3//939vVLT25EkSnAfbFdbV1cW4xNwBbdGoqKgAAKSnp7usOSe7bk9KSgpiY2Nx6tQppy847FYZqampRjU7nCWEVCoVcnNz0dPT02sO9lyAYwuqo9aIwRKYbBo/YykNnZ2N5gk8YYEyre1kqb0F3SLF0aaxtCjxhBByxpwcDoeJL6Kz0MzFF/n5+UGtVqOnp6dX6rk76O7uHrRZo56A/h50d3cz987y8nJQFIUJEyYwrsa5c+fi7bffJkJosGPJFeaKGBZzaLVaFBYWorm52eUZTu3t7cjLy+uVGu/s19tXq4y+mq7aAu3W8/b2ttqOw9GbfXd3NxoaGiAWi+1e4NwdI+SMuUzjQnQ6HeP+uH79OuNG43A44PF46Orqgq+vr8sX8IHSdNVcewtaFJlzD0kkEpuujydjhFwxp7lyBrSArKurQ0tLC65fv24kIP39/V3++p0ZLD2coO8DmzZtYmrYURTFxHpdu3YNAoGACKHBDO0Ko6ussm/07hBCHR0dyMvLg06nQ1paGjgcDurr610yd11dHYqKihAYGIiJEycaBS06a+G2tVWGtaartsxBV7yOjIzEuHHjrApHRyxCdNC1Xq+HwWAwihMJDg7udxrxYIAOaqcrl9Puj4qKCrS3tyM7OxtCodDITeRpN5ozsLWmj0AgMOseksvlzOfTluszGF1j9sDn85n4Ivphz8fHh7GqVVVVgcfjGdUvcrbAppv6EiFkO/T1j4uLw6ZNm6DRaDB+/HgsWLAA7e3tCAwMhFarRWVlJWbNmkWE0GDFWlYYl8tl/KKughYmYrEYU6dOhbe3N9rb25lzcxZ6vR5FRUWor69HfHw8kpKSet0AnWERsqdVhqPCS6fT4fLly2hpabG54rU9Qogd2B0WFoakpCQmMFQmk6G8vBylpaVMGnFwcLDLixf2hbsWUB8fH8ZiKZFIEBoayiz8TU1NoCjKJU1RB4pFyBrm3EN001iFQmF0fdhVnNkPXJ6oI+SJXmOmPfbY9YvYApIdoO4MgU0sQo4RFhaGF154AcCNZIL29nZ0dHRAo9EgKCgITzzxBCiKIkJosEFRFCOCLGWFudIiZE2Y2NIJ3h5UKhXy8vKgUqms9tjqrxCyt1WGI0LINOaIzmDpC1uFELsI46hRoxAXFwetVguBQACRSIQRI0YwbQrodPS6ujrGFRAcHGyUdTUQg6WdBd33jHZ/aLVaJhuNrlJMu4no6+Lj4zMoYqecIbzYTWMBWHQzBgYGMrXBhqpFyHRe9pwcDgd+fn7w8/PrFV/EjlPz8/Prd9V0EiPkODk5OTh69CgaGhrQ09PD3PMmTZqEhQsXIjY2lgihwYQlV5gpXC4Xer3e6fN3dXUxBQXNCRPTdhf9gY7T8fHxYWrqWKI/Czddjdqcy80S9govdsyRoz3WrL0+dhFGupGtufMz1wOMFkXsrCs+n88U4/RUATlXYe46CgQCIzeaSqViFrPKykqUlZU5nG01GCxCfWHJzahQKFBfXw8AyMvLc1vRS08IIfoB1Nqc1tqlsKumi8VixmJka3yRs+oIKZVKvPDCCzhy5AhTTHHDhg1GxRQt0dLSgnXr1uHYsWNQqVSYOHEiXnnlFcyZM8do3LFjx3DkyBHk5uaipKTEaoNcrVaLv/3tb/jwww/R2NiI+Ph4/OUvf8Ff//rXfr1O+ntw5coV/L//9//Q2dmJRYsWITg4GHq9HvX19di/fz8++eQTHDhwgAihwYI9BRJdYRFqbm7G5cuXmcXc3NOJMyxC7DidqKgojB07ts8nKEcsQuz+Z/ZWo7ZVeLHT/K3FHPU1F30sc9CFHgUCQZ+C0RShUNgr60omk6G+vh4ajQZnz56Fv78/YxVxJKtoINKXULDkJnIk22ooCCFTaDdjdHQ02tvb8dtvvyEiIgKdnZ1GWVau6h3nSXecPZ9/03IPdNV0WkCy6zzRwsic5ZGiKKe5xu655x5cvHgR27Ztw6hRo3Do0CEsX74cBoMBK1assLifWq3GnDlz0NbWhl27diEsLAx79+7FbbfdhpMnTxpVlv7iiy9w4cIFTJ48GUKhEL/99pvF465evRoHDx7Eyy+/jLS0NJw4cQJPPvkkOjs78fzzzzv8Og0GA3g8Hr7++mtQFIXTp0/3GrN582b85S9/wd///ncihAY65lxh9I8lnGkRMhgMKCsrQ3V1NWJiYpCSkmLxptZfIaTRaJCfnw+5XG5XMUZ7s7joVhmdnZ0O9T+zRQhptVoUFBSgtbW1X4UlLQkhuilrSUkJQkNDMWHChH6l9LKzrugnWalUCplMhqamJiarKCgoyMhdNNRhu4kSEhKg1WrNFuNjx4R40oXhiaarADBixAh4e3sznx36GrGtIOwsK2fUuHKnKDcYDNDoDCj+8heISgvNjuFwAB6XC/qVce+5Ddz0SczfTaumd3V1MdeJtjyaC1DXaDTQ6/X9/lx9++23+OGHHxjxAwCzZs1CTU0NnnvuOSxdutTivX3//v0oLCzE+fPnkZGRwew7ceJErFu3DtnZ2czY999/n3lvnnjiCYtC6MqVK9i/fz9effVVPPfccwCAmTNnQiaT4ZVXXsGf//xnxnrtKDweDzqdDnq93uxr4/P56OnpIUJoIGOrK8wUZ1mEaMHQ0dGB8ePHIzo6us95AceEUFtbG/Ly8gDApjgdNvZkcbFbZUybNg3+/v52n2tfQkipVOLSpUvQ6XRGaf6OYE4IGQwGXLlyBfX19UhMTMTIkSPNfi76uyDS7hA6q4h2o9HF+Xx8fBhRFBgY6PbaKp5AIBAgLCwMYWFhva4L241GXxf64cVdeKoBKj2nJSsILYquXr1q1DQ2KCjIbkHtaouQTm9ATkULPjtThtrrKrDvZvsURRDAwnefAsB6ADV8d9pICLFh13kaMWKE2QB1pVKJl156CWlpaYiJien36/3iiy8gEomYnl80q1atwooVK5CdnY3MzEyL+yYnJzMiCLjxXj/44IN4/vnnUV9fz6wPtgrUL7/8EhRF9epJtmrVKrz//vs4fvy4VSuVNei1aOHChbh06RIefPBB3HHHHQgLC2PiIE+ePImCggI89dRTRAgNVNiuMAA2iyB6bH+FkEwmQ35+Pvh8PjIyMmwSDI5YhCiKQm1tLYqLiyGRSDBx4kS7syxseb3mWmU4Gv9izQLV1NSEy5cvQyQSMdl0/cH0Pe/p6UFubi6USiWmTJnCdN92JqZzsrOK6Js2O/aB7t3EDroeqB3jnRkEbu66sIsW0vEzVVVV6O7udkvNGU81QLU0p7necXQWI7tpLFsY9SWo6Vid/r5OtuCpa1VBb8NHw8uSCDKDQauzeay5APWysjJMnjwZZ8+eRV1dHVasWIF33nkHc+fOxbx58zB58mS7XI6FhYVISUnpdX3pKsuFhYUWhVBhYSFuvvnmXtvpfa9cudLng7K5Y4aGhvZqjcQ+n/5AURRSUlKwadMmvPHGG3jjjTeYjGq5XI6EhAT87W9/w4wZM4gQGmg44gozhcfjOewaY9e5Me171Rf2CiF2ptPIkSORmJjosPvI2gLHbmPBbpXhKOYsUBRFoby8HFevXsWIESOQkpLilAWPbRFSKBTIy8sDj8dDRkYGk7Hjbrhcbq+ga9OO8QOt1QUbVwkF06KFGo0GP//8M4RCIVNzxh29vwZq7Ay7d1xsbCyTxcgWjrSL1lqxQkdeo7Jbgw9+KEJ2URPUzs8jMUu3WgdHP/V8Ph9jxozBBx98gKtXr2Ly5MlYv349qqqqsGvXLjz//PM4evQo7rvvPpuPKZPJkJCQ0Gs7/T2WyWRW9zXnprJlX3uP6efnBy8vL4eOyYZ+YB03bhzTKLalpQUGg8FIfBkMBiKEBhKOusJMcdQixK6lY2udGza0YLNlbnYGWn8tG9Zer7VWGY5iKrzY123s2LEYMWJEv+dgzwXc+ALX1tYiJCQEEyZMcGk2l71ZeNY6xrNbXdDWImfV6Bno0O9RTEwMQkNDjbLR2O5Fdk2n/roXPe0aswfTLEb6SV2hUPQqVsgWjtayt6y5tZwB1w6LEAcU2pQ9CBT1zyrc1dUFiqJw3333YeLEiaAoCoWFhZBKpXYfy9r7ZGtNM0f2decx2Zh+TkzXmcOHDyMpKYkIoYEC2wrUHxEE/G6xsKdJIDtGpz9xLbaIMHZqvKUMNHuwJL76apXRn/noBaCzsxOXLl2yuQaRvdDzXLt2DQkJCUhKShqQLica9lO/aauLlpYWpkYPvbjRn/ehDrvmjDn3Im0N6W9Q8WASQqaYK1ZoroyBl5fXDQtpRxc++qncrVYevh1CiA8Ku769go33/6Ffc/b09AAAc//icDgYP3683ccJDg42a2WRy+UAYDUwuT/7Wjsmveaw6erqgkaj6XegNHCjPIpcLodQKASPxwOfz4dAIACHw0FkZCRee+01/OlPfyJCaCBA9wqzJTXeFthBy30JIWfE6LCxJoQMBgMqKipw9epVh9PJLc3JdgXa2irDUWgh1NjYiMLCQgQEBGDSpElOr52iVquRm5sLAEyKvztwZkFF0xo0posb/b6VlpbaHCPSHzzRQ81SrS9z1hA65urq1avg8/lG7kVb4s3cLSpdFbjMFo6RUdH4tawZn58uRr2i43cpcvasU+fsi9nq67DHDtvN4UGhVPd73u7ubgDotxt1/PjxOHz4cK+msZcvXwYAjBs3zuq+9Dg2tuxr7ZiffvopmpqajFxV/TkmDZ0ltmPHDiZ+iU6p5/F4zPevvLwcUVFRRAh5Eme5wkyxNVZHp9PhypUraGxs7FeMjunc5uZVq9XIz89HW1ub091H7DntaZXhKLRQyM/PR2xsLEaPHu10V097ezsuXbrEHNdTndOdjWmNnqqqKtTU1KCjo8MoRoR2o/U31doc7rKY2CNKTK0hXV1djDBiBxWzU6vNiXtP1S1y1pw9Gh2+/qUKJ3KrIe9yk5nHRpar6mDPq/yHTyyCRP1/OKKFkD01wsxx99134/3338fnn3+OpUuXMts/+ugjREVFIT093eq+q1evRnZ2NjNOp9Ph448/Rnp6OqKiouw+nzvvvBMvvPACPvroI6xfv57ZfuDAAfj4+OC2226z+5imZGdnIzAwEJmZmdBoNOjp6WH+9fPzg0ajgY+PDxFCnoKu3KvX650qgoDfLULWAqaVSiVyc3Oh0WiYasTOwJwQamtrQ25uLrhcLtLT0yEWi50yFw3tGrO3VYYjaDQaVFZWArjxxBITE+P0Oeg+bkFBQZgwYYLZYmCuxh2WBS6XywR8p6WlmbWKCAQCt1UsdhWO9P6iU6tNg4plMplRlh4dX0Rn6dnadNVZ9Kc8gLJbg3+cLMavxY1QaZ18Yi7Ax46IIwrAL0IJ/rFgbL/npV1j/bUI3X777Zg3bx4ef/xxdHR0IDExEYcPH8bx48fx8ccfM+vGo48+io8++giVlZWIi4sDAPzxj3/E3r17sWTJEmzbtg1hYWF4++23UVpaipMnTxrNU1NTg4sXLwIAc6/817/+BeCGZTs1NRUAMHbsWDz66KPYsmULeDwe0tLS8P333+O9997DK6+80i/XGP2ZnD59OmJiYpCVlWV23IcffgihUEiEkCdxJDXeFugboSUh1NDQgCtXrkAkEiE1NdWpmStsIcQu+hccHIwJEya4JHuIy+VCrVbjwoULdrXKsJf29nZGaAGwuxBjXxgMBpSWlqKmpgbx8fEYNWqUzb3GnImnYpBMrSJKpZIRRnTFYpFIZFSx2N5Ff6C4xuyBHVScmJhosTaPRCJhXOzuwlYLVJuyB7u+ykNhdRsGlp3HdnTg2Jw+rwHg583vd6A0cMOdzOfznXLv/Pe//41NmzbhxRdfZFpsHD582KjFhl6vZx7QaYRCIX788UesW7cOf/3rX6FSqTBp0iR89913RlWlAeD06dO9agPRtYseeeQRHDhwgNn+9ttvIzo6Grt370ZTUxOkUil27drV7xYb9H1h1apVUCgUUKlU8PX1NVqbeDwe1q9fjzFjxhAh5CnoWCBXYMk1xm4rERcXh+TkZKefAy2E2G43a0X/+ovBYIBcLodKpbK7VYY9sHuSxcTEoKCgwKmLqkajQV5eHtra2npVu3ZmzM5ggR10HRcXB71ezwRdt7a2Mo0/TSs6D+RAcmdhLkuPFkZ6vR5VVVVoaWlxWYsLNuYsUG3KHrz1n3xcqVZAO7w+tgx6cLD7Tzc55VjO6jMGACKRCLt27cKuXbssjjlw4ICRWKEJDw9n0tCtsXLlSqxcudKm8xEIBHjppZfw0ksv2TTeXlJSUox+N/2sPvLIIwBAhJAncdUCZ67CM93Jvaury6G2ErbCts6o1Wqnut1MoStfK5VKeHt7Y/To0U6fw1xPMoVCwfzNGXR0dODSpUsAgGnTpiEgIMDo7/35nDgSMzIQhRePxzOqWEw3/pTL5UzdK3ZjVIlEYjHo2t0xQq6cz1Qw/ve//0V4eDi4XC5jMaKbgdLXxZnFLju7tfh3fhf2nD0+5EWPPRljPlwOBE6wBgE3Puve3t7DQuQ7G1vvf0QIDUFMY4RaWlpw+fJlCIVClxfi0+l0aGhogL+/v1NT1k1ht8qIiYlh0jidiVqtRl5eHtrb243EozPdVQ0NDSgsLERgYCAmTZpk1vw9EIWJp2E3/jTXGNW0MF9AQMCwWUhEIhFT5benp8dqscugoCCb3cieKEo4kLDnsYfDdd5nzVkNV4cjfX3ntVotBAIBEUKexFULHDtGqKysDFevXkVUVNQNX6iLUpMNBgPKy8vR1dUFPz8/pKenu8Qcb65VxrVr15xmnaFhB3ibthhxhhBiN7O1xU1p71w6nQ51dXVM+4KBHEvTX8w1RmXX56ErOtMxNDqd7a0P+oM7LELm5mTP5+3tjaioKERFRYGiKHR2djLXhl3skhZGYrEYPB5v0AUyu5okndK+KtFO/Po40zVGMGbnzp14+umniRAaitCLXllZGbq6ujB27FinNO2zBNtyQpvpXSGCLLXKsKfpqi3U1taiqKjIYoA3fR0dFV8ajQb5+flQKBQ2NbO1VzB3dXXh0qVLUKlUTFAgHUsTHBzc5011sFtOBAIBwsPDER4ebpSKLpPJoNPpUFNTg9bWVpfH0AwEIcSGtpIFBAQwxS7b2tpwvVWGn4uu4ceiCgywjHWPwQHg7yPApHgJFk8JRdChL2HXo0Sk83oA0kJosH8vBxoGgwEbNmwgQmio0tbWBuDGgjtt2jSnp6uzoftfcblcTJs2DZWVlU63zgDWW2U4o8kscOOLUVRUhLq6OqtVnPtjEaIrUVMUZXMpAXuEUGtrK/Lz8+Ht7Y2MjAyjIGO6Oi+7a7y5ejRDyRVnmor+888/Izg4GHw+HzKZjImhCQwMZIQR3Z16MGJLTAQdzFxYpYB7bGMDFw4Aby8ekmMCsWbReItZXj0dSruOy1uywAlndwNiEXINWq0WPB6PuMaGGhRFobq6GmVlZQCAkSNHukwEsV1U7P5XplWenUFfrTKcsXCzu7pPmjSpV0dkNrTFzd456c709laituX10e9HSUkJIiIiMG7cOBgMBhgMBvj5+TEFDNvb25k+YHQ9msDAQEYY9bdom72wRaU7xAddsTg2NhZJSUlGMTTV1dWoqKiAUCg0Crp2tK+buy1CFEX1uo7ExfU7XnwuooJ9cf9NI5GaFA4+z3YbD1dnXw2hKrUKkrY2BAQE9DuLtbu722WxlkMdrVZr1Lic/m5wOBx0dXUx44gQ8iDOvEFqtVpcvnwZLS0tGDVqFKqqqpx2bFOsdXPncrnQaDROmcfWVhn9tQgpFArk5uaCz+fbFExur0WI3ZnekUrUfX1O9Ho9rly5goaGBowaNQrx8fEAervu2N3Rgd+7xstkMiMRIBQKodfrmUDCoYTpe2YaQ0MHXctkMjQ2NgIAE3QdHBxstht6X3O5Swjp9AZUyDT499ECNLQPXx8XB4CPFx9TR4Xij7emQOTT//o7Bg4HXBu/73ouB42NjaiurjZySwcFBTlU4qGnp8em9ioEY7q7u/HnP/8ZgYGB8PLygo+PD7y9veHj4wORSASlUsmsJ0QIDQHoisp6vR5Tp06FRCJxSQAxYFyR2lw3d2e5qexpleHonOw+a/Z0dbdHCGm1WhQUFKC1tdXh1iLWLEK0JaurqwtTpkxhuivbcm6m9WhoEdDY2AidToezZ88aVS92RbsLT2AthkYsFkMsFiM+Ph5arRYKhYIRRdXV1eDz+UbxVp5coOgsrgtXmqAx+vgPHxHE53IQHeyHpbfYb+WxBy5l+/2FDw4yMzOhUqmM3NJ6vd7I2hgUFGRTkURnWoSUSiVeeOEFHDlyhCmouGHDBqOCipZoaWnBunXrcOzYMahUKkycOBGvvPIK5syZ02vsyZMnsXnzZuTn58PX1xcLFy7E9u3bjbq/V1dXMw9tppgWeXQEg8EAb29vdHd3Q6FQQKfToaenB11dXczP/PnzARAhNKihKAr19fUoKiqCWCzGxIkTmRuzK1xUtGvHWkVqZwghe1tl0ELBHveKXq9HUVER6uvr7S74aGuwtFKpxKVLlxiBSlti7MWSEKIz23g8HqZNm9avsghsEcDn81FdXY1Ro0YZZV4NhXYX9iAQCBAWFoawsDCjbugymQzl5eUoLS1l+n8FBwf3Crp2tkWIrs6cX93mlOMNJtixPDfH6DAiMhSJiYlum98eixC4HKOmsbRbml3igbY2+vv7M6LIUqX07u7uXg+cjnLPPffg4sWL2LZtG0aNGoVDhw5h+fLlMBgMWLFihcX91Go15syZg7a2NuzatQthYWHYu3cvbrvtNpw8edKouvSZM2dw++2344477sBXX32FlpYWrF+/HnPmzEFOTk6v+8Zf//rXXnMnJSX1+7X6+fnh3XfftWksEUKDFPZCHh8fj6SkJKMvEY/Hc5pFiN36oS/XTn8zuNgVnG1tlcGO2bFl0enu7kZubi5UKpWRFcVWbIkRam5uRkFBAUQiEaZOndovy4E5IVRfX4/CwkIEBwdj4sSJTnVh0dfQNPOKji1it7ugY4vEYrFbe1y5G/bCNmLECLP9v+jChfQ16Y8AGsjNR10NlwP4+3hh/uQY3JWZAG8v42UqOzvb7Z81m0UQABh6jzVX4qGtrQ1yuRwtLS2oqamxGLTvrGDpb7/9Fj/88AMjfgBg1qxZqKmpwXPPPYelS5dazJ7cv38/CgsLcf78eWRkZDD7Tpw4EevWrUN2djYz9rnnnsOoUaPwr3/9iynXEh8fj+nTp+Mf//gHHn/8caNjx8bGYtq0af1+feYwGAw4ceIEvv32WzQ1NYHD4SAiIgJz5szB7NmzmbIoRAh5EEdvlHQGVU9Pj8WF3FkWoZ6eHuTn56O9vd2mVG9HLULmKjjberNjW2j62kcmkyEvLw9eXl7IyMhwKDjYmmuMHdcUExODMWPGOOWmTc9lrR+Zq2BnXsXFxTFp1zKZDM3NzaipqWFiIWgRMFCzXJyVDWep/5dMJkNNTQ0qKioYcSqXyyEUCq26QWg31y+FTUO+QjMbHhcI8ffGg7NGIX10hE2uLXcF1tMYsnPBsec98er7oUQgECA0NJSpus+ulE7H623fvh0BAQFOe6j94osvIBKJmL5fNKtWrcKKFSuQnZ2NzMxMi/smJyczIggA+Hw+HnzwQTz//POor69HdHQ06uvrcfHiRbz22mtGNesyMzMxatQofPHFF72EkKugKApffPEF1q9fj/DwcKSkpIDL5SI3Nxcff/wxHnnkEezcufPGa3HLGRGcBu2e8vPzQ2ZmpkXfsTO+POzqzaZFBS3hiACjW2V0dnb2mbFlaU7A+iLHznILCwvD+PHjHS4uaUkI6XQ6FBQU4Pr1633GNdk7H0VRRvWHJkyYgKioqH4f29p8luDz+UbtLkxdRgaDwarLaChiGm/V2dmJxsZG1NfXo7KyEpWVlYwbRBwYhLIWNY78twzXWrs9fepuw4vPxYhgP6y+bSQozY3PTEdHBwADhN0NuFbTY1NAui0PPM7E8N1PsOtbHG3f/QswrpROf36mTp2K06dPo7CwEOfOncOFCxcwb948zJs3D7fccovdcUOFhYVISUnpdd+bMGEC83dLQqiwsBA333xzr+30vleuXEF0dDQKCwuNtpuOPXfuXK/t27Ztw/PPPw8+n48pU6Zg3bp1WLx4sV2vjQ0tlIuLi7Fz5048/vjjePbZZ43GnDt3DmvWrMF7772H//mf/yFCaLDAtgSMGDECo0ePtrq49McixE7Dp6s32+p6sdciZCq2HIlzsdRklkav16OwsBCNjY29stwcwdx8dBFDrVaLtLQ0SCQSh49vCofDgUajwS+//MLETbmyNpS9+Pr6wtfXl4mFoE3+5lxGwcHBHm+O6g4LGp02XV9fj7HjJ+LYr9dwMrsZaoPMpXMPFLz4HIwI9cf6eychRGx+wTatAs7OtGLHoplaF90thKC2LwuWt3huv6ajPz//7//9P1AUhXHjxmHGjBkIDg7G8ePH8b//+7/4y1/+gj179th1XJlMhoSEhF7b6XuVTGb5symTycze00z3pf+1NJY9h1AoxGOPPYZ58+YhMjIS165dw+7du3HnnXfi/fffR1ZWlh2v7ndoIVRSUgKtVotnn32WqSZPf/enT5+O1atX49NPPyVCaLBAW0w6Ojpsck8BjluEdDodLl++jObmZiYV256Fw1YhZK5VhqNxLtZcVSqVinEjOqsBrOl87DpHloLI+wPdLkMsFmPy5MluCVJ21IXE5XJ7uYzo2CLTOj3BwcFOD+gfCLS2q/D60d9Q2fx/dUp+uejZE3IxXA4wIkTkUOaWaRVw2rool8sZ66KPj49RppW7XWPQ23cf5ThgEbKGWq3GpEmTGKtGXV2dw9Z+a9etr2tqz77WMjNpIiMj8d577xn9fcmSJUhPT8eGDRuwcuXKfrWEUqlUzL2SLZzZSQxqtRoAcY15FFu+zHSlYIFAYLN7CnDMItTZ2Ync3FzodDqkpaUhODjYrv3pefv6klqrQ+QIlixCplWWnZWCyo5JqqysRHl5OaKiojB27FinuoAoikJlZSV6enqYoGt3PAk7c5ERCoVMnR6DwYDOzk5GGNGZMwBQVVWFkJAQl6foO7ti9nArWMjjAiEBPnhwZhLSR0eg8HIBvLy8MGbMmH4f2zQgnS4Ayu4bR7tt5XI5/P393dNM157juyB93zRYOiYmxqHjBAcHm7X60A2rrVmxbd2XXjMsje3LUi4QCLB06VJs2LAB5eXlSElJsTreHPTnQSqVgsPh4MiRI7j//vuNxtTV1eHcuXNITU0FQITQgIVeBCsqKphKwfaoYx6PZ1dhw4aGBly5cgX+/v79ynLqSwhZa5XhKKZCiKIoVFVVoayszKFr1xf0F62qqgodHR0YPXo04uLinHpDpi1zLS0t8Pb2RnBw8KDPyqJdZGKxmHGLVFVVoa6uDg0NDaiurjZK0Q8ODrapzoq7GG6ZXFwOEOzvjTmTorE4Pb5X9hZw47vmqs8luwDoyJEjodFoIJfLUVRUhLa2NrS2tjJ1nYKDgxEUFOSaIH17xLMLAt2dVUdo/PjxOHz4MHQ6ndH98PLlywCAcePGWd2XHsfGdF/638uXL2PBggW9xlqbg4Z+WHH0c0XfhzMyMnDrrbfixRdfRElJCaZMmQI/Pz8oFAq8++670Ol0jEWKCKEBCLuYYEpKCmJjY+1eZG11UbGztWzpgm7LvJZq+rBdSJmZmU67abFdVWxrU3JyMvNU4Ey6u28EuCqVSqSmpjpkObMG252XmprKtExxF+7qNSYQCBAUFIS6ujpkZGQYBV3TKfp0gHFwcLBT2hUAtlm8aNHzfV4NZMrh0ZHL14uHqaPC7KrG7E43lZeXF8LDw1FUVIRRo0ZBJBIx1qKysjKjIH26ma5THoDseX1c514LjUYDnU7nlHvl3Xffjffffx+ff/45li5dymz/6KOPEBUVhfT0dKv7rl69GtnZ2cw4nU6Hjz/+GOnp6UziRnR0NKZOnYqPP/4Ya9euZSzkFy5cQGlpKZ566imr56jVavHZZ58hJCSk33WieDwenn32WXh7e+Mf//gH9u/fz5z3rbfeis2bNyMhIQEURREhNNBoa2tDXl4eANhUTNAStrjG2NlazspCYltn6C+Bra0y+jtnV1cX8vPzoVarHXbt9QXtbgOAxMREp89Bp/cLhULGnTeUmqBagsPhwN/fH/7+/kyKPl2Vl52iby2I1lHoJqRFNQqTCs1DF2dVZDYYDG6N16G/Bzwez6iZLruuE7uPHl0ZXSKROOR2pWrqAXtCDJz8NaUfupxhEbr99tsxb948PP744+jo6EBiYiIOHz6M48eP4+OPP2buyY8++ig++ugjVFZWIi4uDgDwxz/+EXv37sWSJUuwbds2hIWF4e2330ZpaSlOnjxpNM/rr7+OefPmYcmSJVi9ejVaWlqwYcMGjBs3DqtWrWLGPfPMM9BqtZg+fToiIiJQW1uL3bt3Iy8vDx9++GG/1wiKouDt7Y1nn30Wzz77LCorKyGXy+Hr6wupVMqUTuFwOEQIeRL2l5KiKFy7dg0lJSWQSCSYOHFiv9wCfQVLy2Qy5Ofng8/nY9q0aTbHHvWFqRBiW7fGjh2LmJgYp9846eOxywpYWiSrVHr8otBhpC8XlSoDbpEIEOPDhU5vQNE1Odq7eiDrUCNQJESb8vd/Jf5C9HQqoG2rQ0x0FJqbm51axJD9/pum93tCCHlaePH5fKbOCkVR6O7uZmKL2Cn6dN0iW1L025Q9+CJfhabzl6HW9zbzD1X6KlDYH1zpGjMHfU8znZMtkoEbAca0kK6rq8PVq1cZCyQ9zhb3v/7oN/adYKR9xVn7oqenBwCcJvr//e9/Y9OmTXjxxReZFhum7Sz0ej30er3RPUAoFOLHH3/EunXr8Ne//hUqlQqTJk3Cd999Z1RVGgBmzpyJb7/9Fi+++CIWLVrEtNh44403jBI9xo0bh3fffReHDh1CR0cHE5Zx4sQJ3HrrrQ6/RtpKeeHCBVRWVmL27NmIiopCTEwMvv76axw9ehReXl5Ys2YN7r77bgDENTYgYLtz7G33YAlLFiF2/Ex4eHi/6ulYmhcAU1LenlYZjkALCAAIDAzElClTrC6Ih+s1aFJTuKC4cW0uKPTw0usgyy/D9cqGPucT8jkY26pCMFeHBl0TpHIYCaZAkRDyjh50a3SgAPgKeZD4+6BNqUZwgDfEfkKMiZUYPYEbDAYUFRWhrq7O7PvvbiE00PqJcTgcJkWfXdWZFka1tbXgcrnwFQWgoNmA/JpOtHaqodXdeEAf2ra03vA5QKQ/MC+Rh8gwCSMWXRGI7u4MLlvblgiFQkRERCAiIoKpjE67XWk3mp+fn5Ebzex9o6XVrvPjLVnQ9yA7UKlUAOBQ4VdziEQi7Nq1C7t27bI45sCBAzhw4ECv7eHh4fjoo49smoeud2SNP/7xj/jjH/9o0/HsgX4IP3z4MHp6ehix87//+79477338PDDD0Mul+Nvf/sbQkJCcPPNNxMh5Gk6OzuRl5dnsYmpo5izCNEd6q9fv+6y+BlaCDU0NKC8vNyuVhn2wi5gCNzIEnDEnKrh8eE/ZQz8JiSjs6oeHB4PHRW10LQre41V6yhcqrz+f781ANl9iydThAIuRkUFYtLIMPSoNWhsagSl1yBlZBwKmoDsa6WgAHgLuOhW61FS1QaJfzdKFGVQaw3gcDlIGRGE8dIQlzWZHEj0aHT4JrsaZ4saIFf2QK83gALnRhArB9Dr8H/VmHs8faoeITRAiDmTYjAzJRiFBXnIyMgAj8czchPRFhFn94pzt2vMkkXIGuzK6LQbja51RQtpDodj1N5CJBLdeF12qmhnp87TrjHSfd52aLFcV1eHOXPmMCLyxIkTePDBB7F161YAwF133cUUiiRCyIN0dnbiwoUL8Pf3d3r9GdNgaTo1Xq/XO73gnzlKS0vtbpVhD0qlErm5udBqtZgyZQp+++23fh+Ty+dBnBQLAAhIiIa2qxudV+vB9/OxKIwcQa014HKNHJdr5Ebbz1VftbJXD1Dcbny+HGBEqD/iIwIQJvaFr5CHbrUeLR3d0Ov16FJ2QeIvgCRABD3Fw/XObvTVRNtAUWhVdKK9U40z9dkIEHmBCy4MFIWOLg10esONDGHOjdAJ+v86HQW1Vg8vARcarQFeAi7UGj30FAX8n/tEbzCgR3PDEsfhcCAUcGHQ69DWqcWB3B/B4wACHg8czo2bmVqrQ6fa0ko03Ow8N+Bzgehg8zV72ttvfD64XC68vLyMLCJKpZJZ+Nm94tgWEUe+p25vd+GAEDKFx+MxxT0BMO1R5HI5rl27hsrKSkY0JnE54Opt/Ky54KGEdo05q/THcICdPEPXCSotLUVnZyeTLg/cEJm0N4QIIQ/i7++PlJQUREVFOV0s8Hg8xjVGNzI17VDvbHp6elBUVAQASE5ORnx8vEvmYTc0TUtLY2KpnNVklkbg5wPJ+BuZC7QwkheUo6uuxanzOIqBAmpaOlHT0tnHSMeqGTcqFQ7t5xCMG3fop6Xbgz2ZXJY+/6aB6Hq9nomfaW1txbVr15hUdVoY2Vr921MxQs6udcVuj0KLRplMBsqeYoou0Oa0a4wIIduhP49LlizBwYMH4evri5MnTyIxMZFp/aFSqdDV1cX06SRCyINwOByHi2P1BW0RunLlCmpra11qnQF+b5VBu6ZcYXGy1NCU3ZDUXhK++i9apiRDOSLcaLuothlhl0px9c5bmG0CPx+EZ0yAQaeH4kolelrb4B8f7VRrEWH4YkvdHmvYGj/D4/GYXnGLP3kIjZ1NSBDH4YXgJ1FVVYXy8nIIhUImtigoKMhiYoCnssZcdR/rlb342fe2Z405OXUeIBYhR6A/j8uXL0dVVRU+/vhjcLlcvPrqq8zD+ZkzZ5CUlITk5GQARAh5HFcFwtLWoIaGBocamdoKuy9ZWFgYEhMTce7cOadbZ7RaLfLz85nssxEjRjB/43A4Dl1Hv/rrSPj2FyR8+wu6wiWoXDQdqohgJBw7h7C8cgBAZ0wY/OtajAQRl89D8MRRjFvAlW40wtDFi89FSkwgnrxzAgJFzrPS9iVMTl39Gc+ffBU9ut9jqkoVlXjo7Br4e/nj6/v+ybiKGhoamN5XtLWIXc15oGSNuQJ7U+cNBgM0Go1Ti4A6M31+uMHhcLBp0yasX7++V0JQWloa0tPTERQUBIAIoSFJa2srSkpKANx4w12RrQUYZ7vRfcnoatbOFELs+KapU6cyH1429jZ7BYCu6FBceGElko6eRnBpDSZ88DXzN/moWIADTHzvKwBAc2oKuqKN+5SxF5yB7kYjeBYOAH8fAf6QFIpVc0fbXLDQHmyxCL344+v4T+lxi3/v1HRi5qG78b+3vYzZqTcZNUVtaGhAVVUV+Hw+I4qGmkWIjf7rk30PYqHj8XDh55+dEntF093dzcR8EezHYDCAz+f3imUzTUoa+iknwwi6LUdOTg4CAgIAuC7boKurCxcuXIBMJkNqairTL4x2jTlLCDU2NuLChQvw8vJCRkaGWREEOCaEAEA5Ihy5zyxDQdYio+2SsmuQlF5Dy6RRuPDCSnAMBiR89V+bj0u70aR3z0LwpFEI+UMKvMQiu8+PMDjx4nMgDfHFyskcHN0wD59vug0HnpmDvy6a4BIRBPQthP7+89tWRRCbZ45vxsG8o0xT1JSUFGRmZmLq1KmQSqXQ6XQoKyuDXq9n3GkymczlTXRdESNkkcZmu4Z73Xc7JkyYgMDAQLS2tiIvLw///e9/kZ+fj9raWnR1ddlttVapVDbHa/WFUqnEU089haioKHh7e2PSpEn49NNPbdq3paUFK1euREhICHx9fZGRkYEff/zR7NiTJ08yxWBDQkKwcuVKtLT0fiDUarXYunUrpFIphEIhRo8ejd27d/frNZpCi9C+rh+xCA0RtFotCgoK0NraitGjRyMwMBAXLlxwuosKsN4qw1IDVHsxGAwoLy9HVVUVYmNjMXr0aKtPVv11MbakjYHqy//Ct/X3zKyCrEW9XGXmLEPWcFcmGsFz8DhASIA3Hpw1CumjI5hMruvXr+Py5ctus5hYE0Il18vxccFRu4634/zbSIuZjNEhicxxTdPQz5w5w7S6oOs5sdPQ/fz8nPr63ekag8a+1ir8P0xACH63NnR3dzPWNHbsFX1tgoKC+rT09PT0wNvb2ynX8J577sHFixexbds2jBo1CocOHcLy5cthMBiwYsUKi/up1WrMmTMHbW1t2LVrF8LCwrB3717cdtttOHnypFFBxTNnzuD222/HHXfcga+++gotLS1Yv3495syZg5ycHKOSDatXr8bBgwfx8ssvIy0tDSdOnMCTTz6Jzs5OPP/88/1+vfZAhJCHcUaMELtwIe066uy8kUnkzCc0iqJQXl6Oq1evWmyVwe7M7igajQb5+flQKBQYN26cTQHljlqE2BgEfKhCxPBWdIKrNxi5ylomjUJTajLCc4px1Q4hZApxoQ1ubgQ0CzE9ORhpcT5QdrShs7MTHA4FH3UT6mo1CA4Ohkgksjl42VlYm2/F0T87dMwVR/6ES6vNP/nT3/3IyEiEh4ejp6eHWfirq6tRUVFhtPBLJJJ+V2N3q0Won/dlHx8fREdHIzo6GgaDAZ2dncz1aWpqMuqlJ5FIIBaLewm87u5up1j1v/32W/zwww+M+AGAWbNmoaamBs899xyWLl1qsQbb/v37UVhYiPPnzyMjI4PZd+LEiVi3bh2ys7OZsc899xxGjRqFf/3rX0xcTnx8PKZPn45//OMfePzxxwEAV65cwf79+/Hqq6/iueeeA3CjIrVMJsMrr7yCP//5zy4v8cKGCKFBTl1dHYqKinoVLnS2i8rWVhl04LKj89KijqIopKenQywW27SfrXOuiPbCmWYV0FgFuZcYbX4hUOiNXwfXJGW2IGsRInJKGGFkLoDaUUgm2sCFz+UgyF+IOROtZ3HRXdFlMhlqa2tx9epVeHl5MQGuGo3GJQVFTbEkhO765GEY4Nj30QAD7j70CL5Y0buisOl83t7eiIqKQlRUFCiKQkdHB7PwNzY2AgATdB0cHAx/f3+7LTvujBH6v4JWto3tI2OMy+VCLBZDLBYjPj7eYi892prm5+eHwMBAp3We/+KLLyASibBkyRKj7atWrcKKFSuQnZ2NzMxMi/smJyczIgi40QLnwQcfxPPPP4/6+npER0ejvr4eFy9exGuvvWYUnJyZmYlRo0bhiy++YITQl19+CYqijHqP0efz/vvv4/jx41atVP2lubkZAQEBjDeDCKFBil6vR3FxMerq6hAfH4+kpCSjm4OzXFTAjUJteXl5jDjpK/jaUetMQ0MDCgsLHapGzU6jtwZf3oiIsisIDg7GxIlRqNdy8YtCh9LOG5Yz2irk1d4FvvaGaZwWQLYEUDsKyUTzHDwu4CPkY1SUGE8sHG93Bpdp8UL6yb+pqQkAcO7cuX4LAFswV9zwu7IfUd1e26/jVrVdw/HyU7gtabbRdmvWGbrhKb3wa7VaZuFvbGxEdXU1+Hy+Ue0iWwrK0sHZbrEIcbl2pM7b936ye+kBN2KBaNF49epV7N+/H+fPn0diYiI4HA4UCkW/LCSFhYVISUnplT1F19UpLCy0KITo6sum0PteuXIF0dHRKCwsNNpuOvbcuXNGxwwNDe2Vzcw+H2dh7nvx5z//GRMnTsSqVasQFxdHhNBgRKVSIS8vD11dXZg8eTLCw8N7jaEtQv11jVmyOFmjr4avphgMBpSWlqKmpgZxcXFITk62e6HoyyJkMBhQUlKCa9euISEhAUlJSeBwOJAKAKkvD9UqPX7Z9SeM9OWi4c/7oPYSQ6tSw6ftd/EhKbvR06xl0ihcXZjJBFA7wzLEfh00xI3mHDj/98Pl3qjMPDk+CI8vmuySoGU61TwgIADe3t4oKirCuHHjegkAtrvIWQkN5m74G0++4pRjb/jh5V5CyB7rjEAgQFhYGMLCwkBRlNHCz26iy46fMeeqMRgMAzJ1Hob+udHoXnoxMTFMr6zw8HCcPHkSlZWVCAkJQVpaGm699VbMnz8fN910k13Hl8lkSEhI6LWdFlcymeWiqzKZzKwIM92X/tfSWPYclo7p5+cHLy8vq+djL3T4Cfu7MX78eBQXF+Oee+7Bb7/9RoSQp7H3yeb69esoKCiAUChEZmamxWZ8/bUIGQwGFBcXo7a21qzFyRr2WITUajXy8vLQ3t6OCRMmICoqyqHztWYRoufo6OiwWFNJ6suD1Pf/bryf/RXVKj3yVr0NKFWA7vfX4owAakdhu9H66ok21BHybngu6JZjBgPA4XLg7cVHXKgIC6dKMXlkaK9ebKdOncLYsVKXZW6ZwuFwegkAulksu/knXbywP+nWpjf7bWcsN9Z0hA3fv4xtt242mg+w/x7G4XDg5+cHPz8/oya6tHuxrq7OqPdXcHAwE3TtrpYedned93Ge65PL5eKmm27CTTfdhL/85S+IjIzEU089he+//x4HDx7E8ePHcfHiRbuPa+269XVN7dnX0lhbx9lyPrZCURQuX76MCRMmGH12/t//+39G44gQGiSwqypHRkZi7NixVrvG0zdTRyxCPT09yM3NhVKpdKgYo61CqL29Hbm5ueBwOJg2bRqT8u8IluY0ncPf39+m40l9eajic9DF4cA7Mgg9bV0wdGuMAqivT0pC5cLpLrEMWcM0E42n1SBO2YYYaJheYwaKAoeiIBF5wU8oQLdGb3uvsXYl2tuVCAkOhFgkdFqvMZ3BgG61Dnq9/saTPXVDzGh0gIEL8LgcCAUCcP+v15hWb4DOcOPmJfYTImVEEB6enew2EdNfTBdttgBgN/+UyWS9Wl3Qwsie+BDT+T698qUzXw6OV5wyEkLOClzm8XiMJSgxMdFs7y8vLy/GguAWt1irvO8xLLh3zXfJaXR3dyMgIAD33nsv7r33XlAUxfSUs4fg4GCzVha5/MbrtOZ2s3VfunebpbHsOYKDg5GXl9drXFdXFzQajdMCpVUqFZ599lls374dkydPNvrb9evXGdckEUKDAHagckpKCmJjY21S8I7E6tCtMvh8PjIyMiAS2V/7xpZ5aZdbUFAQJk6c2O+CYeZcY3SPNUfnmPXJEzj9wB4AgHeQH1TdGuZvXqumISLEHz5fnYLo8g2XmbssQ6boBV64GhSGWg5wWygfN4l4+EWuQ6aYg3C+3mI2iCXoz8D/Z++6w9uqz+7RsixbnpJ3HI94xHvHSdikgQAtlLRpgFIaEqCQEkpbCPmYYX2E0Q/SQEoJtAkEArRAB2WUJIQ2jJDE24733rK8rS3d7w/1d3Mla9wrXdmC6jxPnhb5Lo1777nve95zzj231KdGbiaTCT09Pejp6YFUKoVer7dpGykUigURGS8W7MM/ybi1Wq1GR0cHWltbERwcTC8TGRnp8uGHSYTu+ehhnxzzlQevx9+uP0jvD+BfuGyf/UU0V2q1miYBJ0+edDlt5TXiY4D+YZuXjoVYW9IXamJtlxUAwpI8fvf/H2i1WhvtFKmUcUVBQQEOHToEk8lk8xuqr68HAOTn57tclyzHhP265H/r6+tx+eWXz1uWuY+CggK8+eabGB4etnnQZnM8XBAUFIRzzjmHJkPl5eXo7OzE8ePH8cknn+C1114DECBCfg9S0QDASqjMBDN41R3sozIKCgpcXnRdwRURsm+5ZWVl8fKEZ585RjRHfGWsiYLECEmIgmFqDiaNAYY/fgUAkAMIW52F0e+fh+8GCzD08XE0fvdcqI3eviPuMFLA30dNwKhV5P3VJBApBirDzZgwAedECpEU7P6zXqhxb7FYTE8FVlZWQq/Xz2sbEZdehULh9Q1vMcbZuezLftya2S4aGBigBciEGNl79DD393HnMb7fDgCgd3rAZn+Abz9PpuYqNTUVnZ2dGBwcRHh4uM20FRFdKxQKVqJrdxBtuALmZ1+h/7s5aBp3xdcBAF7vr0S24WxlWbDuQq/35ww6nc6piSwXXH311di3bx/eeecdbNy4kX79wIEDSExMRGVlpct1t27dihMnTtDLmUwmHDx4EJWVlbScISkpCStWrMDBgwdx11130Q9gX331FVpaWnDnnXfS27zqqqtw//3348CBA7jnnnvo1/fv3w+ZTIZ169Z5/Z4BqzZt586dePHFF7F+/Xr88pe/xOHDh9He3o5f//rX9HIBIrTIcHYRoSiKrppER0d7VNFgWxFyFJXhzcXN2X51Oh1qamowMzPDe/4Z2afBYEBNTQ0mJye90hwRXPT67QCAT3/8PERSMSSRoTBpzlaGsn+2BvErM9Hyx2MY/lczggBclReP9sbhRSNETEyagI/HrTesr6fNiBIDlyuFKAn3P1N5+7YRmTJSqVTo7e21aaEoFAqfuabzBW/0LKRFFhUVhWXLlsFgMNAk0b5dRNpoZH+3/fUunt+JLS54+Up8dtPfFtbThwGJRILs7GxQFOWwiiaTyejPxV0VzRkESfFAnAIYsbZ5nlW00n97VtGKF4fK6P8WrTnH+zflBMRZ2ltcdtllWLt2LW677TZMT08jIyMDhw4dwkcffYSDBw/SpGXLli04cOAAOjo6kJKSAgDYvHkzXnjhBWzYsAG7du1CbGws9u7di5aWFhw+bBtD8uSTT2Lt2rXYsGEDtm7ditHRUezYsQP5+fk2o/J5eXnYsmULHnroIYhEIlRUVOCf//wnXnrpJTz22GO8tcb0ej2OHz+O2dlZREVFYefOnbj22mvxj3/YasACRMgPYTab0dTUhIGBAZsJJ64QCoVuK0Jzc3Oorq6GXq9HeXn5vAwWT+CICE1MTNDp9Fy0OmwhEAig1+vxxRdfAAAnDyI2uOj122EymfDPjc8BUVJg1ggYLWj5/RG0/N5qOKcoTQNAoffRdxAE4Efr8lETpcCyECE6NBa0zpoXnRhNmIDXhy14e8SC8jDADMG8ShEzUHOxwExIB86OF6vVarS1taGlpQWhoaE2N7yFDP9caAQFBc1rFxFi1NjYCMDaUjKZTPhy4LRPj2XKYDVrXVBPn/+AOTUmEAjmTVs5q6KR34lcLmd9LRVd932Yn30FzUHTOC2bpF8/JZtAS9AMsg1hEFx2oQ/e5VnodDpeKlwA8O677+K+++7Dgw8+iPHxcSxfvhyHDh3CNddcQy9jNpthNpttzn2pVIojR45g+/bt2LZtGzQaDYqLi/Hhhx/auEoDVlPEDz74AA8++CC+973vISQkBN/97nfx9NNPz2tz7927F0lJSdizZw+Gh4eRmpqK3bt3Y9u2bby8X8BqyXLPPfcgPj4eTz/9NLRaLZ544gn84x//wOWXX07/FgJEyM+g0WhQXV0NrVaL0tJSxMbGul/JCdyNsY+MjKC+vt5hVIY3YBIhiqLQ19eHM2fOQKlUorCw0Gt3WUfQ6/WYmppCdHQ0iouLede2EMJoMZsREhYKY7AJZo0elik9vYy6qgsAEH9+DrJvtF4gBP84juW3rMGKKFhH9CdMfkGMjBTw5TQAUHSlaEW4ABMmoFDkf4SCecMjImOmiSFTZOysPbLQxM5XE07MdhHTo6enpwfPtb7ifgP224MAFLh9Nqt+fxn+ed3b9PEsFFx9po6qaPZGlxKJxKaK5uo6QapCzwpPzfsbqQr5shpEKl58XZflcjl2796N3budTxPu378f+/fvn/d6XFwcDhyYb6rpCGvXrsXatWvdLkfaVjt37mS1XVcwmUwQCoXzPKZkMhkefvhhXHHFFfRrISEhuPPOO6HVavHDH/4QFEUFiJA/gWR4yWQyrF692uuSqLMWFTMqY8mSJcjJyeEsqGWzX2Zla9myZbQ5GJ+gKAqtra2YmpqCTCZDeXk570+oJEAxJCQEaw7dAZlMhg9/+BsIgyUIDg2BZnCCXrbs4R9CvlRJt8oAIHFNPsKXxdmM6BNi9MW4CY2TOszASg6lQkDPfzycW0wwW2gIQVRMIbpGBFgXS7HSFXkKT34PTJFxZmamw/YI8aQh1SLm73uhWzm+BvHomZubQ5u2i9O6Agjw4IW/xsPHnuG0ntasW3DNFcDNR8je6HJ2dpauop05cwYURbnVoLVdXoTTn701b9unZBNovSgbuby8K+fgsyL0bYZ9+5OiKJjNZsTHx+OKK66wIUpr167FCy+8gFdffRU//OEPrQn1i3TcAfwHxBuDEJPExETk5eXxQkwciaVJjtf4+Djy8vKQnJzs9X7sIRQKYTQa8fXXX2N2dtap6aO3YGaSES0AnySIoij09PSgubkZ8fHxKCgooL8XAQAL5ouoTz/0Z3p9UhmizBY0v3QEy29ZY7P9JIkFmUN1EM0aMbskB5cuiYCJovDlhGnR22gT0khM6IAzvWaEiYDVEQJOguuFhL3ImFkt6u/vtwkCBRauMrRQnjcELzW8xnmdHau34ercK9A3NYg/VL/Bad0r3voxHl72ywVvjXnymQoEAoSFhSEsLAypqakwmUy0dQFTgxYZGUlXi2QyGX7T9rbTbT5r/AL78ENv3o5b8BWx8W3G119/jb179+K73/0usrKykJGRgZCQEBtyRP6/xWIBRVG48MILceGFFwKw3icDRGiRodfrcfr0aZqYOMvw8gT2FSFvJtC4wGg0Ynx8HCEhIR6P4LvDzMwMqqurYTabsWLFCgwMDGBubo637ZvNZjQ2NmJwcNChgDzl0csxOTkJ3fOnIZKKEWQnonZVGQKA2dlZVFVVwWw2Y11pqY2eiXa6/k8brXp4Ct16IebEiyMOnjHPF1yTNpq/ESOhUGjjSUOCQNVqNbq6rNWS1tZWTExMQKFQOHUw5gMLTYQ+7PuU0/IhQhlixiPw5ZdfYp3iAhwSvQOtWe9+xf9gxmg18lzo1hgfxEssFtto0BxVFVWWcZwarHG6jZOD1Wgea8dyZYbXx+MMfLbGvq0YHh7Gq6++infeeQeRkZHIy8tDfn4+CgsLkZWVhaVLlyI2NtbmQdn+3AwQoUXGxMQE5ubmsHLlSl7FvYCtWNqTqAyuIBUUtVoNiUSCVatWeTyC7wrDw8Oor69HWFgYSkpKIJVKMTg4yFvALDGUnJubQ1lZGW26xQSp5BFwqQwpri5EbW0tQkNDsWLFCofTT8w2mnJiGrXj49ClFix6pQiwa6P5+SQaMwjUaDTi3//+NyIiIjA1NUWLaUkVQKFQICQk5BvZOvuw1XFCvCvcdd7PUZJYQreLvhvzHfxpmJuj8uPtz+MjBzlUvoKvIjbsq4rT09P4+Yc73K73m+N7se/7/8f78RAEWmPuccEFF+Do0aPo7OxETU0Nqqur8eqrr2J6ehoRERHIyMjAihUrsGrVKmRmZiIlJWXeVFqACC0y4uPj52kY+AJpjTU2NnoUlcEFzApKREQEBAIB7ySI6a6dnJyMnJwc+r2wDV11h8nJSVRXV9PTbc6qWWR/9uP1bCpDYukkkoozkJ+fz+p7FwgEiDLO4sIkqV8JrgmYk2jfiRYgI0SIE1MWv6wWAUBCQgKUSiXtYKxWq9Hd3Y329nYEBwfTmpGoqCivfsMLWRF66OguTsuHS8OwPs8qICU+NUVFRVD/cwpH+46z3o7aNLHgGiFfVfAIhEIhho0qNE60uF325GA16gebUJDIv1rIZDLBYDAEWmNuEBERYdPqGhoaQnt7OxobG1FfX4/u7m58/PHHeP7552E2m/H444/jf/7nf2A2nzWbDRChRYZAIPBpaX58fBwURfHu28MECYHVaDQoKyuDWq3GxMSE+xU5wGg0oq6uDmNjYw61Te5CV9mgv78fjY0kmb7I5XSbfUWISYicVYZCihNhqFAiZWkKhCfGICpi970z9+VMcN0wocOsYHEF10YK+FBNAWprFdLfq0VMB2OLxUKPpKvVagwODro1MHSHhdIiNavaYLCYOK3zy9U/m/eaVCrF/33vUZTuXQML2P+A7jvyv3jy0gc57d9TLBS5/P0pdhNSAPDk4d9iW/aNtLYoIiKCl2u6VqsFgEBFiAVMJpNV9CwW0+f0ef+pVNbW1uK9997DG2+8gfb2duj11vYv8/wMEKFvKYgIEABWr17tE50OYJ2oqq2thVQqxapVqxAaGoqJiQne2lSArZ5mxYoVDp1WvakIMZ2o2bpd2xMhJhxVhsKuL4IhVICwmil07LPmlRkm5lB0z5WsjtHZvhLFZiwbqIFYa8HsklxckhRGC65bZswY53Z/5B1sfIv8AUKhEBEREYiIiEB6errN6DUxMJRKpTbVIjY2EAtx037k2NOclg+XhuHqnCuc/j0jOhWt452st/dxx6d4RH/PgsShLFT6/NDMKOtlRTKrs7V9XhzRqnnabiVEKFARcg9m5XZkZASnTp1CdXU1Tp48iebmZszOzkKhUGD9+vVYs8Y6tML8HQWI0LcMzKiM4OBgSCQSn5Agsp+WlhbEx8cjPz+f/jF6knHmDKOjo6itrYVcLneqp/Fmn8zJMy5O1M4qUMzKULAyHLqxaQDAzMFaAIAegFQhh149i56/nUbaDytpAbWrfTkiQjMzMzh9+jQEAgEuKyu1MalMDRGhY8aAL8atbbQuLYU2DbVoxMiZb9HwnAxhktAFOQYuRNl+9JpZLRoaGqK9fEi1yJFR30JVL5pUbZyWd1QNYuL+C3+NG979OadtPv/BSzgvqZK3OBRnWCgi1D81yHpZsViCrKwsAGdF1+Pj4+jq6kJbWxukUildLWJLoMm2AN8SodnZWdx///14++23aZPFHTt22JgsusLo6Ci2b9+O999/HxqNBkVFRXjsscdossHE4cOH8cADD6C2tpY2WnzqqadsvPK6u7uRlpbmcF/25o9MNDc348iRIzhx4gTq6+uhUqkgkUiQkpKCq666Cueffz4uvvhim88yQIS+pbCPyjAajRgbG/PpfrKzs5GammpzwWfjaO0OFEWho6MD7e3tSEpKQl5enssLoCdEaGZmBlVVVaAoirMTNZsKlCBYZONCTaBXz7odrbfZjgMiRAhieHg4SkpKHBrDpciESIwVQCQSojwC6NFS+HrKsqiEiOCs4DoIiCtDQw+FK2IsC9JC40pOHBkY2hv12cdd+MI01BGaOZIgiVDsshoEAIXxuQgPkmPaMMt6u4eG/4bv5V1qM4rOd/4XsDDkslnVhlkj+wnUMOlZIm8vumY6gA8OWskVIdDR0dEIDw93+n4WojW2fv16nDx5Ert27UJWVhbeeOMNXHvttbBYLLjuuutcrqvX67FmzRpMTk5i9+7diI2NxQsvvIB169bh8OHDNq7Tn332GS677DJcccUV+Otf/4rR0VHcc889WLNmDU6dOjWvmrht27Z5+8/MzHR4HM899xz27t0LhUKBmJgYXHzxxSgoKEBxcTGKi4ttlmXqgpgIEKFFBl8n9ezsLGpqamyiMtrb23ltUQHsIjm8FS6bTCbU19djdHQUOTk5WLp0qVetKkcYGRlBXV2dzeQZF7jaH0VRWLLzUmse1MuNEMlCoGVpuuhuXxRFoaurC62trawIIhMpMgFSZCKaEKXJBE4rRSKLCWbhwl0eJs0CvD5swXujFsQHASsihOjUUn7ZRpNIJIiLi0NcXJyNUZ9arUZTUxMoikJ4eDhNzn158/6fTx7ltHxaVAqr5e5cfSse4WCyaKJMdFWExKGMj4/PM7gkVRFPNTQLURHiog8KEcuwpezHDv9m324lBJqQoq6uLojFYvpziY6Otql4+7oi9MEHH+CTTz6hyQ8AXHTRRejp6cHdd9+NjRs3uvyeXnnlFTQ0NOCLL77AqlWr6PWLioqwfft2nDhxgl727rvvRlZWFv785z/TnYO0tDScc845+MMf/oDbbrvNZttLly7FypUrWb2P999/n9b+nHPOObjmmmuQn5/vsHvg7P0EiNC3AOSmHhoaahOVwSV9ng1UKhVqa2shk8mwatUqpyeoN60xQrQMBgMqKipYh++x3Sez0rRkyRLk5uZ6dGF1RoSYJC43Nxcd0nYAQEhCFDTDEwAFTqaLZF+A9SbQ0NCAwcFBh5U4tiCECIBNpYgQoxKpHgcHjZhdQCJEoLEAnTqgU2f9Lv3dt8jeqI/EXajVaoyOjsJsNuP48eOsYx24omuyj9PyD1z4K1bLrc+9Ak989iyMFPvrx45/PopdlzwwL/+LGFyOj4/TBpdEhB4dHc1JhL4QRGhKN8N62ZyYLBTEsZsYsyfQc3Nz9OfS2toKi8WC0NBQiMVi9PT00BVqX1WE3nvvPcjlcmzYsMHm9RtvvBHXXXcdTpw4gdWrV7tcPzs7myZBgFWrc/311+Pee+/FwMAAkpKSMDAwgJMnT+KJJ56w0fKsXr0aWVlZeO+99+YRIS7YsmULwsLC0NHRgVdeeQX79u1Deno6SktLUVZWhuXLl9NeQuHh4Q63ESBCfgCu1QwCd1EZfGl1KIpCZ2cn2traWDlfe7pfQrSIESOXCwCbqTFPKk2u9mf/nWm1WlRVVUGn09EkbilDMyQQCUGZzh4j28oQeW9ff/01ZmZmnHobeQp7YjQ3R6FwohXalAL0GMV+1EbzbhJtIaa4SNxFbGwsJBIJVCoVEhMToVar6ViHsLAwWlvkqjXiDly9g6SiINY3bQD4SfFGTm7TH7Ufxa5LHrB5jWlwCVjbKaRVRCwLuIjQPXWW9jcIBALI5XLI5XIsXbrUJj/v/fffx0MPPYSgoCBERUXhwIEDWL9+PfLy8nh97w0NDcjJyZlnEVFYWEj/3RURamhooCezHK3f2NiIpKQkNDQ02Lxuv+znn38+7/Vdu3bh3nvvhVgsRmlpKbZv344rr3Q8WLJhwwZceOGF6O/vR3t7OxoaGlBXV4dPP/0Ur776KoKDg7F06VKUlpaiuLgYmzZtgkKhsNlGgAh9Q8EmKoMPrY7JZEJdXR1UKhWWL1+OlJQUtycjVyLEbPd4GjHirh2n0WhQVVVFt/TsTwSusH+PExMTqK6uRlBQkNNqmUAggMyDOA6dzprrpNfrsXLlShtRtC8gEAgQaZjB2kgjxsVSt220hcY3xbcIsD4hp6SkICUlBSaTia4WDQ0Nobu7m26NkOoIlxbtk/92Hp7pCNcXbXC/EAN3rLoZB2regplDVeijtqNYl3mx079LpVLa4JKiKExPT9N6K6YInXwmYWFhNtcbvpylXSEsiP1wCVMf5A2Y+Xm//OUvceWVV+LFF1/Eq6++iueeew4PPfQQkpKScMkll+Dpp5/2+voFWCeL09PT571OSKtarXa7vqOKvf365H+dLcvcj1Qqxc0334y1a9ciISEBvb292LNnD6666irs27cPN91007xtMEfmKyoq6NdHR0fR0NCAL7/8EsePH0dVVRVef/11rF69GqtWrbJpWQeI0DcQbKMy3KXPu8Ps7Cyqq6thNBo5t6koimJVxibC65GREdZEy9k+nb1XtVqNmpoaBAcHu2zpcQGzItTX14empibExMSgsLDQoQnfRa/fjk9//DwAcIrjGB0dRUdHBwBg1apVvLZV2MBdG22xJ9E88S1arIqCWCxGTEwMYmJiQFEUNBoNrS1qbm6mQ0CZfjSuzp9JPfsWjlwSgm0r599E3GFZVAqnUfqHjj7pkggxQXyaIiIibETo4+PjGBgYQFdXF50WT4jRQrTG1iw7H5/1fMFq2e8sO98nx7Bs2TKUl5fjpZdeoh+y/vnPf+Jf//qXw/bOsWPHcNFFF7HadnV1NS0idnUusDlPuKzvbFnm6wkJCXjppZds/r5hwwZUVlZix44d2LRpk1OTUyKEnp6eRlNTE2ZmZpCQkID77rsPgPWB8rPPPkNubu68/QaI0DcMzKiM4uJilzdGLoTEHkR3JJfLUV5ezqlNRfblbr8ajQbV1dXQ6XReV2nIj5rJ8imKQm9vL5qbmxEbG4uCggLe3K5Ju+rMmTPo6elBeno6MjMzXV4Y2JguksqQxWzGl0+9g6nCUERHR2N8fHzBJpGYn589nBEjJiGSCgD9wngJzoM/+Ra5EkkLBAKEhoYiNDSUbo2QatHIyAh6enogEolsqkVM8SfXaTGR0DNxMtdRer3Z4H4hJ3CkoSFtNEIUAat3WWhoqM9G9P/W/CHrZY90Hsd3sy/l/RiAs/EaEokEK1eudCkezs7Oxr59+1htd+nSpQAAhULhsOozPj4OwHEFhwm265PrurNl3e1HIpFg48aN2LFjB9ra2pCTk+NwOZFIhN7eXuzcuRN///vfQVEUZDIZcnNzsXnzZmzYsAGXXur4uwoQIT8AG40Quelyicog7SUuRIgZY5GUlITc3FyP2lRkv87Ad5WGuU9SCWtqakJ/fz8yMjKwbNkyXisBpOXY19eHoqIiJCQkcFrfkelizq3fQWxlBpr/cAwj/7ZWhpYuvRDGpiEgV7rgIZ5sYD+JtjpSCBOFRR/Td+RbVBZKoTkqEwkmIdjVNhcOIpGIDgGlKAparZauFjGFtIQUPfwpNxPF9OhUj46rMD4XEoGIk2j6yX/vwT3nbfNofwRMDQ1pK05OTqKuro4OXCYj+sy0eD7QrGpnvew0B2E1V3AJXE1ISHDYNnKFgoICHDp0CCaTyeYBsb6+HgCQn5/vdn2yLBP265P/ra+vx+WXXz5vWXf7Ac4+lDm7j5Fr45NPPok333wTmzZtQk5ODoaHh/HZZ5/hhhtuQGtrK+666y6Hn2mACH0DQEJAZ2dnOUVlsCEkTDBjLHJzc5GcnOxxm8rZfl0ZMXoD5mSVyWRCdXU1ZmZmUFJSgrg414aFXDE7O4v2duvFsqKiwqHTtSvYV4b0EzMw60w48+JhnHnxMABAkBqBMLkcvXuOAQDEivlCQ1+Di7iYWSmy/rfI73yLDk8JgdAEvDIJpOtNkAmBSxQin1WLPCWuAoGAnrxKTk6mhbRqtZp2L24ZY3+zFkCAX62+lfNxEHAVTb9Z/67XRMgeJC0eALKyshAWFkZri9ra2mCxWOgRfYVC4XF+ozceQnyDECFfPfxcffXV2LdvH9555x1s3LiRfv3AgQNITExEZWWl2/W3bt2KEydO0MuaTCYcPHgQlZWVtDltUlISVqxYgYMHD+Kuu+6iv5evvvoKLS0tuPPOO13ux2g04q233oJSqURGRsa8v5Ouh0gkwnvvvYc777wT//u//0v/3WQyYc+ePfj1r3+NrKwsm/dKECBCfg61Wo3a2lo6zZ2LSzT5wbERTJOnLFcxFmzhjAiZzWY0NDRgaGgIWVlZSEtL4+0kJ/ucmppCfX09HZrKt7CYTLaRlqSzcUy2EEnFCImPgnFWB93Y2adLqnsK05hC/Pk5iPl+Ac6caUbzvqPI/dl3WG/b02lEvr4TLr5FC41Oq0ULGufMCBMBqyP4H8/nq4LHFNICQE1/AyzN7L/XcKmc07SYPe5YdTP2V7/JOn+MAtA81o7lyvk3LW9AridMomg/oq9Wq+kR/cjISLpaxDbmgi8PIT6g0+mcOunzgcsuuwxr167FbbfdhunpaWRkZODQoUP46KOPcPDgQRsiuWXLFhw4cAAdHR1ISbF6UW3evBkvvPACNmzYgF27diE2NhZ79+5FS0sLDh8+bLOvJ598EmvXrsWGDRuwdetWjI6OYseOHcjPz8eNN95IL/erX/0KRqMR55xzDuLj49HX14c9e/agpqYGf/zjHx2SW2Zep0gkwgUXXACj0XhWCC0W45e//CX6+/vx1FNP4corr5xXFQoQIT8FMyrDU30L24rQ8PAw6uvrERYWhuLiYq9PPkf71Wq1qK6upoNZ+Rz/Zu6zqqoKUVFRKCoq4lVYzKxkJSYmIi4uDtXV1V6NZDMrQwKZGIgKBiZ09N+JiLruxX/CdKIT7QCWfKfAbSQHE55WJAD+xs1dCa6bJ3VomTVDK7FemBZDXzRj5mc8f6FwoP5NTst72hZjQh4Uwslp+jef78W+q/7P6/0y4aw9whzRz8jIgE6ncxlzER0d7fRa6isPIU+g0Wh8WhECgHfffRf33XcfHnzwQTpiw1GUhdlshtlstrkmSKVSHDlyBNu3b8e2bdug0WhQXFyMDz/80MZVGgAuvPBCfPDBB3jwwQfxve99j47YePrpp20mJfPz8/H73/8eb7zxBqanpxEWFoYVK1bg448/xiWXXOLwPXzxxRfIzc1FZGQkHn74Yfz973+ntUAWi4U+7muuuQYvvPBCwFnaX2H/Q7ePyvC0ckIuGM4qQhRFobW1FV1dXUhOTkZOTg4v4kN7IjQ+Po6amhp6tDw0lN9yMhFFA9ZeORe3ZTYwm81obGy0MTIkwj9vyQJFUTAYDTDoDZAEB0GcIINONQXKZLERUQuyo1H4owsweKSBExHyRzCJUbpZh5C+DhjSi3FetBhvDJsx4rnelhfwNZ7vK00XFw2LGCKsDTsXra2tXrk6c3Warh9u4rwPdyDXE3fndnBwMD2i7yjmgpkTFx0dPW9E319AxNK+hFwux+7du7F7t2srhv3792P//v3zXo+Li8OBA+yqaGvXrsXatWtdLrN582Zs3ryZ1fYI1q1bh/T0dOTk5CA1NRUffvgh9u/fj/Xr19tU7GtraxETE+PwATlAhPwMjqIyPAVTLG0Ppg9Rfn4+lixZ4vF+7MEkYD09PT6Z2iIwGo2ora2liUl6ejqvJEiv16Oqqgpzc3M2lSymJslTEIJFbc5FwfLl6LzvfVgMJhvTRQDIumsd2v5+ArWPvgfAdRwHn1gIA0IAiDTM4FwlhaAgAX4UJ/KbNpqj8fz8UAHWKtgRIl99fkOzI6yXlQXJsCK11MbV2ZOW0frcK/D4Z/8HM8Xu964z61kfI1uQz5MLabGPuTAYDPR0Xn9/Pzo7O+kRfYVCgTmDhvfj9hRarTaQPO8GFEXh2Wefxddff43q6mpUVVVhcHAQmzdvxt/+9jdcdtllSExMxMzMDF566SXce++9DrcTIEJ+BGdRGZ7CWUVoenqabuu48iHydr8dHR0YGxtDZmYm0tPTeX/qmp2dRVVVFcxmMwoLC1FbW8trthrxaxIKhVi5cqWNPou8R09vdo4IVhcAUZDYZrQeAFqf+QgAEHtuFnK2XMwqqNUbLObTsT/7FgFAwxyFhjn2hIjvz5Krm3SQSEILTJmuzqRlFBwcbJOM7upBRQgBuNizujNX5Aq2FSFXCAoKcpgTNz4+brXCGOcWWeJLaLVan2qEvg0QCATYsmULbrjhBgwODqK1tRVtbW04c+YMTp48iQcffBCzs7OYm5ujf+OOECBCfgDSonIWleEpHFWEBgcH0dDQgIiICBQXF3MOG2UDo9EIwOq2XFpaitjYWN73MTo6SpPGFStW0GSPr6fwoaEh1NfXO9UbeaOjmZ6eRlVV1TyCxdQM2Y/Wi9ZnIv3Sc1kHtX5T4I4o+KtvERtC5IvW2G+/esn9QgzcvnIL/f+Zrs4WiwXT09M0CRgYGLA6ijOqRfYZYFynxx499ozfESEm7HPiGoaboTvDvpLly4kxYGFaY98WSCQS2sGdtN9IrE1tbS3q6urw9ddf495778U111wz79wMECE/wJkzZ9Dd3e00KsNTMCtCFosFra2t6O7uRkpKCrKzs31iRkZcUAGryRffJMhZHAdJava2IsT0UVq6dCmWL1/u8HPylAiRqh8hoo761YQQHf7hc3RQq/ndNnz1rtVEj01QK0VRoCgKJpOJ9pESCASsvnO+xdJ8wt98i7hWiLwH++2nRCbj6pwrHP6NtMgiIyOxbNkyGAwGhxlgTIGxNXLjTdbtsTmjlvWxsgFzaswXeKX6IOtlZeJgbCq+1ifHQaDVanm3/vi2QafToba21mbUnzyIKxQKnHvuuTj33HPpv3V2Wl3S7X9DASLkB0hNTUVcXJxPWlQCgQAGgwGnTp3C5OQkCgsLaX8HvkGiJhQKBcbGxniPgzCbzaivr8fw8PC8OA4+NDvMUFZ3pJSrRxMzuJZt6r1IKvYoqJWiKHrKg7iLM9ujQqGQ/vdNhb/5FhFCtClRiHz52bYp3zft0dkx1svO6dlPeQUFBdF5TSQDzF5gHBERAVDc3g+f7TF3pnregsvEWIIkFpOtY6hV1dJEka3eii0CFSH3GBwcxHe+8x1ccMEFuPTSS7Fu3TpkZmbSfye+cgKBABKJxGG2GhAgQn6B0NBQn7SoACtBaGtro311vPW9cQSm6/WyZcuQkZGBjz/+mFe9Dhm/12q1DkXk3mp2mKGsbHLVuFRNmP5JXPLUSD6ZUWeAbnwGMFjcBrUS0kOqQMHBwfQIqcVioc3HmE/X9tUif64IuQIX36LFjAHxFM2qNpg5qHQUoZ5F1jAzwIjAmIyjXxSzCodVx1lvi8/2GN+tMXtoOFSwIsIjkJWVBbVa7ZHeitXx/Gd8PgDniI+Px7PPPovDhw/j5Zdfxssvv4yKigqsXbsW55xzDpYsWWLzQO4sZSFAhL7F6O/vh8VigUwmQ2VlpU8CO/V6Pe3izHS95ppA7wrM8fuVK1c6HL/nWqGx3351dTWkUinruA+2ZMHZ1BkXCIPEQIgEMJzVLziqDMVflAt5WoxNKwyATfWHkCDyz1G1iE8CuxhwpitaIjbi614V1i2NxN9mZbyO6eeHAmvtXKr5rgg98/kLnJZPkPPTlg4KCkJ8fDzi4+PxdM4jKH9xLetEej7bY74mQv1Tg6yXFQqF8/RWxNCR6K0iIiLoaTS5XM7pt0BRVKAixAIhISG46aab8KMf/QjV1dU4duwYjh07hi+//BKxsbE4//zzcfHFFyMvLw9KpdLpb+ebWxv/FoHv8jnJ2WpoaIBIJEJSUpJPSNDk5CS++OILGAwGrFy50ib6g+R9eYu+vj6cPHkSkZGRTkkQ4HkVg2w/KioKK1euZD2uymZ/09PT+PLLL2E0GrFy5UqPSNBFr9+OypduhEAsRHB8BMQh1u/x9EN/xmc3vojhfzUj/vzlOO8PP4PZaELLy0dtSJA9hEIhxGIxgoKC6H9isZhex2Kx0D12k8lEV5K+yUiRCbAhXoTiUAoFk22Il1jwozgRKsMFiPbyUTBBP45zR05jWeeXmOxowvDwMAwGK8Pimwi1qdmnwAsh9InrsUAggFTMrXr9UdtRXvbtyfg8W3CN1mCC6K3S09NRUVGBc889Fzk5OQgODqavL59//jmammx/H+6wEOPzs7OzuPPOO5GYmIjg4GAUFxfjzTfZG3aOjo5i06ZNUCqVCAkJwapVq3DkyPzJxvfffx833HADCgoKIJFIXH6HRqMRDz/8MFJTUyGVSrF8+XLs2bPH6fIURSE8PBwXXHABHnroIfz5z3/GI488goyMDLzzzju46aabcNttt+GVV15Bc3MzZmfnt4wDFaFvGfR6PWpqajA9PY2ioiI6h4dv9Pf3o7GxEQqFAkVFRfOS0b2tLDhqt7k6ebhWhCwWC5qbm9Hb28tq+/Zwp0kibt2uRNFcIQyaH9Ra+vAPELJEgdY/HMPI8RYAgGFSi8K7v+t+e//5zJjThRqNBo2NjRCLxZDJZHS1SCAQ0O2zb7K2CLC+Fz7iP5YFA99bqkSkKYQOSD1z5gx9YTaZTJBK+QvL1ZnYl7CSI5N85nqcrUhH9XAD6+UfO/p/yBKlQqFQIDw83OPPwpcVIS7RGoDriTFmBc3RiD5FUQgLC6NjU8LCwhy+Jy6hq55i/fr1OHnyJHbt2oWsrCy88cYbuPbaa2GxWHDddde5XFev12PNmjWYnJzE7t27ERsbixdeeAHr1q3D4cOHbdyl33vvPXz11VcoKSmBVCrF6dOnnW5369ateO211/Doo4+ioqICH3/8MX7xi19gZmbGoQ+Q/bVYoVDgBz/4AX7wgx9gcHAQR48exauvvooHH3wQQqEQd955J37961/btMkCROhbhMnJSRvfm7CwMHR2dvJKhJgEIi0tDVlZWQ4vbKS64AkMBgOqq6sxPT3NOmSW3KjZ7JOYSU5MTHiUHA841yQxRdF8uXULBAJIbivGitWrcfq2VxGsDIdubBoAUPXQO/RyUoUcevUs+v5ehdT1FZxH6+fm5uhU74qKCpoIkQk0d9qibyKYbbSYIAozJjMSpQI0zVFuk7U6dMBzvRZsSgxBfsrZlHTSIhkZGYFGo8Hx48fpFolCoZj30MAGzao26DmYFBpM/BsaEvxy9W346bu3gwK76uuseQ5DQ0Po7u6GWCy2+Sy4PCD4cmqMi1A6WCxlXW2zH9E3mUy0oePw8DD9mURFRdH6IuId5OvW2AcffIBPPvmEJj8AcNFFF6Gnpwd33303Nm7c6NLG5ZVXXkFDQwO++OILrFq1il6/qKgI27dvx4kTJ+hl9+3bR18nbr/9dqdEqLGxEa+88goef/xx3H333QCs8RxqtRqPPfYYbr31Vqf6TeaUtEgkwpdffokPPvgADz30EK6//np0dXXhxRdfhEZjNc1kXrsDROhbAubEFrNCIxQKWYWusgEhKFNTU24JhKcVIeKxAwCVlZWcxN1siBAxYbRYLKisrLROwngAR60xpig6JycHS5cu5eWibb8viVwKgSQK+vFZWPRGejm9ehZx5y1H5qbzQVkotLz8KbJvuojVPlQqFerr6xEeHm7z+2FWi5iCa6a2iI9qkT8Is98eIfEeFCQAy4hRW4jFYsTGxiI2NhYGgwEURSEqKmpetYhZDeA7DBQAbqm4wYOjZ4fC+FyIhSIYLexH8xRZsVgiS6BJYnNzM10ZIcQoPDzc5e/Hl60xLsiLWe5xtU0sFiMmJgYxMTGgKAoajYb+TFpbW2EymbBz504UFhYiOjraI9LMFu+99x7kcjk2bNhg8/qNN96I6667DidOnMDq1atdrp+dnU2TIPL+rr/+etx7770YGBhAUlISAPZVvL/85S+gKMomiJUc0759+/DRRx+5rVQRnDp1Co8//jg0Gg127NiBtLQ0PPnkk+jr68Nnn31mU7EKECE/gDcnNtED9ff3Iz09HZmZmTbb40urQ1yWBQIBq+kzT4gQMTGMjIz0qJ1ERsWdQaVSoaamBnK5HKWlpV5N6tmTE51Oh+rqaszNzXkdjeJsX4BVM2SxWHDsJy9AGh0K7dAk/bfih9ZDvlSJtv2fYeTf1jZZwkW5LitDFEWhr6+PDpN1VsGyF1wTIkQqReR/ybJMcuQv4EK2jO4XQb5cgLXRrr2DgoKCaKM3ZrVoYGAAXV1dkEgkNClydePrmuhlfew5yiyn/kF8IS1yKVrH2WuWHv3sN3j9hy9CLpdj6dKlMJlMmJycpCtnPT09NpURhUIx7/y0HwL4pkMgECA0NBShoaFITk6G2WzG4OAg8vPz8a9//Qu9vb34xS9+gb///e9Yt24d1q1bx7mF7woNDQ3IycmZN91WWFhI/90VEWpoaMB5550373WyfmNjI02EuBxTTEzMvC4A85jYQqfTYd26dYiKisLdd9+NZ599FlFRUXj++efR3t6OCy64ACaTCWKxOECEvskgN9/Z2VmUlJQ4NN/ioyJE3Ki5pLpzIWAURaGtrQ2dnZ0uTQzdwVlFyD45npgwegNmX9pVFAcfYO6LVGZAWX2GZAlR0P7HdLHm4XfpddhUhiwWC1paWtDf34+MjAykpqayusg60hbZj+czj93fWmje3kjYECBgvliaWS1iakfUajWamppcVov6p4ZYH59qTuXZG+OA+y/8NW549+esl7cPihWLxVAqlVAqlQ4rIxaLBXK5nK4WRUREwGKx+IwEcRmd9xVEIhGSk5Px4osvYmZmBkuXLsWWLVswMjKC+++/H3fccQdef/111hURd1Cr1Q59dUjrieQ3ulrfUZuK7fpcthkaGoqgoCBO2xwcHEReXh7uv/9+XHfdddi+fTv27duH4OBg2uiX/J4CROgbCjJSLpFIsGrVKqc3X28qQkw36tTUVGRlZbG+mbGtCJlMJtTW1mJsbMxrZ21HFSFHyfF8XEzJ5zAxMYGenh6Pq1hsYE+EKIrC+a/eBoFAgM9u+N0800U2lSGTyYS6ujpMTEygsLDQKwdbZ9UiZ+P5zOX95em+R0thmkWnZ1kwWJEgd7DXjhiNRlo7QqpFQUFBiI6OxoRoGiaKQxvKQ/8gLiiMz4VEIIGRYlM7g8txe0eVEVItUqlU6O3thUgkstHO8J3BxWV0fiGg0+lgNptx1VVX4dJLL4XRaMRXX32FnJwch8sfO3YMF13Erg1eXV2N4uJiAK7PPzbnprfr87VNUp0WCAS0RohZPdy9ezd+/vOf45lnnkF/f/88shUgQt8wUBSF3t5eNDc3IyYmhh5HdAZPK0JMQbEnbtRsiNDc3ByqqqpgNBqxYsUKp4F4nu6T2a7y1MPHHbq6ungTRbvD3Nwc5HI5RCKRzQVBIBAgOCEKOtUUKJNlXmUo4eJcDH3aRBMhrVaLmpoaGAwGlJeXe6yTcgQ21SKm6JUv/Zq3eHvEDC2L54UOHfBsr62DtDNwmRaTSCROq0W/a/wjq20Q8OUf5A4SgYg1EQLYu0yLRCK6KgaArhb19/fDbDbjiy++QGhoKF0tioyM9Orc4zo67+uMMQC0oJfYhUgkEodtKILs7Gzs27eP1baXLl0KwDpd5ajCMj4+DgBuTWW9Xd/ZNmtqaua9Pjc3B4PBMG+b5BxjVvjJ/7/yyitp+4GYmBjs3bsXjzzyCP74xz/imWeesdlOgAj5AdheLJnVjYyMDCxbtsztuiKRiLVvBcHMzAyqqqrodHpPbpTuiNDY2BhqamoQEhKC8vJyXqYjBAIBXRGamppCVVUV7ajNZ7uKRH0AQFJSEvLy8njbtj3IiS6TydDU1IT29na6paBQKHDBq7fhsxt+B7PBZFMVAqyVoaGjjTQxSrgoF5QymK4krlixwufjue7MHHU6HQCrdwh5ivMVoVxoQbanY/P21SJJjxRgmZYhFQb5xD/IEeKDY9GpYa9deubzvR65TIeEhCAkJAQmkwkDAwPIycmhSWJfXx+EQqGNtojrb5qLED1ELFuQz5ecF2wrXwkJCbjppps47aOgoACHDh2idTIE5NqWn5/vdn2yLBNs13e2zTfffBPDw8M2OiFH2yTnV3V1Nf76179CrVZjyZIl+P73v4/s7GwbMbTZbIZSqcSDDz6I3t5eetuB1tg3DCRiQqPRcEp05ypaHhoaQkNDA8LDw71Kp3e2X6ZeJyEhAfn5+V7rdez3yUyOLy4u5nXyglllAkA/tfoCpK0kEAiwatUqzM3NYWxsDGNjY3T+U1RUFFIfvRxKpRInNr8Cw5QG5v/4DBECRPRCatUYWv5wArE/KHZbSfQF7EnR0NAQWltboVQqERQUtGDj+fbkhG1bDGCvD+ITE7pJ1ssmhSYgP9Zx+4RvXBV/CZ7rfIX1GP20btqr/VEUBZFIRGd7ZWZmQqvV0tqijo4OtLa2IiQkxKZa5O76wmV0Picmy2f+TEyQEGlfGipeffXV2LdvH9555x1s3LiRfv3AgQNITEy0CTJ1tv7WrVtx4sQJelmTyYSDBw+isrLSo0zLq666Cvfffz8OHDiAe+65h359//79kMlkWLduHf2aQCBAVVUVbr/9dnz11Vf066+++ipefPFFnHfeeTYVI4qioFQq8Ze//IVeNuAj5GdgVjPsoVarUVNTQ0dAOHNXdgS2rTGKotDa2oquri6vBMuu9susaGVlZSEtLY1XjYhAIMDY2Bg6OjqQkpKC7OxsXm+i9lWmL7/80meuy8zKCSEE4eHhCA8Pp/OfCCnq7Oy0jt6ajRCGSACG4WLxQ+shT1ag9oUPMVPVBwBYduPlC06CmKAoCj09PWhvb8fSpUuRlZXlcAptocwc2bbFuOqD+DJS7Jtkr18Z1Yzh888/t5lE8zbzyhlSZUsghABmlkTIYGHfRnMERzlRMpkMSUlJSEpKogcXSLWov7+fdn1mVovsv5Nx7QTrY1goUTVpjfmSCF122WVYu3YtbrvtNkxPTyMjIwOHDh3CRx99hIMHD9oQyC1btuDAgQP0tRUANm/ejBdeeAEbNmzArl27EBsbi71796KlpQWHDx+22VdPTw9OnjwJAOjo6AAA/PnP1tzE1NRUlJeXAwDy8vKwZcsWPPTQQ7Sf2T//+U+89NJLeOyxx+a1xl577TX09fXhueeeQ2FhIbq6unD//fdj586dOHjwoI3FC1Nraf87ChAhPwazehIXF4eCggLOFzU2Ymmj0Yja2lqo1Wrk5+djyZIl3hw2ACsRIlENgO/1OiaTCVqtFiaTyWvRtSMMDw+jrq7Opsrkirx6CqZHD0VRTseFg4KCbLKOpqamMJaairGxMYw/8S9g0mqox9QLhZcvReGtlwIUOHkM8QniGE7E60SvwKz82I/n+9rM0ciSy3LRB/EFrkGrSyOspECtVmNoaMgm80qpVCI0NJS3hw+KoiCTBGPWqGG9jjdp9O6mxkiLLCoqChkZGdDpdHS1iJickmBUhUKBqKgoiEQiv5vIA862xnzdun733Xdx33334cEHH8T4+DiWL1+OQ4cO4ZprrrFZzmw20+cjgVQqxZEjR7B9+3Zs27YNGo0GxcXF+PDDD23aUgDw6aefzvMGIv5FP/3pT7F//3769b179yIpKQl79uzB8PAwUlNTsXv3bmzbtm3e8Z88eRJXXHEF7rjjDgBW88WlS5fiBz/4AWpra5GQkDDvgSQQuvoNgslkQkNDA4aHh72qnrirCM3MzKC6uhpmsxmVlZWIjIz04qht90tuXMTx2hd6HeBscrzZbEZsbCyvJIiiKHR0dNDVC2aljG8ixLzhuyJB9mDeADIzM3EsvApzMwbAfPbYZBvzEJWzFE0vH8H4V1b/F3ceQ3zDaDSirq4Ok5OTKCoqctredSe49rRa5Oy7mvKRXpuPihCXoFUJxNhauglpaWlIS0uD0Wi00dJ0dnZCKpXSbSNvq0UWiwVb8n+M3dXsRLoAsOvfv/WYCJFzgi2Cg4PnBaOSz4MEo05JZjlN5CVHev+QyAb2YmlfQS6XY/fu3di9e7fL5fbv329DVgji4uJw4IB7jdWmTZuwadMmVsckkUiwc+dO7Ny50+2yarUay5Yto3MRKYrCmjVrEBERgaEhK8Flcw4GiJAfQqPRoLq6GjqdzmtzPlcVoZGREdTV1SEsLAzFxcW8jqQSIuQuk8xbkOT44OBghIeH8zq+TkTRIyMjyM3NpasXBN7EiNiDOXLOrHh4ggsP/hyfXv8CtDNzoOaMgMEM7VuN6EEjAECUo0Ds94swplJh4Eg9cm75Di/vwRW8mVTj28zR0881QwZ8L0a0oPogLkaKUpEUucps+r8lEolN5tXMzAxNBJjVIlIh4VItIqTyimXfwfM1f2CdRu+NTshRS4MtSIssMjISy5Ytg16vx/j4OO771y7W2wgRy/Cr1bd6tH+uIBohvm0Cvm0wmUyQyWRWU0QGqReLxbSOkw0CRMhPQKoLKpUKdXV1CA4OxqpVq7zuETsSLVMUhfb2dnR0dGDJkiXIzc31iSBVo9GgoaHBZSaZN+jt7cWZM2cQGxuLgoIC1NTU8Fah0el0qKqqgkajQVlZmUMyyldFyJ4EkX+eYmJiAlqtFsIgEYKCpdAOTdF/y7nncujlQvS/dRJDDSMAgMl4IeIL0hATE8Nr64Rgenoa1dXVvEyq+cTMkeVX2K4FJkwUkrBwGqEgEXtiHyGWO90fU2OWlpYGg8FAt416e3vR0dEBqVRq0zZyVS1ixl1IhGLWNggWth+2o3W9IEL2kEqlVv0Ih+emhRJKA2cDV/3FhNRfMT09jcceewwnT55EYWEhsrOzsXr1aszMzHCSeASIkJ+AtGDa2tp4naYSiUQ2FylipKdSqRxWOfiAwWDAyMgIDAaDRx5E7uAsOd7bxHsCpijalTjdXaQHGzgSRXuDwcFBNDU1IfGB76CgoADHb3wJMobH0JknP6CXjT03C6HlSzDeOICecCHa29sRHBxMj+dHR0d7/RskGWYREREoLCzkvSLIxczRZHLcAvGVkxEfRGh0boz1slKhlPX+7BPSmW0jMpHoqlrE1GuFSGTQcQiE/UPVG9hcyt0dmS/xuafQaDQYHR1FVFSUz4cNfGEa+W3EPffcgw8//BAfffQRXnvtNQQFBSEvLw9jY2N4//33IZPJkJqaitjYWJc+dQEi5AegKAo1NTUYHh7G8uXLkZKSwtsJT8gBRVF0ujhfBoaOQDyIjEYj3aPnEwaDATU1NZicnJyXTM9Hq4rL6L03FSG2omgu2+vo6EBXVxdSUlJsM+cEcOox1PXcUQDAuRsuAKUMpifRyMRNVFQUYmJioFQqOVdy+vr60Nzc7DLDjE+4qxbNzFjHpE0mE4xGo9/nVn3YeoR1ywkAZKJgj32LIiIiEBERQU8kkmpRT0+Pw2oR+d0LhULcvvImPHLsGTd7OYsXT+73iAjxWREi4DIxNmewVrhJdY18HnK580qcpyAVIX/+ffoDbr/9dlx77bUYHBxEe3s7GhoaUFtbC7FYjDfeeAMHDx5EcnIyysrKUFJSgjvvvNOhJUyACPkBiB/MkiVLePelITeFkZERNDQ0IDQ0FBUVFT552mBqjhITEzEwMMDr9t0lx3uTq8ZsF7K1D/CUCHkqinYGYkswOjqKnJwcm5LwBa/eBgA4unEPDFNzTj2GQAEjf65G9k0X0RM3hBS1tbWhubkZoaGhdLXIlZsvyY7r6enBsmXLeLdJYAtmtainp4eutspkMrtqkeA///iFtxWM3371EutlRQIRvqM4l5fPmU21iIQu63Q6XJ1zOZ78927ozezG4w0sl7OHxWLh3QqAy8SYBhqcd955NEns7+9HZ2cnHYXiLjiXCwgRCsA1goKCkJCQgISEBJSVlWHjxo3QarVoaWlBe3s7ampqUFVVhbq6Orz99tu47bbbAkTIn5GWluaTuAFyYaypqeEtcNQezMkqojnq6+vj1WNndHQUtbW1CAsLQ0lJicMfs6cVIXeiaGfwZH/2Y+HekiC9Xo/a2lrMzc2hpKTEKZEWScUIigyF1t5jyEkmWXBwMJYsWYIlS5bAYrFgYmICY2NjGB0dpZPCFQoFTYyISN1sNqOhoQEqlQp5eXm8VwS5gknKSLDs/JF892Q2XAR8L2bhxuYBIFwajqHZUVbLLotMQYosiXfC6ahaRDLAAKC5uRnd3d0wcTwPmsfasVyZwWkdrlNjbo9B1cZ5YkwikSAuLg5xcXGcg3O5IFAR4gZyPguFQshkMhQXF6O4uBg//OEPAViTDKqrqxEWFuZw/QAR+hbDZDKhs9M6Ks02ksOTfdTX12N0dBS5ublITk7mVa9DURS6urrQ2tpKx1k4uxh6otkhomitVovy8nJOFTmu++NzMgywVsiqq6shEAhQUVHh0paAWRnSDlnbAe4yyQiEQiF9Yc/OzrZxuCYX/4iICERFRWFsbAxarRalpaUeZQ3xCYvFgoaGBoyOjtqQMvKZn30gcK9vmTYDrw9bIBGCNRnytiLEZd2QoBDO63gC8gQeGRmJsbExLF++HDqdDvHNMRjQDbPezm8+34t9V/0fp33z3RrjGq1hPzHmKjh3cHAQXV1dkEgkNtUitlOtC1ERmp2dxf3334+3336b9hDasWPHPA8hZxgdHcX27dvx/vvvQ6PRoKioCI899hjWrFljs9z777+Pt99+G9XV1WhubobJZHJ43ezu7kZaWprDfTnyNmLCPm+MbJ+cg0qlEmvXrnW6foAIfUtBvHWIMVdiYiLvF0myD71eP49E8EGEmE7UbLRTXPdJRNFisRgrV67k7NnBpTXmiAR5A7Vajbq6OoSGhnJLvXfw8TnKJHPlL0SSwlNSUmAymaBWqzE8PIzu7m4A1rHtoaEhmEwmnzobuwIxCZ2ennZZKQMAIQC2v5pRrRlmGcXqO/SWCPVM9rFfeGFj1OjfPWmDPxHyAH767u2s4zYaR5o575NvIjQ0w67aBgApkcluJ8bsg3Pn5uboatGZM2dAURTCwsJsqkXO3o9Op/M5EVq/fj1OnjyJXbt2ISsrC2+88QauvfZaWCwWXHedaw2XXq/HmjVrMDk5id27dyM2NhYvvPAC1q1bh8OHD9sYKr733nv46quv6Er+6dOnXW5727Zt8/afmZnJ6b2R847t+RcgQt9CqFQq1NbWIiQkBEVFRTh9+jTvbTcS++FszJ8p0vbkZuCJEzWXVhUfeWRsiJB9G4YPgW5fXx/tNp6bm8up1Xnxm9vc6oW4mCyKxWIEBQVhfHwcYWFhyMjIwPT09Lw8NNJC87VBHHA2l89kMqGiosJpOZxAIABrIvHBhADRYjNyQ30b/dGsaoPWpGO9fOgCVYQImFNjAFAYnwuhQMha3K0xaTlfG/ieGlNxmMjj6igtEAggl8shl8vpBwZSLRoaGkJ3dzfEYrFNtYjZ7tdoND4lQh988AE++eQTmvwAwEUXXYSenh7cfffd2Lhxo8vryiuvvIKGhgZ88cUXWLVqFb1+UVERtm/fjhMnTtDL7tu3jz4/br/9drdEaOnSpVi5cqW3b5ETAkTIT8DHCe4o0FSvt5b9+TT+6+3tRXNzM+3f4+iJn/zwPbl4eZocz6ZV5Yko2hncESFfTIa1trait7cX6enpSE9P92h7IqkYstgI6MZmYJq13mzPfeUWRGRaJ/Cm2oYx/NkZVhEcQ0NDaGxshFKpREFBAUQiEZRKpdM8tJCQEJoURUVF8U4giFO6WCzGihUrWA0FRIiAcfZSEQhFQgiFZ8f1nZk5enPj5uIoHSyS4if5G6Dpnl4wIsT0ESKQiqXQcIjbePvIOyhOLrCJu3AFvitCXDyaFKHeDbGIxWLExMQgJiYGFEVBo9HQ1aLm5mZQFAW5XI62tjYoFAqft8bee+89yOVyOuaC4MYbb8R1112HEydOYPXq1S7Xz87OpkkQeY/XX3897r33XgwMDCApKQmA40gLf0OACH1LQAS/w8PDyM7ORmpq6rz8Jm9hsVjQ1NSE/v5+ZGZmurwRM/fL5UQYHBxEQ0ODR5Uad60xs9mMuro6Ws/krYeSq/3xLYomkStjY2PIz8+3CRPkigtevQ3THSP4942/BwCIQqw3hKm2YYfCaUcgpJsZnGr//uzz0CYnJ2li1NvbC5FIZCO4diSA5wK1Wo3a2lqEh4dzcjGXCDmUhGC94EulIrdmjuS79wRcHKXlQSHIVWbhVPepBSdCzHM7W5GO6uEG1tt4e/gfSAtfioGBgXnhqI6MZN1ljXEFF48muYS/SqZAIKDby0uXLoXZbKarRa+99hq++OILyGQyKJVK7Nu3D+vWreM9O7GhoQE5OTnzHmILCwvpv7siQg0NDTjvvPPmvU7Wb2xspIkQV+zatQv33nsvxGIxSktLsX37dlx55ZUebYstAkToWwBXkRzkKcvb1pher0d1dTVmZmZQUlKCuDjX7ROuBIxM93R2dnqcHO+qNeaNKNrV/hzd6PgWRet0OtTU1ECn06GsrIwX/6fwZXGQJURBOzwBs8aA41vOjmqTFhlloRyGszoLTnUFoVCI6OhoREdHIysrC1qtFmNjY1CpVGhubobFYkFYWBiUSiViYmIQHh7O6TMjRpJxcXEuBfV8wpWZ4+zsLB06bDAY6GXZHpc8SA41S48bRajCYYXGl3C0v1+uvg03vPtz1tvonunDihUroNfr6eoICUeVyWQ0KYqMjIRIJOJ1aoyrR1OY1HctXVJFVSqV+Oijj9DQ0IBf/epX6O/vxx133AGdToe8vDzcfvvtuPVWfiI+1Go10tPT571OBhzUarXb9R0NQ7Bd3xGkUiluvvlmrF27FgkJCejt7cWePXtw1VVXYd++fbjppps4b5MtAkToGw6i1ZFKpU61OoB3FSH7VpU7zQXX/ZpMJtTW1tLVDi7W6Pb7dERMSOirp6JoZ3BEhPgWRU9PT6OmpgYikQgrVqzwOnKFiYvf2oaj1+yBdvDsDdfVSD3APjjVHWQyGZKTk5GcnAyz2Yzx8XGMjY1haGiInrYhNweFQuG0usOsTKWmptIu41xwbaIYu7uNrGpCGTIBoiXzt880c5yYmEB9fT3CwsIQHx9PE3SmrsZd9IdaM876+OWS0AUnQsx2IEFhfC6CRVLWLtOEiEilUpvK4dTUFNRqNcbHx22MPY1Go1N3cK7g6tG0pezHvOyXDfLz82EymXDVVVfh6aefxr/+9S98+OGHTluHx44dw0UXuW9jA0B1dTWKi4sBuP6tsPkdebu+PRISEvDSS7bfy4YNG1BZWYkdO3Zg06ZNPhu8CBAhPwHXHw5FUejp6aFFs/n5+S61Op5WhJitqqKiItbTSWyJEJk8MxgMXrtdO6oIEVF0dHQ076Gv9vvjOy5jdHQU9fX1iIyM9Ek8BQCIgsQ2ERyuRuqZwakVFRW0qZ7XxyAS2egnZmdn6RZafX097WVDHK5J3AOJWhkYGMDy5cs9bh+kyIQQCgAzCybUrqXwTJcRm5eIURA2/8ZEjEuVSiUdk8P8XTiK/rCvFjWr2jBrZB8YGSZdeCLkbH9B4iBOcRsftR21SaMnpIdcB3Q6HW1gaDab0dPTg9HR0XnVIq4IErFvwy6LSl2wjDECrVaLkJAQyGQyXHrppbj00kudLpudnY19+/ax2i6p3ioUCodVm/FxKwF3Z33h7fpsIZFIsHHjRuzYsQNtbW3IycnhZbv2CBChbyCYY+VZWVkunXs99fShKAotLS3o7u72qFXFhoDZT555Kw5kVoSYomhPW21s9+cLUXRvby9aW1t9Hk9hrxcisB+pD1+RgtaJPl6CU12B6c2SlpYGo9FIk6Lu7m60tbUhODgYCoUCMzMzmJmZ8aoyRcBVMO0IJFJkyZIlWL58Of0bcNRCY5Ii+2rR707uZ73PELEMW8p+7DdEaFlUCied0DOf77UhQvYgMT2JiYk4duwYkpKsppHE2ZkQJ0KM2P4uh2dHWB/jQot9KYriJJZOSEjg3DYqKCjAoUOHYDKZbB6g6+vrAVirUu7WJ8sywXZ9LnCkR+MbASL0DQMZDSap6GzGyrlGTxAPlvHxcRQUFHgkenNXEbJPjuej5EkIH9PkMS8vj3ehIQGz5cFXXAazypGZmclr7pwzEL2Qs5F65VUFaKxvgLhzFhU7Nvg8cJIJiURCW+hTFIWpqSmMjIygv7+frrwNDAxAr9d7lIdG74ejYJoJZs6bu0gRZ3lohBBRFIVp3QzrfZNEdPJ0vljj8wS/XH0bJz+hGf0s630SH574+Hg6BoZoizo6OuipRDKO7qxa1Kxqg95scLAHx5jUTbFeli+QipCvcPXVV2Pfvn145513sHHjRvr1AwcOIDExEZWVlW7X37p1K06cOEEvazKZcPDgQVRWVvLmKG80GvHWW29BqVQiI4ObEzkXBIjQNwjj4+OoqamBRCJxmYpuD1KeZwOS52U2m7FixQpERkZ6dKzOiBAR2vb19fHudi0QCGA2m/H111/zKop2tT9yIwPgNQkyGo2or6/HxMQECgsL3QrS+YSzCI65IBOa9h0G1TIBPQDtdeOQcPAZ4hMCgQASiQQqlQpSqRS5ubnQaDQYGxtDa2srmpubIZfLaW1RREQE66dILjohAFAbrEsyheP2OW9s4Kha5MlPaLEqQvafb2F8LoLFQdCa2LXH9CzbaMzpS4Lg4GAkJSUhKSmJnkokbbS+vj6n1SIu1gQA8LPyGzgtzwd8bah42WWXYe3atbjtttswPT2NjIwMHDp0CB999BEOHjxoQyC3bNmCAwcO0NV1ANi8eTNeeOEFbNiwAbt27UJsbCz27t2LlpYWHD582GZfPT09OHnyJACgo6MDAPDnP/8ZAJCamory8nIAwK9+9SsYjUacc845iI+PR19fH/bs2YOamhr88Y9/5D0aiokAEfITuLqAURSFvr4+nDlzBjExMSgsLORUQWFbESJ5XnK5nLUHi6t9ArZEiCTHT01NzUuO5wM6nY5uUfEpinYE4hEzPj6O+vp6WuPC2uHZDqTSZzQaUV5ePi9Q1tdwH8GRjYSL8xxGcCwUJicnUVNTA5lMhpKSEjrscsmSJfQI8tjYGEZGRmjDOoVCgZiYGCgUCpffDRedEAD8ddSMKDEFS2cDxsfHeWnPkXNGw8FIkcBfWmMA98EMe50Q1/0BtlOJGRkZ0Gq1NCmyrxZ1jPewPrYwUSiuzr2C/ZvhCQvhLP3uu+/ivvvuw4MPPkhHbDiKsjCbzXTVkkAqleLIkSPYvn07tm3bBo1Gg+LiYnz44Yc2rtIA8Omnn+LGG2+0eY34F/30pz/F/v37AVjbab///e/xxhtvYHp6GmFhYVixYgU+/vhjXHLJJT74BM4iQIT8HEzvHk8rKO4qQhRF0WOrfAWz2hOhmZkZVFVVgaIoVFZW8ia0JRgcHKSfNiorKz0mJGxAWmFpaWkIDQ2lLfSbmpoQERFBj4DL5XJW3xW5wUulUlRWVnpFQL0GDxEcvgARjkdHR6OwsHDe75M5gkwM61QqFcbGxtDY2EjnoXH9blyhtrMPS6emUFZW5nHl1BH6pwZZL0tRFAwGAz1N5alvEVe48vT5cdEG/KH6Ddbb2vXv37olQo6m1FxBJpPNqxaRNprYzF5rEi52PyHLN4hGyJetMQCQy+XYvXs3du/e7XK5/fv302SFibi4OBw44D6vbdOmTdi0aZPb5TZv3ozNmze7Xc4XCBAhPwaJmZidnUVpaanHT5yuxNJMI0Y2eV5c9glYL2BskuM9BdN/KCYmBiqVymcjlvai6ODgYKSkpNhkbo2NjaGvrw8dHR0IDg6mb7zOnHOHh4fR2NiI6Oho3rRS3uDcV3+GIz/aDcusATBYq4j2ERzO/IV8BSJCTkpKYuUEzjSsS01NdfjdSKVSmjiRPDSugunq4CTExcUhMpK/yuMZVStmDewnxuT/8beZnJykW8PMqUVfCUxdefrcsepmHKh5i7VPz7Ru2u0yXIkQE8xqUWZmJqZq2euShIuQ/q7VagHA5xWhAM4iQIT8FBMTE7R/zKpVq1jHTDiCSCRy2Boj7Riip2EaMXoLcsEaGhrC8PCw2+R4T2Avig4ODoZKpeLdih9wH5chFosRFxeHuLg4q+B1epquSJDpFnsX5a6uLnR0dCA5ORlZWVmLbkU/NzeH6upqQCxAcLQcuuGzIlF3/kK+AJn86+7uRkZGBu2WzhWOvhsyiTYwMACBQGAd9w3JBtdL4kdTYiSGmR2O0nuCF0/sZ71siESGWypuQGdnJ4aGhpCdnU17WzkazyfxH3zAXXyIRChmPaBhYaHM4qv116xqg4GDUHrWzD4yhC8QIuTrilAAZxEgQn4C5gne19eHpqYmKJVKXvxjHFWEiPA6KCjIJ3oasj++K00EWq0WVVVVtJu2QqHA2NiYzb75Ate4DOJ7ExERQU+3EFLU0tKCM2fOQCKRwGg0IiUlBZmZmQum7XAGQrxDQkJw8evbIJVKrXqh4QmAstcLcQ9n5QqLxYLGxkaMjIwgLy+PtykU5nezbNky2tVYpVIhb6wJX0blwCTkdr4R4TQfmNS7r44Q5CizgFEThsfGbDRKjqI/uJg5soG7uIsQiYyTn9Afqt7A5lLniefeVISY4CqUvkRxHk6cOEELrrkI8D1FgAgtPAJEyI/AnKhKT0/n7QZpL5Ymo+ueCK/ZgLT0ACAlJQWpqam8bn9ychJVVVX09By5YDCDXvkCkwSRfXD9ToKDg2kXZab9gUQiQU9PD4aGhmizQIVC4dPpCEdwFJwKWCfJIBBAqpBDP2Yd6SbhrFNtwz5rjxH7hunpaZSUlPh08o/palxgseBMux5jHL1H/zpqhiJIwFtViC1mZ2cxPj6OkpISGwM7+0k0LmaObOGuInT7ypvwyLFnWG/vxZP7F4QIcclwiwwKx/lxKxEVFWWTj0fabAqFwid6vkBrbOERIEJ+AoPBgJMnT2J6epr3iSqmuy0hWsuWLfMojsAdSJyFSCSCWCzm/amGOF07cormM2AW4D8ug7SeiGBcLpdjZmaGrhaR8MmoqCiaGPnyYuguOLXkofX4942/h35sBqKQIARFWKuGp+57y2ftMZIJZzKZUFFRwSrOhS8IhUJcnyzF73uN0HL8CfFVFdIYtayXNVvMKC8vd/kZcTVzZFstcpf7tT73Cjz5793Qm42s3ovBzXJ8tcYEjqYBnCBEJENQUBCysrIAWF3wySRaW1sbWlpaEBoaynu1SKOxtuMCRGjhECBCfgJCGnJzc3m/+AuFQuh0Op8RLQJ7knL8+HFeSQkzlJXp3EtA/tvbfZIWGJ9xGePj46itrUVISAiKi4tpwXh4eDjCw8PpNg0JIm1ra6N9cQgpioiI4I24sglOJUaLOtUUzBoDtIxwVvv4DT4wMzNDZ8J5a9/gKVJkQoSLBdByJDZ8VYW4TIwRB262cGTm6KxaRPREzqpFbJLgLRwrs81j7ViudGyax1dFaEzLPsNNY9La7C8kJAQhISG0XQOZRFOpVDbVIkKMPB0K0el09P4CWBgsrjozABpCoRCFhYU+eQImJ61Op0NlZSXvJIjEcdTV1WHp0qUoLS2FRCLxKNrDEUwmE2pqatDV1YX8/Hzk5OQ4vAjz0RpjiqL5IkEDAwOoqqpCdHQ0ysvLnV4gpVIpkpKSUFxcjAsuuAAlJSWIiorC0NAQTp48ic8++wwNDQ0YGRnxKnzSaDSiuroaw8PDKCoqcpkeX/6/PwJlsv0Oix9aD4BCzcPvov3Vf2O6g31cgTOo1WqcPHkSISEhqKioWFQLgWsTxZB5cGWs6ehFd3c3ZmdnPfoNcp0Yi5B5Z0EhFAohFosRFBRE/xOJRDYVJJPJBIPBAKPRSJ8TgPuKEACkRTr/XTnCoy5aaXwQoQ9bj3BaPj4kxun+RCIRFAoFsrKysGrVKqxcuRLp6ekwm81obW3F559/jq+//hodHR2YmJjgdB1cCI3Q7Ows7rzzTiQmJiI4OBjFxcV48803Wa8/OjqKTZs2QalUIiQkBKtWrcKRI7af7/T0NB5//HFceOGFiI+Ph1wuR0FBAZ588kma7DFhNBrx8MMPIzU1FVKpFMuXL8eePXu8fq9sEKgIfcsxNDSE0dFRCIVCrFq1ind/HVfJ8XwQIaYouqKiwmWYn7cVIfu2AR+ZYWTqiWsyOtMXJzs7G3Nzc1CpVFCpVKirq4NAILBpobG9aBL9Ftvg1PBlcTj3lVvw5bb9DuM3+BinHxwcRFNTE2JjY5Gfn7/o03NLgihcqO3CJ5IlnITTVdJEiAabEdPWBplMRn9/zqwT7MF1Yuzm8p+wXt4dnEV/kHPBvlrEZiLs/gt/jRve/TnrY2hWtTv9m7NIDy7gkjgvFohwbfrVrPV6pFqUnJxsUy0aGRlBT08PxGKxjcu1q2rRQhCh9evX4+TJk9i1axeysrLwxhtv4Nprr4XFYsF11znXagGAXq/HmjVrMDk5id27dyM2NhYvvPAC1q1bh8OHD9OGir29vXjuuefwk5/8BL/61a8gl8vx73//Gzt37sQnn3yCTz75xOb73Lp1K1577TU8+uijqKiowMcff4xf/OIXmJmZwb333uuzzwIIECG/Ahl95QPMVlJ4eDgsFgvvJMhdcry3RGhiYgLV1dUICgqyEUU7gzcVIUd6IG8uumazGQ0NDVCpVMjNzfUor41AIBBALpdDLpcjLS0NBoOBHv/u6OigtQrEs8iZVmF6ehrV1dWcg1MjMuOx+oUbbYJZ+RinZ2qUuBJFX8FgMFh/c1otopJSoOJYeEvIykWxaCn9/ZCoh+joaJq0Oqt2cZoYi8lCYbzvEtEdaYvI0IDZbMbs7CyEQiEMBoPNaD7zd1cYnwupSMJaJ+TKd4if4E32v62kiESky5d69Hsk1SKFQoHMzExotVrazLG1tRUWiwVyuZxeJjw83OZ9+Voj9MEHH+CTTz6hyQ8AXHTRRejp6cHdd9+NjRs3uiSAr7zyChoaGvDFF19g1apV9PpFRUXYvn07Tpw4AQBIS0tDd3e3zUTyxRdfjNDQUNx99934/PPPce655wIAGhsb8corr+Dxxx/H3XffDQC48MILoVar8dhjj+HWW2/lLdHeEQJE6FsIZpUmLy8Per0eQ0NDvO6DTXK8N0RocHAQ9fX1UCqVKCoqYjXZ5qlY2p4Eeeu3otfrUVNTA41Gg9LSUt5P4KCgIHrSibjmqlQqjI6O0k+fpBqhVCrpfK76+npERER4ZMlA9EKO4ze464WY4bLONEoLDVJ9tFgsqKioQJqQu3D6byoLBLFhuDAzir4JElJErBNIHhohrYtN/tyBWS0i2rKpqSnk5ubSeXsE8wTXHJ9JnMVt8NEaG5lVsV52SjsJi8XitXWJQCCYVy2amJiYVy0ipp4hISHQ6XSQSqU+mx597733IJfL6ZgLghtvvBHXXXcdTpw4gdWrV7tcPzs7myZBgFXjev311+Pee+/FwMAAkpKSnFqyrFixAoDVJobgL3/5CyiKmhfFceONN2Lfvn346KOP3FaqvEGACH3LMDc3h6qqKhiNRrpK09XVxSl93h3YJsd7QoQoikJrayu6urqQmppKm8SxgSdEiCkW5UMPNDMzg5qaGggEAqxYscKneWeArWtuVlbWvGgJwDq+r9VqERMTYzMezxk8xW+YzWbU1dXxltHFB0gETFBQEMrKyhAcHIxQwGvhtEwmo60THOWhSSQS2mhTY2A/MbYYIA9Y09PTKC0tRVRUlE21yNF4/rUFP8D+Wvbak8c/e9YhEfJ2aqxZ1QYL2F8XREKxT4xZHUXBjI+PY2xsDH/84x+xb98+pKWlISoqiq648E2IGhoakJOTM++6XVhYSP/dFRFqaGjAeeedN+91sn5jY6PLCvjRo0cBAHl5eTbbjImJmadfZR6TLxEgQt8iqFQqejKpvLycrtLwJVrmmhzPdb8mkwl1dXVQqVTz9EZsQI6FTWvMnVO0JxgbG0NdXR3CwsJQVFTk07wzR7CPljAYDGhsbMTY2BiEQiFUKhW+/PJLukUTFRXF6UJ/8ZvbcHTjHhim5pzqhdyRINJ60mq1vGd0eQpiLhoeHj7PkuHaRDFv4/T2N8G5uTm6WtTY2IhuNXuPm4UGEdhrNBqUlZXR2jJ32qKtFTfitbo/sY7bmDE4jr9gVms9AVcjxdtXboFFwz8RYoJ5viYnJyM9PR0rVqzA66+/js8//xznnXceoqKicOmll+Kyyy7DT37yE16qh2q1Gunp6fNeJ5VrtVrtdn1HVW4269fV1eGpp57C1VdfTZMcV9sMDQ1FUFCQ22PyFoGpMT+Cpz9yiqLQ1dWF06dPIyYmBpWVlTatKrbp865AfI4GBwdRXFzMSs/BhQhptVqcOHECExMTqKio4EyCyP4A9xUhIormkwT19fWhuroasbGxKCsrW3ASZA+z2YwzZ85ArVYjPz8fF110EcrLyxEXFwe1Wo2qqiocO3YMtbW1GBwchMHALnZAJBVDKBFDqjw73XjuK7eg/PEfAQBaXv7U6bpzc3P4+uuvYTQaUVFR4RckaHh4GFVVVVAqlfS0IxNknJ4r/jpqRv2M83OO6L5SU1Ot30teInQUeyfmMKnnkTtcodfrcerUKej1ercCe6FQCIlEAqlUiqCgIEgkEoiF3J63m8fmi6a9rc40q9pYLxspDcPVOVf4pCLkChEREdi4cSPOPfdcJCUlobGxEffddx9UKhWee+45h9eoY8eO2bTzXf2rqamh13PnjO8Onqzf3d2N7373u0hOTsbLL7/Myzb5QqAi9A2H2WxGY2Mj7QfjKI/JXfq8O3iaHM+WCHEVRTsDm6kxZhmfHKO3k2Gtra3o7e3FsmXLkJaWtuiaD4PBgJqaGszNzdlolKKiohAVZdWuaDQa2rOoqamJTmcn1SJn6ezEZBEAIABk8VaBvDuTxcnJSdTU1EAmk6GkpGTRiSJgbfG2tLQgOTnZZQuWz6qQM7x8+iDrZWXiYF4nxlxBq9Xi9OnTEAgENlVmNiCC69CgEOi17Eneo8eewes/fNHmNTa+Ra4wx8Go0mQx0/tcjAlGjUaD0NBQ5OTkIDc3F7/+9a+dPshmZ2dj3759rLZLdHgKhcJhhWV83Oqx5E7T6Mn6PT09uOiiiyAWi3HkyJF5yygUChuiRjA3NweDweBToTQQIELfaJBR6Lm5OZSVlSEmJsbhckKhkK6CcD2xR0ZG6HYP1+R4kUgEo9H1xMjAwAAaGho4iaKdwV1rjG9RNAl9HR8fR0FBgU9MKrmC6V5dUVHhNKw3JCQES5cuxdKlS23S2Xt6etDe3o7g4GCbFhppfdiP02uHJmxMFh2N04+OjqK+vh7R0dEoLCxc8AgRe3ANc/XGZBEALlS4/01PskhgJ0iQxGK2cxKt061QKpWIjIz0yQ17dnYWp0+fhlQqRWlpqcfk9Y5VN2Hn0adZL9802gqTyWQzucbGt8gZmlVtoDiotqVi6zVusYiQTqdDcHCwzW/S2TmTkJCAm266idP2CwoKcOjQIZhMJpvrbX19PQAgPz/f7fpkWSacrd/T04MLL7wQFEXh2LFjDqv9BQUFePPNNzE8PGxzHWV7TN4i0Br7hmJiYgJffvklTCYTVq5c6ZQEAbb9e7agKAodHR2orq5GfHw8VqxYwdkp1VVFiJgw1tfXIyUlBaWlpV5nnhFi42iffI/HE6fuqakplJWV+QUJmpiYwNdff02PxzsjQfYg6ex5eXm44IILUFFRgYSEBLpSd+zYMdTU1GBgYAB6vZ4ep2ei+KH1yNx0Ptr2f4bjW16ijRb7+vpQW1uLhIQEFBUVLToJImGuPT09yMvLY13B89Rk0V2LDLC2nmZmZlhvM0weBoVCAZVKhdOnT+Ozzz6jW5x6PfvKiytMTU3h1KlTCAkJ8brV+4O870EkYP+9U6DQrGqzMXM0mUwLqg8CFrci5EsPoauvvhqzs7N45513bF4/cOAAEhMTUVlZ6Xb95uZmekwesD4UHjx4EJWVlTYByb29vbjwwgthNptx9OhRpKSkONzmVVddBYFAgAMHDti8vn//fshkMqxbt47r2+SEQEXIj8D2RO/v76dDMtmMQnOdpiIeOENDQ14lxzsjQt6Kot3tk1kR8oUomunHY6/HWiw4C07lCoFAgMjISERGRiIjI8Nm/Lu5uRkWiwXh4eFWP5z4cOiGrZWMeeP0F+Wi8Z3jmC0JZ1V1WQiQ393ExASKi4uhVCpZr5siE+JnSyW8t8hI60lnmu+06wxiiRjZ2dnIzs522OIk349SqUR4eDjnz52IxyMjI3kjr6FBIZjWsyd7/3t8N169+nn6/NVqrXEXRqPRZfSHIzSOtrDeL9EHAYtbEfLlNeWyyy7D2rVrcdttt2F6ehoZGRk4dOgQPvroIxw8eNDm+96yZQsOHDiAjo4OmsRs3rwZL7zwAjZs2IBdu3YhNjYWe/fuRUtLCw4fPkyvOzo6iosuughDQ0N45ZVXMDo6itHRUfrvS5Ysoa/9eXl52LJlCx566CGIRCJUVFTgn//8J1566SU89thjgdZYAGdhsVjQ0tKCnp4epKWlzQvJdAbyw2YjmCahlxqNBuXl5ZxuFvZwVJ0hF369Xu/QhNFbMMmXL0gQafNERkZ65MfDN9wFp3oL+/Fv0kLr7++H6cpU4KU6m+WLH1qPoSONqHnESoyWn78eaWlpvB2Pp2BOq5WXlyMiIoLzNvjOISPaO6lUigkz+9YYE/YtTjKKPTAwgM7OTgQFBdGkSKFQuK26kt93TEwMry7fvzrnVk7tsRZVG6RSKSwWC7q6ujA8PIxly5bZ5AACZzV+roJitRxIJtEHAYtHhLRarc8jZt59913cd999ePDBBzE+Po7ly5fj0KFDuOaaa2yWM5vN9PWTQCqV4siRI9i+fTu2bdsGjUaD4uJifPjhh7SrNAA0NTWhs7MTAHD99dfPO4aHHnoIO3fupP977969SEpKwp49ezA8PIzU1FTs3r0b27Zt4/ndz0eACH1DQASwk5OTKCwstCk/ugPbihBJjheLxVi1apXXHjj2FSG+RNFs9skkQHzFZfT09KCtrQ1JSUlYvnz5okdBsAlO5RMikQixsbGIjY0FRVGYmZnBl+91wjStBfTWGwipDAmXRyPvlu9gaflynx4TGxAHdKKb8uZ37alwunPOYkOEJiYmUFNTg7CwMEiTQjB7kn3GmLOJMbFYPO/7IdW8wcFBOpaFEKOQkBCbc4JEnSQmJjrN8/MUP8j7Hp7450V6EwAAlfBJREFUbDf0ZnbTiWZY6PZ8d3c3li9fjuTk5Hnj+S7NHME9X4zog4DFJUK+roDI5XLs3r0bu3fvdrnc/v37sX///nmvx8XFzWtj2YPogthCIpFg586dNuRooRAgQt8A2E9tcX2aJSezq4qQfXI8H5UO5rQan6JoVyBVKD71QEwX5KysLCxd6pn1Pp8wGo2oq6vD5OTkopgSCgQChIeHIzhUBr3BAkGYEIYxqweM+OZCCOND0dPTi8Gjjcj52Xc8atHwAdLGlEqlnMX+juBpVejYhAWdWgN+lCBG0IwadXV1UCgUKCgowK8+fID1dthmjJHvJzw8HOnp6TaxLJ2dnWhtbaXz0GJiYjAzM4O2tja/iToBgF0f7Ua5OA95eXn0g5+z6A9HZo5CoRBP/tv1jd4eTH2QNwJtb+Dr1lgA8xEgQn4ERxcfMrUVHh6O4uJijy7krsTS3jg5uwPxL2ppaUFXVxendp6nIIGQTBLkDRabcDgC1+BUX8JmnB6AICoYRUVF6Hz1OCa+7gIAfJUoQnByFKcWDR9Qq9Wora1FREQEr+Tb06pQr47CM11GlKn7URIfj5ycHAiFwgXJGLOPZZmamqK1RSTqIDQ0FDKZDHq93ietmeuLN+CV06+zXv5Q+3vY/KNrERfn2KTTnZmjxWLBJAddklwSQuuD+Mk28wxarTZAhBYYASLkpyBl4fb2dixZsgS5ubken5TOKkKukuP5AEVRMBgM6O7u9sn27WGxWCAWi9HT04O5uTnExMRAoVB4XN3SaDSoqamByWRadMJB4Glwqq8QviwOBf/3I9TveAcwmEFN6HD69tcA/Gec/qfnQaPRoPdwHebOl9m0aMh4vi9apEQ8Tqbh+LyheSOcBoDgmHjkZsXTDwRczBH5MFIUCoWIiopCZGQkLBYL5ubmEBcXRz+0nDlzBmFhYTRx5SsP7c7VP8MfT78BC8tRdgqUUxLkCPbVoqYR9iJpABAJz7Yu+cg28xQ6nc6nU2MBzEeACPkhiD/N6OgocnNzkZyc7NWFyFFFyFEmGZ/QaDTo7e2FxWJBZWUl79tngimKLigogEqlokNGmTfdmJgY1sSBGAAGBwdjxYoVPhcvsoG3wam+wODgIFon+xH36/Mx8sRZV2lH6fTnXb0awcVRdCWivb0dLS0tCA0NpUlRRESE1zefnp4etLa2+kQ8TuBpiwwAPrdEI3v2rGZo7bIL8VnXF6zWXZtxIef9OQLRlw0NDSE/Px8JCQkArA9LRHA9NDSErq4uSCQSm2qeN787kVAEi8XEevknPtuN/7ngF5z3IxQK8ehnv+G0TnpUKv3/F4sIkfyxxX7A+W9DgAj5GYiwk9jZ8yGas68IkeR4mUzG2S2WDSYmJlBVVUU/ofmaBJHQVIqiEBISgtTUVDprS61W29x05XI5TYqc6VZINYFoOBaijeMOfX19aG5upoWsiy3UZk6rpaSkIDMzE5/ur4F2eAKg5o/TM3PImC0aZyGknlTzKIpCW1sbenp6kJmZ6bHtA1t42iIDbEfq/9r0Aev1jnb8C1cuv5T7DhmwWCyor6/H2NgYioqKbDzIRCIRfX4w89BUKhUdfBkREUFri0JDQzl9xjeUbOTUHnuj7h2PiBAANKvmR3U4gwACbFtxEwwGA4RCIUwmK1kLaIT+O7D4V/gAaExOTuKrr75CcHAwr1NVRCxsNpvR09OD5uZmxMXFIT8/n/ebPPE4IhfTpqYmXrfPhLu4jKCgICQkJCAhIYG+6apUKvpJl4wWk5uuUChEZ2cnOjs7fVpN4ALmzd1fIjyIjUN/f7/NtNrFb23DP7/3DIQSEfRjVm3Gua/cgojMeEy1Ddu4TQPW70uhUEChUCArKwsajYau5pGbbmRkpM1N19UxNTY2YmRkxKbC4Ut4UxViuk6fGWOfg8XFgdoRSDt8amqKTpB3BpKHRjLRjEajQwdyUi2Kjo526zlkbY8d4pQE36xqw/KYTNbLA8AZVSunfYRKZCiMz6UfrIgxJdEd8aE3ZIsAEVp4BIiQHyE0NBSJiYnIzMzknaAIBAL09/djYmKCVXI8VxCn6O7ubloUPTIyQret+L55c43LYN50s7OzMTs7S990BwcH6bBIvV6PjIwMv/C+IcaWxHhyIW7ubI6prq4O4+Pj88Tj0x0jME5pAACikCAERViJi7scMsA2iZvcdMmUU1dXF9ra2hASEkKTImasBPPmXlJSAoVC4euPgca1iWJ8NWlG66wF4+w7PgCsZEirHcKswfvReTZgJsiXl5dz1rxJJBLEx8cjPj4eFEXRgmviKyUUChEdHU0TI2c3c7k0lJO54o5/Poq//PhVTsf69L+e57S8VBxM+xZptVq0trZCKpVCKpXSlXSmX5EvSZFWqw1ohBYYASLkRwgKCkJOTg7v2zUYDKAoCpOTkyguLuY9DoIpui4oKEBSUhIAW/8iPqMVSCvM08kwgUCAsLAwhIWFIT09HTMzM6itrYVOp4NAIEB7eztGR0fpqpazAFJfwllw6mKCaUpYVlY2Lz0+fFkcZAlR0KmmrDlkGoNNDlnCxbkY+rTJIRGyh0QisanmTU1NQaVSYWxsDL29vRCLxVAoFIiMjER/fz8MBgPKyso8Mkr0BikyIVJkQvRoLR61yT7qZV8NYjs67wh6vZ7WBHrrpQTMdyDX6XQ0KWpra0NzczOt/SLfEzlPuZordox3cz6+uhFuleg7Vt0M4Ox5R1EUysvLaSJEKkVczRy5grhoBypCC4sAEfqWg+lBlJKSwjsJIpomg8EwT3TNNxHyhVP03NwcamtrQVEUVq5cCZlMRpf/+/r60NHRQQeQxsTEICoqyuclcrbBqQsJckwAXN5Iy//3Rzbj9MB/3KaPNtK6IWdVIWcgOrOoqCi6hTY2Nobh4WG0tFgrTWFhYRgfH4dIJOKsW+EDnrbJhFHnoLx8N5qbf4vZ2Q6Xy3o6Os9MkK+oqPDJTTY4OJiOTHCk/SLEValU4nuZl+KRo7/xaXuMrXEjAMjEwVifdwX9OQmFQpSVldEDEq7G8wkcmTl6Ap1OR2sdA1g4BIiQH4HvizfTgwgA71NG4+PjqK6upjVN9hdYrhlnruALEqRWW43tQkNDUVRURHs0Md15p6en6RZaX18fRCIRLeZVKpVehVE6AnEcDgkJ8dg3im+QCTqZTOb2mOzT6YGzwml70bSnCAkJQWRkJLq6uiCXy5GcnIzJyUkb3Qr5fqKjoxdM23FlhAH7RwQwCrldViMjc7Fy5YuorX0IKhW76TG2mJ2dRVVVFSQSCUpLSxfk92TfhiaC67GxMToPTSqQQEuxD4i97u1bUfVzdi7R+069xul4Lf+Z1Dp9+jTEYrHTz4mrmSNZlsvvT6ezxoEEKkILiwAR+haCoih0dnaira2N9iD68ssveSEkBExRdGFhoUNNE19EiO+4DMB6/M3NzYiNjUVeXp7DipVAIEBERAQiIiLoAFJCisgFPTIykq4WedtuINNqJOdpsZPagbPZU9HR0SgsLGR1TBGZ8Uj7YSX6PqhhJZrmCkdGiUuWLLHRrdgTV6Jb8RURmJiYwEh9DUJiSzHl4WU1ONh1tZarPmhqagrV1dUIDQ1FcXHxotktEO1XSkoKHeNzVeKleHPgb6y3YbQYWS/72y/3cTq+a/K+j1OnTiEoKAilpaWsHm7YmDmS6x6XapFGY9XYeXstCYAbAkTIzyAQCDjls9jDbDajvr4eIyMjyMnJoeMgiMuzt3AkinZGSvggQkwSRLbpbWZYe3s7ffxcROMymYwOuGRO0DDFvIQUcfHD8XVwqqcgI/tcs9WmO0bQ/uq/rf8hAGTx1nYpG9G0O7gySrTXrWi1WpoUNTc3w2KxIDw8nK4WhYWF8fI5E7KoVCpxQ0ooXh4wezRSn519G3S6YadVIS4eQr5IkPcWhJjJ5XLcc96dePt373Nqj1348lU4dtNfXS5zRtXK6ZjEAhEqkA+pVIrS0lKPyaJ9tYj5z1m1yNH5FKgILQ4CROhbBGZyfFlZmU1yPDP3y1M4E0U7g7dEyH4yzNsWB3MKi5lf5AmYEzQWiwWTk5MYGxvD6Ogoenp6aBM6IhZ1NgW40MGpbMAki56M7Nu3x7RDEzai6cxN54OyUJwrQ93d3Whra6N9i9wdk0wmQ3JyMpKTk22S2Yn2SyqV0t8Rm9FvR3AUVPqzpUKP/YUiIvJoIrQqUoIfJcnw92EdjqoNrD2EfJUg7w1I4DKTmGVEp6F13LUuigm1dsLtMj/9M7ek8iBhEEJCQlBSUsLbpK6jFhqTFLmqFpGKkD8YuP43IUCEviWYnJyktQCOkuO9rQi5EkU7g6dEiLTAyAWDj1aYXq9HTU0NtFot71NYZGw4OjoamZmZNn44dXV1EAgE9Fgx093aH3PMmH483pDFiMx4rH7hRhvhtCO3aTaVIZKH19vbi6ysLKSkpHA+Hvtk9unpabpaNDAwQH+HpFrE5kZEiJl9ZdEbf6HU1B8hWVmIS/UvI13YCwC4aWkIjqoNMFPuzyNSMfNFgrynGBsbQ21tLZRKJQoKCujrwoNr7sL1f7qN07YK9pyPj9Yfctrm1Jq0nLa3MeVKXkmQPRy10FxVi+bmrFYKgdbYwiJAhL4FIMnuCoXCaXK8NxUhd6JoZ/CECPlCFD0zM4Pq6mqIRCJeRoddwd4Ph6R+27tbR0VZoyb8KcfMaDSitrYW09PTvPjxkHF6Nm7TzuALo0Sm9mvZsmU2o9/2WVuOHMiZJpfOiJk3/kIi+XIclj+DS2afRqrxJEQCdqPzvb29aGlpYV0xWwiMjo6irq7OYSuzKD4P4dIwTp5CAHDluz/BruX/M+87Knz+Ak7bEUOMX6y7dUHbhs4E1+S6d+zYMQBWHdyyZcsW7Lj+2xEgQn4GLhohpl7HXXK8pxUhNqJoZ+BKhHwhiib5XOHh4U5Joi9hn/o9Pj6OgYEBOvE7KCgI/f39XrVn+IB9on1YWBgv2+XqNs3EQhklMke/HWVtMR3IIyMj0dbWNi+jyx7e+gsBwLTwbPSFq9F5iqLQ1dWFjo4OZGRkIDU11S9IEJvqFFdPIQAwwIRfNT+KFTEl2GT8IX7x6f3o1Q1yPr50RcqiaqeY1SKKovCXv/wFTz31FFasWIHcXO42CQF4jgAR+oaCPL2r1WpWeh2RSASDgb23BkVRaG5uRk9PD9LT0z16wuRChBzpgby9mJMn5ISEBOTm5i66VkIoFIKiKKjVakRFRSE9PZ32WyHtGeZo/kKNzpOKmVgs5j3R3lO3ab1ej+rqauj1eo9ckD2FfdYWcSAfGxvD4ODZm21SUtI8Q0lH8KZN9lXIJoRbVEgxfO10YozZNly+fDmSk5M578cX6O/vx5kzZ9yK/3+Q9z08+un/wUxxf0j7WlWNr1XVHh/jQxff7fG6fIKQoE2bNmHTpk34/e9/7xfi9v8mBIjQNxDM5PjKykpWF2ShUMi6MkNI1vj4OAoLCz3WidiHvToD36Joi8WC1tZW9PX1+dUTsqPg1OjoaJv2DHPCiRlu6St3a+KlFBYW5pOKmSdu0/bmjYtlLsd0IE9OTkZVVRVmZ2cRERGB4eFhDAwM0O7JZFLQ0XfkTTgrgaOJMWcJ8ouNnp4etLa2Ij09Henp6W5/t5tKr+EUxMoH5JJQj8wp+QZFUXj33Xdx4403YsuWLdi7d2+ABC0CAkToGwYiPJTJZKioqGA9XcC2NUaMxYxGI1asWMGKZDkDuQC6ImBM4SAfVSCTyYS6ujpMTEygsLAQcXHemffxATbBqfbtGbVaTXvh+MrdmrQuYmNjfTpdxMVtmoxYy2QylJSU8G5Y6QmY8RSVlZWQy+U2Ib7EPZlMCiqVSigUCppUelIVSjWcQKnuz1Cae0Bhfuq8qwT5xQKzRZeZmYnU1FRW6925+mfYX/WmR1UhT7El77pFj7KgKArvvPMONm/ejJtuugl79+5d9Kr1fysCRMjP4IwIUBSFnp4etLS0IC4uDgUFBZyeHNiIpT0VRTsDqe442q8vRNFarRY1NTUwGAwoLy9f8NwpR/AkOFUkEtlMOJGcLUKMSFwBaaFxreIwfYsWQljL1m2akPyoqCjOejRfgUxL2sdTMN2TKYqi3ZOJJo14GpHv6NpEGSvxNJMAMcFMnTebzaipqaG1U/6QQ8e0XPCkRbeQVSGRQIQ0QyKOHz8OuVxOk1cu3l/egqIo/OlPf8JNN92EW265Bc8//3yABC0iFv9KE4BbWCwWNDU1ob+/H5mZmazKzfZwVxHq6+tDU1MTYmNjUVBQwKunhj0RsvfV4IMETU1NoaamBhKJhHedi6fgIziVaRJIRvPJDbexsREAbG647ibiLBYLWlpa0N/fv6C+Re7cpk89+zdMFoQgPj7eL/RcwNmcPmK256w6JRAIIJfLIZfLkZqaCqPRSH9HnZ2daG1ttUamKJXIjYzDoUnZvDaZMwJEQDRC3ibI+wJET9jf3++x5cJCVoU2l16HCysvdJqHRry/fFWNpCgKb731Fm6++Wbcdttt+O1vf+sXv/f/ZgSIkJ+DJH6TkWZPWz3OKkLkxuiNKNoV7IkQUw9E/u7t/kZGRtDQ0ICoqCgUFBQsWpQAE74KTg0JCZnnbs284RLNilKpRGRkpM1nazabUVdXh/Hx8QX3LXLqNn3vWxg5bhVNpxRfhry8PL/Qc42Pj6O2tpaeNuTyYCCRSJCQkICEhAQbs02VSgVNby/EceWAxKp7ckeACG4u/4lNi668vNwvwnjJQ9rw8LDXreiFqArJJaG4Y7U1aZ5Ugqj/ZI0RUXxjYyMoivKJRo+iKLz55pu45ZZbsHXrVuzevTtAgvwAAsqbPIcAeIfJZKIrN9PT06iqqgIAlJWVeTXS3Nvbi7a2NqxZs4Z+jSmKzs/P98pp2RmOHTuGlJQUpKWlzRNFk3+egtniWbJkCbKzs/3iorIYwankhktaaFqt1sbdOiwsDPX19dBqtSguLvZK++UpptqG8fnPXgZlsiXkguxoLPlOPqQzlFcZZHyBGZnBNADkA3Nzc6gfmcK/Jzqw0vQntwQIACgAaSVv4vTp0wCs1wJ/qHgydUqFhYW86JRu++vdON57goejc4yHL74H6/OucLmMyWSi43PGxsZgMBhoF3IS5OtJxZyiKLzxxhu49dZbsW3bNvzf//2fX1yvAghUhPwOhBgwk+P5EI3at8bI5JnJZPJaFM1mv0xRNF+TYcxoiuTkZL+oJCxWcCrT3TorKwtzc3M27tZkmZSUlEWz7xcIBfNIkHh9FuR9BvS98C8AnmeQ8YWBgQE0NTUhKSnJJ87MoaGhWJkeCvWnd0MpnWW3EgWcPHlyQRPk3YFUFycmJnjVKf3uqqdR+sIaTiGrbHFeykq3JAiwupDHxcUhLi7OxoWc2FwwneKVSiWrqUaKovDaa69h69atuPPOO/HMM88ESJAfIVAR8jOYTCa0tLTQVQ6+9BJDQ0Oora3FpZdeSgcyBgcHo7S01KdPl8ePH0dMTAzS09N50wMxHZALCgr8ZmLGH4NTSdq3WCxGaGgoJicnYTabERYWRk+h8RU+ygZTbcP48vb9MGttPa2IaDoi03UCu6/A/P64hvFyxWj3q1APvsPh2IBp0f+grKzML9q+JpMJNTU1mJmZQUlJCe8PUe80/p2zyaI7hEvl+PyWD7zejl6vp9vR4+PjMJlMCAkJsTHctL9eM0nQr3/9azz55JMBEuRnCFSE/Aytra3o6OiwSY7nA6Qy0dvbi+bmZt5F0Y5AiM/s7Cx0Oh1kMpnX70ej0aC6uhpms5lXB2Rv4I/BqcDZFk90dDT9XZvNZnrse2BgAJ2dnbyEj7JF8NIoROy8AOMPHQV01golEU0DVqI0/NmZBW2RMe0NFuL7M2gHOK9DTC997SvlDvZibV+cfz/I+x5OD9Th7y0f87I9AQT43ZXP8LItqVRq4xRP9F9jY2Po7e2FSCSCQqHA7OwsHfh74MAB3H777bjrrruwa9euAAnyQwQqQn6Gubk5TE1N8R4noFKpaI3BsmXLkJGR4dMLKdEDdXR0oKenhzYIJFWI0NBQzvufmJhAbW0tgoODUVxc7BcJzczg1IKCAr8ITgXOmjcmJSVh+fLlDi++FEVhZmaGbqHNzMzYuFvHxMTwOjlD2rHUqAYzu606EFFIEFbt2QQANmGs5/3xZwvSImOKffPy8hbElNCTipAycx8t5iWaFSKKX6hoFoPBQAcvl5WV+TwY9Lkvfu+1eFoEIV7dsHdBzBPJROfY2Bh27NiBzz//HOnp6ejv78fGjRvxhz/8wS8sIQKYjwAR8jNYLBYYjfz2x41GI06dOoWpqSnk5OR4lN7NBUx/IAB0xha54RqNRshkMsTGxtLlZHekaHBwEE1NTbSA1R/cV5n5XCUlJX4zykz8XJyZNzqDTqejv6Px8XF6csYb8kpgb5R4/Ce/h3ZoYt5yxG16tkvl86qQ/RSdUqn06f4I+s88gZmJr1gvb4EAeav/AgA2mhUmeY2OjqaJkS8eEHQ6HaqqqmCxWFBaWrqgbt+eCqivWr4Oj6291wdH5B5TU1N47LHHcPjwYQwNDWFmZgaxsbG47LLLsHHjRlx22WWLclwBOEaACPkZ+CZC5CncYDDAaDTi/PPP9+lFzF1cBkVRNtNNGo0GEomEvtkqFAobkkNRFDo6OtDV1eVXqdrT09Oorq6GRCJBSUmJ30zxkKT23Nxcr6YATSaTQ/JKvidHWghnIILtqKgoFBUVQSQSYbpjxKnb9EJUhYxGI2pqajA7O+sTnYsrnKm9D5hrYL38rEWKinPfdvg3ZjTL+Pg4LBYLrf9SKpUIDw/nxaj09OnTEAgEKCsr84tKLAmc7uvr86t4EcB6bC+//DLuvPNO3HfffXjkkUdQX1+Pf/zjH/jHP/6BoqIi7N27d7EPMwAGAkTIz8AnEVKr1aipqYFMJkNWVhZOnTqFc845xyd9feIUzSUugzjykpvt1NQU/XQbGxuL6OhotLW1YXR0FMuXL8eSJUt4P25PQNyDIyIiUFhY6BcCVqaAvKioiNfWqr279dzcHGt364GBAZw5cwYJCQl0vhrB0Y17YJiao92mCXwtnCaVPKPRiNLS0gX343n9yGaUytSslqUoCuakrShIXed2WbPZjPHxcZoY6fV6BAUF2ei/uLZm5ubmcPr0aUgkEpSVlflF5AlFUbQmLz8/H/HxiyOwdwSKovDSSy/hV7/6Fe6//3488sgj866DFEX5xcNcAGcRIEJ+Br6IUG9vL86cOUOLog0GA/71r39h1apVvEdP8BWXodfr6ZutWq2mW2uJiYlITU31uSaBDRwFpy42mC260tJSnwvIifmcSqXC5OQkgLPu1jExMQgJCWE9hdXy8qdO3aZ9IZomFVKhUOjziUlneOfoDcgNnmK1LEUBuef8lfM+KIrC7OwsrSuampqix74JeXX33omzNmln+gPhpygKTU1NGBoaQmFhod9o8gDrsb344ou466678OCDD2Lnzp0BwvMNQUC55Wfw9sSxWCxobm5Gb2+vjSjaZDLRf+cTfMZlSKVSLFmyBJGRkZiZmaE1KiqVCoODgwgJCaF1Rc6Svn0FNsGpiwEyTSQWixcsWiQkJAQpKSlISUlxGCcRGhoKoVCImZkZZGVlOdWkOXWbvu8tuj3Gp68QaWcGBwcvWqDrjPor1iQIAODhT0wgECAsLAxhYWFIT0+HXq+nhbxtbW1obm6mc7YcnU9TU1OoqqpCWFgYiouL/ULkS1q/o6OjfhM0S0BRFPbu3Yvt27dj586dePDBB/3i+hAAOwQqQn4GiqJgMBjcL+gARPcwMTGBgoICm765wWDA0aNHUV5ezpsolG+naMDazqurq0NoaCiKi4sRFBTk0DWZlPxJC82X4mlmcOpCTRaxAfms5HI5iouLF/2J3WKxQK1Wo6WlBVqtFgBs9F+OWjPO3Kb5Fk0T76yIiAjOkRl8wpOJMU8qQq5gsVhoCwWVSgWdTmfjQi4UClFfX4/IyEha07XYYLpYFxcX8z5V6w0oisLzzz+PHTt24JFHHsH9998fIEHfMCw+zQ+AFzCdoisrK+e1v8jFjK+KkC9IUH9/P5qbmxEXF4fc3Fz6mB25Jo+OjtKVIjLyHRsbC6VSyeuTPh/Bqb4AcbCOjY1Ffn6+X7TozGYzenp6aO2NVCqlb7bkeyKOvDExMQgODnboNk1E0ySh3tuq0MjICOrr6/3qs1pMkPNFoVAgOzub1umNjY3RLuQSiQTR0dHQ6/ULOiHmCBaLBbW1tby7WPMBiqLw29/+Fvfeey8ee+wx3HvvvQES9A1EoCLkZ/CkIsQURZeWljqc6qAoCh9//DGKioq8rmgw4zL4cIpmtp3S09ORnp7u1ch3ZGQk3ULz5iLODE4tKSnxi5BLpvbGn6bo3OmUSGuG6L+Y002yGQp1O/7sE9F0f38/zpw5gyVLlmD58uWL/ln5Q0XIGUisT2RkJIKCgmyck5lBvgtJJM1mM2prazE1NbXg033uQFEUdu/ejfvuuw//+7//ix07diz67ysAzxCoCPkZuJ5IRBQdFxfn0l+HjLJ7UxHiSxTNhNlspkvenozBBgcH0w6uJpPJoV6FkCIuo8SLEZzqDhaLBS0tLejv7/crB+vZ2VlUV1dDKBQ61SlJpVIkJSUhKSmJnm4i7tZ6vR6iFQlAzQjMkzoAtqLplpc/5dweYxJGruTal9Bq+jgtTy3QMZMKI5Mw2reke3p6WE8L8gGz2YyamhpMT0+jtLSU9yEPb0BRFJ599lk88MAD2LVrF7Zv3+4Xv68APEOACH1D4UwU7Qr2watcwKcomkCn06GmpgY6nQ5lZWWIioryantisRjx8fGIj4+30UEMDQ2hq6sLQUFBiImJoXVFzp5sFys41RWY5n+FhYWIi1u8YFImJicnbQgjm7akSCSidUMURWGorhPVx748u0BUMFpbW6F/8WNMnbSms3Npj1EUhdbWVvT29voVYdRqtRhUDSKSA3fQWHwv6CZVM/sKI7MlTVpo5EGjsbGRrr4SUuSN4aY9TCYTqqurMTc357MoD09BURSeeeYZ7Ny5E0899RTuuuuuAAn6hiPQGvNDGAwGuPpaXImiXeHTTz9FWloaUlNTOR0PswrEFwmanp5GTU0NRCIRSkpKfG7yODs7S+uKZmZm6EwgoiuSSCR+G5xqMBhQXV0NrVaL4uJiv2kPEKPE6OhoFBYWekUYp9qG8eW2/fPaY4LsaERekYOoyEiYmsaQf9slLr8TZmSGP3nMzM7OoqqqCm3TL2J19Byrdbh4CHmK7u5utLW1ca6aGY1GqNVqehKNGG4S/VdUVJTHLTSSZ6bValFWVuYXLWkCiqLw1FNP4ZFHHsFvfvMb/PKXv/SLa0QA3iFAhPwQrogQMTgzm82cy8WfffYZlixZgmXLlrFexxeiaGJIGB4ejqKiogWfdtJqtXS5f2LCGvMQGRkJs9mM6elpv6oiaDQaVFVVAQBKSkr8wksJcG2U6Cns3aYLH/g+TGEidL3+BbS1QwAA+R0rEF+Q5tDdmlk186fJIhIvEhISgr6ZPciVTbNaz5f6IIqi0NnZic7OTmRmZnJ+OLLflr3hJnnQINUitgMMRqMRp0+fhl6vR3l5ud/83gHr+9y1axcee+wxPPvss/jFL34RIEHfEgSIkB/CGREaGxuj2xDORNGucPz4ccTFxSEzM5PV8u7iMriCoij09vaitbXVbwwJjUYjRkZG0NHRQYvU5XI53UILCwtbtIsduYES3xt/0ClRFIWuri50dHS4NEr0FEc37oF2eAKw+/nHnZeN+PUl0IRZzwPibs30wamvr4dGo0FJSYnf6EnI2H5kZCSWJesw2PYk63UpALmr+SdCzOGEnJwc3h3byYPG2NiYTWYd+a7kcrnD34zBYMDp06dhMplQVla26NNqTFAUhSeeeAKPP/44nnvuOdxxxx0BEvQtQkAj9A0BW1G0K7AVS/tCFM0U+mZmZiIlJcUvLiRmsxl9fVYBa0VFBcxmM0ZHRzE4OIiuri465Ts2Ntarcj9XjI6Oor6+HtHR0SgoKPALQzuKotDc3Iz+/n4sX74cycnJvO/j4re24Z/fewZCicih2/TcZ2ew+qaLbEa+6+vrAVgHAlJSUvwiBgI42zokQcFjvQe5bcAHj6jkOxwYGPBZRpdMJsPSpUuxdOlSm8y6vr4+dHR0IDg4GEqlEkqlkvYA0+v1OH36NCwWC8rLy/0iu4+Aoig8/vjjeOKJJ/Db3/4Wt99+u19cuwLgD4t/dQ1gHgQCgU1yOxFFZ2RkePUELhKJ3IqlfUGCjEYj6uvrMTEx4VdCX2ZwKnPaSaFQYPny5ZiZmaF1Rf39/Qs2MUNiPJKSkrB8+fJFr5oBZ00lx8bGfPodTneMwDilAQCIQoIQFGFtjThymw4NDUVMTAxOnz4NAAgLC0NfXx+6u7vpqp5SqVxwF3LgrOCez9aht2DqpxYqnkIsFiM2NhaxsbGgKArT09M0ge3v74dQKERkZCRmZ2chFApRUVHhF6GuBBaLBY899hiefPJJPP/889i6dWuABH0LEWiN+SGMRiOdOUZE0YWFhV4LP0+ePAmZTIb8/HyHf/eFKFqr1dIBl8XFxX7TsuAanErK/aOjo3S+VlRUFF0t4uPiTVEU2tvb0d3d7VcxHsyk9uLiYq+n+9zh6MY90Kmm3LpNT09P22RhERdye9dkZvCoQqHw+RQgIbL2gvvF9BBiOjMXFRXx5i7vDXQ6HV15JZVq4i2lVCo52V34AhaLBY8++iieeuop7N27F7feeqtfnI8B8I8AEfJDGI1G+iLviSjaGU6fPg2xWIyioqJ5f/OFKHpychK1tbUICgpCcXGx35S7vQ1ONRqNNuGwZrOZvoDHxsY61UC4AslRGhkZQW5uLhITEzmt7yvodDrasbykpGRBxpjtRdPAWbdpUhUqfO4atE32u4zMcBQ8SkbCyc2Wz+oDc+rQEZE9c+Y5YOJT9tuDELmr3/P6uIgp4eTkJIqLi/3GmVmj0dDXpOLiYpvvSq/X03YXSqVyQQgsExaLBQ8//DB+85vf4He/+x1uueWWAAn6FiNAhPwQg4ODqK6uRmhoKEpKSni7WNfU1NAuyUzwLYoGgOHhYTQ2NiIqKgqFhYV+o3HhOzjVbDZjYmKCbqEZDAYEBwfTpIiNE6/RaERtbS2mp6dRVFTkN9NOZORbLBajpKRkQYmss3H6uPOWQ/G9PHTMDnGOzNDr9fSNlrhbh4eH055GnhBYAuZvy5l+6v1Pr8cy6QzrbYqlscgs2+fR8RCYTCbU1NRgZmbGr0wJyfRrUFAQSktLbXRdFEVhZmaG9iyanp6GUCikK7BKpdKnv0WLxYKHHnoIzz77LF588UXcfPPNXl0nZmdncf/99+Ptt9/G+Pg4li9fjh07duCaa65xu+7o6Ci2b9+O999/HxqNBkVFRXjsscewZs0ap+totVoUFRWhra0NTz/9NO666y6Pj/2/BYt/dwrABmQqhwgs+XwKEgqFMBqNNq/5Ii6DTBUlJycjKyvLL/QRzOBUPkWiIpGIFn4SDQQhRX19ffRkU2xsLBQKxTxCyIymqKio8BvjuMnJSRsyvtAWBxGZ8Uj7YSX6PqixEU3PyExo/PQUwgaNKNi+htPvVSqVYsmSJViyZImNuzVTxEtIERdhPEVRaGpqwtDQkMvfFpcnTooClmR5dwMjfjwajcavTAlnZ2dx+vRpuqVp/9sSCAQIDw9HeHg40tPT6XiWsbExtLW1obm52WcaMIvFggceeAC7d+/GSy+9hC1btni97fXr1+PkyZPYtWsXsrKy8MYbb+Daa6+FxWLBdddd53Q9vV6PNWvWYHJyErt370ZsbCxeeOEFrFu3DocPH8YFF1zgcL0HHngAc3PsvKoCsCJQEfJD6HTWmAG+S7GNjY2Ym5vDihUrfDYZRm4I/uTFwwxOLSoqWrDWgEajoUnR5OQkBAIB3ZaJiYmhb1SLUXFxBTKxplAoeCfjbGHTHhMAsvhIxN+6Gt1vfAmqxer9dN4ff+ZVGCsBU8SrUqkwOzvL2geHqb0pKChwKUA+fnonFPpqdscE70bnySi60WhEWVmZ3/jxzMzM4PTp0zTB5loptlgsGB8fp6tFOp0OEonERgPmafXZYrHgvvvuw549e/Dyyy/jxhtv9Pqa+MEHH+CKK66gyQ/BJZdcgsbGRvT29jo9v/bu3Yuf//zn+OKLL7Bq1SoA1gpfUVER5HI5Tpw4MW+dr7/+Gueddx5ef/11bNiwIVARYokAEfJDmEwmj6MwXOHMmTOYnJzEypUreY/LMBgMqK2txczMDAoKChATE8PTUXsHfwlONRgMGBsbw+joKN2WAaxZafn5+YiMjPQLDQKJW/CHiTVX7bHMTecDAIY/O8M5h8wd7A03mVESMTExNKngqr159+gNyAmeYnUM3gildTodTp8+DYqiUFZW5jcEe2pqClVVVQgPD0dxcbHXBJuiKBsbBfKwwWyhsfUislgs+J//+R/s3bsXr7zyCn7605/ycj7efPPNePPNNzExMWFD0A4dOoTrrrsOn3/+OVavXu1w3bVr19J6RiaeeOIJ3Hvvvejv70dSUhL9Ogk8vuSSS3DHHXcgLS0tQIRYItAa+y8C8REieiDymrcnPJNs+FN7x5+CU4OCgpCYmIjExEQMDAygqakJwcHBMJvNOHXqFGQyGX2jXeiEb8DWadhfQkojMuOx6vlNOL75Jfq14ofWQ75Uibb9n80bp+cL9j44arUaKpWKjqMICQlBdHQ0JiYmoNfrUVZW5lZ7M6P+ijUJ8gZEgCwSiVBWVuY3o+ik1UrE7XxUGQUCAeRyOeRyOdLS0uiHjbGxMXR0dKClpQWhoaE2ppuOziuLxYIdO3bgd7/7Hf7whz/ghhtu4O2339DQgJycnHlVqsLCQvrvzohQQ0MDzjvvvHmvk3UbGxttiNAjjzyCubk5PProo1CpVLwc/38LAkTID+GrG5BQKITJZILRaIRYLOZlMmx8fBx1dXWQyWSLTjaY8MfgVOZUEQm4BEDHE4yOjqK3t9em1K9UKn1+7MSramBgwCdOw57CbDajY3oQiAoGJnUABdQ8/C79d1IZ4pME2UMsFiMuLg5xcXGwWCyYmprC8PAwBgYGQFEUxGIx+vr6oNPpXLZltDOt3HbswWnpSoC8mCDu2mRwwle/Z+bDhsViweTkJH1e9fT00Ho9IraOjIyExWLB9u3b8fvf/x779+/H9ddfz+v1V61WIz09fd7rpHqoVqtdruuoyuho3ZqaGjz11FP4+9//jtDQ0AAR4ogAEfovgcVigUwmg1arxfHjx+cFjnqCwcFBNDU1+S3Z8KfgVKYrs71+KjIyEpGRkcjMzKRL/aOjo6irq7MZ946JieGdaJrNZtTX10OtVqOoqGhBTPbYgCn0PffVn+HE9fucuk23vPwp7+0xRxAKhQgODoZarUZwcDBycnIwMzNDO0gz2zIxMTE2LSmDdoDbzjgKFoj2JiQkZFHE7c6gVqtRU1NDD38sVKWTnDfR0dHIzs62aaGdOHECmzZtQm5uLuLi4nD48GEcOHAAP/7xj31yrXC1TXf7Y7OuyWTC5s2bsXHjRlx66aWeHeR/OQJE6FsOpig6NjYW5557Lq1VaWxsBGA1BoyNjUVMTAyrUjpFUejo6EBXVxdSU1ORkZHhF2TDYrHgzJkzGBwc9CuxNpNsuHNlDg0NRWhoKFJTU+lpmdHRUbS0tODMmTOIiIigR/O9FcASsjE3N4fS0lKfGyWyBfEuMpvN1tiT4VnWbtO+BLETkEgkKC0thVQqhUKhQGpqKt2WUalUaG9vR0tLCz3ZFBMTg2n9DKciDxeFIGk7hYWFobi42C+sKoCzESOxsbHIy8tbVL0Z87zKysrC008/jddffx2ffvopLBYLdu7ciVOnTuG73/0uzj//fN6qaQqFwmHVZ3x8HABc6srYrvvcc8+hs7MTb7/9Nm32Oj1tDfbV6XSYnJxEWFiYXzyo+iv844wJwCdwNBkmk8mQnJyM5ORkGI1G+kbb2tqK5uZmhIeH05b4jm60ZrMZjY2NGB0dRW5urk2PejFhNBpRV1dHC1f9RaxtMBhQXV0NrVaLsrIyREZGsl5XKpUiKSkJSUlJMJvNUKvVdJm/vb0dISEhNCniOkLMNEqsqKhYNBG5Pebm5lBVVQWRSHQ2bmFZKGQJUdCppmDWGKDVGHB8i1U3RNymhz5t8ikRIganziou9m0Z4m49NDSErq4uDBr6sYIDzxSJ2S28UG0nriAVzYSEBOTm5vrFgxJBaGgo6uvrUV1djQMHDmDJkiX4xz/+gffffx+7d+/G+++/jyuuuIKXfRUUFODQoUMwmUw2BJXk4zlz+SfrkuWYsF+3oaEBU1NTDsO0H3jgATzwwAOorq5GcXGxN2/lW43A1JgfgsRreAOucRnEV4WMexuNRoSEhNCkKDw8nJ4MW+gxdHdgevGUlJQgPDx8sQ8JgFW4WlVVBYqiUFpaytsIM9GqkO9Kq9VCIpHQ1Qd3LrxMo8TS0lK/EdROTU2hurqaFrczn8rZuE3zNU5vj4mJCVroy3Xaibhbf1nzCJJF7HRCFIC0gqcgC8t2uRypuJDWtD/4dQHAyMgI6uvraed2fyJBZrMZv/jFL/Daa6/RI+bM4+vs7ERiYiJv58SHH36Iyy+/HG+++SY2btxIv37ZZZehrq7O5fj87373O2zduhVfffUVKisrAVjbYMXFxZDL5fjqq68AAM3NzRgeHrZZd3h4GNdeey1uvfVWbNy4EeXl5X7zsOOPCBAhP4S3RIhJggBwFkXbCw2JV4fFYoFIJEJpaanfTIYxg1P9yYuH3NSDg4NRUlLiMxE5c4R4dHSUduElHjgxMTE2hIJM0snlchQXF/uVlqS2thaRkZFOp4rcjdNHZHqXxecI9gnynpKN149sRqnMuTCWCTaj84RsxMfHIzc3129I0NDQEBoaGpCcnIzs7Gy/I0Hbtm3D66+/jkOHDuEHP/jBghzfJZdcglOnTuHJJ59ERkYGDh06hH379uHgwYP48Y9/DADYsmULDhw4gI6ODqSkpAAAPZE4PT2NXbt2ITY2Fnv37sXf//53l4aKANDd3R0Yn+eAQGvsWwY+4jKYQsOsrCz09fWhtbUVAoEABoMBp06dcumWvFDgGpy6UCCGhAsRL2I/QqzT6eh255kzZ9DU1ER74IhEIrS2tkKpVPqNuB2wPr02NDQgLi7OpZbEmdu0r0TTfCbIRwp1nJZXq9VO3a0HBwfR2Njod2SD2EKQiUh/OS7ASoJ+/vOf480338Sbb76J9evXL9jxvfvuu7jvvvvw4IMP0hEbhw4dsonYMJvNNg+vgLU1fuTIEWzfvh3btm2DRqNBcXExPvzwQ5ckKADuCFSE/BCeVIR84RQNWANKW1pa6CdPnU5nk8JOSBMRWy/UyK63wam+AjkufzAkZHrgjIyMwGKxQCwWY8mSJbSvymLfrMjnxeamPt9tOgplj22w8RTiqz3mLEHeE3iSOj+guR1isdjG3VoikdDH5U9DCsDZzystLQ3Lli3zm+MCrCRj69ateOutt/DWW2/h+9//vl8dXwCLjwAR8kNQFAWDweB+QcbyfJMgiqLQ2tqK3t5epwZ7BoOBJkVqtZp24CW6Il+0qXwRnMrXcbW3t6O7u9vvjotM+CUmJkIkEtHRBCTdOyYmBtHR0QtaIWIaOHL5vHztNu0uQd4T9J95AjMTX3E4BiCt9E0bd2vA6kKu1Wr9rhLU09OD1tZWLFu2zKFnzmLCZDJh69at+NOf/kSToAACsEeACPkhuBAhrqJoNjCZTKivr8f4+Dhyc3NZBZSS6sPo6CjGxsZgMpkgl8tpUuRNsjcBMzg1Ly+Pt+BUb2GxWNDY2IiRkRHk5uYiMTFxsQ8JgK2dANMokQh4CYmdmZlhna3FByiKQktLC/r6+pwmtbuCvXDakdu0J5UhJsnm037Bk4oQUyNkNBrR1NSE0dFR2h2e6Zi8mPEsXV1daG9vR2ZmJlJTUxflGJzBZDLh1ltvxTvvvIM//elPuPLKKxf7kALwUwSIkB+CLRGy1wPx4RSt0+lQU1MDnU6H4uJiTuPeBCQYkdxoDQYDHSERGxvr0YV7sYJT3YGM7U9NTaGwsBBKpXKxDwmAlTTW1dVhfHzcbRgos91Jqg9EV8R3Zc9isaChoQGjo6MoKChw6ankCkc37oF2eGKe8aCnwmmKomjSyDeZ5UqELBAgb/Vf6OMildmcnBwkJibSgwzMiUE+Qke5gFnR8yfPLgKTyYRbbrkFf/nLX/DnP/8Z3/3udxf7kALwYwSIkB+CDRHiQxRtD+YEVnFxMevAQnfHyYyQ0Gg09Kh3bGwsq5aMvwSn2sNfx/YJaSTiSi5k1mg00pU9tVpNV/ZICy08PNxjsm0ymWivp6KiIigUCo+2Q/DP7z3j1G2aS3uMkDOVSuWWNHqCM2eeAyY+Zb38rEWKinPftiFnjiqgZGKQGDmS0FGmE7kvrBGY7VZ/imQhMBqNuPnmm/G3v/0N77zzDm+eQAF8exGYGvNDuLvRkOR4i8XCmyiaTDpFRkbyOoElEAjoCImMjAybUe/BwUG6JeMs7sOfglOZmJmZQXV1NcRiMVasWOE3Y/tarRbV1dUwm80eeYdIJBLEx8cjPj7eoTGgVCq10RWxJeD2xpLuQkrdYbpjhBe3aWaCfElJiU8qjU2jLchleTpRFIXgJZthsVjQ1NSE4eFhFBYWOiRnzIlBe3frtrY2NDc3IywsjG53ekNimcdHKlT+ZKhKYDQacdNNN+H999/Hu+++i8svv3yxDymAbwACFSE/hV6vn/ear0TRPT09aGtrW/BJJ0ctGWbcx8TEhN8FpwJWN9/a2lq/8+Ih5Ix4KvFZDaAois7VGh0dxezsLEQikU04rLPPgRmZwaex5NGNe6BTTYEyWWxeJ27Ts10ql1Uho9FIt1tLSkq8JmfOcPz0Tij01ayWpQAsX/ke6uvrMTY2huLiYo8qZ2azmSaxKpUKer0eUqmU/r48EccTbVd/f79fafQIjEYjNm/ejA8++ADvvfce1q1bt9iHFMA3BAEi5KcwGAw2nhIURdFVIL5IEDN1PDMzEykpKYsmujQajfRFe2xsDBaL9eYWERGB3Nxcv2mHEW8Zkp/030rOtFrtvKkmR4GjvnSx9sZtWq/X023N0tJSn/6+3j16A3KCp1gtS1GATvYQXaHiI/+NSWJVKhVmZmZsTDeVSqXbSiuzTeeNtstXMBgMuPHGG/Hxxx/jvffeC4SPBsAJASLkp2ASIaYeCAAvJIiZzeULXYSnIBNYw8PDCA8Ph1arhdFoRGhoKK0r4qPEzxXMsWp/M4wjLsOLVTkjmXWExJrNZoSFhSEsLAyjo6MICQlBaWmpT8iZJ27TWq2Wjj4pKyvzaVtzRv0V+lueYL08RQGjxl/6tEJFTDdVKhXGx8dhsVjoMN+YmBiEhoba/LYpiqLPSWdtusWEwWDApk2b8Mknn+Avf/kL1q5du9iHFMA3DAEi5KcgRMgXk2EajQY1NTV0bo2/iHyZ5KywsBAxMTEO4z6ITiU2Ntap+y6foCgKzc3N6O/v97sJGS6GhAsBMjHY19eHsbExAFaHXNLu9NX39fHlT8E0a3VvJqJpAPOE03Nzczh9+rRNgrwv4cnofHLhwQWLsDGZTPSEJ8kYJBOeRBzf1NQElUqFoqIiv5mKJNDr9fjpT3+KI0eO4G9/+xvWrFmz2IcUwDcQAbG0H4MpiuZrMmxychI1NTWQSqVYsWKF3wRuMiewKioqaHJmH/cxMzNDh4329/dDLBbTF22lUsl7NcRsNqO+vh5qtRqFhYV+0xJgTu5kZGQgNTV10UkQYP2+iKdUXFwcli5dSkd+9PX1QSwW2+iK+Bj1nu4YoUmQKMTqfzTVNmzjK5RwUS4QI3OZIO8vWMgcP7FYTHt9MSc8VSoVent7IRAI/r+9+w6L6tr6APwbOkqXjgjBCki3NyCWKM2Sq9hjTWK8thRrirmaWOLNNWpiYo2GgCYRsBeaJXalSVFREaQOvbeZ2d8ffHMyI8Whj7Le5+G5N4dzZvYgw1mz99prgTEGS0vLNpuhaq6qqirMnTsXEREROH36NN5+++2OHhJ5TdGMkBwSCoWorq5u9XYZmZmZSEhIgJ6eHuzs7DqsR9jLmts4tby8nAuK2qLdR0u2obclcaHEzMxMWFtby9XOncZaU5SXl0vlFbXmVu9w392oyCyoc1ycOJ2b+AL5tmrQ0tKCg4NDu/3ut7SYYkcRCoWIiopCYWEhNDQ0UFpaCuCf+lIGBgatUl6juaqqqjB79mxcvXoVp0+fhpubW4eNhbz+KBCSQydOnMDatWvh6emJiRMnYuDAgS2aDZIsftYavZNaU2s1Tq2qquJusuJ2H+Lk3eYUBSwvL+fySFpzp1NLSRZKFC8fygPJ3zFZZqgkt3qLk+O1tLS4m2xTK5HLkjhttM4dzu8Mb9f+by0ppthRxCUFioqK4OTkBB0dHS4PTPwlEAi4vL327ltXWVmJ2bNn49q1azhz5gw1ICUtRoGQHEpMTMQvv/yC4OBgpKSkwMzMjAuKhg8f3qRgQbIeSd++fZvczqAttVXjVIFAIHWTFQgEXD0VWdp9FBUVISoqCmpqanBycpKb2kWStXjkaYZKMoeqOQX2hEKhVJ6KZCVycQsJWX43wn13o7qorE7itEI/PRhNcYLjuKHt3gS3ucUUO4pAIEB0dDRKSkrg4uJSb/6gZN6eZHVryfpSbTXjVllZiZkzZ+LGjRs4c+YMRo0a1aLHKy0txeeff44//viD6wy/du1aqc7wDeHz+Vi9ejXOnDmD8vJyODg4YPPmzVJ5SsXFxdi9ezdCQkLw8OFDlJaW4q233sLs2bOxYsUKuUlN6OwoEJJjIpEIkZGRCAwMxMmTJ7llLQ8PD3h7e2P06NGNznRUV1cjJiYGJSUlctX+oT0bp4qTd8VLaK9q9yEuLKmrqwt7e3u5WT4U73QSiURyNUPVWi0zxF7OUykrK2tSC4lHByLw4lw0V21aabE9LAdZw5inhayrD5vdjLW5TlxZAhvlDJnOZYxBaPYR7Cw7pv6NQCBAVFQUysrK4OLiIlOukri6tfjfq6ioCAoKClKlFFrrZl9RUYGZM2fi1q1bOHv2LEaMGNHixxw3bhzu3r2LrVu3ok+fPvD398eBAwfw+++/Y+bMmQ1eV1VVhQEDBqCwsBBbt26FoaEhfvzxR5w9exahoaHcLFVcXBzc3d0xZ84cuLm5QUNDA9euXcPWrVsxfPhwhISEyM3sfGdGgdBrQlzHIygoCCdPnsTdu3ehoaGBsWPHwtvbG+PHj5faVp6YmMg1aZSnthQd2ThVfJPl8/ng8/moqKiQ6sBeXl6Ox48ft/oMVUuVlJQgMjISKioqrV4osSUEAgG3hOLo6NgmVZklb7KSeWDifzPJ2Tqp5TEeAG1VvLVqNMpDniL77+Y3Y22JphZTtBnWMflBNTU1iIyMRGVlJVxcXJr996K6upqbiRUveYpnYw0MDKCpqdmsG39FRQWmT5+OO3fu4Ny5cxg+fHizxifp3Llz8PT0hL+/P2bMmMEdHzduHOLj45Gamtrg5ouffvoJS5cuxY0bNzB06FAAte8HBwcHaGho4Pbt2wBqf38B1PngsmPHDnz22We4du1aqwR0pGUoEHoNMcaQmpqK4OBgBAUF4e+//4aioiLc3d3h7e0NFRUVrFq1Cu+99x42b94sV0s78tI4VfxJVjxTVFxcDKD2D9Zbb73VaKXk9iQulKipqQkHBwe5GBMgvUzn7OzcLiUYxDdZcR5YffVvipOy8PcHBwCh9J81WatNt7bfwxbAWT1PpnM7KlG6uroakZGRqK6uhouLS6vNNoqXPMXL1OLq1uJ/L11dXZl2eZaXl8PX1xf379/HuXPnMGzYsFYZ3+LFi3Hs2DEUFBRIzTIGBARg5syZuH79eoPPNXbsWG5pX9KWLVuwfv16pKWlNbqJ4erVq3B1da0ThJGOIR/z/qRJeDweLCwssGLFCixfvhw5OTk4deoUgoKCsHLlSohEItja2sLMzAzZ2dkwNzfv8OlXycapAwcO7PAZKnGfpi5duqCsrAzFxcUwNjZGdXU14uPjAYCbeTA0NOyQYDIrKwtxcXEwNDRE//795WaGSnKZbuDAge22TKeiogIzMzOYmZlBKBQiLy8POTk5SElJwZMnT6Curg7GL68TBImTpqO/DgQgWw+y1qLGE7TL8zRXVVUVIiMjIRAIMGDAgFbdCaaoqMgFPf369ZOqbp2Wlsb1GRSXUqhvl2d5eTmmTZuGqKgoXLhwAUOGDGm18cXFxcHa2rrOUqu9vT33/YYCobi4OIwcObLOcfG18fHxjQZC4eHhAABbW9tmjZ20LgqEXnM8Hg+GhoZYsGABHj9+jHPnzmHSpElQUlLC1q1bsWHDBjg5OcHHxwfe3t7o169fuwdF8to4VVzAUbw7RpxDJdnu4/Hjx3j48CG0tbW5bfntceNPTU3Fo0eP5KZQopi4ZYaysjJcXFw6bJlOUVFRqv5NQUEBEhMTUaHJg9JiewiOxAPVQgDgAiBxten2CoJK8m7BRsbWGgBql/PakbgHnEgkwoABA9q0wjaPx4OWlha0tLTQs2dPrs9gTk4OEhISwBiDtrY29PX1UVhYCEdHR1RUVGDatGmIiYnBhQsXMHjw4FYdU15eHqysrOocF89U5+U1PJOXl5dX74y2LNfGxsZi+/btmDx5Mhc4kY5FgdAb4v3338fRo0fx66+/4r333gNQ+8k9JCQEgYGB2LNnD77++mv07dsX3t7e8PHxgZOTU5vPMoh7c8lb41TJAo4DBgyQWtpRVlaGqakpTE1NuZkHPp+P58+fIykpCV27duWCotZu98EYw5MnT/D8+XO5KpQI/FOMU94KEopEIjx//hxVVVVcteicEQ5I+CAAqKydkTFY7QoTp15QN9CrU226rVSUPG7aBe2YpFBZWYl79+6Bx+NhwIAB7R7QqqmpwdzcHObm5lwBzpycHERERGD58uUwMTGBoaEhnj59iosXL7Z6ECTW2HvrVe+75lz7/PlzeHl5wdzcHAcOHJBtkKTNUSD0hpgzZw7mzJkjVVNDXV0dPj4+8PHxQXV1Na5du4agoCAcO3YMO3bsgLm5Oby8vODj44Nhw4a16g4pyd5c8la7SNylXUlJCYMGDWr0k7DkzIN42zCfz0dmZiaSk5NbtX2EZKkDW1tbmJqaNvuxWltubi5iYmKgp6cHe3t7uQloJTvIu7i4cNWPRdllXBCkoKYMMIaEy/dQczkV7FFt4UWdIW/BqL9lm42tMP9J0y5op7dHRUUF7t27B0VFRbi4uHT4DK2SkhKMjIxgZGSEfv36wdDQEDt37sSDBw9QVlYGT09PTJgwAT4+PvDw8Gi1fLRu3brVO3OTn58PAI3mMDbn2pSUFLi7u0NJSQlhYWEdmiNJpFEg9IZ4VVExFRUVjB49GqNHj8auXbtw584dBAUFITg4GHv37oW+vj48PDzg4+MDd3f3Fn1CFFc+zsjIkLveXC3p0i7Z7qNv375S7T7E7SPEOUXdunVrUrAgEAgQGxuLgoICODo6yk2pA+CfWT1jY2PY2NjITa6SOMlXvJVZMu9Mq6cR1E10UZFZAFFlDXK+u8p9T93BFMI+Woj0D4O2l3WbFAVMTk4GvygH3ZoQY4jaYUZIsteai4tLi6uvt7bKykrs2bMHjx8/xpUrV6ClpYXTp0/j9OnTXCXp1kqWtrOzQ0BAAAQCgdSHwAcPHgAA+vfv3+i14vMkNXRtSkoK3NzcwBjD5cuXm1xri7Qt2jXWyTHGEBcXxwVFUVFR0NLSwrhx4+Dj44Nx48Y1qcpvfY1T5YX4hm5oaAhbW9tWndUQt/vg8/lcLZVu3brB0NCwwURQMckdWG3Zdbw5xLlK8jarJ9lB3tnZud4kX1mqTZt/9Q6KVWvqlFLQ09Nr1u+HZA+4XByHY9cc2a9V1IXN4F+b/JyyKi0txf3796GmpgZnZ2e5WdoUKykpwbvvvouHDx/i0qVLcHZ2lvp+fn4+tLW1W+19e/78eXh4eODYsWPw9fXljk+YMAGxsbGNbp/fu3cvPvroI9y6dYtbthM3sdbQ0MCtW7e4c1NTU+Hq6gqhUIjLly/Xm5dEOhYFQoTDGENycjJXq+j69etQUVHB22+/DW9vb3h4eKBbt24N3gwl826cnJzkpqt9ey/Tidt98Pl85Ofnc+0+xEtokktx8trKQ16bugJN6yDfULVpceK0dm9jMMZQWlrKJe8WFxdDQUFBqjmsLDMnjDE8fvwYqampsLGxQXLW/ibVEHrLbjvUNfvKdH5TlZSU4P79+3KX3yVWXFyMKVOmICkpCSEhIXB0dGyX5x03bhzu3buHbdu2oVevXggICMD+/fvh5+eHWbNmAQAWLlyII0eO4OnTp7CwsABQ+x53cXFBcXExV1Dxp59+wunTp6UKKvL5fAwdOhTp6ek4ePAgevbsKfX83bt3p9khOUCBEKkXYwzZ2dk4efIkgoKCEBERAaFQiBEjRsDb2xve3t4wMzPjbo53795FYWEhunbt2qTGqW1Nsv1Dnz59uD9k7UXc7oPP5yM3NxdCoRCampowNDREly5d8PDhQ7lr5dHSlhltqbi4uMkd5F+uNj3i4PvQ7m3cYNK05I4mcSCro6PDBbL1zT6JC55mZGSgf//+MDY2lpsaQuKfmfi9KS/V0sWKioowefJkPHv2DCEhIXBwcGi35y4tLcWGDRukWmysW7dOqsXGvHnzcOTIESQnJ8PS0pI7np2dLdViw9HREZs2bcKYMWO4cy5fvgx394aT8r/66its3LixLV4aaQIKhMgriSsynzlzBkFBQbh48SLKysowcOBAeHt7Q11dHV988QXmzp2L7du3y82nTaFQiAcPHiAvLw/9+/dvcfuHlpJs95GdnQ2BQAAFBQWYmZnB2Ni4XRtXNjbGBw8eIDc3F3Z2djA0NOzQ8UgSl2FoSgf5l6tNqxvrwmXzVCT9eoVbHmus2nR9fete3jXIGEN8fDyys7Nhb2/P/cz8whbApYMDoaKiIkRGRkJLSwuOjo5yk+QuVlRUhEmTJuH58+cICQmh7eSkQ1AgRJqsrKwMly5dQmBgIE6cOIHKykrY29tj3LhxmDx5Muzs7Do8oVayirWjoyN0dXU7dDySMjMzERcXB11dXWhqanKNKyVzVLp169buP8P2aJnRXDk5OYiNjYW+vn6Tf7+KkrJwc9mvDS6PAZBpO71IJEJBQQE3W1RZWQlVVVXweDxUVVXBwcFBKifu5t3V0Kl5JNMY26K9RkFBAaKioqCjowMHBwe5C4IKCwsxadIkpKSkIDQ0FHZ2dh09JNJJUSBEmkUkEmHNmjXYsWMH5syZA3V1dZw5cwYZGRmwsLCAt7c3Jk6ciMGDB7f7H2B5zbsBanePPH78WCpXSbLdB5/PR0lJCRQVFaGvr8/tQGvrWTbJHVjylN8F/FNhuyW71l5OnHb8ago0eujLPDP0MvEsaVxcHCoqKgCAq5RsaGgINcVnyHqyXebxtfaMUH5+PqKjo7lyBx39weRlBQUFmDhxItLS0hAWFkYVlkmHokCINMuyZcvwyy+/4NChQ5g9ezaA2qWoW7ducT3Qnj59CiMjI3h6esLb2xuurq5tngdTVFSEqKgoucy7SUpKQkpKCnr37g0LC4sGl8EqKiq4ZOvCwkIAtXVJxMsxrf2aZNmB1VHS0tKQmJjYKknu4b67UZFVUKdwoWTitKwkO7WLd2CJZ4oKCgqgqXwdWsqRMj9ea84I5eXlITo6mitiKo9BkI+PDzIyMhAWFgYbG5uOHhLp5CgQIs0SExODgoICuLm51ft9kUiE2NhYblt+bGwstLW1MX78ePj4+GDs2LHo0qVLq+bE8Pl8PHjwALq6urC3t5ebpFCRSMTlkNja2sLExETma6urq7lka8lGo63V7kOyZcardmC1t+TkZDx58gRWVlawsrJqld+VS947oKCsKHPidH3E5Q4a6tReU1OD1Mf7UV10UeZxtdaMUE5ODmJiYmBkZARbW1u5C4Ly8/Ph4+ODrKwshIWFwdrauqOHRAgFQqTtibdiBwYGIjg4GLdu3YKamhpGjx7NVYvV0dFp0Y1O3Ana1NQU1tbWcnMDEBdKFNdVakmhRMl2Hzk5OVKJu4aGhtDU1GzSz7CwsBBRUVHNKi7ZliTbjLRmQU7J5THFLipQ0e7apMRpQLpJaWPLrvznR5GXcULmsQkYYNfCQCg7OxsPHjyAiYkJbGxsOjzx/mV5eXnw9vZGTk4OwsLC0K9fv44eEiEAKBAi7YwxhoyMDG757MqVKwCAUaNGwcfHB15eXjA2Npb5j7jkTbM1Zw5aQ1VVFTdz0NqFEiXbfYgTd9XU1LjK1jo6Oo0Gg/LaMkNyG7qNjU2rtxkJ992NypwiMIFI6rjRyH4wedsGpck5Dc4KSS4huri4NFoiIjFxJ1AQIfO4BDwt9BtwqNnBqDiPyszMrEMaK79KXl4evLy8kJeXh7CwMPTt2zb1kghpDgqESIdhjCEvLw9nzpxBcHAwLl26hMrKSgwePJirVdRYYCPZm8va2hpmZmbt/AoaJk7YBtDmeTeMMa7dB5/PR1lZGZSVlaWSrSUDHXltmSESiRAXFwc+ny+1Db01yVJtur5ZofLycty/f1/m/lxNrSGUUzUVNSJjqcKbsra5ycjIQHx8vNxV/xbLzc2Fl5cXCgoKEBYWhj59+nT0kAiRQoEQkQvinVPnz59HcHAwzp07h8LCQtjZ2XE70CRv2rm5ubh58ya6du3a4iWn1lZcXIyoqCioqqp2SMJ2WVkZl2z9cruPqqoqPHnyBBYWFujdu7fc3DSFQiFiYmJQWFgIBwcHdOvWrc2e61Xb6V9Omha3plBVVYWzs7NMVaabWkOo18A/uXpFeXl5XOFN8QxfQ21uxMnklpaW6NWrl9z8e4rl5OTA29sbhYWFCAsLQ+/evTt6SITUQYEQkUuVlZUIDw9HcHAwTp06hezsbPTs2RNeXl4YMmQI1q9fjy5duiAkJESuenPl5eUhJiYG2traMhf9a0uS7T7E3bLV1dXRo0ePOu0+Ooq4g3xpaSmcnZ3b7d/zosd2CEorAfyTNA1AKnFasipzU/Ko/r6/sUntNSR3jAmFQuTn53O70Kqrq+td9hTnxcnbkrAYn8+Hl5cXSkpKEBYWhl69enX0kAipFwVCRO4JhUJcv34dQUFB+PPPP5GdnQ19fX2MHz8e//rXvzBixAi5SPQVLznJ244dcd5Neno6zMzMuGrJku0+DA0N0bVr13a/mUrWL6pvB1ZbeTlxeujueQAglTjtuGsmHhe8aFZV5jNXFqGnsmwNVxvbMcYYQ3FxMZcLVlZWBiUlJairq6OkpARWVlZ1+lfJg+zsbHh5eaGsrAxhYWFyOUZCxCgQIq+NiIgITJ48GVZWVnB3d8fFixcRHx8PXV1deHh4wNvbG6NHj+6QOjjPnz9HUlKSXC45xcXF1WmZIdnuQzzroK6uzgVF7dHuo6PrF4X77kZFZkGd40Yj+0FzkDmS7yTCeKoz7OzsmhQEleTdQtqjLTKf35QaQmVlZXj06BE3u8fj8bgaU/r6+jLnFbWl7OxseHp6oqKiAmFhYdRtncg9CoTIayE8PBzjx4/HpEmTcPToUaipqXHdvsXb8u/cuYOuXbti7Nix8Pb2xoQJE6ClpdWmN3TJjuO9e/eWasrY0QQCAaKjo1FSUtJomxFxlWRxsrVkuw9DQ0Po6em1+uxWWVkZIiMjoaioCGdn5w65gTeUOJ1yPgoFd5IBACMOvQ/tXrIXWgSavnVe1hpCjDE8e/YMz549Q79+/WBkZMQtn4lrTGlpaUnVmGrvgDwrKwuenp6oqqpCeHi4XL0fCGkIBULktVBaWor9+/djxYoV9d6UGWN48eIFty3/2rVrUFRUhJubG7y9veHp6QlDQ8NWvTG0pFBiW5NccnJ2doampqZM172q3Ye+vn6L857EeTfq6upwcnKSKfm4rYT77kZ1UVmdxOkujqZw/rcntPs0/d+0LQIhyTIR1tbW6N69u9T3xTWmxIFRTU0N1NXVuWBWW1u7zZdqMzIy4OnpCYFAgPDwcFhYWLT4MUtLS/H5559LdYdfu3atVHf4hvD5fKnu8A4ODti8eTNGjx5d59zQ0FB88cUXiImJQZcuXeDl5YXt27fLVdNh0nYoEOpg7fVG70wYY8jJycHp06cRFBSEsLAwVFdXY+jQofD29oaPjw969OjRoqBIskFpW+9yaqqKigrcv38fQMu37ku2+ygoKJBaimlOu4/mdJBvD5KJ092/GAv7MUPA4/GaVHFarKmBkAg82A4LbvD7krOOtra2r6ytJDnDl5OTg/Ly8kbLKbSGjIwMeHh4gDGGsLCwViuCOW7cONy9exdbt25Fnz594O/vjwMHDuD333/HzJkzG7yuqqoKAwYMQGFhIbZu3QpDQ0P8+OOPOHv2LEJDQ+Hq6sqde+XKFYwZMwaenp5YunQp+Hw+1qxZA11dXdy7d0+uqq2TtkGBUAdrjzd6ZyausXPu3DkEBwfj/PnzKC4uhqOjI3x8fODt7Q1ra+smBUXiQony2KC0pKQEkZGRUFFRafWWGfW1+9DR0eFmHV4VcImLOHbr1q3JeTdtSXKJjKemhOF75gM8XrMbsjY1ECoVqWLgiD/q/R5jDA8fPkR6ejr69+8PY+OmLdMB4Gb4cnJyuHIKenp6MDAwaJXedenp6fDw8ACPx0NoaGirBUHnzp2Dp6cn/P39MWPGDO74uHHjEB8fj9TU1AZ/h3766ScsXboUN27cwNChQwHUfnhxcHCAhoYGbt++zZ07aNAglJWVISYmhgvMb9y4geHDh+Onn37CkiVLWuX1EPlFgVAHaq83OvlHRUUFQkNDERQUhNOnTyM3Nxd9+vThZoqcnZ0bXUIoKytDVFTttmh5a1Dani0z6mv3oaGhwQVFL7f7aI0O8m0lOTkZCSv+AAqr6nxPlorTL2tKVWnGAKHZEthZjq/newwJCQnIzMyEnZ0djIxkC8QaIy6nkJOTg/z8fK53nfjfram969LS0uDh4QEFBQWEhYXB3Ny8xWMUW7x4MY4dO4aCggKpmcOAgADMnDkT169fx7Bhw+q9duzYsVx5AUlbtmzB+vXrkZaWBjMzM6Snp6N79+7YsmUL1q5dK3Vu3759YWFhgUuXLrXaayLySX7+GnVCQUFB0NDQwNSpU6WOz58/HxkZGY0GM0FBQejbty8XBAGAkpISZs+ejTt37iA9Pb3Nxv06U1dXh7e3Nw4dOoSMjAyEh4fjnXfewR9//AFXV1fY2Njgk08+wdWrVyEQCKSuTUxMxN27d6GsrIxBgwbJVRCUk5OD+/fvQ1dXl+uG3pYUFRVhaGiI/v37w9XVFc7OztDV1eV+b//++288fPgQ+fn5ePHiBR48eIDu3bvLXVmBJ0+e4MmTJ+i9pm4g4vjVFAAM0V8H4snRayh+mi3T4ybwHzVpHPUFQeL8s8zMTDg4OLRKEAQAqqqq6N69O5ycnODm5gYHBwd06dIFKSkpuHHjBq5fv47Hjx+jsLAQr/qM/OLFC0yYMAGKiooIDw9v1SAIAOLi4mBtbV1n+dTe3p77fmPXis+r79r4+Hipx2jo3Maeg7w55GOBvpOS5Y3e0CeeuLg4jBw5ss5xyTe6PLWckEfKyspwd3eHu7s7du7ciXv37nE70H7++Wd069YNHh4e8PHxQXFxMZYuXYrPP/8cy5Ytk5vcFqA2PyMhIQEmJiYd0nBWXLm6W7du6Nu3L4qLi7m8ohcvXgAANDQ0oKurC5FIJBdLYowxPHr0CC9evICNjQ3MzMyQZnJVKnE6+utAAP9UnJZ1acxIwwioypBtIPWsyIpbjeTk5MDJyanN8s/EwayhoSFEIpHUzsGUlBSoqKhAX18fBgYGdfKKUlNT4eHhARUVFYSFhbXJ35q8vLx6t97r6elx32/sWvF5jV0r/t+Gzm3sOcibQ37+mndC7fFGJ7JRUFDAoEGDMGjQIGzZsgXx8fEICgrCyZMn8dtvv0FBQQFOTk4wMTFBRUVFgy0P2ltKSgoeP34sNy0WeDwetLW1oaWlxe1A09fXR01NDWJjY6GgoMDdXA0MDDqkEObLS07ivJu3jy/DowMReHEuGlW5JQD+qThdlJSFRwciZFoeSylMRTdZC3a/NOkiEokQGxuLvLw8ODk51fsebwsKCgrQ1dWFrq4u+vTpI5VXlJGRAQUFBfj5+cHJyQnDhg3De++9BzU1NYSFhbV6Y1xJjf0+v+p3vSnXNnRuR7+fSPugQKiDtdcbnciOx+Ohf//+sLW1hYqKCu7fvw83NzfU1NRg8eLFUFZWxttvvw1vb294eHhAX1+/3X/ektup5a1+kTjBNy0tTWqXU1VVFXdzTUhIAADo6upy+SntUUtIcrbFwcEBBgYG3PeKn2bjydFrtf/BA9SNa+su3dtwnEuaNnG3eeXMkBpP0Oj3GyLZb0281NgReDweNDQ0oKGhASsrK1RWViI9PR2pqakIDAyEUCiEmpoaPv30U5SVlbXZOLp161bvB7r8/HwA9c/iNPVa8WxbQ+e2VyBKOpZ8LNZ3Uu3xRifNt3r1aqxbtw47d+5EWFgYrly5gvT0dPzwww9gjGHlypXo2bMnPDw88NNPP+HFixevzKtoDSKRCAkJCUhJSYGtra1cBUEikQgPHjxAeno6HBwcpGYLVFVVYW5uDmdnZ7i6usLW1hbKysp48uQJrl27htu3b+PZs2coLS1tk5+jONDIzc2Fo6OjVBAEAFo9jTDi4PtQ7KICMKAiswB/L9yH7GuPYDSyH0YcfB9MxPDoQMOJ0CV5t2CjViT7oHj/jC06OhpFRUVwcXHpsCCoPmpqaujZsycOHDgACwsLWFtbw9PTE3v27EGfPn1ga2sLf3//Vn9eOzs7JCYm1snVe/DgAQCgf//+jV4rPq+xa8X/29C5jT0HeXNQINSB2uONTprP0dERAQEBWLFiBYDaT8rGxsb44IMPcO7cOWRnZ+PIkSMwMDDAxo0b0a9fP7i6umLHjh149OhRm93MY2NjkZWVVSfQ6Gjim3lubi6cnJwaLUanrKwMExMT2Nvbw9XVFY6OjtDU1ERqaipu3ryJGzduICkpSaak3aaMTTzb0lDejXZvYwz7cb7UMcevpqD3vFFI+vUK/l64r9HE6YqSx00bGKvd7RkZGYmSkhK4uLjIVRNhsWfPnsHDwwPq6uoIDw/nev6Fh4djzJgxbbJxYPLkySgtLcWJE9KlCI4cOQJTU1MMHjy40WsfPnwoteFEIBDAz88PgwcP5t43ZmZmGDRoEPz8/CAUCrlzb926hUePHmHKlCmt/KqIPKLt8x3o/Pnz8PDwwLFjx+Dr68sdnzBhAmJjYxvdPr9371589NFHuHXrFvcHQSAQwNHRERoaGrh161aDz9vcIo6BgYH4888/cffuXaSnp8PIyAjDhw/Hxo0b0bt372b8BN4c5eXluHTpEgIDA3H27Fnk5+fD2tqa25bv4ODQ4iTmmpoaxMTEvLJlRkeQ7CDv5OQEHR2dZj0OYwyFhYVcsnVrtPsQj62srAzOzs4y1X0K992NiqyCOjk84sRpcaf6lzW5qjSAUqUNKC8vh4uLi8wVwNvT06dP4enpCR0dHYSGhrZrteVx48bh3r172LZtG3r16oWAgADs378ffn5+mDVrFgBg4cKFOHLkCJ4+fcpVsxY38S0uLubqrP300084ffp0nTprly9f5tryfPTRR+Dz+Vi7di20tbWpoGInQYFQB2uPN3p9z9mcIo6DBw+GsbExJk2aBCsrK7x48QLffvstXrx4gVu3bsHW1rZ1fzivqerqaly5cgWBgYE4deoUMjIy0KNHD66A45AhQ5q860yyiGNTWma0h+a283gVxhhKS0u5vKKSkhIoKSlxydaytPtoSXf7S947oKCsWG/idEPVppsaCAlEQL7w4yaPrb08efIEnp6e0NPTQ2hoaJ3lxLZWWlqKDRs2SH1oW7dundSHtnnz5uHIkSNITk6WWibOzs6Wqrzv6OiITZs2YcyYMXWeJyQkBF9++SWio6O5FhvfffcdtdjoJCgQ6mDt9UYXa0kRRz6fX+cPQ0ZGBiwtLTF37lwcOHCgmT+FN5dQKMTt27e5HWhJSUkwNDSEp6cnvL294ebm9spPnOXl5YiMjAQgf0UcKysrcf/+/XbpIF9fu49u3bo1WCG5qqoK9+/fh1AohIuLS5PGJlltWrGLClS0u8Jl89RXVptuaiBUUK0Ah4F+TS5k2B6SkpLg6ekJfX19hIaGQl9fv6OHREiboECok2lJtdaGWFlZoXfv3rh48WJrD/eNIt6xJK5VFBMTA21tbbzzzjvw8fHB2LFj63QMz8/Px4MHD6CqqgonJye5mqbvyA7y1dXVdTqvS7b74PF4uH//Png8HlxcXJo1tnDf3ajMKQITiKSON1ZtuqlVpSsMF8Glt3eTx9bWHj9+DE9PTxgZGSEkJESueukR0tooWbqTaUm11vo8e/aM271EGqegoAB7e3ts3LgRUVFRePLkCTZs2ID09HTMmTMHlpaWmD59Ovz8/JCXl4fz589jwIAByMvLg4uLi1wFQcXFxbh79y5UVFQwYMCAdg2CAEBFRQVmZmZwdHSEm5sb7O3toa6ujuTkZFy/fh3Xr1+HQCBAv379mv1zG/DttDpB0KuqTTe1qrQ8BkEPHz7EhAkTYGJigtDQUAqCZCASiWQ6RuQTzQh1Mn369IGVlRUuXLggdTwzMxOmpqb49ttvsW7dOpkeSyAQYOzYsYiMjERcXFyrl9jvLBhjyMzMRHBwMIKDg3H58mXuew4ODjh06BCsrKzkpjaUuIO8pqYmHB0d5arKdnFxMTcTxOPxUF1dDTU1NRgaGsLAwAA6OjpNSrYuSsrCzWW/ctWmxRpKmv77/kZ0q4qS6bEZAJthJ2UeS3tITEyEl5cXunfvjosXL1IZDhkIhUIunSA5ORlVVVXo27cveDweGGNy874lDaMZoU6oNQoxMsawcOFCXLt2DUePHqUgqAV4PB5MTU3x0Ucf4eLFi/j+++8hFAphYWGBxMREODg4YPTo0di5cyeePn3aLrWKGpKbm4vIyEjo6urCyclJroKgoqIiREZGQkNDAyNGjMCoUaMwaNAgGBsbIy8vD/fv38fVq1cRHx8PPp8vtV26Idq9jTH+wlooafwz4zXi4PsY8M00qYrTYtmlsvUjA1BnR1pHS0hIgKenJ8zNzXHp0iUKgmQg2TJm/fr1mDBhAoYNG4aBAwdyeWw0MyT/5OevGGkXrVGIkTGGRYsWwc/PD0eOHMHEiRNbfZyd1X//+1989tlnWLduHTZv3ozy8nJcvHgRQUFB+O6777BhwwbY2dnBy8sLEydObNcmpvLcQb6goABRUVHQ0dGBg4MDd3PS1taGtrY2evfuXW/bCH19fRgaGkJfX7/Bdh/FT7MhKK0EUJs4DdTOFEkmTosrTpt20QRqZBy0HE0UiIOgt956CxcuXGh2+YPORCQSce+BpUuX4o8//sDatWthYmKC5cuX491330VYWBgUFBRoZkjO0dJYJ/P+++8jICCgTrL0sWPHMGPGjFcmS4uDoMOHD+PgwYOYP39+g+eSphGJRJg1axYGDRqEVatW1fl+VVUVIiIiEBQUhFOnTiErKwtWVlZcUDRw4MA2a2ialpaGxMREmJubc9P+8iIvLw/R0dHo1q0b7O3tZQrQKisruWRr8YcAXV1dbgnt5ZyncN/dqMgsqPM4konTppPVkfZoi8zjZgywGd7xS2Px8fHw9PREz549cf78eQqCGsEYw9OnT9GrVy/u2M6dO7Fnzx7s2bMH48ePx+HDh7Fw4UIAwJo1a7Bli+y/E6RjyM9HOtIuWlKtlTGGxYsX4/Dhw/jll19kDoJKS0uxcuVKmJqaQk1NDY6Ojjh27FiTx/75559zfcDeRAoKCvD39683CAJqW1SMHz8ev/zyC9LS0nD16lVMnDgRp0+fxujRo9GnTx+sWLECoaGhqK6urvcxmuP58+dITEyElZWV3AVBfD4fUVFRMDQ0lDkIAmrbRrzc7kNJSQlJSUlcu4/k5GSUlpYCqE2cftnLidN5CU3baCAP4uLi4OHhgV69etFMkAx8fHywa9cuALUfXAoKCpCcnIwPP/wQ48ePx6FDh7Bw4UJs2bIFw4cPx9GjR2k37WuAZoQ6oeYWcVy2bBn27NmDBQsWYPHixVKPKd7e3dDzNaeAo6To6GgMGTIEOjo60NfXb/LutjeZSCRCdHQ0AgMDcfLkScTFxUFHRwceHh7w9vbGmDFjoK6u3uQARrKxa58+fbjfA3mRmZmJ+Ph4mJqawtraulUCNKFQiPz8fG4JraamBl26dIGhoSFS159FTUllg4nTVcqXmlxVuiOTpR88eABPT0/069cPZ8+elcvWHvJm27Zt2Lx5M+7cuQNra2tUVlbijz/+gIeHB6KjozF79mysWbMGq1atwrlz5+Dl5YX58+dj7969UFFR6ejhkwZQINQJNbeIo6WlJVJSUup9TAsLCzx//rzO8ZYUcBQTCAQYOHAgRo0axTXNpECofowxJCUlcbWKbt++jS5dumDMmDHw8fHBhAkToK2t/cqgQbKDvI2NDczMzNrpFcgmPT0dCQkJ6NGjB/r06dMms1Tidh/ioKiiogKqqqoo/eY6WEVtIpC42jQAPL+yH+kRkdAblyHT4wsZ0L+DlsZiYmLg5eUFGxsbnD17Vqa2I6R2iXjOnDmws7PDtm3boK6ujurqaqioqGDmzJnQ0tLCpk2bYGBggOjoaIwbNw65ubnYvn07Pv30044ePmkABUKkTbVGAcfNmzdj//79iI+Ph5eXFwVCMmKMIS0tDcHBwQgKCsLVq1ehoKAAV1dX+Pj4wMvLiys+KEkkEiE+Ph7Z2dmws7ODkZFRA8/QMVJTU/Ho0SNYWVm1W1kBcbuP1PuP8PzLc7UHVRRh/PEo6OnpIffkA/Cv1zZc7b4yHirGla9+TEVd2Az+tQ1HXb/o6Gh4e3ujf//+OHPmjFy1a3kdrF+/HgEBAbh58yaMjWuD4JycHPTv3x9r1qzBxx9/DAA4fPgwfv/9d/Tt2xfTp0/HyJEjO3LYpBGUI0TaVEsLOCYkJGDz5s3Yu3evXPZikmc8Hg/m5uZYtmwZwsLCkJmZiZ9//hlqampYvXo1evbsiXHjxmHXrl14/vw5GGMoKSnBzJkzkZiYCCcnJ7kLgpKTk/Ho0SP07t0bPXv2bLd8JR6PB01NTdi6DYC6yf83u60WImtrBBJWnwD/+mNU9SmDwYynKI2VZecl8JaNbPW6WlNUVBS8vLxgZ2dHQVATiecMNm/eDCUlJaxZs4b7XmZmJqqrq6Gurg6RSITS0lLExMRg1KhR2LZtG0aOHEnb6OUYBUKkTeXl5dW7JV98rL6t/GIikQgLFizAlClT4OHh0WZj7Ax4PB4MDAywYMECnDp1Cnw+HwEBATA3N8eWLVtga2uLIUOGYNSoUYiIiIChoaFcVRQWL/k9efIE/fr1k+q5197qS5w2WjwEylBETkBPFIaboDrrFZW2eYC6Zt82GmH9IiMj4eXlBQcHBwqCmkFcE0hBQQErVqxAVFQUbty4AaD2g52bmxs2bNiAOXPmwNfXF4cOHYKHhwf3AU6eyk0QafQvQ9pccws4fv/990hKSsLOnTvbYFSdl3h2w9fXF8eOHUN2djb8/PyQmZmJ58+fQ1NTEytXrsTnn3+Ou3fvdvgnWcYYHj16hOfPn8PW1rbDi3dq9TSCuokuV1MIALL334LCYzV0sS2A2fKEVy+NtXNCwv379+Hl5QVnZ2ecPn26TWdXW7pLlM/nY968edDX10eXLl0wdOhQhIWFSZ1TXFyMb775Bm5ubjA2NoaGhgaXt1NZ+eplyeYSBzOenp4oLCzEmTNnuO9t2bIFY8eOxd9//43c3FycO3cOAwYM6NACqEQ2FAiRNtXcAo6pqan48ssv8dVXX0FFRQWFhYUoLCyEQCCASCRCYWEhKioq2nTsnUVOTg42b94MLS0txMbGwt/fHxMmTEBgYCDc3NxgbW2Njz/+GFeuXEFNjazVAlsHYwwJCQlIS0uDvb09TE1N2/X5G/L28WV461+DoaT7T0d75dU6MJ7zDACQf+kV4+Sh3W6Qd+/ehbe3NwYMGIBTp061+RLzlClTcOTIEXz11Vc4f/48Bg4ciBkzZsDf3/+V11ZVVWH06NEICwvDDz/8gJMnT8LIyAjjx4/HlStXuPNSU1Oxc+dOODs7Y9++fTh16hT+9a9/YePGjfDy8mrTny1jDG+99RY2bNiA3bt34+bNmwCAfv364fjx47h37x5CQ0MxYsQIiEQiuSo3QepHydKkTTW3gOPly5fh7u5e57ikFStW0GxRK5g5cyZiYmJw6dIlqd1hIpEI9+/f57blJyYmQk9PDx4eHvDx8cHbb78NdXX1NhuXSCRCXFwccnJyYG9vDwMDgzZ7rqYqfpqNa/N/qf0PHqBurIOHHs9gfZOH8oTaHKLGkqYZA/g1q2BgYABDQ0Po6em1STHM27dvY/LkyRg4cCCCg4PRtWvXVn8OSS3dJfrTTz9h6dKluHHjBoYOHQqgdteog4MDNDQ0cPv2bQBAWVkZANR5PTt27MBnn32Ga9euYcSIEa362gQCAZSUlLj/ffbsGebPnw9nZ2ds2bIFysrKbVbQlLQtmhEibaq5BRwdHR0RERFR58vBwQGWlpaIiIjAv//973qvbenU/MmTJ+Hq6gotLS107doVtra22Ldvn+wv+jWzd+9eXLlypc4WeQUFBQwcOBBbtmxBfHw84uLisGrVKjx8+BDTpk2DpaUl5syZgz///BPFxcWt+ilcKBRypRKcnJzkKggCgBI1AZQW24OnqgQwoCKzEBYH9VCeoMstjzERr9GZIQsLC5SWliI6OhpXrlxBTEwMMjMzW23W7datW5g0aRIGDx6MkydPtnkQBABBQUHQ0NDA1KlTpY7Pnz8fGRkZXCDT2PV9+/blgiAAUFJSwuzZs3Hnzh2kp6cDqA2A6ns9gwYNAgC8ePGiWeNvaBlYKBRCSUkJmZmZeP/991FSUgIrKyu8/fbb8Pf3R05ODhQVFWXqX0fkD/UaI21qwoQJGDt2LJYsWYLi4mKugOOFCxfg5+fHfYJ6uYCjjo4O3Nzc6jyejo4OBAJBvd8TmzJlSp0CjjNmzIBIJHplAcetW7diw4YN+PDDD7Fu3TooKyvj4cOHrVqpWd7IUkiPx+PB1tYWtra22LBhA1JTUxEUFISgoCAsWLAAysrKcHd3h7e3Nzw8PGBgYNDsJQGBQICYmBgUFxfD2dlZ7qodi9uNWA2xheHQIfh7wT9BssGMp1AxqEJBqAk3M6Rhn193ZogHvPXWW3jrrbe4dh98Ph/x8fEAGm/3IYubN29i8uTJGD58OAIDA9t05k6SLLtEGyuXERcXV+82c/H18fHxjda0Cg8PBwDY2to2eeyMMS4HiM/nw9DQEIwxLghKS0uDu7s7nj59ipkzZ2LMmDFYv349Tp8+jU8++QR//PEHzQi9pigQIm0uMDAQGzZswJdffskVcAwICJAq4CgUCiEUCls8q3Du3DmEhIRITc27u7sjJSUFn332GXx9fRv8Y3X//n1s2LABW7ZswerVq7njo0ePbtGY3jQ8Hg8WFhZYuXIlVqxYAT6fj1OnTiEoKAgff/wxli1bhuHDh8Pb2xve3t4wNzeXOSiqqalBVFQUysvL4eLiIneF/uqrYaRuoouKrAKAATkBPblzu9gWQHd0Zv3LYxK/5uJ2H+bm5qipqUFubi74fD6SkpLw8OFDaGlpwdDQEIaGhjLN6ly/fh1TpkzByJEjceLEiXYLgoDaXaBWVlZ1jsuyS1T8/ebuMo2NjcX27dsxefJkLnBqCvHv6Mcff4wnT57g6NGj0NHRgZKSElJSUjBgwAAsXrwYRUVF3IcHZWVlTJ8+Hbt27UJiYiKsra2b/Lyk49HSGGlzGhoa+OGHH5CZmYmqqirExMRIBUEA8Ouvv4Ix9spt0ZcvX2609lBLpub37NkDVVVVLFu27NUvigCovXkYGRlh8eLFOHv2LLKzs/Hbb7/ByMgI//nPf2BtbY1Ro0bhu+++w8OHDxsNdKurq3H//n1UVlZiwIABchcEPX/+HI8ePUKvXr2kahi9fXwZFDUUoKhZxZ1rtjyh0cRp1kBgqKysDBMTEzg4OMDV1RWOjo7Q0NBASkoKbty4gRs3biApKQlFRUX1/iz//vtvTJkyBa6uri0Ogi5fvgwejyfTV3R0NHddc3eJtuT658+fw8vLC+bm5jhw4MArn6MxxcXFiIiIwOXLl8EYQ1lZGebNm4cPPvgA3377LfLy8qQ2asyYMQOrV6+mIOg1RjNC5I3Skqn5q1evwtraGidOnMCmTZvw5MkTmJiYYPbs2fjPf/5DvYJegcfjQVtbGzNnzsTMmTNRXl6OkJAQBAYGYvfu3di4cSP69esHb29v+Pj4wNHRkVuKSE5Oxr1792BsbIwBAwagS5cur3i29vXs2TM8ffq03p5rxU+zISwRAVAFT0UIxa61OT5ZR60aXB6TZeJTUVERBgYGMDAwkGr3kZWVhefPn0NVVRXl5eWoqKiAh4cH7ty5g3fffRfu7u7466+/oKqq2qLX3LdvX+zfv1+mc3v06AGg+btExZpzfUpKCtzd3aGkpISwsLBXPkdDhEIhFBUVceDAASQkJOCLL77A6NGjoampid27d3PNnsvKypCTk8NdZ2ZmxuUriusMkdcLBULkjdKSqfn09HTk5ORg+fLl2LRpE2xsbBAWFoatW7fixYsX+P3339ts3G+iLl26YOLEiZg4cSKqq6tx9epVBAUFwd/fH9999x169OgBLy8vDBo0COvWrYOxsTFCQ0OblRPTVhhjePr0KZKTk9GvX796axhp9TSCkj4PwhIBWJUiBNWKSN9lA+Cf5TFx4rS4D5mCkk6TxsHj8aCrqwtdXV306dMHpaWl4PP52L17N/bv34+uXbtCTU0N1tbW+PXXX1scBAGAiYkJFi1a1KRr7OzsEBAQwO2sEnvw4AEAcMFEY9eLz5XU0PUpKSlwc3MDYwyXL19G9+7dZR6rOPARU1RURE1NDZSVlbF9+3ZMmjQJixYtwvHjx9G/f3/uNSkpKXF5a5999hkcHR25ZtUUBL2e6F+NvHGaOzUvEolQUlLCbeF1d3fH5s2bsWzZMvj7++PJkydtMdxOQUVFBWPGjMGPP/6I1NRU3LhxA76+vjh79ix3s7WxscHly5dRVVX1ikdrH+Jq1snJybCxsWm0kGPpigyYLXkodcxgxlPojs5EQagJ0nfZcBWnW9peQ1wQs2fPnti5cycOHDiAnj17QkFBAffv30f37t3h4+ODQ4cOoby8vNnP0xzN3SUqef3Dhw+llrAFAgH8/PwwePBgqTpSqampcHNzg1AoRHh4eJ2ZulcRB0Fr167lCiMqKysDAJycnPDRRx/h0qVL3KyYOLAzNjaGubk5Nm7ciCNHjuCdd95p0vMS+UOBEHmjtGRqXtxS4uU/bBMmTABQ26KAtJyCggKGDh2KOXPmoLKyEv369cOcOXMQHx+Pd999F5aWlpg3bx4CAwNRWlraIZV5xdWsU1JS0L9//0Z3KgGAto49VIwroaRbCXEmdE5AT6TvspHaUq9iXNmq7TXCw8OxbNky9OzZE2lpacjKysKePXvAGMPHH3/c7tu5JXeJ7t+/HxEREXj//fdx4cIFbN++XWoGZuHChVwistiCBQtga2uLqVOnwt/fH6GhoZg2bRoePXqEbdu2cefx+Xy4u7sjMzMTW7ZsAZ/Px61bt7ivtLQ0mcb79OlTbN++HcePH+dqE4lEInTt2hWLFi2CpqYmDh06VCcHavjw4Th69CgSExOhr69P2+ZfcxQIkTeKnZ0dEhMTIRAIpI7LMjXf0E4T8Y2Ypr1bT3x8PFxdXdG3b19cv34d27ZtQ2RkJJ48eYIvvvgCGRkZmDt3LiwsLODr64vffvsNubm57RIUMcaQmJiItLQ02NnZwcTE5JXXXMstxmcJxch8PwrKhuKAqJY4cVrV9P8TbFvpJYSFhWHatGnw8PDAsWPHoKKiAkNDQyxcuBCnT59GdnZ2h/QTCwwMxJw5c/Dll19i/PjxuH37NgICArjlI7H6doqqqqoiLCwM7u7uWLZsGby9vZGZmYnz58/D1dWVOy8hIQHPnj1DVVUVZs+ejaFDh0p9yZIwzRhDz549sX//fgQEBODPP//kvldTU4MePXpg/vz5uHv3Lvz8/LhrioqK0LVrV0RFRaFbt251ltjI64cqS5M3yvnz57kbg6+vL3d8woQJiI2NbbSy7b59+/DBBx/g999/l6o3tGLFCuzZswfPnj1r8vQ7qV9FRQU2b96MDRs21JsYzRhDZmYmTp48ieDgYEREREAkEmHkyJHctnxTU9NWb18gbumRmZkJe3t7GBoaynTdycQL+Dz0WwDA6ktDoaXEg7pi7djMP06Qfg4ANsNOtmicoaGh8PX1hbe3N37//XduSYc0XUFBAZYsWYKzZ88iLCwMgwYNAmMMPB4Pn376Kfz9/SEQCPDw4UPo6emhpKQECgoK6Nq1a51cKPJ6oo+4pEOI4++UlBTMmzcPkyZNwuPHj1v8uLJOzdc3LS8ul//RRx9h165dCA0Nxdq1a/Hjjz/io48+ajQIakk164iICIwdOxaGhobQ0NCAvb09du3a9UZPt6urq+Obb75pcHcYj8eDqakplixZggsXLiArKwuHDh2Crq4uvvjiC/Tp0wdvv/0215i3NT7PiVt6ZGVlwcHBQeYgCADCn17l/n8NY8irESG7SoQKYd1x1XOoSS5dugRfX1/4+PhQENQKdHV1sXDhQhgbG2Pbtm3IzMzkAmxlZWXs27cPjx8/hp6eHmpqaqCpqYmuXbtyhRbJ648CIdIhxH9oAgMD8ccff+DUqVM4ffp0qzy2LFPz9U3LKysrIyQkBNOnT8e3334LDw8PBAUFYevWrfjhhx8afc7mNpoMDQ3FmDFjIBAIsH//fgQHB8PNzQ0rVqzAxx9/3LIfxBuCx+NBT08Pc+fORWBgIPh8Pk6cOIE+ffrg+++/h6OjIwYPHoxNmzYhNja2wTYJjRGJRHjw4AH4fD4cHR2b3NKjsKqY+///e+cW/vfOLS4g+iyhGLcL/qlMXips/jLKxYsXMX36dEyaNAl+fn4UBLWSsWPHYvr06Thz5gwOHDiAR48e4ZtvvkFISAgGDRoEHR0dMMakft60HPbmoKUx0u7EtTaSkpLg6+uL9PR0WFhYYNSoUdixYwcAcFPTv/32G5SVlTFt2jS5zdFpSaPJ2bNn46+//kJeXp5U1eB33nkHt27dQlFRUZuP/3VWVVWFy5cvIygoCKdOnUJmZiYsLS3h7e2NiRMnYtCgQa+8YYlEIsTExKCgoACOjo7NqkPz7zNrcSX5htSxVReHAKgNjADAQl0R4w1UUaDSF19MaDywrs/58+cxa9YsvPvuuzhy5AjNRrQS8d8aAJg+fTr++OMPrr1GREQEbGxspM4hbx4KhEi7EwdCn376KQ4cOICVK1ciOjoaenp6OHToEFfL48WLF3B2duaaHcqrxYsX49ixYygoKJC6OQUEBGDmzJm4fv16g0Uc58+fjxMnTqCwsFAq0PP19cXly5eRnZ3d5uN/UwiFQty8eRPBwcEIDg7G06dPYWxsDE9PT3h7e8PV1bVOUUyBQIDY2FgUFRXBycmp2X3NYrLi8VXYtlefCOA/o9fC3timSY9/9uxZzJ49G9OmTcPhw4cpCGplkoHOX3/9BQAYNmwYTE1NKRm6M2CEdIDnz58zHR0dNmnSJFZQUMBsbGzY559/zhhjTCQSMcYYW7NmDdPS0mJ+fn6MMcYEAkGHjbcxQ4YMYQMHDqxzPC4ujgFgv/zyS4PX3rp1i6mqqrKlS5ey9PR0VlBQwI4ePcqUlZXZjh072nLYbzShUMgiIyPZF198wezs7BgApqOjw2bMmMH8/f0Zn89nGRkZbNCgQeyrr75iGRkZrKysTO6+SktL2fHjx5mysjKbM2cOq6mp6egf7RtL/HdHklAo7ICRkPZGHytIuyspKcHu3btRXV2NVatWQVNTExUVFRAIBNynr6ioKBw+fBg+Pj4YN24cAPndvt6SataDBw9GeHg4pk6dih9//BFAbe7Bli1b8Mknn7TNgDsBBQUFODk5wcnJCV9//TWePHmCwMBABAcHY9asWVBTU4OxsTFyc3Oxfv16uetrBtTOUpw5cwZz5szBzJkzcfDgQZqZaEP1LX3J698c0rroX5m0G3ES65UrV3DkyBH861//wqhRo5CdnQ1jY2NkZmZCUVERhYWF2LdvH4qLi7Fq1SoucbWxNXr2/yu8Bw4cwNatW1FSUtL2L0hCc6tZ379/H5MnT4aLiwtOnz6N8PBwrFu3Dp9//jk2bdrUFkPtdHg8Hnr37o01a9bgxo0bePDgAYyMjJCRkQEtLS1MnToVEydOxIEDB5CVldUhBRxfxhjDqVOnMGfOHMyaNYuCIELaEM0IkXYj/nT1448/QiQS4bPPPgNQW7K+sLAQurq1DSpDQkJw7NgxTJ06Fc7OzjIlKvJ4PMTHx+Pjjz/GzJkzUV1du0untLQU6enp6Nu3dSr51qcl1ayXLl0KIyMjBAUFcTc6d3d3KCgoYOPGjZg1a1a9s02kefLz8zF37lxUV1cjKioKBgYGOH36NIKDg7F27VqsXLkSQ4YM4RrDWlpatnuSLGMMJ0+exHvvvYe5c+di3759FAQR0oZoRoi0q6tXr+LixYuYO3cuV+VZQUEBpaWlXCLrrl27oKWlhRUrVnDXNbQlWvzpPTc3Fxs3boSVlRV+/vlnrl3G+fPnYWNjAwUFBdy5c6dNXlNLqllHR0fDxcWlzo1u4MCBEIlESExMbP0Bd2IBAQHIycnBlStXYG1tDX19fcyfPx/BwcHIzs7GsWPHYGlpiW3btqF///4YNmwYvv32W8THxzdrW35TMcYQFBSE9957D/Pnz6cgiJB2QIEQaTfp6enYsmULbG1tMWfOHO54RkYGLCwskJ2djevXr+P69euYO3cuXFxcANTuBpJcq2eMcTcl8af1//73v4iNjcXGjRu589LS0uDv7w/GGFRVVZGamlpnTC8HL83RkkaTpqamuHfvXp3iiTdv3gSARrtpl5SUYPXq1Rg3bhwMDAzA4/GkXv+r8Pl8zJs3D/r6+ujSpQuGDh2KsLAwma9/HS1duhRRUVHo1auX1HFxI9Np06bB398fWVlZOHv2LAYNGoT9+/dj0KBBcHJywoYNG3Dnzp02KXbJGMOJEycwb948LFy4ED///DMFQYS0hw5K0iad0NmzZxmPx2M//PADtxtDJBKxsrIyNnz4cDZmzBg2depUZmNjwxITExljjGVmZrLp06ez48ePN/i4Z86cYdra2uznn3+W2vmxY8cO1q1bN/bOO++wkSNHcruwxLvPsrOz2YgRI9iMGTNa/NrGjh3LdHV12b59+1h4eDhbvHgxA8DteGOMsQULFjBFRUX2/Plz7tiuXbsYADZhwgQWHBzMLl26xNasWcOUlJTYmDFjGn3O5ORkpq2tzUaNGsUWLVrEALCvvvpKpvFWVlay/v37s+7duzM/Pz926dIlNnHiRKakpMQuX77crJ/Bm6qmpoZdvnyZrVixgllYWDAAzNTUlL3//vvs7NmzrLCwsFV2h/36669MUVGRffjhh7RbiZB2RIEQaVf5+fmsurq6zvE+ffqwbt26MQUFBXbgwAHG2D/bWWfMmMFWr17NGGMsNDSULVmyhN26dYsxxlhaWhobOHAg8/DwkHo8oVDIevTowYYMGcJCQ0OZhYUFO3z4MGOMsaqqKsYYYzt37mRqamrcY7dke35JSQlbvnw5MzY2ZioqKsze3p4FBARInfPee+8xACw5OVnq+IkTJ9iIESOYvr4+69q1K7O1tWWbNm1ipaWljT6nSCTifkY5OTlNCoR+/PFHBoDduHGDO1ZTU8NsbGzYoEGDZHqMzkgoFLK7d++ydevWMRsbGwaA6enpsdmzZ7Pjx4+z3NzcZgVBhw4dYoqKiuyjjz6iIIiQdkaBEGk3Df2BLywsZIMHD2Y8Ho+Zm5tzx8U3+S+//JItW7aMrVq1ig0fPpxt2rSJpaWlMcYYmz17NrO3t2d3797lrquurmZ79uxhPB6PHT16lJWUlDBFRUX2119/cefk5+czS0tL5ubmxgUmr/MNqKmB0JgxY1jfvn3rHP/2228ZAO7nSxomEolYfHw827x5Mxs4cCADwDQ0NNjkyZPZoUOHWEZGBistLX1lEHTgwAGmoKDAli5d+lr/DhLyuqJdY6TdNFSTQ1tbGzdv3sSlS5e43AtxV+fKykro6elh06ZNmDx5MgIDA7lmmDt37sT58+dx8OBBDBgwgNtdFhUVhV27dmHcuHHw9fXF48ePYWpqyuUIVVRUYN++fUhLS8OOHTtgaWnZ6PjeRHFxcRg5cmSd4/b29gCA+Ph4mJmZtfewXis8Hg82NjawsbHB+vXrkZqaiuDgYAQFBWHx4sVQVFSEu7s7vL294eHhAUNDQ6kdaIwxBAQE4IMPPsDSpUuxc+fOTvU7SIi8oHcd6XDiAOadd96Bh4cHAEBJSQk3btzA8uXLsXXrVowbNw779u3jgqC4uDj897//xfTp0zFx4kQA/yROHzlyBElJSVi7di1UVFSgpKTEBVYAcPv2bezbtw9vv/02Jk+e3AGvuOPl5eXVu61fliKQpC4ejwcLCwusWLECERERyMjIwI8//ghFRUV88skn6NWrF8aPH489e/YgNTUVjDH8/vvv+OCDD7Bs2bI2D4JKS0uxcuVKmJqaQk1NDY6Ojjh27JjM1zcnsb6iogJ9+vQBj8fjeggSIo8oECIdThzASG5Pnj9/PpYsWQIXFxdcv34d5eXliI6OBgBkZmZizZo1sLKywvr16wGAm0lKSEjA77//Dm9vb7i5uQEAzM3NwefzuSBq//79yMzMxOrVq6GgoNAmO4BeB80tAkkax+PxYGhoiEWLFuHMmTPg8/nw8/ODqakpNm/eDGtra9jY2ODDDz/EihUr8P3337f5TNCUKVNw5MgRfPXVVzh//jwGDhyIGTNmwN/f/5XXVlVVYfTo0QgLC8MPP/yAkydPwsjICOPHj8eVK1cavO6LL75AWVlZa74MQtpGx67MEVKXUChkx48fZw8fPmSM1eZiWFlZsStXrjDGGHv33XeZmZkZl+gruVNs0aJFTF9fn507d447lpCQwExMTNjevXtZUlIS4/F4bPbs2e34itpeU3OEjI2N2dSpU+scP3PmDAPALl682MojJIwxVl5ezk6ePMkcHBzYkCFD2iUn6OzZswwA8/f3lzo+duxYZmpq+spNAs1JrL99+zZTUVFhf/75JwPAvvvuu5a/EELaCM0IEbmjoKCAadOmcdWgKysrsWrVKly7dg0AYG1tjQ0bNmDo0KEA/pm9+PPPP3Hw4EEsXLgQI0aM4B6vuroampqaePHiBfbu3Ytu3bph3rx5AGpnlyIiIurUE2Jy0GahLdnZ2XEFHyXJUgSSNJ+6ujp8fHwQFRWF69evt0tOUFBQEDQ0NDB16lSp4/Pnz0dGRgZu3779yuv79u3Lvd+A2qXr2bNn486dO0hPT5c6v7q6GgsWLMDSpUsxYMCA1nshhLQRCoSIXJIMRNTV1fHvf/8bGzZsAABs2rQJS5YsqXONeLp++fLl0NTU5I5bWVkhNzcXcXFxOHz4MD788EMuUGKMYf369fjzzz8B1BYpLCwsbNLSUHtUHG5tkydPxsOHD6VuggKBAH5+fhg8eDBMTU07cHRvPh6P126J0XFxcbC2tuZy5MTEifFxcXGvvF58bn3Xx8fHSx3/z3/+g7KyMuqVR14bFAgRufTy7hpxsCESiRoMPEaNGoVz587VuYkXFhaioKAAp0+fBo/Hw6effgpVVVUAtZWdq6uroauri5SUFCxatAjTpk1DVFSUzGMV39BEIlG75xudP38ef/31F06fPg2gNkfqr7/+wl9//YXy8nIAwMKFC6GkpISUlBTuugULFsDW1hZTp06Fv78/QkNDMW3aNDx69Ajbtm1r9DlbUtE6MDAQM2bMQK9evaCurg5LS0vMmjULSUlJzfsBkFdqaWJ8U66Pjo7G9u3b8fPPP6Nr164tGTYh7YYCISL3JD89KygoNPhJuqF2GWpqavjggw+gpaWFefPmQVtbmztXJBJhwoQJ+Prrr+Hl5YWePXsiKCgITk5ODY5HHIiVlpbi4sWL8PPzQ3FxMRQUFNq9JcKSJUswdepULFiwAEDt8uDUqVMxdepU8Pl8ALWJ5EKhUGqWTVVVFWFhYXB3d8eyZcvg7e2NzMxMnD9/Hq6uro0+Z15eHvbt24eqqipMmjSpSePdtm0bysvLsWHDBly4cAGbN29GVFQUnJ2d68wskLouX74MHo8n05d4cwHQ8sR4Wa4XCARYsGABfH198c4778j+ogjpYFRHiLwxXp76FzMwMMDevXuxd+9elJSUSJ176dIlREREoKioCL/88gtXW4c10vFeHIhNmDABBgYG4PP5WLZsGYYMGYLvvvuu3vwaoVDYJsshz58/f+U5v/76K3799dc6x42MjHDkyJEmP6eFhQUKCgrA4/GQm5uLAwcOyHzt6dOnud17Ym+//TYsLS3xv//9r0mP1Rn17dsX+/fvl+ncHj16AAC6detW76xPfn4+ANQ72yNJ1ut37tyJZ8+e4Y8//kBhYSEAoLi4GEBtnl9hYSE0NTWpfxqROxQIkTeeeDlNSUmJyx0qKCjAwoULUVZWhh49eqBfv36wtbXlruHxeI0GQ5cuXUJycjKXwF1eXo7//Oc/3A3g5WvfpD/+Ldla/3IQBNQuT3bv3h0vXrxoybA6BRMTEyxatKhJ19jZ2SEgIECqlhYge2K8rIn1cXFxKCoqQu/eveuc+8UXX+CLL75AVFQUHB0dmzR+QtoaLY2RN56CgoLUDSAhIQGjRo1C7969cerUKfz4448IDg6GsrKy1HWN3fCzsrJQUVGBR48eobq6Gl26dMGnn37K3RR4PB6ePn2K//73v/Dw8MDKlSvrTUpltW1uWumVvp6ePXuGlJQUqUCUtJ7JkyejtLQUJ06ckDp+5MgRmJqaYvDgwa+8XpbE+rVr1yIiIkLqKyAgAADw4YcfIiIiAr169WrlV0dIK+ioffuEdKSamhquhsvDhw/ZgAEDuNo5JSUl7NixYyw1NbXB60tLS9mHH37Ixo4dy06fPl3n++fOneNqxfz2229szpw5rG/fvlzj1zdFU+sXvaympoa5ubkxLS2tRn/epGXGjh3LdHV12b59+1h4eDhbvHgxA8D8/PykzluwYAFTVFRkz58/545VVlYyW1tbZm5uzn7//XcWEhLCJk+ezJSUlNjly5cbfd7k5GSqI0TkHgVCpNORLGInLsZ47949rmDcX3/9xVxcXNju3bsbfZzk5GS2atUq1rVrVzZv3jxWXl7OGGMsKyuL9evXj3300UesuLiYO3/fvn3M2dmZJSUlMcYYS0xMZJ9//jl33euoJYGQSCRic+fOZYqKiiw4OLj1B0c4JSUlbPny5czY2JipqKgwe3t7FhAQUOe89957jwHgGhGLZWVlsblz5zI9PT2mpqbGhgwZwkJCQl75vBQIkdcBBUKEvGTYsGFsx44drKCggDEmXbm6pqaG5eXlSZ0fHh7OevTowW7fvs0YYywgIIDp6emxnJwcxhhjAoGACQQCJhQK2VtvvcV+/fVXxhhjq1evZq6urqyoqKjR8QiFwldW/+0ozQ2ERCIRW7BgAVNQUGC//fZb2wyOEEJkQDlChEC6gOO2bdvwySefQEdHB4B0rlB5eTl+/vln3Lx5kzumpqYGCwsLxMTEAACuX7+OPn36QF9fHyKRCIqKilBUVISCggLKysrQpUsXAMCVK1fg6+srVfxRcixlZWWoqanpkG35bYkxhkWLFuHw4cM4cOAAZs+e3dFDIoR0YhQIEQLpYGfEiBENFkZUVFREQUEBfH19MWnSJPj5+WH9+vVQUVHh2gk8ePAALi4uAKQLQF6/fh2GhobQ1tZGeno6srOzMWzYsDpJ2eL/vnDhAqZMmYIRI0bg3LlzDRaSZK9RsjVjDIsXL8bhw4fxyy+/YP78+TJd15Iiji/7/PPPwePxqI0IIQQABUKE1KuhGZiuXbviu+++w7Vr1+Dk5ITffvsNgwcPxs8//8wVYbS3t0dqaioqKiqgqKjIBTDHjx+HoaEhXFxccPLkSfTq1QuWlpb1Pg9jDGZmZpg/fz4KCgoQGBiIqqqqes8VB07t2eqjuRWtly9fjoMHD2L+/Pmws7PDrVu3uK/Gqnm3pIijpOjoaOzYsQNGRkbNfgxCyBumI9flCHndiEQiqZwhxv5Jvhbn8URGRjIHBwd29epV7pyQkBCmrKzMDh48yBhjzN3dnW3fvv2V3cfj4+PZrFmzuOskn1soFLLg4GAWFxdX7zjbsrO5hYUFA1DvlzjRtr7E28aus7CwaPD5JH/uzc1LqqmpYY6Ojmz58uXM1dWV2draNvFVE0LeRFRQkZAmEM++sP/vfybZ8kM8i+To6IiFCxdi0qRJMDExgY2NDaKjo/HBBx9gwYIFyMzMxLNnzzBixIgGaxUJhUIoKirizp07EIlEXI0dgUAAZWVl3L9/H7t27UJiYiKePHmC4cOH49ixY1x/J3GbBfFjtXZV6+ZWtJbluvq0pIij2NatW5Gfn49vvvkGXl5eLX48QsibgZbGCGkGHo8HRUXFem/QPB4Py5YtQ05ODjZu3IiRI0fizJkz+N///gcA+Ouvv9C3b18MHTqUq2D98rKWOKiKioqCsbEx+vXrB+Cf1iCrV68GYwznz59Hfn4+qqqq4O/vD6B2merLL79EWFgY91jt1elcXiUkJGDz5s3Yu3cvNDQ0Ono4hBA50rn/OhLSBhhjEAqFUFBQwL/+9S8sW7YMffr04YKY+Ph4hISEYN68ebh582ad2Rr2/8nPT58+RVZWFnr37g1tbW0AtUFWZGQkoqKisH37dnTr1g1AbYAkbrJ67NgxHD16FHPmzIGuri6mTJmCR48eteePQK6IRCIsWLAAU6ZMgYeHR0cPhxAiZygQIqSViWeLgPoTmH/++Wdcu3YNQqEQnp6eUFRUxPHjx7mdauJZpnv37gEArK2tuWsZYwgJCYG9vT2MjY0B1Da0NDIy4p4zJiYGO3fuREZGBmJjYzFs2LAGE607g++//x5JSUnYuXNnRw+FECKHKEeIkDbU0JLU8OHDMXz4cABAbGwsgH+Ww44dO4YuXbrgzp076NWrF9zc3AD8kzd04cIFvPPOO9xjPXnyBNXV1TAxMUFWVhYiIyOho6ODwYMHw9zcHJ9++mkbvkL5lpqaii+//BJbt26FiooK1xRXIBBAJBKhsLAQqqqqUFdX79iBEkI6DM0IEdIBRCIRBAIBgNrt9vb29gBqgx2hUIgPP/wQ//vf//DLL7/gt99+g0Ag4AKl2NhYqUDo5s2bqKmpQf/+/aGkpIT169ejvLwcgwcPxu7du9v/xcmRZ8+eoaKiAitWrICuri73df36dSQmJkJXVxfr1q3r6GESQjoQzQgR0gEkd5tJUlRUxKxZszBr1izk5uZi3759CA4ORv/+/eHk5ISCggIMHToUUVFRcHZ2RllZGU6dOoUBAwbAzs4OKioqWLJkCZYsWYLw8HB89tlnGDNmjNTyWmfi6OiIiIiIOsdXrlyJoqIiHD58GN27d++AkRFC5AUFQoTIGYFAAAUFBejr62P9+vVS39PV1YWvry+++eYbZGdnIzExEWlpaTh48CBUVFQA1OYMqampYdSoUcjKykJFRUVHvIxWd/78eZSVlaGkpATAP0UcAcDDwwNdunTBwoULceTIETx9+hQWFhbQ0dHhlhYl6ejoQCAQ1Ps9QkjnQoEQIXJGvLtMvPtM/N9is2fPhqqqKn777TeMGTMGX3/9NQwNDREWFob+/ftzVZOvXbsGS0vL16oFR2OWLFkiVaX6zz//xJ9//gkASE5OhqWlJbe0+Ka8ZkJI2+Mx+otByGtPKBRizpw5uHr1KmbOnIlevXph+/btmDx5Mr755htutogQQog0CoQIeQ01VC368uXL8PPzQ35+PqZPnw4PDw8qIEgIIY2gQIiQNwBjrFXaUBBCSGdD2+cJeQNIdqAXF2YkhBDyajQjRAghhJBOi2aECCGEENJpUSBECCGEkE6LAiFCCCGEdFoUCBFCCCGk06JAiBBCCCGdFgVChBBCCOm0KBAihBBCSKdFgRAhhBBCOi0KhAghhBDSaVEgRAghhJBOiwIhQgghhHRaFAgRQgghpNOiQIgQQgghnRYFQoQQQgjptCgQIoQQQkinRYEQIYQQQjotCoQIIYQQ0mlRIEQIIYSQTosCIUIIIYR0WhQIEUIIIaTTokCIEEIIIZ0WBUKEEEII6bQoECKEEEJIp0WBECGEEEI6LQqECCGEENJpUSBECCGEkE6LAiFCCCGEdFoUCBFCCCGk06JAiBBCCCGdFgVChBBCCOm0KBAihBBCSKdFgRAhhBBCOi0KhAghhBDSaVEgRAghhJBOiwIhQgghhHRaFAgRQgghpNOiQIgQQgghnRYFQoQQQgjptCgQIoQQQkinRYEQIYQQQjotCoQIIYQQ0mlRIEQIIYSQTosCIUIIIYR0WhQIEUIIIaTTokCIEEIIIZ0WBUKEEEII6bQoECKEEEJIp0WBECGEEEI6LQqECCGEENJpUSBECCGEkE6LAiFCCCGEdFoUCBFCCCGk06JAiBBCCCGdFgVChBBCCOm0KBAihBBCSKdFgRAhhBBCOi0KhAghhBDSaVEgRAghhJBOiwIhQgghhHRaFAgRQgghpNOiQIgQQgghnRYFQoQQQgjptCgQIoQQQkinRYEQIYQQQjotCoQIIYQQ0mlRIEQIIYSQTosCIUIIIYR0WhQIEUIIIaTTokCIEEIIIZ0WBUKEEEII6bT+D2wVsZm13jrLAAAAAElFTkSuQmCC",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Read op2 file\n",
"op2_filepath = os.path.join(analysis_directory_path, input_name + \".op2\")\n",
"op2_output = read_op2(op2_filename=op2_filepath, debug=None)\n",
"\n",
"# Read load-displacement history\n",
"load_steps, applied_loads, displacements = (\n",
" pynastran_utils.read_load_displacement_history_from_op2(\n",
" op2=op2_output, node_ids=[center_node_id]\n",
" )\n",
")\n",
"central_node_displacements = displacements[center_node_id]\n",
"\n",
"# Plot 2D and 3D equilibrium paths\n",
"plot_2d_equilibrium_paths(central_node_displacements, load_steps, applied_loads)\n",
"plot_3d_equilibrium_paths(central_node_displacements, applied_loads)"
]
},
{
"attachments": {},
"cell_type": "markdown",
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"collapsed": false,
"pycharm": {
"name": "#%% md\n"
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"source": [
"From the results it is possible to recognize a supercritical pitchfork bifurcation. This is analogous to what happens for Euler's column. In fact the current problem is very similar and can be thought as an Euler's column with the addition of a width dimension to the structure. We can make the following observations about the different subcases.\n",
"1. In subcase 1 we move along the path of the broken supercritical pitchfork corresponding to the plate deflected upwards.\n",
"2. In subcase 2 we move from the broken supercritical pitchfork to the supercritical pitchfork bifurcation by removing the transverse force.\n",
"3. In subcase 3 we observe a path of the equilibrium diagram describing a snap-through behavior of the plate.\n",
"4. In subcase 4 we end on a point of the supercritical pitchfork bifurcation on the side corresponding to the plate deflected downwards. We can notice how the vertical displacement is equal and opposite with respect of the displacement at the end of subcase 2.\n",
"5. In subcase 5 we visualize the downward deflection side of the supercritical pitchfork bifurcation until the plate gets back to the zero-displacement configuration and finally to its undeformed state.\n",
"6. In subcase 6 we visualize the broken supercritical pitchfork on the downward deflection side. At the end of the subcase we find the same value of displacement as obtained at the end of subcase 3. The broken supercritical pitchfork obtained in subcase 6 is not symmetric with respect to the broken pitchfork obtained in subcase 1 because a different transverse force is applied."
]
},
{
"attachments": {},
"cell_type": "markdown",
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"name": "#%% md\n"
}
},
"source": [
"## Conclusions \n",
"\n",
"***\n",
"\n",
"We have tested SOL 106's nonlinear analysis capabilities on the structural model of a thin plate employing shell elements. Using the arc-length method we have successfully explored the different paths of the equilibrium diagram of our structure and have correctly observed a supercritical pitchfork bifurcation with the bifurcation point located at the buckling load predicted by SOL 105.\n",
"\n",
"The results obtained here give us confidence to move towards more complicated structures. In our [next notebook](04_Nonlinear_Buckling_Analysis_of_a_Box_Beam.ipynb) we will apply SOL 106's nonlinear buckling method to a box beam structure discretized with shell elements."
]
}
],
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