{ "cells": [ { "cell_type": "markdown", "id": "1471b1cc", "metadata": {}, "source": [ "## A simple tokamak equilibrium\n", "\n", "In this tutorial, we compute an axisymmetric equilibrium magnetic field for a simple tokamak configuration. We do the set-up here in a self-contained but verbose manner for clarity. Enabling 64-bit precision is crucial. " ] }, { "cell_type": "code", "execution_count": null, "id": "5fda129b", "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import jax\n", "import jax.numpy as jnp\n", "from jax.numpy import cos, pi, sin\n", "import diffrax as dfx\n", "from mrx.relaxation import MRXDiagnostics, State, TimeStepper\n", "from mrx.differential_forms import DiscreteFunction\n", "from mrx.derham_sequence import DeRhamSequence\n", "from mrx.mappings import invert_map, approx_inverse_map\n", "from mrx.plotting import intersect_with_plane\n", "jax.config.update(\"jax_enable_x64\", True)" ] }, { "cell_type": "markdown", "id": "377d02ce", "metadata": {}, "source": [ "The map we use here is that of a simple tokamak with slightly elliptical cross-section, so the only geometric parameters are the aspect ratio $\\varepsilon$ and the elongation $\\kappa$. " ] }, { "cell_type": "code", "execution_count": null, "id": "a63b994c", "metadata": {}, "outputs": [], "source": [ "ɛ = 0.33\n", "κ = 1.1\n", "\n", "def Phi(x):\n", " r, θ, ζ = x\n", " R = 1 + ɛ * r * cos(2 * pi * θ)\n", " Z = ɛ * κ * r * sin(2 * pi * θ)\n", " return jnp.array([R * cos(2 * pi * ζ), -R * sin(2 * pi * ζ), Z])" ] }, { "cell_type": "markdown", "id": "7a110e77", "metadata": {}, "source": [ "Next, we get our de Rham sequence object..." ] }, { "cell_type": "code", "execution_count": 8, "id": "5843678f", "metadata": {}, "outputs": [], "source": [ "Seq = DeRhamSequence(\n", " (12, 12, 1), # nb. of splines in (r, θ, ζ)\n", " (3, 3, 0), # degree of splines in (r, θ, ζ)\n", " 5, # nb. of quadrature points per spline\n", " (\"clamped\", \"periodic\", \"constant\"), # spline type in (r, θ, ζ)\n", " Phi, # mapping from (r, θ, ζ) to (x, y, z)\n", " polar=True, # domain has a polar singularity\n", " dirichlet=True # impose Dirichlet BCs on r=1 boundary\n", ")" ] }, { "cell_type": "markdown", "id": "1858e851", "metadata": {}, "source": [ "...and assemble the operators we need for the relaxation." ] }, { "cell_type": "code", "execution_count": 5, "id": "8712a8e6", "metadata": {}, "outputs": [], "source": [ "Seq.evaluate_1d()\n", "Seq.assemble_all()\n", "Seq.build_crossproduct_projections()\n", "Seq.assemble_leray_projection()" ] }, { "cell_type": "markdown", "id": "7536fe75", "metadata": {}, "source": [ "Next, we need to decide on an initial magnetic field. We use a Solov'ev state with the parameter $q_*$ determining the ratio of toroidal to poloidal field. The initial field does not satisfy our boundary conditions, so when we project it onto the discrete space, we break the equilibrium. The relaxation will then bring us back to an equilibrium state that does satisfy the boundary conditions.\n", "\n", "We provide the field in the cartesian frame $(B_x, B_y, B_z)$ as a function of the logical coordinates $(r, \\theta, \\zeta)$. In practice, we do so by a de-tour through $(R, \\phi, z)$ cylindrical coordinates." ] }, { "cell_type": "code", "execution_count": 6, "id": "851d105f", "metadata": {}, "outputs": [], "source": [ "q_star = 1.54\n", "τ = q_star * κ * (κ**2 + 1) / (κ + 1)\n", "\n", "def B_0(p):\n", " x, y, z = Phi(p)\n", " R = (x**2 + y**2)**0.5\n", " phi = jnp.arctan2(y, x)\n", " BR = z * R\n", " Bphi = τ / R\n", " Bz = - (0.5 * κ**2 * (R**2 - 1**2) + z**2)\n", " Bx = BR * cos(phi) - Bphi * sin(phi)\n", " By = BR * sin(phi) + Bphi * cos(phi)\n", " return jnp.array([Bx, By, Bz])" ] }, { "cell_type": "markdown", "id": "f95788f2", "metadata": {}, "source": [ "Projection to the discrete space is done as usual via a Galerkin projection. The analytic version of this is given by\n", "$$\n", " \\sum_i \\mathtt{B}_i \\int_\\Omega \\Lambda_i^2(x) \\cdot \\Lambda_j^2(x) \\, \\mathrm dx = \\int_\\Omega B_0( \\Phi^{-1}(x)) \\cdot \\Lambda_j^2(x) \\, \\mathrm dx \\quad \\forall j\n", "$$\n", "The $i$-th basis function of the two-form space $V_2$, pushed forward to the physical domain, is denoted by $\\Lambda_i^2$.\n", "We pull this problem back to the logical domain, apply quadrature and solve for the coefficients $\\mathtt{B}_i$.\n", "$$\n", " \\sum_i \\mathtt{B}_i \\int \\hat \\Lambda_i^2(\\hat x) \\cdot \\frac{D\\Phi(\\hat x)^T D\\Phi(\\hat x)}{\\det D\\Phi(\\hat x)} \\hat \\Lambda_j^2(\\hat x) \\, \\mathrm d \\hat x = \\int B_0(\\hat x) \\cdot D\\Phi(\\hat x) \\hat \\Lambda_j^2(\\hat x) \\, \\mathrm d \\hat x \\quad \\forall j\n", "$$\n", "or, in terms of matrices and projectors,\n", "$$\n", " \\mathbb M^2 \\, \\mathtt{B} = \\Pi^2 ( B_0 ).\n", "$$\n", "We apply a Leray projection to make the initial condition exactly discretely divergence-free before starting the relaxation and also normalize it to unit norm." ] }, { "cell_type": "code", "execution_count": 52, "id": "665835bf", "metadata": {}, "outputs": [], "source": [ "B_dof = jnp.linalg.solve(Seq.M2, Seq.P2(B_0))\n", "B_dof = Seq.P_Leray @ B_dof\n", "B_dof /= (B_dof @ Seq.M2 @ B_dof)**0.5" ] }, { "cell_type": "markdown", "id": "1315729e", "metadata": {}, "source": [ "To compute diagnostics throughout the relaxation, we offer a convenience wrapper that computes quantities of interest. The `force_free` flag would restrict to the $\\beta=0$ case. We JIT-compile the individual diagnostic functions for performance.\n", "\n", "In order to make it more transparent to the user, no function in the MRX source code is compiled by default - the user has to explicitly JIT-compile functions they want to use repeatedly." ] }, { "cell_type": "code", "execution_count": null, "id": "074cb33a", "metadata": {}, "outputs": [], "source": [ "diagnostics = MRXDiagnostics(Seq, force_free=False)\n", "get_pressure = jax.jit(diagnostics.pressure)\n", "get_helicity = jax.jit(diagnostics.helicity)" ] }, { "cell_type": "markdown", "id": "e5e1b1bc", "metadata": {}, "source": [ "For the relaxation, we set up a state object to hold all relevant data, parameters and diagnostics. Note that all elements of the state can change throughout the relaxation, it is for example possible to turn on resistivity when the force appears to plateau.\n", "\n", "In this example, we do not use the Newton method to move towards the equilibrium and hence set the Hessian matrix to `None`." ] }, { "cell_type": "code", "execution_count": null, "id": "27c9ba38", "metadata": {}, "outputs": [], "source": [ "state = State(\n", " B_dof, # Current magnetic field DOFs B_{n}\n", " B_dof, # Magnetic field DOFs at next time step B_{n+1}\n", " 1e-3, # (initial) time-step size dt\n", " 0.0, # resistivity η\n", " None, # Hessian matrix δ²𝓔(B)\n", " 0, # number of Picard iterations k\n", " 0, # Picard residual ϵ\n", " 0, # L2 norm of the force J×B - grad p\n", " 0 # L2 norm of the velocity u\n", " ) " ] }, { "cell_type": "markdown", "id": "500dd4e4", "metadata": {}, "source": [ "The actual relaxation is done via a `TimeStepper` object that under the hood holds the Picard solver as well as the relaxation update rule. The parameters passed to the `TimeStepper` are constant throughout the relaxation." ] }, { "cell_type": "code", "execution_count": null, "id": "9bfd3782", "metadata": {}, "outputs": [], "source": [ "timestepper = TimeStepper(\n", " Seq, # de Rham sequence\n", " gamma=0, # apply (1 - Δ)^{-γ} to the velocity to smooth it\n", " newton=False, # do not use Newton method\n", " force_free=False, # pressure is non-zero\n", " picard_tol=1e-12, # Picard solver tolerance\n", " picard_maxit=20 # max. nb. of Picard iterations before restart with dt/2\n", " )" ] }, { "cell_type": "markdown", "id": "2d7b8600", "metadata": {}, "source": [ "As a reminder, what the `TimeStepper` does is at every time step solve the Picard fixed-point problem\n", "$$\n", "\\begin{align*}\n", " B^{n+1/2}_h &= \\frac 1 2 (B^n_h + B^{n+1}_h) \\\\\n", " J_h &= \\widetilde{\\text{curl}} \\, B^{n+1/2}_h, \\\\\n", " H_h &= {\\Pi}^1_0 B^{n+1/2}_h, \\\\\n", " v_h &= \\mathcal A \\, \\Pi^2_0 (J_h \\times H_h), \\\\\n", " E_h &= {\\Pi}^1_0 (v_h \\times H_h) - \\eta J_h, \\\\\n", " B_h^{n+1} &= B_h^n + \\delta t \\text{curl} E_h.\n", "\\end{align*}\n", "$$\n", "In this tutorial, we have set $\\eta = 0$ and $\\mathcal A = \\Pi^{\\text{Leray}}$." ] }, { "cell_type": "markdown", "id": "6e3cee7e", "metadata": {}, "source": [ "We now get our state-updating method from the timestepper, JIT it for performance, and run it once to compile. This `step` function takes and returns a `State`." ] }, { "cell_type": "code", "execution_count": 56, "id": "497e1dac", "metadata": {}, "outputs": [], "source": [ "step = jax.jit(timestepper.picard_solver)\n", "dry_run = step(state)" ] }, { "cell_type": "markdown", "id": "82957c2c", "metadata": {}, "source": [ "For this tutorial, we monitor the helicity and force residual throughout the relaxation." ] }, { "cell_type": "code", "execution_count": 57, "id": "e5b133cc", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Initial force error: 2.76e-04\n", "Initial helicity: 3.48e-02\n" ] } ], "source": [ "force_trace = [ dry_run.force_norm ]\n", "helicity_trace = [ get_helicity(dry_run.B_n) ]\n", "print(f\"Initial force error: {force_trace[-1]:.2e}\")\n", "print(f\"Initial helicity: {helicity_trace[-1]:.2e}\")" ] }, { "cell_type": "markdown", "id": "f2a012fb", "metadata": {}, "source": [ "We will run the relaxation loop for a fixed number of iterations. It is easy to extend this code to also store the Picard iteration count, time-step size, or other diagnostics.\n", "\n", "For reference, $10^3$ iterations should take around one minute on an M1 CPU using the default resolution ($12 \\times 12 \\times 1$ cubic B-splines). For higher resolutions, we recommend using a GPU backend." ] }, { "cell_type": "code", "execution_count": 58, "id": "cb7cfda9", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Iteration 100, force norm: 2.31e-04\n", "Iteration 200, force norm: 1.99e-04\n", "Iteration 300, force norm: 1.72e-04\n", "Iteration 400, force norm: 1.48e-04\n", "Iteration 500, force norm: 1.29e-04\n", "Iteration 600, force norm: 1.13e-04\n", "Iteration 700, force norm: 1.00e-04\n", "Iteration 800, force norm: 8.94e-05\n", "Iteration 900, force norm: 8.00e-05\n", "Iteration 1000, force norm: 7.17e-05\n" ] } ], "source": [ "num_iters_inner = 100\n", "for i in range(10):\n", " for _ in range(num_iters_inner):\n", " state = step(state) # perform one relaxation step\n", " if (state.picard_residuum > timestepper.picard_tol\n", " or ~jnp.isfinite(state.picard_residuum)):\n", " # Picard solver did not converge - reduce dt and retry\n", " state = timestepper.update_dt(state, state.dt / 2)\n", " state = timestepper.update_B_guess(state, state.B_n)\n", " continue\n", " # otherwise, we converged - proceed\n", " state = timestepper.update_B_n(state, state.B_guess)\n", " \n", " if state.picard_iterations < 4:\n", " dt_new = state.dt * 1.01 # took very few Picard iterations - increase dt\n", " else:\n", " dt_new = state.dt / 1.01 # took many Picard iterations - decrease dt\n", " state = timestepper.update_dt(state, dt_new)\n", " force_trace.append(state.force_norm)\n", " helicity_trace.append(get_helicity(state.B_n))\n", " print(f\"Iteration {(i+1) * num_iters_inner}, force norm: {state.force_norm:.2e}\")" ] }, { "cell_type": "markdown", "id": "50584e1e", "metadata": {}, "source": [ "At the cost of a bit more complex code we can also replace the inner Python loop with a JAX `lax.scan`. We do not replace both loops here to be able to do logging, storing to disk, etc. more easily in the outer loop. However, the overhead of the Python loop is usually not dominating the actual computation time.\n", "\n", "`lax.scan` automatically compiles `body_fn`, so we do not JIT it ourselves." ] }, { "cell_type": "code", "execution_count": null, "id": "6532d0ac", "metadata": {}, "outputs": [], "source": [ "def body_fn(state, _):\n", " # ---- one state update ----\n", " state = step(state)\n", " failed = (state.picard_residuum > timestepper.picard_tol) | (~jnp.isfinite(state.picard_residuum))\n", " def on_fail(state):\n", " state = timestepper.update_dt(state, state.dt / 2)\n", " state = timestepper.update_B_guess(state, state.B_n)\n", " return state\n", " def on_success(state):\n", " state = timestepper.update_B_n(state, state.B_guess)\n", " dt_new = jnp.where(state.picard_iterations < 4,\n", " state.dt * 1.01, # few iterations → increase dt\n", " state.dt / 1.01) # many iterations → decrease dt\n", " return timestepper.update_dt(state, dt_new)\n", " state = jax.lax.cond(failed, on_fail, on_success, state)\n", " return state, None" ] }, { "cell_type": "code", "execution_count": 97, "id": "9e55c830", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Iteration 1100, force norm: 1.52e-05\n", "Iteration 1200, force norm: 1.47e-05\n", "Iteration 1300, force norm: 1.43e-05\n", "Iteration 1400, force norm: 1.40e-05\n", "Iteration 1500, force norm: 1.37e-05\n", "Iteration 1600, force norm: 1.33e-05\n", "Iteration 1700, force norm: 1.31e-05\n", "Iteration 1800, force norm: 1.28e-05\n", "Iteration 1900, force norm: 1.25e-05\n", "Iteration 2000, force norm: 1.23e-05\n" ] } ], "source": [ "for i in range(10):\n", " # ---- run scan ----\n", " state, _ = jax.lax.scan(body_fn, state, jnp.arange(num_iters_inner))\n", " force_trace.append(state.force_norm)\n", " helicity_trace.append(get_helicity(state.B_n))\n", " print(f\"Iteration {(i+11) * num_iters_inner}, force norm: {state.force_norm:.2e}\")" ] }, { "cell_type": "markdown", "id": "a41bf22c", "metadata": {}, "source": [ "We plot the force residual and helicity error throughout the relaxation." ] }, { "cell_type": "code", "execution_count": 98, "id": "cfdd25d4", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax1 = plt.subplots(figsize=(8, 3))\n", "ax1.semilogy(jnp.arange(len(force_trace)) * num_iters_inner, jnp.array(force_trace), color='black', ls='-', marker='s', ms=4)\n", "ax1.set_xlabel('iteration')\n", "ax1.set_ylabel('|| JxB - grad p || / || grad p ||', color='black')\n", "ax1.tick_params(axis='y', labelcolor='black')\n", "ax2 = ax1.twinx()\n", "ax2.plot(jnp.arange(len(helicity_trace)) * num_iters_inner, jnp.abs((jnp.array(helicity_trace) - helicity_trace[0]) / helicity_trace[0]), color='purple', ls='--', marker='d', ms=4)\n", "ax2.set_ylabel('relative helicity change', color='purple')\n", "ax2.tick_params(axis='y', labelcolor='purple')\n", "ax1.grid(True, which=\"both\", linestyle='--', linewidth=0.5)\n", "fig.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "ee959167", "metadata": {}, "source": [ "Lastly, some visualizations. We begin by plotting the pressure contours in the logical and physical domain. We also visualize the grid lines and emphasize that our grid is not flux-aligned." ] }, { "cell_type": "code", "execution_count": null, "id": "05d37b31", "metadata": {}, "outputs": [ { "data": { "image/png": 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bBSY+slUDDD2lhtSXaqOJcr2Bcr0Jszt8avIiS1w6vVGw3XwLJn2Dx8TCkv3EpEWMhl1tlEolrKysDEUTP/vss/D5fDyqRSNcu7u7+PjHP86/p8jiX/qlX8L3f//3c9zxn/3Zn+E//+f/jD/6oz+6xEchoGV8SuD6oti5GkEUJu/4aH0BgbOEICsCF96VslkrQu8wYCFg5IUvGebTJYobPiIBaiRlUoJC8rzXZjkkKERMjprje8QkX20gk9hFrdk8iiGeAP3l+0m+SujvEUFSMubT/beYjD0iYzDAZjHBY+uNejTbdSYtffLSandg80U1kRc14uK1mtBFBMVahx9ZrtZGUWrDeQakRagsVw/PPPMM3vjGNx7+3PeWvOMd78DHPvYxLorc2to6/D3FFhMx+b7v+z784i/+IhtWf+M3fkPEFgs89kgVS4/9PhAQOGsIsiJwYSSFFrRk2A67DDxLS+NQqWKLG+XPSkXpL8aJlAQdEhySickJl0S2WqyWZMp1Jig0WlXOqJtBtaJPcAbnYWvJvRNtSwoOGwub5GlpD6s1tP9sZhNsFjPs0hF5IfJVrpdQ0UBe1IiLSzJiPZtAvFhntYVUL0oRy4+QlnK9g1JtMtIiVJarhze84Q2HIRFyIMIid5svfelL53zPBB43JE7wuZk6MMsLHEfNOOwFETh/UMhEZYx3SwnlgXh3gSMIsiJwIUSFRr4CDj3MRh2b5rfSbQScNO6kw2Y1fyqS0l90281GhF1WOC0mGA36nq+k3kSyWOOFO3thzoicyBGRuq2LRjqLWrl65tuWQzs4hSKNnOWPkxfvAHkpVovIV2qoNVuaiEs4PMtjeclya2j/K5GWiNvO/qKTkBahsgicBbK5NNy6x/vrTIyAaUciNVkASyytnu51E6FzBy77LggIHOLx/nQXOHeSEm8X4bLqETRT0gqNex0le22Wi7AYdScmKYXMLhwWE6Y8NtjNJl6wU7JWodZkkkIqCk5BUE6ijFxk0sjo/Sv3VZkB8mKXzOx98TusrCzlyznkK3X23igRl24lhXzXjErbMXS5LGmptlG0qpMWobIICNx8UBKYwOmRa3ZgESszAYEhXLsazw9/+MNYWFiAJEl47Wtfiy984QuK1/2DP/gDvPrVr4bH44HdbsfLX/5y/Mf/+B8v9P4+rkRlv1VE0VhCyE0JWzrkKh0kiuRLOfh9o4Bivc0Ge2mEsNCiWImokALQLifg7ORwO+TBlMfO5nQa7VpPFbCWLCBRrCIV22aSMilRIQLQP00KmqK57CLu/n0vx3eR3N7AxqOHeLifxlY6zwljIbcdd6J+zAXcMFYzqGaP7yOXZGIPD+3r/knp+Wl3e6RlJ9fARrmAuqGKkIsUs4Hrt4qHSova6+skZFhAQEBA4GrA7A1d9l0QuKG4Vvz9937v99j4+ZGPfISJyi/8wi+wofPBgwcIhY6/SSjJ5v/+v/9v3Lt3D2azGf/jf/wPfMd3fAdfl24noA2TLiKz+hLCbgPH9pIRuzhwpH3Ql0KGeorLdUoG1EotVSWlmNmD22bGctDFhnNSTeJFSt5qHkb6nkRBOamvRBY886/MVurp8ffP4lc2x5+KwNBcNxVvhaY5tcxjlzDjc3GvS6FaR66U4pQxMu8bIx4URhLN+oRl0NsypLQckJZCrYOavQjJoofHbEOh2jks8RynshDEaJiAwOQQI2ACAgI3GdeKrHzoQx/Cd33XdzHhIBBpoUSaj370o/jBH/xBWQPoIN797nfjt37rt/AXf/EXgqycA0lJoQi3VQ+vQc8t6LRQpUWsmnme1JU28kgo+Dyq+X1O8gqFXNxXQotoUlEGk7MmISlnSk5GCEjdZUQzl0c9VziT7Z0HsakkdlGhGWwAzsgMkxYy55PHhfwtFqMR5WwSmXhvRnt0VEyNtPSJS7zYgsOiR8daQchlR77SQbXZeyEIL4uAwM0jKmc1AnYyc/1kzfU3EUWVMsurCCkQZQ+lgMCNIyuNRgNf/OIXOe+/D2plfdOb3oTPf/7zY29PSTfUBUAqzM/8zM8oXq9er/Opj0Lh5AvPx4Wo0MiXx6ZHwGxgpSRZbKM5kMKrRFRokasvAYs+G6dPZSpHf7NVSsBrtyAScHGiVbpUR65SP2x4P8l410lAiWXGg3LIdj4JA7UTGwwwGAy9y6MhPjcaDFiajsDnciLjLR401PdPvddf/zI6pwu5ALLVQr3RRKPZ4lNrkqZqBWKjlcQUYzug4axtUiFn5pmw3Ar7UKjWEKk6kCpWDvezFtLSf06JsJB3pdpooGbrwGbWw2+xIVc+Iq/jSItIDHt8QM3odDrV7amPSHfKBRttgwpaDddrO+P2XX//nGYfj9sOtdJrBV2XtiF3G4PZPMF2zNyizm3oEyCZTsBo6QWQEOjf9HcHLxtEPJOGSRpuW5eDSZJQandgHnPdTL0Bi1X5OhZjh39vtkjHrtdU6FlpKpAVyWqFxWKBZJV/bG1J/nKCTjrar5JkgcVs5nOCSSHpymSRf/4s5t5zLZlNMFOvWff4a6hfKXD087BLgVrrD/+OQQf6NZVJD2JkE5p/J3D1cW3ISiqVQrvdRjg8XEZEP7/44ouKt8vn85ienmYCQgvMX/7lX8bXfM3XKF7/Ax/4AN7//vfjccVJ1BTyKNDIV5aOoDfGd6UMHomnEaFCvQW3ZESu2gSqKXhsFpi9dlSbLezlymyYvwgVhXpM6MOUTvpKDlaL+aCU8QC23qghtdb3SiLbaFGBJEUEd2pI5wvIFErI5Iu9xno9d9ezj0Wv0w+d0/+4M0WywDzw5c8EholLE/UDAkP/5vNW60QkRgt5yexsomWTsNoooWRy8KiY1y4hW65NTFoGx8MoUcza0KFtK0Nv08HasqJUP3qNaDHgi8Swmw2Tx6u4yNECWkAbXW4UCnl43J6T3xG9ATqHA3oa5ey0r8V2KAXN5PNr2j+E7gQHQybZjoSO5u3ojUaYvX4emO2MfKY5RhaoqtsxmWDzh+CenkWnqf17q+MYDg4hsuOJ0ueXDu2GTGysx6dpu0azBFMgRKVbaMpt5wD2uvp99bQ6TFSi8wv8c6NOQ7w9VLryZKWsQFaIqITm53lf12QicTvS8L4YhM5x9F6yWMyYm57iKed6vQGjS36fmJwKl3t6yWKk3M8EvLA0DVwdMAjJPfw94HAPE6mgzTREVrx2Pd+fwc14VQiJ5Wr0aQrcdLJyUjidTm5ipobmz3zmM+x5WVpaOjYi1gcpN/1CtL6yMjs7i8cBkxKVkrGEgEQfOl2kBo6aT1roWKw1ETBUMGdtoWqw8qjXXqXXhXJeJIWO7ljNJj4ROSFi0i6k6eMbzXYFNJSWLZRQazSZlDTb7V6DvcqXvcdhR65URnLCMTAiNtxeb+oddeIjT2YTXA4bX06Ep09kyrUaypUaStUaqvVhX8lpyYvHYeOM9/WNXVaUoovLnCJ2GtJChIVGwHYLTXitBugsVQTNNg5c6D+9WlQWQVhuLpq5LJqm0ykrvJ1sBp3TNHwbDNCjiw6p6adY1F/UdlLp+MT7p6vxgMck20kkJ1O5iWTQV0U9lRgiGcnUpNsxMzHI727LkwwFpEc6WXqKSheZrQ20BojBoLKiBaSsmKsV7K8+RKNWVVVWxqaBHSgqmysvol492lZJ4fVdVFFWqGdlZeURatXjj61tdSneD537iASzotIFHm1soFarw+ShYeLjMHnlnwdLpbc4oO9a4lt7DSMfjBuEtTms1ni6w98HrVZziKz4jR2kSsNTHGriYVX+LgtcE1wbshIIBFgZiceHP6Dp50gkong7GhW7desW/5vSwO7fv8/qiRJZoSMRdHrcMAlRSXSKfFTDYdCzL2XwSLkWNWUQHqsRpkYOJoMN5QawksxzP8ogtBCVcQSFCIDLJsFplZigkOrRzKXQaNZRKzWQrTd48U+nSUaxBkEjXn1iMYhGdnxhmdpXbY/AmOAOT8NukxDyeRDR6c6EvPSJC425OawSYple5w1te3dtBXs6HfwuO6bmF5m00CheslBWJS1KKgsZ8Gk8rGkvwyTp4OpYUaxqizkWhOXmgha+CgeMtW+j3e4toE9DDgidTm8b12A7kxCP/v45DVlR2s4kqsbhdlotvt3gbdsNbZ9fg8ikE0xUJiErcoSE/jZdLve7pgrxGIWuXmeiokZW6iPhJaNEpQ9SVIio9MlKUYWI11Q8KzRVQkSlOkB6CG2bG6jVlB+LZXif1mmst1ZHtVZHS6G4sK3wHdRtHD3PNCVA4tKoZ0U/orTUW8NqXaN/NPQA9GsiKoNkpaXyOTKyeYFrhmsTXUxpXq961atYHemj0+nwz6973es0b4duM+hJEZiMqOT0JQR57EvH3pQ+USGSMglRcZgN8OmLsDTzrKR8eSfNsrBhIPtXS/SwWswwFSRGvC7cmg7h9nQIIbcT1XQM2+srePDC83hhfRsPNnexGUsikc2jWKlOTFSIiBye8mm0CunhyzQQlbF/o9lCqVLF7voKHj7/HL70xWdw/7kvY2d9Bc18Bl5jB7dmonhycRbz0RACHhckjWM1RFzoZKnneTytUKkeI2CpfAlf+cpz2FpbhVMy43bEh6jX2Utlk3mO1OKO6Qtnr9BEttpGTV/l19Lg5IdaxLGINxYQuDqm+uvYrXKeZZCpYglXDVWTevqiwPXH5z73Obz1rW/F1NQUT2l86lOfGnsbWgNTUu78/DwfnKc6EAqqGgSl7d69exdWq5Wni77v+74PNRVye964NsoKgcaz3vGOd3B3ymte8xremeVy+TAd7O1vfzv7U0g5IdA5XXd5eZmfnE9/+tPcs/Irv/Irl/xIrh9RoYVs1VyGx0SxwV1OeJKLIx5HUsg0Z2lmYesaUWq1sVMocZEjUZSg08p+lY3NtbH3R46g0BuVShBdNiurKGSGp9GtQqWGrZWHrD7Q4vukGEc8WFm5oKKVSq3Op2Qmxz/bpF3YbVY4bDb4rBICbgsaDQNKOjOyxRKaYw4reZ0OZPa3UU4kZEfF6LGlC2VkvvIcfE4bpheW+LkipSWRL8kqLWqjYYVaG5VGB01HCUarDlLDitpAYpjwsQicdBEfDCgr7TcBN5GonCQF7DoiraKq3NT2+vOI4xc4Aq2Bn376aXznd34nvuEbvgFa8E3f9E08lfQf/sN/4Mmj/f19PpDfxyc+8QlO2CUC81Vf9VV4+PAhvv3bv53XN5TKexm4VmTlm7/5m5FMJvG+970PsViMx7r++I//+NB0v7W1xWNfg0/iv/yX/xI7OzvMDqlv5bd/+7d5OwLaiUoaRXhtBpihQ6bcOVxUKhEVOZJC5Y9+uxm6WgZ1vQ7bmRLKBw3zBNpibH8bHruViZESpxglKfTmcdskuOxWOCQLj3fRLGyuVEFyZ4MX9CfFpKoIl0LicjBKXoi4UDKZx2mAz2djZaaks6BQrqAzMmZnMhpglyzYOogrHhwVG0daZhaXWW2J50vIV+qKpEVpNGy/0ETAboTNXIWL/UraIo7FWJjA44irQlSuAiiy2DMzj8cdFx1bbPIOhxwJXC7e8pa38EkraM38v//3/8ba2hp3ERJIWRnEX/7lX+L1r389vvVbv/Xw99/yLd+Cv/qrv8Jl4VqRFcK73vUuPsnhs5/97NDPP/ETP8EngZOPfZVMJfgtBi5wzJaPCv60qim0ePfaTDA2suhUwO3y1I4+iP4Ct2nQw++wcRIVLXzVSAoZz31OO7xOO/R6Hfs1EvkiqyjFGIXxngynGdsi98VFKSvjUK5U+bQTT8LjdMDrdiJi1SNksaNQKiOTL6BhcR4GA5BHhYjMKMaRlvxzzyHidWN6Zg5uWwP72SKa7Q4/p1pVFkoMc7X18Fqr/PwPvs6Ej0VA4OoRleuoqpznCJiAwFljtDbDckZ+6v/+3/87Txz97M/+LE8a2e12/ON//I/x4z/+43xQn0BqCh3Y/8IXvsBTTERsaDLp277t23BZuHZkReBiiApFEdel8qlM9E6LEQG7CZVCiosc0+Xa4SK0j0G/Ay1yS/UGfHbrIVkZJSk05uV3OeC0STzilSmWkSmUOa1rkkLFPs7CUzI0BkY7bgTN7GRfkmd5VIvuU7ZQ5JPJaITH5YDP7cKSa4q9MLlCCV5Th4mK2oicnCmfQB04O6kscuUKpvweLIfDbMBPl6qaRsOOXjNhNFpNdBxl6CTA1LAOpYUJhUXgcR4Fu0pEZdL0r/NAKp2YuF/lPJEslsb2q4zDoLl+FGrm+puA0aCWm/B+LR90y0yKykEYwWgK7Y/+6I/ix37sx05934h4UDG6JEn45Cc/ybUgNIGUTqfxm7/5m3wdUlTo8q/+6q/mdUGr1cJ3f/d344d+6IdwWRBk5TGCVqJi0AMNqcL5/pMUPB7dXoeww4xONYN4soFEoYqWxoSvbKmKWb8byCc5NphAagWNh1EqFUX6UoniXiqHXLnKb6RJScpZEpRBMtJwmvi+niU5UfpbJyEyzVaLx8ToRP0uXrcLU2E/FqejeHFtG8ZqnkfJzN5en4wS5NSWUrWOR7sJhMtVTg4jzxCpLJT4onU0jFQWMt+HHCbopRqsTethb4/aWJgYCRO4qaAelabG6NzriMdJVblKfhVOAhO40tje3obLdRQtbTmjlFryptA65Xd+53fgdvdeB+RD+cZv/EbuISR1haaUfuqnfop/fu1rX4uVlRW8+93vZvXlR37kR3AZEGTlMYFWokJ1Bw1Lz9eQLh2N42j1p9jMBkQcFhTzCezlyyjXj0dlqiV8FWsNlFIxHvFK5orwuezwOmxsli9WatjP5FE++NC/CJJCHiiLydRrrjca0S1luK3eYDTwz/xv/zKMRgNmoxGee3Pa7Xzbodb6TqfXZE//8b+7TB4ajSaXddF5vdlAcyTO8bRERonA9DwuSb5fZqMJrXYLt+ZnUChVkEhnTkRa6DHFsgXkyi9g2u/BUngKadpeocyPXW40TI6wxApN+OxGOMxVuA025KtHRxyVVBZBWARumrpCPSrjCh8vGulM8rLvwpUDqSpXERWTE6fTegQuE0RUBsnKWSEajXIQVZ+oEJ544gn+/iZ/9+3bt5mQ0MjXO9/5Tv79S1/6UvaA//N//s85RWzQG35REGTlMYBWomIxAXVLhUseM6XJ0r5IpA7YzXBbjYgl9rCfr0zcl9If+SoFPLg7E2bCQm3xWRr1KpYPG2/Pi6QQIbFaLLBKByeLBYbacJRuxxZAs0kFkS2OOa5RL0urwv/mdno9sLW732ur11NbvY5jnrnRnlvtj5rsTdT94nQi6D9q/WWliBrrGw1WkHrnDVSqNS6nPC2BGSUvHpcT27EEdg+8LeGAj0lLsVxFPJU+DChQIy4cfTygspAitrqfhL9cQdjjwq2wH/u5Ekq1xjGVRW4sjAhLutxCo6WHz1ZBwGHjYIdxPhZBWARuEtnqlzBepfEvKXh25upJSyAHR8DOU1V53M31J00CG3dwS+Bq4PWvfz1+//d/n4vSHQ4HX0ZpX7RemZmZ4Z8rlcoxQkI9h4TTJKqeBlfr01Dg0ohK0VgCLL1YYmoXxwRExWzQIeqSUCumsJqqIjtijtdKVKiYMORxwu90wGI2olqvYy2WPnxzTEJSxhEUUkQOSckBMaHyxVYhg063g2o5j0yairRqqDfqrIK0Wm3VN6pVklhtyeZ7xYqTgEofLWYzzGZTz0hnNsHpsMNi8hya9qu1Wi/Vq1xGiVO9lGectZAXz/QCJ4Fl873nOFcs8ekYaSGl5WB/Kn0hyY2GkQGf1LBovYG56AxypIzlimNVlsO0MIRRbzXRdpahswKm+ngfiyAsAtdZXblK3pRRQz01z58Vstmrq9BcxgjY4+xXkcOg4i6gDiIdNKbVx/r6Op599llO+pqbm8N73/te7O7u4uMf//ihH4XGuajy4/3vfz97U/7Nv/k3HH3cN9hTbwuNhr3iFa84HAMjtYUu75OWi4YgKzcYWolKxVyG06xHsdZB8SA6VuvYFzXQk6KSTsewlysfa53VqqaQHyXk6Umee+kscqUyL9gn9aSokRTJbIbLaYfbYWeC0jeIFxO7SCWoAb5+QE5ONltM95WSybr5yb/siN7VVQpR7XYbHHY7XA4HAl4HdLMzPfJSrqBUqZyIvDi6NZRTceT3t4YUlz5pcTvtCPt9uDU3fWLSQmrYZjyNfKlnwF8M+bCdyismhsmNhe3nmwg6jDBLNVjqEvqThYKwCNwkwnKVicpVwVVTVa7qCNh5weQJK7bXC1wOnnnmGbzxjW8c6iMkUCfhxz72Me5QoVqPPkhN+dM//VP8q3/1rzgVzO/3c+/KYHLuD//wD/NBUjonohMMBpmo/ORP/iQuC4KsPOZEpWYpw2bSIVvpHJqZtRCVvomePCpbezscSTwKLUSFjNhhr6unSBTLSOSKPPpVk5pYiARgrGQVF/FaSAr1jRA5cTnsrJzQtovlCvbWH6FcqZzKI0IYJCYdh4XkFZw1aBSMTtlsTpG8wOtAtVpFoVhErmMcS7g4tMDlQiqdOaa49IlLvljm0yhp2Y0nDve3VtJCYQiUcjLXbmMpHMFupqA4FiZHWOLFFkJOIyRLDRZYOUqbfy8UFoFrjqtKUs6LqND4lyMyfe5E5SS4KXHF5FdRgjDX3yy84Q1vUJ34IMIyCuocJMKiBKPRyOljdLoqEGTlMSUq/Whii16HdKl9eLRaC1Gxmw0IOyxsFr+/vj5U7qiFqBBJkcwmLEYCsElmHhXaTGQ4SrePzO4mAoYm/C4nytWaZpJCi3AXdbXY7TxGZTToub2dukXyxRKyuxs4KcYpJt1uL2XjvCFHXoi4OBx2BAJ+hPUGnjnNZHPI5nLoOo88MX24nA4eu+uPgA2iT1zkSEs0GMCdhTlWWShVTAtpOVRZmi2s7SUx02whbJMgOW1IFXvdLoMqi5KPhQgLKSw2SxWSbnzjvRgJE7jK6spVJinnRVQo/ctgNp/5dq+yqnJeKWAXXQYpIHCZEGTlMSQq/Whig64XTTw4uTWOqAQPTPT78T3EyEQvw+jViEo7E8d0wAOPw8YG8s1YGqWRlvn+Ufl0vohowAtjysAGdjWiQlG8Aa8HbqeDDexkfE/n8iiWymwSP0mc8KTjXNyzcgmlkERcMnTKZntkzeWEz+vF9FSUT/lCgYlLsVg8NFBSbDGNkakpMKNqCxEWSguLBHyIBv3wupzYiSV4/6qRlkGVhdLRthIZBN1OhLyA1e9mlYUu1+JjoT6W4EHjvQRthIXwrred3by9wPXDVSIsV52kXLXRr4tSVeKXFBGt5lcpXbBf5aTmegGB84YgK48ZUTEagKZUQbfTRarYQVtjNDF9ZEZdFh77WtneRK4iv8hVIyqORgGh6RAvTKknJVsabkwf9aZkiyVE/F74XA4ksnlZkkJmcCIpNqsFjUYLsVSaFRQ6in8RBEUrWTFUJjfdn0TCp/uQzxf4RFKu1+OBz+vB0sI8E75cLodcLg8nWtjb2jl4ZsdjUG3ZT6a5THImEmQTfiqb58vob9Nzo0VlSeaLqDYamA12sRT2s4+l3mpr8rEQYQnACLu5CiusqI4hLB4H8NH/p4nvfIsgLI8zLpuwXAeScp5E5aI6VR4HVeVxAynrAo83BFl5DIlKs93rUBnURNSICvlTplwWmA163N9Yn7g7pa+m2L0upPMl9qUQYRmEnImeul7ypTK8B2SlT1IoYtjvcfOJ0qwoIWtjN8ajXoRJScppCMogdJUCDJLhzIiJHMZte5DMUOtsMpXikyRZWG3xer1YWlyEx+3C7v4+uvn0REfVDvetN4xHmztMFElpIU8QxR+TH2icytInLFQkubqXwFyrhWmTESmThEK1rsnHQoSli14Xi01n5RQ7OcLitvde96XjliqBKwKK6D1NTC/f3mDQtI1UrvdeD/hlFj+UckNxnadNuxnZDvWl9O/neT2us9oOxRMrpX7R5bSNk6SCkU+lP/6lN5mhN5r4XAtS6aRsWz1dZjCZZX9ntGj3DtJ189UqTJL225gHm5L7l0lWmChVcqDJ3qIzjFVVLDJPi8Vqhdki8bkSmgpjYNWBfhXJKnG6JJ0T2lb13g7dQfDMKOj7wx4IQyr3RnRHYfIGZS+3+IYPDtD4tzMQgSWZG74efUgP/Twcm0uJo0N/z6ADXcU0sgtGNqP5dwJXH4KsPGajX9R9MglRoQ+FKZfEHpfn1tb46PckRMVczmB6OsTG9o1Y6rDQsY9xSV80CuZAA5ZGCQYLjXq5uRuEjuLnCkU+ql87GGW6SJIiRxoMXjv7R0wm00ARZK8U8qIwer/65KVWq2NvP8anp1/2Uk4tm5maQsDnQyyRYCWmvz8mIS10i0KphOlwCIszUU4R24unWMVRIi2DY2GUFra6n+ISyaBDB6vbjni+LOtjkSUsXQOclirssKI8QlicVsBsJHM/pb4JD8tVhcnjhclych8DLcSNrt7rvKuxiyjfbcHrGSlc1BugczigJ7WxM3mn0eB2St0WWt0Wut32iYsdT/K4TrMdKnxU61HRG40we/2sxXZarYliigcN9UR2bP4Qi7qdpvp3Vy6fhWdmXv7+mExwhCLsnRzcTiaXhv+gP0IL8tUafDOzrDK3GrXxj6dSxZSMQGcyWxCcXaDmXzQbvdFme1398XlG0jP7IKLinVvEYhdoyKRvldsGKD1TNaPt8N+SxYLZ+Xl+zqh8uCOp7xedwyN7ucVixlw0DHR1XF48CpOML5Iv9wx/l1iMRkz7eoSp35vG99M9rIg73MPEMWgbJsi0LvHa9fwaGlySeFUIieXxS4C+URBk5TEx0xNRoTXzJERFMuqZqJAv5Surq2iNlDyqERUqQvR2yvCEfChQglQqp0lNGUU+tgOd5xZe8eQdJic03kWjXpl8Ae320Qf9JERlUpLCR5U6DR6rMhiNXOZoDHn533QZtdcbDEZ4fV7ONpflJv0m+26PwNB9py8h8ozUD7wj9DP5T86TvOiJiHS7+PJzz6NRbyAcDmFhbg61Wu0YadFCXGi/0ytwvdnikbypcBB3l+aYsGQLPY+M0mhYX2Xh5txUFpV6AxEfMB9wYzt93MeiRFgITFh0VpTr3cPeoKDZAfLvDwa+CdP91UMzl0XTdDplhbeTzaA7wSI6MeBRYKXFYICeFr6FAnACcjCooJi8vonvz1k9rpNshxSVcSByQO+ueioxlmSoFT+yotIFSvE9dGQWvoPIpZX7WEhR0UGH/O422gfkgJCe0N+SqdDBkS4SGyto1saTlZTCCBgrKjpgf/UhGrUqMvXGif0qpKhUusD6oweoV6sTmetJWemDFBV6zlZWHqFGxcIqyorO7QcSWcXvQKPTi5WtXfaDjsLklc/stNCDGNyO2QSzJ4D1ZA71gQ9ma3NY0fF0h8lLq9U8Rlb8xg5SpfZh9xZBTTysDk+dC1wzCLJyw4kKWSga1gofWUkX24ct4OOIisNsQMRlQbXZwf311aHbjSMqVrMRAdRgMlixm8xybO0oxhEVWuBSz8rCdBROuw1Omw0vrK4jlRlefGslKVoICvlNqNiRipHo5NC1+GfeibSNTgctaq5vtdFutdCkZvlKhf9NI1dkYK9WqlhbWxtqrT9ssj84pxMRHSqBdDqdmHHTl9zBYR/yfTQPiEu9jlqtimQNqJ9Rtn3AoudxtdL+NpqSE2vrG7BZrYhEwkxa6O8QaSFfy+B+00Jaktk4ipUKpoIBzEZDcNis2IknD70s41SWTLGMerOJuVAX8wEvNlN5zYSFXp9uqQoHrPxvp6THWrkEZ+v4kURBWK4WaAHdPeVRT1IMeDsnXNQn47s9ktGqo5lJIzByRHhS/8lp789FbmcSjwrdnoiKFrKi5lHptGgbDbRVDs5oMdW3eRv1Q7IyqVeFoopNkhUtKv6t1dCsVU/lVWnS53atyqf6KYogCXwwq1pFTYas1BTICkcWt4avT5/pRFRKOjNJ7Ip/T2dR/46hQBwiKtRHNoq2AjHrNo6/TkhRIaJSGyAr+pGJjdG+tsagufYAdBUiKoNkpaXyOSIzFHJuIJWycsIDMNVT1incVAiyck3x63+kgajQm1wqH6Z+aTXT94sei/U2HmysyW5biagEnDa42hXUGh0uAxyUerWqKe1CCtPhIHxuF/egPPdojX826o1nSlJoZMvldMJqlXjBTrO9hnqZCQNJ5kQ8spkM95fQaVzpIpEQp8OBUrEIW7OnKmjBNh0pMplgpnlnaq+3SHxudzjg8wcwpdOh1WyiXCqiVCqiUiodIy9qufqD8Hi9KBQK/Fj6qku9ksdatcr7gJSW+dlZREKhE5GWWmofa6l9BOeWMRMJQbKY2U/UPFgkjVNZaExwPZbCQriL+aAfW6kcjy5qVVhCjhqmLHYki72C0yJErLHAzTXD37TUr9Okf52EqJxXAeRpjfWUAiYfUyIiiwUeTwiyck3htAFSCzgY75cFmYuzOCAqGuOJ+9HE2UoTq9sbmomKyaBHUFeDtdNLeiIT/Si0EBUXGggv9WaUKWEqddAlYpMk+DwubD96AachKaSUuN0uuF0uSJLER/2ZjKRjyFSqPA5FP0/iM+kTE6lphtSuTkRU+mg2m3wql4a/EEmNsdntsDuccDidmPZ4WYUZJC9liiRuHP+bowSGHi+d9vePL1CIuBBpWR8hLeFgENs7u6gcHN3TSlqSW6t8JG5+OoLbC7PY2otxEIIWwlJrNJmwLFICnaGNGCxodTpju1jMhgiMeh1K3SoarSMPhOhhERC4WKJykclf1xHjVJWLxrjPc2quV4JS+qOAwFlCkJVrCBpjIYXRY+8REjnCwkRFV+HRLy09KqTC0NgXFT4mSw1s7m5qJipOyYyAro5WW4/1/RR7DyYlKtZWGdFAACaTk/0o5EsZ9KRQZ4rH0OYUq5xMkaEaSSG1w+Vycf+I2WRCu9NGoVBEcmOFR7fGKSZykCMk52Gkp/tGSg2d4vs98kKKi83u6JEXb8/YWKtWkM2kkctk0D6Ytx+9j65oFO12C8UDL4kc+qRlKx2DxR/BzPQUbt9aRiqdxn4sfrivtJCWQmwLLyR3sfzky7A0O8Xkk4okCWpjYURYaExgjQhLxI+IroFYy3yMsAyqLCY9jdkVkKn60Gp3YTe3Ye5IaLTVCYuAwOOG81ZTTktUrruqosWrIiAgMBkEWbmmPhUaa6SUIyIsLhtQqAyrLnldBZlS+3CxNk5RoQ4Vq8mAvQKlRm1pJio+hxXebhWFck3WRD+OqNCYUNDchd0a4cLB9d09PiI/ilJ8ByVpDgGvV5GsDBIV8oJ4PW4mKAa9AY1mk8efyEBePcGXqRa1pE9WaBzsvBLAiCwUCwU+9ckLkRaPz4/o1AyfisUCE5diPj90P6JOM4rJXX4sWsbG6ukYVtMx+OaWEQmHmPDt7O4dlktqIS1EnB5+5UuYvf0kF0laJQt2YslD0iOnsvQJC4UpEPldiAQQNTaw3zaj1T5OWIqZPTy1vMxBEM/u7SDiCPPIoMlShaFmPVQV5QiL8K8IPE64iUQlOeFtJiUqkyA/Jv1LC4odHZRClNWM9Wqf6Wys1xAecJboR9SPw+BnuYCAEgRZucaGeiIspKq4BwiLwwoU9RVkyh0M1qGMIypU9ribr2E/Rg4KbUQl7LbD0Spzd0osK08g1IhK2O+B19Bm097a9t7hmNDQYxzwpqSyWSzMTHMcI3lKRhfMtHCnLpFgwM9+FBrpSiZTrKJQW/uk/SeTjnNpIStOw9m5/OiLixb9hXyeTwaDAW7qUvH5MbewhA6VQGYzTFxo35hMZv559LGNIy6ZrVUU97cQvf0El0vm8nns7u1zqIBW0kLje5XaEhvvb8/PYGN3/5CUKhEWhj96QFj8mDI2sQ8TmgOEhRTBGZ8dlUISua6TzfX0utbrwoi6TOhaqtBVrUMJeKMQhEXgcYCWxK/rRlQopvi8MYmqciNHwLyikFHg8iHIyjVHgwhLBXDbgLAXiDcryFU6qB20eo8jKiGHmUe/SFHRSlQouGra64KlXsB+Os8pTpMQFbPRiKhND0nfHhoNGsWoiT5fKLJR2+/zYHc/frhIpgz4gN/PRIWIAi2mN7e2D30WRFIm6YM6ieekd2eOyMpZkhIlHP8bbd5nqynaJxZWWzw+H3yBIJMYyv6vVo7nN2ohLuSn2Xrhy/B4PIjcuod7d29jby+GTHY46pKeD6Uvv/T2Gitkt596mpvvt/cTh0Weqmlh/ig2YmkmLFFjEzGdmYMb6HV5e+kWF4ptZUqoNfOHHhYiLfFiiwlLw1KBvt7rHhD+FYHHEZROdNOIyklw3uNfdpxeVTkJtAasCAhcVwzXhApcy5hiOkBN4SMdqcZHmvtt3kroExVK/HJJRsSL2ke/qM1+PuCBuZrHViIjS1RogalEVKiNfsEj8WjWyuaOLFHh7g6FtK9MNgev2w0U0nC0a1hcmMe9O3d4EU1N7S+8+ABb2ztMVJikaFRTaMHeP52UONh0TdgNbbhMF1cCqXRfzK0KKolt7L34t0htvMhKkyRZcffJpxAIhZhQyWHcPsjlcnj0pb9GMbaD2Zlp3FpeYrI4SliUAg6oT+aFZ7/IKtrCdAQB73AJWZ+0DN0mvY9mu82mexozpJEws9GAiMcBYz2H3VwZtZFGaXqNUy9QstTkviC39eijjgjLSaPABQSu29jXTVRUrtr410WoKmojYGoYVwR5GkxqrpcCYuRL4GQQZOUaYNwiitrpC4YKEoVe4aPHpldVVQg+m4kjislMv72njahQ4tdC0EsmAV44FivHZ2CVSIpBr8d8JIiwpONyxwcbW7J57eMiiVObq/AYgde86pVYWlxgw/zWzg5euP8iYvHE4WjSpCTlJIRg8EQjWDRmZZGsnN5lkXrxwyazuVcmaTAoEoTzBo2AVVJ7ePjF/4NOOYNIdBr3XvLSE5MW8qHsbO9g/fm/haVVw93bt1nVGoUSYaHRtZXn/ha7qw8xFfIj5PdqIizkV6GRMApeeNJj4jHE/WwJyf0jRbCfEtYnLLVWF+lKC1V9BfaBCmNBWARuOi7Cn3JZqV+TGupPgrOOKr5q418EMQImcF0gxsCuOLQc7SXPSqINJAttSGYdvDY9ul09XswfVy1oAeeWjExWMpUm8rWWJqJCRY+zfjeq6bhsf4oaUXFYJcyEA2gVs9iIHY3+TEpUSEmZWpiHw25HzWDAcy/cR3lkrGkSkqIV1IFitdngt5thNJkOyIfx6N8HtbnUOjw1O49Op82FkUogPwv9vlf8WDtoru+VQNLlZ23Op3GwWqXCEcd0Msb2EYxEsTQTQTAUQSoRRyqZkP27/f0kN2ZAMcsPXnwR0zPTmJ2Z5yLN3b3hxYualyWWTPHfnLl1l0lTPNXz04wz3meLFSxPhZAv51E6WCQo9bDQ630KYZj0bbikKixt6dDLJRLCBG4qrrqR/iKTv656p4qWEbBTGesvAVrN9XIY7NASEOhDkJVrDkr+Snd7yV+01KzyCFgHbVMVPpsBmcoRqaCFm9NiQNBhRq7aYrIyeCRaiag4JDNmfC4UEnvYjGfQlon6VSIqEb8XQY8LmdgutvfjaB3E6k5CVKjpPWo3weWMMDn5my89y43ro4trLURlHEkhr4dks8FqtR0SlD4Z4db6ZpM7TlqtJuq1Kis5vQb7JowmMzp09P/hiz2yMtJar6N/Qwe3SQ+j2Qyb2QK3ywGz2c+/66N10GBfKRVRLZdQLZfHEhilLzpOC3O5kdg7ep7p/u9vbyEZ20cgHMHiTBjz0QA291NIp46SuuT22+gXI90vUlkq5QpmZmZgW17C+ubWkPlezcsST6XR6b6Iudv3oNfp2MOkRlhMlSzC81O4v7UHq8WMEPmeuma2C6kRFiqNNBl0sJhrMHakwzhvkRAmcJNwESWPydTZjJWl0ufro7kIoqIVV1FVuc6ImIVH53GDICvXWFWRzL3kr1y5M9SlslbKw2HRw28z8iIuW23zgo0Sv8JOC4q1FlLlhiai4rZZ2Eyf2tvGdjIru2iWIyomowHz3GBuwubqo8Nyx0lICo1OhYMB+E09g/fG1hZHDxN8Pi/8fh8qO7unUlOInDjdbrjcHiYofdJgble5uySdzPE5KROjC/BRSFYrm9iJaNQOzP1O/dH+6h6csnKP1Wg8GBs7aLGXrPAFw9BHptDtdFCtlJm89AjMcWVq8O8MEhiXpxc6kD9IARsEkZbYzjZS8dghaZmL+LG/s4W9jPwXthJpyWQynL42vzCPO7dvYXNz65jqpaSyJNMZdLv3MX/nCb6ve4mULGGhmOu5SBCZ/W3EGgZIZhOWIgEEWlUkYe3dLxXCoqOEMKcJeksV+pqVTfhKEAlhAtcNF0FUstmzIRi5vNyn4OX3qUyKi1BVruoImCiDFLhICLJyTYmK0QDUzBWU611UB5K/+ijVO9ChBZ/NiFgpCatJj6jTgnKjjXhJnqiMwmXtEZVspcZmejnIERVaVC5EQ2yGvv+Vr8h6U8YRlaDfh5CVpO8O9mNJLiUcJErpTAaRcBjx1QdoT0hSSDEhcuLyeGCxSEwGqJskHtuDoV5EvVo9LFacBA5dBzZdF04DYJIhD2ogdaZKpxEiQqNlVABpcziZvAQGyEu5WEAhm2HSIQciMFN+L7qlPKydJoocvwBV0hKdncPs4jI8vhyrL9l6VzNpqVQqePjgIeYXFnBnKojtbImft1HIqSypTBadF5/H4r2XsMKyE08OERZ7MMqvKepe2Yole68FfxTbqSzmQj7Uc0UUDu6LEmHZLRxFGrfNFejGJIQJCFwXXJSi4ohMn4mi4pmZfyx8Kmehqpx4BMzmPtXfFRC4ShBk5RoSFVpyUq9KvNVFvjr8QThoqC/WO4iV9jHtlmAx6pEoNbBfqCsSlUFVxW4xYdrnRL5aw/rDB5rvu9Nm5aPftUYDD194bqiFXgtRcdrtmI5GYG6UkUpnEIvHZYlDbmcD0247fD4fksmk6oKajtZTcSIRFKfLzV4TIgfFQh7xvV0uWHTo1VUTxcc7QEr641M0enVWIOJEp2wqeUReHE7YHU4EwlEEo9M90sIlkLkhQkePk667v7Vx7L7KHc0j0rK9tsokLjI9i+UnXsLjY9l0SvELc5S00HO1trqK6NQUZoNB2GxWbO/sHlPk5AhLJpdH9/7zmJuOYjYSwnasN89uMOgx4zAx+d3YP/LW9IhyFPFsAWGvC+hYUKjWVQkLvRyTpRYiThMsOh2Ktd62xDiYwHXERZCUvkfFYB5O/TupR8VgtlxJn0rqHMa/rqqqIiBw3SDIynX1qXR6xY+DkEv+KtZbHDdMXSoU76qFqPTN9KVaE6sPlInKqKpCscTTQR+nhK3cf17RZyFHVIhQRMMhBH1eFGI7WN/fR60mr8jQ2Ff7IEbXHwjIkhVaRJP53R8MwecP8JgVmdipFLGQz6FyoGBQkpdjQm4hN3JFOHy855j6dUhekgkmRU6PF25qr59fRIQKInNZFLJpVEoluLw+VmFKMkELo49j8AuzkMuhVCggPD3DSovb68Pe9iaPt6mRlsGjfPt7e9zpMjs7C/tMGKvxDBojoQNyhCWbz6OLLuamopiLhpmwLExHeSTw0QvPoWv3HnsNphCFxWREwA40zSZUD8om5cCGe2cY+VobbqkKk0HCSOrxEMQ4mMDjTFTOMu3rpBHFF0FUsjKFxNdZVbnMETAlc70UnHps2uspVlui8ZcToCYTXiQgyMq1U1WsFqBADfWlDh8lHlf8OOXqjX7FCnV4bSb47BZkynVFokIFe3MBD2rNFlYevKiZqIR9HoS8bqQLRWw8VL6dHFGhRvr5mSk20u88vC87OtTHoD8lnU7D4/WyalIqFo8id+12+KcX4XZ7WO2gBvdMOoV67ShqedLSRiWCotRgfxJ4TJMrMrlMGvlMmiOSiZwQcaETmfTp51RsX9Ywr/T4+qSFbkNjYOR1ic7MYfnekzwmhti+4pfoqMpCZJJ8LAuLi7g3E8LDveQxAipHWHL5Av/9hZlp/N2XvwTFUgVr27u9xvuGfErY7kHZaNjUwa7BONRyr2S4p9FInfmo4V6Mg10OdEYjn051e4oGP8U2rtt2qDtFbzJp2g5dj7ah9fqDY1+DaoreZIbeaOLzk4x+9RUVOjeYzJoUFlr0GS2S7O/ocrp/o7+P0+eh1POwaUGh2UbUYoFZ422o/JEU7lHQ7U0D2yGiYhnzEih1dJB7dLR98i6SD1IJXZN1bAqYJEm90Bhp+K/oJPV9T49jdLTbYjbxee/3yq8Bup4cJJORDypRRxad83VlFvQ0BTKIqOM4MTIZALoanQ9CjR+ckDsIXBEIZeUaERV6YzokIFnuoN4aX/zotZrYVE/t9JVGG5n0PkLO3gdcn7AMEhXqUZkPejiW+OH9+4rKyChRmQn54XU6sJ/OYm99ZSKiQt6UaCjIZYEPnn1GVU0ZRblc5sUwtdcTWZlymhAI3oNktbGKsr+3g2w6PbRYPw+Scog+WVHwhpyEjIzD4Ta7LbQzCWQyCUhE1iJTCISn0Ol0ObUsHY/x6NukpIUUmrUH99mATycy7O9srAG1miaVhZ6fRw8fYml5mX0sj/ZSqA6QRiXjfaFYQq1eR8hqRDbXQmXgdSGXEkYgX9VSNICwoYG9Tm9sTI2wGPURTLtNsFr1h+OUYhzs4mHyeFUXP+NAC3qjqzef3z2B1+w6baffRC8F1Y98D0JP4R1eP38qdTR8BvSN9KP+FCI7Nn+I55A7Cj45JTP9oEeFtuMIRVhBHbedjkO50JDIjidK91GHdqP3+ZDO5xD2+DAJ7K0OgrMLnH5CASlqyNebii31RC7Cc4u8n0mF9gym3sig0tUhpLIt/+wtLLcNqMt4PmvGnt9uXBEkFfbOz85wtEu93lODdI7hIl45GF3D+9BiMmMuGgK6OtSbDZicyvvY5JFXbSweLxOVaV+PSNE6Q3IfV4cc7mFiFbQdJz8BycAVDbSzB4UIrwohGajZEriGEGTlmoAO1rvswG69jMLBnL2aqkKt3X67CdlKk4lKf/yLtkOEhdbVuzs9LwPBqKfCRw/anS4TFVrojSMqemqzj4Rgt1qwFU8hub2umagYScGZnmKPCqVB7T1SJkdqaV/ZTAavemIZIZuRH1ypWMDm2gr7UEYxCVGZiKQoKCvnQU60oEYkrlxGZv0hCokYZkJhzIbD2EkkmLQoGfKVR8TAMcc0YjY9v4jFO/d4LAzZrCaVhXwsqysrh4RlbW0NRRz/AhpUWYjEWiUJX3ruPhx2GzfdDybKjRKWfgfLZiKD5WgQwVYN8W7v6KASYaGG+2y1BVgrMBslNFTWcWIc7PzQzGXRPDjSehL0lYdmNoOuxsX4ddzOSZvoiRzQu7meSmgiGUrRxKyodIFSfA+dZuPE8cREMuiATn53+5BkyN6PMWNjPUWli8zWBlr12qGqMqlPhZUQHbC/+hCNWnWsqqIE2g7t552VB0gU5bvERlUVJZCyUmkbsProwWGy5CCqGrtVeoqKDo9W1vjAEUHn9qveL5MnDGSGkxxZUdF1sbK12zPu55Vfi5aK/Hen1OgpK4T1ZA71ZgvW5nGFx9MdfmxUCzAKI83udoFUqT00xqsmZlaHH5LANYMgK9dEVSFDfbKtzacSLycw55FQbXaQrgxvN1Wq8ZGfsMuKil1CtlxjTwspKoTNVE62R2WUqFA08UI0zOdru3HkBlrExxEVl9OB2akoL+5Xv/IsiiVlY6MaUSFz/bzfCbfXy16UB88/J3sU6rxJCnlHyBMTsEsIup3o+jy8HXp8nW6HFRdWdw7OtSgcp4XT62PvSjYRQz6VgDsQwlQwhJlQCIVMCuu7e5pIy5DaUqOwhRcxNTePmflFZGx2xHZ3eP+OU1nocZPxfnFpCcvLy0xYCl2jLGHxzi1hKhxCIpXGfiLJylso4EfDYR8qFJUjLJwQlshgLuyHp1hGzmA/Rlj6OBoH68BkqkLXEuNglwFaiHdPedSTlAfezinfW1dxO/H97YmUDNnttFq8jXHbGedR6bRoGw20VUpvtXhU2ryNuiJZ0epToftBRIVOp+lTaVIxb62qSla0+FRoO0RUyFd4GlM9fZ56DiLwZclKS3np1tYNq5T0nUhEpa9o6yzq6lFLIb2TxnBr9QbaBvX90FXyDDZbh4oKERUaNdfLlUuPKFKN9vHvZCIodDU6HyQrLZXdKqwg1xvXjqx8+MMfxgc/+EHEYjE8/fTT+Pf//t/jNa95jex1f/3Xfx0f//jH8dxzz/HPr3rVq/BTP/VTite/qkTFYgLyugqypY5qN0R/AUbpX4RYsfehM2qqT5ZqqOWTiHqcvZJCm4UJy0Yyh1JsZyxRMRoMWJyOMOlZ3dlHUcXoOUpUpqNhBLxe5ItFbN2ntLD2xESFPCpTU1PwGDvsqfjbL/41bDbHqYiKGkkhczcd6bJYbTxiRilbRE7o5LGYhzwqwalZbrcvF9S7X8hTwl+Q9RqPHtC/++enbbC32h1cUFnM9eKm2bdzSFqC8ATDeNoXYNKSie8zedJiBO3toy52Nzc4YpkM+NQHs7u5DidaqirLKGFZWlrC2vo6Cp3h6zvsdsy6rJwMRkSFQOc0zjDlsKPZtAxFYSsRllgmh6jfg0oig4Z9eGRhdBzMoA9jymVG3VSBuakcZyzUFYGLRn/s63Ew0l/Vhvqz7FM5C5wmrvi0xvpxmMRcf9bt9SJ+/mbjcuZUTojf+73fw3ve8x786I/+KP7mb/6Gycqb3/xmJBLyH46f/exn8S3f8i348z//c3z+85/nZKKv/dqvxe7u+I6RqwJaBjus4C6VUZ/KqKpCCy+fzcTGYSIqNNKlVPwYz5eQLlXx8oUIfE4btlJ5FBTUkdHRr8WpMHdhrO/GNRMVUh+W5mfh93iwsx/D+nN/OzFRIaPg4uIiL3TN9QJWH76I7c0NxPf3mUBQ5O4gSdFCVGgBPkhUiJjYXS74wxFMLyxh+cmncOuppzG7fAfByBTPEtt1HZjqFXRyaS7LjG2uYXf1IbYevoDdNTq/j437X8Hmg+f5su1H97Gz+oCvQ56exM4mitkM2u0WJJsd/vAUogvLmLvzJJZf+grM3X0SwelZONweJkQnUVWIDNEo2CB6pCWOzfvPIRPfg8Pjxfy9l8DtD/DImtaxNdpfmVQSGysPYZEkLN19grtr+vtdDv2xMCJi62tr7DdaWlyE23BEkiTJgoWFOZTKZWzd/8rQ7Td39njmetppYrI8CCIso6/XTLGCQrmKKb+HRxxH/VmD7wsKqshUWnCY9ZBMR8STCMukBxauM+hA0MLCAo+OvPa1r8UXvvAF1ev/wi/8Au7evQur1cqfrd/3fd93OGoicPqkr5OOfT1uRGXS0a/zJCrFMT4VrarKVYXJG7zsuyDwmOJaKSsf+tCH8F3f9V34ju/4Dv75Ix/5CP7oj/4IH/3oR/GDP/iDx67/O7/zO0M//8Zv/Ab+63/9r/jMZz6Dt7/97bgKGLf4sVuBVLuCfGX8+BeZ6YmspMtNHgEbV/xIC8cGjSvQkfz8+CN4pCDQ6Bf5TdZ2YygltREVuv7y/BxMJhPWNrdR3N9S/TujRIWb7CMRNtLrqznEVp7jeN0+KOWrUi7BHwjy5ZOqKbTgJmLgcLmZPBA67TY315NPo16p8L9tnd5zpaaZtJstdDptzSNWfegNBkRcTpgsEt8Hj98H01TvaFSzXkOtVEK1XEStVOT7pvZFSiQkl1ReNPRJSz6VRGBqBsHpOTi9fiZRHvQWm+OUFt531Z75nkokF27f5fQwSifr7//RL91BH8v6+jovjImwrG+so6yz8L8b9QY2NreOeVjoNbq2tY07S4uYcZqwme8MKVByCsueXo9b00H4uhUkDjJ3lMbBKM7YZu5AMlWgb6m3299E9A8E0WcqERUiInQg6MGDBwiFjtuAP/GJT/BnLn32ftVXfRUePnyIb//2b+fPCPqcFrj63Sk3gaiQof6qEBX6zPScc6fKecYVXzRuamyxwGNOVqij4Ytf/CLe+973Dh2tf9Ob3sSqiRZQw3az2WSvgxJolGhwnKggY9S+KFDUntUM7I6Mf8kRlQT7VKxsps9WlRfK/aPLDsmMgNOG+7upXkJH0MvmwHy5qqiqzEeDsFrMTFSK8V1NRIViiRfnKI0EWFnfRDWxOxFRcbvdfNSWkNt+hHTyoL18BOlUEveW5lCwGdGot8cutK12OxMUp9sDk9nS6yMp5Lm/hIjPINkgxUE9e+UIlHCjFl3sl5RTj+rVCp9KB+NbpKpIdickB50ccPp7Xzb1comVmXI+e2x7NpcbXquESm38lzKRlsTOFntbQjPzmL39BI+L0WlQZVEjLtZOE+uPHiAyM8teFtqvRFoISl6W/lhYn7AsLy0zIa1UC1jbSQyltw0SllarjfWtbdxanEe02cJeedgPMEpYyHu1m8phPuxHMZVD1eoZIiyj42DUbk/pYA1TBcbG4zUONumBoL/8y7/E61//enzrt34r/0zPI6nYf/VXf3UtPluvIq4rSblMRWXS5K/zJCrjYoq14DSqymkb689rBExA4LEaA0ulUjw2FA4Pv6HoZ/KvaMEP/MAPsNeBCI4SPvCBD/ACuX/qL5QvQ1Wh8se9Rhnl+viY4qjLgg66ij6VQaJiNOg5PrBYayBdrHBDfa5UwXTAC5dNkiUqc+EgHFaJG8SrKokog0TFYbPxwpIWn4/WNziKVitRISJK+35+YQHFYhGbX/4CUomj9vJRdItp9l54Dxb0cgjYLLg9P4tbT70Mc7fucg8Jtb/vrK/g4Veexd7mOispfaIyyWjU4f3oDpMVIhODp0lAj4cISXp3C7sP72P7/leQ2t7k/RmYmcPcEy9FcHYeVsfRYtru8aJRrbD3RevfpnGxrQcvMEnxhiKYvfMExx/3MW4/EPkr721hb2sTHp8fs0vLh/tg3FjYxsYGHE4H5ubnEY8n0JIxJPejjQnVWp1HwjwuJ8IB9YUKvX5L1TqyxQqiPjdHc49i8H2yU4gjVW7DZtLDalYfB7tJ6B8IGvxcHHcgiNQUuk1/VIwCEz796U/jH/7Df3glPluvGwRROV+PyklUlbPGace/TqeqqCeAaYFaXLHA5eFzn/sc3vrWt/Lalr53P/WpT2m+7f/5P/+Hy7Nf/vKXK17np3/6p3m73/u934vLxLUhK6cF7fDf/d3fxSc/+cljBUmDIOUmn88fnra3lVOuzrv8MdutIKdh/MtvM3GR0n6hzgrMuPEvaqenBe9upoDawRE2OgJNM/4zQR+cNmmIqEwH/XA7bNiKJVGu1o55BOTgcbvYo1KpVvFofZOPig8uOtWIis1mw527d+HxeLC9tYXkiroRnxbERBJoBMnjDxxTNpxuN568fQsLd5+E3eVGPp3C5qMXsfr8VxDf2UZ55AjvSUhKH26TET7JciJyooW8kOoS31hl4pJLxGC22hBevIXZe0/BPzULtz+EUq4XKTyKceSFzPbksaG/M7N8F6GZOV609jFun7RzKWytrcDucPJo2CBhkSMtRFjm5+dRyBd4jCgajcDakk/RGXztUAcLme79pi48TsdY/0osk0ez3UbgYMRNzb9C45OlRgdNYxV6lbXFTfKunORAECkq//bf/lt89Vd/NY93UsLbG97wBvzQD/3QpX+2XjcIonL1iMqkqgrOefzrqqsqatBqrhc4GcrlMvu3yXM4Cai0mewQ/+Af/APF6/z1X/81fvVXfxUve9nLLv3puTZkJRAI8KhIPD4sF9PPkUhE9bY/93M/x2Tlf/7P/zl2p5OJ2+VyDZ0uGrRIsktgRWUwlk8OqUqCm+nJpzIa+TeI/uIs4nFAMhmwnS4c61LZSWVRrFQxy4SlVx4Z9nvgczmwnUgxmVEjKn1VhWJm56enkM0X2KNCxEgrUaEF0q1bt/gIO83L1xPq/pbBRTCZvuk1QsWFtMj2B0O4/eRTuLu0xAvnvY01JijJ/T3UKsdD109KUgYJACs/J2ywnwREKPLJOCsue49eRDmfY5UltLDEo2Ba2pjliAspMhQEkNzdYu/LzO17Q23G4/aRvlxAduMRbA4H5pZuDRHHUcISmZpG2GFmdeX+Cy8woaWkMFNNXskYfA1RrDElhkXtRlhH2pZHX6PV1B6TcZtkhmOA7A8SlkGVksz2NNBXM5QfW7P9OFB4CSUr/vIv/zKHnfzBH/wBj439+I//+JX+bL1qJOUiiYpSf8pljX6N61E5K1w2UdGCc1VVNJRAnhZiBOzy8Ja3vAU/8RM/ga//+q+f6Hbf/d3fzQedXve618n+vlQq4Z/9s3/GqbperxeXjWtDVsxmM0cPkzm+D1oE089KO5vwsz/7s/wF+sd//Md49atfjauAcYscSv9KtCooHLRqq6kqYacFjRaV2zXHjn+5rBb47FbEciXOOO+rKoPYTmaR2dtif8pCNIiQx429VAa5YlkTUZmKhLkXI5ZIYnuv93e1EBV6fpdv3WIjfTyRwMqjRzCW1VNeRhe/zUaDM+nvPPUyPi1MTwHlAjYe3sfWykMUVcyYpyEpQ+h2oddd7NuKugEy+zustMTWVmA0mjB1+x7C80uaSIvcYyH1afvRi/zv2dv3WJEahBppodZ7KqSUbDbML98eUmf6z5k/GEQgFMb+7jZa6V1+L1NKGIUxLCwuKsZWD76W6PVVbzQQtRtUfUJ8n+oNpPMlhDwudHPHX8eD75vdQhy5ahsOiwHGa/MJebEHgn7kR34E3/Zt34Z3vvOdeOlLX8pflEReaNRr0HMkII+LJinUSH9WoKLH0xKVTG6yBK+rGFGslajcBFXlslLAKPhkFFHz43GQgzx9g6f6mDH6SfCbv/mbPLpLybpK+J7v+R583dd9napt4iJxrb6KKa2GWN5v/dZv4f79+/gX/+JfsATWN4WSpDVowP+Zn/kZ/lIlkygZQGmkgU7EGK8qzKZerwqNf40LJCo30zz+lSiNfxGTiX7K60S+WuMiSDmi0h+b2YzRF5sOT99eQqlaQzqvPrPfJyqRYABBn5ejieOptGaiQvPrd+7cgdls4qbzeCx26GnQSlRoQRyKTsHj9/MiGKU8Vl/4CmLbm6oFXZOqKeM8IFwCeQHKyigMJhMb8ROba9h5+AKSWxswWiyHpIU6YiZ9fKSybD+8j0qxwNHK/shxOV9p31EPCxEW6qcZJSzTfiei07NIJeIcmECg55u8Exsbm9y1MjM7o4mwkH/FYjYjYOqMHQeL54poNJuYDXrHjoMV6x1uuCez/U1XV05yIIjCSgafUwIRHsJpe4JuMi5aTTlrI30uLz9iehGKynkTFbV2+vMkKuepqlxVWL2RM+1YuWqg8Ad6vZ7k1I/iJk/foMfvAx/4wJnct0ePHnFoym//9m+zX0UOZJkgxfys/uZjlQZG+OZv/mYkk0m8733vY9JBpiBSTPqz1ltbW0NfoL/yK7/CC6Bv/MZvHNoOsckf+7Efw2VgrKneCmzXyqg11TtVqKV+3mtFodZC7WD8S0lVobXzjN+FZruDvex4s7DFZOQFRzxLozMW2K0Ssnvq41hBvw/hYIC9BOlsTjNRoVjUSDSKfC7HM+y0SJqUqJCpm4gKxf9ur62iW8xzh4laU/xJlZRR6A7a66kIUm80wuZwwWA0scm9315P+5LSxrjRvt1Cq9HgfwdH/BangcMfhFuSUOm2QF/RZMynk93thSccQfTWXVSLBWT2dzkKeZLHG9tchydYRiA6w6QntrU+FJ/c35ejX+A0apdee4DZ5dvQ3bqDzdVHMEsSpucXUcglEdsbfr3S814ugV8Hs3NzqNfq/H6XO3LYTwmj0AZ6zVHjfX5jEw2LSzEdrJbaw47JiKVoEO5qCXmjQzXO2GqKIuQwQtemVmXcaNCBoHe84x2sPlNpLkUXjx4Imp6ePvzyIkMnJYi94hWv4KjjlZUVPjBEl/dJi8AwLpKknE/iVxKemflTp34ZLcqe0csiKvn65Rx0GEdUqkRUFHx82kog/adWVQY/QycdARN+lZODvgcHR2UtI+POJwF5E2n06/3vfz8fIFb6u+9+97vxp3/6p6r+7ovGtSIrhHe96118UpqjHgTNwl8nkE+FiEVew/hXwG6msXqkyo2x41/UVG82GLCWyNLaWVVVoXGa+WgIzVYLX3j+EeYiAUzbjahTHG61JquqeN1uXiySj4BOWonK9Mw0/P4Aj5uQmkKYhKiQLyIyPQvJauUm+/jeLqztBrK6DvyhCBK7O7IjKZMSlYDVwv0nZGanxbrZamVCQiSFyMrQtiNTaNXrx8ocvQceoD7azSZajToTFypw5H9Ti71GIjEKSgGrlQpMioZIUKeJxv42cnoTk5bp2/eQTyaQS+xrPgLOpKWYw161ivD8IubuPIH9jdVjihXt11HCQtfZXnmI2Vt3cOvJp2DQG1AuFbG7uQGnQb6LJZvtdd9Ep6ZQq9dQLORVv5ST6QzcTifmpqewlqkMPefHCEujiUSugLDXheJ+Ch3XcHrcYJwxme3JB6Y3VoGW9UZHGU96IOiHf/iH+bOCzqlkNxgMMlH5yZ/8yUt8FFcTF01Sziua2GC2XHg88UkN9ZMqKkfZh9dn/EvgZuM8fH3FYhHPPPMMvvSlLx2uo9lT3O2yykK+bho5o6L1V77ylUMkh1LHfumXfonH0S7jgNS1IyvXGWqqCqWq2izAaqnEjdpqyNVSmHJbEC82xpbXuW0WeGwSdjIFNFptVaJCmAn5YTIasbK914scfuF5LM5EsTQzhbXtXVRq9SGi4qLY2eko0rkcH+EeByIqXC65sACn04md7W1kMpmJiIrJbOZeD6fLzf6I9YcvolqpHJY85tIp+MNRuH1+ZFPJiYmK0WRij0bE62GCYrYcsEgq0azXWDWpUjljq6fetFtNPifVhDpQmo06UjtbCLldPS+FToeaTs//JvXFaDLDaKaTBSZJgtXtOVwIkmJRr5R5O7wtDeSFiBSd8gnlCG/bAWmRAmG4gyHY3R6kdrdQIylDI6ytOspbq7BEZjktLL69gdKID0iWsNRq2F1fxWv+rzdzXPaD//W3h7+T62Kh10Fsv9fRszC/wLJ1rXKcsAx2sGzt7uHurUUELV3ElQ9E8us8hShHdE/53dg5eEsqqStmQwRRlwlGsw6Vxs0eb5rkQBB9sZFCrTbzLHD91ZTL6lC5qhHFFzn+VTOqj+6OV1UC566qCFwvuFwufOUrXxm6jEJS/uzP/gz/5b/8FywuLvK6b/Q6pLDfu3eP6z8uSzkXZOUKqSqxZgWlkU6VUVWFPgKDDjMf9S0ezKYoqSoGvQ5ht4N9KoXqeF+Lz+WEx2HHVjyFerO3bWLc6zv7WJqdwuLsFNa395iwEFFx2u1YmJlGrlDEzt7RQllNVaFFDhmorZLEzeXFQnEiokIjX0RUiBzsbKz1Guv1XTj1IxG/+Rw8geAhWRlHUshbYXd5uCgy6Hb1iEmtyu31xXSKCQr9PE6NIAWlYzFD53T0Rr9Gr9Coo4GjlKk+SKEhM7zF7oCFGuzDU/xk98kLNddXC7mh8as+bG4PX14rji/ZK9AYRiEHLzXXP/UybO/u8GiY3HblQIpQdWcdjWAUkfklJixUUDmI0bEwImLhmTnEtzeZsFF55Pb62ljCsrm5iVu3b2NxaREPHzwEVAgLeVF29+OYnYoiX9hGzeRQb7c3m7A8FYS1cFQWKaeuNNpdlBu9Zntdw8rP501VVwTODulMErXkyRfpN6Ho8ToQFTLU02f/WRKV0hkQlesCkQJ2+SAPNo3h9kFly88++yyXn8/NzbGPm9Tvj3/84/xd/NRTTw3dnkbxadxr8PLR69jtdvj9/mOXXyQEWbkiqgqZ6gvF8R+G1XYGPosJe4XxR9xDbgcvDuO53uJYTVWRLGZMBb1IF4rIl8pDJuU+YSGFhQjL2tYeTFYJC3PTKJbL2NzZ1URUbO0aFm+T2VrHb66qivF9ELSYJTZPi1xqnM+SEW1nm+9XX00ZRS6dxOzyHR4VM9ePxxQTrHYHKwxEUEjt6HTafN3E1jr7O4hsaMHg2BVzmRMY7OlvsaJS6e17et547IzIi90Bb2SaT9VSAeVcZoiY2NxeVArKSWejoJGz5MYq7B4fpqNTmI5EkYvtYnNnR9t97XbRSuxBbzIiPLvA97VwYAqUU1mmF5dhMpmx/uLzrCjNLN5CPTqFxP6eKmGxNgqcEHb33l02G9JYp0GFsFCUsdvVGwd7cWUN+oERL7lxsHypipDXia1673lTUlcM+jBmzGbYJB2Ktd7rTY6wCAgQEsl9SMHz662QgyAqVyP5q9I9m9Ev9qqco6qiBadVVZT8KhLdt9TNLtq9SDzzzDN44xvfOOQ/JJAH8WMf+xj29/d5jPe6Q5CVK6SqVBvqqopRr2Oikqk00Wx3VVUVq9kEr03Cfq6IVqejSlSIPMxFgqjVm9hLDh8l74OjZUlhmZnCraATCDlRKJSwsa2NqDjRxOJt6k9p49HDFTQPWuLHqSq0iCXCMTO/yOpDX03h3ykQFd4HpRKPbM1FwmwQ74MW1i6fH+5AiMe7yC9CKozUqPJo1ySQM8h3u52xMbpaCcEheUnGOTyASInN40VgdoGVkEo+y4ldlARWUYllVgKRHiI/RIJ803OQHC5k97aROFC7xiG9uwVfdAahmXl+bvIjI3eEu8tL6Nod2Fl7xONgdErsbmNuepb/TV4jNcJirmaxvbXNahxlvWfJ0KICijOmvzk7FcFuadgVP0hYOB3MYMBtexjORhGFg8VBn7AMqis0lpmvteGSqChSUhy9FOrKyaAj75dCKo3m2xsMp9rGWW2HiIreZOJt0PlpoHU7FE1sMCsX0OpNZuiNJj7XaqSX86fQZQaTWZN3hRK/lIz0dDndX6XfUxqSSUPkOo3Q9kdpU8WS5pj2vk+lr6jQ7ahLSun2RFQsGl4StD2zxTJWqaHPuHG25a5VYkO1ZJW/ZnuM8Vkn9Z4jSbJwWiKdD8Lk0RBXbDl6vUhmEwfv0PkgLCM/D0IyHd9ptA2zQQ+L8biyRMmmozAbjn+Xmgy9E12dzvuQ2eQQxv3+uuINb3iD6sQHERY1UNjUuMCp0THgy4AgK1dEVSlqUFXayKHZ1iFbGZ9cQjHF1UaTY4rHYTYUgFGvx8rukWQv16nCHpbn/xZv+nuvY6P0i4/WNJm0Hd0GlpaXUa3V+Ej5oAF6HFEJT03DHwqjXCRT9jqXRY4jKn10CxnYI9M9I7xOB08gBJc/AD2ZvAs5JHe2UC2X2ECuTePpQTXFi0shT5cIHvGrHBWj6NBqhRUh/+wCnKEo8pUSUtsnC5Mg3016ZxNWlxu+qTmYliTotzbQbjY0Hamkfhdft4tbi0tY1emQSx69bijq2OnxIba5xuSxDxrNo1SwW/NzuN9sDP1OjrBQD0vW7eY0Ko4dV1FXiAxTdDaNJ+YL+yjplb/US4kdpF12BFwOZHZjMPqG4zT7hIXUFZ0uDKdFz0WR5lbPjivUlbOByeMdWhhNCiIYxoMeoK7Gccaz3g6NfRFIUSFfmtnr55Fden+dFOO20+9OcUTUI1+J7Nj8od5Y6cBBIqVoYqXEL9qOIxRBF13V7VCHit+h/BlJZMcTpfusQ7sxPJ6czucQ9vigBUazBN/MLHKVKqY8gYmSvwYN9UQwwnOLvJ8bI10WxVYHWisVW+Ze0iFkttNHuW3AOJpAXhXy683Oz/N9osTDQXQkh+YSSIvFzEozbag+EM1sdI3fxybn0XWoVoDWCV2dDo1G77k3jdnnFo9XvkLBY+dxWkon7cPhPt7jErTJJ5kFTAYmHl6bnh9X6+Ct6h1DRiwi7+BaQ5CVK6KqVMaoKsVGGmGnGXv5+qEPQklV8TttMBv1WIv3UrfUVJWAxwWX3YbNWAKNgy9EtfJHOmK9H0+i2WpicW4GK+ubXMynpKrQ6NfS7Vv8gTsJUfFZDZhduM1HqeK7O0gPLIK1EBUaQaLRpMjCEm49/Uq0my0e8yqkU8ink1wgSSSFWs21QkvUMJE3ve4MSMmYMa5iMs4ns90BCTrcferlnCZWSidRLxUmnvmuFvJI1B8xAQov30FmZxP9r49xpCUT2+WY5uWFRazp9MgmYnD7A/CGIkjt7/T8QyPG+/jONitbd5cW8dyLD/j5UCMsNHProDCH+Xnu4lEbB8sXisjmC5iOhvHiyip0TuVxsGSuCK/Dxulg/UE2uXEwKop0mKPw2Yygl/BBWvgxCHVlcjRzWTRljsJqRV8JaWYz6J6CHJx0O6SmjC7q6ROqnkqMJQdqUNvOJG30rKh0gVJ8D51mQ1VRUQORDB10yO9uHyMZh/dLg8+lp6h0kdnaQGsgQKTfL6EVpKjkqhXsrz5kP+FJu1RIUaH9vLPy4Nh2JvGp9BWV9UcPFLu9NEUVE+m1SnyfVlYeoTaQwtm2jk+HGowrZkWlCzza2EDtIByHVZWM/Gj0UAlk/ug1RoqKrtvF6m6MR2gJlory97AUiAKJ4yo4qzMuPzbTJdT7LIO+r7vHx95aLfn3Ttfc7ikqlIZaaqN5sJlxgmhV/SELXHEIsnJNVBW/3YRSvY3KwTtTiaiYDHoEnTZkStWhDwMln0rE70Eil0ehPP7D3mtoweXwYm1rm2OMby3MYXlhDitf/hvIfXWZTCYsLUzx0e5JiErIacHc0i2Oy6OkL2qln5SoUKKXPzoNl8fPRyjvf+H/MHnpK0FKpY5K0NqJwttXGAM7KTlRgsXh5C/79MYqHxV2+EPwTM0ckpbR2q1x5IWSx+JrD+GfmUdgbhGFRJwN+f3HrkZacvF9VpWW5ucRd7kh2ezIpRJDSssoYaGEsPk79/DErWUmLIOvj1HCItXz2NraxvLyMsfkUsyuGmEhdeUJxzKioRBiI1Hgg6im9pBwWBH1UzpaAjrP8Jz24DgYFUW6pC5apgr09V5Sj1BXTg8iBqcd9SclhLdzCrJyku0opX3R7YlgnIasKG3nJP6UTou20UB74KDAScz0pLgSUZEjK5OY6el+0GdXn6ycxExPo1+kqBDB0EJW1DwqNE7LgSoD3zUnSf4iRYW2MfidNYmpvto6WpJRRCwRlUFvZ1tnHu9VGUjs5O00GkxUqgeX0/fDOLRlSB2F7hBRqdEInT96SFpkcRDQI4dGmyLh20PrE4qIP349+e/6Pjmhm9C/D38e8xmishwSuAa4Vg32N1FVofn3caoKNdWTXyVdGW8IjHicaHc6SBTUTfWEmaCffSrx9JHfQUlVMdcL3FBPPSrFUpmJxMrGFv+t5aUlbsEeBBnib0d7i3M6Ek7X10JUpnwOzN+6w36GUaKiBT6LkceP5u++BFaHE+svfBmp3W0+cn8SokIL9YnKG7vdIc8KEZT+6awhOd29L/xGHc1qBdmdDWS2NzhCmUiLf36ZTfqT3Bcy+qe21pmouEJhVlr6XTLj9kUuEUMpm8HLX/Ua9kul9o4b9gdT2Yic7Kyt8JjeveWlseWf3ew+k5RoNHpYVqXUck/bjiWS8HncMFaH/Tyjr/FMscJfxBGfW7bZvg8aB8tU2pCMephV1h03odVe4Go10Z+nkf5xSf2aBFqJilZoISqVU5rqteCy44rlmusnQdQsryyJsJObD0FWLllVWRuY11eC12ZCsd4ea6p3WS1wSmbEcqVeKpWKquJ3O2G1mLGbTI8lKkaDAfMz0yhXqkNdKkxY/vZv2Oy9vLTISgqB4vGIqBgMeqyurB76TMZhPuzD7OIySoU8t50PEhwtqspcOIi5ey9hb0o2GcfWi88jubuNerUCdyA4EVHRQlKIlJC5ncygksN5YID3YW7xFpZv38PS8h1Y3V5ILg8TC1JCyBB6krSwY39br4fkdPH41iB6pGWTSUu304Z3dgGuyBQrL4MYR1xIUSHSQklk4cXb/Dj7UNovZFK1OV1I728z6ZkNy3/pDRIWIpF7G2uczLY0rdyEfHi/th7ykUJquFdCfyQxnc2h1mhg6qDYUAlsts8W4LBaYCwdH0UZfL9RZHiz00XFcDRTQOqKwOODyyApVzXx6zoQlUkxCVE5iz4VLURFC84iAewsIFrrBc4DYgzskmA7UFXKY1QVh0WPDshUr35kSK/TIeJxoFCrc/GemqpC5CPi78UUV2Xk3lFM2Xsvk83d3WOLQqIhK2vruL28hFvLS1hdW8fc7Aws3SbHEzdGxg6UVJXI1DQi0QDSiTg30Y9CjahQ2/mdpSVuly/mMkjv76I1MDZBHpXby7fQSce5MX4c5BbjlIJDzfWcHCP1WuwpoWsQfrcHVo8PJrMFDV+ASYlSMhgXSlJzPY1VNJtMMqjLRZVlDoCICqE2Qlb6oO0RYaHCSWcwAovdiWIihlrx+PX7hGV04UDdLvHVhwgtLCO0cAuJjVW+z4P7qL9wIHUkPL+MdruFR8/8vwjMzCE4M88jB/u5439zcCSMDPap2B6C0WkmqoliRXEcjNSx5MpzmHnylQhHIojHYqrjYHuxOJbmZiGl06rdK8VKDeVqndWVnYOXiFKUsdPS8660W72kMDkI78rNhCAqZ0dUJvWonJSonEdE8UU31J9FVPFZqSpn3a3SH7MVEFCDICuXpKpIJmBFwwdvo5NDrdlRnN/sL6qo/JEIC6kq444ikwJB41uxdHasqhIO+OAwdbG6scXeEzmQckKE5dbSIv4/r/8qZHc38fDhGmq12liiQov5mfkFTPld3J2SkYm/VSMq3mAIS7Oz7LfYXnmRSxxHYa6WWP1xegPIxtWPTvYX4UROKCGLRslMVtthwzwRC5ptLqVTaDXrXEAZPChljCf24fAHWUVJrT8afaCcQkYKRS/+08z/JqWFiITe31N+mjR/XSn3TirkRXJ60KhUeORLDdV8DvVSCc5QBO7oNJOXfGyPZ9i1kBYiJ4mNFQTnibAsDxGW/v5KlSsILyyz2rO/+qA3Sra9icjSbb68vfIiEqXjz8tgeWQmEYfD5UZ0bgHJF+4PpcyNEhYaDYzH40xWioUCKpWKLGEh0MhiqVzBVCSMBytrQ1/Yo1HGsX5RZF69KLJU78BjBcq6MqShXCGBm4rLIimTmum14LLHvvqpX48DUbkoVeU6YPTAj4DAJBBk5RqoKpkBVUVuBIxM9X6HFfF8Ca2DQ71KqorTZoXbYeOW+o5SYUT/unYb/KYuj36VRkjAaPoX9aaUy2W4TEDeYDimqMiBiMrC8i0EnBK211dRzOc1ExU6kk8L24jXg1wyjnRsTzZGmca+6HLyUjh9fkWyQotu8ndYnS5YnW4YLRZ0O9R1UkIxlWDiQERisOmdF/dG41CiTS+6WOYPdLtMLOhE2zn2eMyk3Nhhttl5dMzuC8Dn8TEhoXSvRrl0SFxopMs3NYtSIgb11pEe6G/m93dQLTjgCkcRWLzFKkuVYpBlMEpaiKARYQkRYVm8xYWS5JPp494TT8Fss+GFLz/L1+093C4Sm2uILt9lwtJZfYhUVd3Yub+1gcW7T2J5dhorW8N+l1HCUtxZgdPl4nGwBy++KLu9Q3UlHsedpUX2r6gNbOX3t5B3OcYWRe4W43Bbp+C0GNAmPimM9jcal0VUiKQ4ZLonLpuoaEn8GqeoaI0nviiiQhHFV5WonImq4gmPNdZrUlV8EVVj/VmNgE05L7ZU9ayRLpVh0hoLOgIaMxY4DuFZuWBVRX+gqqzR4nMM6u0cJ4CNU1WCLjsXP2bGJHo1MjFMBX0oVquHLfVKqgr5TaJ2IwqlEpvqx8HpdHJp3zN//QxqtSqWb92CcSBLUE5VmV1YZKKytbYyEVGhI/CL955EwGnH3tojpPZ3FYlKH8VMklPB7O7h7Hca5VpeXEb09hO8ELd7/exxod6SvQfPsW+DyEq93FNnCGpeDy6wl2UryggFwvC7vHCazLA0m9Dlc9AXiyink3z/qEvFN78MezAMo2SFxUEjYF00KiW+rdJpFER4UusrrLYQaSEvi5p/ZvBx0thaYnOViQ/tJ9NBoZt3ahaS3YH01jo85uFjH6Q6xTdW+brBuQVFv1BfYSH/SmJvBx5/kIMixiGzfp+L0/x+v6rZnlJwKMo4EgqinR9W7kZf++RdoQ4ha/X4tgYPFJCHjL6LbCrh/cJof/1xU8a+tEQTawF1qJwGJ/GonASTGuovg6hogZaoYgGBxwGCrFxWAlhdXVWxm/UwGbSpKm6bBali5XBiSElVCfncMBkN2EvIt9QPYirYW6Ru7R4fQRhVVchYPz83g3Jij/swVh6tMNmhIkhKBZMjKjNz83C53NxIP1gKOA7hmVlMLy7DVK9g68ELqCi0zo8ujCmakjwYVApJIO8J+SqeftVr4QyE+Hc04rT34Hluca8VC7IEaGyql0p08SDUSAWBRq1q+Rzyu1vIbq2zCkLKj3tqFsE7TzDrHVfIKUteul0UE/s8Ckbjav65RW63VsMgYWFVpdlAcGEZ/pkF2D1eZPa2UK+UZf0+NJ6X2FqHzeWBNzw1lrDk0imUiwVEZueHjPhy6WA0DpbNZBCJRg7H9EYJS/+1up9IsFcr5Fc/oktFkRTj7XfZVZPBSMAsNzqo6oXR/qbiJhEVKnu8bEXlpETluiV/acVFmeq1FEBqUVXGlUAKCJwnBFm5QNAallSV9XLpsNhRzatSbqirKgRSVdqdLrLjelKKKQQ9LiQy+cPyRyVVxW6zwqlrYj+eOJbIJVf+uDA3i3a7g62trd42Gw1OATMaDaywEGEZRHR6Bh4aydpdRakwTNKUVBVajM4u34bbF0A1to39jbWhkaxBKC2IC5kU3KEIZu89hanb9zAVCiOfjGH/0QvI7u+wT0QJWuOHiUD0o34HMU71UAP5S6rZNJOWUjLOf4O8Lt65RUikFGlMFxv8+7VCDpmtdR4p888vDUUcqz1+2udEWKiQbe5lr0Q5m0FlZP58lLBUiwVk9nfhDoVZ2RpHWGgcTK/TIzwzd+x1MEpYCtuP+LrBkPKXLb1mm80WkukMggEfMJL4NfoeSBdKMJuMMJWPk/r+AQMy2hdqbY4UtxiFunLTcJOIylkoKqf1qNwEonLR41/jmuq1gAsgLwhqI2BKfhVhrhfQCkFWzhhqox9EVAijvSqjOFJVmqqqSjMfZ1UlrUFVmQ760Wi2kMjKj8oMYiYc5JjijEyK07HtTkVhtVqxff8rQ8SGCq3WVtfgRAOLt24fHvkOhSPwB0Mo7K2jkJU/2je6QKWCRyoPpIbgwtYKlzsqQWkhTElh7kAI7mAYDo8XnUwC+4/u84iXEunpY5KOFDKXDyaAnYScqIFM+ZVUEsmH95lc2akpfkLS0r9fPqcb6c019txQxLHNe9R8rLYvLDY77zMqnqRo49FUNDnCUkglUM5l4J+e5cegRlhofCy2vQmnxwuXZ3hsb5SwkFeqtL+BUDB4GJ2tNA4WT6XZpxUJBtHMKi++cvtbqNQa8DvV1RU6kFBvd1E1HJFcEWN8/THaSH+9icrlm+kfJ6JSPqPxr4uMKtbqVblsKHWsCDweEGTlAkHrs3qzNwamNgJGqkqlQQ2v6h+mgQNVZZxXRaoXYJcs2E0OHymWU1VCfi/01QK298aPf7ndLgT8fsRWHwy17PahLyaxtvIQJpOZCUswHEYoOsXRxFmFL7BRokIEhYgKEYCtRw9QKyurH3KghXFwdh7RW3dZ8dh87lmY200e89KCycscu+dCUvqgrpZ6uchqSzkZR3Zr44i0zC8d+Fm0I+gNwFSroZxJwRkMsz9GDdQpc+epl8Ou02Htb/6KiQoVR2rpqqFyTiI5FGk8rvOmmM+hkM2wuuJRa2CkRU08hk63g0hE+QuVXruDRZGSxTJWXbFbLcCIx2UQrK5UeyWRaj5o4V25PkhnTq9CnASCqFx/oqLVp6LJVH8GXhUtUcUCAtcFgqxcEIyG3mm9UtKkqqTHqCqNfBwejapK2OdGoVJFuTocJTwKGn0J+308LkPFe2qwWMyYm5lBNpdDOq2sdHAT/eoj+AJBvOq1X8XRxLW0tiOINqcT87fucjfK5qMHsHXUm8EHF79EbsgjMXPnSUh2J1I7W9h79CKVrrDKQwWOajhp63zAG4TPM16hOAnIXE/+kvoA0RokLc1KGY5QBK7o9Fgfyihs0MHcaMJGagYZ7xWIn2d6jpWY3P4Ogi4XBxFYrHY22iuhT1hIdUrvbnGBpusgqlmOsPTHwRK72+iiy/0rauNgRELy2yvw+nys8impK0RYqCiy0Wwi6PepqiuFSg3NVlvWuzL4fqw0O3zAoKKXV1eo+NV7+mkOgQuAUFSup6IyKS6zS+Us0r8uWlU5rxGwm5oEJnA+EGTlokbAzD1Fpd5SN9a7JIMmVSU4gapiMZmQyOTGqiozkRAq6ThiydRYVWVhbo5HcGiUSg6DpnpapFKkbb1eg99uVixKHFyQurw+zCzeYgP91spDOHXq+2Nw0UsjX9O3n4ArEEQ+lcDOwxdQyqZ50Uz3g8z0dp8yodBKUkipMVokjhueWbiFueW7kDxejh62BUKw+QKwev1cFEljWma7AwazRdbTolVVIXLSkok+psspyrgQ2+UeF8/sfG80bAJQRLKp0cD03DJ3sgw9VoMB3pkFdNttZHe3DmOUfVYrG+zJaE9BBeNQLRVRSCXhjUxx470SeBys3UZqfw9un58VNjVkUinoyhlEp46+NJXGwVKZLLxuF3uqlN4T1LtC6orbbkMrE1NXV+odOCwGTgcj0JnVDPhdgMt2XEkVuHq4WR6Vx2f0i5DRUGx83kTlqvWpnKWqctYlkH0Iv4rAJBA9KxcEWktvjIkrNht0yNczyNfUi/5YVYn4kChoV1XGNdV7nA44bFY8XH04NmUqGAhAkiQ8fLTCR7XVQMRkbmkZxVIRL77wHJ68vYi5pVscVzxU/DdAVJxuD3eo5DMpxLa3jqVCqREVTyjCJ4ofjm2sHDbWD44jlTIpBOYW2VTOxYsaiAot1imCl8agjAfnpDQQ+kpKt9th47tB6hGY/uPvN9nrdEePo9Npo9Nsot1ocNt8s1bhtC0lBPwhuKbn0SgVYPCHFBcppK5ktzeYKNn9QSY4ZMpvD/SiqKFRKqLY7WJqdhF+XxBrzz/L9987PcePIbOzwYRlEC6jEYVknMMLKP1LbsSO9n9/IZKN7cLqdCI4u4C9lQf8/MmNcXDLfTrFxZ+hqRnUVx8NLSBGu1diuzsI33kZnC4nigX5lDhWV/R6REIBBLxexJJxxS/2bLGCsMcFn9OO0Uc0XBLZhsdqYHUlaHLAbtHDYQRqTaBS6yWHiUb7qwtBVK4vUcnTXPUl46xiim+iqnIRmDI+HqWajzsEWbkAVYVGQXQajPVUAlludjkFTG0ELOC09VQVmVbwQUi1PCyeILbjKVVVhcaipsJBpHY2UZTxhAyqKmRijoRDSKXTaGTiY1UViig2m8xYeXAf5laFScr88m1ZwsK3dToRnV9kvwIRlXHoExWj2cxeCDJ85xIx5OL7imZvUlZIYaFOlUGyMkpUqKhRcrh4wU/khPdFp4NmrcYqhNvuZMKRLRR6TfLdLsy2nnqT39lCtzO8qCdFhcazDlvs6WSxwOLszSe3W004JRtaRF5G2uuNVhvfnsshVQjN0P2vVtAyGOCZmUMpEef7rAX0N4qxfTgjUSw/9UqksykmaJQe1i99HIWt04ad4pSn57lAUq74sk9Y6Dmnhvvo8h0mlvR8KREWAnWvkMpmd7mAQkGRsFCbfSAXx9TUNB4UekWRcs32RLDT2Tz8Pi+b7oce+0CrfTW1h6y3R1aSO/uwBKKyJZHxUgILvhncClrQruk5lvy5QhFhg/gSveoQROV6KypHQ5o3wKdyRkTlOqgqAgKTQpCVCwCtp5ttYHSya3QErNLMcdncOFXFO6KqKCHk83AB5DhVJRLwcZDUbkx53KWPmekptDsd7MfiY6sPvX4/3F4ftjfXOR2MfNLVcplJCpGV2cVlbq53HIx4We00TrWMSrHA8bWEcaoKgeNwp2fZvL2/+vCw80OOqPRBY2HuYAT5+B7frk9UiKCQn4WM6kQqaGFNi3fqJWlWy4eLdTLPkwoxClJXCDq9Dgf/HB6Ha9SHVA4iGLp6HQaLBCupNdRkb3fw3yWVhP5Gu17jy6h7hciRVpBqY9LpYLXa4bn9BKsy2wpje6OgwsnC/i7CT74UntkFxJ77EntV1JCP7XJvS3tmHvHVB7IKXZ+wkPKVS8aZrFQKeTRqVVnCwupKocDjgKSurBdeUL0P+7s7mHlJGD6fD5mMcp9QimKMfV54XC5ks8rqSrpYhs9lh9smYfTRV/MxLMzMc5M9odLooFJus6IioB06o5FPp7q9wXCibegP1NH+v2kbg5edBOO2Q8309D4fvx0zH9ygcy3xxDRiKge6nA+MKPz+8H6lE3xQQgn0O7rfStehZvr+QR01UOw5KdB0zve9WOLeq0mJCt2GRkm13JaIikXh5UEjpmaLdDhqWurooLwXhonK4PUkq5VLaul8EFWTE1oeXftgf/C2JKm3rYHLCDpJ/TkkDI7XShYzLGYTnw9dx9vzDI4D3Za3Yzaxp5XORyGZlN93Vu9w6InFaIDZoOdzi0IqCU2YyMFkGP433ZzPNU7rjUz9ClwzCLJyzqA5dir2fjTmyJGNFuV6ID+w0pFTVfwOa69XpXR05FpuBMxlkyCZO9jdVe+UoKI8v8eN3dUHaLXaqqqKy+WEy+nE+uYmdKWsqqpCH9jTM3NsqM9ns0OGaCqB7BOWe0uL2Flf5S8KOnperZSxu7HG19My/sVjX+Eox+JS2hQRgnFEhVA+ICs2jw8OkCJi5+heUmaIvNRLRdRKhV73ysCie1zC19ECXadZAaH7TGoKnfiWBgPMDifMdjo5eGRMcnlQ2NtR/dsKdwjVTIoJktUXwPyTT6OSSiCZGB/PapQkNCtV6Ax63j/02FWPvHa7bLwPzS+jVi4it3/89TtIWEj9sjld3G6/+7BHopQIC6krC3eegIdIZTqlqK5QUWQzs49AMHhIVkbVFXpNN9wBFEolhAI+ZPN5RXWlGNtG0etCwO3ATv+tWU5hdmYedouJv3CTpQYfEJhym1DrlmFWON4rRsHkYfJ4YRpZTE0Cer8YXb3nd3REcVzylxQ8ej/rjUaYvX5+56qNZI6D2nay2SQckWlt2zGZYKPPCh1UD1JQ4aPnIGFPaTsUvEFhFUrboWZ6v0M9CYLIjoe9bLpjY6XpfA5hz/jyQYLRLME3Q4EcOiRzWUxFJh/9oneY2WJBeG6R93OjrjzmWmx14FHZHhGV6Hwv0TBXq0PrcNRoTDGRi9mFRf43HZzro2ZU77CS61ShAJv52RlOl6wfHGzUOdQehXwBpMVkxlw0BHR1qDePPldNTt9EJZAWoxEzAS907Ls9ek3T5IYaJLfzWIn1lMfOmZkWx3FKGLTJe0kDJvsx4uG16fm9odWZaTnbrASBC4YgKxdgrKc3ZnXMCJhT0iNZ7qA5pgSSjvDmKzV0xsgqHtRRqrZRqal7FSiqmGJfkxn1hmMaFZuZnkahWEShUIRhzHXnFpdQq1Wxt7Mtex0iLKSq3Fte5kWo0WxCo1HH7vrqWM9Mf1Hrn56D0+fnRS+NEg1CjagQiJBUi3ncfekrUS/m+YghKQekoNSK+SGC0sckUcRyIQKjJEUJtOCq53N8ogWCPRSGyeFgwzxtt17ITbQoI7BC02jARj0zEUoLM6J98IUqZ8glZcnmDaAQ2+F95QiEubmeHoEaYaG/QR6Z+YVlVAt51BXG1vqEhVLaqKDT6QugmFEeIalXq8hn0ghEp3hE0ImOImFJJeKI3ovC4XSiVJT3rhCSqQyWF+bgsNmg9i7JFMqYj/jhqZXgjc7CSkcS9Xrs5crQN3tfovlaHG7rFJwWPfrf5ZQKJuapx6OZy6KpcnR2HPqKSjObQVcjyZBL/qJFPb3r69S9NIGCqXU7pKhMtp3el0eJ1N+BheakhY8c6gEd8rvbst41rc30PUWli8zWxpDKSorKJOgpKl3c/8rfsqJ6UjM9KSq0n3dWHihuR8voV19Ref7hA/6cOen4V19RWaWI/YPtkKpykpjinqKiw6OVNdRqvX2tc49PmTR5hkfDWVHRdbGytYvawb5jVSU//rVoqRx9B5Ki0tUB67EUao2j17TUUH/fWpvDShApKvSpnes60cgdV+pbLfn3XdfcPq6ydIFUqa12XHAII/ZUgWsGQVbOADYLQAeD5VJ/+t0qo78aHAEz6IFiI4tCXf2L1ljNwGh1IVuuqaoqzgNVZXVEVTm2PYMBPje12mdljfKDqgr5VAx6PXZ29xRTlvqqyvTsHIwGI1ZWHsm2jvehLxewv7mOv/OGN6FcLOCZ//2Zw/uhpqoEbBJCc4uwOpzsfSjllMd9lGB1uTG7sAR3JIpEuYjM9kbPJ6IAzUSlT3J0k5MUOfDYGHlgNjc4BczicrHHheKLJyUttK1SbJeTyuyhKCrJOG+zf//6pMVktcERCjNpq2Z7+9ZoMsMRCPHiq78vlEhLJZdhn8+dJ1+G5774/w6pXXKEhUbyvOEoP490XSV1JRXb45JIXyiMVEz5y7ZcKkFXSnMQRJ+syKkrJQRQq9cR8Huxsb07NArWV1eIHHaLaUSeWGSz/W69g81UDuV6suddqR0Z7WkMzC0ZWEltnPzA/GMHIhi0EDrVNtrt3nY0khUlMkK3p9+dhqzIbeekqV+U8kdEhQ4CnCb1i0ZIR0dQT+JRoftBRKVPVk7qUWk16kwwJiUr9ZHPhWa9tx05kjGJR6VRr/E2+iTjpD4VUlRoG3Rin0pr/PbaOrPytmo1VGu1nldlzIFH+vxqyShM9UaTiUr14HdtDelp5FUZJCUEKpWmy/qXk7G+1lR+v9HnY11mWqPR7qDR7cgmnlLRrhxojH4UdHMer9f42SFzV84NmVoDxn485IRoifhIWYjo4jOATTqKKaWFSh90sJCIyHpZ+eguwWE28Bq3NEBW5EbASFWpNppojHnXebo1lKq1Y6rK6AgYqSo0GrC/9lB1e1ZJ4oVfPJHguGLVx+J0sk9ld2cLjTFdLfyYfH6k4zGU8jmEppW7OvowGI1szKYW9dj6iixRUVNVKAEsuLCMOy95GrVCHqn1FV6wnwlRGRkDIxJwGqJyOOJikdAsF1HPZ1HY2UItn4XZ4YBzahaWg/EXzfev3UY5EePHbA9FYByYr6b7SkdhnZEpNCoV7m/po5xO8j5yhqd4/n3cfiGFigIB7jz5UtX7Q89VNr7P1/UEj+ZB5PpXHGgjk4zDFwzDaDKpdq8kE3E4idipxCPz9dIZuJ1OmEf8BaQOBj0u3FuYwXTQh0SuiEyxjIcvvoiyQgIRfdHSiGYRysWloiDy8TXVnyWuczwxIVuZjKScpPhxElS6F2+ov+j0r7NMABMQuGgIsnJK0OIjnQeK1R4xcdt7xIXUFirAptjSgXAvWWM9pYARUVEj1MTSnZJ5SFWRg8NqgdViRiIrr36MqiqpbH5s/DCZ6ukITyKZUlVV6Cj01OwcyqUi+1TUVBVaaNIRcrvLjZUXvsylj06PlyOLlVQVIipPPfkU9HoDG+lrMiNGSkSFmtZ903MILd5CyBdAdmcTud0tFJNxVgGUShQnb6HvwuP2npqk9GGy9R7PYQpYt8vjYURayDAvkecmOj3WPDt8F7usqhD5sAeJsPRmqmk0bO7eS+GyOVCMH1/QFeP7nHrmjE5Dpzeo7h86IlyI70NyujE/v6R6d1g5SiW4F6cfB62ETCLOY4v+sPqgO73+TLUCAsGjL/rR1y6pK9l8Aa12G4GDkkgTkeGgH08uLyDs9yBfKuPB5i4ebMfQbLfhpDe1SudKudHhYle5gkiBx5OonHWXynUnKmSonxTn2VBPhvrLgBaiohUXnQA2Lq5YrQjS4dZm7hcQGIQgK2cA4hj0WZot9U6kkpLaEvYAOVRgUYmrkIw6ZGvju1VM9Rz7VArVAeOezJcgxaxW6vVjbfWjqkrQ52FVZW/1gfxjOhgBczqdsNls2N0bP+MaikQ5pnhPQ+QwJX8FIlPIJGIoFwooFfI8EjYdDCA0Oy9LNqaXbvMReFKCqM9DK1EhFSZMhY1OF0y1CtKbqz3jPO3DYp7VEJvbcwZEBfD3U1bO6PuPDPajMcaMbhe1bIbHuugF6IhMQfL6uRNFK5iwVMqwB8Ns6LeFIrxdUl4CvuNfKDSiRQlh9Bw4B8iC0n6ifUudK65wFFO0bQXQ85ZPxnn7NA6mpq64DEA2mYDb62f1Q0ldoec0nUrC5/Xx9ZTA18tkEQ0FMD8zjXtL8/B5eiT+y1/6EvaSGTRaLRTjO6jVm3DbraqN9kRW9DrdkMIq8PjiKhKV02JSj8ppI4rPk6icdfGjVp+KVmjxqdwUVUU01wuoQZCVMwZNaJHKUiwDxCto/tDv0CPsMsAp6Q5brvuwWwxsqq8NzG/KjYB57RITFTVjvclggNQoIVNQ/0IwGPScAKZFVYmEgihXKiiVy6qqCo3bBENhJGL7h0koSqqKx2zA1MISquUSkvtHX+bFfA6xrXW4vH6EZuYOL2fFZvEW/HYbYuuPFLs+5OAOR3nsi2asYysvoprPDf2eFsh0GbXOn4SokKJBhGJq4Raml+5C8npZ7bAGQrD6g7D6/EwiLG4PTDb7RA323MliNstGJA8Z2mO77C0hwuGMzkwUvUrJYETcfLef4I6YcmL/0GMiN8ZGikkpvg+T1T40gqa0vwoHqWPOkPr+DNhtPA7m8PqHokjlCAsVRRIp8wTUj9BREp21XYXff/SFP/oatjUrcDjsWJydwXQkhO2VF3F/dROxVJoVl0HkK1U4rRLqKkZpMQp2dXHRqsqkhvqLIiqnVVVuClGZBFqJipbkr+uuqlw0omaX8u9EIeRjA3H87xRQmz+n9WKlDsTyHU6u4FZrSY+6gVqujdx6XWt1eWRkJ6+uqtjMRpgNLeyO8b64HVZ0unUeXVFDyKfuVRlVVdbWe50napiem0ej2WCvwDhMzffiHfc214cup/GvUi6LuE6H8OwCH/VO7m4jurCMkNvFo19kqJTDqKpCOf6+mTmYLVZOCyulk4rt9NVcBjYPdas4ObJYaeFNY1JEOEyWXh+Kkf0QOh77IlBqFskcFPWrNxh7LwKSWHSkDBmHSAr1sbRqNe5Q4XOZlJ7o/C2Y7A5YiPVqiK3UNduQ/AH4AxHUc1nsb62MvQ3fTqdjEkL3qTfeNfx6JMIyuFAipadWyMHuD6JZqfBtCXLRxuSRKaXicIWnMDM1gx2V+GVKA6NRMF90mv1ISnDqOpwI5g0EeSyM1BW5I6StVgu5bAaBYBjJ5HBqEsVwh4JB2CkJzGDA6uYWCsUye1iUvvwL5SrCXhePgjVURsG81il+v1NPKF8mUsEeO6JCEcVXEaclKhRRfFWJyqQ46+JHrdBKVDiqOKGe0qkVlACmxVivBacZARMQOCkEWTknDCYCUWJFrtJBvgIUdS0ukQs5TDAbdSg2ckON9bLbqufQsJjYXK82AuZ12JCLZdAZMb8MjoANqirtMUlSpKpUKhUUS8pfNKSqeHw+2OwOrK88PDSYK6kq85EQbA4ntlcfoq2Q3FPMZngBHZqZR3B6llNa4hurmpNjqBMkMLfISTzx9Ufcpq5EVPrJNHQd6lxxS8NHxvoljaQ69KM7KXGFbkNjTh67C/nCUdQxt9QbjL2krVHTvk7HhKevmND2LG5SYnRMFNxWF1qVMhMYAnlJjm1DBUQMqskELES8vD7MmJ5Ag+6bykgKKT+U/pVZeREWl4dN98X9nWMpY6OEhQz3RNyc4Sjyu0djf3KEhZQrm8cPZzCCCClcCvPuRDgzVES5sAyr04VqseftkksHyybjHM7gdHtYkRvEUIxxMoFbPj/cbjfy+Ty8Xi9C4TBMbj8rhtQZRFHc/vllzE5FYRxpDhvqXKFRsKCPR8H6S9F+oz2pof1UMBoFc0kGGAzH/WoCApelqmiNKFYb/9LapXJaonISnNf4l1ZcxvjXdVNVPH51oiMgoAQxBnYOoAPoZLbfrA5/SNNytljvYK/QxH6h2SuMNOgx55UQdVlgMxuOjYDRdVxWy1hjvc1ihq6cQ5bmz1RApnpC8sAArwSnw8GqSize+4JTGgEzGAyITs0gn81wZKwaTGYzAuEo+1SoZ2UQo6b6QibNvR6ksNjQljXTy6kqFElMpYR09F8LUemjkssiMjV3aLSnnhH39Bw8Mwuwun1ot5ooJvaR2VjlxTklZTlNlp4iMjCa1ydrcj0rdD0iUERAyCRP3hCp1oC11YXTZIXeZITFH4CN/Cf+IPRmC1qVCcPhyYCfzaCRz8HocPJ2+j6WUHDq8MSP0eWG2eHi0sgWRW0e+EaIsMh5X4bGwrpdHgcjwmX1Di9g5JSpYioOs83GxE8NDnRQKxW57FMN1naDW+0ppIEw6l3poxcjWsGdu3fx5EuexOzcHOq1GlZW1/hERIWQL5b4uaNkMDLaK2GiUTCdSAW7Crj+41+nV2mo9PGyDPUnwXXzqZxl+tdZQ0sBpFZIAaGaCFwOrh1Z+fCHP4yFhQUuTXrta1+LL3zhC4rXff755/FP/sk/4evT4vEXfuEXLuQ+Wg70qkZL2V9CPpVqs4sHyRI3YJv0eky5LFgOuuC3SzAcmFsoAYwMu/kxZMXrtHGz7KixfhR+txuFUhk1hS/U/ggY9apoUVUCoTAbmPd3j8Z7lFSVW3OzaLdbqh0Zh9t2urjbY+35Z9nD4A1PjSUqDn8Q/pl5VAo5JDfXFPs95OCySLxY9cwtwLuw3Gt87rRRiO0is7HCC3PyjtA2zyKSeJA0UI9Cs1hANRFH7UCRIWXE7PFwGeQkHpQ+WuUSaqkk9GYzpECox6AHMDV3C9HFu6jlc4eeGHps5WSM1R/qYlFC/7GTD4hH6Lz+sWlklGZG3hgXqStjyCMlg1EoguUgpUzJu0JGe8lmh2Q7PidOr0Gj0YhwdApefwC3pkPspXrw4ovY2NhgVWUQpDKWKhV4XMfnoweVSRoF01Ey35hUsEqzA5tIBXvscNaGemqnv2xF5TRE5XHwqZw1UdEaVXyWqspZ4aQjYMJcL3CjyMrv/d7v4T3veQ9+9Ed/FH/zN3+Dp59+Gm9+85uRSMh/GNNie2lpCT/90z+NSET9SO1Z+lXMJoC6ktSKICkhLFVJs3eFksC2clVs52rc4eB3WHAr6Ma0xw4fKijWGmgNLLxHR8CIzLhtVuRkjPWDCy2bVYLZbEQ6PxydrKiqJJJjVRV/IMipS+QPUIPL44Hd6UJsZ+tYQ/2oqkIdGuG5BZSLeZQ2Vng0yB0KwzOQFDUKT2SKf19IxpEZGEvSoqqQikAGe8nlgSs6w4v33PYGJ19RWtYgxpKUw1JI3ViSIgdSXkgVaZaKqMVjTFSkYBgWn39i0tJp1HksjJLUrGRGPyAsBosFZq+PVRu32Tp0f+jvV5IJHg2TRhQTuf1QIVWmXmdyN1ZdScZ5/I32tdrzQuoKbZP8K2owVotoNurwHhCrvrpCCl50dg73XvJSBIIh7GxuYP3RQ5SKpcPwB7kY41y+AIfddmwUbOgxTJAKZqBUsLMddxe4wqrK2Sd/Xb7v5aoTlaJMsaDq9S8ppvisoZWocFv9GY2AWTynixzuj8kKCNx4svKhD30I3/Vd34Xv+I7vwJNPPomPfOQjvKj+6Ec/Knv9v/N3/g4++MEP4p/+0386thzuLGHS0GBNR10pKYwUlj7i8W3EClWsJPKIFytsrF8IeeF3WhFw2mBUSJGihVOrkEZ2zJeD3+1Co9FCWaGQq6+qhMMhVKtVFA/avxW3F+w1fCfjMVVVhZSXpdkZLn6kmOJxiMwv8VH++FbP2F9IJZCN7fFo0OB4UF9VcYcicFB3yv4uk5VJiAqNe919xWth8/lRjO2wgsKG9+bxL81J1JTRMbBxJGUQBvLG6PWoZdKoxmNoZDOHpMVMEcsTxBN3W01UU0neHiWU0WiZxRdgX0xjoFBz8P5RYSSli1mc7t59UUB/f5SScQ40GC2oHCUsrMQUcnAEQuztUXt+Cukk7G7vUO+KkrpC/TxEcC1WK2YWFnH7yafgdLlRSmzj/nNfZtUvm0nD7VEPKTjLUbB6q4t2V30UTEDgvHGdkr/OG9dh/OssCyBvAtSSwAR6+NznPoe3vvWtmJqa4nXHpz71KajhD/7gD/A1X/M1CAaDcLlceN3rXoc/+ZM/OdUU00Xg2pAVakP/4he/iDe96U1Di2D6+fOf//yZ/R068looFIZOkxIV+kjcqKov9CWTHhUF9y3543OVBlKlGnYzeSQLZSYrt6M+zPhdcEiWYyNgxWoVTZVme9pXbjIwFwqqCzFKR6LT/oFXRQmOdpmPWpOqMs6oH5qahkFvQHx3+9jvRlWVwNQMj//sb67BSzFqB6AeDkr1IvXEHQwPjX45AyH+XTmrfS6bTPDemXksPfk0Wo0GctubXHrYKBchyXSuTAJWjgYIhVaS0ofRZmeSQScCjYUxaSnk+HfWcASGgXjfsfen1eSRMJ3RAPftOzzeVlfoSujf10Yxz+TCRuqGCjkiwkK+nXqxAJsvcCyWeZSwlOh+6PWwUyeMCqRWnWO1XTJ9L4PQFbOwSFa85FWvxcKdJ+C3W7G/vYVHLzyHNBVIHiiS+VwWHmNH9aCF5lGwSo1HwaiAVW0UjMY8LUblj1jRZn++uN6qyvUtfjwpUbmpPpXLUlW09qqclbFepIBdDsrlMk8ZEbnQSm6IrHz605/mNfUb3/hGJjtf+tKXTjzFdBG4NmQllUrxYiIcHn6j0s+x2NGR/dPiAx/4ACcH9U+zs7OTjYAZe2RDTZ0m871JrxubAqavZtlYv5sp4uF+GrFciQ45Yz7ix52ZMIJuJ2ySmRvrs3n1ETCP0wG9XodsXp1E+XxeJoZ9VUVpBIy8KsTiU2Oiiq02G3yBIJL7u2iN6Uchn4onEEJqbxt1GWN5LhHjkzcyhcWFRdg9PiYvxVSCo4kHoXbUniKK/RSHHJ5iT0oxtnuopNTyeTaNj3owJvOokFqmm0hNOYROB4MkyRrrW6USqokYOo0mj4WRr0WrysLpXgcjaspOqh7695s6WIhYWH3jj/aVM0l+PVjHpAVRzHHf50L3Xel5ImWtlEnD6Q8MqVSD6orD48X08h043G64fD7sbaxh7f7zyKZTx1LpioUCb9MzoK6ojYLRiKMSirFt1BtNHr1UGwWrtzowG3SH/aCizf5mQhCV0+O6+VQmwU1QVc7TWH9Sv0rQoK3T5qbjLW95C37iJ34CX//1X6/p+uTd/v7v/36ePLp9+zZ+6qd+is//8A//8MRTTBeBa0NWLgrvfe97OeK0f9rePq4GqIH8KnIjYIN+FZtJj2QljSplGqvAbjGhVO8t8KkMkojLyl4Sa3tJlGt1BN0OvOr2PDz6JtpjzORetxPFMqkv8vNptFAj9cXjdiMzJimMrkeqSiadGvKqyI2AhaLTMNQryNIokgp6UcVzqBQLyKdTsiM/BFJQ8ok4Qou3MXXvKZSyaeQTGsmqTgdnKArP1CynhZGaMupJaVRKvKAeVFcmNtN3gWDgZB4pIykmOp1iZDGRjnomxYlfpK5Yg2HojGMSyHW6XipYFyisrUKvN3C88TgEfWFUM2lO8KIYZSXQ/uHY5FwWVo+XDfpq6kqZoqmJBLnUFSxzo8p+GyqKPHooOrgDQSw88RQic4scf73/wrNI7O6gdaBEyYHISyGfm2AUzKE+ClauwWWTZCPE+6g1e4RJtNkLXCdcdZ/KpDgPn8pVN9VftKoyDsKvMjlGJ3zqCh1zpwVNH9DBaZ/Pd6FTTDeWrAQCAT7aGY8PLyDo57M0z9OYCM3xDZ60ggK8aOpjoA5FcQSs1uywAtPHaGQx+VXIOF+iQsARUN/KbiqHF7djqNQbfJR3cSqMu/PTCHpcMI4cFbaYTbBbJWTyedUFGBEVelFmsurFX3Me6zGvihysdjvsTidSAy31SiNg/sgUDAYjkgPmeLURIRM1x0tWNGvH08/kjtbrDAb4ZimG2INCfB/mRoPHoeRA/SmkvtCCehxR6RdFUkM9NdWTkT2ycId9Ib1TTwExUbqZ1cbpXGpqiMFmQ6deP9ZzMoo2jYYd+HOIsKiNhVk8Pva81NIpvh0THauN79M4eG0uJnY2f5D3oRJoP5FiQsWYNA42ikHCQmSwViwcjoIpqSukdkntJhvtibSQX2n23lO4tbiEarmE7Uf3sbe+glwizkSFvCtqMcZyo2Cj6gqpt+Tp8hxEfCsplaVqbxTMSkcnFECeNDrIkOsK38pNHQG7iarKSXHd+1TOQ1W5CRhXAkkQI2DDyLW6/Do90ekgRZameganfD7wgQ+cy/P7cz/3cyiVSvimb/qmC51iurGlkGazGa961avwmc98Bm9729sOGSH9/K53vQtXAf11y2ZtjF/FqEdljKrisJjQalRQV/GhGMiE3WhidWUTjVYLfrcTIZ8HYb8H6f0dpOtWlCpVeF0utNod5Md1sPi8HFXcPBjXkhsBI5JCI2CjqoocQkRA6hWUBooJ5WCWJLgDIWTie2g2GoqqSv/v+2fnkY/voV4pwRud5vGm8oBZfBRk0vbOLDD5yG5vwOtQX6TXCnkeU4rOLaFxUEw4SE6MVjtMNhsnW+l0PcJFI0Zetw/ddof/3SNCvXEwWuRT232vHf4odatTpwb7+mEJJN0/MrQ3ctriSrutFhMWIkNEipqFPKeIDYIM+QarlT0qFJFMaNeqHJVMZIXuB/2sBofeBLqHlA7GZn0FBHxBFDNpOIJhVlm4g0YBlVyGySOpNhRrTIRF7ohuJZ9D4M5LYHd7eDSQtl9IJxAfSb4r5rJMVkhhGUW/JHJwFGz0oMfQKFjBg+lImA+OELmXO5qZ299CNxLgMUy1dxUZ7Sn5DwpvYxopfdfbJo+mvkkgZXCsOjju9gbD0DZOEvdNt6FtTHJb+gw4vh0z9zXR+aTpX4Pjp/Rvg8k8NhZ8NKa4V157hN5Ya6+EVkvxo0nhwIdJkjhIg87lYB7znXZ4PckKEyUSSlZk6g0OxtAKWsz1qwHodmYq1lW5fVMDWeltxwJJ4/2g8ke5a0pWiQ+E0DmhbXWduABSkiywUOz8gD/V5NE+LmWy9F57ktkEi8nI56Ow+LQd5JWo/8tkhNlo4HM5WFQSFHu/731PUq+cyUApiUcHKmlUVvFxGJQvp02M+bNDmOS6VwE01TN4sNxyDiFRn/jEJ/D+978f/+2//TeEQqerYzhvXBuyQiDDzzve8Q68+tWvxmte8xqevSNzEc3VEd7+9rdjenr6kIGSnPXCCy8c/nt3dxfPPvssHA4Hbt26daL7MM6vQp/XIwXyQ5CMOlZgxvpValmURubJRkdOyOBLo/lkrqfW+p1EGnupDDwOB1wmE5Zmp9BotuDzuLCzr37EzmIxs7F+Y0td2aCFHh3lHvWqjI6A9VWV9ObqWFWFmuopgjY7xv9CuH3nHowmC+JrD7lFnna1d2qGR3cq+eyxo/T0xeuZnmOlIrO1hjYRsTFkha5rN1lYBWGyQhG0DhfMDgcvHgjNg2LHdqPBi/KgP8I9KQQysrer1aH2+N4viLgYmTzpaQFhtXFxIz2J1FyPA+Kj1lofDskf5coQ+aA0Lp2OiQjB6HDASGQgnz1GSOg6RLyI6JAPRlXJ6XTgMFhRtunRMBdUSYjTbOHn0u4PcPTzIAbb7Wn/kYGf1BUiK6MwWSQOTrC5PPC63djMZbD94nOs3Mi12uvLeRgDIX7dVctl5VGwQh5huwVqr7RcoYiZaAQuhwPZvDLRJoXTLllQHnm/99vsyWTvkqbgsRrQrB/5VqaMl2PMvaowebyHi6uTgA8GHCTR0es4nUlyct6koPeD2etnj1FnzIEYQjabhCNyPI6VyI6NFFld76CEVrRGRi1pO9z3hF6ZrBZ0HMdLV4nseOigDnSq7910PqfaUG80S/DNkIdTh1ZjWNHOVqqY0jjgQKp4cHYBhXoTs6HJRls8A2ZQIirR+QX+d+PggM8gKl0dtCy/iKj4Z29huW0YO2pTMyqPw0oWC2bn5/n1U6vX0ZHUC3D70Dk8st/Hc9NT/Bqq13ufc0aXb+ISSLPZhNlQAF2dDo2RkQ+TR9voGY0ME1GZ9vW+NxsjB1ClMSNsDvdRSAqRlLDTTIfw0Gj3nsugTf7gQMBkVyUeLnoq6DiQNo4MyzVLrZ50smdS/O7v/i7e+c534vd///eHRr4uaorpRpOVb/7mb0YymcT73vc+lqNe/vKX44//+I8P5aqtrS0eY+pjb28Pr3jFK4bkLjr9/b//9/HZz372zO8fHbyQmdoa8qvQCFi8lGbzrRKoEFIyGpEqqLeXO20S8vFdJip90L8zhSJi2QRskgUz0TDCfjLNN3lsJd4ooTiymKOjyb5IGG0qQTxo9FbCtFtCqVg4VF+UEAxHuT28mFcfKXP7A1zst7P6AONA3gW7x8s9KkRUCLn9Xf7g803Tl+jwqpGOJHpnFziKN7u3zQsZuf4POVC6lXN6Fo7IFB8hJUWH/CxEUGihPdhaf8xEP5IGNng5JXOxt+KAkNCRXEr4Mtps7CshpYXUFSIXSsREDj6rAwazFYb5INrlMqsuRrcbsa01tBQW73XymITMsHj9qKXUySyRKU8ozASjHFcv9aRxMPIG0dFcInNKhKVMccLRaT5aS88nEc1stQpnIAzJ4WBimYvvcYBCU7KplnzWymXYD0bBiKzQKJjcCAiNgs0tLLFSSwcw+gri4Gw5SeC02LDbrapkhUYwPQ4ratt7PCpBJvvRcQh6n+tg4COBGg88P3Zo5rJoKhyx1YK+otLMZvh1T8WqJwGRA3pX11MJTeSgpBBdzYpKFyjF9w7VzJN0qhDJoM+2/O62KskYV/7YU1S6yGxt8PtXTVVRQ09R6SKxsTI0fpuacPyLFBVaZG6vPEBjjKqrNv7VV1Q2V15EvTq8ndIE419Ns4OJyuqjB/ydNU5VUQIpKvT6WVl5hDLM2lWVxHElnRWVLvBoYwO1Wr2nqmTU1wN9mLxHrxVSVHTdLlZ3YzyFMQhLpavNWJ/IHioq68kc6lQiNwBrU/2Iv6frHCIrRL53cnUmK1FHCPsF+fda16z8gUmfpwE9kCsDKsMnQ1A5BvjY4T/9p/+E7/zO72TC8nVf93XXYorpWpEVAu0spR02SkAoI3q0gPC8QJIkfTxujRkBs5r0SFeH312jfhUaAQOaKB8cUVECHdXdiyl/uFZqdRSKZTxc30Y8lYFL38TS/CwazSbS2RwyuRxaB+90r9eLbDZ3uL/kRsBIhrTZHdjeXFd/jDYbHC4XcgqqSh9EAHyRKRSyaV5sEpRGwGhs4Pbtu2yop9GgQWT3d5gc3H7yZcjt7aBeKvBCmaKJ6cs5s7M5RC7GIRiMwGy3w+r1o2W1o7Cz0Wuv13gIZ5KXHC2uaHyLyACZ690OD9y37qHbbHILfXdksa+GdqXMXwR0pFpnMqGVzcAn2QE6yc3xd7vsX6GGe5PDeWyEbBRUVhmMzKJO91flk99lsaLdbkFye1FWWTiSN8gZDPPIXb1chN0XgLFeR5Oes92tw+eZO1zsTlidLlRURgp5FMztUR8Fy+cPR8GUYhiJvJcqYTjsdlnfSt+8SiEXAbeDjzoqoXEwf2w26oY6lQQG9nerhe4pj3rSe5O302pNpGYc287B7cdtY5xXhXxZRFRGyfqkPhXybRFRGUdWxvlU6H7QZ6ESWdFqqqeDCkRUmgMkYxLC0UeqUOLbjZKMSX0qpKjQNka3U5uErBwoKkRU1MgKm+pb6veXtkNEpSrjpZSDzqL8vNYbDSYq1VqdS3K1gD6b2iPrBiIXRFRqA5eTsX6UvMhigJiQosLbGiEr+jFsYfTALH0OElGhyxsqn4njDu6QMEN/WitZ0Xq964ZSqYSVlZXDn9fX13mCiAzzc3NzHBpFU0Uf//jHD0e/aELpF3/xF7k/pe9DsVqt7I3RMsV0Gbg2Bvurjv56Re0NRqOZNJ9ZGdMYabcYecSkrTJPZrOYOYq4IFPwOGgEdjlsKJTKSOXyeLC6jkfrGyiVKwgH/Xjy9i0szE4jGonAZDQik1H3Snh9Ph7DKeRyqiNgwciUqqrSHwHzBEOcTJWJjTep+qdm0Wo2kFe4LikntPj1TM3A6vbBN7PAoxxZMuwfsActqsrUwm1WVEx2B4p7O9w3QqNgSkRFPppYQVlRQXR2CR67C81EDM1slkkjkQ4jpZIplIHKoUtfSPre/H5n5EuFlJpRtabTaDBJoREynVF9Vr/vr5levjf2ftTyOUhO15BPp4/D50Gn49dT5N5TrIB1O13oSwXEVx8OEVJaIDkMOvatDGKU2BrKBRhNZkg2m6LR/mgUTP04DZnsJbP50Lcih9ze1uF7UQl8pL7VQb6j7GwRfSsCj1P6F/lUzhPXxVR/1glgZw1hrL8eeOaZZ3iCqD9FRESD/k0TSIT9/X2eOurj137t19hv/D3f8z2IRqOHp3e/+91DU0w0hUTboAkmIj+DU0yXgWunrFxlskLcQs2v0jeZVcakmRhqeeRHPtBH/So0AtZud4aOlhy/TwZIFjMS6SMSUqnWUKnuYzcWh8/jhs/Yxd2XvoR/tx+LcbSxknF+ymlBjkYtVKQDmv8lVWVnjPpCqoonGEYhkzrsX1FSVRweHySHkxUUpb9NI0R5GgnTGzD3ir+DQiKG+IPnNashNK/uCEVh9fp4BKye7+0z5/QczA4nqwmjUOxQ4buo7QuzTx70Eo1+9Y7GdZsNtHIN6C0WGJwumP0BtIpFdMYdwdTrYfR40KmU0cpnYaQm9nbrmDrT/5t9pYWUHaMkQfKRf0X9CG0jn4c1FMbUwh3sbTxUvJ7DZOYGd8ntRjU7HH7ApZC+AGweH4+o0FHocjqJokoEdZX+rlM9BpQSwmwHo2A1mZ6aPsqlItzTs/waVHo9lQ9ub7dZUVBYkFFcOCXx0bjl6HHUQd+K1zoFu0WP9sGBTOFbud4pYGeZACbSv65Hp4rWqGKtPpXzwFWLKz7PyOKo8P0d4g1veIPqmuxjH/vY0M9aLRBqU0yXAaGsnCFZkZMZB/0qNApCCzg1xUQyGWCgyOIx2fPUYp/ZV++Acdp7R5iLMgs3mkFMZbJ48GgF6UwG8UQS4VAIT967i/m5WTicwx/OTpcTRpOJU8DU4PH5e432BXWVhroySFXJjulIITO/LzoNS7OOuowR+xi6XR4jIsZAC/A+1FQVIiOemQX4AyGeM69l0weJXh3uYTHLRPyqlj12u2OFlUGVg0a2yCTcGRkdoAjjJsUN12owulyHJmJZ6HSsxPQ9AG0iN/U6TG4Pm/rH3QcaByNlhQz5amDPTaUC08jr49j1Oh3YjWZIA10q9BgpAtk7t4S5W/f4+Uysvoj05jqPevUhF2VcKeTgdzp4FGwQowRXXy7ApdAh01cAy6US7y/bwJjX6Nhjs9nicUnHgUqjhEqdyIr5WDnkIGqtLr+nVUJvBASunapyFcsfL7NT5VxUlQkSwK4b1Mogo+bzM5YLXE8IsjIB1MY1lMjKIGgEbCevXo5oN5uY0FRVRsWMBj0kiwlFmRGwQTgdNlSqdVZglEZZKAGMzPcPHj7C8/dfxN5+DLZuE0tLS7j3xBMcZ2c0GuH3+VGvHZ/pHR0BI7KSV1FfaASMjmh7QxEUs+mxrfZeStvR6dhorYT+4pa8D9SPsvPlL3J0rpdUEZtyogjfxhdgMziZ52nsi0adBkEjYHoDxRUfhVWOa6Un34gaWxkdxSJVhcmRnBmXyG2xgFY+z0qLyecHZPpOaFyMyECLYo8PjOitQp6VJVJbxt0fmtFv9YnZGKbVLBVYwZqaU0/UIzWK9h1FHtuDYfjmlyA53agVcshsrqEQ3+NZehrfo+dJrceFRsFobnt0FGwUpVyWR8H65lu5UbB6rcbjZ3KelEHfCqmQNpk408ExS/KFkfm0mY6NndmmgxVXGR/+8IfZ5ydJEs8yf+ELX1C9fi6XOxwlID/bnTt38OlPfxo3GUJVudhOles0/qU1qvgyVRWtECNgAlcNgqycAWhtR3HEWsjKqNls1FxvNRvYrzJOVSGUKjXVhRQpK3KqyiBcLida7TYqHH/cQSqdxsMHD7C6ssJHoGlG8amXvhQvuzWHukqSDN8vOvpv+v+z9x7gsu13ddia3ns5vdx7372vSEKiGJlqbIPlgMOnxAZMZNqHhQ1RQgk2BhtkcGLiJJbBIJApiomxPxQShyiQgKkGgUAgGaH39N7tp5fpvZd86zez586Zs/d/zym37/W9+c675+zZM2fOlP/6r/Vby4WSyW6dnqqiZwFjakwonoC9VjaNEnX5/DKsXS/kJAq3dLArO/eMLV5e3dS/v+lF+KJxsSB5Oa2nQ7BGw60diS6eGwobmF7CF2OMzSxe7GTpFgojBSUWP9EpQcWFCURUVE7Y3qgylUuj/hZGJCvA+0U7mJzfpCySQ8ii9gRDSuLG200trWLhxTcLGanncyju3EOjkDuRzNYeD/bT6qcC1RVGGavQYsjAcChBEMpzNeqIu9UD77SC+X1eIddGZL84nlvxSSiGPiikdgcsh3zyFngaPvShD4nX+b3vfS8+8YlP4K1vfSve8Y53GIYQMEnty77sy7C1tYX/4//4P3Dz5k389E//tETHW3g68KypKg8Dj1NVeRh4FixgFp5PWGTlEofrd9vGaUokM4wk1rLFjcBypZZpv4oXrXZXSIYR6KNnaWS1VlfuHoeCQVSrp+83kx9YSvTaa6/Jz9l7EYsncOOVNyGVXhC1ZRaxRNI0UYWIJtOolgpSAKk8bmFRdtPrRXWkJhfF0aVViRSuTUXwkrDwe2HG404XndlsCC+tigpTpe1rPJ9ihE6tImSIO/+nFudS5OiRNC0pZ0yMWuu9yZR0PXhTaYkG5gD70vq1U+qBjcWSdjsGTfP0mGG/hy7jRfv9CWFxBIOizPQqJUkQO4V+X+ZdWAxJZUaFdHJxNGwfDClVDqJXr0rUK7toZkEVKrCwJLHPJHudWk3iV/k468UPD/o9dBoNUV1UVrBmpWxqBSNRaTcbEoetQqNWQ8CE0JCskKiQsBiBZax8HTKZzwicW2l3B1IG+6QO2b/vfe/Du9/9bkl7eeWVV/CBD3wAfr8fH/zgB3WP5/cLhQJ+6Zd+CV/wBV8gigwj4UlyHhcyWXWk9pOEp3lW5axRxechKk+dqjIVfX5ZmLdXxYKF5wEWWbkkssI9WkV1yqSltaXqV7HZ0K8VTkUDzoIeedN5lWBABoBpUzG8PYdD4urYWm8Eqi20at369Ku4/cbrsshLLy7hpTe9BWubV6T4UTtXMBwRVUXPeqNZwPwhqi9ulE16PUiOuIteMplp4aI2mEzL4pqdKyfARK12G71W6wRhCS0syzxLmWlf9RqSLHBTgMcMhwMZKid4W1zQk4j4F5fhSaREjZDZkOEQg05bUrbka7cnZGRhZUPmTlyJJFzJlAzO29hO7fWNIlf75iV02u8kCkqvB8/iMpyhyGj4XhFtSdWGP3fMYfFiX0s8moBbNR8zTgbjfeDjoBE4JqgFl1YQSC3KIp+xxcX7d+Bj+aSBavJAXamMrGCK5DPOIvU6HfhNBu1d7Qb8OuV4J+ZW6jWZh6LlyWhuhZGhg+FArJIqNFqdE4lg2tzKtGrKiE42N2vgkP2TAqokH//4x08Ug7Gviv/+6Ec/qnudD3/4w/i8z/s8sYGJ+vrmN+Of/tN/OppXU8S6ViqVE5fn1QL2tKoqLH98FLBUlWfbAsZ+FQsWzgIrDeySyIpZ6BQXKlzCq7oWPGw6QldJVqiWuJwONE3iH0N+P6r1kQXMyMISCo0WdNWpnTK9fpVQKITq4RYa9bpcDvf3EI3HsZamknAdnXZbTE8Oh1PmVVRLu3A8cSpfX88CFltcElXF11f/nkyTYqpUNXssqVKnwKjao32EF1fk0u914XS7UTk6kLLIuTAcijrgvrIsqWEkGDJL0m6hUyuIejBtv5IIXqdTekkmFisuDthgP1YjpMHe74czFEaH9q6zgLfdbMAZT8icC0mRGXpsuI8n5PY4y6JCv15DemUDe+OZFyNQhXGzfTwcwcbCEkqVgihZzULuxOwPO1ncgaCURRqhxRLO9CI8wbDMtGhEdHZRRWufRzFroqWCBWMpsSSSaOsVRPJ5zMcxEAigZdCJQOWx3liTRDAVWA65EA2jtTMqh9SD9rpnH5OJuPrIkcvlhGTMxlLy32+88Ybude7du4ff+q3fwrve9S6ZU2HO/7d927dJWSytZHr44R/+YfzgD/4gnnc8zarKefCwVZXaM6iqPIzB+kdpAbPw/OL111+Xssnf+73fw/b2NhqNBlKplMQp01r81//6X5cZx7PCUlbmxL/6ZcVwvX2eJDA79itZUwsYh7NZvmQEr3vEL1sKCxV3Rf0+D2p19WI8HAqh2WwaRhUTtIJwB5qt9Rq4sMlns7j7xqdx//ZNNOo1bFy7gWR6AUtr6/AbJEXxPIFwFOVCbj5VZY4m6sjispCahsoqNiYsVFbim9fQKBYk5YswU1XkfjtdSC+vwxNPwhUIoVMuonF0gHYhLwvx0wt6DtjrzKiwwb7TQb9WG6V8sWm+34fd7RK1xa4zzK0HEh4qKt1cFoN6XRK/TOPHBgP0a1WxjJn1qQyaTbFrLW0oBujtdrGheRlBvLAk5KR6uIdG9vhUSAEf62R6SR5Hw9ukxY32LZN5mXajjoV4XKnAkKwQqrkV2sWazQaSJu+ZjUZzMmQ/TfqnZ8Oa7S5sdtuk5VkPvXECoMIJ9lSBiivDN5jZz7Zj5vL/w3/4D8U+ZgSWk5XL5cmFNtOnBZaqcj7713lgqSpPPy4yr/IsJIHVBiNr4nkuvO7TiE984hOixpOUfOQjH5GQlu/4ju/AP/kn/wR/62/9LfnM5WfE8vIy/tk/+2eitJ8FlrJyScqK2eaR3nC9Xmxxq66WaDwul8yBs99hFtoCyjf2zzPNSAUqJvSdK48Jh+FuV0c70Tpo1uvotFqIJVOoVSrweH1YvHod3U5bLGHlQh79MRkKxUYe3OpM78YsoukFISBsq/eN1R89XLl6XZSVwo5+p8t0XDFnTtgGXc9l4YvExNpl1gpNeKMxeMJRsTW1shlRMXoGj8UEMqhv0x2mnwYX+7R0UelwBgKiegy9PvQqLKHUJ5BiQYvGpB27x+F5/puKSSQ6SgJTgNHIQ38AjlBI2u2VxzabovwICZoKHtAscM7xTEi7VBDC1SkVkIymdBd1JCF8o6K6ojcfxL8Td4pbtaqEJJiRFcJLpWaKQFOd03ZwmfTlHXThCwZRUTwmfE6HpLE3ryyHXEgl4XG7pVFaD9XjPWApCTdTwQzOo730nXYb2qMEhicGyWRSbJzHxyc3B/jvxcVF3eswAczlcsn1NLz88svShkxbmVtnlom7aefZUZsH+YJ6I+hZgqWqPEBj+AyqKmcogXwcFrDHjWWrY+WJBBWTv/f3/p4ErkSZQGoAWot/9Ed/FP/8n/9zfN/3fd/c539G9vkeH2jrIC4jCUyG603mVZg6pEdUThzjdsv6UqW+eNs1KY2ctoDpQSxgU4tCPQTCYdmJ39+6h8yt17Bz56bMtiQXl3HtlbdgeeMKlqJhROJJ1CslWUwaQdSXSEzKIlMKoiK3y4H+ahldEzvXqPBxUQhK9tZrQlrCy6tIMxbZ8DouBBdXhKgEHW40j4/QLuTEwmWmTMyl2Njtci6SAhmCr1TQJYFgGhcT0KYDAaau44zGhByQqBD8fyZ+ibXMZLaC6FFdoRXNZNFImxkJF0MB5KZdLgkK8C0swenziwWscXw4KpG02SSNzBDDoVjuFlc3lLfZGRMREkujQXv+7YSM+NXPDaorRkP203MrbrfnRFjErA2yMbaIeRUD9Bywp/XPrSVtGB03GCLff/ISwUgsqI785m/+5gnlhP/mXIoeOFRP6xeP03Dr1i0hMXpExcLlWcCepgSwp1FVeRh4nAlghCeuv+lwHlx0XsXCs4lbt26JFVhFVAh+ptAmRmJzFlhk5YLQ1ic7iiQwbbDWTFkhWWl31UlgXpfLNNqYykrLRGKjV5+73TWFSsBdU9rApi1gev0qoXBEGsM1OxnVlqPdbdx97c+QPdiTzosrr7wFGy+9WSKLSUiM5lXYVk9QVVHe/1gCDqcLtbz5jiqb6WmDqmWOhFRVDvelVyS4wBmU08SDdrHg0rJEuNWO9mVhTvRbtEf14TKZmZCOGRNbFmdWuMHOSOLJ9bpdSfvqtxoyjC8D8Qalj9Nqh1jLGnU4A0zxUoulPJbD/2ZRxny8eN+ckQhWbrxJks1oVxML3PEhunxO8BiqU4PBpIfGKMq4W6/B4fYIcTRCr92Sx86lR9Rm1JWllPrDv0Wy4vOLJZLQC30godZeC4b3qXAsQRVUVlRgKphb8bvJuQZDOJ/QZkjGFjN6+Od+7ufEc/yt3/qtkgjIdDDi67/+68XGpYE/pyr77d/+7fIh9Su/8isyYM+BewvPnqpynl6Vp3VWZd644oehqpwFl62qPCoLWMqfeGT3xcKjA5X2h3m8ZQO7BLJCO7rK2KElgaliiz1OO9qVnKmy4nG7cLyrb3vS4PW40TIZwPcx/nhmsHh2Vzk4TlSivUuFYCiMos6OHWdbirmsXDwvvCCFfr5gCFde+QxRWMq5LItMTp4rnkCjWlaqL8SVF26IqsIOFJUFzBOKyOK3fLArRIPgVxKWWCwhEbv148PJcD4TrdiyTiWAaVbp5MldJGlvDwTR4ZC6QfFlKmEu4zu83tFCX6/bpVoV4sK5FM5mUEXRSh+la0Un/pdzMHaqBOHwSKFRgLMrot54PIYpYvyZzeOVeZjOsIBI04XDgz3dY/lYMRoZisF9WsEIlz8gZZFGVrBuswm3z6+cQSJZiaQWTZUVUh5vIICGTjS33G/GDne7iDn7UEUOjGxN6jdWzpnRBoaZPw3VU354M7447l+W+OKhIr746/8SHgs4c5LNZvEDP/ADYuV629vehl/91V+dDN3v7OxMiB+xtraGX/u1X8N3fud34jM+4zOkX4XE5Xu+53vwrOGy5lUet6pyzNjzJxjPqqrysCxgFiw8iWBgC6PtaffiZwlBO/Hnf/7n4xu/8Rtl2P48sMjKBTFvc31/MBRSo1JViNmOlRPHuJyyYd8yUVa8Hg+K5aoyCczn9aJpkIKkIRQOyRAUE34Mb8vng8PpRNUkYYrJTLu330Bmb0dmVyKJFFau3UAAA2myrxZyEmnMIsjikXpxEIjGRVUxK59ky7o/kUSbDfAzVrFELCEkJbC4PCYsB7LzT6LSqVUl0UoPvXptNLPh80vj+yxkTsVEWSHp4JB8f2zlMpov6Q4GQhY8q2sYtjvj0kfj5wdnX4SE+PwYjMmBHhg5TGXJ7g+cIisc8neM2+SpwNBiNmRhqEKpk2Qyf0CsYjwv1ZVTCzwmmHU6SC+uYldJaupS1GlmF5OBdp9fOlX05la67Tb8toEM2RuRFTlXpz2eozDeOabt0qOyufE83R5Cfi/QeRBfPGuX0JSV7lR88ZPkv37Pe94jFz38zu/8jq6c/4d/+IeP4J5ZeJx4EtvqHxaetRJIwhVNAo3spcyr+GKLaJsteCw8t/jjP/5jSfyiI4fD9jdu3JjMP/7Lf/kv8T/+j/+jbHJ9zud8zpnPbZGVC8Kouf5kEpgNuyZJYF4O57b7GBjs1ssx493dpmLh6OVMhQ1omhQusl+iUDReLBM+nx/Dsno3MBAKi4JC65cR4l6XzA9k9nKimFBR4YW73pvLy4gtLMnF7fWj3++dGJzWvc14QlrPeyYD8oFECjbYpKFeD7SECWFZWEJ4/YosqLnrrxEVPUsTZ0SkvT0Q1CUr80DmUdjHYmLVE8tWtyslk51WXmKKTZvlORgfCEi3ipHyQwxoG6Na43TK7+SgZcrvHxVUtlqi5vB8jkBwNGiPihCx48xpIinpX4OBnGPQLSttXtPzKHroNBvyd3O43RPVbDbCmMdwRsQTCJ4gK7NoNxoS+KC8vXYbnqmuFd1j2O0SCesGWmhWDNrAXE4nWvuq+OJRSBzfM1QbF88b+Bzk5ULXx0DI8kXA6/Ncs+fhc/Fs53GLvXR2joubIWcBj3ewi2l8vWw+I4EiZwWvw9/BZfI8N4KbT1x+9frg8njkqxkK7Y7Yf3XPZ3Aej3NwJgsYz+9maINJiiItYKrfnBtu3LDgV19vvudh3xfW/UyV88w8zjbFvNss+LjIuTxucVHwq+5xsfl2p7lmoOKrrR2UxyrSDLlRypk8z9DcTkeXiBHcDjtcdtuJzqlZSIODAtzX5YXzwiZjgqeuZ+Hh4r/5b/4bfNVXfZWkQjKUaBq0eP/dv/t35Rij/i4VLLJyQdAZMTDp82NzvapfRXuBN2rqHQuf24Vur4+BzkpHSwLT3txYaKdSXiTdykRZofpSzBgvBrV5lcZ4psOoDNI/no9ozJCQVr2O7O428gd7Mqty4899vgzLr954Be5uS5rrZ+1gtHTxQ66haJ2npYgf8p5QGPV8ZmL/0gMX6s1cDqk3v1XSwcoGyWKz6gqb6rkYYSoXVQiHx4v00prMZHDRT3VCMBjIbdDWxWP5lfHBJDxmoMrBwfn28ZF8JXFgB4oK/DktZiQstIYZgURJErqSqUn0Mmdy+o3GidIgzq3wXDaGNigIMIs3+Rh0FYYq9tLwb8LHS6+/hX+37DjViVYwFeHutBpYTqdRUZSLMpHO5dEnR5y54iKGZIXPYRWYAubmQtZmE6VSz6rR6fZlk8A1NY+lii/uWJuTE3AWy2WwKJsHxUpRwh/40ThQxLCbga9d98x5isWsBG2c6TwuF/wM2CApHavSpXIRUZOACb3zMBiEcfY8z8Cg6NQMQnZCYaQ3r6PXMX/fmYV7XATpcnuQWtsUzzNfWyoE2sZqPAnGwvoVeZz5+iOqvQHUY7mnU8B4npWNK/Jv7Tx6qJvMq5BgsOCYKM852zLwnv5beDxubKytSnR9e2zDtgWj52qsp5K7vpQGhja0dTapXKH52u1pX11LxmBjgqjJa8MznonUPY/TgZV4GJ6eC12ToqhgxKskK8mgU14bemuipEs9D0rESFQcQJgc1WbecafB82SOCz5T+OQnP4l//a//9SmiQvB7tA0z2vg8sMjKBcFdUrOSN2mmnyEYs0lgfDMozjGvMo8FjJaU6ZSeU+fpcBEbQ2OqmPHUMdzhIaFRHEP4AgEc7+vPMmjwhyNSBMn5gGlow/UkJByIzu3viAXM7fUitbQicwnNahm1Qm4SWRuIxhALBJE9VlvFaCVid0dLx3J0IqnLZoMvkUA9eyTb3Ry6rx0fKMsQuejmz6l4jHpS3JPFDm1ag1ZbLGgDLvwddhl654LfYQvSmyZkpWdidePMCKOMSR44Y5Je3YQtmsCAliaFLY8o1KsjYsPb13kejO6PXxQezpq0D/ak80VPiaG6Ir+jxytKh5G6wvkb51TUsZ4VjMoKsbi8jkODuSuqXYytpgLTVNjkSGq9AbVlgwsqd8j4A5hod9piY+Q8hvaa4ezW9PBsZ/yaI2FRxhcvJuB2OWD0zOlpxZDcVTTZvHieQHtjV7Gra4ZWKSdzQO1cZkIOzgOSg9nz1HKH5ziPWxb0fB/hBgVRmiMIRI9kUBku7+/KRkr+nDMvosZEYshs3UF3jk0So24VUUJswOHdW/J+rlJVVOB5+Djv3bk5Oc9Z5lW0wXpNUWHX13TJ8FkH66moEK9u7aNlEvdvpqzwAbp9595kI9AWmX+Y3BV9sDEom462Ie7s7OvOn7pi83VUUFFxRRK4f5QzXzt01MoKcdT1KG1g0cQyiiXjx3A9soBcrYfDaleXrAzd5syDIqyoJEOgVDe34WtQiPAWLgmcTfnYxz6Gl156Sffn/Nls+fC8sMjKBaCRR4XbZmL70HZVDf8QHKRWEAytELJYbcyRBGYyXO/1osOdOsXt+cZv4HpkRUsCc08UGjWh8YfCqJkMffvYMTIYoDwugrRXS9JMT8UltXkNvU4HjVIRgXgSzXHDuRFowfCEQiP7l+qPIx7cuBxfO9zHcDhAcHFZCIu/P5T7owcHiYTPB1c4isbBHtrFApLh2GSwnYqIzWGXhK5pMPLYlUwKuWHruxARHaWExznDEbFjxb0BToljyA8/pws2priVjYf7iXggDHs0iqHXj8wUKeCcDBUfEiGJPC7kMQwGMSRJVlnGWi35nfrGox+TzhqxbxnscvI2SSCpwKhAm5fHIHZYA58PzpjaXsG5FY/dLql2tCrqNdlrO7Ik5yxI1YO2s8ldSiOyQhsYH0J+qBu9QvkI94dDeKwMxpOPCx+7C+x6klhoc1gXISvafZk+j1GAh+l96o2UVO3683Q66YFR3bzu4cEOLoROW4iKWcz7qavNHM/XFL+nIivtOVLAtPOQZJx1sL419Rrm65fnMNpUa82plHA2k0TF6D1gGrKRYUD65Dyt1mQe1OaZ/+/OTZoT5+p05bNcz/bdN/mMn44s5uYliYqKrNC6ahbuwxAREhUVWTFLPCVB6Q6G8rWjQ1bGjkMleuM/PzeJeVfmJSvWqM3Dx3d/93fjW77lW/Dxj38cf/kv/+UJMeHMCqPwmTj5v/wv/8u5zm2RlQuAJIRQcQwtQGdWWZlVXkh8ejMSzWxsMXtR+MajAndkCmX1zAeJiJkFjLtNXX5QKhQG77jXw2hXSyM0TqfrlAVMj9A0aw+OodrCWGJe3P4AgrGEkJbIwhJahztw1/2yqNX9/SJRIWJ6qsrszqU7GEaTdrNxGpg2w+JNptHK0UI29Tex2eAOR2Repcv2+QH7QxqjTpLQlNxvsPAf9kaLqjZVlcFwRByosoznQ+QmHA44o1GxocTcJ73Yw3oNdrbV+wPy/4YYDjFstyXNK5VcRL5aHA3Nc+eYCViVshAQOZT9LEwmm4pQ1rOMiRXMyet3ddUVuf+DgSSSGZEVTV1xmnS89NpN+GcsCbNzKzKvZAMcDCqYWqCeGLIfLxDpAxeVSQcaWWE3iNFCpZM7wvCFaxJfXIXxnFJ3HF+s2k6gulIY1OGCeSeOBQuXlQK2YBJaYeHx4nEWQc4LL4MCcoodKwvPPf7r//q/lpLhf/Ev/gV+4id+YrJ+5IYhu7xoEfvqr/7qcz1OFlm5ACZERLF5TyIyOkZBVsasR+UF1bzwDYUtgVYWF7ta2nMM188018/GFvtJaEwkca/Xh27HhNCMB6pbCg2WQ93cSefsilH6U0FUChsGwz4CNgdia5uySG2UCqK0aLatdGpR4opbVF/MVJVEUnY+O1NEiiSBhCUeTwthaXImYjAY3cdESqxe7Bphi70nFpcY44R/xhJgcLOc+5AB9mZztIPbaoqC4orFpRSSO7EsfeTtxZye0/efQ/mNBuxBKi1OQJEMRiXGFgrBlkohFY8jnz2ShvvZuRNa2tjPMttUf+JcJHLDIWzuEVkxAh9LzRJH6FnBOKvjjgcNb49zK6X66ANxesheT1nRfPTTZGX2mJDTLsWP7AHSvc+i9vQRtaumbaiudE3LDifxxUPj+OJEYGU0XHoxAcDCU4THHVn8LHWrzCqjl4WW0//MpYA9i3iS0hMtGMfg88IUWcYYEyQwZ+1VmYVlSLjIgzd+39zvVM0b7hXKinN8EMvnDM8zPqarIAYkKtPH6MUWk+EytcgsttjrM482JhExs4ClQgH0aIlQ3G92r3DxqikrRs31nkAAhb0d5LbuoLC7hW6rgVBqAelrLyKytCpD2VRhSAgYV6wHbV6FfR8cwteLKCZhabEDxm6DL5mShCBvKi3WLqotJCpa0SHnP0hCTmL8t54ZMnPQq03Ly1hFEStWsSDKBcsX3elFuU5Uj6ho6LTleraAwYcrb9PrhS0cBpzuUQRxuYKYQ39AXhQWG0QRUYGPyXSBpkQ0zx7D+Q+T82jkI71gHJOpzTbx72N4zFg1cSpuj+oa0+W0hB1VfLHb9JiOzIwpj+lSWXlgO2F88an73R/CpXjX/Ve/bLGYZ61f5aJgCtiziofZrXKWIsh58biLIC1YeFpAchKPx+VyUaJCWGTlIg8eN4eNN9JPqCZKG5jdhlY5d8oGpkdoegrjpXMc/6k1yetBdn5lzWu8A0ZCQ+sWKhlTq5hmATNKAnPLMeo5G48vILvj2m65HlyM33Q6ERkTA5YMlg/3kbl7E9Xssfycakv6xTeN+j5MIkKYfMJz6HnJqQgMx4SFZCRy7YYMxreyJwd42UNCpYGRvaaw2UYljDoEkLYsWrRY6BjljIrJ7NKw0RhFvU6/AdBKyPSwaFTSyDiEP6Btio/pcHQ+WsJOgWllvZ4O4Zq5zU7H9Bh5LPl7Kt6YNLvdNPExOoa9O8rb63axGFcP0HdaLVFf9KDNXtFnbkZW6B/XU1a0FL4T8cWKRS6jye1TJJZdKxYsPCxMWyctPF/wJE72PFmw8Cjw67/+6/jyL/9yxGIx6Vvhhf/P7/3Gb/zGuc9rkZUL2sBMnEZiA1N1p2jD9TxGdZxmA+spFuEaoWG8sSmhUVm3xjnxbYWyIoTG5VLauwgW93V0ZgG0JDCC6V8ds/MEQzIjMnscVQa2nVNtKe7viKpC+1B88yqCC0tw6nQCiKridKGtSJuSc9Oq1e9NrE16A/dRX3CkSky1ezMSWDC1KCVR4b8ZDzwLkpRhp4vggMP5/hPn0oUMFPdlJoXHcujeHovB5vXKrMqgWMSQ6o82hzK16NcjLLSfmXVUSEQz75cimlcjcpxtMQIfQz4+KrKiKTBm/RZUV1TKyiQRzEw1ac+prIwfI6Oi1X5/ALsmtxrA6lex8DTgeSqCbD6EIsinaV5lnjLIeUCrq4URan2HKHvnufC6Tyt+7ud+TkhJJBKRuZVf/uVflgv/PxqNys/+zb/5N+c6tzWzcgFw7WYaWzzHMU67DX2TFA3awLgYUsHlcAp5UqV8OR2jP7mqlX5CaBTHaLGRqmhjTaExU1Zo3zJLC/OyAJBFhgpCx2SyRiGP0t62RN96wxFEltckUYfD9po1zB0MyaC3WUKPkyTA6UL1/j24QiF4k6mRPWzqPohSEgyJuqLqQGFMsCzmZ/42jBjmz6iuDBmJFInARmJmEg7AvhZHPI6hJHv1RG0hUTnBnjlo3+nC5nFjODVAT8KSzR09OIzHkCSp5lbGzwU+HppqdWrQfvTkk7mevmJuhcqJwySqttftKG1gckynA5dJIRxTh1zRB7ZC3UQw9rHMFvjNxBeT3PP5xcuEjM5A22yYVk5OHzP6ahVDWnjW8CTNqzwMC9hZYM2rnMZySE3Kltyn46AtPF34H/6H/wE/8iM/IoP2s/jGb/xGfOEXfiF+6Id+CF/3dV935nNbysoFIAuOeTpWTJQV2sBUFjAtCcws2pgkg4lEKrhcTvQVJYmjY1yy8FQNzmuLOw7YG8GjpYUp5lrsLFRkf0VLTWhYBskZFRXc/uAk6rNVLqK0u4Xywa4Qk0AiKWqLP70ITzgi8yYqUEVwh6PSUt+tVWRWhQt1byJ1chaFj9M42nf6e3IO7Ti7XdQZaZWf/t3ZczIub0yMy8OGtTpsnHswaptmOWEoBLtvpKpIwlipNIo21utJoSJi0g6udUFMD8efPtFwNCtjdq5+T6xzZ5l/0Ruy599x1gbGRLBZQqOnrEyrdlRWSJj1Sqo09MevGZJrw2MmqSbGb5kTsqJQVzSiY/WTPR94WofrLViYhi+mYyG2YGEGOzs7+NIv/VIYgXHGe3vqXj4jWGTlojMrOjzksFM5m7LisKNrQkRcDrvhvIrmm+d5VDMtcozTiZ5J/DFnQ7oGqU+az58WMC7gjHaZCaYw8efc3TY8ZmzT6poRGt4nRbwusby6ge5Mt0mv1UQtc4TC1j3U8zl4wjF440khIu5QZGRtmgKVAMIVCssftzNWOKiKUFWhXWqWsAyajVGLfSQiaV6ueFISvlypBbjiCfm3lERO2eo4/yGlj5ybmb7PVEla7RH5mV5gM0ksEoE9NAojGNRqGBTyysdj9ACM/9YzJOOEHYzWLCaemVizhKwoFvRyjBARM7LSFbJyopzznDYwJuDx+WF4W2OSoTxm/NrjuYxAC6IcY1OQFe0Y1XnGXxXcycIZoFdQ+iyhUJrjNf6U4mEO1z8MWMP1Fiyo8aY3vQk/+7M/a/jzD37wg3jllVdwHlg2sAuAa5KBet0vu6wH5YzpzIpqAJ9wsDTSTH0hETEZLKe9pWsyn0D1ZT7So04uGhGannmb8WCgJDQcnidk9oWLdR1wEc0FsBGhGQ76CDpd6FRL6DXr6HdaUgjJS6dRQ6dalRhfOZfdPupSIVGZIpFUIFr5rJAVEp6IwzXVCB+UC4sWGS/c4+8+Vm/cqdEQuDMUQq9aleNd7ILptNGvVk/NkQxJfrwe2GjxGgI2n1fuE61YA86iaGlinP3gMVyIG/3d+X3GDjudkxQyPTuYDNmbkAxpsjclIj3THhUSP3vI3AZG2B1OUWuMbmt0jMMwUGEwVhGlGNJAdZyHrAyG8xwzvw3MIisWHjas4XoLFiw8Svzzf/7P8df+2l/Dr/7qr4rCMlsKee/ePfzKr/zKuc5tkZULKiv9eWxgg3lsYGbkwGHaMMvo4marbWrxUqWFjc7jmo+ImJxHjjE9j9v0GM6fSAGjzJjokxUt8UlVSMgVotPjlRJIdqu07Hm4AiG4QyEEF4Lo97pwevyw2dmVMdS1ijEBTCMszlB0lAbmD6DPeRi7A71qBTbYxKbFPhUmcfVrJEJtaW6X+zkmHiyDVN1XG+OS6zUM252RhWz2OaI9biQQiuePkBRRTYyVKc692E1mRHgbHOJXQUiP3aGcf5mQDAXx0XpzGBc9GYCZPWZit1MpIqMX6KyCNo3p4ioz1URlA2vlDoDllJAVo7eFB/fZ8DQWngA8KbHFjwPP03B9wxWCeurtyRmuPwusJDALjwNf8iVfgldffRU/+ZM/iT/8wz/E0dFoM3RxcRH/2X/2n+Hv/t2/i83NzXOd2yIrF4RZGhgJzWzHCkviTvwR5lBNmAZmqpo4HMoeFjkPo1VN+lNouTLrT+EcAPtT1PfHaX4MZ2imjtHrWHG63eh1TYbhqdCQGIx35HVva0xoaA3TFrKdalkuJBIkLe7UMrzxhCgtXLxT/dAnLDk4VzZEjWgfHogVzJVMweHzjUgKwf4Sj28011Iuoe90wrexKV6g5ta90e87raow2YsdKVSSbHbY+j2ZZ5H4YQOMFBHXaLjeCHxOmBARsXh5TSxeVDi4yp4iIrND9poKQvXIqECSKpcco7RdaUqGw4irXKLFaw5CM77PKhuYtilBNdWYrIy+ktCqQ88tWHh68CQN1z9u2CIJwGTT8Dx4XM31FiycBSQj/+yf/TNcNiyy8hDx4O1VkWA13mU1U1+4ADJNA2MKk4l9S2Y/zJQMlxO1mvl5VIPzD9QX9YeYfR5C46RC0zs1YH3itjwew7bzyXnGMzTTXSkaaAFr8uIJwEklp9+T9C+SgW6jhh4b0E/MFQ1HigWtWByebzZE/eDQfH+SkGaD3evFYGwv4xyM2MCo8DCRTEv8cjhg8/oktYs+oWGrOWqgZzIYiYjq9+J9MOtIoX3La1cvjbnw5xNRvI0DE7XDccpSdnrhbzO8PW3+QyUvkHiODjE/RmnN6velxX4+QqOwb43vs011jHZ/5kwDs2DBwuXjcSeBPU24rNhiCxYeNqwB+6cIZn0tI9IzR6rYDKHhHMvJY8znUeaxk5HQmFm8mAQ2mINgTasv+sfwPCb3h6RCobyM7o8bvWYD9f1dGajn8RzG9y8uwxOLT5re3ZGYEJT28aF8zxmJCknh7rx0qvDvweQuzko0W/JzqjC9Ql7sXyQx7FSRZK9IhEwTg3oDg1IRQ7GPDUc2L5OIX+lbMetl0Z4TOsdpyg7PI/dZsah/0B+juL3ZJLSp0IIHh5grGRNCc0FFZKLQ2OawgdG+ZnTMOMRCdcxkwF5FsMZfLRuYBQsWLFh4nvDJT35SabdWwVJWnkMMTewnXPypYos1AmE618KOlZ75MQ2TY2TIuqf2UasGsSfHzEGexPrFY6jAdNpo0wZWLsHp98PlD8KbHPWR0HbGWGOqHt1yEa5IDM4Ar9OBY5xwRkLCxbLd6xFCw+PEtsXksEBABvK5GB8YWL2G3d5ogF4x/wEthlqhiEzmWVSqyZhAKFfR2nUVh8xDaCYkQ5msNbZdqcjB+PdKhcPYNuilGcxDaMb3OTBooKQ4RgINTCQRnkql9MgxFlmx8JyjatIrZuHpglUIaWFeqBJknymy8v73vx//8//8P8vgzlvf+lb82I/9GD73cz/X8Phf/MVfxPd///dja2sL169fFy8dWzQtPPwnXdjtRMZE6RECYarQjGKSleeRRCgTsuJwmhZBMpr4lPoyGKBXq8mFpMO/uCRWMZfXJhYvKiq9SgnOcFQW/SQjorBwgJzljT6/WL44eO5MJOXnoxhjG4Zdxe81TTKMfn/t8eVuhdFjPSEQSpYxPsTYvvXgGIWlbEJEzG9rrvtj5pdiWpoZORgOTXdzhFSanIfKpukxch4zQjO0bGBToOJolkSner3ywuvz60UwfR6z2Gz1edySTMiv2pzcecDrSsT5OA3xrGA31eirV/qI+HUeuA3ek5jc6PJ4JnHz0/DY5t8t5fXdHu+kWHgedHVmVnh9t8dz6jzdM9jAhi4fvD4vPB6PfFWhb/L4eb3j83jn/5vz8dQ9l8cNj9slXx8cO/9zkteV87hdcLuc8lX3dkyU+8n5nA64HXb5qv9zc5OO22GDixf76OssXHP82bSb51dmnRjcHeV1n0W8/wzrYo4B/PAP/7C0ze/v7+PFF1+UdfFf/at/9cRx/Nn3fM/34P/7//4/NBoNvPDCC/hf/9f/FZ/zOZ9jeD/+y//yv1Tez3K5rF4bPCtk5UMf+hC+67u+Cx/4wAfw9re/XZoy3/GOd+DmzZtIp08Pn/3BH/wBvvZrv1b+MIxT+3f/7t/hne98Jz7xiU/gzW9+82P5HZ43zMOizY6R+Qcu1hVJTCQGZjYwIQkmljOmTw1bxsdQbek1mzKA74nEhIhwEUDFhCSHZIZzK3b3yN7G32zQ7sARDMmimiSlV6YKMET66g0MyhXpVtG/sfH9UEUTT9SOeciBuX1rLn/SPMfMMZQxD8lQqS/anIjZeajSmB8zUFq8HhwzB6ExeXzoFruMkRW+v/3Gb/yGxEHyw8Tv9+Pq1av4K3/lr+DP//k/j6cFLnYTnWEhNg0vBvLad8cS8piavQeoMH2e4LB//vO4XPCzQ8gGdM5Jwohyo4bo0opsaphtsugiGpcvTrcX8dU1OU+vow5XIdwN/VlEJhmm1kYBISxbnUagrVasT5zf40FwZUP+v2PSnaWhMbTpnmdl48r4PA/uT/0MZKXl9MPr8WBtY0P+7i2DoJKB93Twyyw8Hjc21lZhC0bQbs8XOOAMx/XP5XJjfSkNDG1ojzfPXCH9Y/Xgio7mOz1OJ1aTMdiGQFvnteGJjmL1zRCKB7EcDcjnWVdndjYYMSfCKb9LSEoy4JTXRrd/8nM/OQdbiTkefCSGyVFpfZ/zpep5RucEP3TGdfE/+kf/CD//8z+Pn/7pn8ZLL72EX/u1X8N/8V/8F/J58pmf+ZlyTLFYxBd8wRfgL/7FvyhkJZVK4fbt24jF1M+X/+f/+X/wZV/2ZZPI4lmYbTqrcK530r/0l/4S/sJf+At473vfe+L7/AX/+l//6/it3/otPAy8733vw7vf/W580zd9k/ybfxxmNrNo5h/8g39w6vgf/dEfFbb49/7e35N//5N/8k/w67/+6/jxH/9xua6FZwwmvEgYvWZ3MjrG7pikVakWNexqYZ8KLzbuoPp8sHu8MqciBGZlBX3OpxQLYufqt5qj8sfZFyu3e4zIypkIhP2SCIT5B4bpjMzc53GY/r3Mel2odDhMj3FI2IPZeeY7xuS2aBE0UXH458z16nDDj/Mgl8vhb/yNv4GPfOQjsulCxfjDH/6wfEiwHZi7ZJ/3eZ8nH2KJRAJPOrqlIrpz7vDOopU9FnLAV0o7l9ENz5gX0+epHe1f4DxueS/afv3PzkcyxijWWC48RGFnC705F/XTOB6Xxo4UlSEyW3fQNUmCJHIG0cWiqNiAw7u30JkJVynMuTjXzhPtDbF95w20J2EkatQMlBXi/u2bJ85zlgH7piskigr/7nfu3Earqf/49H1h03NRWeEDdCdbRGvONDBXtKF/LpJ32xB3dvbRGj+2rtj8zyVPY/TZQUWFPO/+UQ6tzunXhrcz3+suOvQLmdvO19DW2fCLDvUrBabBIB1RVIbAYbV7iqwM3eYLWe2tXlSSIVBi7dic69+m/kP91ON9Z1wX/5t/82/wD//hP5w4jL71W79VNr3YkUISQ/AzZG1tTZQUDVeujDYGVHj55ZeFA3zzN3+z7s//9E//FL/8y798rt/zXJ8Qv/M7v4NPfepT+E//6T/h3/7bf4tAICDf73Q6+I//8T/iYYDn/vjHP47v/d7vPbF4YPHMRz/6Ud3r8PtknNMg4/ylX/olw9tpt9ty0VCpPGijt/CMY5yGxZ4VLjjEgsQI4cn3R//vCkdk4e/0h0ff1+J8CZZThkII3HgZvWIRxf/4G+jVqzLbIsdNL6x53UDAMFnrwTHBOY7heRQLNdrS/EHdxZxmwaHy5AyHdeOaJ8fKMZETx8zab3g+dywuBE3DrK2GNhl/IgXH3pbu7dD6wuuEF5fRYofNjLVlcpzbg9jSKtx7e4a2FLfXi4WVdZTHi7dpS4lmGfH6fFhaWcV+pW1o+/B7vXLJF4on7BvTqoDP65YLeancj7H3QLNJ0ArhddjBlOjO4LQ9YR6rwt/5O38Hbrcbu7u7WFpaku+FQiH8y3/5L0VZqdVq8mHBTHvaYJ908Lmts3E+F7Tn80jZ7F6IrEyfxyxZ0PR+9XiO9oXICgkK7we/noesdKdef+yoIlGZ/p4RZonIiXO22/Lz2WPaZ4wupqJCgjEvWWkZRBdTUeE5WlPnaZ2FrPRG7338zCdRaRrcn75tPuVPztNqm/adaegpIufbna4Qleb4mP4ZCOFwiph0uj0hKnpkBSbdbZP70uuj0x/IVz2y0p5jBqkzJifdwVCIivbvyV2Zg3T0pp4GFHh4V+YlK/Me96Rgdu3poeVxxjZ4nnUxn6MjYv0APp9PNr80cPOLa+Wv+qqvkjX9ysoKvu3bvk1IkQqf/dmfLc4lI7LC+7++vo7z4NwaNZkYPzRpN6D0c96il7PsJlJCmpWX+O833nhD9zr07+kdrxXV6IGWsR/8wR+8pHtt4VFA5kPYIg+7DL5rpII79/L//LndDk8kKjuDLn9gpA5MjuPX0WJSyh49HrF6nYAMWA/Ew8P5mElqVr/3IAWKHSmDgaR5tY+P0SsX4VlYEnLDmQgO38siX4sADob4KS8RxYa/2yUeM+y0YcfpY1zD0QcWSUi/1YIrbrwbL8e0Tx5DK840PLGEEBVv6sFrLzjjafYn0+i2GoiujuwgsxgEg4guraJdryGxcfWUtUVDfHUd7VoNy9dfMrSlLK5fQa5cweaNl09ZSjTLyNrmFdRrNVy/4TC0fqyvLqPRbOLG1Ssn7BvT9oy1ZAzNdge2wGhx442ETtgkaIVIBp3ywa89hzRrgzx2cyzaKdvzA0ojKrMIBoP47//7/34i6VuwYMGChUdbNmpmB1anvpZE2ZjGe9/7Xvzjf/yPL7wuJgmhGvPFX/zFuHbtmjTL//t//+9PWLRoLWaxIzf7v+/7vg9//Md/jP/2v/1vZZPsG77hGwzvO1UdldWLysv9+/fxSMkKPyjJuCg9/bk/9+dkB4935GkHGeq0GkN2O/uksXA54KKfw/O0KXj8Afm3PxIWkiGEgDYghwPh1IL8f9DpErWDth4hGONjiNjqOpy9/qnWeZIEkgx+ZVHhyOY1EG+7JDzx55z7GB/TSeXRrdXQYbrU+Ht6SVxcsPc8owWx3e+XFnshPAMWOVZRf/VPRx76dksIyqDdlnkWbYCd1rBho44B51eMVBP+/pxzqdeVxZDzH9PgVuSpn3XHigMfT/bAsC/GCHJMrfqg+HJsxTlxjNOJDkswNXmBNo7c4cx5nGiViyjtbeveTj6fEQtYPZ9Do1Q4ZW2Z/F5OF2r5LA627hvaUnie3cMjFMb3c9pSollGOK9SyGexU2wYWj/soRhK5QqOc7kT9o1pe4YnlkK53kTFOSI6vq7nhE2CVgjeemDoQ7U9elOfFtvmsSrQ2kX/MAcjjcBAkXh8fo+7hctHMpHC8eFJxc+CBQsW5gGV83D4wWeQxyCM4azgeAQVEs6rcD1CwsJ1PG1j0/OZHKT/p//0n8q/ufHFZnqSERVZuaz7eGlkRVsg8o5xaJ27eJwNYXLAw0IymZREn+Pjkwsj/ntxcaoFfAr8/lmON5LaLDyAEIixv9/j9cEfDMrfJewYEQshIOOvicVRv0Y4lpj8TC42O6K+0WO8sHkVHp8fjeooejbm901eLByq53C00+mWxS3TvoZdEoj+5OckIoP+QPpRvGyGL+ZHsbdjIjKNWCwhZKZVKhr+SakIsBBSZamiNcPh4SC9V+KHSYA0y5PD5kN/2IKN12fBI79yUHwIdI6PRjMtvF44glq/iwBtTZ32qIF+Ns1LS/iifG+0W8HXIo8h4TE7pq9/jFjMSKL4eHa7SsuZHNM5ecys9UZsPVSRpr4/a6vhYzxQ2GRoeyGhpG1l2gIza2PhbbQbdaUthbfdatQnlpNpS4lmGel2O2g2GydsILPWj16/j0arJRaPafvGtD2j2+uj0e6gNVar7GPvgWaToPWhNxyiO3hge5i2NsxjVaAPmcEh3On6iq/4Cvmw4euSSSt37tzB7/3e74kneXYXzsLThVQiPaNZWrBg4XkBico0WbmsdTGH5TkK0Wq1kM/nsby8LJ8ptBBPixGvvPLKietRjPg//8//E48L5yIrs+lNTBfgL6JiXBcF5Sf64ShZMdGL4IKV/37Pe96jex0OmfLn3/Ed3zH5Hgfs+f3nDVzMOBx2KXP0+bzodbnI5vcccPtdE4LB2FU+yXl8P+J98H2bXf4/4Bx9fK5duQafz4/quN/Cbxv1UJAosP+CUiCtWXYnSyi7I4VByMdAjuk5HfKVCTOlzBFKmUP5ecPvO/X8opJSLxXQUQy+d+o1eDxe9BWlj1xomw11D9htwgFZFYZDeNOLcDlc6Nfr6NWLoiaw+JFpX9Jaz4U61RwO49eqQmpcsbgME/cqFSFf9JsGfKFRe73PNypmJHHhwp7kQrOaqQb+td9HFRGtydGq1LXxMZO+FdV5MM955jhmjvusPEaOMz9GUtjMIrRZ3mkWj83XxBzHaLZA1THnjJqfDERS5ueuF22rotYNh5NISb5P/sRP/MTkfdKCBQsXA4uT+35jm60FC48D7nOsizVwboWzKIwyJgn56q/+6snPmATGNLFp3Lp1Cxsb+rbtafD2P/axj+kmUtJORpXGeY6UxHORFXrOyM6mwQQAykp/8id/gocF2rNIiPihzAxpRrTV6/VJCsLXf/3Xy4PPD3Di27/92yW1jCkH3IH8hV/4Bbl/P/VTP4WnBVzYMC7V7XRIskfQ55V/2x320VcuoJx9+f/FVEJIRTwaln8PkiPVYzpu9cpiQshKpVKdfM/WqKAvasVQFmNMM+ICqMsd6THxEAIy6MOP7oRkZI8OkT06kJ8FQJXj5AqMT8hhpYjC8UkLkPzMOyIEVFTYs8LBTaNFLtvraRdDx3ihyHPYGImoAHfqzboYGD/s8urvZtDG5Y5EJsWRg95g1J/icI6GzlutkfJA1YeEg497tytRxt1iYRTRGk+gV6+JwsIm++HAhiHdUm63dCrY2Grv94+UCwcta0M1ydDinFWLce3vr1hoT7LPVYvoOYjIJClMQXq0Y4aXdEy2+uC5PAutF0UrkNQ9z/j3qtuZztVRHmdGRCRm2yyKexxffBEwz56XUql0Kro4Go1e7OQWLDxkhObo5bDw9KCU37eKIR8TvuuM6+I/+qM/kg6Vt73tbfKVCjwJxt//+39/cs7v/M7vxOd//ufLhhhJDMkH183zrJ1///d/X+ZiaCv7m3/zb06+/3//3/83/qv/6r/C//V//V8Sr/9IyIoRu3rTm94kl4eFr/mar0E2m8UP/MAPyJA8H+xf/dVfnQwX7ezsnCht44NNmxqVHw4JMeKT8tej6Fjh+ocpfXxP9jrtYPAF/y02qoBHSIbEnNptSIW8aMXDaHa6oyhWzmWQLIxC1gRrqbhkpkeGrRODWP3BAO1hG/3+QIgKV5udTnf0/VJ5dIwQjYF8dXXqODzKIJPNjr4/XsRx50iDy+VEPl9Adfd0UlPXMTq+ViHJ6AqhIYb206uvXq8Hjwk5YKO8wyQCiQtNB8+j6AgY9Lui5Chvq9MeDdmrjuHweDgCu9stA/EEyYkrHIbDQ8Wkg1Yui3axgPC1FydWMJIUEheSEQ6yj4r/HDK3QcWFC2shLLE4vCtrQlQ4xwIt8bHTEYIjj6JGXLjo5N9n0MeQViNapmYWwpwhMZqrmWCi0AxMj6E9ywiTzhPVSluH0GSyBzOHaKrJ0PS2VKqJfXKfFUREIysK0jMhNIrbcsTSc5xn9HvxtWZ4f8ZfL6KsTIPE5LM+67Mu52QWLFiwYOGpwteccV1M+xfXxNzkYhgLI4wZZzy9ycU5dJIKznD/0A/9kMQWkwS9613vMr0/X/RFX4T/7X/73/B1X/d1YqsmaeJMOwnVv/pX/+pcROWpK4UkKG0ZyVuMVJ4Fo9d4uSgoBPg9o7WYdgl4R19TzlGqlCTd2tgA/MBGlAq6UOn4UO88WAR6ul4hEdrFxiWMDWj1qG70ZEHEHdxGriQLH/4/icpRsYy97b3J9zR0ipkJySjIAPBoILlbzJ36PWo1jygjtCAZodvtyblUoJLhnIeImB3T741UE5PzuHw+HOVzWEyMyq5mwRkCxtiqz8P44FGzvFF5HBUTzsSwob47GMAdikiHCpWOdiF/Io6XSopneQX9RhMdDm9TkXI60adywt+J6la7LdflAD7JjCzipaTQIYREFyQtVIpImNrt0X0O+IGAfzRTwr8dLzwX5VSzMky73XDRn82NkvEkmUoaLBUL7TGpVPXQPCAZ86gvxsdob64qsqLdlopk8DzV3jgowQBau/0ohcXoGE2hUdyWdn9UytMcApYFCxbOj5Cjf6aulecZrewBvKnRbKmFpxfvOcO6mG6jT3/606bnZJE6L+cBe8BoUaOy8ru/+7vS+cXOFhKr8+KpIyuPC0EvOxRG6yvNmSNzy2zz5eY3k6PGP8u1mTQ1WrQ4HTYclJsoNntjciJnE9lUg8tuR6ZcR656MgqoVXvw72qzJQSFA7xGoJJhVkjX5TEmfsFetwuniUrBORSnCcngMQ7vlDykg363NyobGyNbrSEVOhkZ2+t24DNRRLqM7rWriUh/bDUThaSnX3xGDFpt+NKLcNZrsmvfKRbQ04lpkh196WGxyzmFiPDvzuQvEpfxgpvqChUXlkfyOdPa2YEjEIArEkO+UkQidLoV1saQB56vXh+lhwkLHikudvYasVel2xXb2HCqh0QXfE6YzFqMFBqT6W4hNPwFHyzYjzMzqsn4uaVSaLQCSyURsV/OMZr60p9HfVEc84CIqMiKuU1O6+VUERoLFp42JLxu5M/YtXIWhOxDVA26Vp40DMt5wGPeeH9WcFPSPVZ4LVh40vGVX/mVkjr2Yz/2Y6KuXISoEJZxdE7kKkCuDOQrQLEKlGpApQE0WkCpMUClOUS1NUS9PUS9M0CjO0CrN0SrOxCC0htoROU0+kJq1H+KHhOv5jjGaWKp4jCVKVmZQzUhoTFrDp9LfdHmURRgApTY4xTn6o2bmZ3uk2VH0+CillYwl89vuGh1hyNwhkJweH1iA2seH+oSFf6chKN9uI9epSRWMM/ikizWxcJF5cTlhp3N9nJsUFLAGBPMhLCRDawlFjHopM/ZvN5RQtjkzg/Z5oQho4WLxVFUMW/L75fSSFsoBFBZ0st2n0d9cTjVxZMaoTEbMOdtmdjStFZ6prsZ3tYc1qwH9q3+xQjNXLdlMz3GN96h7CvtbRqhMTzEwhOA9HO82zy7WfQsw981nnd7FOgWT6Y4XRba+dNzohYsPErQ8vUzP/Mz0lv4v//v/zv+xb/4Fxc6n6WsXABck0xZAXXBhctyOI1844GSoksyTIgIrV9mqonMiBhZi7Tz+MPw9tum6kvQxAbG22KymDmhUR/DyFmJO3a5xO6le3/G0bWz7eXT4MJXYo69XnQa+qpJLp+BJxKDZzYO0GaDJxyRizMQRIeJXfU67AaPAS1enlgcmf1tRF0jckTiIVYtu00G6TlA72QRIxuxO210shmZfZnedactzDEYwL6cEOVkOCZcTAbD1L9PYUxcqHQMOKTfaIgSYw9SxQqMooU538LHc1x6qac2aRaw0e/kHM3QmBEaU4VmFDGtArtRRMVQ2a7GiWxsAje+Lc2WNoc1ax4bmOqYceoaZ8OMb2tMaDivZHSfx18tsmLhYYOWWVpnLViwYOFRgl0ujM/njPiXfdmX4S/+xb8olrJ2uy0xyeeBpaxcAFzbaLaOaSy5HyyGOVhvFnxC1cVpwnpo/3IZEBpNGuYxpoSmO59qYmQD07zA8ygrnQ7nLWzK29P6Mdi1YgSSGC5u3R5jskIc7W8bqiYauo2a2LY4k0K4Q2GEV9bhjcTQqVWx/erH0a1W0KmUZOHtCs0QG7sd3kRCFv/tqb4WWaQ3GmgfHqCTy4qCQvWkk8+iR/JTLsmkAmdXTvxutSpye9sjhcRPsmOXKGMhKmaxvSSmJBhUXCqVseLSkCelPRiEPRaDjcoNH3+VakJCQ9XEgCyeVFbMiIi5QkMSSBJC8mgEp9ttSF4nx5D8McFOcXuaDUxp8dLsekqrmG1+G5hCWdHeLyyycjlYSD+/CogFCxYsPGlgWfz3f//341d+5VeEqBBf+IVfiF/7tV/D//Q//U/4f//f//dc57XIyiNQVrRFjOqYy7GBsUBxjpmVORQamf9Q/HKcRyFUREQr4ZuLiChUE7nfraYM2avQrtfh9HiVXSocoKcVzJ9aQGhlDT4WRTbqqOzvoFUsTHbpueDu1qpCVqbjjqmokOy0C7kTK067xzNa7PP6El3MQf3BgwQtprI1GjKsP2vV4kwLSQatX/ZkSuJ6h1PlhLpwuUaD89NBCaK4tEbEpVQS8iRD/FRdqPYEgyPiMqOqMPls9NioPed8XKULRnUM+3NMyArVNtUxmdyxKCuqzhzC6fGg1z2tBk17510ez6Tfx5TQzGUVG14sDUwjNIZHWHiWkExcbMYgHk3gWUXU9XQtP6YTMy1YsKAPDvCz7Z5fp/H2t78dn/zkJyV97Dx4ut4tnhJlZRp0jZhwDPRo8TJhPew4mYdkcME06czQO2a8e6yaWyGhIVQ2r9Z4Me1VEAiqL7RmmRGRTrMBl9d41oRgS7knoPZSsxiScM+oF9OgouIKhhBaXJFFbPVgD81CTtfeRIWF5MYTTwgr5TwLB+lbnDuZOZ5kZdpGNekHmXqCkJQQDh3ylt3fGiWA+cePlVlXB2daSByMFv18clKdYYxyPo8h527sDthDIZRtA+mF4X2Wc7lco99HtcimLYsFjFNqx+xw/chyRkLTM4wtntjAFPYugmSlN5NYN2tpcbo8p46ZBfuAqPBp0BvSdbtJerrKwXjnPIRmygZmfMzoq6WsWHgWh+wfJjhkP/ex44h9C5eDZvHB5tZ5cVBVz+ccdkyCYiw8NVhfX9f9/tra2rnPaZGVh6yscOHiMFFWqJpwoaM6rDv2yqsIS3e8gHYp1BUSmtExxmSlM150u3UGvyfnoULR78NrYrtqNxrw6BCa6d3vDiOAverztOo12d02m1vptVtwB7Xykgdwen2IrKwjkFpAp1pBLXMkA/TKRfNwKAoK1ZHA8iqcoTA6HIyfWvxywS7qBQsDp2c+xovaibIyPh+jj+20e82Ag/ilWhn9XF6uIwPzRk8IJo2RYEzFKOuCZJOzL82m2MqGlbIoLv16XWZUONzvTqXhisanpin0IerScKi0gc0zOD+ZoTGxeDnccygrbhKatilZ0QpHjeDxnCQ0xGxbtdvlQmd8n12xUX79LPj8VFnA5BgrutjCU4Dnacje9xCG7Ifl3EMZstdqCp5ETCecPu8Y+MLyGXKeC69r4TSsAfsLgJvnXHvwYrRE6U1tsBumgQ2G8MaTcB7lJ6Tk1HnG9htawTR15NR5eg9Uk063p1ZN3C40DQa4mRgmHv9wGqgY73a0Go2JssIda72dr3ariUD45MLv1DGNOsLJlNhxjGYLOrRKDQaodTpQ0ZpWtYxgcmGSXOVwexBIJOHyBYTI1I4PpfiR/Sm+WBztSklpSZLo4kpJCiB7jRqaOslgbLaX5vrZRTofjhnpTaxgXj/sPj8G43NxjsURDIryks0cI7W4KgoIQuFRLPFsESQb7vk8MVEVbOP7Na2YZMdqCG+LczZ2nxfOSAxDG+CypYRwMSzghL1MzuU2JRh8HAjVcVqim+oxZ7kn1UFTsuJy47jwYG5ID7SBdStV5fwVSXnbKMxgDGbGt3Ue7+koUbfLiQ4JvCJJir/X9PvAsvM0sX7eIAl6JvNvZkSa15+2a17GeUiYz3cet6iH/Do6j7r/yQi8HhVGWlvPi9XlVRRYTOv2mKrXs3Azk3/6316fvJ5USrnHZt5vMn0eT9dkLm8G3SlllJtgfO3qbYbJsXN2rfAzjBsWXnYTmKCveAy9Xu/oPONjbN75/+58PE6cy+OGx+2Sr6ePnfN5WcvDu7gm70tet+K1Uc7Cm1xSnsrjcsLtsMNjYjP3mAzouhw2uBhCw4Zs3Z8rrw7t5vmVjhWTu6N7XQsPB7/wC79worFehd3dXSmr/IIv+IK5z2+RlQuAw/PEiiuEPYPdGS3GlE31He0KOjYwOcZhNyQrmg/e5XCgDYPUrPFiWVNWuAM8u2vDwkdaynxeLyoGizii0WzKm65qz4lEJGhCRDKVGm4k07JIM7LZtOqjW/EFw6iXi7pdK3J7tSq8VE0qHFbXB4fkh4kU/LEkbHxzDYRk0Vs9OpCUsPLYR96pVST9yxtLoMFCx+n7nD14EF1KNScUQSuXEWuXN7WAdjE/abfXs4Bp4PEnlBWC8xPtFhx+Pwatpqg1dq9X1A6WSQqYIFapiLpiC5OwVB8QDi6oXC4M+D0VqGB43JIUpmF6TkXuX78nVjJGL3eLRZld4X2REkwWj7Zb0jkz7HZkAcf7aGgBGy+uZO5FZYMaL+BURERbJPYVZExIjw2mygoJjaYUGoE2sGpZ7UfnwqFuMkfkdjrGmwSjt1V//PQCgDZ9BmoY4e/8NRf+Pp4vMD1v7gWYDrxOO9yxhGwamc1LqUBlcPo8a6kFFIvZs5/H5YKfsyrcoOp20TNRn1XnCaYXce0tn4Vc9vw2HGezhfgq7Rc29DpqUj4Nd6N5SqVMrW3KJkzX4HUXaHfNz+vxYGH9ijzOC+22lLbOiwZ3VabOs7JxRf5f7zVen5OskGCkNzbk/rRM3iuIgVdfdfJ43NhYW5Vdqna7A1tQ3Q02DWc4fvJcLjfWl9Is2EJ75r3SFTp5rArBZBKryRhsHGdUvDY80dNdX7PvbcvRgOy/Ga1R5PYiasK3FHIhGXDKa6Orsx5KmrCV2PjHNJiEyVFtphViE3iejpqepxY/+ZM/KTHF7FT5z//z/xwvv/zyiZ+Xy2X8/u//Pn7+538ev/7rv46f/dmfPdP5LbJyAWjrR5UVTPOvcyaFu6566I1ftKq5Fe0NIpBaRm3nnu4xjFUlqRnFFz9YWM6i1WpPdn+Mj2khPBvxO4Nmo4F4Sk1ESGgIj9+P1tRi98T97vVkbsUfHpEVw/tUqyK2vIpBvWZoNcoWckjdeAWhpVVU9rbF7tWu6ahDwyFaxTz8ybTMseh1qRAkM/z9mpnRYsETS8CbTKNXr4mdjGpQoVxA2O6ce6iJi3734hLcS8sSL9wrl4UYzJKK1HAZtlB4RFiocHFg3x8YzYSYJXfx78uOynb7FEmZBskJiRcJCQkECZPsLnPY30PiwoWWDXa/T+KcVbB73KIcqeZVuEvMbp1c7tg0tphloCoSQhgtmrTdSi6EVMdIf4/TidLAZaqsFMtqTzV3MGtNRkqf/H40sSJfl0MLUhLL17v1xvsA3VIRXZOodBVapZwsotq5jKn6Z0YOZs9Ty529r0II+RCoHR8IeedvlsufnfSQ/NtgQ3l/F/nDXZwXVFZ4hzJbd9A1URCnkauejIAXRcUGHN69NUlx1L29tloR5Xn4OO/duSnnKZ1RXamN1RVNUbl/++YkzGUW8zTZa+6A21v7aDXNH5++gU1n9Jlqw+079+Tzk7BF5gtIcEVPfv6IomIb4s7OPlozj6crZk6oNER6TlHN7x/l0OoYvza8HaepsuINJ7Cdr6GtCFmJDtVKsW3YldfGYbWrS1aGbjXzyKKKJWdopJIMgVKd6yfMBYOPeAuXmAL24Q9/WEogv/d7vxeBQAALCwvyuigWizg6OkIymcQ3fuM3ygA+f3YWWJ+ZF4C2PleRFW0TQjVkz1JI+WMoDiIZYBKRataE4BubnnQ8jWaziTBtRtP3wR85kXbCAXo+seYhInyzJ3HRPabZlCF7XyBkSFbkPlWrCHGQXYFGpYTY0iq84QgaxfyJn9H2FYwn4Y8lRtatWhX1fHYydK8HpoB1mw344knUDvdO9XVwoJ6qSSuXnQzUU2FxBoNiI3NykF8bKtdTAYbDSSnh6E7aRgTA74fdy/SwHlpHh4aD7bRspXiOcBj2cETug8x7mCyaBUwn67SRzSoWW7w/HGSvnVRpSIb6tZpc2CnjisXlOP7eQ59P+mX47+n0MD7+fBxUagjh8HjQVyyYmAQWSi0IoZlWaE4N19Naw7LVmds7kQQ2tt+olBVtLqujuN/O+AIcdruuDezEucR+WT9FVqZBC0StN7DeeGeeb1Mb5mcGiYX0GdG+egGyot2X6fOYPZ8N71OP5+hMrs8EwvNANhA6bbGwnhdxf0AUSBIVpirOi4jLISr3NDj/RYKhIivtOZrstfPw86F9RrLSmrKC8bXNc2iBL6eOnVNdYf8DiQo/G83Qt7nV52m1JhZrm2e+v3vzaOfULFy705XP8+bM+1fzaG/uJntPpytqL4mKiqzAwDY+jUohg3bPoyQrbROVjASlOxjKVz2nyYzzUBc924O1lWTMzElW5j3OwsVa63nJ5XL4yEc+gu3tbXlNcS35mZ/5mXJRpcyqYJGVC0Bzc6gSwYbji8MkNkyvGJLe99bU7jTfbLxu9Z+s2WojxHJC1THNFpKJhJKIaG/aekSEu1VMW6HPn9fnkL0RWSEa1YrMrRTH6oTu7dUqiKQXZNfN6IOQZIKEJbq4/ICs2GwIxJMIxBLy/yQoKBURWliSWGIVWZHbLeQQXFyRKOP68YOFfbFexsry6qmBeqJXq6HXaMAVCCK4ui7qWaWYRzwUHdlQ+oORBYxefJdLih+lzZ4FmbSG8AP28EBKI3mMLtEZQ8hG7gjp6y/DHo2jn82a9694PChViujmTxK6WZA4je6P8UJo2ONCsIvO8RH6zcbIJub3jwov+31RpPh9khrTRZnNJqpJu6K2XDFEoWuyaJDhepOZFiorfH4yDMKMrHCRobKAER3Fhz2tl8xD6JjFNtttSDiCaBhYQi1Y0EM6uSBE/lmNMD6ruvI4wU292QCOJxXtwhGwnDI9jusM1aydBQtnAcnJO9/5TlwmrDSwy0gEM40vPl36qFlDNHT6A3hMVJNmpztZOBmBOzE8RhVf3HKPyAznVgyP4c7QcAifTnKVBi4EuavlZ3+HAiQrXn9g0mehtwvOtC+SEb/JDEy9mEeJUcc+P/zROFJXbyCYSKFZKSF77xZq+eyI1BTysvvu1ok7ni4j5IK7QbXE44U3Fp/MTPgSKSEktHvpYjBAr1FHu1xC83Bf1AIOrDsDQTgjEfHhO4IhODiTQlLAhX2tIoWRLIhkBwpjgB0mccyaalEq5lA83Ee5URuVQc6AVi/tUmo3MCCRNClw5GyKzN6oyM84eUyG7rtdHNy9iebRoahNTDZz+QMyx8O0NMdUx42uBWz8fDs+UFhabDb521LxMiM088QWd01iiz2cs+n3TxRCnkoCGz/eWhqYHkIL9KqTrBhv33FujVDNrFiw8LTDijB+fmGWCHZYe3LTzCw82bDIyiOILx411KsZTavbF1+oCpSFeYweEdFkYSorhE9hBSOhIdHwKTpS+HMOG3pNOlJq1QqC45Z3vcWgRlYIv06k8InjKiUETAb9mBzGherKmz8TofSiDN1n791GNXM0sWpxB5K2iW6zDn8iZRwBPAbTwZrFPDyhCLzRmKgstIF0FPMzhGO8+O5UyqLA7N18FZ1sZnTJZUfEpFhAN59Dj7HBVAumiAETuUYJRAoC6nDAGY2JPaW9vyukodxrI18rnyAok8P9ARnqn7V2zYIEhBrEjZoAAMxRSURBVBet+8UI0sVCC+KM8kC1ib9z4+gAbapZtJQ5nfClF+BLL8ITiY2UpCmQEEpBo0FcNP9uWjQ1Z5hUYJfOYTZjngRmNlyvE1s8C4/LJQl8TKMzii2mBUzut8JOoc2OzjsQamE+pFPqJKOLYBK08ZjLIS+KRGT+Ye9pWBHGT2aE8bMKq2vFghEssvIIiiHpz1yNqKVY+kAZC6haV1NZIVQxhK3xbrNX0ZFCIkKPvumQPRfX4ZQpWeGAsqocMtcY+ZPNVJNasQCXxyuN97NeacIbCmPh2g1Z0NIGVNjZQoVDrAaL33ouK/fNJz0ianBYvlUuIbr5gvS01LNHyGTUu0QOj2+0iJ+10vHffGJwVapgsrwuSYgjEDBUVDgvwvN1y6MENJIeDrE7w2EhJifAYfFAYERATKxivK7MCpjOmIwG8I0SwOTXHQxFZapu30c7nxOfviccRmh5FcGlFXgiUSEyPBeJoQpun39k3Zo6bnZehc8R+l6pxqng8frQNri9E7HFpmlhbt2ZltnY4q6JKVrbsLAcYBbOawV7VtWVs7bZP+6CyMfdZv8k961YsPAwYJGVC4JDXnr53UvuB4khHCTjYK3NRFkhvAp1pT3etVUN0Is1q9OFb5zxbrQTzGhin0mufK1Wg5/D4IoFd6NWkx3nwFhdMTyuWoHf5JhmrSrWHg7KT8PjDyB95QUk1zZlJmT7k3+CyvEhvCZpZRxObRQL8Mfik4QpPSuYBg6v97ttDEgcTYiVzF94vejNzNdML+j5t1DZ8eQ+NhqiXpCYnDi90wUnicpggG6xcFKRqVVl+J3dLLxoYCs9b9NMLaFaw9vkrInZcWIBM0kQcpKoMuq40xYysnf7VVT2dlDPHsvfwBOOIrS8JpcK1SSFkjSPBYyqCgfBqLIZ2QqdLheaNieatZq5smJWGikdK925YotVvm92C3C4VIPVsWLhacDzpK74H3NB5MNAt5R7oprsLVg4DyyyckFwM5Vz8aolaac3WqC4FYVJ9Lp7I0nl3IoQkW4PkbE/3gi0gpklgnEmZXZmZdarXx13eQRNSEG9WkHIbNakUobT6ZIIYxVqpQKC0Zgs8qmgJNevIrV5TchBdvueXNr1Grbu3oaPViOHyZxPqSDRyOwrUIHD8p5QGOXt+6hnDsUSRjtYNq//5kyVgODchro1VE1W2LXCGRv7lErCNnsqKrS1zRIVDSQkvWpVFBKqLCyZZE8KlRdVz8lEVSG5MBliZ2yx1rdipKpox82SNt4HDt83c1mJkGZ8NH8fl8+L2PoVRFbW4RWrmFNnuF5NVkheO+2mYTgE4R3PAjUV6gtJuMvlRqmvfg653S5lWtgkCWxKWdE6Vk7EFttHscVGeM87L1ZqaOHJxuO2gi2YpC0+bpxVXXkW8TitYNNhPhYsXBb4Oa36rJ4X1rvDBaGtT9Y8xvMYWp64qt1V8v1JWGbSvmZ3alttJoKpFzWMOjQjK41GUxZrqiF7NtnTIhPSUUSm8+trlQp8gYBSgeGikelNkRnVZHo3XM5byInNZ+OVt2Lh6nXZIc/tbiFz77aQlAfHZWVBHDD4AJ4k5wyH0lrv9LDJXt/SxoF6zrYw7lgu1YrYwDhjEVwaDY6fug67ApiUpTOAoC3sJ1HIJkNNJB48H5xOOCNRKYrstxoy76IiHoNmQzpaSD48i0uilJjZuhgCwMH6SQGl4YG20QB+s6kkKjJz43BMVBq9wXqJcLbZUc8dI3v7DVQzh6KQBRJJxNavIry8hlqvK6oKQxhM51V8fhxm1L0VvkBQhuu1wXm9earAWJWqKyK17dGUxIWbKitsrzdJApOOlSd8uP79738/Njc3xSL69re/HR/72Mfmbi/mBsNlJ8A8CbisuZXLwLNsBTsrgpYVDE/jkH22oU6ptPBs4Gd/9mfx5je/WT5LeOH//8zP/My5z2eRlUsiK3pWMA3S+joYniIrs4lgtIKpbGCjY+YgK6229EJwAWWEutMn9q2QicRfqZirJpxb4UIlEAoZDtkzmrJSyE9UE6NW8mh6CeFkCvHlFdy+dRNHd2+iNR7Qn4YkfrHUMZYYtZkrwPmHWi4jO/nT6WC0gnGhTQWFkbscsp9cp9lE9XBPuhIa9iE88aTEDE8nW/UU9ihZ4I+JxqkW+xmQENi8HniXV8V2xbSwvllDvXbdTlueX9JzQpXJRMlxhEKjLgkTVcUug+42HG7fUZ+PpZGDAfomViqX34/jvW15TEgIq8cHKGzdldJO/i0ZlrD08lsQXlgSkqjZ4mbnVajEcF6pxVQ0BZg+R4uiHjSi7fMHRoWkUwRvVl30j62SLcWsDV9rdrtNOVxPUFmJO55cS82HPvQhfNd3fRfe+9734hOf+ATe+ta34h3veAcyGfWiaGtrC9/93d+NL/qiL3pk9/VpxeNWVxYTJzeLnjQr2JOgrjyLVjCJML4kNApnL0q18HzhB37gB/Dt3/7t0mT/i7/4i3Lh/3/nd36n/Ow8ePzvDM/w3MqsFcyjaobUhuzNyEq7KwsjLX1Ib+BXa7zV5laMUK3VTFvqaQXr+SLwqBSYTkc6V4ImpKZazMNudwhhmQZ30+OLK1i98Yr0sey98RqKx4ejYkAFaoWcHBNeMN/5ZLcHrUi0g3ExrIEN9lyUc75iVsWgalLPHEm0sd3FpKtFabBnOSLVkr7Jgv/4eLzDZJTAwAQtvx+uBMs3HXJct5A/lbylgpYU1tzbEZWDkclGhMXmdotVzFRVEauYfxRXbDKo75yygOmqKkLsfELYOvWZ8snBQP4md1/9BDJ33kBHSjqbUgqZvvYiYqubCETjJyKvaQEjplW2WYWOCl/H5VVawDRlpW5yjJ/q0nAwSdk7b2yxwzayij7JxWTve9/78O53vxvf9E3fhFdeeQUf+MAHZGbtgx/8oOF1qFy9613vwg/+4A/i6tWreFxIxM27JJ4VWOrKA/htz96gvWUFU+Ogd/lk0sLl4id/8ifx0z/90/jhH/7hSVEk//+nfuqn8BM/8RPnOqdFVubE3/lrxrv3XIDMM2S/YpKsRbLi4KyGgtRQWSG8HtX96YttJWQyH1Kt1mQxprJv1Wuj/pOQCamplIoIK1QTjdRwiD7MAkdZq9sQSy9i9cU3IZRIopzLYPfma8js3EerVkXUZM7kiPMQx4cycO0Jnr5/syVqtSwjjdsILa2I9SuQTKPWaqCRO9a1c03ud6OO7df+k0T12t0u+JdW4YlGZcCeBMEQgwHyhezJFnvuwnu8YvdyJ9NwBkJCTlpUceqNkR1sTsisinOkxAzZTl0oyFC8i9Y4nb8pixylnduEDGkD/6aqCkmIw2HcRTMGu1jy+YxpGzifZyQtmbs3JeWNiC2vYvnGm5BcvwJ/JAZvMIRssSSKiEpVIczIip/3y4QXBvw+NBotZVgFlU7yXC0Aw2i4XutcehJBdenjH/84vvRLv3TyPb4v8N8f/ehHDa/3Qz/0Q0in0/jmb/5m09ugpZRK7fTlacGTZAV7XEha6soTp648i6lgz0J8sS2cgC2SPN8l/GTPls0DjhB8zud8zqnvf/ZnfzZ6JnZpI1hk5RJgRFam0e0PZIOdqWAXSQRj032/P4BPEU1MVGp1hIIB5SKLygoJQ3B8nJ4NhoNRTAUzs4KVCnk4HA6Eouo8/3IhB18whOTSCjZefjPiC0vYPTrC7huvonR8ONnJL2WOZBe9NlTbmthQz66VcHrxJCnQw3CI6tG+zEskrr0IXywp9jAzC5N2XS7Km9Lk3kS3XocrGJJCRP/SCrzJNNyRKFyhMJyBgCgOnPlw+v2S2EVyQgXFnUxJaSTvK7tQOrx92ty6XZlTodIyN1FhMWKlLGWNchf7vdFAPv/m8cSJhDEWVMpsiUl7vBwbCCIrFji1ssXfn7HGPM5IVZHjOBBv0vviCYxmvkhSSRyb5RJe/+Sf4ODWp1E82pfHK76yhtU3vRWheAKBSMzw783h+n6/N0n50rMmsuyU11fNq/CDI+D3o95oKGOL/d5RWpgnuaScV9FU2CcRuVxOVJKFhZPvFfz30ZG+heQjH/mI+JK5gzYPuLMWiUQml7W1NTyPeFqtYOeFNbtydnRLlz9o384fPjFzKxaebXzd132dqCuzoLJCJf48sMjKJZEVLkVULq95EsG46+oKJUytYI12B9FFdSJYtd6Ay+mAV6ftfHKfOh25hEzKGmkFCwSCp1ST6SF7qib1ahWxeFI5t8Ld2sWNK9h8+S0SZ7z9xqvIHexJWeA0qMAwmja6oC5840xDJXMkC3HOPZipK6N2+xx8sQTcgYDMnejFGOuBC3LOrQwHfWlxbxzuS5N7p1oWouDweISouDkbE4vLV6cvgHJrtCCmokEVhKWRJBUckJ+2njHGmAtopoGpwIhiu8cn56JV6wSmEsQYfcwIZNq/aOvqUSUzaSQkASpUiuhUSurjXC6xlHVNSAgtYOUqLXj6x2l/H3bodFvNU505JJb1Yh7Zrbs4vn8brWpVLIep9U1svPIZSG9QcYmeeG5yuL5lQEK05ywtYPJcmCIis0SdkcVOhwP1htru5/e4UR9bL6eTwKbhHg/XD5+R2GK+J/ADiUQlmZxv8fu93/u9KJfLk8vu7u5Dv5/PKi5qBTsvYYn551d+L4JndXblYeCy1ZV5UsEuOrdiNdk/PwP2f/tv/225vOUtb5HPC64BORupXeaFelVs4cyJYFtN/Tc4BoINhqMh+3rHeMHYMkgEm34DqTVbWIxHZXZlYGArqTdb8rNgwD8pitTbOa5UqzK3sq94fxK7xkIM4WgU5aJxq3uxkMPqxhW4SJB6J9UKzrMkl5aRDAaQPzyQhaIeSZkGlZaFKy9IOpbekL0GLnArRweILK1I7C135Y1AUhNMLaC8s4XhcIDIyhqqx/O/8ZbqZfiGo4F8ue1OWy5GwibJgRQmju//QlphJ2FLeqsl6V66A/A2myg0dhcjiklUDBShcTcL51lc8bhYwnheIUcq2GwodRpyXjNVhfY1/m6MblaqKsEgWs3G5PHSvVm7HZ5gCFXODY0xO1hPePxBHBweYPvTfyZzLFRXOP/kWVjF1dQy6tUyqsUCeh4/GkX1By6H65smjwctYERdMZtEMsMgi0axAsyUe07HFvN13+oN4X5CY4tJOKiMHh+fJPf89+Li6U2Au3fvymA9hyY1MLCDcDqduHnzJq5du3biOh6PRy5PK2gFUz3Xz6quzLtJYnh/kgunNmOeVFBdmU1+vEywJNJok+zUsY7+iY22S5tdMSlZ1qxg/Ny1YOFZxquvvorP+qzPmnxWaJ8xvPBnGsx66KZhkZVLAPkCLwrRZDK3opcINi2Ztrt9+E3SvmrNtsxQB31eVOrNU/YU7rSIfavRRCjgR65ovHivVGtIJhLweNxoT+0On7jfnQ5yrQHinCtRkJVqqYT+ah/ReAKtcdwtI43Ty6vjdKYqdu+8gW67jSsvvwXRZBqFMVHgB9msXYDqSrNagSsUg432IEWMb6taluhbDtt3W60TDej8QNd2IkPjYfzy4e5oFmdhGeHFZdQLeQRMOlsI2rukhX3e3PDh4IRdiSlhKsLCGGNauDjXMq2aUNEhUeEfvlsqYtjtmNvWigV4VtfFiqYicNr9ooWNl46JVYy/D89J9UW1eCMxbHQ7aJX1nzPaQmtiAVMQUsIfjiBbLsvfrT8YoJLLjC4DCGkJRmLYeOlNCCyuodNpo91qom4wF0Gl8KCqtv/5/T60SNwGA0MrZWx5faJ2Ok9ylQn4WqWy4h/40ZhoK08W3G63+Il/8zd/cxI/zN+b/37Pe95z6viXXnoJn/rUp0587x/9o38kisuP/uiPPhaLVzq1hKODnUd+u08rqK7obQrMM7tyoOqXukR1hWr841ZXGq7Ho4L2KiNL72VbwTwJtVvhssB1zWziqYXnA7/927996ee0yMolgQLBPIlgbpNEsHq7C7/DDo/TIQP3+ufpS0xq0O87RVamUas3sJRm0pRNFlt6KSOcRyEJoBWs3c5P7DCzKSfFQgHJ5aQsaqajXrlDpaWs8DzlYkHISrFaRGppRZrtubO+e+82GtXqRN4v57OIptIoZY8nO7J6yB/sYuX6yzKTUjZQQPiByw/eavYIbp8P0eU15Lfvnkqy4kC9y+tFeX93YofiDIs/npRLwOuT5C8jq5Qs0j1eHO9vIeqb7wNs2D9JVswIi8QKdzqTNC6ChY9MIOPPuiQdJgldGjgrM+y0pbeE6hSdiCyhnAXvD4kFZ1Bo6zKzinFQfzTDYzzvQbiDYTQHfbRNSIiRBezE7+JySb9KY+f0YpQWxGLmWC6L61fQdrrlubh65QVUewNUyyUJgGAfkNwv2rtcLtTredN5lZrO73hiXsXjRrfXl1kyozdTz3heRbOCPqmgJP8N3/ANMhj5uZ/7ufiRH/kRmelhOhjx9V//9VhZWZHZEy03fxrR8bza7PfNQCI+HQt+Vsj1Gd3tdKoDL0wgnUEm51hc3kA2p1ZiqXwy+IJfVVhYWkUub9wX5HB74HC55asRlpbXkTVRaPiexUCR6RTE6RLWecH3TqfbI1+XUynkquapgifuKy2m7Q7cXh9cHo98NYPHafxe5/H54PZ45av8m59nc6orfCQ0dcXr84nix696GLrme4y86IzOY6awtGuwRdRD1F6vR2yoXs+cw8iNMlyxlG74B23l03UHHpPNUEE5C+/UDB7P4XY6TljUB9UsfDF1CM7s5izXPwwb4Vdu4BjBZbKW4lqLSymzNdfsdSw8vbDIyhlAq8aP/5L+goqz8XoBXUwE09ItqKwsh5LYLe2KEqOHRqeHgXeIIId2a8ZEpNpsI2TiH642GlimAuP3yQyLHkSBqdcRiYSRyxsv3kqlEgYLMSEimSPjD2uqJy+95W0Ix2LoFnM42Loni8XJeboDISzF7DEiiRSiqYWJuqKHXqcjw/ZXr1xDo1REV9F3wQV06WAXiY1riK2sozDu9ZDHottGIhwdJ4KdPAdnWBibO1hYkvSpVrGgOxBOVUVLB8vUqnMlBNFqBp2eFa1oUY+09Dm8H4vB7uWQvle6V1i6OG/3ijZ7QjsZW+5p/+KAPYfy+4xcbowW4NNlj25GIA8H6JoQCyE1LFys15DJKIYobTY0Bj0p2NSLP9ZUlXktYL5QBMV6A/WZWZpZa0nH7UXp3h0c7e5I3LYtHJeUOj5vK+0hKnwujj8j67W64bwKLVGc9zrOqneeOVzfaHUm5a168yr8wKYFtPeEDtdr+Jqv+Rpks1nJwedQ/dve9jb86q/+6mTofmdnR5kceF4wbttlUmJr9pzkHBfh7Z3fasQOH3csIU8PzkoZIWgioZPs+DlEb4OpnbI3fk8xOg+j1jnppDrPYFxuagSSnegSd7htp+yYiY2ryJuorhqcbi/iq1TMbOh1WnCbzHLpga+SJuxYWL8ij7MWgmEE3ho3HPRAorK0sSn/3xm/pzdMAlmmUR+TFRKMtc0rk8Q6PbSc5sEnXo8Hq2ucJR0auhQ02ILqIBo6HdZXlgHbAfqe+QIZXKH4qe+53S6spZMY2mzojIttXdH5bGieqYoBEpWVePhURLs3ot60C0ZOEjeSlIWQGzbY0OlXkPIbkbYWki4DqZobI24gPKoCk43iuX6f+Z8aFp5AWGTlksAXjMMzWgcZ7Z+2x2+6PpfDcG6F1x36ogh0ushPkRW9uZXEwiI8B8eGkalMKOp0emIFMyIr3EEulkpYX12Fy+WSyDnd+zUc4qjeQSqhT1boU08tLcuiUD6EWm1svfFpg0cCEj07q67oWcGIcvYYmVhciETm/h2lutLvdlHc30FsdUMUltL+juwe0h7WqpTQrupbnNgVUtrdRtDjgy+ehJuKEOcfppQIplr15ugemQaPVe3U6qksHNbnULxneQW9UkHmT7TEr3nA61JJIcHR5lT6JF+DgagtuULmhNWLoQAOjxdt7vKa2NtcoYgcs3/vDeVxLN9s2x2m9jOqKvNYwHzhCPIVfeIzuU2vFy63B5XSSH3hIH61cYjs0aHsmtpDSURiMayubcDldmG/3ECpVJZ4bsN5FZ0kMA1ULEloSrUSt2cN51W8LhvavSEcT8FwPS1ferYv4nd+53eU1/3X//pfn+s2aWvsmoSKqKCpMnydhGFHJnu+4V++Tvnsb+cySnLAv7RKXRFFZQjUjg+kVFYF3nMjdYUkg4s6KsGqmS9SJ5W6MlJUhijsbJ3aqCGOC/M1ilNR4XkyW3fEakucVV0hajaHPM57d26iM6edTM8Opikq23feQHtqrmxedQVjdUVTVO7evomWwXxacw4rmNfnld/r9t4xWorCYA0qdYXKCk92e2sLfa+a2DzA3il1hYqKbTjE3f0jtMZkBXuH8MTViohct/PgNakpKvezpRPrDV9XPYMWHYZOkRWS771SG53+AD2Fmj50K+ZZHVW8NAyhVJ+/u8psZNPCkw2LrFwStM0fypdG8/M8holAfrcxWSFq7R7CHpd43Y3WjvVWR35G1aRdrurOrWjqSjgQwAGMd4i5YFtZXkIiHsPRsfGHXiFfwPKVFQRDIdTGu/zcgU4vLSCeSo96Mg72sb99H6ubV2VepaljozmrukLk9naQfstbEUykUFNYJwgO2ZfGhCXGmQ23V753f3dLmaLDlK/dW69hYWkN3lgcgfSifLizUJKkhclW7an5C85rmKorg4Fpg72mcHCHeGnjhVEr/HCIYa+LHhfoJuWYs0TFFYnJ0P+sEnOwdRvOQFAilmF3oFMqyG26w1GJZTaLcOZijrMqB3dfNyU19X5PLGd61q7poeBALClJYdpxeqoKd7wbsKNeVqsqnFlhYAPthsT0wC0XIdXaAY4PD+D3BVC3eyRYIpFIygdmoT0YEZcxOQlyJqfbRbfbU86r8DXK16JN4fygsuLp+VAz2MZ43MP1jxu0N55hQ1z/HP3+6Dy0UZ6B2OvdF+kiMjmHWWcQn88kKmbHjc5l/LrryznaymMIPRJy8jY6cozecYlAYO7ZlV6nLUSFtk1iXrIxjaDXJ3OLvO40yVChbTC7QkWF55g+D19N8w7b89jWWFHhe4QRWbE1m3PNrsh5Wi005yAraO0rh+3bnQ5arTaapR3D96BZ9HUUHZILEhWtLJoYasRFdfcOdiaKsaaoyLmmyEors6erJms4Pt49NbfS7Q+FqHDzlm4TI4ybHAzBGHgSlXnJypNcyGvBHI8/H/AZAV8IfNmtedVvaM3uAAH3SfPk7IuZcyvcUQsorBFUOuqttpAVFaiouN1OSSxSnatUqiAWixnaYgjGvLbbLcSkcd2GVHoBL77yZnjjS8hnjnH7068in82gUirJm74vrR6uo7pCwsJiSHqYVWCMMdOHouklKYHUw/QHLm1dpYM9pK6+KLMq/P95cXy4i/rx4ajVngvq1AKiV16AOxQ6tfgwSwcigVP2v9hsQk48iSR8C0soNWs42rmL9sG+NM07ZhKmzMocNaLCWGP5XTIHkwtBUtJmUpjfD088IReSNLOheoKkJpc9MO1MKTdq4m1vGgzWT87nD4iXntHEKvjDUSFHsxawWQyDkROWQ6PI4l6/h1s3b+L1T7+OO7dvC0lh78cL167i5ZdexMqNVxCPRtFotkzmVTySuKcqg6Qv2/YUzKtYeHwlkZfRu/K4ooxTVlHkKTialSc+xvhRdq5YePh4//vfj83NTZmXevvb346Pfexjhsd+yZd8iazfZi9f8RVfIT+nu+Z7vud7JGo4EAhgeXlZ5hUPDi4nCfG8sMjKJYJrlpnUYV2yshRMThqt9cBdh26/ryQrmhWMiWCq+DeSFS6oYpGwcnemUCjA7XIhZOJ/LuZzWNvYxCtv+QwsLC2jWMjj5qdfFavN9KB89ugAgVBI1BXl+TJH6HU7SK+MUpVU8ZbF4wO0m3UkVjckutYMnkAQzUpZZkwYa0zScJaoz16zIaSldnQwGq73+kVtCTLdLMoOlVGDu4qwyMzKDFkRhSIYhIeD/YvL8LAPxWZHp1RE4+hA5kaOj/dxtH0XxXoFmULmxHyJEVEp97vIHOxg//anTxCUWdAe1s7nhKiw1LJdKpoqJbSJlRsVtEyIBeGLxmUHdtpCp2H68ffHErLTS9WLMNrdpQWMqXBmFjB62KsmBCkSjaHb7aA53kElAd8t1vDp19/Anbv3UKlUEYtG8NILV7CymMZSOmVYwCrzKu0H8yp68Dhtc+0SWrDwuAnLeXEewhLRG/C85CjjuY8dB8Q8Dszbaq8XjvMoME/nioXHiw996EMSjvLe974Xn/jEJ/DWt74V73jHO5DJ6BPXf//v/z0ODw8nF0YJ0yHzVV/1VZPPRJ7n+7//++Urj2cU/Vd+5VficcIiK2eEyrJBZZVkxaYzZK+h1R29ifpN4i563ihCPjOy0oYnlkKA/laVasIFWNhY8aEU3aCU3m4jFjP2xzLtJ7R8FemFRTgcTiEph/t76PV6p3Lrq+WyqCsJg1JHzYPM+5fd25FWe8bPmuHm668JOSNh0YO24PVFYvBFosjdv4Xs3ZsytxJfuwL7HPHExHQHAi0YvWYTpft3RG2hXYpJV4HUIsIr6witrKNuHwrp0Frsmawlbfb+oPy/J5GCL70IP4lOagFuzn7YIMSkeXyIVi4jfSzTpIH/purB68+qJNOXQrMmREVIyBxkQmCzjewu/F2oXJioP9XB2EZiYtsoN+sSIc3QAhWoqJBM1llgqQAVGlrAaiRUU5gltYNARCxgWlSxkQ2EZOWopm+BoAVs/+AA+0fH2Ds8xmEmi3gsiuubq3jpygYWkvETSTpMAuNw/eTfYzvEtFLqddrR7j87ZZBPA5RdRs+wuvK0NdvHzxiqcNaiyLMQlssuipxN03yWYVYQqWqzP6gakzAtmMiCGu973/vw7ne/W1IbX3nlFXzgAx+A3+/HBz/4Qd3j4/G4dGdpl1//9V+X4zWyQpcBv/fVX/3VePHFF/Hn//yfx4//+I/j4x//uISsPC48NWSFO//vete7xGfORfM3f/M3S+yuCj/1Uz8lkhevwwUuE60eJjpjN4h7vJuqB759tnqnrWCzqLd7cDN5aSrqeHYHl/aTXr+vawWbtqsUyhWxgZlZxvKFIqKRiLDsaStYKBzCjRdfxPrGhkSZfvLjfyxSYd8khiN3fAhbMAKvX52kwgSxWrmI1MqaKCYqdYXWsfzulix0IzqN9cSob2VJ0sM44M3o3sLOfdgcdsQ3rqBYr56JsHDQlfer26iJ2tLMZ1HZ20Zlf0fIC21R9MwXynlRIJiWRYIhg+tejyzMKX6xQLFTLgoxaRzui7phFhXM1nmnP6BvJbPZRJ0hKSLpob1rHnAAmMSqWymjuj16XHyptKhEeqh0m3A4XWia+Nr5eAUSKVFKqGYpVZVoQhKXGHqgUlWC49CEuoliEorG5rKAOZxOlE3eB6LhEPLFIu7v7OFWpoJ7uweoNRpIxiK4sbaMG+vLuPbiK/C4nWgo5nxGZZA2Q7898bzPq1h4vu1geoEqj6PZPvAQ1JV5CctlqyuWFezZAMu4py9tnc8a1kiQRHzpl37p5HtMbOS/P/rRj87dNP83/+bfFMuXEcrlsqyhtXj6x4GnhqyQqLz22mvC+H75l38Zv/u7v4tv+ZZvUV6HctZf/at/Fd/3fd/3SO4jB74YSbzhC5pawZgIZlPMrTQ6XUnNYISxCtVGG5GgCRlotSUZLG5iBWMqmNyXyIiksGfi2gsv4MqVq6Ke0N/PuZFbhwUhNInk6Vz3aWizK8lF8x3I7P6uvBiSErGpxt7xMcqZI4SSaQTjyVPD2D1/UBbM1cyDHR/akgrb90VNiK9tokF71hzgApyRxVJEOPNmIe30VDPKRelnoWVs+7VPYOtTfyJ2rubRoVxahTw6JE0c1K/XpUdlXjAimGqLpq5Mfk+XC770Ahwez4j0mKRpaSAh8SRIFLpi/+Lwfis7ImVeEpaZvot8pQBPKIJmsaDsQeHj5AlHpBeirhOAME1UeB+oejVMCAgJYsflRXVGpZkls7MWMJWqQgsY3xeMZrPs0RRCwQDKUylHLFfdO87idq6OrcOMvJ5WklGsJeNYSkSRDPlPbCpo4Lccdhui9vMt5Cw8X+rK82gHe9h4GHawedWVZwWWFezscEZTstY6z4XXJVisS5VDu/zwD//wqdvJ5XKyaazFy2vgvxk/bwbOttAG9rf/9t82/vu3WjLD8rVf+7Wy8f+48FSQlddff13y/n/mZ35Ghoe+8Au/ED/2Yz+GX/iFX1AO/XzHd3wH/sE/+AciYz0qtMdWMCisYM3uEOlAQgiLEUh6Gu0uAiZkpVRrIJBcRMCnLqLKlyqIhIKGPQm0gpGQVKpVLC8t4srmhgwc8/h79+7h3t27k0UeVZVCPodkeuHEvMysFUybXaG6EmIC1ex9n9pxFsXkcB9hznGEwkp1RW4rl0GV0ceLy/BPnTu5tjnuWzk9UD/o91DY3ZI0MSoAkZV1KW8zg8vvn8xVzAttjmUyZ2GSCGaI4VAIC1O8RJ5hwWc4IlYy/qyZOULfJAloAkbtcud0CLSoZIwtZyRdQlgGA/iS6UmZXSZ3CH8yJfavjkHk8+TUdrsUa7IA0iy5yB+JyfOmUSooVZUAOy9sNlRM0t9mLWBGUFnANIT5GrHZUSrrn6tK4pLJI1uu4s5BBsNgTMjK9cUENhMhxAMeOO22iQWMsIbrLTwvdrDzEJaHra48DXawp11duYgVzII+dnd3RdHQLt/7vd976Q8VVRUO0rMEWA9c69EORrv+T/7kTz7WP9VTQVYoZ1F+YrOyBspcXEj/0R/90aXeFqW2WfntTHMrPW1H1fg2GN3XH44ijFXo+2IImvh6OeBLO1g8HFRawTi3QsR0jpsc73bD7/PjpRvXEQmHsbWzgzf2jicxxdPIHh+N1JWUWl3h7ArtOenVNdNCuXI+h3q1jIX1TWkYVyFbrUmjPWce4svr8AZDiC2twu31I7e7hYOM8a4Cd/5pCytWSoiubcgi2yixi2Sm2qiLgnJWkLBoZEWZCGaCHtO3aPmKxUVNkaZ5zrpkjk3b5k8QlWQKNodzRFRmhtV5P5vZjFizGg6gUC1K3wzvN1UjFaiqeDUCUsypVRWSmlhC7Hm876rI1K7HjyoVnanfUY/ERhJJw8H6s1jASNij4bDEjjK22EiFdFIZ8rhxmC9hv1DFzcMc8kMfOv0+rqysYzPuw1rUi0TAIWWQRgWwFp4NXLa68jTbwc6LJ8UO9jiH7Z9ktBS9QheFam5FhWz/2S5OoYoxffHoBL0kk0lZhx0fn3wM+W/Oo6hASz83/DlSoSIq29vb4mh6nKrKU0NWKGel0+lTJYQcFJpH6joLKLVNS2+U4s4CLZ5/wyzCuDPf3IrdxgjjBwt3veQhqiu0gtnHO7p64GxLpV7XtYI52U67tCAkhd60nd09lCsVlA12l4kyvJIElkovKtPIiMO9XTjsDiSXdO77jJ//eGdLFs6LbFY2UVeI4uEemrUK1t70NsSWVlA42J10AKjAY3Jbd7B37xa8kSiia5tid5qFW3ycQxztb+M8YMt7sZi9EFmhbcrudiOwsoZhry9qyry2L4HdDi8VExKVXMa4t2U4xM4bn5QUr/DaJvyJFJqFvJIQkajQeueLxtAql041f8+mrwXGBMisK6dhd8HhcqFiQpSoqjidLhTHVjaVBaw6dCotYHweh0OBCbE3Iv6ptU0RparNkYIk/9/q4qDUwL18A8fVNuK+BNJBF2I+B5JBOwIeG1ZnehqseZVnwwpGWITlyY4zfpx2MEtdsfCw4Ha78dmf/dn4zd/8zcn3mMrKf3/e532e8rq/+Iu/KJvzf+tv/S1DonL79m38xm/8BhIJ4wLT54Ks0KKll/c8fXnjDXVT9mWDUtu09EYp7iwYjmNKzSOMhxJfrFlG9OZW2ixh6vURDagtXiQrrkgKUbPY4XIVPq9HWrcJKh2MZn35+jXZUT5qdPH6Gzdx884dhBk7LI3FxmCT/ay6omcF63W72Do4RCyZnrQOG4G76Ifb9+Dx+ZFcXjVVV+Q281l4/EG5jP4CI5gWnQ2Hsmgu7W6JzSvIPhWSljCTukZ/F/d4/oUEajoh7CxgfHG+mDHtZJkF51I4QE/Ll3Sn1GrotRpSXDcvSAx8yZTMfzRzWcOyO943uX/DIVqlApxej8zqqIio9ngEkgsjZWZs6zIiKlSpqKowKYzzL6q/TziZkrji7pTFTY+8xtILqDNcwKSELRyJSp/KRSxgk+P8Puk4ciVO71zx2Vdt91Fq9pGr9dBteEVZifjsSISBaICt0pOnlwULDxVP0/zKWdWVs+JZsoM9L7ASwczxXd/1Xfjpn/5p/NzP/ZyMTHzrt36rqCZMByPYkaJnIaMF7J3vfOcpIkKi8jf+xt/An/zJn+Df/tt/KzMxFAV44UD/c9lg/9/9d/8dvvEbv1F5zNWrV0XOms2M5nwFE8LMpK6zglKbntw2C+6K/vgvdQ0jjP1e/bkV7cXX7A2wHk0gUztEpWW8+Gy7wwg5arDbamIp0UOvP5DOFVrBChXjNvtKrY5ur49ELAJfv4F0kjMBQDZXQCZfEEY+KogsY2lhAQsLaWxt78gOtN6bLZ/UVFeSqQXks1m5rhFYFrmcjGNxbQPbt97QbbSf/M6NBnKHe0gtr+GoXoOnbSz3cvedcyrH924KKYqP51C0nXsuiM0sDUdH+0gzmapcko6QYHIBgXhKmtXdwSCqx4cnFuhntWkM+w+KIU1b7202OL0+SQBjd8qw30OnWBAbmieWEAsYh/TnVWS8iRRgt6Episrp59ksgeL9ZJdMI5dFr92eWMHaM6WRGlGhGsVyx8rRvrIHhQgmU3IMSyBVRKXSG2DJH8Dx1l3l+dpuH7w+P/bu39FVVaYtYLQVlksZY1VlTgtYIL2CgM+Dg1wJ8HkMI4sDbjtYzlxqjm2AVEX9AEXSkG90sfBo1BWzjqLLAl/XZ92QUCGZSGH+bYmHA753zttur0dYtA2lsxCWeRR1DaHxXNhlg+qK3sbbkwLOrszTat8tZoFV44b5s6Bdyl5oyci5lYWFszlVLJjja77ma5DNZvEDP/ADQije9ra3yYy3NnTPuOFZCz57Uz7ykY/gP/yH/3DqfPv7+/jwhz8s/89zTeO3f/u3JWH3uSMrqVRKLmagnMXYYUa0UfIifuu3fksW1xy4f9LAuRWah6iuaHHGs+C6vj2OMFaRlXKzg5AHiPg9KNZbEyvYbEJHsdbAksctPRBM/jICF02f+coN7BxEcLh1B5lcDr3eadn7KJPB+uqqqCtcwOmh4QrJ7EosnkB6cQnHh6P7xDd5PSn9zvYO3vTii4glUyjm1Dagci4LXyCI9NoGGrv3T+ywT34Xqm+x0QI4v7ctqky/20F0YQlOtxulw/mH+qgCcBeyenwgZIfWsNDCsgzic9FutzvQqdfk/GclLKMW+wcffNMLGiEubLF3e6RV3uH1yb85NM8oYnanaOjWKqKy8BjGIKvAlDCSG6o6HJ6ftXLpLqpsNvg5uA8b6pkjuQ7JkjcaF+LTGkcja0SFj1MgmUKrOirenH08p+H0eOELR1E5PjQlNeFUWh5zKitKVSWZRqfdMh2sT6TSKPcdJyxgp3/1kQXsOJtXWsDCfq+8diuNFlw+48hiv8suqX+agXPJGQJ/BV64QWCmvFp4OsHXc/4Sd8ejkRhKe+ezoGpIJdKYL/vw8gnLeXBWwsKNrmNz5+9EXTGyip6XsFBd4WehGbjhN7tJYqiueM1TMS8THLT3JJYuZdBe27w569wK3zctnA/vec975KKH3/md3zn1PfanGG0ub27S5vzkDVo+FTMrL7/8skQQs/iGUWu///u/L38YZkMvLy9P2OBLL70kP9dAlvmnf/qnuHNntPP6qU99Sv5NReZhgmt/iTA2mVtpdIdSDjk9ajJrBesPhqi1uojqSTVTqDZasIfiuoP2ct5QUIrtaANrtTrI5os4ODo+RVS4w0wUiyWR/KiuyP0weJPlMbSDpdIL8JjYxpqNBkr5LFJLK3DPqFezsytEZncb3XYb3pUNIR+zSKyswe31yUC9NoRdyR6jeLCHYDSB5DpLIB1zf9BqC2xalBr5LOqFrJAXpmH5YnGxiEXXryCYWkSt10GJfS1z+HlY7Dg9s8IZD6fPB28sjobDhrbXDU8iKSlcWkkk44iniYrcr3GJI3tVVNBKKEmsmjNEZWL30oEvkRRS0cg+GNxvl0toFvOioPgSqRNWuGB6UR53PlZ6j+M0QqlF9DsdNMtF5d+j3O0jwAVaVj10WYNDulWMZlW0RQY9vbSA5bLZuS1gqh1LlQVMA62dtHiGZMviNPg58O6vsPpVnsXZlYcBKiwXRTyaeKr6V573+ZXLTAbrVgtPxaC9BQtPPVkh6J0jGfnLf/kv48u//Mslvpilj9OWJEpb07unbPL8zM/8TCE5xBd/8RfLvzWJ62GCiorZ7mm93ZcI45BHfWDbHYHP7YLH6TAdtCcpmUbI78ONzTWsLy+g2Wnjtdv3cfP+NqKRkOlgPNUVpoJ5vca2OO4oZY6P0O60sbK2Pvm+0Y7U3d196bpY3rxqevtUzvbv3ZYF8eKV62L50hBOpBCMJZDf38XBzEK0Xiogu3MPbp8fC9delALJsxIWgslitewRaseHKGzdFasTFQSWPEr08fIahuEIQitrCC6uiH2KC3pvLCEXXzwh//ZEoqJYhJbXEFm/Il8DqUW4/EH0ex00CznsvPYJ6WjZv38Tx0fGc1JUVzjLQuXkFCQxLCHRxlISmc8hc7w3ISgqiwrvI+dzmPw1Gz3cqVawe/vTaPQ6ojbxdmiXc3l9qFGBmVJK9IiKOxCE2+9HJXuk/DvQMhJfWhEVrVbMq1WVVFqeF+XCaSVkGvFkCg2b58QGhZ4FLBIKodVuiwXMCP7UyAJWqT/YxjWygHGzot198nanLDx8pJKXY7u5bFBhuQgW4ucjPM/L/MplYlhWv6+dlbA8yhhjFUr5R2PJtPDs4akxIzD569/9u39n+HM96eof/+N/LJeHBbO5FXrUqZpMR5dOz63Q006rSNjrRFlhBau1u4h6BjJof1w2nlegFSwcsCMS8KPLBX4ihoDXIzvBd+7clDI7IlMoIhYJYWHzBRzdv33qPFy8UYqmurKYTmMhncb2jjpo4GB3B1deuIFYIoFi3viNln+jg6172Lj+EhZW13G0u204u0JwQXpw7zbsL7yIxSsv4PDuLVFTuKit5LKojYe6udCd/lBs12s4untTYo1TG1dRY7EgU7DmkDe54F5ZuyJqSEebD2HfSaN+wu5E0uJ0e2WwPJEYNcBTNZEmeN4O/2P5JDtWbDZ0m3VRR9jITvVGlbKlIhbrtFN1W6hnH3y4cM6F8yWtZgWN3btnilpmoACjh1vlom7zvKamVAYDhBaWEF3fHDXal4qSHDb9uJ0C7VWpRXQaDezsbCnvhy8Ulghqs1mVcm+IF+JJlAo5eT4ZqSr06cYTSezl80pZm8dFwkFkTCxgkcB8FjCSlWkL2LLT3CJi4dmZXSFisRRqR5fXLUHb6XkDPqZBq6vu6/Qh41HMr/CzQ0+hvyjmtYP5zqCuzGUHqxnHrJ8VMrsyx21eBs5rBbNg4ZkgK08btFkVn8uGesd4oVRtD+Bx2uF22NAhexnv0s6WKJUbLUT8arLCvpXewIE3v7CBSq2BZruD+wfHMnzfGRMVOa7TRalSQyoew9F99e9xnMlibXUFx94MWtAftBe/bq2KUiGPRZKIUkkSJIyQa7Th2d3G0sYVNOs1091xDs5TYYm98masXH9pFMFbr6FweLr4cRqM0c3t3JOW++jCMrqdFtyt5lzRxpV2E8FeV1lwSFsTL/IYjFvW9WZZOH/iCgQnMx8XxeHWLfiTaSFL/B298YSoIrSrNTPZU/HBKlBRGRGVkli+ZjG9QCKRoS1u+TM+RyxmVJs0GC2AQuP7WTpQk10uZFZuvIxWrWo6qxKJJ4RIahYwI5A4d9xB5HO7SlUlHo3ABhsK5bKpBawxpwXM0/ejNZVMNw0rsvgkbCT4TufFru9wmJ6DiqTZz3kOs+PMoJ1nYWkdx4c7FziPW+bCtJLWhaVV5Ewiv/XAeTiHyy1fCVo9zwNeL55KSzz8ebBMy261JptNLo9HvpphyetDoa1PWPTOs+DTtxTrgY9GbWCThEraklVJlXzEzAiL1+dDxNGH16SgWTDsoO8ztvN6vV4J+lG5GiZoluCK6r9vecdzrPzaN+lsE9Ty8MRPv7953S64XU752ipn4TVRD6ddILPf5/ujW6eIjmsgPeT7VSy6T274sE+b2Qq5YRVJx3ybQQZ3ycJTAousPCRwB5aEZcMfxKc7xjsu3IFdi8ZRamaQqxvvInU8UTjtHYS8blTHC7jpQXu304F0NIyFVAxBtHFr5wDZYlk3FYw4zhfw4pV1sVfpqSsaCsUiFtIpLC8t4d599c744f6ezAcsraxib2fbcNCeqJSK8IdCoq60mg20m01DdYXg7MrrN1/HF3/Zl0sT/ad+9zdOHTOrrmigqkKlJcaekkgMkVgcVSlANLb8eIIhHOxt46yhTXrD94OpNLDLAEkDCUlgcWVU7miDzI2w6f4s8ERiEiRARWWWqBjt4voiMSnVpPWLNrjK4Z6kqenB5fNLVHE1e4w9RdgB/26heBIujxfZKfVFj6jw+XE1vYBauSQk1khV0Qbri+WyWERVSMbj0q3S7fYmaoieBczv9eCoUOIKQGkBI0WxLGDzwxWNwTXPQsoAJCpOxo1L8p7xJslKPIF8wXixT1XUHUtICMlZCL/qPHxvZ8/Suc7jcsHP9xKq8+PnMO2mJYMCVNV5OF82xFDOE13dQKE0n81oGiQ70aUVvAQbMiYzZUbgkrrWG0hXEV8oXcVmkAYansvt069hEoyF9SvyOHfaD87DvKlqb36Fpef2YmXjivz/9HlmUTchKyQXa5uj8zDQwwwDr7E9zuNxY2ON0f1DdFx+03M5w3H987jcWF9KA0Mb2t0OXCH946bhip6eT/I4nVhNxmCTYKAePNGY8hzeiD6BcDnsWAx5ZHOo05/9G1WQ8utbDZNkJzPEI+anYwFQ35Op38GKi3+qYZGVh2gF41or7B/tAEy/d05bwYhae4Cwx6kkK0wOaw67iAZ8E7Iif0CHHalICLFQAP1BH2/sHiGCluyAqGCmrmhWMGLv4BBXNzcQjUbAJa2RusIhw8ODPaysbUikcb1mvHjmItO2tyt9KiubV7F183WZUVGBcyo7+7sIOx1YpIVt6w56M7nfRoSFcxCZe7cRiMbRTy8ideUFNIp51GklmrldJ3cinS60axVprz9rV4G20J+QluEANlrBLgnsP6Hti+pKcfsumhyIN3nsZsHhfg7NN4sFdKr6scSzCCTTQkDYS8PFXHh5FX1/QJQTTWHSQHIWWVyRjpp7d24q7wuPjS0syZxKx0T1iiaScLk92L+vtoqFwmEM/DFk928rVRUO1nPncWd//5SqMpsCxhGrcr0Fl1dtAWt0LAvYWdAtFdF1XUxZkfMUC6YdRGHYkZmyT84u6oVo5jKGfUTzYPY8tXMOJYuiMgRqxwcYdKfe8+U1mj0TyeDisLy/O1GK+W6UPaOtbKTIDFHghkK7hWMTRdwIFRaR2SCWXrPX+zRmFRYqKnyc9+7c1D3P3ArLWFG5f/vmZNPMCCp1hcoKcff2TRR78z2fjdQVKit8kG7fuYe2Rz+o4yTu66orVFTIMO7s7KPV7sAVMyeH2Ds8pa5wPTG0AfePcmjR435goq5kivDFFnWVFRv2URyGdMgKKyn0X3dD98lNCOEuQyBXGz2X5sEZnNEWnkBYZOUhgptBnFe54g/hds1YXalxcePkrqwD9U7f0ArG6OLlWAhOOwd4h0iG/Aj6FuQN+7hYRqHaEG++LeRHMuhEplASa5iZupKIRZEvGvtjq9UqSuWyqCsVnXbvE/cxn5co45X1Ddx543VU+8aJKtr8yuaNl2Xgfu/eHUN1JZJMIRxLYO/OLQQGXSxsXsPytRdlvqE98y5kRFi04ftGpYR6IoXNazdEKWjwe6XCZFfWEwrL4r8znt/QYo3PCm3Rv+jzTxblZyUVsySFli2Sg06jhmF2iGG3e+ZzcrbFHQxJyheH52fvrx6owHjDUdSyx5M5lTuf/BPEVjcQX7uC0v7OCXsd07+4w/z6Jz+uvC/8W8UWlke2rqk+Gz1VpdIHri4ti22QJZAqVSWZXpCwDVVcMZGKx9FoNtFokoQYe7qjQT/qTcsC9jBAgsGF0IXOwZhtnmcORURFRHh9Sd27AFmZPU8ikjx3/wrVXxKV2c2AWChyphkW2jZJVKZtrfFQ5MzzK7wftJvykggEzhVpHPb6RCknwTgLWWnrvCdo59EjGe0zzK9QUeE5WiZkxWVCWNgIznPY+J4yR5wxmk3D+RU5V6uFZqk0SelUgXHvuufpdIWoNBkHf7R3YhPGCEOd+oNOtydERcgKMbW20INdpxJBztMfoDMcyAbs6Z/pW2fJb2fBq/P7vTnfOwzujoWnBE9NGtjTTFjMgk26/SHCnjgiXjV37PlissC/ko7h+lIC8aAPNVcQN3ePkK/UJ0PEJC2dXg/peNRcXanWsHz1hu7Pp98g9w8OYbfbsLS4aDocuLe9BafDidWNTfm30Zs7F5vdTgf7W3fhD4awPJbiZ3fF2LeSXFqVONtaqYjjSk125aiWLF69Dv/YAjIvuLhnxPFrH/9DtKoVBOJJpK+9iPDisuwecsibtrFpXGQoNTe+7nmsYLwOiUVwaQWB1IIM7DOdrH50gGY+Iz+Tgf55zuVwILi4LNehbUwjKlz0qBY+VFMCibTEDrfHKgwfD9rxCrv3ZQEUW9uUckgt/csXieLuG6/JIklFVJjwxrb6MlPIxgtEI/tXYmFR4oWzJv05jNB2RBdOxBXrPWcZ4x0M+KUQVTlYv7QOv9eNQvXBvJieBcxvWcCeCjyOKGNlEew5cdZy2ofRcH/eSOOY3/fQE8LOEmfsp7/pMcUZXxYedTLYbNebhQdwR1PyGXKuS/TiUeXPIiyycglQDcw226NEMK/rJP2nFWw2xtjvdsAxXboyg7DPjXjIh6vpqAzc3zkqIFOp6zbbV2xeRIMBeEzsFZlcUQbnOGSsQq/Xw9ER5zHi8BsMImo7Sexe2dvZkvmVZNr8A7VRq4nCEoxEsTgVf0yweXxx8yqatSpyU4vUbL2Jo/t30KiWkd64ioiUGT7APMkzXBzffv1TyN67hVouI4vt5NXrSKxflX4WDrdeBmFhzwp95oVSYe7dUKootHmFVzdECaHtinaQ+vGhDOwT7WpFyAuVIDMw6ph+dxKW2tGBzLeYkRS5ntstccVUmUhw+BhMPw4kfoW9bfk5VRYqP7R/7e/vioplBO3vk1heHUUQm3jg+TyIpRZQyB6j3+upVRWWSva6UiRrBBJxzqowqrhcqSoH6xPhALq9vqSAGWGSAtYZTMbqrRSwJxfPCmG5DDwuwpJ8BJHGZyEswccUZzxP94pmyb4MTLsrHnYqmAULlwWLrDxk9MdS5RW/+o2ZVjByDs6uaNB2bcNeF66mwlgM+3FQqOKwVEOz00VPYf+husL44lTsJAmZlYBbnY6oKyvXXpQIV5W6ksvn0Ww2JR3MTF2plMvIZY4lHcwfCCjVFfn9K2WJMY7Ek0gtr0wiapc2r8li9mjn9GANlSQOZJczx4gtLku08XQXy7xRmYeZY5ldyd27jVa5LOSPA/YpEpeNq9KpoiXozC7W54Fm09KUFT2SIEO5wRB8tLutboiKQrLEmZLK/o4UNfZnZf7hEJ1aFW6SFUVnDX8eXFgWS8nWq3+K48PduUgTE4TCS6vo97qoZQ6Nf+/hUGxgbLJfffNnojEYKhODtL9LMBqHPxxF/mB38hgZqSosEu33e8gfHymJisvlgi+9hlz2wYe73nPV6XQgFgnr2h+nXyOB9IpEgecrtUm3kV4sJ+fSmGYTNCiCJKwUsCcLzwJhuQx15XESlkfRwfIwCiMfR1nkPITlaeldMepbYZO9HqZnfC08n7DIyiMA118siJwVTabVFRKVgCsmnSsaqLRsJkJYjgbQ6fVxP1fBcd+HQr2JVDigLIgkmAYWCwXhNon0PMrm4XQ4sJgy/8DZ3duX4b9UUv/YaZ/u0cE+Go061jevwqGwKmmLz0qxgMz+LuKpBcTTC1hc20Db4cbh1t1JQ/00tIVt8fgAR/duS5rUyvWX4Y9Ez0xYJt5rG5DfuovjW59G+XAfvU4bgVhCSEv6hZcQX9tEKL2ISqctqsM8DfbafRe7ls0mJMDlD6DW66DlsKMfCKBP61Q8CYfTjQ4H+w/3pKeBw++qhKN2pSzD+3rqCskR1Zm23Y7DnXvY/vQnReWZB/zdwitrct8rB3s4zhzO5WfPF/OiLDDIQA/a34OkMr68KkP1jUpZSVQ4ABuOxZE7PFD2pRCLyyvo9XvIKhrrScAT0aikI+UKRaWqEg8F5MVZrJ6efZm2gAU9DisFzMJcsAjLSViE5dHjstQVMyuYpa5YuCxYA/aPIBWMISZBH8mHDbW28WKr1u5LBnnU60TQ44TXxeSaIbbzVTSnJsxylQaupmOI+D0oNxRRi66QqCvpeAR7mbzhoD0H5zhsz4QtRr02pzpZZpPBmq2WKCyLC2kZuh/o7PZoyWDEzv17uP7SKxLpuHX3jumOVDGXFQvWtVfeIovEN/7043C0jO03XOByp429K/u3X0diZQ3p9SuoFvKyuy/qi2LgfhpMt1m48YpE7XKnn0oBL/KY+fwyu0GFxRMIwR+Ng1pAIpoQKxYX9SQV8pWEwMb8HRtswlBtCKYW5LocTNXA63GBz/kYpmYVtu6cGpY32znlbY7UlYjYwrT5GE8wDH8yhWq7iXr2GJ0zxBozPYhJXxwOvvPqJ5RkSYM3FEHL6cLx65+S3zuSXpS/Y3lqaH4aqdUNeazyB+quHCK9vIp2qymD9SpVxef3w5Naxd7u6O9OGCmAtDMWSmVJoHMYqCre5LKQFZatuhXJNyuhBYQ8dnn9aq0IlgXs6cCjLoucJiznHbp/kksjqbCcZ+j+PKWR8QvEXT/qwkh+HpoN3M9TFsnPYbNhe6orqg2Ys6ornoRV8Gjh8cMiK48Ao94FYNMfxKttY1mYQRhxnwsJvwuHlQ4OKm00bBE0uyffxO2hFCqtuqgrGlmZ7lyZ3C4X6sUylpIxZAplGbo3QrZQQiwcwurSIm7ff9Aqr4fDo2NEIhGsr61iy0Sa5qzLztY9abdPLy6hmdVfnHIRqknwLIp0OJ1y/71+P7LlklLK1wgLF7+0hTWjFSEtvmAIhaN9NMqluQgLrV/5cgnD2mnJudNsyGVatSD5KB8dyKI8nVocNdg7nKNZl+FQ7v9wwK99UWi6rQbq2YzYqjh4Pg8JmMuuVSkhuraJWrslt01iRGLF6OV6jp0o88eg8Hei9SuTOUBxb3uupLFCs4l0ehn1UhHV3Oj+DgZ9RBeX5fEoji1h2mIknExLiAHVMDP7VzAckfCFvfujpDgV2O/D9JxCwXhWhh/0sUhElMRcXq2qsITV4bAjX63DHg0Yd6t47LDbbPAPAjB6pC0L2JMLi7A8vYQl4nFh9yE03POzaHZj5KKE5UkDNyznSQYzA9cdRu6OR4GDXtXaHHoOYNnAHhG4FmNpq9tx2gpGv3sy4MRy2IWQm+RkgMNKC41xjLEeqK64HQ6EfeqGW6orvf7AdHaF2DvOIrywIlHGs5jezeFu9M7OLoKBAFJXruve7vQuEvtWMocHQlacUeM3R344uNzuSYzxrT/7T4inF7G0vmn6ITO92K2VCqKyMEqXKsvS1evS52IGXygiCWP7R+aWJy6yqYa0KiXpa9m69Rruv/5nqB7to3KwK2WJ/H82vtcyR6jnMmhVykIgGP07D1GZFyQ+MuC+fgXRtQ2xWPH2ebtnIipenygqmeP9uYlKtlJBcm0T7WZ9Qkq0Is7C/g4CkRgSa5vI1UZJWrTqxReXUclmRA1TERWC80v1agX1SkWpqoQjEdgjaRwcPCDsRruUqUQMlVoN7Zk42NnXRDISRLXRgl3xnOVgfdjjkNesTm2AhacEj2N+hbAsYRe3hD3u+ZV5Mc/8ypM4u/KwMFvNYMGCChZZuUSodk8ZSc7OFb/nwUNOh1DEZ8dKxC1pYYVGD7cybbGTxPwPzjW9izu5bigl5ZBmsyvc3c+VKoiFzZPB2DVRKFWwtJCWAWQVavU6Do+OsJBOIxgyz5PPHB+hkMtKYaQtpN9Sa7PZsHJlNFB/uH0fxWxGUsJC0RjWrl3XDQAwAssij7fvye49FY+lF17kA3liAH8WvlBYooyJ8+wMqgbwufC32x/C7pvNJh0onlAI/nhCkrKKu1tCpM4CDvf3fD4cH+5Lutc8ROW4WEBq/crIzrX7oHleAxWt3O59NG0O6cWhGpVa25DWas4ZGREVDamlZSmAzB7sKYkKEVm/gVq1KhcjaCWQPq8X2VxBPauysiFlkYXK6bjiaXidNrFu+gYPyLBlAXs6kU49HruLRVguRljOagd70gfuH2U62DyzKxcdtD/r3IrRkL2F5xsWWXmEYIzxui8gD3rYa8NCxCFzLMVmH/ulLqrtUeyp2xGRQXunIsaYyFbq0ghrpq7UnEEZ0F9OJUzVlcNcHo5QHMsLpxdys17ZTDaHSrWK1RffJClMs5j16B7s7aJcLGB94woCOgRnZWMTXZdX2sn7Y+WhWi5h9+4tGbKOXLkhEbZG0Fv4cvf+4PYbyO3twBsIwbO0LvYkttSfeCz8AbFzNadKEklYLou0cEF/np4VM5JCNYVpZa1SCYWtu5S9RmkNZ7ifTbsNXbdb5nOK+9tzXZ+PS2J1U9q6czv3dQMQiN3DQ4mY5szPjT/3+fD6g2LVI4k2IipUVXyBgKhquaMDKYBUIZ5MwuPxKFUV7bnL53W1XkfNpCwyEQ5KD1FPh1hrmweiqngd0pPUUfSjWRawpweJ+OPpOLAIy8UIy9OUEPao8CjVFatzxcLDhkVWLhmqhQnXZj43sJF0IuC1o94a4KjcR2AQmHQzENXWQNacZupKq9ubW105yOQR9HkRZbqRAv3+AIeZnMS6hgLqY4md3T2xhW1sjgogzbC7vYVqtYLE+g0ZiNaQSKURjsZwsLOF3ExoQLNex87tm6K8kLB4FffLaAHM1Kk9Jnxlj9F2euBZXkdy/Qo8geBEVaEqMT2XouG8hGWatNCONW95owo8hy8an5CUbqOB4s4WatmR1YwzJ7RzzXO/csU8YqubEhZQzRyhcnRgSlQ0AhdfWYc3EBRFhfM4s6D3XPOftxt1lDJHiKYX4WHyGSOIFUSFf2da/1qNOgqZY6WqQrUtsvYCCoW8zKsoh+rjMVFLDo4yp1SVaeIeWlhFyO+VolUNRnHFPpfdUlWeMVgKy9MZa/wkEJbAHIRlLnWlWXmy1JXCER43rPji5xsWWXlE4PtoLATQXZVy+nBc7qPSYnjqaYzUlag02qvUFS6gctX51JWuP4ZSrY6lZByOqR1+PXWlWKmi5fRhZWlRFo4qdYUKyPb2DjyxFJZXThMqvQQUJoQ1mw0kN1+StnGqLAsrq8gdH6FiUOTXabexffsmuu02IhvXEV8wtmwYLYRpbeKiefeNV5Hb3Ua53UFq4yoWr70oi2/OfRjhIoSFyOaOUSwXzze4arNJK3xocQXxjati9+J91UgK+1MIWr+YNuaPxZXEiReX1ydxzE63G4XdLTQUBY6zjwFnUKQfZX9bksxO/a4zQ7KcU4ktLGGHMz35HPxrV+H2jnpr9OZU0iurcDpdONi+b2r/So1b7Y8OjT9M+ZwlqVlIJZEvldCa7auZQTwcFNLe8p+e3ZreNKCqwk6eZsd4IWOpKk8nrBmWJ4OwnBUPk7BcJuYhLPbW2cIG9NAtPRnqipEVzJpbsTAvLLLykOFxsasBCPkgVpH9/CgZzO1UN9pXW/251JVmp4dau4Nk2HyA/DBXZI0IFhMx02P3j7PSbM/5FTM0mk0cHB4hvropKWFmhIVKD2OMO502rr30Cjavv4hapSJD+Br0kliofOzcuSXWIGc8jdUXXpSBfD2oZiF4+xzCP7hzE5/+1CdFGYotrYo9LLV5DcFESrpQZnERWxgH6mkzmyUNKlAhCSTTiG9ckxZ5Xr+Wy6CwdU/iiDWSMo1muQiXLyDxw0a35YvEEF+/Iqlk+e17pvMt2u9N4ko1yhcMj2ZRxv0oKqLCVDfOqzC44Ojubbz66Vcx6PWwcu0GPFPKmkZUAuEwookUMgd7KLT0o8A10HoYWr6CTDYrqXMqVWUhmYDdbsNRJqtUVXyMKw76UajWJyKTnqqyEl6QbhXNuklYsyrPFp4dwpJCNGL+nm+G1AULKM9DWB5FB8uTXhj5pKgr3dLl3JYFC+eBRVYeAribyln2WBAgh2BKUKEKsFeu0x2RlmtB9ZvwWdQVzq54nc6JumIUI+iIpnGUL8nOsd/rUaor9OtnWgOk4jFEwifJhl7OO7tX2LuytrYm8wNmhIUEgYQluLCGpZU1ZGlBmoFRdCRbzHfu3EQDdqzfeAUhAyVBRVgmv2ejjr3DA2S37+L47i1RX6LpJSxdfwkL125IXwhjdtkwfxHSIjMrOjawaTJRrFdRHw7Q9XoRv/ICIstrMkvDxLHS7hbK+ztSAqmX8KWdY2/rDrLZIzSGg1NkiOECtH2FF5bQKBVRkFkT42GL6d+TRCWxdgUemTm5h1atakpUeJ30xlX5erx1F7lmWwjn3p2b6LRaWL16Q2KJNaLC4lAWgTL9azf7oBfISFWJbb4kBZCZ42NDosLnqsvlRCoRl6F6W+jkc3f2uZ+Ojp6nJCuzmN4sYK8Kn520cFp4dvGsEBaNtFwU8ah+OMrTTFie5PmVeexgZuhVzFVzCxaedFg9Kw8JGkkp1YCpPkdBowVEg5AEsFZ3eEJdmfZlVlky5wJiPheydeOFN9WVSquNxWgQtVZHrClGKFSqkgy2mk7g1o66lCxfqsDdcWB9ZQm3Wu0TUa/TRZEn2u2vXcXVa1dx5/YddLvqnfGlVZKUQxz2eli/dh17VAxm0pym+1em0Wo0sHXzdTg3N7CwtolAOILM3s6pQW+tg0UFfyiMvYN9DIt5mW3h4pqdK4wyZnt9KDla0HKhzThk6VxpNZGv1WT+Ih05bReaBcmZWOrYz+J0SUM81RteOOzv8vnk5yRLPP/OnTfE6jVdIjkv6oWcEJJazoX++G8QiCcRTKbl34wlPovlTVNU3L4Acjv3hODNQq8fIbm2AbfXh8O7t5CpNU48Fgf3bmNx8yqWrryA6uCuBCksrK6LpetwZ8uUqHjS6xJXvL01GtbXg0aql9Jp9Pp9HOfyyujsYHpViHy2VIUzvmgaV1zrDOBWrF0sC9izgcfVw5JKLqF5yee8jPJIKiyHBzvnvv5CPPFIOlj4vj/PhhUR4gDanJi3g2We/pV5yiLNME9R5GX1rsjsSjDx0DtXmAjG99mnFZ74IuwzIT7zYqAzA2rBIisPDV/7l4wb7UleGGXMRLBpsjILrsFKzS7ifhcKzS76g6Hs7s76PKmuHJWO8cJCXIbtj8s13ZJIgm20e5kcrq8tIRUNI1uq6LbaazhuDeHz9bC5toJb94wXhtoi9O79LVy/dhXXXngBd27fnthzZpvtU+kFRKIxUVeqlQrWr1zF+tUXcLCzLYlh8xAW3t6te/exmiwjvbaBzZffjGLmCKVs5sT9VBEWWqs4ZM+0sNr4w5AfjIww5qUoioQbbp9PFt4urx/BeHJi6Zq+L/FgSKxZvG0hJmyxl4sdLn8AkcUVUVe0jhUe1++0JWaZ9q7zkpNZNCslISb+WFJUmfDCMpwej5CYWj5rOESvpxYxwYxEhTMuVFRmSY7RAiK6sCQdK5ntezgsnbaL8Xc/vH8XvqV16dVpVCtCGhlVXZrpF5r9wKf9a2VlBaViEeVyWWn/8vu8Ehaxe3B4iqjMfjAvxMLoD/qoeUIjadOgBNLvssNhtyEw8EF7hVsWsPPD5nTK5ULXdzgudA6z8ywuryOTnS+ClQl5PAe/XgS8fjyZRoOv2Qudxy1lsfxKLCytIneOc9JaKhssbg+WlteRPSfpYQhIPJVGYaqXaR4se33ITb3fyPuxxyNfjbDk9aHQVhMW7TzpUADz/kZchtZmCAsTK90ej3zVwMk8M8LiRQ/NGcLi9XnFocCvaLbQ9520ic/CNuWUOHEerwceboy1DuDzmm+quQxioL1ul1Qf8OvQrX5eew0qEgbVLDypFbgddpmz1eAxIIpux2lC6HI8+Mqraf82aVqY+xgLTy4sZeUxod4CloIBVFw1pbric8YxGFal2V6lrrD4kXawhUgQ5UZLksKMCAstXrlSFel4FOVaQ9lsL7vg1S424z5pt+eiT6WukJyQsLy4ksKVq1dx984dOcc0YUl7gYXlFWSODlEZLza3792FZ3NF4os5h8Jh+3mxlyugUavK0H18YRnheBL5w33UyiVTwuIPjRa5zeqDBfVs2z1LF5u8TM1o0Bbm5CJg3FpPi1W9mJf/T8vOodZez7/tUOZDSIqq2Qw69aokaF1mMeQJcOi7UkLq6otoVoroNuoym2JEhIwsbVR8WPgo8cTb904lpRkRFZIUJn8Vjw6wmzFeFNH+VdrZkuH3Vz7rc6Wl/qBo3jGQuPYmIRV7e3tK+5cWVcyB+kKpDFfs9FC/hujSOiJBHw5yJQx9UcNZlVFcsR3t3gA2xZ/PUlXmhysaM1wkzQMSDGd49By4yGvK7DwrY0UgX1Av9Pne4I4lxCbI+azzQjvP2kufIecpFs9HWvj69XPexAYMxkprcHEFpXLxzOcJphf5zibnia5uoFA6bdc0A8lOdGkFL8GGTPZsA+Dcay82RnoTO5hSa5uyscDuJiMEOCSqAAnGwvoV+XsttNuo9uZvd20MbSfOs7JxZRIIo6E+R7t9y3ly5tTr8WBtY0PukxYIMvCq7XC24Gky4vG4sb6yLH/7vmc+O50rdNpW7Xa7sJZOYmizodPpwhU1VnI8UeP5qFA8iOXoKP20O2nRrSIYOW1RTE3N62pIjtkJiUfMb5ffq9cHYnMQEY+5GGbhCYZFVh4iuGAxU1dCc6ortIKZqSv5wiHCfi+WYiHczxh/EFFdOS4cIRL0YykVx/ZhRqmutDod7B1UxA5WbzRk4adCp9PB7cMcXlxOC2G5d/fuROlwu91Y31xFtVIWsjKNW1v72Gy3hciQsBzu7piqKxo4jD042EM5n0VyeRWLG1fRrNeQO9xDe9ypoVkCpkmLPxIRWxMtXnoLcSO/NBcPRiRPa3Kf9mfT9sX5ExKVsxY2ngUkS4F4QlQVxgQzLYxEZRZmMzfeUBiJlQ0hapzl4VcNKjsGI6BZ/Eg73b1d451TbU6FRIXJYLnjA9QHNvnbHx88eG7P7kr6l64gGAzi3r17J0iwHlgAGfD7cG97VzlUz9fDYjwiJL45JirTmFZVuNvHnUB7x4fWWH6xVJWLoVsqomtSWKuCpoR0iwUML0AO5j1PGHalysJFPZ8Z7VxmQg7Og9nzcL8+mzt7QZ8oKkOgdnyAwdTrmL/tWRQWkgwbbCjv74oiLOce/+wsKguVFd6hAu2e7RaOC2cnPFRYRFGxQWymtOWqoFJXeB4+zqNZuuaJ9yczTKsrmqJy//ZNtJsn74+ZukJMqytUVHif7ty5jVZzHMlupq5EErrKCk90e2sLrVYbrqi5tcoVO038qKjYhkPc3T9Cq9OFp6Hwvx5k4U3qp3VGh34hYNv5GtpkGZPvn7bC9XQCZIbu0XWEswyBXK0va6l5RNWH+LFr4RHAIiuPEfU2sBwIoDqHujKEubpCHJWquJKKIR70oVBrGqorYsPJFbCxmEYsHESxUlMSlprdK7GvK0sL0nSv7fboqSsE3xhJWG4sp3DlyhVZXHJhunnlCqqwYX/rvu793zrModvtYGV9Ey6XG/vb9x8URJoQFn7ARNEe2YsCQaRW1rD2wkuolYso5TJo1esnVBZatJhsxThjI8yqLGfBNCFYTo9mIGbtY5dKUhJJSfoiw63nM2iUi0IeaOXiLMy8oQAMFeCcDpWkwv7OCUudiqj4wxGk16+gUS3j5p07hsdNLwRWrlyTxLCP/tEfIRSOYHF1Tf5NO+DsB3w/mMTS0hJyudykqd5MVWEBZMsdVNq/2Kni97qxfZQHxiWQRqpK3D8qgRwqNhgsVeVsIDGY2qA+F6iEyHkuQFbOcp5ULKWcY+H1STAuQlb0zpOIJJFRRMQagfZUEpX+1NwhEQtFzjTDwk0LEhWNrGiIhyJnimXn/aDSy0siEDhzYEnE5UC51ZQoexIMM7LCdwDV/Ip2Ho1k+OYkLNz7n55foaLCc7RmyIprDsJiazZPzK+0220hKk3tXM2mod1V0NrXnV3hrCk/j5utNnomse1yM0d7+qE73Z4QlVa7gyGTglTgTqwOSFA6/YF8nSYrVKpn0emffo+dnv/lVWTTtw/s9Kumm0ZTN2fhKYSVBvaQoVq48PXMFxrVFRW4Viw2uoj4nBMfp16MMRdYHLYv1JtIhwNwKhrTuZtcqTeRr1SxkorDO4cNY//wGO12B5trq0I8NBgN9zHS+P7WluyEb2xsYH19XfyzW/fvo+YwTlHaz1Wwffe2lEYy2ni67d5ssFH7gKGqsnPrdWT2tuHx+bF67UWsXX9pkhzGDy6mfHEh39CJ4DUqODwvDjJHyJdLyJZKF+5smQa96KH0IpJXr8MXjqJRyCF775bMprAkslCpoDoYznWbJFLJ9atCVErHh8jvbU+IitljQOsXicpeJoPXb940PG56AbC4ti6k8ua9++h2Oijkstjbvo9IjKWX1091/KxvbKDT7eJw3FSvIiqLqaREb7MAUgVRVWJh1JptZVu9NqtCVcXde+BJt1SV53vw/nGkhT2LbffnSQlLPuTSyMtOCHuWWu3b+bMrfESzeLFySasY8vmFRVaegNmVZXcAHpPeFaor3NFdCJknTGTKdUkEYzoYoUrnYPdKq93F+mJKeigIo0QQDihv7e7D6XRgY/XkOY0IS7lvx9bWltjBbty4ge3tbdkxIlQpKMflJu6+8WnZodq4dh2LK6uTxes8hEVbFFcKeWy/8RoO7t8RqxeTw6686TNkvqXnD8lOEztA5sFFSQtnWLQIZC0WePoyN2w2eMNRiSFOjUnK1p1b+NQf/wHu3Hodh9mMnI8EqV4uIjRHZCkH6Beu3pAggez2vdEg/py/czAaR2p9E7vHxzjWSfLSIyqxVBqReBJ3tnfQqD04f6VYxOt3thAKhbF57YUJKQ6tvgCf14vdnZHSoyIqHKpPJxM4zubQnyl2nH1ux0MBITVHhQeE1UhVifkdaPW4K2j8WFiqyvOHZ4WwXAZpedSEJeY3Hq5/0iKN54kzNutecTTKj6R35WEWRFqwcB5YZOUJUVfCPnMfRKbWlp3dsNepVFdIVI5KNeldCSrenLmrzIXfzlFWVBgO0JlhGIxje28foUAAa8vGLfLT6PnCEmPMSyKROLFjriIsxfYQO/fu4GhvF7FkCldujBrviXmiI6cXx0ybImHZvvkaaqUiYqkFXH/b56Dr86PrD4n1aF6cl7Sw02RakZqFHoGZvhSbTbQ9PjiSi+j5/MiVCrjz+qtCUiq5Y7F6zaKay8jvFojqd9EQ4eQCFq5clxjm43u3pJV+3t8xGEvAlV7G7uEhMrvbc/0tWPyYXl7FztHx6eS3vkPS4e5TWfP5cfX6DdhjS1hYWMBxJoPGeP7ICHxura+soNlqodBX/01ZAMlelWK1AZtOpPFsrwr7jtzdB4Owlqpi4VkiLMTTSFgepsJyFsISvCTC8iSoK/OURJ5XXZm3yZ7xxRYsaLDIylOkrsS8KVRbPSQDbmg9kUaEpdJsS7P9UjTIjXhDdYWEhYPijDMOB/xIRke3qcpbr9bq2Dk4RDwawfLiglJdYRrJxvoqdvJl/PGf/AkCgQBeuH4dzjOQA9qD7t18Xf7/6osvI55MnYuwaN7k7P4uDrbuoFosoFVvIL26gfDVl7DEEsjUgsRYPgzSMhg8aLGfBzzWF44guriMpesvI7V5DR5/QAjI4e03RAGplwq6JEUDU8ea1YquusKB/8VrLyKcWkA1n0H2/h0cFYpz/07hRAqu1JLMA7HjxkzlIkg2Vzau4rhURubw5O7btKe7Ua/j7u2b6Pui+MIv/mJ0ez0cH40sBCpVZWkhDZfLgZ390x+ks8/pVDQEu82GivPBYseorT7qc6DW7otP2giWqvJ843HYwkhYnkRb2KMmLKknhLDMAzPC8qyoKxYsXCYssvKUqSsuOweogVTQfEF9WKzC6bAjFTJv2eb8CjtXFhPRSbu9EWFhslKpXMHe4ZE03C8kE7qEhSrClY0N9Lo97OzuyVD03bt3pVH8+o3rk6Z7lbqiLWDbrRbu33oDxVxWhrBpDePC9zyEhfAFQpIcdu/VP8W91z6J490t5OsNSVRZufEKVm68jMTKuizISRBm5yfOQ1qYIMZB+HnIycK1G1h+8U1IrG7AGwyjWasgs3UXR3feEBVlOp3LDCQ37FlhwhfBOR1Gh6Y3rwmBevWTn8Cdu3eQqag/JKdBUudILKCUPUbuYBQhbPa4U+FZvfoCis029mYCFvSGT4t9lyTLuZxOmXXyer1KokK1j8/Hw+MsBoGT8Zmzz2UWQCZYAFmuoadD9rRNANq/ol6H/P29/QevI0tVsWCEdGo+xfkyYRGWJ4Ow+G2XM7/iuyBheVTqynmsYC2LTFk4Byyy8oSpKz6XWl0ZMK6v0UHI44Bv/AZqpK4wxzxbaSAR8sHndinVFeIoX0Sj1ZH5FYfCrqQRlnyxhMNMFovpFJLx2KnF4/raKpwuJ+5vb0vMLBeaTDa5fes2+v0Brl+/LkrLvISFlrWj/T0Zvme0MYfvSVwaNnOVZnbhHIxEUR8P1rP1nirL4dY9IS6vv/E6WrWaRFHGl1ZEcdl489uEwDCWN8zCxUgU3kAQLo93opZopMWIuPAx4IKd8yEkJRxkjy2timKydOOVE+Skw4jo/R0c3n5dCErpcF/ZOq8C+1EYz8z7TcKy+MJL6Li8uHvnNl77sz+de2aH4KLdmV6GPZZC4fgQucPT8r0uUXE4hKg0hnax9k0njOkRFT4fFpeWJGThIx/5PQlruPKWt8E/Vbg2/VwjMV5bWZL0r/JQvQgZRRVPFUDCuACSxWNhrwPevk9ee0awVBUL00jEU4+ctFiE5eFiXsLyJNjBHpW6cplWMAvnx/vf/35sbm7Kht7b3/52fOxjH5vrer/wC78gn+nvfOc7T3y/VqvhPe95D1ZXV+Hz+fDKK6/gAx/4wGP9E1nRxU9K70qP0YBAxG9Hu9JXLoyCrgRa3TLSQQ+2i+rIxly1IXMra4kw7h4XlM32fOPh/Mr19WWsLSaxdZAxjDLWCAvjKp0OB1YWF4SAFMcljwvpFCLhMO5tcaD+gQogO+ONsrTbM8b42rVr2NnZQalUOtFwPwsuaLU3+Hq1ijuvv4ZEKo3k4pKkR7FEspDNIGgz9uloC+ikf9R6zMX2LLiI5nzLrWplsvvGY90+v6SKcQDdH46KOqGnnHDuQ2uwZ3O9fLXbEQ8EJBLY6XZLOaQcPxiITYtD/pwT4f9L58sF40710KpWEL3+CnzeAI5JMg52z3w7lQGwtHlVytiOOIQ/VbqpUrFIVNZeuIGOw43tO7ekONSMqMTjcaTTaRzs76NYKKLQAa66/bh29Qq2tndQrdVOqHgsLCVhOWqcvv1ZVSUS8CEc8GE3U8AwEFcP1fuc6A+HqLUevCAtVcXCvKAtTBVx/DAIy3mijc0sYWeJNz51n5Kjz4nzWsLOEj5CdeUs1ly+v9fOSFjmiTTmwL2Z6s/PM1WcsbfXMFVXlFHGc6grs/1Ts+Bnv8oSbuHx40Mf+hC+67u+S8gEicqP/MiP4B3veAdu3rwpn6FGYPDRd3/3d+OLvuiLTv2M5/ut3/ot/PzP/7yQoP/wH/4Dvu3bvg3Ly8v4yq/8SjwOWMrKE4RaE0g7/Qj77Ep1hTiuteFy2BAft7waqSvEXn608F6Nq0uliF6/j92jLEI+HxbioyQlszerg+OMdLCsLS9KER8vS9dexNHxMarjPoxp8A2WC3WWRZKkMJJWe1HNo7BoyGczuPPpV1Eu5JFeWhalxRY2bs99cPvhCSkxAyOOD0tlKTnMH+xKAdn2a5+Uy97N1+Tfme17yO3toJzLoFmtiirTrFRQLxVRLeRQzh7j3r07uHf3Nra3t/DpP/tTHNx8DQdvvIrMvduioFSyx2iUS5dGVDSFp9TpAbEkBiH+LW2ishxv3zvT7fAxaLq8WLvxshCv3TtvzE9UnE6sX38RbbtrVJbWapkSlUAwKDs6+XxOOlW058vde/dRq9dxZXMDkciD53IkHEIsEhZbImdbpjH73A2kV7CciKJca6IzJiqqAki/m1HF/nH9oz5RsVQVCypYcyyPdoblrHaw+Byx/U8jrNmV5wPve9/78O53vxvf9E3fNFFA/H4/PvjBDxpeh91173rXu/CDP/iDuHr16qmf/8Ef/AG+4Ru+AV/yJV8iZOVbvuVb8Na3vnVuxeZhwCIrjxiqhQ3VFBKWDV8AbpM57JQ/Ld0rJCsubdreAPTk7xUqCHjcSIX9pnawWpOtwiWkYxFEgup5F21nZu/gCOVqDdevbOKla1dRrlaRaRvLQ9qOEFWV4+NjsfxcvXZNBu/PQlj4oqM1jDHH7XYLq5tXkbz2EoJh4x0nWsA44F1QZdDqLNinS8U41N7rdEQJYU8LyQxJSeFwb3Q52kfx+EAKJ/n9Sj4rxEUsWSQMpfIJ25jexQhm1+OFalB644pY1zxev5Cpmx/7fbm+ND+f4XeOpRexfOUF6a7ZvfU6OlOEQ0VUnC6X/C1aNqdEK7MwzYyouN1ubG5uCCnZ39s/sXNIgnl/axulchlXXvkMJGJRidGmqlKqVFG3+5REhc/vlWQMg+EARceDVC+zAshm5+npUbDwZOJxDd9fJpJzRKA/LMJyVpyVsEQ8xp/L57WDXUac8dMwu6KyglkRxudHpVI5cWnrFHpypvPjH/84vvRLv3TyPToM+O+PfvSjhuf+oR/6Idkg/uZv/mbdn3/+538+PvzhD2N/f18+d3/7t38bt27dwl/5K38FjwsWWXnCwPUwm1ajfnN1pdDoymIqPe5eUakrjXYXmUpdhu0DHvP5lUzx/2/vTKAju6sz/9W+b6oq7Wsv7vaCbYIxyzAYEggcEgYYEgzhgGFmSIhjCIEx2AxhCWGxA2TAMZAQMPgMJDCZcTIsA+Owhj1gmMHgbne7u9XapZKqSrXvc75/6amrSrVLakml+zvnqUq1PL33qvTe//vfe78bRTgWx9iAHy67rWl0RRMsM/MLaoZ7sD+ghEuz/itEG4jS5YmF91arBSdPnoTH42kpWGoHuxwIz5x7TNWz8J/LN3kMR6+6RvXzqLQL5n02ItQiA+2E9JuJlk5gn5dO3MA6FTFEEynDx0/CbLEhNDON2Ud/pcQUe65QYHmC/W3tI48V0778g8NYXZzHwvnHVISjmduXBmuKKFSYBseISjtCRRkyHDmCfL6gGoc2YmY9jZW1sBIp1199pfq8l9LNP0d+r/tcdjhtFsytRFDYyLOsFCqV/z+2NhtA9lpUpZPc50984hMqhcDn86mFF8i9nHk7CBx0weL1tI5c74ZguRwOYZ1EWC6nYNkOpegq9iP1mkPWsy8+qFgCg2qM1c3C95KxsTE1FtKW973vfVv+jso8KBSUtX8l/H1xwz2zlu9+97v45Cc/qc7fjbjnnntUlIYZDpxAfO5zn6uuDU9/+tOxVxwYsbK2tqbCVm63G16vVylCFgE1e/3rXvc6nDhxQhUIsXv661//ekQ3air2klYDnFiK4sQBp6V5sf2QawAr8awaWLHgvpVgYf1KLJ3FSJ9buYS1YnZ5FbFEShXc0yGslWBho8jFlRB++ehZjA8PIejvaylYNBLxOE6fOq0+04nJSYyOjSJVR6BVUm/Qy3oWzuLT6nh5PQ7H4CiOXX0tBkbHYLZYVMSFA+h4Rdf6RgPudgb0nQgXFvLTR7pevct24PrY72ToyPGtIiVS3cdkPbSseq6wdqbZ/ljZR+eKK2FzulR/mvBy9Ymv2TGjUPEfOVGOhJw5rbrTtxIqhDVMjJScP3du05Bhy75ufJfmF5dUyuLk2Chg96h6qUpqv6tmowGDPg/W1hMtO9VrUZVWDSB7Nff5He94Bx566CEV9mfu8/Jy/ZnVb33rW3jZy16mZt04i8eLK2feOBsn7J8oSzAwtK8iLEF/P/q8W/8He9XSeLsd7rdrZXy5utrvBvV6rRyWLvYzMzNqvKotd95557bXybT8V7ziFUqoBAKBpmLlhz/8oYquMHLzwQ9+EH/0R3+Ef/7nf8ZecWDECoXKL3/5Szz44IP40pe+hO985zsqj64R8/PzavnABz6Ahx9+GJ/+9Kfx1a9+tWHYaz/ByEoqC7hsehhaOPN6rQHV/yHosKimda2YD6+rQeRYn7tldIVcXAohmc5gcqgfVou5oWAZCPTB7XSqhpGPXbiI5dAqhgf6N/uwNBIsHJBqg1LOELDoa3ZmBj6vDydOngQ8zWfiGhUosvP9/MVpnPnlLzC9uKRSv6ZOXo1j11wHo9FUFg41dCNaOhEubApJOomuNMPmcqvO8eNXPg6B0XE1wF+5eKGuSNFgKhqNADwbM5y1283oRnBkDKNHT6hIENO+amt7mh0jCkJGVLgtF86cRr6iNqaZUKE4dTocuHBhWoW2mwkVwrooGjv86vQZ2KwWjA32N03/Gg36kCsUEDE6WqZ/eayGthpA9lpUpdPc589+9rOq6PL6669XEdG//du/VZ/717/+9cu+7QeRyylYfL7gjoqWnejFQtFyWATLbvdeaUYpvrW+sFNy4ZWmz4sr2M7DifnKxVKn/xsFBw1smEpfiUqtHyxHaCphBgvHWM9//vNVyj2X+++/X4kS3ufzdGx961vfqq4HfN21116rnMFuvvlmNZ7eKw6EWHnkkUeU0ODFkKkJT3va05Tyo+0aBUk9rrnmGvyP//E/1MGm49Sv//qv4z3veQ+++MUvVrkR7RWtBjqJFBDQ25U7WKt0MHa2L6KEIXfrdDCmv7B+xWo2YsDjbClYKGymF5eRyeUwNTwAi8m4ZTDodjow4PdhJVNSDSMJLY21PiyTYyNN+5So7aoYnDIqRicLfk7Hjh2Da/RY0/c2c1ThOugU9vNfPIyF6fMqsuJwe5RooZWu1x9QtRWVdCNY2hEumkAyNOm10gqmefUNjmDs5DUYmDyqfmddzMwjv8DShcdUqlczQqkMLsyxFsSFMJv7VMDjMn7yarh8fViZu4jZs9VRkVZiLm9zKqHCY96u65cWsu7r86uZJEbYWgkVihNG8VinciYUx8X5JXjdLkyMDMLSN7Dlexz0uGCzmDG7EobmmNwo/YtF9WwAaSnYDlUDyG5znytJJpPI5XLKya0ezLmuzcM+7FzuKMtOpoVRsGxXtHSTFnY5BMtOs93oSiv2c3RF6lZ2D7PZjCc84QlVE0TahNFTnvKULa/npNIvfvEL/PznP99c6O71zGc+U91ndJzncC6V6fOEoqg2DfxyciCsi3mxZOrXDTfcsPkYL6I8mD/60Y/wohe9qK31MJRGhdqsezovqJWFTLt5QW1mZVzaSAcbszuQzMaRzjU+2Q06B7CwvoIxrxVBhxkriawagNXmgHKAllxbQCqbx1I0gUGPE6lsDo26bGh2xsViSdkYHx0dxOTwAM7NLUIbwlrMJowPDSDCeoq1iEoH00587MOSzeWUWDk2OY5zF/XIrzU+KXKQqp10OXiivfHA4KBavD4fwhdOqcaSrayNGxHO5nF+dhZrF87AbLaowXn/yBgGRseRTiVVHQsXOlZVDsq7nT2rFSwDG6lXnURW2MeFqVgWh0M1stQbjSoyEo+EVR1KNt3curqeaGIzzL7+QXgD/cq+mWKN0RSHm71nIliZm6mKiLQj3oy+IEZHx5BKJDBz/jEVJWsmJDeFCj/fgQFVtxQOh1sKFaaJTY2PIZ3OYCFZ/hv87hWKRUwMD8LqdShxze8ssZpNqlN9KBpHybM1faVSqIy4BhBwGpEtlJA9ZFbFzXKfT5061dY63vKWtyhry0rBUwlzruk+I+ytxfFu2BtfbmtjCpbVRHd9p9qNrrSb4rtTdsatrIwZXWlWy9mydsWyPcGWi9WP1gt7yxvf+Ebl3MXx8Y033qisixOJhIqQk1e+8pUYGRlR51/WInIivxKOrYn2OAXQTTfdhNtvv12VUExMTODb3/62isAw2rJXHAixwkKhWr9oCg7O4DUqIqp3MX73u9/dNHVsv11QszmAzrMstl+KFjbtUxldqc3b9NuCWImvIug0I5UrIJ5tPnBfi6dgN5sw5HMhnRvD+sJMU8HCweC5uSUlWBhheaxYQia8jKmRYSVIZhYuXawqBQsjLUwL4wCTTmHn9HpkQgttCRbCQex6NIrhkREMnrgO+fAiFuZmqyxwNbQTfSPR4vZ4VaRgMRKDS7+OcGhFCV5GW5gm1hccQGBwWEVAKF4y6RTSySRS6n562yH/lUQKrkwO0XwR8ZoLIS+OjD5RnFjsDlidzk1xwnAAXcfW10JIx2NIJ6prtTot+Of+UbB4g/2qg33fwJCaMantndLOBThe0mNobBzePr/qc0NnNo1WQmVoeBjBYBCLCwuqLqKVUOHxOTI+pqJ9s7FcdWPJRBKz8Rwmh8w4MjyI8/NLMPUNYjTgRSabQ9R46ULdsKeK3aCc9YopK/KHKP1rJ3j/+9+vIt2sY+EFsR7MueaFtXIiiDN5OqNRLd2i3m8wbGsd+2E9g8Pj6nZ5pXx+1JtMah283Q711jM4PIGVJufh+usxQ280qdtaBoZGEVptniqkYTBbYDCZ1a3G0PA4VjoUPCNuL/NOYWrwfatl2GpDqI5BCaPTJku591YlQ+zFVdEjrBkDNiBltMDM83dN49pKci16r+Q2zplWm02l/fC2kpKp8boLdY4D/xfVeqxW6OqkEVWRisDkrR/pYgo4Jyat5ibXhPgqLH2D9d9vKv8vqMwMo0Hd6o1brw80NamF0e5aTIZyw17eatRZXRWtnj+o3HzzzVhZWcHb3/52NR5mWi4zkbSJJzqu1kZJWsFzOc/XLL9gpgsFCzOTXvva1+JQipU77rgDd911V8sUsO3Ci+Jv/dZvqTzsd77znU1f2+iCuhfRFRJLAv1uO1K2BKKpSyeKeoIlms7DajIod7BMJNU0ukLmwzFM9fswHvDgQrGE+NKlgWY9WNB8fm4JRzYES2EoCEMmjnMXyvZ2lVQKlmQqjTPnLmBqYgzHj0zigsmIeANxVE+wMIfysbNnVVSMouX4STfWQitYWpjfnMFvJ8ri8ngR2yis12a4XChiPRJWizo+TiesFAs2uxIxvkD/plWxEi+pJOylAgr5nKrpYBNIdZvP162D0dBOFuw7YnW6VKE9myvyIqndspZG/a1SCbFkAisLC0jFY8oyuPb4bpdsJo3B8Sl4+oKYfew0VhfmlGDpJAUuZTBjaoqpaFbMTV9ANLzWtlDh58h8WzZ9XErmVJF8LbV1Tkz9sljMuLCWUt/FSpiayNqqx+YW1Xfzymseh1QmC7PJhLkst6XQNP3LatQpkwpT3oZEs46sPUqnuc+VMI+ZYoXFl8xvbgQHTfXyrk1eH0zb6HVBYWDcsCovNfkfPCjrGenzY3VtRU1UmH1+8EzFaGq3NFrPWLA8mAm3qEfYXI/JBDvTvnRAsU6fJufgCCIt0lC19Tj7B1FCqWo93tEJrEXad6+i2PEO8X9Yh3y2UX5ANdzjcLI6Gs3zb3BsUqUz5LLV9rBMmouyW3MbKAOXkYnN82sjkqXmgiVRMKj/k7HJKfV7rWVt2niplq6WorU6esLz5QRNSFBSzZl1zvIseiOM7vopnBaTGeND/TC6cshyFrUBJm/9FD2Lt+wiR6FCgx+SzWdgrTnHOz1bBVdwo5dcJQGrAT6myOvKNb7E10KM1PgV9RS33XabWurBCaRmsJ67Fp7z77vvPuwn9lSsvOlNb8KrXvWqpq9hwxoeuFpHGubDU/G1upDS/YC2ay6XCw888ABMLWapGl1Q9wqOm5JpwGHRIZnlzEvj13J2eDG+BKvXhiGXFTMtBEuR9SihCKaCXowHPZhGCYmluYbRFZLN59Ws9ROvPA6n3Yof/L9TyObqX0grBQujL2fPT2NqbBTHJiew5HBg4eyptgUL0fLcORs/MDCKE6ytWFrEyvJSS8FisVqVS1WsppnhpmjZyClOxuNqqRQZVrsdFqtNdbCn7bHBZIJ5o+7EVTETREHBSAWp7GBfyeDEEdhdHsTCq0ro5DIZdWFjETsvlFyyqdSOixMNu8utIikUZOWUt6RK++pEpPCYUdQdnTyyWUhPQ4N2RAoZGR2B3x/A3OwsllP1vzu1QmWoPwiPy4WZ9QzSFXU0pLKGilGUuRRwZdCM46MD+PnZi8joHc3Tv9wDCDiMyv0rW9Eb6DBFVSpzn1/4whdW5T43ugiSu+++W824fe1rX6tK0+2EXCSM3MbMazdoEYxceA2lbQzq99N63NBDBz3Ww6vIhJbrioN2oTjgt7rRejhX306URUVU2AtsaR7FXP2IA/e8VYSFIkMHHaJzMyjUiAOeTduNsBgtHNiWgOgalhY6c6CrjLCoiIoOqsFvo7TadiIsXI83X8L02VPIbJwPGxFvFWExl0XHYxXnVo1Uk1Swgq26prUc5dThzNlzSKfT0Hmau7CZvMmGkRXoSjg7Xd37qhZLsv51y5q9FFkh51ciyOTysOWqx1re0tZ9y+e3fmeNHAiVgFC8sDkmahXITNXfNeGAsKdihYNOLq1goRA7nbMAlBdU8o1vfENdTFlw3wgObGm9SfFBt4NG6Ql7TavoSjID+Mx25O0JrMRYSt84ulKuX1nGmNeGfqcZS/H6J1lNsOQLRUyHopikYPF7cKFUQqpO7nSlYLGaTGrASLEz4PcilRlGvEEOdKVgYRTk7IVpDAT8GAgG4HI+ARd+9QtVn9KuYCEMeVKost5hdGgYvkAAoeUlhFdXq1ODKtLCGFXh94XWxo0G4PWKIPmeWgGjwZloRkq4MCrSZzNDvyFiSqWi2hZGZNTtxn0KHTaIXLp44bIWq1GksF8KBRcjNfPnziCUTCuHtCJn2yqiIo3QhJ0/2I+BkVHE19cxN32+7foUwiilr68PMxcvIpQptiVUfB4P+gN+LKdLKt2rknrOX4xa0UgilkwjMDKO1GpU1Wk1bv5oLKfgZW0b8ZfDUaeyndxnwqg4Uw8+97nPqd4sWkqu0+lUS7twQN9isrn1OgqF8nq2aZ6y39ZD44k5Rj23IVbU9jDym8s1XI/fE2irjqWY5zqyKDQ4ZxOfy9OyhqWg1pHZIlZIvklUYst6sln1er/DgcXVUNvv85gMVT2r1KRROtVQrDjbTLe1FLJKqLQSK+k20sEYUaFQ2SJW8k2GbanUFjGh1pNOI0WxYtl6vKvevnhxs29aLZwISmeyKBgaH4dSg6hLev7ipplPNl9QQiWdy0OvhUU2WFqa2WIQxBrCWihQaIDCW02sXCzEmp63a/6UcMA4EG5gV155pYqO0FaTTce+973vqdm+l770paqgk9Dbn04HWlMyChV6/vNiywY4/J0XUy71Uof2mlYztusJYNDsaMsdjP/cy/EsXFYj3FZjXXewqtfnC7gYisJsMirB0ggOBJm3OjoQwPJaFD/51Rk1MGRamHuQoeb61J78lkKrSrTQFevkr90An69xaLrRLA4/Q6YQ/d/HZpBKJjE8Oo4rr7kWg8MjW6JnKsri9lT1Vmk0GNeWduA2sNkhi8oZsWFh9/m5ebVEVpYRDa1gfW0VsfCaKohPrEdVt3uVMnaZhApNBMaOn1Qd6Pk3f3X6FH556hTmw1G17Yyu+AdaRCc3jgmjTKOTU0qo0GHt4rmz6hjUa9JZT6iw1xGbB16cnm5bqDjsNowND2K9aEQoHGkpVAx6PSb6+5SY/tlySn23JwJeBAcvpXJq/w8UKuxR5DTrVfpXnWvioYiqaGjWlBQgzHumO0xt7vPCwqUZ+I997GNqouF3fud3MDQ0tLnspb1lL9IfHLpMf2d4x9zCtuMSdrk63e+WQ1g7tY2t3MGamcVsy8Y42r6g6waxMBYOdYG95ulPgfIbv/EbatD04he/GB/5yEc2n6fVGu1uaZ9J2NSMTmGE9reVnD9/Xs0EHiTY8471K3aLDtk8U8IunexqIywchLGZEgdidAdL5wot61c4yzGzGlVi5djJkzhbxwFIr9NhbKhfpX3NLIdUtOCxmQVMDvfj6MggLhoMWJ2bbhlh0epYHj13HiODA5g4eQ3cc9OYmS3XTbQbYdFmjU7PZWBajqpoUp8/gED/ANajEayuLCsrXJoxFK1uLCxfQLvUpod1Sm1alXYB67SLfTdw/bQf9vQFkDFaEInHsHrxVN3o0NrKEsaPnVD1ObVirlK0ub1eDI6MqQaUsxfOYT1SFg7tiBTCAj124Z2ensZag0niWqFitVhU08eMyY7ZmepZ30b9fsb7+5RgmcsZkS8yahjB8SPHMGo2YT6agMFx6X2s2ww4DEjmijBmD2f613Zyn+nXL1weNHvjy+EYtlNuYZpg6cYprFuHsE6iK7vpELaX8FrZLFWrFbxON4qukGx4uWmDaEE41GKFzl9MN2gExUdlCtAznvGMXcv736t0MNb5OVlcZ0+qBnet6lcWYkvKXWPIXa5fqUelYElmcqoHy5jfjSNXnMC5R09XvXasvw92ixm/+sX/2zy2mkvY+EBANY40GY1YnH6sLcFCYTIzv4D1eBxjw2M4YbdjZmYW8TqWlM0EiyZWz63kVNG9z+9XqUpTx65QRfHlfh8lxKJRFFo4hu20aKkVL/ZMTomJnbBGrl03BYenz6+iKWR1PYpwaLquSNFgVIhpYYyuaGKlUqTQ1phuX4xMMXq0MHNRHc9mFpuVQoWpchOTk6rh49mlNcTaFCrspXJkYhwlmxvTs62FCqMqIwGv6qeykDchVyj/IZtvCLPhBIY8dpyYmMRKPKuMKPj/4XeUT39s/qh9GodZqAj7n8tlcbyT9sbdWhtfDsHC6Eq02YW0S8HSjp1xKytjR4voSvc2xqGGTZoFYb9yYMSKUCaeAnxOOwqOJJbXm9sZD7HgnvUrPhsGXBYUS1ujK7WChZa6c2sxjPa5MXHsOKbPnlGPD/jccNosmF5chY79KjbqVy41jlzBUMCHkWAfTCYDZs4+2pZgIdH1GJKpFMaHh3Hs2sdj+cJZLC6xV0b1yV6bLWomWhJGJxLRDNZCv4LT5VKi5Yorr1ZOOLRAZsSFoiW2cR243KKFRfV0/tqpJpQs/u/v74Pb16fS6uhWtjI/i/XwWtvpjqvLi+ibPK6aOlK8aPQFgugfHlEuZ+ydUj5uFCntRVPo0T45NakioWcWQnVFKKm9cNptViVUChYXzs/S8a3YUqgEPE54nXasFC1I1cmDX4gm4fTklbX3kKtf1Vsx8qjP2pA+YJMawuHmckVZDotgCXTR4X6nBIvQGmaJcHJJONwciJqVw0Q7s7jRJDBgssPnaF2/kiuWsBTLwGE2qIFao/qVyuLj9VQGC5EY/E676vLutlvVYHBxLYp4OlPV4b6ShVAYC6th9Hs9qlFkI+qFmHO5PB6bvqg63wcmjuDKkyfgb9AJu50QNwfObCB58fw55Rg2ff4xVcsyOj6palumjh2HPxhExtDYt75VXUu7tS2VcODPaEO3sBDc7nIhMDiEqZNXYeL4Sbi8PkTXVnHh9K8w/egp1T+mHaGi7QP7zrCIM7BRu0LntKnjJzA4OobI2irOPvJLzK/F246mENamHD9+XH2uj8ws1RUqFCn1alQoVPIWJ87VCJV68HvosluVmF6JxNR3V6PWppjNUteSOZX6NdlnRjxTqGq2KlEV4SChiZaD1PF+v3a599k7uw7sFLtVu7LbHe2ZCrYTdSvaJKkgtEIiKwcwHYwBh/Ukc/p1cFp0iFfYrdai1a+w4J7uYOXO3vUjLJWEE2mV+z/ic2PUMozZlTBWWeXfwCFMIxRZVwPUsZEx1W18en6x7oCzXoSFLIdWsRaJYKi/H6Mjwwj4+zC/sIhYTSpTq7QwbQA9aNertKXzZ8+oYmDWr7D+gmlNQ8OjGBoZU6li0UgE+nRUNYHsxIChUrC0E3XhtjAC0ok4sTkcsDtdaqHlMB9jhCaxvo6luRkkGzictdreSlaXlzA6MYXRySNweTyq+P78mdNYXqczT2NRVi8VQbMmXknmMDe/Ujcds14agtNux9TEKLImB87PzFe9r1FEhR3qxwI+rCdSWK/Ylkb9VGzGPlV7ZTPqMWB2IUxLGREqwgHlckRZNMGyugPF2RQs4Vj0skRYOoURlvkGbmB7mQ62G+xFKlh6ZR7WjcanvY7dNwiDtXE/nGYU0uKxXA8RKwdUsNAh0GGwA7akcjzSGtbXSwfTBIteFRSbUeAgsEXBPQknUjg64IPbM4Lzi/W98+sJlmgiidzcEiaGhnCF2YyZhSXEaxpxNRMs+XxB1bKErBYMOy04MjWpxMrc/LxqbNVJWpjJP4JowbBpj6z684RCail3r3fD4/EiEOyH3lAe4OZzOeizMSVcmFZFtzE+1oraC05dK+RCoWGBPbdHdVI2W1QX5FpxQlGyPDejakwy6fbsPdu9CPJvD46NIzA4iF/+7Kc4P9+6UVytUKEQnJyagt1mU3bYa+H6DeLqXSRdDgeOXX0tEqk0LswutCVUjAY9Jgb6kM7lENLZlO9+M6HC/4Ogw4hMvoRoxASXrdwLx5rZ2odFEA4Sl6OWJRgYQntD+eYE/EF0Y+jcqWDZLwX3u5kO1qx2RV0X92m7BkHoFBErB5hEGipPv+gs169ojbebCxadEizqtS0ECzvNMsJyYSWKkYkjMBqmMReqto9tJFjYTfzMxXmMDvhx4qogFi6ex8JKdR+UZoKFpNiRPJ2B21XEsMOME8ePY3UtjMWlparoR7Moi9vjxurq2uYJvTJ0zpoYulppzlZsjMcaEBubP/LWN4jgoG7TxYupUmxQReFC0aN1sK/8XauzocBIsLEbm0Pqy7cUBMaNv+ENBNXgnt2T2fmYIqUy4sL1puJxVX+SjMfaEifdzM756J42MKgaZi7MXkRWZ8bsytbPuJJ6F0eHw4GJyQkUrC6cvjCtapBqaTST53I6cPzq61QPFUbi2hEqPJ4T/X7wpctFq+pr00qo9NkNqk5Fl7Eili8hWyiiz6mH1wRE45taRyFF9cJB43IIFp8viPhiZw0Y6+H1+BCZre8cuZN0U3Bf2X/lcjmENYuuMBWsWQrubkVXxBVM2E+IWDnA0RXCzKygy46cI4HV+KXZm2aCxaDXbaaE1RuWcsDnzK/DaTHjQiiiXMJS2RxGRsdhNBgws7ymCpRbCZZ8oYAL88vwe1wYGp+E027DxfmlLR3ImwkWtY+xONZjQMAEDAwE4fN5sLISUsKl7PRVP8rCATQFAAvrNeqJFg1GX7ho4kVtm8kEq82GgNOibk0mM6w2uxIabAbZKXyvZ2QcvmxeRW5Ur5NUBtnIuupkz9+5bLVw3rk0AQ70vX1+BAeHlNvXfCiK5cVzat9PXv04Zf28MDe75X2NZvACgYDqdxQrGXDhzNnNz6Tqbza4KLpdThy76lqsJxKYnis3FWwlVMhY0Ke6IZctigsthYrLoofLYoApZ0MiX/7uMsJiTtlhdFL0A5EEzSJEqAgHl8uRFsYIy+L87guNvXQI60SwtIMU2+8si9kYgmjcn03oPUSsHPT6lVK5fsVi1cFl1SGWbl03QftWRlgG3XQIG8f84sWq511WE0a845i+eEEJFcLC5XyoiLHBEZgMekwvrSn75FaChaxGY4in0hgfCOI4Z/CXQwhFonWL7puJllAOWDv1KAYH+tEfDGKgvx/hSASh0KrqzlsbZXG53eX0qY3eO5U0Ey21lshcYuv1Cx810VLuYm9U4mizY/1GF3sKD62DvdlqVRGYs796GMkG7li7BUWKFknJ6K1YDq9heXFB9arRWA2tINg/oB7XoleNRIoyLBgdhaN/GMurq5ibr18s2UioeD1uHDl5DaLxuBKx7QoV9lJx2qxYLpqRyWdbChWrUae61NuKdkSzxaqCerqWhmNlseKjYNnZMYog9GSUZSecwpgOtrQwe+AFy+Xov9IsutI0FSxVc+G6THAcUM+Epx2Y7dGqkbVw+BCx0gOCJZfnCcsOWNl/pbjpcNQsukKHMIPOgiElWMawuDSjnld9WTx2RFNZpMycubiUzkPhcmE5jPHAAI4Y9LiwuIoM/3gbgiWTzeHs7AIG/V4MDwRU6g9rWRh96STKUnT6MJ/IYWHxlHILCwT86PP5kEgmsRIKIRpd34yysAlhtCKqUo92RUstmxeOQgmufHv1I5fET1alhl0uKKLYf8XaN6TuL4XXsLL0WJVI0WAjTYoVWj5fWG18sWY0pX/quOqzc356GusMfdXQLMVgMBjAyNErEI7GMLNY7SzTLPWLERUKlaWCCYmK+qV68Ltu1OsQdJqQzheRzVQLFQ36P4TjgMsG3PoC6aki9AYHQ7B0b2m81kWh/l7SKrqyHwvtW6WCCcLlQqyLe4RkBnAX7ehz6GE2Nrcz1jzLF9YzahA37LGiv38UBp0Ooz4nsvkiFumPXDNjTTL5As4vR6B3B3BkKAintbpnCGk0o8LoAu2N5+J5WC1mXDE1Dpdjq2MGT46tTpAlV58SJ4+cOq0Gy1z35Pi4sjzuDwZgt9tg8vgRbl0Xvylaum2yReFSuTSDURXSTQpZJ8SLRvUZ+SdPYOTKx8PZP4Z4bB2PPvJLzF6critUSExvx9x6Go6hCSUOarFarTh67a9h8OgJVUB/6vSjHQkV1u0cv+Z6JVRYw9SJUJlgRMVqwaISKpc+2EZRFRpKDLiMylDCkLE3tShm1t0rni1CRegtdtveeCesjbu1NA52+L5O7YwZXWkXRld2m3Z7gl1OmlkY1yMdEqtioTtErBwQ2in4ZTqYp2SH32mAydBasDD+srCeVtGYUY8N1xw9qtLDZsPxqmLjWsGSLxYxvRJBweHF+IAfXsdWj/pmIeBYMoULkTSSqTSmRocwPjwAs2nr4L2VYNH6dHCw/Ni58zh95gxisbhKD7vh8Y9XooWD3KLD21ZvlkrR0q1wqSdeKkWMliJm0O9cwWTl3yhY3XAPT6leMmMTU0oczM1M41e/+L9KpGiuaM32eWV5WW2f3+/ffA2PY/+RK5RQ4f0zZx9TaV+1tTX1eqdoWC0WXH39DXDYrTg3M4+VtUhbQoXfyckBP+zsTl8wb6Ymtkr/6ncalWDRZ2xV3+d6SEG90Kv0B4fg7wv2pGDplN0ULH0Wc1vRlWZ023S4WWaAPi25rcLBR9LAeqzgPpood7gvOZMIxQrYaCPRNCVsLprG44bccFuN+H8pD/LFreH1WltjFthfDEUx5HNhJAglNpYjsbqCpV5aGNOH5pNA0lCE32bDiakJNXhdXgtXDYBbpYURbXCcjoYwOzeHhcVF3PD461VNBaMtXB+bEjJFbD0WQ2l9Fe3QbYpYIzTBEssCaZ1lxxxe6GLm9fXB6/cr22OmmYVWllVDx3riRKORIGOqWjgcRrA/iFAoBHv/iOp5w+O5tLyMpeWttsatPPuD40cxOtiPbC6HcxfmkK1IH6wnUqqEyqAfFpMJCwWTMnpoR6j4HUaV0oi0FRVlKtL4UTjUomVx/mJPpYT1ef1YnT63rb972GknFcw2eDj6owj7FxErvShY4oDfZQdcSazECionv5lgiWVDSOcLyCeK8DssyA6OYWGxXMPSTLCQhXAMAZcdQS/UzPdsKIx8TRPIRnUsJBJLIEp3Kn0OQZ8XfV43lkKrWI2sd1R8T3jC5YmXpDMZnHnsnBIpHtVLxY2x0fKAlvUt6+vriC/ONkyHajao3654yRfyDXuttAPrThwuF5xOl7qlQGH/lmgkjLnwNBI1DTQraTditLKyAt/YJK684ckwGAzqOJ67cKGqzw1pp7HY+BVXIdjnRWQ9rtK+WlkTa98ZNiVlRIVCeCFvQnpD4NRG+mqFittqgNOshyFrQ6rQvEO9sPfojEa1bOv9BsO21nFY1jM4PI7lle5ScfQmk1oHb+sxODyhbldapProTWbojSZ1W8vA0ChCq617PBGD2QKDyYzBoTEsLmy9XjVidHgUS2uXJqxMViuMZou6rcew1YZQG8X2ZqsNAbcTS9atmQaVDNjQtHaFidU5i01Z2rPfViXcwkaTXCXT1r9rtVlhsVjgQLZpzxVdnXTuqvVYzLCYTeq2FlOjiFJ8FZa+wer1mE0wGw3KyVGjGFtRbQIqURNNFZgN1SnJJoMOfEllBgkxNrmsNntO2P+IWOlBwcLhmeobYQMCToMSLI16sPAkcPXAMM6vLWElkcWgy4IRjxVG/Thm6szC1RMsoVgSKYsJAXMBx0cGMBcKYz2ZbluwcPAaLhixdv4iBgN9GBkIwu/1YH45VNVMst0oCwvrCaMotNFlbQsXDrrdbpcSL0wVGxocVGIltbqIVDKFVKq81Ou4vpPihcKCgmM74oRk0inEolEkEnF1W7vdXaeyufrgDgYwEAzCaDLi+z/48ZYGj+2IFGtgCBPDg3DYbJhf2uoA18zxi0JlatCvrLLnc2zk2J5QsZv08NkMsBRsiG0YTTQTKpL+tfeYvL7GA5424EDc6C7/z5dqDDtkPVuPz0ifH6tr7QmCSvRGI8w+vzJRL9axJ9dw1gw0t6zHZIKdaV86oFin2W7e1l7nb67H2T+IEkrImTurN/NPHMFqtJyGajRb0Tc6puzh89n6ZimcLgvXaWxcCXtmBccmMZbJKfv5Zni1lIcG5M1WjExMqfu160o0icinjfYtqbdjExPqM0vqGh8jnbO5DbDDP4jxoX6gpEMmV9N6wNXX8H0mb/V1wmI0qv5thM2sN7fTU31+dnqqhVXQbtoiVnwOvfoOVawGviaCxHJ5vQuEHUbESo9CcWJK25G3JRFw6rESK27m7WuChfn8zOvPFUow6nwolpYwv57BgNOMAZcFxtFJnJ+90JZgYcFzWm+Ev5TCWH8fwrEkFtaqB9DNBAvRufqwlAFCF2aVY9iRsWGsx5NYWAkpN7F2oywetxMpg1HV1GAj0kJoxRsOR9TCuguXywm3yw27rx+eIWu5cWM6XhYwyaQSLmxuyPtb+550L14ooOpFViimOJumZtTYxd5qhc3hqBIncUaE4jEkYrGqxpj1tqMTlOWzwaDqfAIbtSqsS2FTzVzNwKQdoeIZGsf48KCqmXlsZk7VJ7UTTSHsTD85GFD9gBhRoalDu0Il6DTCUbIjnK7v/FWJCJX9QS4SRq5OzVq7aJGHXHgNpSaDaFnPpePj3ihX7STKQnHAs3kmtFxXZGjYWkRXVESlBMSX5lGsGfgSfprtRFcYWdFBh+jcDPTZDFY6TCHToivliEoJyxfOItek+W6r6AojKxw8J2bOY7GFCyVpFl3JWcqi4/yZ08jUNNhtlj6cqrkGMLLCz+zs2TNIoPmEgM5zqUaxFlciD+hKOHtxDuktLoyzMPnq10RZkqWtkRVvAOdXIlVOorZcdWTHW6reDzZjrhUrfmMRoXhB2c9rNJsDTG3tYCAcIESs9HA6GMfXppQdOQoWlx6hCsFCOLCj4dNyLKce37Q1jmeRK5bgd5hgnJjCmenzbQmWQrGEZViRLVnR5yjBYWU39HBVnUErwaLWY/fgsYtzcDsdGA4GcMXkOMLRdayEIy1FixIhTgeWVlarBtZaepgGRRQL8yudrGwUBzabWuwePwY9+U2LYdaB5HLlLvUUG7Rc1jrXM62rkC+oWg+KmqzRt9mxvvKWB1uv18Fut6vwPrvSK2FCgWK2VAkY/p1MJl0lTujUtQnvb9MeY7ORpsGA4f6gsoImodVVLK+ElBg6dvQIBvqDiMVibYkUfi4BnxdDQT9S6QwuzM1W2VO3EipMEZgY8KvjtJA3b86+tRIqDrMeAYcRdgqVpAiVgwQH0KVtznoyYqDWsw2xUm89wcCl9JSV0OKeb89OryfoC3Zkb8z3U6g0EyvE7wk0rWEp5rmOLAoNaup8Lk9b9SsFtY6MWvpcno76r/gdjs3eK/lsRgmVXLpx9MRjYpZCc8GSY1PfdGqLwKhHpkUqGCMqXE+6Zl2mJoIlld86pOPkWzqVRkrXPJqjszSJBi3NIDPUr4RKqk7UqNDARr5Uce3X4DmdQkVL6yX6yvCIch2t3tZsRTqvBl9CoVIpVvJNziM1f0I4YIhY6XHBwvIRc7osWPqc+s0u9yc9XqT0SSzGcps1LagQLGvJHPLFkup0f9XUETxy/twWR6V6goVEkmkkDAYEdTlMDQWxHFlHiHlpbRTeVw5qOcd16vy0Gvz2+32qniWWSGFlLbyZHlabGuZ02KHX6VXX+0oaiZZK2FhSNZesSHmyWMxwlnKqe73RaIDJaFIRDwebQBoMXdWeeINBJVjCWV5IskhkM8jG40in06ognsuWSE6lUNkGla5oTC9jJIUihakU5XS51aqIzUqmiKmxUTiTOSSapEHwc7BZLBgdDMJmtSAUjqo0vnZFCqEt8WjQB6M3oNzmtKajrYSK06KH314WKhERKkIXKFHC/2ePB0WdkWHY+q9pQCdC5rD0Y9lu0X23PVg6dQdb7aA5b7vNIttpFLkbXe2bNohMRtt2xRS2h6dvGEabo6v35lOXt1n0QUHEyiEQLJxRoGDRWZMqz5NNIx0WHfIp22YH8Eo0wbKeZtSgpBpH0tb4V+fPqehJO4KFdsjzMMOdimHA54bLZlVRlsqu9+1EWTjIDYWXEQpH4HO7EPB5VHoYIyyr4SjW1mNVURa3y6meY4F9PdoRLZVQTKg1ZZNVJ/1KOOinUxZ7p9C9igN/Zr+xY31VB/uN+/0D/fB6vXjkV49gt6l3ceK2BgP+piJFO04UfelsFv0BP85f3NptmseeUSPWGlFUZrJZnJ2eRTKd6UioBDxO9T3J2Tw4vxze/J61Eioui36zO30kJREVoX2aiY9trctgQLS0vUjI5Wa/CpbL0d1eaM8VTBD2EhErh0SwMOJqzthhtCURdBmwvF5AIlPa7MHSyNY4mStgNprGsNuCx1GwnDuHbI3bVyPBQtZNLsQXQmrG/NhIPxZWI4gkUh1HWUg4vIzwegx2m1WJlqF+FoH3qS7oFDPwDcA/MonQzNa0tVoqT8rtCpdGAoBD/HyNgGlGNpPd0T4rVdvSYOaMqWh0ROvz+eB0OFAoFpRIYbqXFsVpdKFaXlnF+MiQKtbURKAmEJ12G0YH+mEyGbEYWq3qndJIpFR+7hR3/G647FasG+xYCUVbWhNfcv1iMb0R1qIN0TaEiiDshlCph8/rVxGalaW5A3PQ96Ng6Sa60qlgGehrXKux29GVZth1paYNInfK+l4QDgIiVg6ZYBkw2pHWp1VxPdM7a4vu6wkW5o/ORChYrCrCcurCeSSz+bYFS9EdwNm5BQz7vRgJ+tDndmBhNdpxLQsHv+yYy2Lti6k0TMZV5RrG9DCKl0w2r+pcLhrtbTmH7YRwaSUSaqMw6rWFwmYtzE7+rXq4nE74fF7lgEbBQgvii7OziEQumR+0mk0LR6MY7A8g6O/DzPyCOrYGgx4j/UF43U6Vkndutv3eKZuvMRkx3t8HR2AQ82vriCWSHQgVg3L9shZsWE+3Z08sBfXCbouUWrqtedkrekWwHBQOUipYfn0NO0EmQvMEGXoKnSHfmEMkWDyOsmBJx+i9Xi66Zw1LI1vjSsHC+pXZaApDbiuumprChbkZhOLVzinaALOeaDEHhkAZEF4MYZCpXMNBrCdSWFxb30wNa1ewEIoWulRxNn9pdU2liJ2YGsdAoA/xZBKxeBJRl0PVuLRa504Ll0rqXRgyZgeKVid0br8q0N9pWGfDCApTzcwmkyqwZDPHcCSqTADUPrrLFqTtEikYMTQ2hdWcXkVTGNWiZ8DMQjna1Uk0hTCSMhrwQe/2q7Svdgrpte+j12aAx1q2JxahIuxXodLo7+930bIfBUvHf6vD6Irf48XSPoyuHBR4Pa537ue1t/K83y0cg/DcLxxeRKwcEsHitJUbKEXiZfcMU9GOkrWcEkb7v1aNI3myoKhht/s+uwmTI2NwhBYwH0mq+pR2oywFVwCPLczD67BhoM+N46MDWF2PYyUSQ7FUaistrFa0MEKwFl3HaiSqCrvXEwm4HXbV44PBg/jwINbjcURjCaRC83smXCr7rBBGJ3ZKq9DJzOl0wutxq+J9pnmFw1HViZ72y2pf7J6OBEpluheP7dhgEL929QllQsAGj3PLKyhsfPbNRAqpvGCxNoU1KhmLG/PLYfW5dypUzHkbYhmJqAgHQ6gcNNGyW4KlWy5HdIXpYLPzW+vy9hKnvqSMZi4XUrci7FdErBwCwWI1ATYzEEtdsvnjRLYxaUd2o4ZltcKvvJlgIXQKS2QLGPQNIuDX4czMNNZT2bYFizU4rE7Aj84uIOhxqq6/PqdduYatxZJtR1kqB8ml2Jrqrjs9v6hEyVJoDSajER6nA26XQ1nzstlkcmRIiZnVmfMNi/DrUS9VqlsBQ6tjYjQYkWFn4W2IE6fTAYfDrmpgWHvCNK8LFy9iXfPUNzugMzu6Eiga7Fw84O9T/Wucdju++5P/i8jGrGInIoWNHlmf4h8axdJ6Aqtrl75j7QiVPrsBLktZqMRFqAgHUKgcJNGyG4KF0ZXVHZz42cti+52KrnSbCiZ1K8JhQsRKjwsWo4EpNwDPlbXnS9U4MmlHxppAwGVAOFFUTmHtCJZyHUsKQYcZV4xPYH5pDovR5GZKWSvBQiyBIZUWwAaS/T4Xhvxe9LkcKjUsns60HWUhgdEJGF0+xBKXiuuZJsau6VwYxXDZ7Uq49Pf5lHtVoVhUvUBiS3NI0rY4lVZuVt0KmHbFixaN6MT2uJE4SRosCCWSiCfjFdbC3XUDbyRSWJfCepRfnTmPfn8fzGzs1YFI0ZqBjQV9sPkHMB2KqCai7YoU4rcb4LQYYMrZEM9KREXoHShaDpNgCQaG0LoLyd5ZGWu9Vw4yYmEs9BoiVnpcsPzdN3IqYsKoSj047DOnHUhZEuhz6JWrEl3C2hEsFCZsIKmiLP0jsJmWsBBNVhXfN6tj0aIsZG5lHqvrCQz1eTAx6Ec8lVGpYclMti3R4nLYEE+lYdwQEEwPqxUIjAZwodWuw2ZV/UC40EFsyFz+V8hGQ0inM5vipdx7pb0ITLu2j5pBMPu2VL6Hv1vMZphNZiUUzGazihbxllGJYqmIZDKNUCJRI066p1agEKvZjP6AD15XWaTMLa1gNVL+HlBsDE0cQfTC7GaBfjORwmM94HXB73Gi6PDh3HIY+Q2x1o5QMejZvNQEi0EHQ86GhAgVoQeiKgcpyrLfUsIOYnSlV8hFlgCbd683QziEiFjpcV726yZ89J+au4QRW8aBeCEOj00Po760aQXbSLAQTbTEswWkwykMuIK4qk+P6bkZrNQpvm8WZVGpYSvzOL8YUsXXrGuYGgogncmpmpZoMt1QtLDbudNmxUIoXLempRYOsulgpTWWLK9DXxYvFgvsNg98vn4E0pcKxxmFyecLKBTyKmLDruzsWs9b/l6+n0exWFLbozrX67TO9eX1lx8rP+cdHkPR5oI3mSwLFLNJvV6D68xmc0o0RdZjSCSTuyZOGomU2cUVVQtUeTxDkXX4PS70uZ1YjV46PvWECps8Dge8sPsHsBJLYnX50ufTjlCxGnUIOo3lnjVpK1IVXYzF9UvoFaFyEKIsFCwrYbo47Qw+XxDxxblDE13ZTiqYS19CrNhpteHBJrI6t+WaIBxuRKwcAm59QWtbY+LMOxFNxuGx69XgOpIoqshLPcFSG2WhWxiL7302EyZU8f0i5iOJqp4s7URZKFhiybRaONilzTHtjgcLRazFEmpBTT2Ly2aDDjqsV1jfalSmK9UTLhpMqaIYqBQEFBU2C6McZhX1QDwGg8Gg7tut1s37lSKjHSiWfF63EjYUI3Qvy0ZyKgWNTSizuVzdqMVOi5NORIpGLl9ANJ5EwOveFCu1IoVRIEbI+kfHEc9k8djS2qYJQ7tpX1qzR5fOrtITN7ITy68Re2LhEIisUGR/pSP1B4ewjuKOpoMtzk9jt+nlRpG7UbciRfYHj3vvvRd/8Rd/gcXFRVx33XW45557cOONN9Z97Sc+8Qncf//9ePjhh9XvT3jCE/De97634etf+9rX4q//+q/xl3/5l3jDG96AvULEyiGhnT4sxFN0Yi0RV53u/U491hJla+NWzSM1wqmcaiQ56BuA2bii7I3DicxmP5d2iu8JRQvrVriwHwdrWViIH/C4lOXxqtmk+rRQtLiddqQyWTWQbkazaEs9KBjYif1SN3bObhU3lvKxZC8XihqKFqPBoEReuWN9+f1M3Sp3ri93sNdECIUJ+4rML+7sRbQdcUK4nT4aG7jdsNssyGYviRQeJ7PP2vC9y+EorhgbRv/4EUQrGnwSurwN9nlg9gUxF15HNHkpha4docIj7HcY4TDrVbPH1Ypmj+o1IlSEHo2q1BLwDyBa2nlr84POfuu7cthSwTq1LxZ2l89//vN44xvfiI9//ON40pOehP/6X/8rnvOc5+D06dPo79/6eXzrW9/Cy172Mjz1qU+F1WrFXXfdhd/8zd/EL3/5S4yMVF+TH3jgAfzwhz/E8HB5XLaXdN+ZTjhwtNsUr6/khCllh9GgQ7/bAEuFpNVES+0gs9IDncX3F8MpFC19CDptOBJ0w01Lsgo4cK0dvNaKFk24cLZ/cS2KUzOL6tZmMak+LUeGAmrA7B8eR6yDFKnyYLy87IQ4MHr7AacfeZsXWYtb3RbsXiVIcrm8Sh8rC5hSVQ0NxU23f7PR0gqXw47x4QFcfWxKOaQxjY0OaqfOTyOut7Z3TFwBpM1O5eSmYTYaMDngx5HjVyBn96hoiiZU6n3W9YSKUQ8MuU2wm/XQZ21YT1WnfTUSKvxeS8NHoRfxeTvrrr7b+PuCO+4OdjlgdKXTVLCdhqlgl7vIvhH1mhULB5MPfehDeM1rXoNXv/rVuOqqq5RoYfuCT33qU3Vf/9nPfha33norrr/+epw8eRJ/+7d/q8YnX//616teNzc3h9e97nXq9SZTe2PH3UQiK4eMdiMsmrUxC+/9TgPimeLm4LGdtDC+MpTIwqR3IuA0Y9iwBl8uj6X1FNKaR3KbtSxapIX9OLRUMKfNAr/biWMj/RjwuZDO5pC3e1VhfidNINtNE+uGpuLB6YUFOpiSzaNBOwHrcHweF7xuF4wGPdKZLBZWVpE02JRYgdEBs6+1vXFlulcoGlc1Rfwc6PQ1OnlE1fVUOn11kvZVrk8xqc+4lLIiXWErJ9EU4bBFVWojLCtLndd37GY62OL8xT2ProRjvTXgPsx1KxwDNJu8PIysr1ePsSwWi1oqyWaz+OlPf4o777yzKmviWc96Fn7wgx+09XeSyaRqFt3X17f5GMXLK17xCtx+++24+uqrsR8QsXIIaVewcLxoSTsQNZQL763GkkoLyxfbTwvLFUtYWM/AZnIh4DXDZlrFejqL5fWUqnNpp5alVrQQihIuzLeyGo1qED4x4EepWEIs6MM6XbNmz6v0q/0gXGopFoqqFma3YNSG4qTP41KOYnTgCkfXkTDYlFhR9sYbzSmb0aj7MF3aeOyfcsPjsRpLYTWexPJ6QqW/kXoXnkZChU0e2ezRCTvCySIqE19EqPQ+OqNRLdt6v8FwaR1dRizV+/T67t+/i+sJDpT/d0KrS9s/Pl1SuZ7B4XEsr7Q/KVSJ3mRS6+AtGRyewEqo83UZzBYYTGZ12w5Gi7Xh4wbWJdY8Pzo8iqW11bbWPWy1YT1XgMligdlqa/g6i675d8JiLIsVi80Gs8WqbjVyDcRKrknNSslmVQNcq23rvhesjVN9ddbqY2q1WtT1ireFmgFzJSbL1msanS0310OXS5MRltLW76KFdaFVv1cn/pgNl/bfZNCpSDwbXVdSs4q2n9tpBp1BmO31MwFakTWUI2JjY2NVj7/jHe/AO9/5zqrHQqEQCoUCBgaqJ0b5+6lTp9r6e295y1tUmhcFjgZTw4xGI17/+tdjvyBi5ZDSrmAhnoITy+sxZW0cdBuw3oa9MakULakc+7Kk4bJ4YDeFcTTowVoijdVEerM3S6soS2URvgZPfOcWQ1hYi8JiMsJtt8Flt6jmgyMBn6o3Cc1Nq+L7VjUtldSmQ+20eGFEw05f3h2Csym0Y3babWqhsxmFQ0pvxVwsvpEmZwDy7fWRaSRSCI0PRo8chc9lh8VoxHw4hkgy3bZI2axP0QEBhxF2kx6Wgg1raalPOYyYvL66g5x24QDa6Pao+6VCAXpP+X7H6A3QOZ3Qs3KquI2I5y6up9/jQTjS3gC60fHpltr1WLssttcbjTD7/OUKwHx5asJZMzBtB/fYJAoWK0oooZhrfS3zjk5grc6xo9jxDvEcpUMhW2NT770029wKR76I4NikSivI1a5He01F1LnuNnImkNcfixVDE5PqfjZTPrcmS40jK4lGgsXhw9jEhDrWtU2Qi9ZLaby16JzV9sQWixnjI8OqbJMmMEZ3/eNicm193OS9lFLH68VowAdLzoBszfXY6qke3Ds91WIqaDdViRXW1XJ7KlfjayJILAcsMDUzMwO3+1LavaWJSOyW97///fj7v/97VcfC+hXCSM2HP/xhPPTQQ2U3032CiJVDjJbn345o6de7wE5eCVNCRVksxhIiyUvF963SwjRimTzicMFnNcGHMLx2C1biKUSS2Y6jLKXIshIrsdVyOkAml8dKNKYWRlrcditcdhvGj16hBsaZbA6huYtIsH9KJqvSltqlUS1HtyKGf5tuYjspTnihyObzav8WU2kl0IrFxnnL3YiUsSNHYdswNzg1H8KAxwmnzazESquUr0ohazPp4Lcb1clQl7Ehlm8v7YtIfUpvkYuEkTNtL7Ki1hNeg9/jRzHaZXoQDTI48GX6xTYG9bu9Ho/O2FGEpfL4lDbEQTfUrscNfVfRFUZU+N+eCS1viox4F5EVvcmMgs2O6NzMVpHRgNU6hfnliEoJaxcvIL8hDDTajawQRlY4eF547FFk041rKNdUZLs+WhqYFlGZPnsKmVR5XfEmaWCNHMFK7qA61mfPnkE6Vb1vBdvW+tNKdJ5L9VKMqHBFZy5cUH3ITN6tzpvE5KvzOcwuwNI3uBlZoeaazxrV9boSW656MO4tVV8H8vlclVjxG4sIxQuqj5xGs+Bhqv4m71soVCrFSj0CgYAaRywtVZ8P+PvgYPN02A984ANKrPzzP/8zrr322s3H/+Vf/gXLy8sYHx/ffIzRmze96U2qeP/ChQvYCw6MWFlbW1PFPl/84hfVQO3FL36xUn/s6t2IP/iDP1AfxPz8vHod3Q8Y3mJRkdBdlMWRc2A1V3YLY/E9bWUz+VLTtDBSKVp48lxL5mDUu2DKrmHQbYfPblHOYbF0rm3REhibhMllRz7BaaPqpmVMe1qLJdXC3iasrWDUhQ0N2QeFJEKLKiUqtbGkWRDfQfSFNCtIbyZk+M9Pi992MRj0yi7ZNzQGh80C+8YsS65QUOJkKZVGYm1OiZVOaSZQ6omUi6tRxDd6Bhj0CRydPIK43lVlU90o5YuRfFoSs4ietsQUvJk261OICJXegwPfJpPG7a2jUCgPxLcjDggnMLiOfb6eTkWHdny2I1bqraediEbd9eTz6r3a+/2eAJYrIubtUjAalVBpV6zUipHN9WSz6rna5/0OR9s9V9xWG3KZjBIqzcRKpkm/lUxFzQojKhQqmlhJNxEr6UZixZRGJpNRQiW1sR6Ngq55NFNnqT6mNIyhUGGT5HxNlGZznQ2EWCl76XtCwxwGmNI1YkVfc+2lUU8l2Yo+W4RPU6hUipV8k/NIh5f2A4HZbFbWwyyOf+ELX6ge04rlb7vttobvu/vuu/Ge97wHX/va13DDDTdUPcdalcqUMEJ3MT7OIv694sCIlZe//OVYWFjAgw8+qIqBeNB+//d/H5/73OcavocfIt9HhUixw3w/WrSdP39+W7Pah12w+OGELgmkzCy+16uUMKaGterJUitaWLOSN/pQLOlhLoYx4nWofhzhZAbRZBaFUqmpaHFbzZuD5tqalkpYtM0aFi6acxVneGwWJ6wOE7xmE4qxtY1tKiKVyZTFSzqLdC5XbgbZQRSmHSGjdzpgdvfB6o9v1tWYjAaYTeWcXpXXa7x0XxM2mjhZW2cH+/SuiBMNCryxqUsipV7xfG5DGPqdVixEk02jKU6LHj4bTzklGLI2rNYUk0p9iiAcrOaRe93d3uvxITI73TM9V5oV2XeDrYUjWMHeZcqksG944xvfiFtuuUWJDvZKYfQjkUhsCotXvvKVypL4fe97n/qdE/Zvf/vb1dh5cnJS9WYhnNDn4vf71VIJ3cAYqTlx4gT2igMhVh555BF89atfxb/+679uqkA2vXne856nQlmNPKApZjT4ofz5n/+5apjDMNbRo0cv2/b3omBhPYQ140A0F4fbrofFxChLOSTbKMrSKDWMMygZnQfZEi1rV5XdccBpxXoqq4QLn68VLUZ2nDebsBau/huaaGkkXAhzZblo4oWYDAZYLSbYzBboSxn4XE6YvNWClkKGEREOznlL4UAL4nzFY5Qd5S71zAjQQbfZzb58q9tM4bKoxopTw4Mw6HVKkJSf1bYxr2agkpkMIvGEahSZzuS6EiedCBQtYhV0O2AzGZGsESn1alLWkhkcGR1HznzJNKFSpBj1OvgdBliNethLdiVsUxU2zhJNEYTO6TXBQhvjbqIrh4VedwQTuuPmm2/GysqKEiAUHrQk5nhZK7q/ePGiGnNofOxjH1MuYr/zO7/TsoB/P3EgxAot2Lxeb1W4imEqfgA/+tGP8KIXvajlOqg077vvPkxNTW1xWaiEIVMujezjep1O6li0JpIsvmdaWNBlQDJbjrK0qmUh9UQLjD5kmPqbWoXPblY1LYlsXjWWjGdym4NlczqsbrXISj2aRVtqofDIJQuIKQFjYMwZBn1JFe0zBasQXVECiRE5RkBUWpbRom75e6XQqIcqAmVjyI1mkxQnrDPh+9kcksJEhcez3QuSbsUJYeRmYGIKXodVuatRpFwIRZBsIlKIiqSw/rcEeG0mZVdd2XNHc/ryGRyIJAuI1IT2RagIO2nxu+20qwPGfhEsgiDsHbfddlvDtC8Wz1fSTc3JXtWpHDixQrVY24mTtmr0hdZCWI346Ec/ije/+c1KrDCExTQy5vk1gqGyd73rXTjsdBJl0YrvaXHstjLiYUBswzGs0ygLUZPzVj9CRaAYW4bPYcGoz6FqIiLJjFr6h0ZR1OlQKK603L52oi31YOqXsuglpopaCmqJPKr6ubAOxqg31AiT8m09zEajslmeW15VaV2XS5TU0j8+BY/dCudG085YOovFSLw9kbIBdzGSysFnM8FqYFpf2WaSTl8shLQWbFhOlKNOGiJSBEHYCzpNBWODyHbrVnx2G+bbaA652mSSTRCEfdbB/o477iinxjRZ2vWKbgRrVn72s5/h29/+Nq644gq85CUvQTrdeHDI5jrRaHRzoX3cYaXTYmZaHC+tF5DMlOC2lQvw6fpEKFo04VIrWCpn4mvRO/oRhQcXVmNIZfMqRex4vwdjPqdKvdK6o7fbUIrCRVu2C4WCtph8g9B5gmrRe/phVB3lG7txaDUwTAFrZ/2Nlk7hfvtGxjF5/Apcd921GO1zqzQtCpRHF1Yxu7quhEqjY0qRUq8uxW7sQ9Dhh9tqQJ/doDrRB0wOlNJWrKfLESUNESqC0FtNMJkKtlcd7QP+IA47LsPBiiimu3B/Ew43expZoRXaq171qqavOXLkiCrsoZVaJfl8XhXNt7Jn83g8ajl+/Die/OQnw+fz4YEHHsDLXvayuq+v1yX0MNNpWtigwQVWXS9nYkqwMD3MWSjbHGv1LJ2khmlY3YMM3qic5lGvAw6LEX0OCxwWk0oPo4uYrm9oc1Dcql+LWmfNhbGTqEu7NBMU9J+3543IWHfXU5H7SStnr92qoihsvsW0t7CyjGaRfvlC10zw1RMolZ8boylMbzvmN6OYZb1RESuZzlK+iLh9CULnSDqYIAi9zJ6KlWAwqJZWPOUpT0EkElHNaujwRb7xjW8oi7YnPelJbf89Dqa4VNakCDufFraZGpYBQpmY6svCepZUjq5cxZapYRr1hIvLNwyL04zHVkLKfcplMakUJo/NrFy/Epk8YpkcDP5h5SbWjmjZbrpYtzBFTLNR3km0/TAZ9HBazXDbKOrKx2c9lcFCJFaV5tXsJNBKpGguX6xNYcqXy2DHXCq/2TRUvVZEiiAIQs9Du/5mLpiC0NM1K1deeSWe+9zn4jWveQ0+/vGPK+tiFhO99KUv3XQCm5ubw2/8xm/g/vvvV/Zt586dw+c//3llVUxBNDs7qxrg2Gw25SIm7H6UhQTgwnwsBptZp0TLgMeAeLqIWLp5PUuzaIvTbES06Ie15FbWuedDczCrgbkJTosJwx474AGS2TzijkkVdaElcrfCpZKdFDF0ETNu00K7cjspTihKHFaTuqUhAElkspgLryuhQhMuleLl6Fyg1BMpXqtBpbI5YEcsUcRSoQC7RY8YXRJEqAjCoWGvbYx7BdoXN+7SIgiHkwMhVshnP/tZJVAoSLSmkB/5yEc2n6eAOX36NJLJckqN1WpVnTjpOR0Oh5WN29Of/nR8//vf31KsL+xulEXNrBeBhWgMTqsOTqsedguLuVnA3ploof0tx+CJbGHL4JpJRxdX59TgmaLFZTWpGpd+lw2ZfAEptw3pfAHpXAGZXAGJDsSLRrNal06FjIqs0OO4i79VK07sZpOyXyapXB7RZFrZDTOCwogKBYqNjZq3KVCIayOSMmBxqmgZzRTCGzU48UwRQbMBUzaXavzVDEn5EnYKn3cbnet7BEkF2x9F9r1CKRqCzhPY680QhIMlVuj81awBJPuoMMVLgxGXr3zlK5dp6w4fnQoWMkTRkgeWojG4bHoVaXFbKTxaO4dpg2ba4KbzEaRrLHBrB92R1TlEU1llKMy6FqfFCJvZCI/Nonqg8KuSDbiUcFHiJV/A2tKsGth3S6dF+0avB45iCVaDo/Vr9WWLZNab2C2MnFSLE0ZNNHFiZWG/wQrYAau9O4HSUqRkS1heL6guwpUEdS54SoDeym7MjdctQkUQhJ3qtxLw9yO0Wl3XKgh7xaDZBUsdQ6F2yGy/c0FPcmDEitAbaWFkwODCfDKGWIpCQgeHRQ+nBUjnSmpmfgiNRYvdrIdB78Owy9W0IL9yIE7hwiJ8otM62JsuLYzAMMIx3ndS2SOnc3klYKIr86rJIZ27ykv3QqYehZqaFUZKuG3aojraczEYqiIw3YqTesemlUDRVdSkNBMplXUpyQzgdQAmI5CrOfGKSBEEoZcJuJyYT++fRC5rfncNXAThciBiRdgT0bI5uM0DC+lyTYvTokPAaUC+QNFSwjDcyt1LEy1GPWDS6xCuSAFr5SJWb3BO8cJISrTiemIx6lUDSOuGkPE7TOh3Ha16H4MuSrSUSoivLSmxwa72qnt9hZihrtjsWL/RtV57jMN/ChTeC7jtKkKihIlBv9lYkka/rLGhSxfFSCRfduwyuoLq8RL/bXdInNQeRw2DHnCYDapvzoC5PZGiQYFC5zeHBYhsiBURKYIgCL3RxT4XXoLJ17jlgCDsNCJWhD2PtKj0sCIFRwxm40bhtl0Pt42z9EUYdG4USnxchwxSSOeKHbuItRYvRWTyWVTGcgw6nap/4ULrX3VfV741ugKwGvSqR0n5dXolSCphShkFjnKhUyJEc6QrP2dzWGA1GZFPm5AsFJDLF1Vkh4JkE9bIs4epGeq5dmhHnDSKojByxePP2iC/ydGRSKmE0RX6HBgNwGuf31m/HmHvuPfee/EXf/EXqtnuddddh3vuuUcZljTiv//3/44//dM/VR2OaQ9/1113iYHJHiJ1K4Ig9CIiVoR9I1q0AfB8IqZm9jloViliVqY+lWA1Aua8HYNma8O6lk6FSyPxQhhBKVAlMZDDUEELmNGlxAnag6lpfocVy8yH65J2hYlGvQacViNT8QxwmPUImhzI5ktIZktYrOk6364NMcnmgJufKSLlIEH3xDe+8Y3KcZGW8DQnec5znqOMS+qZktCshP2q3ve+9+G3f/u3VU3hC1/4Qjz00EO45ppr9mQfhL1FHMEOFoZkFAW7Z683QxBaImJF2FdF+FWiJRXDegqwW8oOYv1uPSJJ1pCw7sSN7EaKUbvCpVvxUk/I1KPTkhamjTXrYN/uNnUqTrSUOqfFAKdZr2pReEyT2SKWUgV1H12KFCIpXweTD33oQ8oe/tWvfrX6naLly1/+Mj71qU/hjjvu2PL6D3/4w8pS/vbbb1e/v/vd78aDDz6Iv/qrv1LvrYX9rSp7XEU33LsS+e1VlOpKgDWVRpHrLmyjkzdrw3pgPfGaQjEeH1Mmi1wuj9I2jnW760luOAM2Qs+02VwemUJR9UqrR2YjJbbp9hQBQ76IVJETRDpkdZ3ZwOcNG5MpeiNoxZLXGy89VoeiqXmz6KLRhLxOr25hamK9yD9ZKtvKN8JgtPAHDBYrDDUXFlODNDBTYev+mywW6A0GmNhnq8GxLpgb77POVF4nU5UNuvJtceMxpi43urZs2Q7l1cnbAnSFnLpFsXpsYMhX97/T52pqbTLxzbslgw65lB6FTAHFin+NHCcXG5DPxMrv3YaJjrB3iFgR9mWUpUq0ZGIolooqsrKeKsFqKkcCeM5hUb7V5EEmV061aiZcuhUvOyEa6uE0G+B0W9CXd3QsdDoVJ4RpahQnPHYjVqc6foxYhWIFVJQBdSVQiIiUg0s2m1VNd++8887Nx2gR/6xnPQs/+MEP6r6HjzMSUwkjMf/4j/9Y9/WMwLzrXe/a8viT3/qObW+/IGyPn+zMAfzxuR36IJLAhR/vwHri+OVcK8vlxbbWdP5fd2BzAPwMe8vq6io8HokmHTRErAgHQrTQ4lhfAKaT5dkRTu5QtNi4mMtTORQudrNH3XLw30q4NBrcdypguoVpZoQ1L91YJjcTJhoWo07Vn/BYjdrK4oPHZy1R3BR4W9YrIuXQEQqFUCgUVD+qSvj7qVOn6r6HdS31Xs/H60EhVCluIpEIJiYmcPHixZ4dPKyvr2NsbAwzMzNwu7uzMt3vyD4efA7DZ8hI7vj4uGqDIRw8RKwIB0K0MFKdTFcPpOfTMcTSTKUqCxcuLMzXwsHObFm4aMXh7YiXViJgJ4WMFk1R9sV1QivtiJFm4mTE5lLJFNRBmXwJ0VRRFczXi+J0KlCIRFKEjr6bFotaaqFQ6dUBkgb3T/bx4NPrn2Ov758WMRYOHiJWhD2hcqDbSriwXwcH3bVNBquESyamGkty3G/ZiLiw8SQdxVQDyEIJ7oJnw1a3cwGzHQHRCIqsoN2MYiGHdL67PDCKE9ou2+qIE3aW520jb4BuBAoRkdJ7BAIBGAwGLC1Vi3H+Pjg4WPc9fLyT1wuCIAhCN4hYEfZ9tMViYjF6eWlElXDJxlQEodwAkosOJgMFTLn5JKE0yOVL8BS8SryUl87Fy3bQIhzlIvtSS2HDHjNGg07ZJVOkdCpOtiNQiIiU3sVsNuMJT3gCvv71rytHL8KCXP5+22231X3PU57yFPX8G97whs3HWGDPxwVBEARhpxCxIux70UKxUhtVaUaVcMnH1ABeEwPUBez9YTaUBQyjMA7LJXeVoBIvUI0pKSa40LVL3WcvmB0UM1qZCrdJtyFaWItDMTJidSuBUhYn1e+jaKO42m1xQkSgHB5YT3LLLbfghhtuUL1VaF2cSCQ23cFe+cpXYmRkRBXKkz/+4z/GTTfdhA9+8IP4rd/6Lfz93/89fvKTn+Bv/uZv2vp7TAl7xzveUTc1rFeQfewNev1z7PX9Oyz72MvoSuLj1rLwjDnVLM7q9VzO/cjHv5iDzwlEEuXO6DsBBUwlFAoUCRQvJhWFKQuHRq7CtQKmLGrKv+sqnLfUfXWrq/m9/DyhHXM6W46MVMI0NQomCpN8saTu87FWfSG3K040RKQczvMNbYe1ppDXX389PvKRj6ieK+QZz3gGJicn8elPf7qqKeTb3va2zaaQd999tzSFFAThUJ+/3/iZ87DYuzt/Z5Lr+NAtUzLmrEHEyj4fPAjo2kVsOwJGg4JFLXreslO99phu47FLwkY1hayImGw2iNQ62Je2Pt/npFgpIpykGGETSrqEtb/dOyVOiAiUvUfON4IgCAcTESu7h6SBCT1XkN8NjQb9FDGqtkRFNCpVxM40RmFKGtO42DG+023bCUSgCIIgCMLOMWh0wdbldTtllKaV9RCxIhw4agfYuxl1aVcoNIrMtFqPRw+UdID9Mv4nikARBEEQBOGgIGJFOPDsdtSlHbqNfjBqY2hQG7NTiDgRBEEQBOGgImJF6Cn2g3DpBNat6Aw7u04RJ4IgCIIg9ArSylPoWThor7fsN7HSyHWsXfbz/gmHm3vvvVc5iFmtVuUq9uMf/7jp6+kudvLkSfX6xz3ucfjKV76CXtrHT3ziE/i3//bfwufzqeVZz3pWy2NyED9HDdpZ63S6zd49vbJ/kUgEf/RHf4ShoSFlhXvFFVfs++9qp/tI6/ITJ07AZrNhbGwMf/Inf4J0Oo39yne+8x08//nPx/DwsPrO/eM//mPL93zrW9/Cr/3ar6nP8NixY1VOh8L+QsSKcOjYTwKG1seajXEviC9B0Pj85z+verewt8FDDz2E6667Ds95znOwvLxc9yB9//vfx8te9jL8x//4H/Gzn/1MDXC5PPzwwz2zjxwccR+/+c1v4gc/+IEaBP7mb/4m5ubm0Cv7qEE76//8n/+zEmf7mU73L5vN4tnPfrbav3/4h3/A6dOnlQhlD6Je2cfPfe5zuOOOO9TrH3nkEXzyk59U63jrW9+K/Qp7QnG/KMra4fz586o/1DOf+Uz8/Oc/V81t/9N/+k/42te+tuvbKnSOWBe3gJbFXq8XMzMzYl18iPnrL+1OSpnVBDhtQGij1+Qf/LaIj8NufckBLGduaZl+kOHs7ROf+ETVu4UUi0W1b6973evUQKiWm2++WQ04vvSlL20+9uQnP1n1e/n4xz+OXtjHWgqFgoqw8P1sutkr+8j9evrTn47/8B/+A/7lX/5FfZ/bmek+CPvH7yJ7EZ06dQom08E4X3e6j7fddpsSKV//+tc3H3vTm96EH/3oR/jud7+L/Q4jKw888EDTiN5b3vIWfPnLX66aDHnpS1+qvqtf/epXt2VdfPdnQ7B12WcllVzHm18ekHYZNUjNSgtisbLLE/+xBWG3ebMcYmHjvHOQxQpnn3/605/izjvv3HxMr9ertCdGFOrBxzn7Wwlnf/frILebfawlmUwil8uhr68PvbSPf/Znf4b+/n4VJaNY2a90s3//63/9LzzlKU9RaWD/9E//hGAwiN/7vd9Tg1+DYYcLEPdoH5/61Kfiv/23/6ZSxW688UacO3dOpbm94hWvQK/AfecxqD3fMMIi7D9ErLSA+Y+MqrhcLqXWe3UmVyJHclwPAr3+fS2VSkqo8LxzkAmFQmp2fWBgoOpx/s4Z6XosLi7WfT0f75V9rIUDXH7WtYOmg7yPnHln2hBTa/Y73ewfB+7f+MY38PKXv1wN4M+ePYtbb71ViU6mTfXCPlJ88X1Pe9rT1Dkpn8/jta997b5OA+uURucbXmNSqZSq1RH2DyJWWsAZiNHRUfQ6HPj14uBvr5HjKse1Uw5yREVon/e///2qAJ11LCx67gUotDn7zhqOQCCAXoQpVIwa/c3f/I2KpDzhCU9QNUdMDduPYqUb+J1873vfi49+9KMqhYyC7I//+I/x7ne/G3/6p3+615sn1MA6HX7/KMBYt3PPPfeoiFgzIxN+jqy7On78OO666y4873nP23yeApXfZf4fMy3u3/ybf4OPfexj6rV7hRTYC4IgCDsKB6ocyC0tLVU9zt8HBwfrvoePd/L6g7iPGh/4wAeUWPk//+f/4Nprr8V+pdN9fOyxx9QAiK5MRqNRLffff79KneJ9Pn/QP0M6gNH9qzLl68orr1QDRaZc7Te62UcOZCk6WXBOV74XvehFSry8733vU2KtF2h0vuEE40GKqnx+F4xM7r77bnzkIx9R9VmsU3I4HGqde+kGJ2JFEARB2FHMZrOaca4s0OUgh78z378efLzy9eTBBx9s+PqDuI/aQIAz1CziveGGG7Cf6XQfaTv9i1/8QqWAacu/+3f/btNxab/VfnbzGXKWmZGGykH7o48+qkQM17ff6GYfWUvFrJJKNHHGWfde4KCdbxrxoQ99CK95zWvw6le/GldddZUSGHa7HZ/61Kfqvv7DH/4wnvvc5+L2229XIpvnIto3a+YL/HxpW/22t70NL3jBC9RkCicc5ufn97R+UNLADjn0F6ci560gx3W/I9/XgwNn+2655RY1IGdKAi+AdPviRZXQ/Yp2r5ytJUwzuemmm/DBD35QWYoyReonP/mJSrfplX1kusXb3/52ZQ3LnhdaPY7T6VTLQd9HprNdc801Ve+nmyapffygfoZ/+Id/qAZ2/L7STevMmTMq6vD6178e+5VO95GRMQ6CH//4x2+mgTHawsf3o4kAicfjajsrrYkpkGleMT4+rgwGmK7HgTdhDQ4/xze/+c3KtY51SF/4wheUQ9h2SSfXt/1e1s7UXvssNeO03TAy4XHjeamyjo6pyfwe8L10TNsTSoIgCIKwC9xzzz2l8fHxktlsLt14442lH/7wh5vP3XTTTaVbbrml6vVf+MIXSldccYV6/dVXX1368pe/3FP7ODExwWnpLcs73vGOUi99jpXwuRe84AWlXtq/73//+6UnPelJJYvFUjpy5EjpPe95Tymfz5d6ZR9zuVzpne98Z+no0aMlq9VaGhsbK916662lcDhc2q9885vfrPu/pe0Xb7mfte+5/vrr1THh53jfffdtaxtSqVRpcHCw7nZ0sjidzrbOEXNzc+o5fh8ruf3229VnXA+TyVT63Oc+V/XYvffeW+rv71f3v/e976l1zs/PV73md3/3d0sveclLSnuF9FkRBEEQBEEQhG3Cuo7t1i4xFavWfdZSJ7LC1CxGxFiHUpm+xmjRt7/9bVVvUi8t8DOf+YyqW9GgkcK73vUuVbPDdTHVketmaqPGS17yErVNrJHZCyQNTBAEQRAEQRC2CVMhL5e7X2AXjEy0Wz5WKVb4Oxv07hVSYC8IgiAIgiAIh9zIZGpqSgmWytewfoZRmr00H5DIiiAIgiAIgiAcciMTnU6HN7zhDfjzP/9z1VeF4oXmCmxeS4vjvUIiK4ekYRCdZxiapKPDj3/846av55f9xIkTymucVpN/8id/sqf+2vuN73znO8oVhf+8/Mdux86PTbZoD8ic02PHjuHTn/70ZdnWXj6u//N//k88+9nPRjAYVN74nPX52te+dtm2VxAEQRD2kptvvln1baLLINO06IBGW/SBgQH1/MWLF7GwsLD5+qc+9anKjZDihD1Z/uEf/kFdayvd+ljzQqe73//938cTn/hE5bTGde5l81opsO9xWAxFZU3vbQoVChF2Lz19+rTqwlsLv8S08aNHN7/U9I9/1atepezqaGUoAP/7f/9vfO9731Ph13//7/89HnjggaYzDrQC5ImAVolsssXwKmcuaJFIy0Chu+PKY0hhwx4OtEe977771Emb4WpabgqCIAiCcPARsdLjUKBQGWsNf5jPyGgJVfMdd9yx5fW33XYbHnnkkap8xTe96U1qAPjd7373sm77QYARgFaD6re85S1KmFR2iKX4i0QiarZC6O641uPqq69WM02cZRIEQRAE4eAjaWA9jNYwqLK5T6uGQYym8D1aqti5c+fwla98Bc973vMu23b3GjzWlZ8BYUSl0WcgdAeFeCwWU03ABEEQBEHoDaTAvocJhUIoFAqbuYsa/P3UqVN13/N7v/d76n1Pe9rTlNd3Pp9X6UtvfetbL9NW9x7sBlvvM6DDRiqVUrVBwvZhChhza+kHLwiCIAhCbyCRFWFLIfh73/te1STooYceUkXMTGF697vfLUdK2Lew1opNrb7whS/UrcUSBEEQBOFgIpGVHqabhkG0qHvFK16hCsHJ4x73OGWDR1eI//Jf/otKIxM6o1ETJjpYSVRl+9B6kd9XGkfUptsJgtD76c7sNyEIQu8iI88eppuGQclkcosgoeAhTAsTOqdVEyahe/7u7/5O+cnzlp7xgiD0Ns94xjOUEQzdADkhJ46KgtD7SGSlx+m0YRD7XNCimNavdBI7e/asirbwcU20HHZYF8HjUmlNTG9zFnaPj4/jzjvvxNzcHO6//371PGt+6MZG73LaQn/jG99Q6UpMrxO6P65M/eJ3+8Mf/rD6rrI2iDBa5fF45NAKQo/ymc98Bn/4h3+orM4FQTgElISe55577imNj4+XzGZz6cYbbyz98Ic/3HzupptuKt1yyy2bv+dyudI73/nO0tGjR0tWq7U0NjZWuvXWW0vhcHiPtn7/8c1vfpMhpi2Ldhx5y+Na+57rr79efQZHjhwp3XfffXu09b1zXHm/2esFQeg9+H//+Mc/fq83QxCEy4j0WREEQRAE4cCkgR0/fhyf+MQn9npTBEG4TEjNiiAIgiAIBwaHw7HXmyAIwmVExIogCIIgCIIgCPsSESuCIAiCIAiCIOxLRKwIgiAIgiAIgrAvkQJ7QRAEQRAEQRD2JRJZEQRBEARBEARhXyJiRRAEQRAEQRCEfYmIFUEQBEEQBEEQ9iUiVgRBEARBEARB2JeIWBGEHeJVr3oVdDqdWkwmE6ampvDmN78Z6XRajrEgCIIgCEIXGLt5kyAI9Xnuc5+L++67D7lcDj/96U9xyy23KPFy1113ySETBEEQBEHoEImsCMIOYrFYMDg4iLGxMbzwhS/Es571LDz44INyjAVBEARBELpAxIog7BIPP/wwvv/978NsNssxFgRBEARB6AJJAxOEHeRLX/oSnE4n8vk8MpkM9Ho9/uqv/kqOsSAIgiAIQheIWBGEHeSZz3wmPvaxjyGRSOAv//IvYTQa8eIXv1iOsSAIgiAIQhdIGpgg7CAOhwPHjh3Dddddh0996lP40Y9+hE9+8pNyjAVBEARBELpAxIog7BJMAXvrW9+Kt73tbUilUnKcBUEQBEEQOkTEiiDsIr/7u78Lg8GAe++9V46zIAiCIAhCh4hYEYRdhDUrt912G+6++25VxyIIgiAIgiC0j65UKpU6eL0gCIIgCIIgCMJlQSIrgiAIgiAIgiDsS0SsCIIgCIIgCIKwLxGxIgiCIAiCIAjCvkTEiiAIgiAIgiAI+xIRK4IgCIIgCIIg7EtErAiCIAiCIAiCsC8RsSIIgiAIgiAIwr5ExIogCIIgCIIgCPsSESuCIAiCIAiCIOxLRKwIgiAIgiAIgrAvEbEiCIIgCIIgCAL2I/8fyZ24ByfzP6UAAAAASUVORK5CYII=", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "p_dof = get_pressure(state.B_n)\n", "p_h = jax.jit(DiscreteFunction(p_dof, Seq.Lambda_0, Seq.E0)) # p as a function of logical coordinates\n", "n_vis = 64\n", "_r = jnp.linspace(0, 1, n_vis)\n", "_θ = jnp.linspace(0, 1, n_vis)\n", "_ζ = jnp.zeros(1)\n", "_rgrid, _θgrid, _ζgrid = jnp.meshgrid(_r, _θ, _ζ, indexing=\"ij\") # cartesian mesh in (r, θ, ζ)\n", "_x_hat = jnp.stack([_rgrid, _θgrid, _ζgrid], axis=-1).reshape(-1, 3) # logical evaluation points\n", "_x = jax.vmap(Phi)(_x_hat) # physical evaluation points\n", "R = _x[:, 0].reshape(n_vis, n_vis)\n", "Z = _x[:, 2].reshape(n_vis, n_vis)\n", "p_vals = jax.vmap(p_h)(_x_hat).reshape(n_vis, n_vis) * 1e2\n", "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(8, 4), constrained_layout=True)\n", "# physical\n", "ax1.contourf(R, Z, p_vals, levels=25, cmap=\"plasma\")\n", "for i in range(0, n_vis, 4): \n", " ax1.plot(R[i,:], Z[i,:], 'k', lw=1, alpha=0.1)\n", "for j in range(0, n_vis, 4): \n", " ax1.plot(R[:,j], Z[:,j], 'k', lw=1, alpha=0.1)\n", "ax1.set(xlabel=\"R\", ylabel=\"z\", aspect=\"equal\")\n", "# logical\n", "r, θ = _rgrid.squeeze(), _θgrid.squeeze()\n", "c2 = ax2.contourf(r, θ, p_vals, levels=25, cmap=\"plasma\")\n", "for i in range(0, n_vis, 4): \n", " ax2.plot(r[i,:], θ[i,:], 'k', lw=1, alpha=0.1)\n", "for j in range(0, n_vis, 4): \n", " ax2.plot(r[:,j], θ[:,j], 'k', lw=1, alpha=0.1)\n", "ax2.set(xlabel=\"r\", ylabel=\"θ\", aspect=\"equal\")\n", "fig.colorbar(c2, ax=ax2, label=\"p (×100)\", shrink=0.9)\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "f2a79815", "metadata": {}, "source": [ "We can estimate the Shafranov shift by finding the location of maximum pressure in the physical domain and measuring its distance from the domain center $(R_0, Z_0) = (1, 0)$." ] }, { "cell_type": "code", "execution_count": 100, "id": "15ab2916", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Shafranov shift: δR/R₀ ≈ 5.76e-02 = 0.17 ɛ\n" ] } ], "source": [ "x_p_max = _x[jnp.argmax(p_vals)] # cartesian coordinates of argmax p(x)\n", "δR = jnp.linalg.norm(x_p_max - jnp.array([1.0, 0.0, 0.0]))\n", "print(f\"Shafranov shift: δR/R₀ ≈ {δR:.2e} = {δR / ɛ:.2f} ɛ\")" ] }, { "cell_type": "markdown", "id": "d413a071", "metadata": {}, "source": [ "Lastly, we compute a Poincaré plot of the field lines to visualize the magnetic surfaces. We trace field lines by integrating the magnetic field in the logical domain where it hold (see the MRX paper for details):\n", "$$\n", " \\frac{\\mathrm d }{\\mathrm d t} x_t = \\frac{B(x_t)}{| B(x_t)|} \\quad \\Leftrightarrow \\quad \\frac{\\mathrm d }{\\mathrm d t} \\hat x_t = \\frac{\\hat B(\\hat x_t)}{| D\\Phi(\\hat x_t) \\hat B(\\hat x_t)|}.\n", "$$\n", "The actual integration is done with the `diffrax` package." ] }, { "cell_type": "code", "execution_count": null, "id": "7f8b2357", "metadata": {}, "outputs": [], "source": [ "B_h = DiscreteFunction(state.B_n, Seq.Lambda_2, Seq.E2)\n", "\n", "def vector_field(t, x, args):\n", " x %= 1.0\n", " Bx = B_h(jnp.array(x))\n", " DFx = jax.jacfwd(Phi)(jnp.array(x))\n", " return Bx / jnp.linalg.norm(DFx @ Bx)\n", " \n", "def integrate_fieldline(f, x0, N, t1):\n", " t0 = 0.0\n", " sol = dfx.diffeqsolve(\n", " terms = dfx.ODETerm(f), \n", " solver = dfx.Dopri5(),\n", " t0 = t0, \n", " t1 = t1, \n", " dt0 = 0.05, \n", " y0 = x0,\n", " saveat = dfx.SaveAt(ts=jnp.linspace(t0, t1, N)),\n", " stepsize_controller = dfx.PIDController(rtol=1e-8, atol=1e-8),\n", " max_steps = 100_000)\n", " return sol.ys" ] }, { "cell_type": "markdown", "id": "3447c362", "metadata": {}, "source": [ "We can vectorize the field line tracing over multiple starting points. Starting points on the line $\\{ \\hat x = (r, 0, 0) : \\epsilon < r < 1 - \\epsilon \\}$. The computed trajectories are in logical coordinates and we map them to physical coordinates for visualization.\n", "\n", "Integrating 32 field lines until $T = 2 \\times 10^3$ takes around 2 minutes on a M1 CPU and produces roughly $2 \\times 10^3 / (2 \\pi) \\approx 3 \\times 10^2$ toroidal turns per field line. We store $N = 10 T$ samples per field line for visualization." ] }, { "cell_type": "code", "execution_count": null, "id": "4f122fc0", "metadata": {}, "outputs": [], "source": [ "T = 2000\n", "N = 10 * T\n", "n_traj = 32\n", "r_vals = jnp.linspace(0.01, 0.99, n_traj // 2)\n", "x0s_theta0 = jnp.stack([r_vals, jnp.zeros_like(r_vals), jnp.zeros_like(r_vals)], axis=1)\n", "x0s_theta05 = jnp.stack([r_vals, 0.5 * jnp.ones_like(r_vals), jnp.zeros_like(r_vals)], axis=1)\n", "x0s = jnp.concatenate([x0s_theta0, x0s_theta05], axis=0)\n", "B_h = jax.jit(DiscreteFunction(state.B_n, Seq.Lambda_2, Seq.E2))\n", "logical_trajectories = jax.vmap(\n", " lambda x0: integrate_fieldline(vector_field, x0, N, T)\n", " )(x0s) % 1.0\n", "physical_trajectories = jax.vmap(Phi)(logical_trajectories.reshape(-1, 3)).reshape(n_traj, N, 3)" ] }, { "cell_type": "markdown", "id": "3fbf41ac", "metadata": {}, "source": [ "To produce a Poincaré plot, we use a root-finding algorithm to find the intersection of the field lines with a given plane." ] }, { "cell_type": "code", "execution_count": 128, "id": "6ffec7b7", "metadata": {}, "outputs": [], "source": [ "intersections, idxs = jax.vmap(lambda t: intersect_with_plane(t, jnp.array([0.0, 1.0, 0.0]), 0.0, 3))(physical_trajectories)" ] }, { "cell_type": "markdown", "id": "53989a7d", "metadata": {}, "source": [ "To obtain said intersection points in the logical domain, we need to invert the map $\\Phi$. We do so via a Newton method, using the inverse circular cross-section tokamak map with aspect ratio $\\varepsilon$ as initial guess." ] }, { "cell_type": "code", "execution_count": 129, "id": "4b5d4e01", "metadata": {}, "outputs": [], "source": [ "logical_intersections = jax.vmap(\n", " lambda pt: invert_map(Phi, pt, lambda x: approx_inverse_map(x, ɛ))\n", " )(intersections.reshape(-1, 3)).reshape(intersections.shape) % 1" ] }, { "cell_type": "markdown", "id": "b0418c4a", "metadata": {}, "source": [ "Lastly, we plot the Poincaré section in the physical domain and color the points by the pressure. Since JAX operates under the assumption of static shapes, the intersection points are padded to the shape of the trajectory array with `NaN`s. We mask these before plotting." ] }, { "cell_type": "code", "execution_count": 134, "id": "a4b20bc7", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mask = (~jnp.isnan(intersections[..., 0])) & (intersections[..., 0] > 0)\n", "pts_phys = intersections[mask] \n", "pts_log = logical_intersections[mask]\n", "p_vals = jax.vmap(p_h)(pts_log)\n", "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(8, 4), constrained_layout=True)\n", "# physical\n", "s1 = ax1.scatter(\n", " pts_phys[:, 0], pts_phys[:, 2],\n", " c=p_vals*100,\n", " cmap=\"berlin\",\n", " s=0.25, \n", ")\n", "ax1.set(xlabel=\"R\", ylabel=\"z\", aspect=\"equal\")\n", "# logical\n", "r, θ = _rgrid.squeeze(), _θgrid.squeeze()\n", "s2 = ax2.scatter(\n", " pts_log[:, 0], pts_log[:, 1],\n", " c=p_vals*100,\n", " cmap=\"berlin\",\n", " s=0.25, \n", ")\n", "ax2.set(xlabel=\"r\", ylabel=\"θ\", aspect=\"equal\")\n", "fig.colorbar(s2, ax=ax2, label=\"p (×100)\", shrink=0.9)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "id": "d2ed944d", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": ".venv", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.8" } }, "nbformat": 4, "nbformat_minor": 5 }