{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "ed553aa6-80ab-40fc-b149-a9385460a5bb",
   "metadata": {},
   "source": [
    "# Regularity conditions for tensor components in polar coordinates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "ac21c3b8-3d09-42ef-8c7b-7d8e07332bc6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The autoreload extension is already loaded. To reload it, use:\n",
      "  %reload_ext autoreload\n"
     ]
    }
   ],
   "source": [
    "%load_ext autoreload\n",
    "%autoreload 2\n",
    "\n",
    "import numpy as np\n",
    "import sympy as sp\n",
    "import matplotlib.pyplot as plt\n",
    "import plotting_utils as plottings\n",
    "from IPython.display import display"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "f9ed8c77-abf3-4a89-9f9c-f9f944e943c4",
   "metadata": {},
   "outputs": [],
   "source": [
    "plt.rcParams['mathtext.fontset'] = 'cm'"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9d9abca3-e797-4712-8766-d2df456aa989",
   "metadata": {},
   "source": [
    "Utilities for symbolic manipulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "5bb7069f-f39a-4a13-aeda-8f063cd0500c",
   "metadata": {},
   "outputs": [],
   "source": [
    "s = sp.Symbol(\"s\", positive=True)\n",
    "p = sp.Symbol(r\"\\phi\")\n",
    "x = sp.Symbol(\"x\")\n",
    "y = sp.Symbol(\"y\")\n",
    "\n",
    "A = sp.Symbol(\"A\")\n",
    "A_x = sp.Symbol(\"A_x\")\n",
    "A_y = sp.Symbol(\"A_y\")\n",
    "A_s = sp.Symbol(\"A_s\")\n",
    "A_p = sp.Symbol(r\"A_{\\phi}\")\n",
    "A_xx = sp.Symbol(\"A_{xx}\")\n",
    "A_xy = sp.Symbol(\"A_{xy}\")\n",
    "A_yx = sp.Symbol(\"A_{yx}\")\n",
    "A_yy = sp.Symbol(\"A_{yy}\")\n",
    "A_ss = sp.Symbol(\"A_{ss}\")\n",
    "A_sp = sp.Symbol(r\"A_{s\\phi}\")\n",
    "A_ps = sp.Symbol(r\"A_{\\phi s}\")\n",
    "A_pp = sp.Symbol(r\"A_{\\phi\\phi}\")\n",
    "\n",
    "\n",
    "cart2polar_map = {\n",
    "    x: s*sp.cos(p),\n",
    "    y: s*sp.sin(p)\n",
    "}\n",
    "\n",
    "polar2cart_map = {\n",
    "    s: sp.sqrt(x**2 + y**2),\n",
    "    sp.exp(+sp.I*p): (x + sp.I*y)/sp.sqrt(x**2 + y**2),\n",
    "    sp.exp(-sp.I*p): (x - sp.I*y)/sp.sqrt(x**2 + y**2)\n",
    "}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "acd4a229-59ca-4cca-9b5c-d828cb136dbb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle \\left[\\begin{matrix}\\cos{\\left(\\phi \\right)} & \\sin{\\left(\\phi \\right)}\\\\- \\sin{\\left(\\phi \\right)} & \\cos{\\left(\\phi \\right)}\\end{matrix}\\right]$"
      ],
      "text/plain": [
       "Matrix([\n",
       "[ cos(\\phi), sin(\\phi)],\n",
       "[-sin(\\phi), cos(\\phi)]])"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "R = sp.Matrix([[sp.cos(p), sp.sin(p)], [-sp.sin(p), sp.cos(p)]])\n",
    "R"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "3aaac559-af2c-4ed9-85b1-30acf704ea68",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle \\left[\\begin{matrix}1 & 1\\\\- i & i\\end{matrix}\\right]$"
      ],
      "text/plain": [
       "Matrix([\n",
       "[ 1, 1],\n",
       "[-I, I]])"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "U = sp.Matrix([[1, 1], [-sp.I, sp.I]])\n",
    "U"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "436e85bd-1947-4dcc-9e46-9939ea0a0411",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle \\left[\\begin{matrix}- i \\sin{\\left(\\phi \\right)} + \\cos{\\left(\\phi \\right)} & i \\sin{\\left(\\phi \\right)} + \\cos{\\left(\\phi \\right)}\\\\- \\sin{\\left(\\phi \\right)} - i \\cos{\\left(\\phi \\right)} & - \\sin{\\left(\\phi \\right)} + i \\cos{\\left(\\phi \\right)}\\end{matrix}\\right]$"
      ],
      "text/plain": [
       "Matrix([\n",
       "[-I*sin(\\phi) + cos(\\phi),  I*sin(\\phi) + cos(\\phi)],\n",
       "[-sin(\\phi) - I*cos(\\phi), -sin(\\phi) + I*cos(\\phi)]])"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "R @ U"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "a96634fe-dbdb-4649-8bc0-ba73482c8604",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(array([[-0.70710678+0.j, -0.70710678+0.j],\n",
       "        [-0.70710678+0.j,  0.70710678+0.j]]),\n",
       " array([1.41421356, 1.41421356]),\n",
       " array([[-1.+0.j,  0.+0.j],\n",
       "        [ 0.+0.j,  0.-1.j]]))"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "np.linalg.svd(np.array([[1, 1j], [1, -1j]]))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "577f36db-4053-442e-9eb4-f85645887e7c",
   "metadata": {},
   "source": [
    "---\n",
    "## Scalar\n",
    "\n",
    "The regularity condition for scalar (Lewis and Bellan [1990](https://doi.org/10.1063/1.529009)):\n",
    "$$\n",
    "A = \\sum_{m=-\\infty}^{+\\infty} s^{|m|} p(s^2) e^{im\\phi}\n",
    "$$\n",
    "\n",
    "### Example: a singular scalar field showing necessity of the conditions\n",
    "\n",
    "The following field (containing only $|m|=1$)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "d4f03233-d342-4be1-ace1-9460c30e7f21",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A = s^{3} \\cos{\\left(\\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A, s**3*cos(\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A = s^{3} \\left(\\frac{e^{i \\phi}}{2} + \\frac{e^{- i \\phi}}{2}\\right)$"
      ],
      "text/plain": [
       "Eq(A, s**3*(exp(I*\\phi)/2 + exp(-I*\\phi)/2))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_val = s**3*sp.cos(p)\n",
    "# A_val = s*sp.exp(sp.I*3*p)\n",
    "display(sp.Eq(A, A_val))\n",
    "display(sp.Eq(A, A_val.rewrite(sp.exp)))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dedd3e1b-eb78-481b-b1b0-878514eb665a",
   "metadata": {},
   "source": [
    "does not have the leading order behaviour $s^1$ required.\n",
    "\n",
    "As we convert it to Cartesian coordinates, it takes the following form in Cartesian coordinates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "3f002019-a79e-407b-b1c1-e3a353945ff0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A = x \\left(x^{2} + y^{2}\\right)$"
      ],
      "text/plain": [
       "Eq(A, x*(x**2 + y**2))"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "A_cart = A_val.rewrite(sp.exp).subs(polar2cart_map).simplify()\n",
    "sp.Eq(A, A_cart)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "c4fda218-4558-4606-a344-f093a0a1d522",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle - \\frac{x \\left(x^{2} - 2 y^{2}\\right)}{\\left(x^{2} + y^{2}\\right)^{\\frac{5}{2}}}$"
      ],
      "text/plain": [
       "-x*(x**2 - 2*y**2)/(x**2 + y**2)**(5/2)"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sp.diff(A_cart, (y, 2)).simplify().factor()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "218befec-dea9-49dd-9098-e838b0dbe1a4",
   "metadata": {},
   "source": [
    "The field is thus singular, even discontinous at the origin.\n",
    "\n",
    "The visualization of the field is as follows"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "f03e55ee-66d4-47e6-ba6d-1e6392209840",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 669.6x216 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_numerical = sp.lambdify((s, p), A_val)\n",
    "fig, ax = plottings.polar_singularity_scalar(sfunc=A_numerical, shape='polar', num=160)\n",
    "ax.set_title(r'$f(r, \\phi)$', fontsize=18)\n",
    "ax.set_aspect('equal', 'box')\n",
    "# ax.set_title(r'$\\widetilde{f}(x,y) = f(r(x,y), \\phi(x,y))$', fontsize=16)\n",
    "\n",
    "save_name = '../out/imgs/Singularity_scalar__cosp__sp'\n",
    "# save_name = None\n",
    "if save_name is not None:\n",
    "    plt.savefig(save_name + '.png', dpi=150, bbox_inches='tight')\n",
    "    plt.savefig(save_name + '.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 101,
   "id": "218816e7-b86e-495e-8082-3f589358c43a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 396x360 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_fields = [sp.lambdify((s, p), A_val), ]\n",
    "\n",
    "fig, axes = plt.subplots(nrows=1, ncols=len(A_fields), figsize=(5.5, 5))\n",
    "axes = np.atleast_1d(axes)\n",
    "X_mesh, Y_mesh, S_mesh, P_mesh = plottings.polar_mesh(shape='Cartesian', num=200)\n",
    "\n",
    "A_field_vals = [A_tmp(S_mesh, P_mesh) for A_tmp in A_fields]\n",
    "vmin = min([np.real(A_tmp_val).min() for A_tmp_val in A_field_vals])\n",
    "vmax = max([np.real(A_tmp_val).max() for A_tmp_val in A_field_vals])\n",
    "plot_kw = {'shading': 'gouraud', 'vmin': vmin, 'vmax': vmax, 'cmap': 'inferno'}\n",
    "\n",
    "for i_f, ax in enumerate(axes):\n",
    "    im = ax.pcolormesh(X_mesh, Y_mesh, np.real(A_field_vals[i_f]), **plot_kw)\n",
    "    ax.set_aspect('equal', 'box')\n",
    "ax.set_title(r'$\\widetilde{f}(x,y) = f(r(x,y), \\phi(x,y))$', fontsize=18)\n",
    "ax.set_xlabel('$x$', fontsize=16)\n",
    "ax.set_ylabel('$y$', fontsize=16)\n",
    "\n",
    "fig.subplots_adjust(right=0.85)\n",
    "cbar_ax = fig.add_axes([0.9, 0.15, 0.04, 0.7])\n",
    "fig.colorbar(im, cax=cbar_ax)\n",
    "\n",
    "save_name = '../out/imgs/Singularity_scalar__cosp__xy_vertbar'\n",
    "# save_name = None\n",
    "if save_name is not None:\n",
    "    plt.savefig(save_name + '.png', dpi=150, bbox_inches='tight')\n",
    "    plt.savefig(save_name + '.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7b771758-4fca-4881-90b3-0b341e25892a",
   "metadata": {},
   "source": [
    "### Example: confirmation of the conditions\n",
    "\n",
    "Now we simplify modify the field by adding a $s^1$ prefactor"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "9f1881e6-eaa0-4929-9ed0-498c749e769f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A = s \\cos{\\left(\\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A, s*cos(\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A = \\frac{s e^{i \\phi}}{2} + \\frac{s e^{- i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A, s*exp(I*\\phi)/2 + s*exp(-I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_val = s*sp.cos(p)\n",
    "display(sp.Eq(A, A_val))\n",
    "display(sp.Eq(A, A_val.rewrite(sp.exp).expand()))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "df94eb4a-ff23-4421-aa99-5404e5a778d3",
   "metadata": {},
   "source": [
    "As we convert it to Cartesian coordinates, it takes the following form in Cartesian coordinates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "0a6f7d24-d484-4619-9447-c5867d8456cc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A = x$"
      ],
      "text/plain": [
       "Eq(A, x)"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sp.Eq(A, A_val.rewrite(sp.exp).subs(polar2cart_map).simplify())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bb9ac46b-8541-41bd-b9d7-9d029e8ac5da",
   "metadata": {},
   "source": [
    "The field is thus regular:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "e810127f-2368-4046-bba7-7ef8a817335f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 446.4x360 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_numerical = sp.lambdify((s, p), A_val)\n",
    "fig, ax = plottings.polar_singularity_scalar(sfunc=A_numerical)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1825d6de-a92c-4b43-9db2-8ebac3020e36",
   "metadata": {},
   "source": [
    "---\n",
    "## Vector\n",
    "\n",
    "The regularity condition for vector (Lewis and Bellan [1990](https://doi.org/10.1063/1.529009)):\n",
    "$$\n",
    "\\begin{aligned}\n",
    "A_s &= sp(s^2) + \\sum_{m\\neq 0} \\left(\\lambda_m s^{|m|-1} + s^{|m|+1}p(s^2)\\right) e^{im\\phi},\\\\\n",
    "A_\\phi &= sp(s^2) + \\sum_{m\\neq 0} \\left(i\\mathrm{sgn}(m)\\lambda_m s^{|m|-1} + s^{|m|+1}p(s^2)\\right) e^{im\\phi}\n",
    "\\end{aligned}\n",
    "$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "id": "10539753-6063-43c2-b295-35cfa3591fe8",
   "metadata": {},
   "outputs": [],
   "source": [
    "def rotate_polar2cart_vec(F_s, F_p):\n",
    "    return F_s*sp.cos(p) - F_p*sp.sin(p), F_s*sp.sin(p) + F_p*sp.cos(p)\n",
    "\n",
    "def rotate_cart2polar_vec(F_x, F_y):\n",
    "    return F_x*sp.cos(p) + F_y*sp.sin(p), -F_x*sp.sin(p) + F_y*sp.cos(p)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f041f3a8-a3aa-45af-8fe5-29737f1a134b",
   "metadata": {},
   "source": [
    "### (Counter)Example: Lewis-Bellan relations are not necessary for one component to be regular\n",
    "\n",
    "Consider the following vector field"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "42615de8-05aa-49f3-b371-1ca2668ea046",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{s} = \\frac{1 - \\cos{\\left(2 \\phi \\right)}}{s}$"
      ],
      "text/plain": [
       "Eq(A_s, (1 - cos(2*\\phi))/s)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi} = \\frac{\\sin{\\left(2 \\phi \\right)}}{s}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi}, sin(2*\\phi)/s)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{s} = - \\frac{e^{2 i \\phi}}{2 s} + \\frac{1}{s} - \\frac{e^{- 2 i \\phi}}{2 s}$"
      ],
      "text/plain": [
       "Eq(A_s, -exp(2*I*\\phi)/(2*s) + 1/s - exp(-2*I*\\phi)/(2*s))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi} = - \\frac{i e^{2 i \\phi}}{2 s} + \\frac{i e^{- 2 i \\phi}}{2 s}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi}, -I*exp(2*I*\\phi)/(2*s) + I*exp(-2*I*\\phi)/(2*s))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_s_val = (1 - sp.cos(2*p))/s\n",
    "A_p_val = sp.sin(2*p)/s\n",
    "A_s_exp = A_s_val.rewrite(sp.exp).expand()\n",
    "A_p_exp = A_p_val.rewrite(sp.exp).expand()\n",
    "display(sp.Eq(A_s, A_s_val))\n",
    "display(sp.Eq(A_p, A_p_val))\n",
    "display(sp.Eq(A_s, A_s_exp))\n",
    "display(sp.Eq(A_p, A_p_exp))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ab8e53a3-51d6-4a5a-b2e1-51c2252ae824",
   "metadata": {},
   "source": [
    "which does not fulfill the Lewis-Bellan relations at all (even the Fourier coefficients are singular!).\n",
    "\n",
    "Nevertheless, as we convert it to Cartesian coordinates, it takes the following form in Cartesian coordinates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "27cc6be1-fdd2-43dc-b400-130c5f802f45",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{x} = 0$"
      ],
      "text/plain": [
       "Eq(A_x, 0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{y} = \\frac{2 y}{x^{2} + y^{2}}$"
      ],
      "text/plain": [
       "Eq(A_y, 2*y/(x**2 + y**2))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_x_val, A_y_val = rotate_polar2cart_vec(A_s_exp, A_p_exp)\n",
    "display(sp.Eq(A_x, A_x_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n",
    "display(sp.Eq(A_y, A_y_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dc123fb8-58ab-4bd0-82df-a6ab05fd96a2",
   "metadata": {},
   "source": [
    "The field is of course singular, even blows up at the origin for $A_y$, but the $A_x$ component is however perfectly regular. Therefore, Lewis and Bellan shouldn't have jumped to their conclusion by deriving only the $A_x$ component (eq. 14 in their paper)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "703d08b1-8572-4fc1-b426-1f7702c776f4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x360 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_s_numerical = sp.lambdify((s, p), A_s_val)\n",
    "A_p_numerical = sp.lambdify((s, p), A_p_val)\n",
    "fig, ax = plottings.polar_singularity_vector(vfunc_s=A_s_numerical, vfunc_p=A_p_numerical)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "86ee8f5d-e51d-4c7b-83f0-4b54ade7afef",
   "metadata": {},
   "source": [
    "### Example: a singular vector field showing necessity of the conditions\n",
    "\n",
    "We look at a field whose Fourier coefficients have the correct prefactor in $s$, but have the wrong configuration of coefficients"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 104,
   "id": "f56ab142-9d19-41bd-bc16-536db3c69505",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{s} = \\left(s^{2} + 1\\right) \\cos{\\left(\\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_s, (s**2 + 1)*cos(\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi} = \\left(- s^{2} - 1\\right) \\sin{\\left(\\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi}, (-s**2 - 1)*sin(\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{s} = \\frac{s^{2} e^{i \\phi}}{2} + \\frac{s^{2} e^{- i \\phi}}{2} + \\frac{e^{i \\phi}}{2} + \\frac{e^{- i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_s, s**2*exp(I*\\phi)/2 + s**2*exp(-I*\\phi)/2 + exp(I*\\phi)/2 + exp(-I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi} = \\frac{i s^{2} e^{i \\phi}}{2} - \\frac{i s^{2} e^{- i \\phi}}{2} + \\frac{i e^{i \\phi}}{2} - \\frac{i e^{- i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi}, I*s**2*exp(I*\\phi)/2 - I*s**2*exp(-I*\\phi)/2 + I*exp(I*\\phi)/2 - I*exp(-I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_s_val = (1 + s**2)*sp.cos(p)\n",
    "A_p_val = (-1 - s**2)*sp.sin(p)\n",
    "A_s_exp = A_s_val.rewrite(sp.exp).expand()\n",
    "A_p_exp = A_p_val.rewrite(sp.exp).expand()\n",
    "display(sp.Eq(A_s, A_s_val))\n",
    "display(sp.Eq(A_p, A_p_val))\n",
    "display(sp.Eq(A_s, A_s_exp))\n",
    "display(sp.Eq(A_p, A_p_exp))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d73799e0-37e4-40e4-ae4e-bbfc0edbdcd8",
   "metadata": {},
   "source": [
    "As we convert it to Cartesian coordinates, it takes the following form in Cartesian coordinates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 105,
   "id": "f02d4eed-acb4-4a63-8b12-22367c0f93b9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{x} = x^{2} + y^{2} + 1$"
      ],
      "text/plain": [
       "Eq(A_x, x**2 + y**2 + 1)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{y} = 0$"
      ],
      "text/plain": [
       "Eq(A_y, 0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_x_val, A_y_val = rotate_polar2cart_vec(A_s_exp, A_p_exp)\n",
    "A_x_xy = A_x_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()\n",
    "A_y_xy = A_y_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()\n",
    "display(sp.Eq(A_x, A_x_xy))\n",
    "display(sp.Eq(A_y, A_y_xy))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 106,
   "id": "659598c0-e520-4e41-b040-46672f4d4024",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle 2 s \\cos{\\left(\\phi \\right)}$"
      ],
      "text/plain": [
       "2*s*cos(\\phi)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle 2 s \\sin{\\left(\\phi \\right)}$"
      ],
      "text/plain": [
       "2*s*sin(\\phi)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle 0$"
      ],
      "text/plain": [
       "0"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle 0$"
      ],
      "text/plain": [
       "0"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dAx_dx = sp.diff(A_x_xy, x).subs(cart2polar_map).simplify()\n",
    "dAx_dy = sp.diff(A_x_xy, y).subs(cart2polar_map).simplify()\n",
    "dAy_dx = sp.diff(A_y_xy, x).subs(cart2polar_map).simplify()\n",
    "dAy_dy = sp.diff(A_y_xy, y).subs(cart2polar_map).simplify()\n",
    "display(dAx_dx, dAx_dy, dAy_dx, dAy_dy)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a6e83884-e464-45ee-8565-e9fe8d0f6674",
   "metadata": {},
   "source": [
    "The field is singular and discontinous at the origin:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 108,
   "id": "19e85017-5499-4bbd-969f-91f6418d19f4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 864x374.4 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_s_numerical = sp.lambdify((s, p), A_s_val)\n",
    "A_p_numerical = sp.lambdify((s, p), A_p_val)\n",
    "\n",
    "fig, axes = plottings.polar_singularity_vector(vfunc_s=A_s_numerical, vfunc_p=A_p_numerical, shape='Cartesian', components='Cartesian', num=200)\n",
    "axes[0].set_title(r'$V_x$', fontsize=18)\n",
    "axes[1].set_title(r'$V_y$', fontsize=18)\n",
    "# axes[0].set_title(r'$V_r(r,\\phi)$', fontsize=18)\n",
    "axes[0].set_aspect('equal', 'box')\n",
    "# axes[1].set_title(r'$V_\\phi(r,\\phi)$', fontsize=18)\n",
    "axes[1].set_aspect('equal', 'box')\n",
    "\n",
    "save_name = '../out/imgs/Regular_vector__1s^2cps__xy'\n",
    "# save_name = None\n",
    "if save_name is not None:\n",
    "    plt.savefig(save_name + '.png', dpi=150, bbox_inches='tight')\n",
    "    plt.savefig(save_name + '.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 94,
   "id": "4c4c6d04-90b5-48f2-92db-b184f00c275e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 864x374.4 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_fields = [sp.lambdify((s, p), dAx_dx), sp.lambdify((s, p), dAy_dy)]\n",
    "\n",
    "fig, axes = plt.subplots(nrows=1, ncols=len(A_fields), figsize=(12, 5.2))\n",
    "X_mesh, Y_mesh, S_mesh, P_mesh = plottings.polar_mesh(shape='Cartesian', num=200)\n",
    "\n",
    "A_field_vals = [A_tmp(S_mesh, P_mesh) for A_tmp in A_fields]\n",
    "vmin = min([np.real(A_tmp_val).min() for A_tmp_val in A_field_vals])\n",
    "vmax = max([np.real(A_tmp_val).max() for A_tmp_val in A_field_vals])\n",
    "plot_kw = {'shading': 'gouraud', 'vmin': vmin, 'vmax': vmax, 'cmap': 'inferno'}\n",
    "\n",
    "for i_f, ax in enumerate(axes):\n",
    "    im = ax.pcolormesh(X_mesh, Y_mesh, np.real(A_field_vals[i_f]), **plot_kw)\n",
    "    ax.set_aspect('equal', 'box')\n",
    "\n",
    "axes[0].set_xlabel('$x$', fontsize=16)\n",
    "axes[0].set_ylabel('$y$', fontsize=16)\n",
    "axes[0].set_title(r'$dV_x/dx$', fontsize=18)\n",
    "axes[1].set_xlabel('$x$', fontsize=16)\n",
    "axes[1].set_title(r'$dV_x/dy$', fontsize=18)\n",
    "\n",
    "fig.subplots_adjust(right=0.87)\n",
    "cbar_ax = fig.add_axes([0.9, 0.15, 0.02, 0.7])\n",
    "fig.colorbar(im, cax=cbar_ax)\n",
    "\n",
    "save_name = '../out/imgs/Singularity_vector__scosp-ssinp__derivatives'\n",
    "# save_name = None\n",
    "if save_name is not None:\n",
    "    plt.savefig(save_name + '.png', dpi=150, bbox_inches='tight')\n",
    "    plt.savefig(save_name + '.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d170affc-c473-4718-b050-2a877abc24a9",
   "metadata": {},
   "source": [
    "### Example: confirmation of the conditions\n",
    "\n",
    "Now we simply change the sign of $A_\\phi$ so that the Fourier coefficients are indeed $i\\mathrm{sgn}(m)$ of the $A_s$ coefficients at the lowest order"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "e612f293-2120-4f7d-932c-15e4cadefbf9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{s} = \\cos{\\left(\\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_s, cos(\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi} = - \\sin{\\left(\\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi}, -sin(\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{s} = \\frac{e^{i \\phi}}{2} + \\frac{e^{- i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_s, exp(I*\\phi)/2 + exp(-I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi} = \\frac{i e^{i \\phi}}{2} - \\frac{i e^{- i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi}, I*exp(I*\\phi)/2 - I*exp(-I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_s_val = sp.cos(p)\n",
    "A_p_val = -sp.sin(p)\n",
    "A_s_exp = A_s_val.rewrite(sp.exp).expand()\n",
    "A_p_exp = A_p_val.rewrite(sp.exp).expand()\n",
    "display(sp.Eq(A_s, A_s_val))\n",
    "display(sp.Eq(A_p, A_p_val))\n",
    "display(sp.Eq(A_s, A_s_exp))\n",
    "display(sp.Eq(A_p, A_p_exp))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ad965057-6fa1-42b1-afdd-d3afa4536a5e",
   "metadata": {},
   "source": [
    "The field components are perfectly regular in Cartesian coordinates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "02beff55-36c0-42b4-8fbb-d201983a62b7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{x} = 1$"
      ],
      "text/plain": [
       "Eq(A_x, 1)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{y} = 0$"
      ],
      "text/plain": [
       "Eq(A_y, 0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_x_val, A_y_val = rotate_polar2cart_vec(A_s_exp, A_p_exp)\n",
    "display(sp.Eq(A_x, A_x_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n",
    "display(sp.Eq(A_y, A_y_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "8bbdbd1a-d43f-4000-b4f1-f52dd1aaeb90",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x360 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_s_numerical = sp.lambdify((s, p), A_s_val)\n",
    "A_p_numerical = sp.lambdify((s, p), A_p_val)\n",
    "fig, ax = plottings.polar_singularity_vector(vfunc_s=A_s_numerical, vfunc_p=A_p_numerical)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bec7d8d6-da14-44f2-8ebc-53d616985aa4",
   "metadata": {},
   "source": [
    "---\n",
    "## Rank-2 tensor\n",
    "\n",
    "Holdenried-Chernoff ([2021](https://www.research-collection.ethz.ch/handle/20.500.11850/509840)) derives the following,\n",
    "$$\n",
    "A_{ij} = \\left[A_{ij}^{00} + O(s^2)\\right] + \\sum_{|m|=1} \\left[A_{ij}^{m0} s + O(s^3)\\right] e^{im\\phi} + \\sum_{|m|\\geq 2} \\left[A_{ij}^{m0} s^{|m|-2} + A_{ij}^{m1} s^{|m|} + O(s^{|m|+2})\\right] e^{im\\phi}\n",
    "$$\n",
    "where the following relations apply\n",
    "$$\n",
    "m = 0: \n",
    "\\left\\{\\begin{aligned}\n",
    "    &A_{ss}^{00} = A_{\\phi\\phi}^{00} \\\\ \n",
    "    &A_{s\\phi}^{00} = -A_{\\phi s}^{00}\n",
    "\\end{aligned}\\right.,\\qquad \n",
    "|m| \\geq 2:\n",
    "\\left\\{\\begin{aligned}\n",
    "&A_{ss}^{m0} = - A_{\\phi\\phi}^{m0}\\\\\n",
    "&A_{s\\phi}^{m0} = A_{\\phi s}^{m0} \\\\ \n",
    "&A_{s\\phi}^{m0} = i \\mathrm{sgn}(m) A_{ss}^{m0}\n",
    "\\end{aligned}\\right.\n",
    "$$\n",
    "\n",
    "I show that these relations are not exhaustive, and two other conditions are required to make the conditions sufficient. The complete relations are\n",
    "$$\n",
    "m = 0: \n",
    "\\left\\{\\begin{aligned}\n",
    "    &A_{ss}^{00} = A_{\\phi\\phi}^{00} \\\\ \n",
    "    &A_{s\\phi}^{00} = -A_{\\phi s}^{00}\n",
    "\\end{aligned}\\right.,\\qquad \n",
    "|m| = 1: \n",
    "A_{s\\phi}^{m0} + A_{\\phi s}^{m0} = i\\mathrm{sgn}(m) \\left(A_{ss}^{m0} - A_{\\phi\\phi}^{m0}\\right),\\qquad\n",
    "|m| \\geq 2:\n",
    "\\left\\{\\begin{aligned}\n",
    "&A_{ss}^{m0} = - A_{\\phi\\phi}^{m0}\\\\\n",
    "&A_{s\\phi}^{m0} = A_{\\phi s}^{m0} \\\\ \n",
    "&A_{s\\phi}^{m0} = i \\mathrm{sgn}(m) A_{ss}^{m0} \\\\ \n",
    "&A_{s\\phi}^{m1} + A_{\\phi s}^{m1} = i\\mathrm{sgn}(m)\\left(A_{ss}^{m1} - A_{\\phi\\phi}^{m1}\\right)\n",
    "\\end{aligned}\\right.\n",
    "$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "9c51a5bb-4541-4089-8813-5e034f3afc85",
   "metadata": {},
   "outputs": [],
   "source": [
    "def rotate_polar2cart_tensor2(F_ss, F_sp, F_ps, F_pp):\n",
    "    F_xx = sp.cos(p)**2*F_ss + sp.sin(p)**2*F_pp - sp.sin(p)*sp.cos(p)*(F_sp + F_ps)\n",
    "    F_yy = sp.sin(p)**2*F_ss + sp.cos(p)**2*F_pp + sp.sin(p)*sp.cos(p)*(F_sp + F_ps)\n",
    "    F_xy = sp.sin(p)*sp.cos(p)*(F_ss - F_pp) + sp.cos(p)**2*F_sp - sp.sin(p)**2*F_ps\n",
    "    F_yx = sp.sin(p)*sp.cos(p)*(F_ss - F_pp) + sp.cos(p)**2*F_ps - sp.sin(p)**2*F_sp\n",
    "    return F_xx, F_xy, F_yx, F_yy"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cf74f541-9a94-40d8-aa80-c5073b7beac0",
   "metadata": {},
   "source": [
    "### Example: a singular field showing necessity of the |m|=1 condition\n",
    "\n",
    "The old conditions involve no additional requirements at $|m|=1$. To test if the new condition is really necessary, let us look at a field"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "b5e5b0d3-7e6f-4ff6-8e7b-f4c6fd576787",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{ss} = s \\sin{\\left(\\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_{ss}, s*sin(\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{s\\phi} = s \\cos{\\left(\\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_{s\\phi}, s*cos(\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi s} = s \\cos{\\left(\\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi s}, s*cos(\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi\\phi} = 0$"
      ],
      "text/plain": [
       "Eq(A_{\\phi\\phi}, 0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{ss} = - \\frac{i s e^{i \\phi}}{2} + \\frac{i s e^{- i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{ss}, -I*s*exp(I*\\phi)/2 + I*s*exp(-I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{s\\phi} = \\frac{s e^{i \\phi}}{2} + \\frac{s e^{- i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{s\\phi}, s*exp(I*\\phi)/2 + s*exp(-I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi s} = \\frac{s e^{i \\phi}}{2} + \\frac{s e^{- i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi s}, s*exp(I*\\phi)/2 + s*exp(-I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi\\phi} = 0$"
      ],
      "text/plain": [
       "Eq(A_{\\phi\\phi}, 0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_ss_val = s*sp.sin(p)\n",
    "A_pp_val = sp.S.Zero\n",
    "A_sp_val = A_ps_val = s*sp.cos(p)\n",
    "display(sp.Eq(A_ss, A_ss_val))\n",
    "display(sp.Eq(A_sp, A_sp_val))\n",
    "display(sp.Eq(A_ps, A_ps_val))\n",
    "display(sp.Eq(A_pp, A_pp_val))\n",
    "\n",
    "A_ss_exp = A_ss_val.rewrite(sp.exp).expand()\n",
    "A_sp_exp = A_sp_val.rewrite(sp.exp).expand()\n",
    "A_ps_exp = A_ps_val.rewrite(sp.exp).expand()\n",
    "A_pp_exp = A_pp_val.rewrite(sp.exp).expand()\n",
    "display(sp.Eq(A_ss, A_ss_exp))\n",
    "display(sp.Eq(A_sp, A_sp_exp))\n",
    "display(sp.Eq(A_ps, A_ps_exp))\n",
    "display(sp.Eq(A_pp, A_pp_exp))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e36d4e8f-17a5-4a85-960d-71d0aa4bb389",
   "metadata": {},
   "source": [
    "This field does have all the correct prefactors $s^1$ at $|m|=1$, but $A_{s\\phi}^{m0} + A_{\\phi s}^{m0} \\neq i \\mathrm{sgn}(m) (A_{ss}^{m0} - A_{\\phi\\phi}^{m0})$. As we convert it to Cartesian coordinates, it takes the following form in Cartesian coordinates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "8d5b295f-be65-463b-9cd7-833e67276c0d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{xx} = - \\frac{x^{2} y}{x^{2} + y^{2}}$"
      ],
      "text/plain": [
       "Eq(A_{xx}, -x**2*y/(x**2 + y**2))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{xy} = \\frac{x^{3}}{x^{2} + y^{2}}$"
      ],
      "text/plain": [
       "Eq(A_{xy}, x**3/(x**2 + y**2))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{yx} = \\frac{x^{3}}{x^{2} + y^{2}}$"
      ],
      "text/plain": [
       "Eq(A_{yx}, x**3/(x**2 + y**2))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{yy} = \\frac{y \\left(2 x^{2} + y^{2}\\right)}{x^{2} + y^{2}}$"
      ],
      "text/plain": [
       "Eq(A_{yy}, y*(2*x**2 + y**2)/(x**2 + y**2))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_xx_val, A_xy_val, A_yx_val, A_yy_val = rotate_polar2cart_tensor2(A_ss_exp, A_sp_exp, A_ps_exp, A_pp_exp)\n",
    "display(sp.Eq(A_xx, A_xx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n",
    "display(sp.Eq(A_xy, A_xy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n",
    "display(sp.Eq(A_yx, A_yx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n",
    "display(sp.Eq(A_yy, A_yy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d299be04-6374-4276-8279-c05bccd4f8a6",
   "metadata": {},
   "source": [
    "Different from previous examples, this field is not only bounded, but also at least continuous. However, its derivative is undefined at the origin.\n",
    "\n",
    "The whole function is not continuously differentiable, so it is still singular."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "f69a6738-873e-49a1-b1b0-d804105fd8d7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 792x720 with 5 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_ss_numerical = sp.lambdify((s, p), A_ss_val)\n",
    "A_sp_numerical = sp.lambdify((s, p), A_sp_val)\n",
    "A_ps_numerical = sp.lambdify((s, p), A_ps_val)\n",
    "A_pp_numerical = sp.lambdify((s, p), A_pp_val)\n",
    "fig, ax = plottings.polar_singularity_rank2tensor(\n",
    "    tfunc_ss=A_ss_numerical, tfunc_sp=A_sp_numerical,\n",
    "    tfunc_ps=A_ps_numerical, tfunc_pp=A_pp_numerical\n",
    ")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a672ca7b-a65c-4f2b-a14b-36793951e5ab",
   "metadata": {},
   "source": [
    "### Example: confirmation of the |m|=1 condition\n",
    "\n",
    "Now we change slightly the $A_{ss}$ component from $\\cos$ to $\\sin$:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "07bdd32c-0b15-4706-a1e2-724fab956658",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{ss} = s \\sin{\\left(\\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_{ss}, s*sin(\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{s\\phi} = \\frac{s \\cos{\\left(\\phi \\right)}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{s\\phi}, s*cos(\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi s} = \\frac{s \\cos{\\left(\\phi \\right)}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi s}, s*cos(\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi\\phi} = 0$"
      ],
      "text/plain": [
       "Eq(A_{\\phi\\phi}, 0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{ss} = - \\frac{i s e^{i \\phi}}{2} + \\frac{i s e^{- i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{ss}, -I*s*exp(I*\\phi)/2 + I*s*exp(-I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{s\\phi} = \\frac{s e^{i \\phi}}{4} + \\frac{s e^{- i \\phi}}{4}$"
      ],
      "text/plain": [
       "Eq(A_{s\\phi}, s*exp(I*\\phi)/4 + s*exp(-I*\\phi)/4)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi s} = \\frac{s e^{i \\phi}}{4} + \\frac{s e^{- i \\phi}}{4}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi s}, s*exp(I*\\phi)/4 + s*exp(-I*\\phi)/4)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi\\phi} = 0$"
      ],
      "text/plain": [
       "Eq(A_{\\phi\\phi}, 0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_ss_val = s*sp.sin(p)\n",
    "A_pp_val = sp.S.Zero\n",
    "A_sp_val = A_ps_val = s*sp.cos(p)/2\n",
    "display(sp.Eq(A_ss, A_ss_val))\n",
    "display(sp.Eq(A_sp, A_sp_val))\n",
    "display(sp.Eq(A_ps, A_ps_val))\n",
    "display(sp.Eq(A_pp, A_pp_val))\n",
    "\n",
    "A_ss_exp = A_ss_val.rewrite(sp.exp).expand()\n",
    "A_sp_exp = A_sp_val.rewrite(sp.exp).expand()\n",
    "A_ps_exp = A_ps_val.rewrite(sp.exp).expand()\n",
    "A_pp_exp = A_pp_val.rewrite(sp.exp).expand()\n",
    "display(sp.Eq(A_ss, A_ss_exp))\n",
    "display(sp.Eq(A_sp, A_sp_exp))\n",
    "display(sp.Eq(A_ps, A_ps_exp))\n",
    "display(sp.Eq(A_pp, A_pp_exp))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d4525871-900d-4f51-87bf-60c63f40742d",
   "metadata": {},
   "source": [
    "Now this field satisfies $A_{s\\phi}^{m0} + A_{\\phi s}^{m0} = i \\mathrm{sgn}(m) (A_{ss}^{m0} - A_{\\phi\\phi}^{m0})$. As we convert it to Cartesian coordinates, it takes the form"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "7532017e-6b2c-4e55-85e2-bacabfcd3ea2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{xx} = 0$"
      ],
      "text/plain": [
       "Eq(A_{xx}, 0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{xy} = \\frac{x}{2}$"
      ],
      "text/plain": [
       "Eq(A_{xy}, x/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{yx} = \\frac{x}{2}$"
      ],
      "text/plain": [
       "Eq(A_{yx}, x/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{yy} = y$"
      ],
      "text/plain": [
       "Eq(A_{yy}, y)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_xx_val, A_xy_val, A_yx_val, A_yy_val = rotate_polar2cart_tensor2(A_ss_exp, A_sp_exp, A_ps_exp, A_pp_exp)\n",
    "display(sp.Eq(A_xx, A_xx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n",
    "display(sp.Eq(A_xy, A_xy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n",
    "display(sp.Eq(A_yx, A_yx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n",
    "display(sp.Eq(A_yy, A_yy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a9361113-2efc-4aa8-9a37-0a35e71b0be1",
   "metadata": {},
   "source": [
    "And the whole field becomes perfect regular."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "0ced9c32-4903-42ca-b2da-e5f65f32f944",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 792x720 with 5 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_ss_numerical = sp.lambdify((s, p), A_ss_val)\n",
    "A_sp_numerical = sp.lambdify((s, p), A_sp_val)\n",
    "A_ps_numerical = sp.lambdify((s, p), A_ps_val)\n",
    "A_pp_numerical = sp.lambdify((s, p), A_pp_val)\n",
    "fig, ax = plottings.polar_singularity_rank2tensor(\n",
    "    tfunc_ss=A_ss_numerical, tfunc_sp=A_sp_numerical,\n",
    "    tfunc_ps=A_ps_numerical, tfunc_pp=A_pp_numerical\n",
    ")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b6b5816c-fb3c-4a87-aaf1-08681ffb6b0b",
   "metadata": {},
   "source": [
    "### Example: a singular field showing necessity of the 2nd-order condition for |m|>1\n",
    "\n",
    "The old conditions involve no additional requirements at the second order for $|m|\\geq 2$. To test if the new condition is really necessary, let us look at a field"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "b0751c82-4ab6-4d52-a6db-568c536a75ed",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{ss} = \\left(s^{2} + 1\\right) \\sin{\\left(2 \\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_{ss}, (s**2 + 1)*sin(2*\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{s\\phi} = \\left(s^{2} + 1\\right) \\cos{\\left(2 \\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_{s\\phi}, (s**2 + 1)*cos(2*\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi s} = \\left(s^{2} + 1\\right) \\cos{\\left(2 \\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi s}, (s**2 + 1)*cos(2*\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi\\phi} = \\left(- s^{2} - 1\\right) \\sin{\\left(2 \\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi\\phi}, (-s**2 - 1)*sin(2*\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{ss} = - \\frac{i s^{2} e^{2 i \\phi}}{2} + \\frac{i s^{2} e^{- 2 i \\phi}}{2} - \\frac{i e^{2 i \\phi}}{2} + \\frac{i e^{- 2 i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{ss}, -I*s**2*exp(2*I*\\phi)/2 + I*s**2*exp(-2*I*\\phi)/2 - I*exp(2*I*\\phi)/2 + I*exp(-2*I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{s\\phi} = \\frac{s^{2} e^{2 i \\phi}}{2} + \\frac{s^{2} e^{- 2 i \\phi}}{2} + \\frac{e^{2 i \\phi}}{2} + \\frac{e^{- 2 i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{s\\phi}, s**2*exp(2*I*\\phi)/2 + s**2*exp(-2*I*\\phi)/2 + exp(2*I*\\phi)/2 + exp(-2*I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi s} = \\frac{s^{2} e^{2 i \\phi}}{2} + \\frac{s^{2} e^{- 2 i \\phi}}{2} + \\frac{e^{2 i \\phi}}{2} + \\frac{e^{- 2 i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi s}, s**2*exp(2*I*\\phi)/2 + s**2*exp(-2*I*\\phi)/2 + exp(2*I*\\phi)/2 + exp(-2*I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi\\phi} = \\frac{i s^{2} e^{2 i \\phi}}{2} - \\frac{i s^{2} e^{- 2 i \\phi}}{2} + \\frac{i e^{2 i \\phi}}{2} - \\frac{i e^{- 2 i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi\\phi}, I*s**2*exp(2*I*\\phi)/2 - I*s**2*exp(-2*I*\\phi)/2 + I*exp(2*I*\\phi)/2 - I*exp(-2*I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_ss_val = (+1 + s**2)*sp.sin(2*p)\n",
    "A_pp_val = (-1 - s**2)*sp.sin(2*p)\n",
    "A_sp_val = A_ps_val = (1 + s**2)*sp.cos(2*p)\n",
    "display(sp.Eq(A_ss, A_ss_val))\n",
    "display(sp.Eq(A_sp, A_sp_val))\n",
    "display(sp.Eq(A_ps, A_ps_val))\n",
    "display(sp.Eq(A_pp, A_pp_val))\n",
    "\n",
    "A_ss_exp = A_ss_val.rewrite(sp.exp).expand()\n",
    "A_sp_exp = A_sp_val.rewrite(sp.exp).expand()\n",
    "A_ps_exp = A_ps_val.rewrite(sp.exp).expand()\n",
    "A_pp_exp = A_pp_val.rewrite(sp.exp).expand()\n",
    "display(sp.Eq(A_ss, A_ss_exp))\n",
    "display(sp.Eq(A_sp, A_sp_exp))\n",
    "display(sp.Eq(A_ps, A_ps_exp))\n",
    "display(sp.Eq(A_pp, A_pp_exp))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7a0f8501-97a2-4f2b-9087-1e531c3084bb",
   "metadata": {},
   "source": [
    "This field have all the correct prefactors at $|m|=2$, and the lowest order coefficient in $s$ satisfy the conditions required by Holdenried-Chernoff (2021), but the second-order relation is not satisfied, i.e. $A_{s\\phi}^{m1} + A_{\\phi s}^{m1} \\neq i \\mathrm{sgn}(m) (A_{ss}^{m1} - A_{\\phi\\phi}^{m1})$. As we convert it to Cartesian coordinates, it takes the form"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "5e9000ce-7007-4dd5-b6e8-13535134d1c5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{xx} = 0$"
      ],
      "text/plain": [
       "Eq(A_{xx}, 0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{xy} = x^{2} + y^{2} + 1$"
      ],
      "text/plain": [
       "Eq(A_{xy}, x**2 + y**2 + 1)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{yx} = x^{2} + y^{2} + 1$"
      ],
      "text/plain": [
       "Eq(A_{yx}, x**2 + y**2 + 1)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{yy} = 0$"
      ],
      "text/plain": [
       "Eq(A_{yy}, 0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_xx_val, A_xy_val, A_yx_val, A_yy_val = rotate_polar2cart_tensor2(A_ss_exp, A_sp_exp, A_ps_exp, A_pp_exp)\n",
    "A_xx_xy = A_xx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()\n",
    "A_xy_xy = A_xy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()\n",
    "A_yx_xy = A_yx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()\n",
    "A_yy_xy = A_yy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()\n",
    "\n",
    "display(sp.Eq(A_xx, A_xx_xy))\n",
    "display(sp.Eq(A_xy, A_xy_xy))\n",
    "display(sp.Eq(A_yx, A_yx_xy))\n",
    "display(sp.Eq(A_yy, A_yy_xy))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "64fbd41e-4461-4644-915c-e3949e85c5eb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle 0$"
      ],
      "text/plain": [
       "0"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle 0$"
      ],
      "text/plain": [
       "0"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle 2$"
      ],
      "text/plain": [
       "2"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle 2$"
      ],
      "text/plain": [
       "2"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle 0$"
      ],
      "text/plain": [
       "0"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle 0$"
      ],
      "text/plain": [
       "0"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dAxx_dx2 = sp.diff(A_xx_xy, (x, 2)).subs(cart2polar_map).simplify()\n",
    "dAxx_dy2 = sp.diff(A_xx_xy, (y, 2)).subs(cart2polar_map).simplify()\n",
    "display(dAxx_dx2, dAxx_dy2)\n",
    "\n",
    "dAxy_dx2 = sp.diff(A_xy_xy, (x, 2)).subs(cart2polar_map).simplify()\n",
    "dAxy_dy2 = sp.diff(A_xy_xy, (y, 2)).subs(cart2polar_map).simplify()\n",
    "display(dAxy_dx2, dAxy_dy2)\n",
    "\n",
    "dAyy_dx2 = sp.diff(A_yy_xy, (x, 2)).subs(cart2polar_map).simplify()\n",
    "dAyy_dy2 = sp.diff(A_yy_xy, (y, 2)).subs(cart2polar_map).simplify()\n",
    "display(dAyy_dx2, dAyy_dy2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0a807dd5-7e31-41fa-be1e-10bc6febfd53",
   "metadata": {},
   "source": [
    "The field is again bounded and continuous, but is not continuously differentiable, and hence still singular."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "2e7fc4f4-3d0b-47f0-94cd-7c1f9b7ae686",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 792x720 with 5 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_ss_numerical = sp.lambdify((s, p), A_ss_val)\n",
    "A_sp_numerical = sp.lambdify((s, p), A_sp_val)\n",
    "A_ps_numerical = sp.lambdify((s, p), A_ps_val)\n",
    "A_pp_numerical = sp.lambdify((s, p), A_pp_val)\n",
    "fig, ax = plottings.polar_singularity_rank2tensor(\n",
    "    tfunc_ss=A_ss_numerical, tfunc_sp=A_sp_numerical,\n",
    "    tfunc_ps=A_ps_numerical, tfunc_pp=A_pp_numerical\n",
    ")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "2de223ad-c366-4af3-92c7-29d53a07fd46",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1296x374.4 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_fields = [\n",
    "    # [sp.lambdify((s, p), A_xx_val), sp.lambdify((s, p), A_xy_val), sp.lambdify((s, p), A_yy_val)],\n",
    "    [sp.lambdify((s, p), dAxx_dx2), sp.lambdify((s, p), dAxy_dx2), sp.lambdify((s, p), dAyy_dx2)]\n",
    "]\n",
    "labels = [\n",
    "    # ['$T_{xx}$', '$T_{xy} = T_{yx}$', '$T_{yy}$']\n",
    "    ['$d^2T_{xx}/dx^2$', '$d^2T_{xy}/dx^2$', '$d^2T_{yy}/dx^2$']\n",
    "]\n",
    "A_fields = np.array(A_fields)\n",
    "\n",
    "fig, axes = plt.subplots(nrows=A_fields.shape[0], ncols=A_fields.shape[1], figsize=(18, 5.2))\n",
    "axes = np.atleast_2d(axes)\n",
    "X_mesh, Y_mesh, S_mesh, P_mesh = plottings.polar_mesh(shape='Cartesian', num=200)\n",
    "\n",
    "A_field_vals = np.array([[A_tmp(S_mesh, P_mesh)*np.ones_like(S_mesh, dtype=np.float64) for A_tmp in A_field_r] for A_field_r in A_fields])\n",
    "vmin = min([np.real(A_tmp_val).min() for A_tmp_val in A_field_vals])\n",
    "vmax = max([np.real(A_tmp_val).max() for A_tmp_val in A_field_vals])\n",
    "plot_kw = {'shading': 'gouraud', 'vmin': vmin, 'vmax': vmax, 'cmap': 'inferno'}\n",
    "\n",
    "for i_r, ax_r in enumerate(axes):\n",
    "    for i_c, ax in enumerate(ax_r):\n",
    "        im = ax.pcolormesh(X_mesh, Y_mesh, np.real(A_field_vals[i_r, i_c]), **plot_kw)\n",
    "        ax.set_aspect('equal', 'box')\n",
    "        ax.set_title(labels[i_r][i_c], fontsize=20)\n",
    "        if i_c == 0:\n",
    "            ax.set_ylabel('$y$', fontsize=18)\n",
    "        if i_r == A_fields.shape[0] - 1:\n",
    "            ax.set_xlabel('$x$', fontsize=18)\n",
    "        ax.tick_params(axis='both', which='major', labelsize=14)\n",
    "\n",
    "# axes[0].set_xlabel('$x$', fontsize=16)\n",
    "# axes[0].set_ylabel('$y$', fontsize=16)\n",
    "# axes[0].set_title(r'$dV_x/dx$', fontsize=18)\n",
    "# axes[1].set_xlabel('$x$', fontsize=16)\n",
    "# axes[1].set_title(r'$dV_x/dy$', fontsize=18)\n",
    "\n",
    "fig.subplots_adjust(right=0.87)\n",
    "cbar_ax = fig.add_axes([0.9, 0.15, 0.02, 0.7])\n",
    "cbar_ax.tick_params(axis='both', which='major', labelsize=14)\n",
    "fig.colorbar(im, cax=cbar_ax)\n",
    "\n",
    "save_name = '../out/imgs/Regular_tensor2_m2_derivative'\n",
    "# save_name = None\n",
    "if save_name is not None:\n",
    "    plt.savefig(save_name + '.png', dpi=150, bbox_inches='tight')\n",
    "    plt.savefig(save_name + '.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4f581bd0-62a3-4504-82eb-e7781266fab9",
   "metadata": {},
   "source": [
    "### Example: confirmation of the 2nd-order condition for |m|>1\n",
    "\n",
    "We only need to flip the sign for the second order term in $A_{\\phi\\phi}$ to construct a field which completely abides by the newly derived regularity conditions, even at second order:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "02358229-7a19-49ac-ac3f-569366830163",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{ss} = \\left(s^{2} + 1\\right) \\sin{\\left(2 \\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_{ss}, (s**2 + 1)*sin(2*\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{s\\phi} = \\left(s^{2} + 1\\right) \\cos{\\left(2 \\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_{s\\phi}, (s**2 + 1)*cos(2*\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi s} = \\left(s^{2} + 1\\right) \\cos{\\left(2 \\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi s}, (s**2 + 1)*cos(2*\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi\\phi} = \\left(- s^{2} - 1\\right) \\sin{\\left(2 \\phi \\right)}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi\\phi}, (-s**2 - 1)*sin(2*\\phi))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{ss} = - \\frac{i s^{2} e^{2 i \\phi}}{2} + \\frac{i s^{2} e^{- 2 i \\phi}}{2} - \\frac{i e^{2 i \\phi}}{2} + \\frac{i e^{- 2 i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{ss}, -I*s**2*exp(2*I*\\phi)/2 + I*s**2*exp(-2*I*\\phi)/2 - I*exp(2*I*\\phi)/2 + I*exp(-2*I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{s\\phi} = \\frac{s^{2} e^{2 i \\phi}}{2} + \\frac{s^{2} e^{- 2 i \\phi}}{2} + \\frac{e^{2 i \\phi}}{2} + \\frac{e^{- 2 i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{s\\phi}, s**2*exp(2*I*\\phi)/2 + s**2*exp(-2*I*\\phi)/2 + exp(2*I*\\phi)/2 + exp(-2*I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi s} = \\frac{s^{2} e^{2 i \\phi}}{2} + \\frac{s^{2} e^{- 2 i \\phi}}{2} + \\frac{e^{2 i \\phi}}{2} + \\frac{e^{- 2 i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi s}, s**2*exp(2*I*\\phi)/2 + s**2*exp(-2*I*\\phi)/2 + exp(2*I*\\phi)/2 + exp(-2*I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{\\phi\\phi} = \\frac{i s^{2} e^{2 i \\phi}}{2} - \\frac{i s^{2} e^{- 2 i \\phi}}{2} + \\frac{i e^{2 i \\phi}}{2} - \\frac{i e^{- 2 i \\phi}}{2}$"
      ],
      "text/plain": [
       "Eq(A_{\\phi\\phi}, I*s**2*exp(2*I*\\phi)/2 - I*s**2*exp(-2*I*\\phi)/2 + I*exp(2*I*\\phi)/2 - I*exp(-2*I*\\phi)/2)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_ss_val = (+1 + s**2)*sp.sin(2*p)\n",
    "A_pp_val = (-1 - s**2)*sp.sin(2*p)\n",
    "A_sp_val = A_ps_val = (1 + s**2)*sp.cos(2*p)\n",
    "display(sp.Eq(A_ss, A_ss_val))\n",
    "display(sp.Eq(A_sp, A_sp_val))\n",
    "display(sp.Eq(A_ps, A_ps_val))\n",
    "display(sp.Eq(A_pp, A_pp_val))\n",
    "\n",
    "A_ss_exp = A_ss_val.rewrite(sp.exp).expand()\n",
    "A_sp_exp = A_sp_val.rewrite(sp.exp).expand()\n",
    "A_ps_exp = A_ps_val.rewrite(sp.exp).expand()\n",
    "A_pp_exp = A_pp_val.rewrite(sp.exp).expand()\n",
    "display(sp.Eq(A_ss, A_ss_exp))\n",
    "display(sp.Eq(A_sp, A_sp_exp))\n",
    "display(sp.Eq(A_ps, A_ps_exp))\n",
    "display(sp.Eq(A_pp, A_pp_exp))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5c3befa3-f882-4dca-a9b9-8873171fedf9",
   "metadata": {},
   "source": [
    "As we convert it to Cartesian coordinates, it takes the form"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "aa09a3e3-835c-4f7d-9b22-7651449f96fc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{xx} = 0$"
      ],
      "text/plain": [
       "Eq(A_{xx}, 0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{xy} = x^{2} + y^{2} + 1$"
      ],
      "text/plain": [
       "Eq(A_{xy}, x**2 + y**2 + 1)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{yx} = x^{2} + y^{2} + 1$"
      ],
      "text/plain": [
       "Eq(A_{yx}, x**2 + y**2 + 1)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/latex": [
       "$\\displaystyle A_{yy} = 0$"
      ],
      "text/plain": [
       "Eq(A_{yy}, 0)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_xx_val, A_xy_val, A_yx_val, A_yy_val = rotate_polar2cart_tensor2(A_ss_exp, A_sp_exp, A_ps_exp, A_pp_exp)\n",
    "display(sp.Eq(A_xx, A_xx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n",
    "display(sp.Eq(A_xy, A_xy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n",
    "display(sp.Eq(A_yx, A_yx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n",
    "display(sp.Eq(A_yy, A_yy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a4786854-3763-4c28-84e0-d05a7277248f",
   "metadata": {},
   "source": [
    "The field is now polynomial and undoubtedly regular throughout the domain"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "429bf39d-19a1-4499-9847-6d510bf8ab93",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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yYW2BpLBMGMTHZCsk3OTG6jbfJvichW39eZwC4LxMmIrMnOlVEHs+q68BUWZYvArFIhBW0DeDwHPj9Obgm4Wt1ThPWVCQSZarW0FkzaWNvhpn9CWiDykOIS4LxQScLdIOlv1p/Fpcty0YEEbb12L1uJTuoNtDTq5t1ef+8FSDZX+QVAcBq5pvGuhfF57F/tTXoiYSH6uPsKHZBmxLfqkPxuQSqInSpJ+NCN82YElh8PUNzmiStrMxqGfkebjbGeJr+7uhGVtugrW2AsIGG9qK8HLGfSBAhGQbSTNgzCCewcQtV50AFsEbk69owjxLfrQK1LaAjAeLc+HZDOD62dsx7HB21AB3iMyGDTtduwpPaLZ4uX0xCiiL+a26lNcs4NZ9U/CpeExyZzEtfDF/1lc1iHEbzMwWv50Bpo2BTBaQbf2xpyM0n4PPmEubfOSMbRWeZYbVxWMxbzYLyhpdpv2Bdekmz80F0BeZIYi4rG/vzwtXZFEYZN7Zh35/gC4asIhb90XWl2NYjtPXgpeVF9UH8C5e8/7YRgjA2NIx2jn2EaUPtJ2L/SlnaqytzhEiFGNYFEgEZdLfbG1LHNgEahuwpKWokM3HZZqxBSRlovHCLeGAsGGRegm4BU1yK6hpCpJuIuzvTHMTiJGspsAN2HLwzQy5vaPmYxj4Vh9hthSY5gMmZmwJmPlVDDucHTfAHSKzYcNO1m6+cvoK5JvnX5ZiC7402Jbbagm6hNdWQKT6Wi7t5O26vk3yKdBNwjNuqySoiMzWz0UThbU0iAhkc0qDCsVMeBZAafMhgOQiKAusrC0DhvbfXOLBuqqCxvijepaxofOM4FbaKoCLbK9aFaMBYYwYt3gTtgUGOvdb4vb0tbFlplTiQjxVNpmEwEUWo0XRmHYZC0J4nMe3x/XzikCt/Uzw8+C+MAaLTx7/g1Sg5o/zm6iMra3uE5PcsECZVMgSXa1DBeman3zGAEjTE5QRnttNkUxuE5Zca/0RmDagedv6lVuETfEBBKZJWF7xsfhm8cmKFyzCMzmFeHX7lc4JHnZZdtQAd4jMhg07XXv4jdcPPYW7bmf3fwtunP9iWhnBBGW8FJS1uLb81zm7T8Vj5+yCMo/z5b/msMQYQ4C0VhnT1AN237mxsGQ5v+dBZGbVyELFM/dR8gE98VgD9cqkmi+wtSYU0zgom9sTmSnrpm1zisI8O+BzQpSduWVaZBI0aEddcFuCsExDuDVrgE1mVhhf365DcfL53APqjIyxCMA0QxZg8XkGbowDT2hZgCJt09QEaRfFbw2ccisQoT5StpRFjNZAsYrR2uoDsy21xQuflHgggLmlNMxM4Jmkv7mtocsty1fTDnhqCTQzIKC2rY8ws4PfNkZfUMYiPKsiM6KpKzyLfPsk528SNvi+s/fczuUw7DbtqAHuVXiEOWzYVbWrIDK78crHw3JfKjLbR1C25qPiK4IyHSf6FuIxTZOIVcZoITzL+bZtf1TY5W2j2KsnHlOwCsypZG9umwVlEAxH4AhMAWur48FeHXim3FtzFpY2AsPFm6Xd+Wy5knebtsQ3wmSmDcJ0FtY3riOhm9KqD7Jlsjiy/WrdaTJBOJYGGVuLicVHKiiTx/bs6RMMWX0BUXgmbDyWYjStbuYiMzKetsXLEwYTpmlbXbe2MayTXPtttQVqaTPoC8r29UXh2ax5zS2XA8SEl29+eudZHnZ37agB7hCZDRt2uvbgtdMXmW3O3o2b559M4rFzYVAvFJTJg9jsk0pm7AKxc3afgeckKFNAG3zIwrJZwGljehVkaIqCi8LS2risqQ24QDzmYNXAbgKqmYW1toAJ1NCNowRmLRUhvHerbVcA5sIXxGgJeS7j9vX5o3GbFSIA9eFCHEWoSyCu/UkL1nhObaNvhrO66mOKojXnvklL7S5Ea4yp6cMwa1t2kRmLyIzQSgASWlGGhY98aa+ZQlU0ais2TPNsccStQto0S4oCzS3Nwaqged4tE2OeJfd2CoKyueXO3hdFZnLjuVt4tsGMVipD1xM+A7A5eweGHc6OGuAOkdmwYadr2/PTf0Kz5Zct91WBpxZbWArKso87IrM5iMdQfCoU81zYvm/LSJXHLL9VgS4m93XjssiMg0+FYmmt2p6gDIBWRnOhmCwqteLLlcdU0OSMMAGpP8WKUSjmc+hUHgtjqFWRWe3P2hafbun64JCWa5w5g/Br0UfE7qE/w/QMQKubLdvGdYDb2rlsDDFJW19GTI6sDKL4vx0vHZlTK8CrlmkqCcDY6moKxv5yK8tgqRXtOHqphpi+MslKyzra7D6ZfEtLaG1dKOaV1to11BGeyZW0U3hGrTTwRK1E78QYIrN7wI4a4M5DZDZs2MnazVdPX2T28vYrjbEV8HpTKpBVQVnLm91fZNaA6lJQZmkLoOSzlRu4CdR61cg8lQELoZgxtuqD5u0CClp3icdycQaBQ+yAVUFYBsaw8QF4W9YVATKDa+/te8OFYZr2YMEx3t5ncKtx89JVQPDSh1v1UXwjSJdifPMZwAzEMPvu2psWl1e61XK4qS3J43gK7LC2JZbyvADPBuNtlQIy8Zgz51GMRkwCOimLzEh8kKXIZF+Z2g0VRHimPplOO09E2BCEgZ7bNUE68wmYW26uCsNMZAZyoVlHeDZFQRk0LgjP5EYLWnhCTtMr219dnsxhl2ZHDXA3Q2Q2bNjJ2lUQmT1437fghZuaoiDr1uIMUVDGHNa3hQjKisjsfKfIzNfB1apl55pvi8YOM5DXvFXhmebgAo0xRhCUAWDeIShLubqNaWtLRrkAjBHWy1XgC9jKBLlqWfMhxinwhGyDs54VsFaAqkyvO5w5jWI0M61wEIzbM/niXMa9Fh9LLidimKDEhIGD8iyWjCB706JndqGY9sDBB8sh1e4C0mcAJtgKdC21g8BT86lojdDK2rLchRAp2wsDhbbuLiGJ0Ww4aWEiM0C411oZrbGzbQqNcaZQ3cw5dIW5enQmF5mBsUEUlC2FZz2RmfuEz2Zgolkqmc14YFQyO6gdNcAdIrNhw07XroLI7PlXfyGIzJStvT2RWRSP9Xw5t3YpMlPmNVYZ0yW4tsbKxmpkWVDWXvURtS7jpQyuM6L6GttAfHFVg0ZQOqiL4jHLuzVUGPBsYWLT+wSM5SOnZuWzUoadk3gJvsjSrsXFjxSPgwG83kAFLAsLa07SqCpGE0ALFYWp1+OWojRnnzVNoEFhXYVBRGZBoMboCc+0ja5gEFfmdQGaVTVjFaPJShy2ygEQRWaTsb2vRXjWRGa1WtqLNz+zOOrDLs+OGuAOkdmwYadrV0Fkdt/mPbh589MuKOPJlu66WFCWhWdVUBZ9WVA2JdC7TaA3rptLtrKBpypQX2RmjCtZTm0s22uiMAHMml/bfAAEhCCB3Sw8y0C1w+Bam2Uckq/FNcvbvW1Y/CnFl/ecizJ4gztA4ULFYkqpKnMqkSHlIALSxZQ58KG6PfTnDC5ZHDQNYY5tycNCEwWPClw1hUGnNIU2uv6tXga+CoJAXvVNrbdYBW2W16ZUa6xrE61J5TICmLgvMoPEQcVoLcXRRWaTicwWwjNugrKLhGcKjHUfz8C4/+xxDLvYiOhBAD8O4AE0XPr/ZeY/X2IIwF8F8D4ANwD858z8M7v6PWqAO0Rmw4adrl0Fkdm5iMzOWQVeLjI7RxWUZV+sZNYTlBngRBWUKTidsihMtm2LL4rH1kRmnEDrFFhYssf4LgqrIjO03EsGQNrWGV6Lg7N8FNtCxVbRp7jOBWWAvAahmMZFoZgCaxNlBfC7SFuQ/jLKVRR3mz7SY5ASKWzgnEEbJwTvw9IDwj6GttGniJhsTgFsa7qBIeQwD8lBbXGapgA/lhS5VwKH7knQLoOlKpinMwBRZKYM7Zwqo6mgbCuCstlGEJEZ++JiAEtWhfO+khhhjHJXeBYFZe2QYik80xITWxOebWnG+XxzcYaGde0VAP8hM79ARPcB+FdE9E+Y+SdCzHcDeK/8/GYAPyCvq3bUAHeIzIYNO127+erpfznc2P5qY12FSb0ZwG0UiqnIbN5bUDbl1Af2lAZbK5ejyKx9masvrm9r692ypi0sRWb2WDeIzLSNVxnzOBWZKYAz5jeAycje2mNoYYJNGc8KsIXwYGWNgYAQbTzrHHDWuHXl5Gh4jZt94E6ea2Vje19Nt+oLIDIuT9Z2jcr8BDySka+y2eMS45uYXC4+j2ukbkhvYK+SZqs4cGMw1deKQqh4zFMelLklmwJjSzJnUpEZbEkygi8rBqmqpkueqRhtJlkuzA5TA7GTHB8mYCPwdgKAuY3HTBIn4jE9FqvCsywyWwjPSNh2FZm12eOl7dc6J3hYNW5s5Qvy8T75qb8d7wfwtyT2J4joDUT0GDM/u9bvUQPcITIbNux07eE3PnzoKdx1e/j+fwffuPnLWSiGDTQdYdsRmfUqmZ3jDCkdAS3NYRaf8lAN0CKlLURBmeXgdkVm7UG05eUKCAfa2riNMWa01UDZRWaAiczy0mElHQGAViPjACStAGwCfuVZfPwqXPjIfXNpCmeJo7Mypj0OlWIkL7e/Jou7raRoAs7k7KgudivMMkOTBKDUYzpUNFM4LAJIhcaNPhtDA5iElc0T86XCZoCkPITQ58xkebO+zBdhEjaXWURmUqGMGCLQapRyS1Fw4Vnbx7YUF+BitPaqS4ABKjJT32TzbZ9tCTQ5iMrKN5FZA6XrwrNpITzTSmYEYIsgMgODscW1+971Gi+Eq2dEtAHw0wB+LYDvZ+afLCGPA/h8+PyU+E4T4A6R2bBhp2tXQWT2tVd+yfJgNReWlWnFxSKziwRl6jNACheFOZhVVjb6OtXI2CuPeVGHUo0sxQdfYlb1Ma8ztUB8De8D04vQ1l6Lz2Ij62k+j8Ha5x6junObINJd216r7yLQHJnjC+cdClKEDT3fEsz3BGoKjgEHvHYrAr1hobprbJuDeMxcQSBm/DP0NHu+bqcKmqQ5MHl/LjLTQ9luwLRssILuLDLr+XYIzwBbFs3bNpBNTHj+iERmv+s7rvNXfnV71/r/6Z975eMAXg6uDzHzh/QDM28BfCsRvQHAjxDRb2Dmj4X43mW468o/boA7RGbDhp2uPXjtgUNP4a7bg2fvwldv/kqoWja1VAQRit3cKSjri8xcPOagWPNnt6x5ts702qoJLCIzwFdXYP/SjuIxZWG1lK76MrDVOE8Z8JUSQlyqRobwqukIyiJqnCPWJbCNqQh6lFcYXt26WLS2ULxx4w7Q6ZBsOYbbDp++JPZaO6NFeHvjbR1mioMj/iTEg8bkRRwMANvjeI7ksLPCOpRutDFVjCbxMp5WPNO1bwGW5cTIWN0ZkGcFOkZYVQGQNAJfUq4BSReeTTK/Dcn6ttwAMgHYkOSVQwVlM7Bp1+BEBJ5lCbIkPENHeBZ9yCIzzJYDz/a/iOJAePCIKpl95Ve3+P/96BN3rf/NY598mZmfvCiOmb9GRP8TgO8CEAHuUwDeGT6/A8Azu/o6aoA7RGbDhp2ubc/vHptwr9j5/BKYdV1azYddE5Q1QAr0RGZZUNa+fAVE6vq2DICdtU1LcLEwwskXlgmbARRBmZfYlXg4CGXDTepz8RhQhGegneIx2Bj6PlcPs+1W7koAUVzLtoLGCn69VFYyDnHGbSY8HFIGDEAi4UlzLsRowWe4fRmXxgj4ngSc9kVhZZywjxG0sla+LUysjcwB3DquLZA7jqspAAijwIR8ia6VI2qiwODTLvWUkKYUQKqgCUjXKmiW7kIbuUGYbSgVr8ml4fPVVAYpS8w2AsErpOmzD/Vl4RlLioJXZpvs94BpxnZ+Bcdi7agd5qk4ET0K4KaA24cA/A4A/68S9mEA30tEP4wmLvv6rvxb4MgB7hCZDRt2unYlRGbnX8O5rp7ALhSzJcM4isey8Gx/QZlXPJtnT31woAs4i6urKRQWV9IMYkoDbBUGB9deqawp0b0aGeftmrbAiknXxWMKTq2NuhS0GpJRJjAgIwO2mqOKDpsLKUdWHtlzfcuJwV36PAWD4hhwEL/qiwB5MYUwRhyO0wsQ+4sAt4LdOBTBGHJlZL3IAwXxmMPYWcRjfr6WYjSyLsn6IxOUsa1GQBojwLZVRmuNidpyYW21DmWdYQUi1NdWDdNro10gE/lNgR5aJgKMtdU1fFt1M1vNgVx4RrrjQXjWWG9lugk0t3hgljHayr4bWYXh5e3XMWwvewzAD0ke7gTg7zHzPyaiPw4AzPxBAB9BWyLsU2jLhP2Rizo9aoA7RGbDhp2uXQWR2SMP/Fv4VUtRUJGZiMfYK4+1lILNzgplXUEZgPNZGVxlfVs53sb6MphzhTKtPMaI+bsA8waIPhYQi/Y41uIC0+VsrqYgONiMoM2BavUFdrDG23tl1bKPwv/2LgBKgW7wZbgCc8geLw/Vfd7it8pZwVdXEbOxK6jWx/spnhZztDVlQ9zE3gdQcL7GzWl3fA5EeVx2ntWI41CdzSqjqXhM4xgGQq1zdjFai2MDl7rigu7cDDJwrTItApvIbFawLG11PWBSvpTa9UeSLoB5ktzaGTQBzDMwSxxaHNs8GLrXKjzTpcjazRVMZNYOVBaeEc5b2g8DG2oweQZwDsZkwrMZTWR29x7533ljbPkwDC4z/xyA39TxfzC8ZwB/8lb6vSMIkYi+i4h+iYg+RUTf19n+fyKin5WfjxHRlojeJNs+Q0Q/L9s+eivj8mBwhw07WbtMkdmh/oZ95eVPGjM7B/bVBWe+Lu0MLKqW6fJi3jYIx+BCsfizRV7qy5cHi/HNp9uVed1yZHvldfbt/urvtQpajqs/bO9bXPmZPQ4LHwJjG35QfaHtzjac2tRY7va94uNlf8nW5lG/2uqc7e1KfwvjZUyN5fWwni2xfBGj2f5SHiaeg/VZSizlwycj9w73vNg1vTELn8OTAmvH+TUKLZdtufQffhfgOepatOQbr3xu5egNuwy7bQZXKOXvB/CdaEnAP0VEH2bmX9AYZv7LAP6yxP/HAP40M/9q6OY7mPnLtzz2tHK7PGzYsKO3yxKZHfJv2LX7nsBXbn4WW7QKZi4y2wThGeGcYUUczhX4QoGv5OvKGrlVUHbOzuAqcE5LggUfgs/XrJ0cDAOhahkstSCytVbKd3bfuqDM82sZcPBmCCaIy9IrJ19fKMbWn/tQ+gl9deMyB0S6tdcWHV/sD9pf2NkF5Vv6k3G0OlYO1dlwoJs7KRa2dqtWGYtjRJ5bD76nKyj1zIQkPMv9aY+S6SpM6CSCsszq6pRCxTNZEizmAvPUxpukPwIkDrZuLsdxaRbR2gQr40uNnZ1oxjw39lXFYzN5JTNsZheeMenzh7bImLHMwdf2HPashCYwN85WM38VbD94/9vrWbtnrd0krN3OHKfdiRSFbwPwKWb+NABIAvD7AfzCSvzvB/B378C4GCKzYcNO184vT2R2sL9hr0olM68eRtBSuudwEMrYGJtrua+8kVj1EXqCMs19tbVsDeB5SoGDTW3jgjJn0UK6gfkmY+NIwSgFHygDWW0L97W2CI+QYcCwgmCCkoIB4aRn5zD82MRo6mPrx8ROCo4RRFz6+FoxYPyKscZhXEWCKS6g0ein2C6+rrTNGxafbd/ktQNVxSM8r4n6QuqBrJgQMpRXxtc+XXhmqQoUfWTHyfKRzZWBtWU8M7zgBHsVtFYpjA38pnsVQJbvaidybpA2nR71AVFENgmvO8EqmbEuPiYpCmjCM5KCDa2dC8ps+TG5IZ2YpVqbrMcrfc9EOJ9f7R/MYZdidwLg9hbf7ZZPI6JraEs/fG9wM4B/Ru3q/+/iumgX2RCZDRt2unZ+eSKzg/0Ne/H8G62SmYBSrWpWK5llkZmkKsBTBoyZhaYZTNgWQZmnO8TUBn00m9MYmHM1Mq6CMvFFkVisRqasrYrYjBxkZ2eVoODSTkGmg1VnFtu6o3CaODKxUShmKIiN6VykFoTTx3PJw0WJ4bINdVsvfiVuXx/tiqsgms0dX+2GQD5wiXPgGFnbMGjpj8O4DYsLmA1Lhxn4NUa2tbT7AxJRmZyadiOi1cuWVdCIG0NrwjHINaDCM4JVMmto3YVtdimJGA2zr1m7IbQVFOY5Cc82NGHLUsnMbgSoAVnZqdZfA8tz3PFJ4kAAJtw4/0Y9cfe0HWoVhbtldwLg9u731pDnfwzgX5dHe9/OzM8Q0VsA/BgR/SIz//hiEKIPAPgAADzxREvcHiKzYcNO1x5+w6WJzA72N+yND3wzvvLqr7S1bFMlM13DdiNpBs1ngrIiMlPWdzvnCmUtD1dYXTQGy9IXEBlcT1FQ9os5CM+EuQK7yEwZMSBXI2OpbmbASV8N3Cp4jYAxoKZw9HMfzjzms6SLNoW+tVXob0ptEEg7Su2W/e/wRVJSbe74enHRl8nNzjypv818ef5kKrnQloVhjc3ZQa4RzDYXX+YrpS2Ek8PGHusWZ28pAEyKyNS6lLYkwFEANfOESdFv8OmyaDNaOsGWAb+K4awxwVJWJnLQxtzSCZSXnQ10Z+EZsAXRRuAuWYWyJjKbQNhiiwmtkhkJnyuP95mxkWXHCFu87v7jWQf3FO1OIMRbWXz3e1Ae7THzM/L6JQA/gva4cGHM/CFmfpKZn3z00UebbzC4w4adrL3wtUsTmR3sb9hzL39KluZyAZiyocqIJjbXhGId8RgvfSqqaV/AwtjCBWUmMoMyqaFqmTGx7otx7ZWTCE19SUjEja1Vcjb9mI89rrS1HbDPbO/XBWMqDuOFPzG43bZrP7Wv2IfO333cGWvVly6UzjwtuPrQ99VtRpv7z/5iuV7nvPjUnwJ3tl/c31pP7Uch7XIOOW55KF1Ixt7XQni27otVAC19p8Q1EWe7/r56RCIzBmPLd+/nEHYnGNyfAvBeInoPgKfRvgD+QA0iotcD+A8A/GfBdx3AxMzPy/vfCeD/se/AQ2Q2bNjp2iVWMjvY37CHz96J5175nIvMOFcy0/SFcwBa9OGcXa298EFEZvDVEraSUzvPSCIzxPQFeOEGBda6TR/v57Vqw/q4wccLHwRMecpB8ynjWFIC4nuQIweEbahxOgjltt24zhjobAMv+uAYrftrvvh/2z51Hgwsy+AmnnTRH4Ccv0rJiRQaJ5iKRciGtAPKcC/edN6WtjGPwXxsp8sIY0k5YNIcWrbH+S4yA+ZJfJp/G3ZIdGrpuE2kojUVl02AVDfzRccgqQSt0MM0N+EZpiYo44msEhogTyyESZ4YEie+WYRn4sPUwKuudWvpEmBMzC1O8tCv3/84hh3ObhvgMvM5EX0vgB8FsAHwg8z88bJALwD8XgD/jJkjLfNWtJrDOpe/w8z/9BbGvt3pDxs27B6185vnlzLOIf+GvTK/ZGCWOYvMtoElAseHsSIsk/SF7PO8WROCaXleCACIcegIymaP4whwE4ClXI2MBcwEoAuZg65R63FYxoW2u0EwWcUzZSEbyFgKypJQzPqh4kN7Q7m/BujCo30Zo6YIGB67za8iHbPXXwK87F6fPssmq7VW5hPAKJfWHYEaZM1YX53W26b5raRcsAA+D1MxmBx/eW+rMOhcKWxhWSdXOgzatRCuaTMuMuPwTNqEZ2F6LBXHdB6MOZzw1lcTr7kYTY+EFuAFT9a2gXhPeyAVmTFjpgk3j6iSGTBWUegaM38ErcpE9H2wfP6bAP5m8X0awG98zeOOFIVhw07WLgvgAof7G/bi+fONsRUR1zn6IjMVlDE3JlbTDXzd3Oora9UKuIwiM2dqPUXClgJjJ09ZxDWeirAUk2k7Y2qBRVxleFscWxvN22wWGF+Nq2wv2FZuIJknGYiKbctr8TEaAYgIEEFWGS1Z0eAIllv6cBu+3tdaOCw9H+c3q3FmiY2VmRjzGoLIYxVGGyZcnXC7cFRkxtap3ikIuLUYEkBMVoJXtGIiNAO25NXJJimDtiXIUl0+lUluulaFZzPrfRc25Lm87ealzW8CYWtitHYMJmq+ibRctlRRm4FZgTja2E1k1sDwjZvPY9jh7KgrmU1DZDZs2Mnaw2+4fugp3HV704O/Bl969bO5QpmKzBguMptzdbOlyEwrlIWqZbxJOYPO1oYUBYTSvLNWMpOlk9jFY7qSAriIzDQdISIheTVGVn2JSRV3YGlpEScVr7RvJR2FLda2CSQGhnPpW8apSj/NcY2R7fjiXqeRI4imzhyrD0tfl76JzK4hu/AAX98EoZutcJAQdUCt3pFsSXyu3HywMaoOWvXOoiZe6JJhIs5S8hYCIq2ZnL8gKMvCs7CjLPvBbS1lrXjGU+u8rVArTy6mLDyzWck+zNaC235xWMEBjCZGs8XVJO8cQYzm+zgRC0ssFdWQRWavf+B4UhQYwHYwuPeOzfNpLWkxbNgwtxe/duPQU7jr9sWXP51FYQgsqjCextxiKTJzMIvsgwvK7HP0WZ5sEZRJPAtjWuMaqIX48vv2BlBF+kU+e2V9Y8+3PU7YQAWfLKytUYSxbey3jiFvrCwvr7QJQy6Z1DZmj3ld8LFpnzpxHJtwfvZe+7MmwjAHAG5RGaN2ZhfZ6V2mYFOs14TDtvjeDtxy5H4HF/nWt8tVEob3NXFrHIddagUd0j1U82lsjWOSNW4FPBNjYpJLT35PWNlej9OVIb7yylMX7Newu2lHDXCnaTC4w4adqj1w/dJEZgez19/3Dnzxladk+S9PS1gVmcELQFglM87iMWd/fXUFQHJrdwnKhI9sgNeBLxBSDQL4VN8SzBYEUd8jvqeOL2wDEFMOLPcWjqkyUPX+HAyXOACQJc/64+qbOK4b1XeLvpeRq77eMZC4DFxrfm2BrAloFtP8ZDlwLfe1A2JJ+eiww3OIUdA+hfOib2cF3yzh3J7dB1+LEzAaRWbo+Ex4FknYdk4mUt9k7GkrOibM/lyEZzTJ/KCoFZg0R3e2OTCoCMoAntq1n6ubqRiNQZMfGgZjwwyaZmxBOMOER+5/rHNC7l0bObj3kA2R2bBhp2vnr15eDu6h7KXtS1Z0IYvMpgBgA2gVQDRrPHI1MgWgXnRBRWrkX+IcljhiwAo2aNrCHIFsa9v69sIOVrVMRWtCf3XFY0GMBiAwhIGBDT42n8RIHCnrqtgz9hcUSH3hmY1obY1kLUwrKb5blM/K7GloufT14m7VlxjSAoKJwrg+SS5xeQxNPXBwq4/9E1yOC+OCU5vmUuGZtCUXo1mThM7RjTMxWmDF23zD9RAY7nxIWj6sDqfXFlFHeJZAv6bWbIR/pYDTtVJZEJmx+ISxbUeqichcjOYAVyuZETNmAl7dHpfI7NTsuAHuEJkNG3aydv7qpZXqPZi9ICIzNpGZVjSDgVytOLYVsKqCMkZey9ZZ16V4LMYpuLW1bdkx4CyPW1v2VxaJzZY+oD+cUw8UJMufZffphwxA3RfbuM8BsY9rACpmp2mfAvYoIBpjFtlCjVBMwHQBdMnnp2OEtsnYWi77vQO+7rhxwNg6MK578T+KJQMbm17LTlklMzssYecNF7P3F9nXeDhJ4siZW4aKzJCqoNm9C1ErACHdReHZLOMyNxFavHFoQjAVmckqHlIFbZpaSV47yIR28zBzufuYsMWMiQnbSSF2i5sorGhBbR82Uv7hhfPjEZkxcLD1au+WHTXAHSKzYcNO1x5+47VDT+Gu26MPvgdfeOVzVrWsice8ktnMshSYVRQjMDYCOJvwTAVgBlotzn0wplfbio8Br1AGOIOaBWWpHCkrcgmoJjCEF/lSLqgC4AQsAbBwYwmAxv4QmMfweJrz9hwncrXYJ8U21AeF7HtbbQGWe0Gv1WLfnX59qrR8x9HL/n9hjElWLMj9hruBOLCyxgpWLfVBQbJsUrbVBGWU28LjoOCVBaDK+YgiM9LKaDuEZ22mmgfbAPZMqrRrE2vpDrrEl/Ct3ACqVsJrvhmTVTyrvrZOLpMUS5HJE/zx/oa8gO+bjkhkBiwWCTl6O2qAO0Rmw4adrr1wBURmz770mSAyU2Y2iMLQUhktZxZZKGYVyhB9oT8BIrZNsYk8Fm5s7n6CMnR8HNjV5ow+mM+oQgNTnNpof8b+RSFZiPGB5ZG5Pt6OY4RhDYAaAiOfTwLiGpdxapc9jVa33WkCLE5kZfhVTJ3ALKOmOdi+1Q4Wvr2CVuYSj7kGrNxFdN/3fXKFXeizcy0Tc/FYz+eXzww0IIvg47a0mIrLENroZaS/Hy1rhvDcy0939mXYZdlRA9whMhs27HTtwYdPX2T2xvvfjmdNZDaZKEwFYFthZPV1nkmWAmtpDElkxoRzYd0sVQFNjKa5snGd25RuAAWufUHZIr8WyN/+yvZFlNDDLLt8XH0RkPl7T0eAM4Tq3zFGFmm5yCwBM84gzdZS7cQtfLgLPgXcHRSrrHJNTV52JBx3AHU7gXE8nrGCmhHd8iGwp0AZLnhjugEk9aUvPNM4y471hwXGpZKsj6tDt/mp8EwZWkBydKn9jqjIbDPJtS9LKUzcqpsp4G0isyZQ2yk8g4rMZvtdAggbZpyL8GwDxhvuf9vqUb7XjMFjmbB7yYbIbNiw07XzV66AyGx+yQEsq6BsA617DxWZ8caWB2uglsGyRq4uI6ZCMFhcEJnB2WEFr1l4BhejCQBcFZQBq4A3Vj7TuGYx3UCXUiIHcCylWhOrGlAbt7/3um5tjguATRk7ZXiBNC4XnwvKYlwAlRF0gzuiNV4wo12fJpLiAt9af/kBfwKouj9lOVs/NkZee7+aPmBEOVxkpvsdjiA011aFYmFk3xdpzHlTa7/c1dQfQ2Et4FXQCD71CsnZxvJTJ32FsVI1tnhoTDzmy5gxNmgysbkBX6i4TAVrBMIsvxe54hkvBGoA04xXti9j2OHsuAHuEJkNG3aydiVEZjdfwPk8GVu7VfYV7Ut4y42d3RafVj6LFcrWqpal5cCsCpqD2ig801SE/QRlSKyqgtAITht41YCwugLDEv6UhSTpM4PSAFbDs2ADZPErQMcTv/Ubtuc45DmuxRmY1f58TqhzgMCsRcWzXq5r8EX6c/G1Vh/xl2OkYK4DIhnoJ1bOOerCNXIVjC6QtWykME09aPUQiY/qCWGPUdB/28IzebhLMm8Vo2HWVc4UUk/geW4MLbVxvGoZWn4QtTbbWUGtAmIXowlH3t4zsGECaMKL21jV+x431lVaTseOGuAOkdmwYadrV0Fk9pYH34VnXv685NFKlTHEamSNkZ2DT9namasvCsralzd4TVAmTCuAKihrPgWT+ow4IJhE0VVfRDrIbJ8AYAUDDlAVMlSUVHwRrEpIEo/prLoUYtgOB6tYtDOI3LYFn88lcqrZyNr4uKD12BSnb8ldlN742ckTkDl3+liMYX3rTQMW1K8tHhH6a2K0wCJ3EbYy0MgrWUDAKlMQlMHAYEx1uJPCM1YfVHiGcClNcFZ6supmWVAGELbyOxaFZyy/Kw0Qq0+vFSYW0doWbzqydXBPzY4a4M7b02d4hg27qnYVKpk9/VIr06vFFxpLq8KxBmec1Q3CsxIXRWYOeqMPaAxq+/JVkObsrDOuuiwYkF/XBWXIgjFrVONCWVyLo4zoii8Lzzxsp3gsALG0YgLyexeUxfYVGDsqtFhe8p0LvFk37mMBZ/YAdNqf6OVO5MKHBWg1bJv6ZNQUCRs3dOkgdX13vPU+2zsnqOu7qO+lLwrK7HqFr4+rIjNbGQxRZEZW6jj7ZoXNLsiUw2aVzED40hGJzBhjFYV7yqbN5tBTGDZs2F2yqyAy+6b7345nXn5a8mtlnVs4SD0XZtbSDdiXAtM4FZQp0E3FHuCCMm2naQmApyl4nLQHkNeiRQaiEIqtCso4bq++/JrTEWg17iIMtCYeW/SDJUjU8Rl5Lo7nMtiL/UZsF98zr4DTi3wKvCvjK4dZWU8bQxFmJGCjKKyOUQas7LAy1PuI0RZt7TXMx+bCCxY7Csow6Q2Go2bLnQ1xO4VnU+h/ZtfBEUA0YTvPLTN20qulCs9Y6vU2kRlxA7BtiOhTm+QczK0amp0Xzclt19AbHzgekdkp2lED3CEyGzbsdO3mFRCZvbh9ScryAlCRGU/NBwC6zq0IyhTAWqUyRPFYz6fsagCzBijjUmHZB36NgrIYJ6C45stSiIsAVkVk6ou5tJGdNXwT51d8pH0oQ2lfFcvc3QZUCsBGr+3Sx9HnQyx8AY91fd20BBRf3L84XJyLwXIOr+RjcOkvzOlWxWgx4ZfTAUh7GMaKUWT3R8bG6zF4LcIzuT4ozclGCj21VysaEi8FE5aFvSxiNAPHBrflvaxs0mIn+R1kvHxUlczaTfMp2VED3HmIzIYNO1m7EiKz8xdxPuuSYL6mrQrJtiIKa4wsjH219XKLeEx94Fhy19MRtA9NOchsrsa1/6Lo7GJBmeREMgewjASI7dV+HHylbTVeLaYp8BL0JfAWxmEEEAWNiaiysYdR9EVxjAJea38V2yWxXLTe11XZz2XKQBkjIdvs68dVOrgfx4TXLEZL1cxq3+YLzGtF5+Kz46ossADivYRnEbwzwVYQZcaWWvEFUPu9mhjYSjlgmmDCM+VnCRNonsuBEh9YVWqAiNFArcoZqU9Tfgh48fyIRGYnaEcNcDdDZDZs2MnaVRCZve3BJ/DUS0+VKmMTIIKzXLVsWaHMQK4sD1YFZZqnCyj7uy4y44A+OLGrikiqj5KPoBWhHNwGfXmnPyRWMArPFhip1xY6bpihMnkBiq0JxVL/Ehdxmvbfi+vZou0t+GjXxhVfTLOlRdwak9nvryxpG4hRsu0LMZr8Rwqi5VwuQXhDoVFQ5qcyIFMgsMi+g3sJz3R+jIXwTDhbu1aUH56h1c00b1aFZzO4W92MMGMDYhGeoa240LZtGkBm8UlW/DcdUYoCw9OUTsWOGuBuRyWzYcNO1q5CJbPP3/hcYWblPUrVMmDpY0qpCDOAxdq24rNXYSoXIjPUfFvhOfcUlPV8rqRXsBJZU3/fE545iIxt/KWKx7KvM5YB98LewknEis3StuSsjmaJ9bWxlk13+joM7i7mtwfIe/31gXvwxrgyh57P2i4JXe/WEHCgZ6vPOmVvk+KKj8qOC8h1Xz5Ynr5BjREOm0lXWAjgWfeppTCIiEx8M7clyZhdeKaXcRSazQxs5KA++9IznQM07LLsqAHuZlQyGzbsZO2hKyAye8sDj+Hpl5/BDBeNbaHAUwAseyUzZWRVeIbii8ytAthGA4T0BIS0BAScoWCAEXJoW1xXUKYWUgcotDH4xAr8KI2RQWoEoHmMtVSBxVxKfw42p+Wcd/QRMdti3NK2Asf4vvft1MODETsuUi96aDjMcwFuK+ZMODQcY2VPcwKvrRUbO1myw2t7AhuMZ3iOrPbH5IKyWUNl741GbXE8aa508IFb0RGdJwOs9XThY8yTMLOTxjVGtRUJaaC1sawsRUM0E6N1ZNXNwl5NPIHUJ31OPGE7zbDnBbp0GWYwTdgw49EH37JynO5NGzm495ANkdmwYadrr758+iKzF7YvNlAr35wuMoNUKIuFGOA5twJUwZAqaGTg1fN1RSimsWhjREEZINuDbz9BWY33OBeHccuf1ORLtqDkcwKuitHg4CH4IgB0os/bsuyTPn6uQHYhHuOljztxyYcOwESIv0Xq1hYc6KHlgOG63YWNVFy9uDgEq/ofymwji9EodCKvvmqxBnHwIdwkaFJEvPvJW/Ssx4kmkRl3fOgLzwA4mxuuGR83DuJx7aaAIcsoQAVkrcVknqXITIVm/vvJpPNpOcI3zkcls0PaUQPcITIbNux0bXvz9AHujfMbUnZXBWXyI3m17XMAtTWVQQVlgjWikGzm8AWsgrI5fBlD1791QZmviStQQgCbCs8cOAiY9G91fzUkpP7YNvgETa0JxrpLkElXSeSlXclnY5Fl3gtGMwLbGB/HKu8NLO/KiotAmJebLvStgeMaF0H7ii3i62tBwNTrsLO/8fQaI2wHvsTVhiYecx9TZ2dDf7rKQmSR7bjp9gl+nRJa6oE2kutiYgImYDsDEzG2ADYgKwoBTTuYkFfUmPRCI79Oko9B8AIQAMnqJw3kvnT+0nL/7lFjDAb3nrIhMhs27HTt4TdeP/QU7rq97aF34HMvPZUEZWwiM8CrlklqAbLIDMmXxWMqKFP2NVYy6wnKNK5ZBKLFB/cpa6pPlyn4clskX8Y5LL4sUAO8TwUqyQfAEigNESEwiHloQr+/FLTof7k99rdzjGA92JCY1M72Fazb9q8HYHlxevpjcNku54TN1yLTKlwKhNXHfnrjOsQqMss3Fc3Biky9oQvP4NehTYzjeBTayr1PEJmR+eD5tAbeHZjrKgyTrpkgoHgGYYMZM4tUUnwk+zRjlpUWNM2hpT1spLqZQtyZgY2s/jADePODb+2dwWGXZEcNcIfIbNiw07WrUMns8y9+PqyGEMVjEE7IWdgqMgPqerdoYFP6sPRKwwXrgrLq0yXA9qpQpuwWQp+KHGwCVHwengo1LERmHus5u6GfAIhNPMberMf06iuVmAWgLKiz21/ctqNt13oINoBHKnHmu2DwOE9HdzvGKACZUNsaMuyP3em7zscmtegv+LR9d//iBbvLF+554j5FoB6mbSWE9TbL4sIKDeKsIjNCu/51pWcF93qzBxyfyGzmevCP2+4IBUpE30VEv0REnyKi7+ts/21E9HUi+ln5+XP7tt1lQ2Q2bNjp2mVWMjvU37C3PPh2bIWNVSZ2C2CuS4HBQasJ0DTvdlZQHIFxs7qWrZbkRfIh+exnjXfsxNqauPae0hjtvc+lza3X1re3oP78OGy3BVHrl3Pph+QngdzwfgrbV49J+KHwM5XPF7WNc7C+UPqb3Y/SL6Pfn7at/SP0TfNy3+M87FjOeg7DOZ/Rf699zevb/NqjELccg0JbXotDe89z21bjeJafcN3Ns1/vbD5fgcRuHmePtzWp51ZwZbZYrx645SYQ3WJqa1cz4Vx+3vzAYHAPabfN4BLRBsD3A/hOAE8B+Cki+jAz/0IJ/ZfM/B+9xrZdGyKzYcNO1y5LZHbIv2HPn78Ahq+SoCIzxQiA5tlKpSQTkuXlwWLVshbnX+K2LBi3/hYis+LricyyUKx9ntmFXaSs60WCMiiw4uCjpo4PYA4Sl32iomdKeZIGAJU9DPM2tX3cF8pjRGMEsBnmAv1cg3XDyleR9teL48Wj/E6czLfGUYiL5HjgtR1YFlY1vK3DdOavXKRHaipBTJ/VU5oriXE+L9TONceRk/AM5vPDJJmtncll4ZkMkSqOxZm4j5kt99f2i8OnRFa78CwdXUapeEYBf8vvJoAb2+MRmTFGDm7Pvg3Ap5j50wBARD8M4P0A9vkDfztth8hs2LATtksUmR3sb9iLN19qqyUoe8RCRAVBmYFYZWo1rgjPIuiFgdsAdCXOtpmgTOPgYDAKyqJ4LLKwBUw6C6dtI9sb+oO367GIZovPF/QXga32vTJOAoAI0CUCUMb6131s2wPJ2l/cMAfsugKKe/3tQJ97xTmwg4Nlfc+dwACEk0/AWxKeKcDu7ATNpR/2OXgchbuJ0N/C105GBLopR1g+a9ul8KyNNc/t/Txzq3ZGsBu6LRgbOUCzLm0m+QY0UWPUCZintmkCeZxDbJl6W4bsxhGJzE7R7sQz/scBfD58fkp81f59IvpfiOifENGvv8W2XRsis2HDTtcuUWR2sL9hj117B6xqGU9gnrxqWfC1vD/lm9o3c1ySS7/pW87sBBORCQDWMcBT8imSoPCI38Ywn6IIcpACYV6lLSVUEoCoRwXmFj4mdC6ptQ1ivtX+sIyrxiUmu0E7fsJUFpaPoP/0fHF5M/088Z5t+8P7PHjZdm2+lkIRD8DKWNnXrgVdNzbeIHQZ73g96E0FxznotRsQKuu1ONl1VfvTm7d0bcp7fbJBek0x+e+BXWfx82Q+XY4u5qJrWxV1goKgE1NIH5qEsZ2C8HPCjOmo1sFta3BPd+3nEHYnGNze71P9k/AzAN7FzC8Q0fsA/A8A3rtn2zYI0QcAfAAAnnjiCQBDZDZs2CnbJVYyO9jfsM+++Dn7omSoQCwIyoovCs8ANp8KxWDbkPJrHdMIygi02wLAMQVniFNPYkPZ29igwmYl8KIsWzxcwnh1WNhU3Uz6TW17zKy8UomJrGh8n05cB/TF/iKb22VZX6vdQj8LgrYeyp7pqdDwcgj3FaOl8fRGJQrPaj/V15uq0a61v+grcRWBl53PQ5WdX1Qyk9YcVmModz+c4mArNKTqZtCKZ20cv1YIT9/4AoYdzu4ErH4KwDvD53cASNJBZv4GM78g7z8C4D4ievM+bUMfH2LmJ5n5yUcffRTAEJkNG3bKdomVzA72N+xtD77dQOoMZX8cO/oKC7QiMlNcmH2+jZLep00krLpgG+2bGxSRCSP/pH4UQHtcEpTFfYd+6bOxeIs2oe+FGM34STjokpi0Tmrw6/soHquTWojCQhfxc8RSyrymuN7+rPnmPX1xfM7iscW4ceLhmHRXkeBlf/nmAukcxbZ+vr063HrKSj7GqT9rq9cO9YVndlw611hHoBa3mQBNr/c5FGVAEZTZ7xmDZ7+xbGIyuI/bz5aBORRkMYEnT1aVcMuEtxwRgwuIcO4u/RzC7gRC/CkA7yWi9xDR/QC+B8CHYwARvY0k+5yIvk3G/co+bXfZEJkNG3a6domVzA72N+wb5y/Ayu7qFwG3R51bwMEtVFAWlgVDBb0Aos/SEvJPEpTZ41r1tXnYewBgtkev3k+LI01lkLj42HhiT0swUGNz8DEcTHnclHzlMXcEXRKfRGTogyndbo/Je20D+PPH6Z3+IoArcb22Uxl3H19v33a17bHZCcT76Vwei5W2alR+zMeeEBN9CyY1pbp4P+22JfaqO59HVEbUb5NiXBmq7IbPrJ4/ufbjtW63d9rvVHyUfLbnlhLhPibgxZGDe1C77RQFZj4nou8F8KMANgB+kJk/TkR/XLZ/EMB/CuBPENE5gJcAfA83dNptu+/Y80hRGDbsZG17fjkA95B/w27cfEWEX5MLzKBM1GQiM10GjGddBzeLy0xkxmgsFE8mImsYU6uVsYNcE5lFn65mkH1gnZSrxuXYpPxdcYZ+1BcPePhBeWXvwnI014Bbr9/eKzyeABdJxe1r81yz2N/K9lvqr9N2Vz5xrz9e/SD99bYLRuTwPr7aTUBAsC4UC2CzYM2+j60PDVo9JB3sWrezoOm0woL4F9kTsi89TqwJzwiYGdPUOpsV9EvVMqImMosXnYrMiCbM2IKoVUzT3+eJZtzYvrJjJ+4tY4xVFLomj+w+UnwfDO//GoC/tm/bfW2z2byWZsOGDTsCe/gNl1fJ7FB/wx6/9hh+5cZT8iRWxWaBVeVceYwlDuxVy+aOr4HiKTFVzXosrTNrCcAasxcYLAbIVThwkCMyHbYesG+FMqQ49fXiOsytxkQwttK2ZwmkrgEuhon9fb+XMek9Ld7ubtNpq6/dlQ5ic2nzWuI0XdrwKrsvGoW2aTtJJ1QOfECXepkQU/C1QQs29UmRdxV9XMagzlz1sk7T6Fw/BnztXE32VFivd+ZZfvdmy5hQxpm5LYsxo4FdZsJMMyb4En9vfeDNGHY4G5XMhg0bdk/aJYrMDma/8uJTiwpljCwom0XZUte+BfyLVCuUee5r+3pniqpwyBc4JSbLCy2Ur38ClpXMVKlujQHoigjeX4CrAmwdALtPAWgcQzdmH8OBWVwbt8dKdpf6Csegt4qAWtIylffJdoDm1f6Q319oFwFp7a8H8m4lrk6oTDi2rdq/3N7XyF3tsweC65ypfEYHVEdbo7rjOZd2HOahFZ7T74KgeFuFLt6sxOsttCVpFzN1FNA//dIXO3O7V42w5dPSNR313gyR2bBhp2uXKDI7mL39wcfgSxrBUxHC51jRzFMO9BUwfBqZVjhWTD/VzE9LXxDv5G286NdAcgztxfWmEMZoL5o77L4FKAwgde/KYSvHoB6nuH6u5wL3++gd40V/Yaz4jZXi5n7bFBzitN8pbFsTqNkcdhyT2DblHaMw6J1jdMvCMyDeya3va5xTrYwWr8+Zur4oeNQ5+bUmTxQSRyYrlLDHqkhzZl1/mkJ1syJGA1s+fcuhJ7zlwUcx7HB21AzuEJkNG3a69urLNw89hbtuX5dKZpq3Z3mwQAG1YeUDicuFHRxcoMTZl3kUmRVAmQGGPoIFGBwAT0hpkHzeXMmsAYSFLwAsTSWIbRWktbZTAmQxzUDxchQx6bR7KykwluAsPYrvjJE7Df0UX7TK8FKN0+NdHrv34nqpAozCvnLqrtvfalvtojzi77al5XGO40ZHImQZIMlpSOdALx+GVzyjdt7bWwpx8YDrGJznQr7dmdU8Q1s0zw5E3ALEdBp7mhAYaX8hEE0Cd3dUNwMsjnFcIrN2v3FapOFRA9whMhs27HRte7499BTuut04f0XEZe0r0Zb1mgEYa4TE4s7+dSw3+ZOTqgwRl03Q9XIjm6YpCq0x4Gveqi/0y2Gxfc6g1Cz0bZ+rv/IQxb8mKEtpAoyc3iAz7vkWcwnvOfSTUhlK2xRX5p5AM1ZsxxwutDK/3lP8xQcNUiHU2lh6iGNcry2h++Q/gtU0FfOVpwflwUA11rufiBOZO2MEn1w7mmIQcHF7kzAaQfNnieG/CwRgauvfznL9zTxDHwrbiiT6uyZxAO2ubiab0W7VcOP8eEr1nqIdNcAdIrNhw07XLlNkdih7x7XH8OkXnzZRmKYkeO5s+8aNwjMWZjYJyiJLq1wXT/6lbvzXZADB0U54xAsFAZTjEBg2C4zIBBajj697gjIF2LcsKMOevgh+47h1jJ712kabe05vm97T4u3uNp22C/q0bgpjpB1U8FfG1rgeW7toG08x8nkxXwDCu4RnegnV0rrQG5sYB/Xp5zBoGdfAMYc+yTnZdNQYmZyFjkm+vxREZnZ82g0nyXFRkVn7fZuBKftmnhvIlVHeemQpCmMVhXvIhshs2LDTtRevgsjshackf+/iqmVcfawY1NMXTBQmcZDt5hN2zONg9FvO+GIHKvLRlTfLto4nJEmBcuUxI+pCf3E5Mh8DxtjGdpFR1e0xzjYUn4+79PUAZhSFJVFRtR447dgdF5mtba+drrXtxa34FIRaSDjNHIDwRcKzRLHWOSfFX4GmK/u32LV6EZSxGAr4OYH6vk9+1zhUN9N9j9eD7rP0Y7nxEqchnx+VzA5qRw1wh8hs2LDTtQcffvDQU7jr9vYH34bP3PgilGHVimaKJxciMyD/MAIwDfyegsXeOrI9iNUDRGUt2wxBKqoJQfJNvwCIBew1m1bGyO0uYm4XmKr3fsUqUF4FoBWg1XF7/RmQajYhn46K71YB8C4w2+svxq1NsrYt7Qzkh7bJJ43STYEEWdqJ0cJhzHTiQkdxjPimvtqcqS1Zx2Tr1aYly2z/ZUJM4Elu98LKJNiwsMKyGgkTpskzgzmU8WW0m08wtzVvNz4Wofm2xJjQCrW87aHjYXCbQO60MNVRA9whMhs27HTt1ZdePfQU7rp9TSqZLUVmur5trFqGhcgM5i9LfwFgTO6zlINO1bKy5u3MWrxBBWBKcTlrTIyWfxioPpJ5uMisMK3cQEAvzuLl/UJQxg7oYxzia3jfZXaRfbH/NUY3A6ocZwRkAY/mi/MLceE2JIO3Ou84jQryYpuAIXV7T2S2SD2oQDXuLue+e/1F5rYe29gfhQ0cz7nMV58wUDpglMed/Lja8TMhm08mCep0fppDIcDT5pHCuL8veqOW7p60j3rAZRi4yOyFIxKZnaIdN8DdDoA7bNip2nZ7+iKzl85fMSCr4jEFcmzVzYTFBWBf6PI1PIvITL94G9YURBDWrVXQmEFhpvhY34Y4Z+K03yA8A4LwjEI79s/I/a3FRRC7t6As9guUffPXCEojgLlwvVwUW/u6uQAY+yR2xPX2Qz9WsAwFUheMTyvbwnTiurDc3encyI5R6Dv54hSKz0BluOzsmluL0zE6+c92rQei2GBnnV/YRxKwy1PLnOVZG8wWq2lCE2YvBMEa0SY8UauCBpoAq2TmIjMC8NL5cd2kzzsvgOOzowa409lp0enDhg1zu/76qyAyexs+9eIzAvomQNIRnGGdDAg0pXfwCQs6Cxhu8ZnVdTDpvGEsOmVtOGIFZ1e1TQVglBFJHqMAz8rMauv4Vdr7Wl2wgtHX678Xp+OGuAVb2wPTnbg4xi5MGcVo5uM9fYvJF3BHS5+lOse5KkPb2c21uIVQLH6MNwPaJsSvCs8ggFXnsiI8s6cKOqqNIcxoJwE2idY47ATBb7zSnZMzr+aONwrhJo/CWFyOiTbUKbPFEZhmO24E4K0PfhOGHc6OGuCOZcKGDTtde/Hrpy8y++Xnn/YUBLCxtAuRGYcvUvgjVvUBuWoZbKs/+AXgaV1RACZd5CpjYV3Q1rusaeviMV3zlougLHcMaK4jYSk8A3zcfQVlRiBeEBfnsFgSrCLUTtxiP4LtIx57zT7ux63NZTfaXtle4jh/TCDesCGKr7YNoNfAbQKH2qkEhrhkBtw530jBr8MY171bqTuRgK7PVa8jG5p8+2Lfgw/B13ZZWOHgA4DP3zieSmYMYHti6+Ae9d5MQ2Q2bNjJ2kOPnL7I7J3X3gZNS/B1bmHfxYsfhuWnLgo2xMBqyd+BWJz7W8TJtgw4lEnb97FmANsRh5Sp7GRzwz5eyPquWURput87wtYsjjUhML8CnF6TD+7bOZnOueYaV8/n2nvdF/bXrk9vKMqx77atcQx42got4tJcNJ82UMqWr12rliH0y/CnFnPoNsT5Na7McDkKjGV1M5a1qAG7GW3VzfJpaCughOpmTHjsoTdj2OHsqBncITIbNux07dUbx5W/9lrsqzefT+C2fUFPiBXKbB1bfSxqhR0ofGnvUbWMW9sEfNirjelnWF6txinVRqkvY2QD6Lb8WQ5/n3uCMmHSUn8BEOnQSWTGHZ/NJQOsQNZlMIWyXdtSacvhMXWcY0B2Bs7uGHWbfXFTSh8oTVNBCGVQe3HxeFPYyHn7qqBMXu3YR1+H4VXLhzF8khOg10a8BJ2Zp+Ajwaq9k7w8aF59Lk4cuJXqZi6A85jVk8Zogja5kWNivHDzmERmYxWFe8qGyGzYsNO1KyEy275q+bJzAHEqVLFqZECIY1s14Zaqlumz18J82dd6bIsAEOLz5p4oDP45+wIsCCszmHcuoBQBrHYwTHeMHYA2oayOb2dbWsYWLORx1Xpx9f2a9fqLx6yA7tSugyodyPkrd3zo+HptFyWLo6/MJ6ae2AlcQ74JmHLeLjF7HT5mo78jGF9MrlfdbPIds+pmoXjtPAMTtWIOiqmtupnBd8J2BjZT+716aT79m/R72Y4a4A6R2bBhp2tXQWT2zmtvw6deeEa+Hr1qWRWUzUKTtRK+LjJTtuiWqpYBBlpblSYBngYEyMGv5OISZ2bLIGwSsklr+yw5uqGtWQckh9kt3i/GgH+ucRFP9QFOacvZ7ftb2vYqmfV85b5idfPavHogt847zrkCx7Xt8pqY3thWt3eYXmNyd8XV8QuAjjm7hm0VhQYQz3CfA0c4cI07Zm3zSWzzbt68xJfN0OJ8sx7cfFPIuQkI7YbSjoHNsAFn7YqJ8NYHjkdkxkCA86dhRw1wh8hs2LDTtSshMnvhqcC65qplkcE11Xbarrajalnywei0uNQYQtvAucIArDVtETlqKQSy1rwcN+EQLiyszoSzbw0IMvpxFy7/xTk++hagurdjt2A7sO9O385xd3UQbxiohOw7eDlVHOMqOx0Y4Xj/1Jt7b7WHcr+VfKt3OwWQp/3sgNn02xLPebjDSkA++kL3lnGjOyoFIKzbcvEQH5fI7BTtqAHuEJkNG3a6dlVEZp958TkoU6TleBUwKKht+FcZVDe2/wP6ELC88HWMOu+i9QDsRaykq8j3gm6LqA6Gau8Ty7fe836jlgE5f+x2GOMU3FHnWFAG0bUSWJxgXf2q19/qnDvz7e57mcNqYPGRzi+C3TLftbhufx0QHGow5LYVvO6ab9jW8nQ5n4Q4QJo8y41jqG4GqW5GMfuWw5q+khpEs4Fg7XIGt3VwwwF/7NrxVDIDgO3egtHjsKMGuENkNmzY6dqVEJm9IiIzACoe00pm9p4Le8RRZNZiXFAWKTFKbCjLGO7LVctIB5D+DI2UvFuStAUORR+MAeUoGiKJySyqplJYfwj4g5HGMqvxcXvELqG/2JY7bXu+hfXGkMNSCc00zxC3sBVw2gWiZRr2IU6G3GdP1xW/ATvFY/sKzyKQTPcDIY7LvmdWtO5PuAUqObds/8XjzXaDZx0asg4dy5J1BnLrPsQTnYCsuJhACx9sPV5PQSCppGYDO+ClVskMAJ5/9ZhEZqdnxw1w5wFwhw07VbsKIrOXt+dh6aH2LczwCmWKZQCk9XLtC9W2e1sHb8pQiU/Woo1xETnlXNkW133cb8Da44AApBU0zt5VBK/e4cprHCtuC74IaGtblHnEucW2XZFZtF1fL6912y5LyLF0VyfXo207Porb404WILsAt704BcgFXJfLwOe8NkbajR0HK/YX8wUqug5v27HKJ1SLQPiqFwTw3Ns1A+qZqW7pPjNDSv3ODXDLDaK2nqQTFagBjJe3x3OTzqCxDu69ZNPmqKc/bNiwHXYVRGaPX3sLnIltlcwaEJ1s1QT1Gai11Q8QfK1tQxGTvyoDq9C1LB3mDK3m1vrnyKIl8ouD1xhcRzFUxuwxnbY8V8Ao+nnNF/tKLGz017ZYb7u6bxWIy/ap9FetB9X29dmGzkbb/7Ifi7az97E4lsE3xWPPYQzkeOzTlkvbnq+z4x7ve1TPF3R7uBYRjkG+qZE+9KlCuglDulbi9cvlNc7HVi9JuyDb4vJ91tZXNNZCLW958I0Ydjg7agZ3iMyGDTtduwois0+98IyvgYssMqtfsO29bE8Jj5V2k3irCOF+tkaV7oMAax1dchMt7zf4OvBO28qHFhVYtV6VsTWRWc8H9MHSzv4ikXfBXCqwXB7Nfly0O1bdbHXw5bad88y4sC8y63WyY5Kxv72tXHLGjoYDtcCqdQ7adq26md7o+UXYn4j2Gy+MGEqyOd7EUGijL7Yv+lux3D8G4XM3nuvM4961+cTWwT3qvRkis2HDTteugsjsXdfeau8VwGr+7YJM7AEy9g/duC6i2c/XrVq2irzy1PYdVeMv8t1O256t7sVah0sqr/sT8dXEAM2ZgV3zLcZlOCO7Np+6H52dUgzXZXxX+twVt3d/vbadORM6vg6KXq1uFral92n1D/d518rwLpMkFtXNxOeHKFYe9NM0g1N1MzDw+KhkdlC7IwiRiL6LiH6JiD5FRN/X2f6/J6Kfk5//mYh+Y9j2GSL6eSL6WSL66K2MO0Rmw4adrr1yiSKzQ/0N+9VXnwdQqpElkdkkRR0C8BWffonb9vjNyh0wykCsPAYDWUUIlgCdrGPL7I+8pX1+dM4tTUHHDWxXfVydNEVxW+i/59MOObyPj+LTY+syBiPMGTk+fY0Ig9dLR+jdQFQslOZiEyi2AkQXqQ+BEewB7L3SFsqxr8dvYeWYprhyHuL53+WL00n7yPlmKCUHlOvR2srvh/vKXhMWbdtY4QaNQ3AYX6+RJeCNqQvq8xlbL5aWQ9b9N26+iGMxBrDFdNd+DmG3naJARBsA3w/gOwE8BeCniOjDzPwLIexXAPwHzPxVIvpuAB8C8JvD9u9g5i/f6tjzdqQoDBt2qjZfksjskH/DXt3ebNXIdPF4hKpl9vBTgSyjQS+Py6irLzKLloqRGnjg8sUfG+RSqvY1H4EHkMcJKiQKrgp8OPaV9uX2fHsLymLbBYrtjFF8XVC5Fr+Pkfe7ajvmZ5irtz08lqeOrxfHF/ni8Hv40jEPc+U4BrAsPgEsVlrQhsubDl7sF3nOQFvLmeQ3JRw3OwQCkONND4nfc24ZFIRnreIZ22oNKkabwXhle45hh7M7kYP7bQA+xcyfBgAi+mEA7wdgXw7M/D+H+J8A8I47MC42Z5s70c2wYcPuQbtEkdnB/oY9fu0t+MXnnxHAqBXKDNJCl/WK1c04lXRyptcZK0UikTUhYdgi09u+ka0ame0swYU9jjQuqlqWuLgCQnuPpVfBWgEXFXsmkN1rjzzems/AL+3uLwL71bg7YQXUqaU84x4QpwviFDh3QOSuZcII/p6jL15+IW7xQHXK8+oBcM0LTiszMHXaUgDBLLtNVqzPE1/9YFj+eAX34bhl/M4yn4SiPdg+y1MNYlv7d9KBFLTLTeNbj0hkxqCTWwf3TvDGjwP4fPj8lPjW7I8C+CfhMwP4Z0T000T0gVsZeIjMhg07XbtEkdnB/oZ96vlnDNM1kZl3qF+9LB4nqQoKNKa3oJ5FHDpxZS8WlFh4LLvSjktcosb0rRJm4rP9XAOLpe1iBM5x2vdijOKL0+v2F0N2gOWL5nxbdtEY9eMOoN/zpcOww9ftj2rwym5TCsld+QV/YVvbTnkbgLRUc548I7/znVime3AZyH1x/WmSttEXdzC5Qn+fe/FLnSMw7LLsTjC4aw9FloFE34H25fBbg/vbmfkZInoLgB8jol9k5h/vtP0AgA8AwBNPPAFgiMyGDTtlu3Z5IrOD/Q179/W3lkpmnS9LNHYlfrHaQvn2pR64zlWf7y6jclK9na3tlvH+vvTSadsbwxjEgs0vGnfNumOsxGr1rcUgnYEXfayBwJX+0qb4YXVy/f4ig7zos2ed/gnLfe/5loOsz6kOb8XEOnExPtRj6LaNmHOZeoDligudqmVWlCGVmCuzKnQ1LyqZSQEIyjeTPoykKXBjdnUFlMevH1cls/m41x1Y2J3Ym6cAvDN8fgeAZ2oQEf27AP46gPcz81fUz8zPyOuXAPwI2uPChTHzh5j5SWZ+8tFHH1XfHZj+sGHD7kV7+fJEZgf7G/blV56XbYAKyuRhaRCy6PiKe1Rspt/glNpKNOwZrADemTVW1PxSxYx0rd02RxHp6DJfSlsBsWpZS03gkKKgVcvI2hJg2xfArGxf+Oyg5bYo/ck0ukK2iwRlRL4vlLtftk0nsnNy86lamK0fiw6IXLM6qXpcOB+reo+wOvd6nOW49HyLjutgHMYL2+wYcval+S3m6dd+FBiuCyA5jwuECmbkq1QI8Fwcp3IT0fJsZfz45EJXWpBJrJ8/GTfAqq+/ejwis1O0OwFwfwrAe4noPUR0P4DvAfDhGEBETwD4hwD+IDP/m+C/TkSP6HsAvxPAx/YdeIjMhg07XbsskRkO+Dfs1flclhmy1TTBgFVIimkBXNU4QPm2VixK2QeEdWo5/J/jFJz6WAAFCMF13B4QhYL15Xa1uBKDzqLnQ/XF4YOvgtcuoO2BtQKaDfiVMZbAqsyt/PT2vza1111t6zGsHZX9WIBAhP6qdQDqhb61Y9nZVle+6MYp6O0A10XKSHc/aNGfLxOWd7WOk1INor+OF+aoN5W2ZJj4ZpbceNbf3fY7OANHJTJjBrY83bWfQ9htpygw8zkRfS+AHwWwAfCDzPxxIvrjsv2DAP4cgG8C8N9KTedzZn4SwFsB/Ij4zgD8HWb+p/uOPURmw4adrl2WyOyQf8Pece3RJjIDg7Q0bxCUReGZg9vJv4mt4INzYG3OwWfLiQGpKhSku47PVlUQ0McKHgLQyDxXbJutCzgpgKAwdgRpqZ8Iul6Dj+HsaQJuGlznsKdVBnG1PS3f9uIW+1JOje1IbaOAtvO4Pzx5z30w9haeKWvJnbbx0uz5LKUg7MNiLmW7saryH0kA67VJgJbgbeOGG7NO33UyHuJHNx460gHJbxez9oxyg9AjhTHf+tAbMexwdkcqmTHzRwB8pPg+GN7/MQB/rNPu0wB+42sddztEZsOGnaxdZiWzQ/0NU5GZsrWxkhnSe7Xma8sUFR+AOcYmFjh8pRMlNrSLmtgWD9thkpuYEAscUEYWjZdgsDNqAqMWU/oLGCv7OuP2AG+qUhX764DzQ1pd1SBcEgvwCDgQ7h7XtQ0FRNvxq75eszgnHb/4VscONzpAuPEJPkPTVIF7vkg4dlDvHmwclhRcFncAovEaIvmNiUCf5D6y/2viXZR9IQCffeGYRGaU/36cgB11RvFmiMyGDTtZu0SR2cHsPQ+/rVB0gg4ELUSCk9ExjltoPbDHUBZQwUa9RfzAIW4NAeZqUKsA6+Kprba9HR9QAFQcLBzgrsAqbOeOz/pmeEmr+HM7vgI0o28xR3XzyvmN1jlIi7Yh7EJf5yZiMfbKiem3XY6y0IatzKU3vlc867Tu+JiXe8wljtFSEfKQnH5dGMA7j0xkdmp2RxjcQ9kQmQ0bdrr28o1XDj2Fu25fevkbyFXLmp+B5DPxWfJJLANgrTjm7TWVoTGbskC9IKZcaUpQlInUQuGHUsEpAWrN2eUAkMJ73YceoWdz0O2RlAt9pPjq06mXcTU+YkEVlJUptG2Rrds1RtyPO43CE2WdXQvik7F8Qh5BOjtGTMcgOPgW2nKN07dhAnb+4qWyB8hlBCY47SPlE0rtmuTaEcfJB18Zi2RlBI2LxyKNE+bCwUclRyPv6yxt4uok7d1Xj0hkxsDBcmXvlh03wK23UMOGDTsZm7en//t9Pp8LGGvLDFW+LCYKtC/cVvHM0hbYfcakCiCm6CtmwEL74JyOkGYSWEKdl333sxeKiE+W16qWUegvAlrEV+1jD99i3Lo97kPZlva3tK0YKYL2vR7idsD0he16dwK9faGOvwJkeV0cDwrAszdW7FtjQ38c4+IU9/ChM+7aTUvv+NW2HHMBYuSiLXufth8Clc1HgP4Gsp5/8aW2zWfXg4LfMBetZAYwbl6eUHZYx44a4E6b07rbGDZsmNv111879BTuur3j2qP4xPPPgGcgPiL1CvdkquzEtOpr8HHwtS/gQtWFCmVUKTixwN8mYKssq9GyYX69PqojCsoCXlq0i8uGmU+nX30Fy1DtuAdmacVf4mPcWtt9rYdbe0Pu21d8Te0DGF0IxWoflcXtdL4QqCnoX6lkVs+baiHTuYrzQ/DV/ZhCP7oTvTFIQaaEpQsrs7Vc0PTy3MvvH3HI3ZQDRTETPvhs5/VGUv9vN5hvfej1OCbbHnfW6sKOem+GyGzYsNO1yxSZHco++fyzYbmiWrUsopSI5vyr1L+ueYETApLNPqQFv3xE61CRHS9awuaVWq7EXeDvBBp4CTu3q5JZL64cmNRvONQ5bsek95n3Wts7GLZos7Mdh5dy6dg9ytpEeIePVuJqV5THtLZh7qsZhjUu+LpjdBJ00/J6NoW282nJMeLFfhA8JhVXqdeM+LrVzbj9Pn72xedWdnJYNCJ6JxH9j0T0CSL6OBH9F52Y30ZEXyein5WfP3dRv0fN4A6R2bBhp2tXQ2T2VvyKlPNUUOtFHjgIXlY4wIvQUUioTAxU6qC74Fd/TGXMYuuVR+arKzZ157neNs/0Yt8+1p0zOuOu7FsEkM4ywsm9GHfBBGP7Xn85CHYuuZ7Glb5Tvi512i4mssPH2IsW26tC2cpx2VnJLMWRF3ZQ1hme1qNNcly5EQzVzTQ+nT/x1Cpvcc1qbWMiM2qxM4Anrr/5wmN1rxiDMHcvjEuxcwB/hpl/RtYV/2ki+jFm/oUS9y+Z+T/at9OjBrhDZDZs2Onayy+evsjsORGZAe3LWReMB/R1KlyUPA6NIEfQwlpci23fvLRIW4izEVDACKkCAShIPIElT9FFZjrfKPYiOEEWK1OlcW2c3DbOj2o8HKDqGDE+Eobx8XgSiu0AhNC5XICmucZReul8WB+v97knFOvF7vwWjDcZ4RF/8iED+5TeoAP1wPQagHcsuQCypYpuHiN8XpT6JbnZi3EEuTHzwhAcQGkF9bF/DvtBHcBO8QIz3yJKNs9hQnkd3F995XhEZsDhUhSY+VkAz8r754noEwAeB1AB7i3ZUVOgQ2Q2bNjp2nwFfr9vztsAUANENXCZYavyRlbfgd3nRuJh/3Ln4Asd2he9vKmgScFsBI5pZQUr6xRAE8c+s62d0dQWBZCoj4uvjhHaLvoLQLlboaxj3epZwbcvwNz5s4cZIO/t78ox6E6st61zvBO43TXGBb5FNbIVX++Y1IpuvfNNi9wAeHBqz4t+u1XxUhe8mHBdKgzwqmUtnH14yYk/n4fI7FaNiN4N4DcB+MnO5n+fiP4XIvonRPTrL+rrqBncITIbNux07frrHzr0FO66veP6N+ETzz8tT6M2DjjKc9zmJvkCnZKgDPq+AA5S4Zk9l3bOqQ+uKL+zMcQXgHDg+0rLyLr5XHojrbKSFXBUpnBeGSM90+5vBmVwkyyO2+mr+vwx9u7+9tre6adHmvYsAbM4x5W5xXl3T1HnZKY49YV7HLu+YmBPjDZ19qUy39yJY3LhmQFwva7Z+xCWd5kZrnMm6857CZNm3zG7ZsK1xz5yOAZkr358WuRbHnpDdx73ojGA+e4uE/ZmIvpo+PwhZv5QDCCihwH8AwB/ipm/Udr/DIB3MfMLRPQ+AP8DgPfuGvCoAe4QmQ0bdrr24tdfOvQU7rp96vlnDbwyWpWxxJYmZAf449daXEG/9an4KjrcgX6CBN2+50v5pvapQi9azJKxA0iG4XoYbNF2hTFcjet0eOHceHmkPbgz713AdtdcdsWv9MkXh/Tj1k5/8HWnWeIXoHml3059hNTfrvTOdBpX73wqEK93QuvA1rba3NnusphzOoPGRV/B0ekBhv2mWX+wktCffWGIzIJ9Wcqbd42I7kMDt3+bmf9h3R4BLzN/hIj+WyJ6MzN/ea3Po6ZAh8hs2LDTtasgMvvmUMksM1b+wslXvsBXqbdiaYyL0Fm/eye3VmjSRdztjLFH3Fp/nOO6QI5KDOCgkItTPqeaAj0cVdvWSe+YQ2q/Eka74rgTt3Cs+Hqf1UVlU+fAr8bV/vbZt7W4JZZFSlK2fno3bstRfB1pLH0LShmL9AQOPorBnC+DYxKZAYTtXfzZOXKj1v8GgE8w819ZiXmbxIGIvg0Nv35lV79HzeDOg8EdNuxk7SqIzL7w0tfhDChJ7l6jgiwNoYPOfLH+Rp1VRhfWX/4iXrCvqVKZlJDoidH0US7r+LQQhfkC+e5TtjRWWFOMpHGkbYNPgSWvxRUmsYqkepXR9mF7E4gsILgnKLuov1u4l1j2Q8u3F7G5C+wdwV/YyNW3xubGOO0y3REsx1+LixqxLArrdGdzIm/L3GGJE5UKThXPwoWZdiQOzqBpecfSO892c7d6Z9UuPLL9PD6R2QHt2wH8QQA/T0Q/K77/EsATAMDMHwTwnwL4E0R0DuAlAN/DF6w0cNQAd9iwYadrV0FktmW9SaeWh6v5f1KhLEOZ4FOVWRKP5W9elrgkqEHIOYwS+lggIsQVOIz6HW/lgVfAI5W2kSVNgLa02+lb275P2wtAbjqKO/ajO96dsO4BXwkrYJhrmw7Lu4hTXwWteknUuM689vVRHaPuZ8adi6A0n9o2uupNQuxf7oTSmiOsoJRTH3YoBLB61bLZ+m6/Ou0N63Jj6gMfFQnHuOs5uOtjM/8rXHA7yMx/DcBfu5V+j/oZ/zRSFIYNO1m7CiKzx699E4AAaJV0WpTlwpJuC6DNoajHR8bV4iIzSyhvOLeNJoxtBR77EpQR2K61vbAvQcjKHBP320Qmd3XjslsH4J04kv7uKrjtWeeYpXmibKPdxyYFd9omX4f5XsTp/Hb4rI/OTcY+y7HFuaT33Tha9heYXrLbNj+KRPEzeZM4HxRWl7IvVjSLUPnRh16HYYezo2Zwj+nuaNiwYbdmV0Fk9skgMlPeFEDy+ZpgwYciMotSdutD21Zabw1RUPBEdXmM4RLns1p02WldnYuZcSe2A4xqKsSusbpitj2B6aqg7KL2uw7za7EeQxrdlWntsK8ocZYyUNna3riVXY2vsb9yKSUmt7Pv+wrKPI1WfkfiXKkXF+Yv7Rrjmu4KzVdzy22dafj5t2sh7I+lWoS40PXRVTK7KFf22OyoKdDB4A4bdrp27XWnLzJ77yNvky/Eov82ZNDxcfXttthVJHTrI+7dbXUJpGXgvkypEcqh732bvpYYi91jLsY6xuMEpJTNWzZGqwFQ2cvoK+OuWodxTe5drGrcpqCWAm4NvgvHXWFXrY/oq6GdfdxXUEaWTtM5IYURTr56XOxtB0VXXzgoecQcVxnteEqfuP4ohh3OBoM7bNiwe9JefuH0RWbPvvRVAIpHKOdCKvpgAKzKbSnlC4/jGAcHAr4Orn89x8pjmYoKcaFCmT4ONkaXFy13grNdcepbbKu+yCAi4I7CLqZ+cTFzSx1fD+R1H6GvWLfUb5z3mk8ciQncNT9hExcg/RYJuIJ913ct4Mt4adpm3sO3wuAuyvquxcF/T8xfgWwUmcVxFYST3EoG8OqHVJ9acLeSWZ6Q9geJD9Mnux3EV155YaWDe8+Y6WA5uHfLTmtvhg0bdjJ2FURmc/iG5vhFKWkFKh7LODVRUR2fsk4sPQdAsJPKFShKCCCgbz0SuBsnVNYuQq2ng06+DihN1chq2wvm1LNdbRYgckdgBOYUfqbyufrUujcMnYO2srjGHjuAci25r6tH7xzneux7bS/sL3zuuDo7x90xet3vqlSnKQoxJzhVN+McB2abD8cf+Hswpbl5FcKr8TfsXrajZnBHisKwYadr1193+iKztz/0Tfj4158BkBlcImqlyHkTWKrA0gbESPKFalYpNnangl1jVjkCYKcAM9Mb+orvOhi4WxKXVh5Fh93yeXZ8PZY2MrixbQHDFzHMu+ZX57nTAqi9VRY1NVE28wI29qIbjLS9AOTIgOtY6uM6bmFfNR0h9mttazMqp4ixoNQW+62TpuX2ZXWzXhzlCmoWFplZYEatRiYssfZHvsMeVw6C9c+YCoOr249NZLYdDO69YyNFYdiw07UXv3EVRGZfMJ4V8HU+Le2gy6T2fUuwwwtvl0ntLmxa1hwNcKGCDGPcIiO26G3dmJcByVcZuTAGXktcbw5rk+wwjPuwkK/V0q5cMN+dxxRLpnV9oB3xa3G80rYzvoXWa7ZzHBPbisKYAvlOJADT7hjipHAwta8ET/V6Db8GzNx+L3Qb6e9JONl6I1Ju5kIzfGZUMjuoHTXAHQzusGGna1dhmbD3PvI2ebdG2QUfu496vgWttywA0cOskdWNkVQ+t5fICnf67IesM471Gb34esKwmufYHby4dpGpPcbRkFIALAt2t8co1w5foxlJeEF3i8NWwGFiki+4rKy/XXG0HneRb3mtrjDdgSCl8No2yfUYRGYmRusB8tCn30DGeTo6XlxL3NhaCjtha+DGTvRXNpyMWKYXDLzr4eMRmTGAGXTXfg5hR40Qt9vB4A4bdqp24/mXDz2Fu27PiMhMrTFWhJRy0EE6iTFaxBUarGMM2ML0yRvpMq4tev68aX2w9W09groXt9ZNB2fsZGTVesDL+uPQXwS+pXFqeie+w3fcOKQYXsbswnn7DnsR6/5aMHy43/JrZcc1wWuXfuoIy8nqSa8707n7uFP75o2psNjtAvryy9+4nV6H3abdEYBLRN9FRL9ERJ8iou/rbCci+m9k+88R0b+3b9vd496J2Q8bNuyetDvAiO1rh/obFitN+nqcwIXPlxeU6ApfSn3Q0hgyZW6V43KI2Et46M6/N+oO8NXz9XZ17XF57/AoftmHMTbg2wG1q213nYo7bN11YVeD88cei5z29yIEvMvXOzdh094is57tNcaKyGzXGLFf+fFrM/7eiS8co4XIrPgSUMdSZNa/A7rXjbDl6a79HMJue1Qi2gD4fgDfDeBbAPx+IvqWEvbdAN4rPx8A8AO30HZ98iNFYdiwk7Vrj1zOOriH/Bv2+LU3OdEU1n2i3jP4+Hg1IEbaJw6ALh2mS445EZYBcfYtOr0wBaCbXiDdxza9Eeqj9+QLGxdpEAHI93y9CVvfK3G72u5w3ZZd2F8HiaeqZTGVAMDUY8g7A/VSBpIv9huPDcOqkfV8cS4RcCZfHaPT9qKKZ35pdE6cTjrcwqXDqNdSur7I+kq/n+oo12EUlsV5vvnIRGanZncCIX4bgE8x86eZ+VUAPwzg/SXm/QD+Fjf7CQBvIKLH9my7akNkNmzY6dqL37hxWUMd7G/YJ7/hIjOXhDmneiGDG3zLSF6kIawuHRYRb7c/XvF3Zrf26Fn/29FBl/3tMmydOPmv5+tNZuHewepeZHuzlRf1c9HYHQo8LRlW96Hc43QH2Me3axstfUwrx4QLobyrLYVY6y90Km2TyKwzVytPLX2wAPDWx+2JzOLSYTZkCPnsC1/qHIR70xjAzHTXfg5hdwLgPg7g8+HzU+LbJ2aftqs2GNxhw07Xrr/++mUNdbC/Ye99/dssKcCENCiLeXWoxOXXBXWY057IbNmf+rh6KX/Or51N+lEYropv1kRMVGNW+lswZ7fKQtZxFxPsEqR72W1VPOuMuVd3C/YS3f3vbqcSdJFv17YdLOyiGZXQXW0D00siBqNwZKyCWr3ZKYPams5xTjb3XSIzsovWRWbus/6CCwhjMPCuh9+CYYezO7EObu/vQOdPRzdmn7atA6IPoD0axBNPPAFgMLjDhp2y3Xj+0pYJO9jfsGdufHUHOUY9Z3sb3y8ah2mt+HpMrrNTpa19WIF83IlYYe8W7zMhttOnu7HwYQlWe77FHHZh9d7udnzJdSdIqtDhvt3tBMKBCd1z2Fv3de7BUsWzHWP2djK2tfbpkuwfINb/tYOVezLt9+J9u+gCqr5KHR+fyGx73OsOLOxO7M1TAN4ZPr8DwDN7xuzTFgDAzB9i5ieZ+clHHz2epTeGDRv2Gu0OMGJ72sH+hu0WmaWv+NhTZs/yG2QqSj8JExWA7SFEZovgHW2rL+12eVK9OpfVme8H+i7bbmnMPfBXt+LZnm2Tb/0ubNW3tyhsr7Z3QGQW+u2muySfb+SdPgCglKaQRGbDDmp3AuD+FID3EtF7iOh+AN8D4MMl5sMA/pAokX8LgK8z87N7tl2f/EhRGDbsZO2hSxKZ4YB/w95+WSKz9pxXADT7Y1tEFrfnW3TafVqdIteYUUGtNR0vPC1esI3Rl0VANmPrZAFqO8ziGpvXm/BFbVdct2UXrgzUQfE9kZmFrwHA3jnY5aPsMwxH677uvkxhu+5PHYO9rcbdvsisNaCp9dO9lpLPd4R2+vxVf2eTyOzB4xGZMe5e/u2hcnBvO0WBmc+J6HsB/CiADYAfZOaPE9Efl+0fBPARAO8D8CkANwD8kV1t9x17pCgMG3a6duOSRGaH/Bv2qeeryIwAY6smpG9xSzOQb3vOPivEG30EYWrtAa7lN2ocgyUmokvvj2uf8krlS0vTAhaPencxfkhD7vRp6kIcgzrber6Fse8urcT1HmN3+wFsgf/bNTtUa/1RCa43DGG/Urz6tV9ebtvpi/2uXJJrvjSXHb60PyXOfXrNepvFClRlP0jfTD43A9cTe3EGHWxytlaHncSnx44BkPanQ0oHcYzPjUpmB7U7kYMLZv4I2hdA9H0wvGcAf3LftvvaYHCHDTtdu0SR2cH+hr33dW/DZ158Do0/mYyFamwuA5jCl7/TZAY8o29HnL5LmEniTGQWwU/ojwBw6NN6LuBEmTzDFsGXAFbxRUy1j89nkY3CXDSo+mzsMpdF2zhGmkwdFHa/sR8i3m31FO7sbgcApuqr/t7B3OWL7RXIIoDwHT41vZzjpuizMaLPGlNb80xvyAT98iQ3KOFyrPvR5iTXrYJQPelMoClcHHo+J7LPJCstTJMfBJK7ImWEfZkwPtpKZgAwjxzce8cGgzts2OnajW9cmsjsYPa0icyMZ2pfqMHXY0AvFpkt20RjAMs8W/a2Bez1kV/etBbebVPjeD8fr8Qx/Mc29fa9txuduFjQbdmg291tg9va4er8wjhrx3wx9z2HvajNrrg1n80lXFOsTG3vmNJKW2N0Oyhe+9OLIW43ulbB7b7zv4W9JDbw7D7gS0cmMjs1uyMM7rBhw4YNu3Xz78QGNycibLnxVI2rkqTFZOwUnzKsie+jFBe/dzWqfecrqNYlyhw4tMex1P8+zzNJTC/gzCjVuBVfWhmh9GFGAM8ddrgHTnUc6vezuh9xewRj683uuO0LShcpjStg0Trt3ZT0GNa1uLAtsa4INxMVeO9x4BiFPV8dg/cbo3uB+TZPH5D+JM0gpSjY9d8motd434eUtjCZrzmny7pw7oAxA9sD5creLTtqBnekKAwbdrp27XUPHXoKd93efv0NxvzoY1cAts4rdb+8KX1plzdLH8G+vRegkdpgxm1ZkwpuKb+r81OGLbwaQ0dl3NLjzrVvUV4pbC++NKcyF1CJLRPZ9bV+4bbQ760yp2bxfO6aq4Z1bgoq+9u7NGzDVM4PATTVhsjHVjfXlAKU67T4rMsO4CUs5wLxQfrQR/57icwkV8FYX20XBGAkYXEMbept/MJdF5kxpoltblV4BjC+6YFHMOxwdtQM7nakKAwbdrL24tcvrZLZwexTz38hABO2XFc2Csso2vycd1+RmflsBKRVEwJ1phm6xD4XFWDtEpkloqw8w1aGboFtIqvcee7d83X7W2Fw05v41LrXL3u/6dDoNipj7clMAvHo7vZ1mcdepxGM1U2UP6/1p+fJ8lZ7DCrCPodtXCbP9VKKY2ubuI91Lp1xF32nOL1WQ9zUiVvk8LbfI5bXLCjDLYvMAE6iNXtSMOnc27OXz734ZRyTHWq1g7tlR02BbgaDO2zYydr111879BTuur33kceEVcrf/ET+zU/yf1w6zNm54KPsI1B7ZFqZWaBQYoTo1v8SeVfoqVgRjRZtvUsK7xdgR7cp+7Xmo05/ZVs0c6cdWM4vzsW2VWY8Ah/teO1rpzMXpWD4Al/KLV7DGKH/uuu1SZpK5/joPiswpvCKXlsdl0NcOCe1bfTZXHoMLnfasvftcbmSWYrj3LamG7RX+S0iqe6nk+LOtSQpBlrJzAR/4bpr/biPQts493dffzOGHc6Om8Hdbg89hWHDht0luxois6+IoEm+Ejm+hK94VW0Lapsj25nehG97ANxDU6llHFcH93F9hbFMxyWs0u17iRVf27P73LY77tr4jIqnUmx3XrTDtzavHrrMpyHFdX0dcJxi6rbKjnY272O9bndZt0IZdeZCHt9lqWN/ha1djZNxuR7IeAlXhtfm57PjeuGQe3Nh63w0NC2BSn+9o6b9fOmV4xGZtXVwT4s0POq9cUZj2LBhw47PJvkTrKvgZoDFWH55MsCcQBLlNyFyAZORVk5Iz5c1kgSs9Nq69XBgz3oj1P56fXDnQ8SSaykM+8ypZ2uK/gv7W/sKqqzgtIdvV/9lEr0rYzF2DK4fe/3tOhHxsim+XtvV+e1xvnrzA5aVzNa6X1wbYTKWeqDLZEQf2G8cStUysn7JfAg+q2TWNhsI3+y8Oxp2t+2oGdwhMhs27HTtKojM3nbtDfjYNz4PoOEdZWbjerRm9giU0qPVtroALUqEkvFI/sw0iccWYziEpDouci5v2rSHUSe49kc9MBd8sXpZeBq8aGPE3YJqDA2DRXZwre0CoO8AkLdllRFeYW5XTU9v2pl+3OJjjxGeMgOb4iKQTmxp9tl1Kv2lcbmMoXPfEZf6q/vBtOyPYCeUZFkDv6HhTJSpTwVok193KaOn+Fxk5sIzEPCmIxOZbU8MkB81Qhwis2HDTteugsjslxeVzBrdxEn5I5YqmUVffuyq750R5rR9nQYlA0eLNXJtfdzQN2emLjFvnH0LVo7TS9re7U+mwGXAHlPIpS2XuaRBSsNFfz32s+e4kyB3R39cgV0B4XZKI1jdsa+1bSI9qeOrceVcpPHC8bQ5d24u6hgax504EO/VXzo+Omlqv1fWQxSeRV/dL4YtCRZ9xtZaM2+rU/jsqGR2UDtqBneIzIYNO127KiKzz7z4HGZoJbNGLa1XMms+J1+FzfVEBXvf82VGmLxfCVTmiXS5JfMFZEXSH6XeMktLAObYHzIgUZxOoS3Wfai+2IfGBH+aV7kniG3NOMwzxpS4Bb8V9/dOgtzIhO4ZE4+/ndYI9sIxNNaawm6S70ZcOituw0Vx4qv92aQ6zCxPIT72RzCmlRYXES3WytX+1JfSTuxCrMcnsLq2P2wssbK1rZKZ9kXdSmYiX0uVzN59RJXMGKe3isJRA9whMhs27HTtaojMviwAwL9YfAF5+eJNQjHxJdTgX9DVlIlbADwbLFJlupYDG0DttbJVcxWV5I0NZBRmMYLRiLlSDBwYrO2QxXXAaW/MWuSiu0drB64ERmZwJwzo7eCtxPUODpVprh3EGhdAXrh8Ulsux25t6tb+gmOwaxwTlK0A+DgGuyf5sshsuZ1Qnj8sclXCXVG6iwL6F8NihqlrBbXxYmu/Q4znXvn6Bf0Nu5t21AB35OAOG3bCdlpkQtc21BbO9Kpl2RqrFFGLfqHrt72C2yXiUR8VH+2AJpn1dcgbfbmH3rjrbGnctgOjXYgzbjnuAp9tU/YtYqII1jr7YdaJuyXbBfp64xTf6pBlsoxAhu4wjm13nDju+Hb2uTbGTh9nGlkjF+NypyJbiLN1cB3c6vq2WWTmuJjRmFq76ZQ7TvfBhWrSVqc60TFhlLGKwj1lYxWFYcNO1649cvois7c89IZlxScg+Mi3kf9AGCJMDCIOPu8orpuL0l8XTIWFSw3kRd+C7dKg3BXFN2UMw0iJpSvbdZtuj8CxzoXK9l5/ccYVIwF5HVQoS7jel9pa3GJe1bjErMXeKkhe66t3DnZcBr2TSfWY1zhZEcL6i2xyuKa6X9llLrqWbbIAbn0u1GrjhlgCWcpBMqtaJiWpww7RpJ81jjFJ2gQmBk3svtxUrh3KIjPyVU7edP/DnR0edll21AzuEJkNG3a6dhVEZp9+4QuCS0VkpqxRfK6/oM6a8rtpYwLFJqyusrRsPl3qSPuTvhfrLrGxe5m3hTPFBBC7GM0fCkuvkeHkEBL2ACu+nVXGop9zG45tS6e6LWLzbnwdN7S9iALek7zsB+9obNkf9fQXH9f+4va1MSIA3TXH2n9sq3HhMrVTVC7dtWppvTF2VjeLlNyiRF74/ZnKLjOAKbC7eu2LL67gQVrJjHyIVMkMkbmVcSG/BZPPnQB8/saRVTLb/0o+CjtqBneIzIYNO127KiIzE7aARD6mFZdqOkFGN408cl99RwHSZjbX6Sdj8yi0VVLMhg7sWexCKbnIalHengoYRIZvzScsWmJcxc+l/8UYZSzbVtab7fm0TeKmNS5ax7cTEtS59dbD3cdi2+IzUVMcDzte13xlWz3XVLerrwO8FxXK9DxTDl1eTyEunmsgzwGAq9LClS++VK1MG7IzrV7JzCsAKpDW35dUyaywyvp+IiGRSdrEuQN417XjEZmdoh03gztEZsOGnaxdBZHZU0Vk1r5clfEiOF1JiEgiLX2F+j5TdhM19on1W3dGBisRTSIMF0RmEViYhCfkBhtxmPorXUcWLyFJ5KpjnMfLs1vsbJe0BNAVhZVhF06L67TtMaHLfM8Mhnbi1w6LWoHU2rhdBnaNHabFKV62DTiRS1zsbjWu9GXXcWczR4DZ6cNWUECc9/LAtKwFXsxLW1VAHuc7rYxdZnLBNoYqKhPO1u3E+NIrX9s1wD1lzMD2xFZROGoKdIjMhg07YTutv7Vdu2/ayHdzW5+TqhI7Vi0LMM3AQ3zO24nz/4MvAY+KiKpx6Q2ggCa409Oup/8LoIWAy3qAaA0k7RNXwdlaH/EQ6K6Frxbu+IxtXKtQtmPc7hywo7/6eyAAcQ2gpjhgkYnS8/Umm64v7vh6cXHsGrdyLnvOfeYHLKub6frM1VeXlY5r79r9GuJ2D1ysgytxHu8HOsYRgM206ezIsMuyo2Zwh8hs2LDTtWsPP3joKdx1e/SB14PocwC19ISZYaKx7ZYs11aBb/u/PcPXpYmaqHvyJZjsqzs86zc/yRdxZYcRQCJZaAStTsI6fdhbkWHhIaRc1rQslQIFqmOUcQOrW9dX1V1brPvaYWapNFywvyuItBu38vVTiTwtPkB1p9YG2iOuu6mC3Ho84vx23RBQeNmjktm+Pkh/caguC8y9OPK5xDFq1bIwRtqtScDv5E4qc4q+biUzE6p5Lm5LR2hCNEtbmPT3go9OZDZWUbiHbDuPFIVhw07VXrwCKQqffuELId3AuVZjkODIzpcCC/RRoKYc3Ma4BXcqwIPzGBFxBj/r/6E5gwKblWqkoYTmobnji6Pfqq+wit3dWXOVuXRZyDpGHL8HynptC2gM9wZdIN4Ft8Fn+1HaJjZyR5yFcNmn+Eb7LKwlh7bm490+RplLmO+ikF48BqXtYowwv1CbLIB6b2nXeryn0/mJioylV7aKZx7UxGUcfk91DKTqeppFoXMiAJ97cVQyO6QdNYM76P9hw07XHn7DFRCZve7t+OyN58DMmDBhVlxqVKNzELoyAomvfaELIxurm0EzEyf5FH1utr6uFpRgYZ4MJDhLm5TtHNnSUiMtsL7JAiDQuAjibO6c+1j16Vgc3pcha1Uyw//KKNa2wUcxDt52mWuZj0s6GCGOypvURe+AVXBb5xfH4GX/i3albao81msbj0mIj3Hh0un66hiLymP1WIVxYyWz7hgyAE++YgiBwEzApBcM+/Vpc9KUm1aNjCUu+uyV2s5EX5uiX3hVXAmGLScGAO+6fjwiMwaNSmb3kg2R2bBhp2tXYZmwz994zoEqGA3hIlQyY6jS20goLROqS4UFgKogspkjmpqrmB7nG9AL9JYhseJLoDFvqyzdAkCV95XRu2ULDCCXcVfDIyhWfwHaFw1XnQuAWHf6NfoU3PfAZfegCshK84z9VWCvm0L73j7WS2IRF8bl4rP4lWMTxWa5rY+g5614FseC9WSkY8oyPicflTFQ2trKJpTft1fNlfdXn4ZQufL6xZe/hmGHs6MGuENkNmzY6dpVyLF/YDpDWw5MKpkJfdVwiPCwBGwD2+hIUl2qJKcCZDn57AsYVHCGMFTJo0uUxXOwRGSGrwNKNPI3gL9bxXc74yMw5v3iVrfX/uo2+LbkD/0uCmz1Ltvb8C3A7Up8ZLtX47F+bBfg8zZ8vYF6IbZhKo7iWx13rb8Ux5lGJnh6zuQ+sCQBlaplfj2ruLP1t0lx7bd1Kuvg3n9kT5nHOrjBiOhNRPRjRPRJeX1jJ+adRPQ/EtEniOjjRPRfhG1/gYieJqKflZ/33eL4tzP9YcOG3cP20CWIzA79N+zRB18nlZIcYkbRii5nRNQefcqnMLfsI/WRbySioM4PfzNp3Ue2cCna4voaR94/y2dOfYXuLM5f01q2sR2Q+u71m5jATv81LvnFjA0suxw/cB2nGyj9kferOaczO5sZf/IkSlynbWbLc9vFfNZAbee4LdYN1p+1FSFqn701hLWSWTz/pS2Jb3FeTLyV28bzT0C+hvX6tHHJ8UC5/tI1LovW0hQqnnXmHq/hJCgDt7VvY8Uz/X2t+0GMNz5wXCKzU7PbpUC/D8C/YOb3AvgX8rnaOYA/w8z/DoDfAuBPEtG3hO3/NTN/q/x85FYGHyKzYcNO1y5JZHbQv2G/IpXMAGds2wd95488OVUt68QhiMLMJ/0y+ycDZXGMMCkOrJd3A++hArAsRouALsVx9qVttKev1/ZWfHlzF3he2HbNF0F5iCu7vyxBvNaWwlDsvroDth8dEBzBc6+/dAw4ber76NZ91hWFuZS4dDMgcZpCwKUtx9+U9LvDPm4F5cyS2uO/SyooS3PnBmLjr1VcJswElpUJjudHthOAp178Eo7FGMDMdNd+DmG3C3DfD+CH5P0PAfg9NYCZn2Xmn5H3zwP4BIDHb3NcAENkNmzYKdslicwO+jfsvY+8vZFKQGNwlZgKSbLtq0EZquhDopqsfaKflMCKcct39qKMGVFm0TQ+kmTWPIwbmbDyPi39pP4iOlIf93xpftirQln1pa/ZyBjumMsuppOKr+5vxFo9YnFX28X8UsPO585+2LGGYbLcthyP9BreU52L+oD+TnZ8KtwjwMRj6VqwcyTXkyRWU2mbpliPRZ2/tG2XM3mcjsmU2rYUBPIcXVKfHwO91mnhC/OU7U9cfwuGHc5uF+C+lZmfBdqXAICdZ5OI3g3gNwH4yeD+XiL6OSL6wd7jwV02RGbDhp2uXZLI7KB/wz5/40vGEFFhk4i8jKiNH2GpiVmAuCzSgjoTFKIlRQFnERvrldvaNqUwcxIvQBmAujWWLM5A2Tf7EP3qouJjVIySh+ps7O35ytFYtuv1V9lN1A/7+WzXK0vZa7troiuANM09Hl/yc2zhlNstqonF/gqgTucq+kIf6ZqIY6zM35hZm6dezxy2UbcfXRJvcY7Ir2dtN2sfcFBdwTrgwjMKvxPu06HZxvFMCQ7bRIQmvi++/FUck8083bWfQ9iFoxLRPyeij3V+3n8rAxHRwwD+AYA/xczfEPcPAPhmAN8K4FkA/9WO9h8goo8S0Uefe66tLTdEZsOGna7dqRz7e/lv2P3TffId274cJ/tyZABzWKs2AE4Ftb4l+2Kcjy6bODFhBlYX6JHDZ5K4JXDmEh0/VbDZYwZT3IpvL1x5C/31rIKzWsmMCeDC8EamdW3f7PBdUPFsrV3tewkKS/zafoW4BbhONzS7O+gB817bVMyjtq3nZRHXmUhv3zpjWKch3m4cCSn1IE+C/C7E4qj9/nXa8gxfA9ecXhZbfQ9O93UmOOyy7MJVFJj5d6xtI6IvEtFjzPwsET0GoJtwQkT3oX0x/G1m/oeh7y+GmP8ewD/eMY8PAfgQADz55JMsbS6a/rBhw47UHrxDIrN7+W/Yow88gmlibGdZOYEDu8Ttb5xWMiMC5hmwL15leGfr3ygqmhU8yLezrtsZ2mr+oZBheWD7RicL0LUdzBfbJlQREbR5vNt0UGJAiQ+9rlUyWxBxpdudQ3EYQxk+DjG0jFNfqp9RJ1HBU51sz4cdccpa1p1YuReJcRTj4hxvwRfBP0UfrfsW/a74CFhWI2NKwjPrW4Rd3jbceNkYZHG9tioE8xQJ98HWr2UTkVHyCUMbqpYlAVppCwJed/8RreV9wFzZu2W3S4F+GMAflvd/GMA/qgHUUOjfAPAJZv4rZdtj4ePvBfCxWxl8iMyGDTtdu3E5IrOD/g37zItfbMsPhcezQBaUea5j8GkHnYpntRIZAptrYAActkakygUJSlxwxzhlFCF7YP9FUJjaehc+qyWTx/v4uO+rY1zoy5v7AHxt7j32swLUfXyhrfVHPo6xhRFwcu7P4tCPS/u2w5c+hnPHt+Crx2mtalmvWpoCfQ77jyAQa4GlQhn0OpY4UtlZ9EF+r+T3LfjsGme52QnisSgyiyfFUuLjwZL7RsXbT90YlcwOabcLcP8igO8kok8C+E75DCJ6OxGpmvjbAfxBAP9hZymdv0REP09EPwfgOwD86VsZfIjMhg07XbskkdlB/4Z98yOPZZGZvE7U6jPFtWmjyEzZryoeiz4ismXGFAWkHN7gsxBD0z4mCT1F3k2eg36k0Me0ts1/NFS3V0HVTh8hC7GC71bFaImz6vSX2hUf98bFMq7XX/KVOWCSmh+hP5Lx1oRndiyBxHgj9lN8aVOJs3MHZC2W+rCfzzsrcwZMABavk0VbhAnoKKSiSr+iKR6AMCDbQSOLYTtg+ZqqgjILY/fF67InPPP9YDxx7XhEZoy2Du7d+jmE3VahB2b+CoDf3vE/A+B98v5fYfnrpXF/8HbGHyKzYcNO1y5DZHbov2Gff/G5BmMF0LYvcgZz8ymzRNSW8NHHoCxxbRvJXBDQDTlbGY1iXGbMKtDLbJ73SSttY0xlAmu39WBy2L7L17Matyu+R7T2YnpE6+rEKX/s9n1BW+5MfnE+im/xNDn0VwVlyQLA5D19BTMu+97li/ONvjKej8ttjeXevAgBBcMrlK2Nb9vDKOmEhulEfCzbLY2BvJJZA7BSxUxz5sN2MqEaRiWzA9uoZDZs2LB70q5Cjv0DmzM4pJowKZCFis0mTETYcvuijQDKExX0S5wCChDAWRATB/DrHTWfsX4Bhbb0CUqA13pNcTAmjcGeO9yNK/3E+SFgkR2+BXIvfav1xljdjxWr5KH1E1+Rt/VuLBbW8aU5rVkFijviOHWK1YNvx5hyW+rEXdh2xWcbaoUyYDlG9dX6yoDd/OX+lj4TmYVl2yicIZumumJBFZ4951sqmWnFsymkPuiBmaS6mbZpv9/HY6eWg3tcR7/YVfgCHDbsqtqdEpndy/bmB16HiRgzXGQ2kSxxNBMmtOpWuowYy3PrBB7FLB+RAJp1o7Jh7dub5Fve2DRL7GRLgUgEl4GkQiHakmbkrK40IkObEUYAERgFEnmBuXb51hjSi9qu2Vp/CfAgsLp6GCLt2AOP+04sDkwFFDoaW4LmTtvFjqz45rAfKbSuP7yjP2dTPW7VF9tO4XOan4vCtAOucT0+q/Tn+8EpnSMKyWxKBIBUZMbA5CysicxCH9PUgPE0uW8jPkptndV9/f3XO5Medll21AB33s6HnsKwYcPukl2SyOyg9tkbX4CumZkqMcm3e/uiZoAnF7kEhjSiJfOFHAQ21AS0da50jAL9CCas0QX2Uxy7iCwQVlB0W7c1nCL9zw50c1vpGv5+8bbjs1WfKpCs/ZVt2qbXdsE49gBs6TIBwAp0uePrxe3h0+PVWz2iOz+9gYkx6PtAwa/HgZasJpe5pLnt8MU565tcbpnt1X4LNOWG9Ddgra10PPnJ5MDW2rHS+62JfU6y1q4JysivjcbC+koJzDBmVn9PCNpf+YWYEApLAM/cOL5KZqdkR/2Mf9oc9fSHDRu2wy5JZHZQe+/DXslsavwqoshsEj8Ay9NdiMLsg7p0uxeKSEt8gcL/bi4os56E6W0+ImfCfGiNV0aMiogrtFWWLbxfCMXQiem0WwjFOv2tjbFTeBaRePGlo1XmtlgPtzPGTl/tu7NvBCzTMHp4pPoo+6j4KPgSuF1pa0tnUdgNvwxyf4AxqXGMRZAizCjUQrhiuYTWtvaxCM/QJhDjdYuLMcu1gXw9GoNLkGIpXnGwJzJz1pfxzmtvxbDD2VEzuENkNmzY6dqLX7uUSmYHtc+99MXAwTrjqiIzAEqSCoMkX/uROApxTlGSAzNta0FtQI5grlJx4iObABDTFHQZM8t+SGN4t5BHxdrW54zEoi5Y1471Ynr4LsbW7bEP6vmmTnDPhyVJa/6wbxSDO5NZVOjqhEVnvRGoO9MTlN2qyCyCWy5xlo+8Mu5iJYmwC3ku4Tq0tmUCFLdHhBtY3TqWpPfoe8fASkVzmLNyxkBLKYCJxZY+PducAbHFBREaPEXhi6/8Ko7JBoN7D9kQmQ0bdrpG02n9se3Ztel++5IEtJKZfGliBlC+XM0Xe+FVn4Km5I8+ir4MIirSyhWmKLTJ7gqKuuMutvfbJoI6vI8ZBL4fnf46vtXx4aC1C7g7zo72KRLlqQoa0/IH8Wetvwt+DWzOPXBb591F9f24ni+C3zh+11f2xXwpjpfz6+xvt5xyh1rvjkHsWTsxMpwnvUPLN2mSIrQ4J7OlKaT7Qm7lsLUBAXjoyERmp2ZHffSHyGzYsNO1B6+fvsjsjVrJjKOgTMClVDcjlhKg1CqZJeEZ2NaYZBWKEay6mS0ZRgyeAVUSaRwJFZaLCEShmGwHQBoHGFu1Wt1M+nHJGi2AR8RaCVNXkNs5btG3i60Ns1uN6YG+CIgWoK4HGKOrN7k4iQisOqB07x2oNyoVxK206bWlHXH2om1qyeLaVj+WOPVl9pVusWoZFr4YhzCup9uE/nRbqFBmr51KZi0lQX1+IzkF31Jk5r/Dj9x3PCIzxulVMjtqgDtEZsOGna7deP70RWafe/ELJu7y2mKQ72yR2BhVxACm4gMcWQbaTXIHWIGqoYaImlpb76+9j1kObS5LpMWAx5lH+1CfI1WG5w7HtpUo1m3mnINPu6w+G2Ppi9sQt3fYRaKlH+zsIel7Kv2sIetoCzS/x+cKRimcOT204bRTjY99xja6XwhtQ9xOgRqt+Dpzr6xp0Cu6hcvKL+d4MltHrBPVUrsQECnxxqdqf1NYJM/UY+GClaW+aOJ07FxQpqkK7feBJj/WkNFieo4d1KDjnAh45qXjqmR2qIIMd8uO+hn/EJkNG3a6dhVEZt/88OPYENKPisyUIVXGaCICEcsrgrBF4uA+QPrRgfTbOLJa8DgCiRiodZxzPaXNQjC2Xt1swRBaH3BBl/zEvE3bltoW3xR8hGW/8XPwJXFTry3CZ4S4uj/Ic3Yn+hb7njq+tbYdpnguPgpru6b+6hhU3FTAbScu+fSHO3Hq6wntCG3xDsrj2ufuDUI8AWzX2UKopp3I70UrjEJyjIOE0pFu2BcXnqWcWjk/KiibiIzZnab4exh+JeRnIsIkrG4TjjKeuPY2DDucHTWDO0Rmw4adrl1GJbND21M3vpgwQ2NTo8iMpWYr8jJh8OQAQwoB/Ch4MWFaYK48QN8jFGpwNhc+HHpoKxaSCNq3NIde20IomsWVy3q4z8aI+9mLQ99Wx80nwIISQwcsxGYc42LHayDzFn0cx9fT0dvhWFxgDaDGJrG/4NspUKML4rD0pX0xn0cmYVqdq/ko+MrFsdg3fRzgzK7NjTRZhtM+e367dsfFpwIy9WkBFq9YZm0otmnrWX/x5S/XI3PvGg+R2T1lQ2Q2bNjp2lX4/X7o7H75QpwBmo35iSKzKX2RzvaFm75gERfKV+P0mZIvgFv1RfBR2kYWL4l7doCn6EtAfOFbWuqv+ib0x93RNu5HnSv1LrML5lfj0g/fhi/8pHlUBLkGqivSXwOjvKevjLFXWwRfalsAKvJNjfu4018P3HKHAS7XFxqItbQX8jheDLOQTELvZCLe1rbpfkhO2hRALgN4aHpg0eOwy7OjZnCHyGzYsNO1B66d/pfDG+572CqZNV1LS0FgYsyzVzfTNAVlL20hegJIGV7IFzGxiMxSbVJ5vk1erle+oT03tvl4bgyxi9a4Uz43oAP79g+0ps0FjY0O++HcL6UcUmuk+9g5Xn01/RLXrbK1QFk2TY4BdeKQdietQWvxc2eQFWC90xcHpE5YYUl1P2JbQmlLLkaMvl6cvvZArb3Gn11xakVQlvYj+hbCM/Spt94cStUykpQCO6kKhOW6m0I7PS56H90TmdHES0EZ9UVmLb0oitEYD9/3UGdH7k1jDAb3nrIhMhs27HTtKojMPn/jCwACAadUELcvzvZFHR+Por1aA4UkIT6KwgJjVcGB81XxNbOzLP8STVf6MNCd/1swkSD48lgrcQtQW4ZOvjKXyOpyiFsu85S6KnPvB3DxLYDgjjH22l4BYkDoTHk/FiKwCEz1EtAuChi1/ZXLxK+scJyotI399cYI82X4OY5rLysI1e3xWnAmVa41iv0HX9ppluW/2jYi+d1RX9ozGN618XV/4zyZffmveFHrTULnbsexczugU/ARgGdfPi6R2anZUTO4Q2Q2bNjp2lUQmf3aRx7H0y9/ATM726BfwjPYWF0Woc3MjCZlaUZGR072hQvSB6STfG7f5CHlVnQ8AcloW1B6ROxV0ew/GKrSPiKWnpAQWMTXCF1x6K9HCNqHOQzNJa74Fn3odjlEZPuIPOfaX42bUUR3YX/0tUd8lbGSv/ZV+w1+P1+5adxZ6vUX9wv9OGM+5RKy6cW4um+9bdQJ0f7I++vtB09hH2sc0WLJMGd/KcxZl7ZDK6EbTrDuD4NaCoG213SCSY8TuU+PS7hoSNoog2vLg4FNlJbaAkdXyezUGNyjBrhDZDZs2OnalRKZkbBVUgarPdYXACjfsTMUcDZkothWQSiHB1riSVXElmwju2BdgXFCwc6sgSikKVDuxsPRYIR7ObWwUWF0WunHWgagE4Feb9xqkVWMYNewPK/Exw5jXK+SmfSn4Cz1p+PGDSEuFrOocam/DrBM8aEfA3K1HS3j6ja9oVqMS8AC7/R88MMShWOL80VKhdZ+/ARz3RaFZZSi84mMVcsMDDswhVUo80IqQKw+FrAzwWJ6+e4TPFUhi8y0r+bbEONLxyQyO0E7aoB7FUQow4ZdVbsKv9/XNvfJlyQAYYJm9i/XBlrIhDKNm50wEbC17/7mS7mlhiMyI9ucGhhWpjVwq+V3w3NZNrgsjHEcw9lhBVfOzrEhHY7hiP1JXxrHPr0FcISPEcGxgpJMC8JWFwgYJvcTDkfauBK36L9uj4elg8Z7QL52QotB+3E77YK4BRAOxzOB206/nDqQ/grgXgDNtXEBK5e7GDcwytaaaT03N/Tn48eRq5UTSECojmJAGGgpOFO5rhlsgjIvuKi+9spgXDsikdko9HCP2RCZDRt2unYVRGavv/8RbCbGPAMbNHDbqicxeJbqZmifJ4L7JA7E2Ka43H+3upkyqNAs3Mldimkr6poFDrtSDPaVr2MA+qA4gRlTnIem4SHyMi5sA/KHHVAlgxrqjBHmUPtZgOle3AI4rVgvqIJj8v1ebR/bFN/iXNf+9oiLx3exAkcdt+eL26ZyvsALX78aGRYiM58fmw8gS1XQuc4EXwFD98E68La+zi1b/FJQ5jdKRMBmAjT1QOM2QVBmIrMAaDcy9Mbmybh+/+mnWd3LdtQAd4jMhg07XbsKIrOnX3rWvotZkj1JASccgipANMiWgExDr1oUorFOWlIpUGIGagm+4kGobiaDMDwuYpjGtpHTxImdVB8Fj6JlCn3EeefxfA4ZtPZITQZ2VzyL84sEtnao2Bx+KOpKEYu4vMsWlvZnzXqgtfe53jsgnPsIQlfiFqehE6ef9dLZp+2qsC1cXhAQmc9xu+5iYYyYh+uXiKzcESbnPnaGfmKvJte7OEJ1szjhtq+7q5bpWrm25m04KJP+2smvDgkw1qwLfQqzmRgkYrMJwBdufAnHZDwY3HvHhshs2LDTtasgMvs119+Bp1/6gqQleJoBU3z02b5mNwTwtqUjGM4kAqnIDM5iRZ8yYFrMocFhBIQgiZ9C95E0coDdEAmlXF5ZjingiAyHQy+xQrCIxvx71FulwhGLnsKHKPrS8acAeBXjRAAU7glSTByj+jtxMlETRKV820oZR1A6h/eVmV1B8wlABuBvuqcAGuOpjP3Z3Eocy/EyYVdsG+cZ1hxevMaPUaCmG6SiWBSALQVlBJ4EyOoNVPXZel7xZEq/eonbPoaDY4UeRFwGrXgGB8hAYGllux5j+ZnkOE7RJwwvTU0IaiIzAc360OQd10cls0PaUQPcITIbNux07YWvnb7I7OmXvhCYtCoyU6zRvux1TVNdtouoqZ6dtQ3IQ9mnCEAFLKXqZohxEW2ljpI3e3xMZ5t3+BSYBzPWLrVb2k7hWa9BBLXwfTeAw+7vtq0gOoA/G7cCVDhDmQbfV2RW2xakn0B6BMJr41JhX2vfek10wLCB62JxvDRu8jn/z3ElDuub/ZKLfRcFoInA4lzEp8yp9ufjZ0bWztlFVcsMwLoPlONa2kIRmVkbncfxiszmekKO3I6aAr0KIpRhw66qbc5O//f7oel+U2UDy6plWKtcFiomCUQJX8y7q5vFnEwFAgaIIfG2nFLxTciPsMWXQREbqDCfjRHjEOIotOU0bmIyi9m6ulPoS8fRuRafH4l4DDpt9WiqfyoxYerxZwEUw3hdML3WtgdMC7DNoK8ft+ijvu+cFzuuxXYLyrj4chzrpOt1UeZgvqnEEQpiKSBZAWfdX2I/17Vt3ruFl1g9/d8xQMCt7NwUfo8BxrXp/sUowy7PjprBHSKzYcNO1x546PS/HF73wMOYXmRQR2Q2B0GZCl5MSM7tS58JwNy+ak14hqgHV9DEmpcQWMzM3LI9q3ZfEwaxLEFG0GfyLAywraWruZbiy6sq1MpoWAjK9vUlQBewyIJh1raU+6vfGApXqLStQUyduDXrbYyNOcxlFwitYLDji20UqF8UhxjXa6txa33sISgDqCMy07Z+A9QXnlECt/nkcdoHrVoW19CNN201HWGXyGwiZ2VNKCaCMoIIz+RGU9fB1apl07QUmYEY1+47njQr5tNbB/e2KBIiehMR/RgRfVJe37gS9xki+nki+lki+uittl+zkaIwbNjp2o3nX77rYxz6b9izLz0LY4aUsQWjVjLz95C4wCIJ40nKfJLD28zw+he0V0drcQ1gcAC9bFuM1QqL5HPYLhu1q9C2gB5SUM6LJhUwcey7E7dgQ8OG3rYu20nh/UVxu/pD/dCxHmjttQtxVvkLsMpjCQyW/i6K6/aHdR9iPLCsUCbn0n168+Nx1g8BPGlFM7ZrSMdNhyPcvNhxNuEX27hetayBTWX/7SmAjwBGYF91W6pa5r9Plo4ggLWJxnS7XqIcBGfymWdsKBd++OLLxyUyOzW73WeA3wfgXzDzewH8C/m8Zt/BzN/KzE++xvYL22w2tzrfYcOGHYldksjsoH/D3nP9ndgQYwPGBo3FndAEZbr00EYYKPU1hbZ/iU5oQhdlliZSMQ35l3REa9IfTfqegoBGG/g2ImHUlH2Fx3m8/EyxrTJlZEND5kIlpSCnCZDlQ0ZQrf0h/HBtP4XY4lOgVX02l6l8jnFTp7+p9Bf2Mb3G/qeOD5029b2MzyjzqMtkaZzuR5zDWn86HGVfbBuPs7Of4ZTZeQ4gMM6F0ESK1M6/rqmc+iPvd3EelcEN1xZAcg1Xn7yGa2CK/eluyedpEmHY5HNpv2ecBGXTxNbnJGzuNPkSYZPs/4Y81egd145LZMZMd+3nEHa7APf9AH5I3v8QgN9zme23Y5mwYcNO1i5JZHbQv2FPv/QMgPhFriyUAEE0X/vqTBjQMVD40lbes32ODGiHYtxHmSWmuYXKbBVuL7dX1ow6TKe2LWPXmSQGV329/lZsLU5ZxVX2VcaYw1g2LuW4Oieuben2fOnGAf6eqdOWwvwiUIzb1MelvzIelfHScUFvfzn4aHGsEnMa0LT3p6xrPLZ6DUXWtzCr4fcljxUAs+2CVjLzfYp57XpQongM6Fctm6A58e7TJzAT3LchxpdeeQ7DDme3m4P7VmZ+FgCY+VkiestKHAP4Z9Suvv+OmT90i+27NsV1dIYNG3ZSdkkis4P+Dbu+eQAqjCHMjX1lV2tvAUwgzDSDeEKtbmY5qjQ3RmwmxDJgE9qauLb2rbRtsEK5NLR4QU1WxcnWlApouu0oFD1YdbO5xSVwNDsXGFlBbhOTpcwIMSDXkZAxdJ1SnWjeRXdXRKuARj8y0jJai0Un4NsoOkMncY1XqnG1rzvkq3Pd2SAcTrsr2rUd/rkez8UY9srLbSXO+otFHHh5LVECvfLaEZlV0SFF36qxAPYAgMVfRZoEv4nTG0Mt5hDjJ0vjYUzU4PlU9wcuNjumSmbAFaxkRkT/HECPZ/+/3sI4387Mz8gf/x8jol9k5h+/hfYgog8A+AAAPPHEE+q7lS6GDRt2RHb/HRKZ3ct/wx6572FsiH2ZVA6VzJgurG62IUglM8KWYczSrIIyBF9CPQKQg/BMgcYkD8Z8DVw2QNfwbgCeiOIxdkBlCMcBuRGHFAMCWObkSYDXAW3uz5YOC905QM7Hn1Pnvn0B6HSehdlNbeXjSmE3LL6auAwh52Nn2zhe8VGZC6hULSssbYzj6kM43ujEh35IdiQxoaBVQVm6EwgpLmmfEriV9yJGs/QG+HJ4Nc7YV51jqHiWUhTQRGNtKtzfJv3WtARgvWoZBR/A3h8xrt/3EIZdbET0TgB/C+3v9AzgQ8z8V0sMAfirAN4H4AaA/5yZf2ZXvxcCXGb+HTsm9UUiekyYi8cAdDOqmfkZef0SEf0IgG8D8OMA9movbT8E4EMA8OSTTzIwRGbDhp2yvXSHRGb38t+wL7wsIjMAsEpmaGyogkK6qLoZpI/AzRIhVzeDFGooD/4lLiIPr3Tm8do2UKkJgNmcuIO+WgdGQ9pHm0KgVKX7VA0LvlkPkw7e4/Aitqt9KIhMQDjNM0837UoPeHba1jgF4qZlWulvV9vFuMHHNf+3jtubczjki1MFJMZYj3ScX4oLNxkk+br6pMERuzwXsBupvPKB3d0RTISoRR6YPL0gsrGpBB2FfhltdQNbSUGedFi8DpkFZdrlNHGcNvpVyzhULeOubwPGl45MZHbASmbnAP4MM/8MET0C4KeJ6MeY+RdCzHcDeK/8/GYAPyCvq3a7zwA/DOAPy/s/DOAf1QAiui4TBhFdB/A7AXxs3/a7bIjMhg07XbskkdlB/4a9+9o7cSZfhmcEnFETmjVxmYvMYrUk/YliF1shASx/1JXnhDFZHqc/5K8Ivsm3QXyRgfM49Ye4IDKznyo8C325gImWYi/Cuk9rocrnJD7Tfjs+e71AoGaistq2vK/jRsFU6q83LkpcHDMK3krcmmgt9YcCHqMgrrYNPgeo4ThEH/zYJB/lOMAvWo7X4g5BmR1Taevgtm2gem3pQQzXqsWF6x5h3GkSYZgKyurlqqkIk+fZpqpl9vtHgADaxt4qq8smBCUwHn/oMQy72Jj5WWVjmfl5AJ8A8HgJez+Av8XNfgLAG4RUWLXbzcH9iwD+HhH9UQCfA/D7AICI3g7grzPz+wC8FcCPSDrBGYC/w8z/dFf7fW2IzIYNO127JJHZQf+GPfPy087SCdXmj+RdZLazuplE6Ze1+iKT2WM6kzdRfdFaa2Mzg8//196cWUZ6xyFmuTW3jf314kovKmoKcZa2EPciduK70B0DiMy4b4zHwOKNkVz2nTv0OIpx9X19lff1sf5a5TEbLvposXmZJlB8XL3qK/1yeN/8y+ILgAvPsvBRX52xTfsGBZ/scSG+gWRlb71qmTKzUXBWq5YBoRCKzLtXUKVftQwAzQZidVkwojkzvMR47pXjYXAZ98Y6uET0bgC/CcBPlk2PA/h8+PyU+J5d6+u2AC4zfwXAb+/4n0HLkwAzfxrAb7yV9vvaEJkNG3a6dhkis0P/DXtk8xAmzGAQZjRmaJb0BGVWJ7jwzL+0CTTPaNm3DVRMAJinhq+I2zaSfFx7JN/SIHgGXBTmwEJ9ln/Lzr55JxxQSICW9mj8AuGZise8ZW4bEdZanE0lACYTpQXwF3dDfBeK0RBvOPrWA4hxYxdQ9zqJYHzt66ymF+g+dEB1xScxbAk8/X0en3fGUfSv+rRISGwuRy2lVPR85b0A2KVxPjQaF0H9SltdAgxye+SrHxgct1xa2G8np2suCc+sn1Z5cCMCtGubBzvzvrL25riGOFqe7YdiABE9DOAfAPhTzPyN0n7tt2jVRiWzYcOG3ZN2/4OnX8ns+n3XcDYx5lTJzEVh+v0cRWYap7mOmBsA3SJ8cbNXN6MQF32xktladbOI9NJiZSY880fQDi57/XlTzZO8sOJZaBJBlDLZCZRFhZpCqUTreljaNY2DvzdGmFLTDCoXE/N+8rzgx6X6sDKHOkb0IftsP9VfvhIpxvX6KP1FcJtEa7KdgL6gTM6fzmFRoUytrscb+7N8BzbxmKYeMGDiMQ21V8u1xWJbTIcgSJWxkKoDZKHYJPHmq5XM4FXLgFDJjGZLUdiQVjtjXDs7IpEZIz+5uPP25bKGeDIiug8N3P5tZv6HnZCnALwzfH4HgGd2DXgp6/DcLRsis2HDTtdeeuHuVzI7tH3plWcB+TLUKmQklcps7VlqDBIJO6QVz+ShYminfXDyVT9JtTR79FsezxoINfDg7xXqKntmVckga5kGxJXXZg3MWmQKrTeNaz/7VTyLvcRtbOMlAFiM66Y+Sehx0l9c3WwBRmnp6wLePX06ho5rXGGZi02dw5wpxOnmMj/fN+vZz2udn/6wt9E1andXKJNtddkvYvAU5xeqkIkij+2adZ+d3ynEa5wAznjNE5rwq6YoRIDqgLcBVO2jtY0VyqJPpgHI79OMjfaH9vv75Ve+iGEXm6yQ8DcAfIKZ/8pK2IcB/CFq9lsAfF2XaFyzo2Zwh8hs2LDTtYffcP3QU7jr9s6HnsAXXn4aM4AzYsyCViYBCWcAZqEbG2jgti4uAKMU2R4IOxhkbl+x5Dm5CoScmQuoygCjoypiBajBB+PQhGxrbWf1TO4zMlB90YLPhigxpPsY/B6LPAaRM6wBKdZUg8SY+uEz4lB9qa8Qp+voRvyZDhtCW51fnO9FPgSfWohj5LbU8S3m5KdjOW48qBR2Xo/nhDQWGODJT1f2eYWyOH5aLaEwuNZPiGMQMLVBUya5+gx8kwBardznvnqvQSLGbIC2jTMpQA1CzczCtpjq2wSfsr5RZLYJIrO3PfR2HJPN+aq+TPt2AH8QwM8T0c+K778E8AQAMPMHAXwELW3sU2jLhP2Rizo9aoA7D5HZsGEnay987cVDT+Gu2xdefsqABwndaOkJAZxFgMIaJ0BX4yj5FPjCwZn1BO94lyXQyXVDIRkLkhSvMnMFoqZYDoAopku23cxtlRlM2AxIj1ZJWisQj1OLqQI7xWgrQNFelf2MwDTEL/rZ1R9ga/TWmhq1TW9bHH9xmotPmV1v4xeYs+2U4pdgmJfbw2SU5d0tKAs+yyt38Olt2X8/9G5Gj5G99gVlCoQJCAC4E4fyo9uATiWznk/EZUVkNhHjyy9/AcMuNmb+V1i59EMMA/iTt9LvUQNcGiKzYcNO1i6pktlB7fp0zURmDMKGmpJ5kgSFmbZNeDYDxM3LJGK0WaqbQdcUFeGZiNRAkwjPZDACgLnJ0qiAMxOewYCAr4erzJr0kcRjslF8rpRXVE0GhGjRNvQnxgjbhEG0eWrisbKK8pKYxsCuLkRo+rpLjBZPTkDwFQ+an0o8Ov3saz0wvPa5jkErcam9A74aF/OozVf2FfF4TjnOjmMEtWvAOLbVm58Sx0Ba7st8ds1JewOuyIKycN5srVsZX9lV90nqgaU0hApl4puiz9rO3lb7UZEZWhrQ9c3xPIVqN2ynhamOG+AOkdmwYSdrV0VkppXMNmDMTCZSycIzLERm6jORmflaAAcfFIOGtuoD0JhSBSSR9lV1jsXBWTcWbtYqmcHK73Ja4J8NG3Urnk06hShjUxBKxlorgGl/9f1vv+aZqlu7T4v1G37jAGidEUaJsyEUNEeQHuNqPGB1M9Lx4gt8sYuVuMTO1rY1rm6LwLMbR3YzkcBp7YdKW73eDCTDcTKVdoBVKOuB366gTPs3XxhT2yibqu913Vr5/SDKQjEHtK27KjLTOBWKLaqWTSEdYdIlwbLIDMIOP3g2VlE4pB01wJ3Dnf+wYcNOy66CyOy5V58RhgjYGjMEEBMmkvxbsBBTbekwecgKUtqSJmjVMqc81Qcwa5xAw0B5xnVnlfwy5tZyJNoavA6yWhsW+lTWPgg+7VGrWbmvW/Es/hmXIb3eWgayNk9FsTHPQNtGgFjbpqO/Y4wY1uFRLE6nH9newCYvwO+KLxZ/qP0h7iLl3Y5zSXHgku7Akgri14EdsgA2PQ/WASMYi2ppEXtbDLUbnbZEXTiQKj6TC8ziFOiixVjqRJpLYGsj4JV+2zw9RqdMIa+W5KYoCsp0zhupS51SC4JQLFUoQxGZBR86cRsCvnJUIjO6J9bBvZN21AB3rIM7bNjp2sNvPJ7He6/V3vnQu/DcK5+XtIIJs6CLiWaFuu1LhwxqokFXQMVlTPag15hT5U0JCgBIWF3CTEqailhNLOVlqpJI4gxLQ8Gn+nL2LYX0AROexQD1VeEZCeiNcWQ7nfpIJXR1nV7KcQT4o/DQhy4xFplMZZ1zXML3QBozxzkoR2abI34u+7DmYyz7s/Gx9MXj142zbeGmZSWOJ3iJYt1oIrNOW42Dg1qvPBbmZ+CTwFOOa8I9PYcB8E4hdSHeOEDn0jZOQYxmTa0KmaYUwBhhZW4JvqTepKI08vSFjfiioMzZWmVwZ5xNbbWEM/UxN59sf9uoZHZQO2qAO0Rmw4adrr3w1dMXmX3p5c/ZFzmFBeR15QN71Mpe8FRZMwUIjm2abw44ofWXgZFAYciw0rJaRWLRqMR4nOEuagUqNGczSsUWFc96qWbC2Ok+p1ETWJZ5cIwoBCr1Z+zhvJhLIrIUAIZ+eiKyxRihj1R5bIev11/ts5LDKVAjNS6OEcVjYZx6TFSwlQB3ty0vr4xOUvKuCmU5b7YIysK+ke0HW3xOTxB2FxHc8mIse/5BYWk8vZU0H3b4WERms7C5s8fp2JJ/e0YzfvWV4xKZ3eV1cC/djhrgDpHZsGGna1dBZPbw5hombLGRJb02mFqOLJpgawYwYQJRE5RNBDDmxuIyQJgwkVYyI8w8Y0Kj4nSFBZ7JiyNQAyE0B6ZxRXhG1KqgWR4snAnWtwaAqvAsUZTiI9khI0yF7UuIXJDM7B8dvgewxtarMY0Uv51XxGiRYU7Mqe13AN+VJdV+Kyi0bRkLRut9U619ey2eElcAS50xqNNhBeH6njvb9UDGcxpEghq3AO96oAyBct5W40D9SmbhmrMbpVjsAXq95Lj4XoFmmp6BX19pYYrgljSlQK+wLChb+jLAtuXDLM5zcgHGw5uHMexwdtwAd4jMhg07WbsKIrOH7ruGzQQRlDX2dUPtUSkz4wzAltlFZtwRnnETnrmgTMAmmmhNhWfz3L74q/AMEIwobWdBOKYxk3ETEoxASYFgFJ7Zs2wBw9KWpW0TlEkephEV7JhHfKTjGROsXYe//QVwKtNH/qm1pYxZbVQm0BT6jkMonlGwo7sW1vqtrKyC6XhsupXMOO9G754g+3gRV5ndmhpBWMYtwLCeu0UcLeOk1HM6gDYQW98z9GbCc2sJlMRjNudehbKeoKwjPJsCCLZcW/J2S5FZO6EuKON1kRlWRGbimzDjbHKQu0n9tbVx7z87rr9hYxWFe8iGyGzYsNO1qyAy+8rLz8iX5iwyMSmwAFniS7+8WblcYCsgQ1a8xcSELdoNvwrPVHBGxu06fak+j2tfzEyamUvQDFr7C8stR9LB6wXCMy6L9KcEVhTwxgYK7TF271mpgiiWggL1y5hsc/toncIRES/jzCJoLGSw76GOpWBTO4sBFMZVRjTHJR/cR73+rN8VoZj1l+OjT3WHfijkZqSKx2JcOA5esa5Y9JPewEQWNwjPbB8d4No8dFUDA74ByAoA17a2YoI+uYhpBAuWNgBfLfKAdmWroIys3yAUY91WfFVkFn3QimczJmopDF89KpHZ6dlRA9whMhs27HTtKlQye8e1d+MrNz9nKx3MgDxd1wzUqeExYtlKUsmMQdgIiPFVGPxBfpCZ6dJdQYymEGYrr5P0A+nbZWitj3mKaKht2U94llGXwekgAGNleKeMlxy5QTG1ATtSRBiIYhvAQFnE1e1NV4wWDwk6PmNcQ/vYr43ZgCcVn52DAFS7PqJuf442aeGz3dE3IQXDsPKtiMcI8TBnVD/BB43nCLADrYJGBkw8FqubaeWxRDOL8CwC452CMgXD0h/JNBQOVJGZgtsIaFOFso7vbHJgq6D1rIjMJopitMDqyrgTMd7y4PFUMmMeDO49ZfN2e+gpDBs27C7ZVahk9qVXPoMGbhiTCcnYViCw6klBeAbo+grKarV3LS/X20JiqvCst4oVAER85fDUgWleuqsyegUlllZUfBMcbFPqnQKGiuP5Cys7qpPWZmVKe4vRlBCNuxV9dc+KzwGxjEI7fNjTV9tSjkNnbheK1i4Qj6X+7FqQNr10+NhfAsTsr/A0Ap9pa6tAelVQFsaIgrJY+UzFYyooy+DWf3dcALYuKJtEHNb8s/2OkRRvUEFZK8UbRWaZwdV+Npjx1Vef7Ry4YZdlRw1waTp9EcqwYVfVrobI7GFMmLFBy1Xc0ITzuaUdME1gEYC1L2DJtYXk30qcP64mEM2YhLLbQkAyt+SHiTSVobXNFcUINEco2hIJVYwWwQdei/Asrp0VBWAhzkERGbkIawvrOAv1HcVawkUEW8rm6n8dMRrVy0ziElRndOMWvjD8HfNxZ+MSqy/uB9zHGdR2xGPZAuCMwNde851Drwqa9RHTIkpVuQsFZaWSWeo7+HS7A2l2HwGZzc2VxxSgxrgNCUBVkExemexsYjRRZkhfoAiehe21SmaP1IN7T9tYB/cesiEyGzbsdO0qiMwe3DyEM2GzVFDWvlilGhi8yhkTYZ45VTxTpk1FZhtqDKcJz+DVzbbMOANjyyRxMKA0cxsTBNjqi5yFZwxybHSrwjMTipEzcDUOcOpQ3wK2Pm7MHbUOtJlUYrM5xb7h8YnktQnEfN6wHz1GM/an4M1JyWXb1+iLbHFPoJaAp52TuE/tfSyqZvvcEY/N8fiSh6YbkbDdGWABo+XwJfZb4yiPYZtvR1AWfcK+qk9Bq4rHgJZSAARBGbU+1gVlc0pl0D6Uva2VzKaQyjAR4/7N6f8Nu5ftqAEuD5HZsGEna1dBZPbVV5+G5tDqQ3tizYLVDNj2BcuYhYVtSKh970+CIeciMmvsb8ttbD1N0FQGxjZRlCIdE5aNlKYFwFZHt7HDwGsUnsneUQSyFBEeDC269I1TXCIAe+Kx0FFrEZjgaAVIan5qA9GFBq0gGblt7G9ndbM9fWnYCCTLuBnw+oFhdRYxWpm63xiEtjHCCzZwAtRpn+XGzOZM4fhRjmvvdXZy7QaAnAD6HoIyhLGo59PfJegV66slOED2Jb5MlIYoMtN+aiWzGcRReCYssInMFCwzvv7qWAf3kHbUAHesgzts2OnaI1dAZPb2h96Dr776WbSv4gZIZyIDp22tBBLICgNhs6ANBtsTfy3125jWBmi3ANqSWYRzeOkEK5M6C4OrmDao89u6DQKJJhYhnPs4+JrJclusmC8CLFkdIiG2/PebBGUr/jSaT5CjgaLIEqt4TL8LGAHfqZgLznLGAY2sdMrScpAj+FZ8Vr5uCiZcAt881G5fAdJ2hDrgeiEAWwDkcMzTRB33pgNBsZkcEaNN1+KckWXZQNp/nR+FDkRQFquWWRqwicfIxGj7CMoiIwtQyL2dBaQGRjYIymyZMBmjX7Us+IQN3kCW8gPjbGrpChsScZnl4bbtjz7wOIYdzo4a4A6R2bBhp2vPXwGR2Vde+RUoT+tiFxeKqRjLcAkpEeaP5BVMKraI7N8kkNYFarDxnAlkF9MbwJMxEyGnDFxER9YAuuapW2AAK93Zs+RWFFXZSf1Y5qBBFL2VnZT9s5UY1qehKQ8pjjvoMk/KfbfKvayC1TirGKdLhl0wLiGcEzl/xs6WeBt3eX68Glluq0O6UCzefcSJoQjKgk/fT2HcwM7qaxWUtW2altB8U4i1ZcE6IrOJZsvUcLY3xoUKZUmMpmxvFJS1FKJY3WyiVsnsa68+sziW97KNVRTuIRsis2HDTtc2953+7/f1zcPYYJYlvAAKIrON+DZgbBkCdxtE2MjKCBMmMKlPijnwZCvgEjVeWFfVbTm5hHmeASkC0ZhaOBs7Acxa3UyevZNsIJQqaG1Tq9ukCRJtIweRWRajSX9xmSwTnsU4eA6omrKkHICWxYVAFla3tg1xwhH2wWigThM2r1694Yi4fV+MsAJI9ZVjv4s+dwHU3kC+bSFas7lz8RXaezEWu24QSLm0tgID5fgYF8Vj0ac3JlMcI4Dk6FOBWLv+20R0DVsIA6sUvgNfYXMVrCKkKNDsKQcGiGdsZG3bjYzZRGdekrelGUlfEt9EZqf/FOpetuMGuENkNmzYydr999936CncdXtw8xA2UxNxNQHYjDOaTNR0JqD0bJJ0BKlGpjiRRexFcPHYRIxz+aLfitiMicEzWRW0DQGgtp3QxGibKbO9M9jWGm9rZDYAvah4BhjbBfUpALX5KeoJCEvEY62JoqSGmBSchoxf6KNwLfLABYDlx++hvwAQKxhtNxZBZNbL6Y0g3CfjILQ8xmdgQYL2MGpeJsz7S19ra+CydkhFKNaLs9cOaA0pA9YfeenlVI2sjkGwGweLI4S2niqRRGbG3DZfFI+ZD+4z8dik4FnecwSoLddWwa36fT1cGLvrlcyyUCz6zoLvTF+npaDsTBjdDbY4m1jSFhj3bR7EsVhLbTotTHVbFAkRvYmIfoyIPimvb+zE/NtE9LPh5xtE9Kdk218goqfDtvfdyvhDZDZs2OnaSy++ctfHOPTfsK+/+lRjiGiGr90pde+NEWI0aVmLm5Rlkh9v635di9PW9gSHNluQsE7tx1krFeQoO6YMVvPNuR0a4xXXAmWwbTfxj/iYOLVd+CIw1X6AAsIKsNI+jPerpvvTO/m997oP0rILdOOcsm/B9pLg4vLT9a31F32hf50fx+Ou+6tMaMUrOh5ibI5T0B/Pk7Pwss3Y9xIX+mz54SoAm4MPNiZNPl/zSbK2r0nrcVFQlte3FQC7YGRVBNZhZlnTDDS/dgZh21ZJEMDbfpe2OJtm/z1F821IwLX9nnragrK4z491cA9qt8vgfh+Af8HMf5GIvk8+/9kYwMy/BOBbAYCINgCeBvAjIeS/Zub/92sZfIjMhg07XbskkdlB/4a97aFvxtdvfgat/Gwr16vr396EiMyIwLPWNmuUYQOTym+25ICtvNeCU221hOZTa2I0LJhRBqTyFLLwTBEWO4trwi4EkKVsquAVh5zUmDfzwXJ9Fde0IQgcRG5xXAV7JD62Rs2i2D/GW4xO0pYlyHGWz6tzIjQ6VNlr6c5yOYL18KONQf2YC31UfBFQ7wDXZL62gQp7ndrs8GkXHD8QPHc5CvAsTyWcJGmjcU141k5IZnBb05Qra90GcKtxCbS2MfqCMge+E7VTppXMzoJ4LIvMXDymDO4EFZ7FtsAZqcjM2VplcK2Smcz3mx58B47JTo0yvN0kt/cD+CF5/0MAfs8F8b8dwC8z82dvc1wAQ2Q2bNgp2yWJzA76N+yrr/wy9GulMqYE+ILy+igdCk45vMI+G1YRSktLhsa4Kcalcb1tXLg+9m0EoMaFz3FOiRUMDXvapgUTmFDovPBN7BWnHJs6Y6gM5CwQ29jS2F+cX4+lnfJ8GIx5mq1vxnJ29tNDrz3kwPktU7upqP3Ncf8m3b8w8lQPKMqxl33RfSJZP5lg/c00+7GbEFINHFRWhl+PT2bhl9eLMbshJlYci4x/YmnRY2T9ek6ANzK8Bm4jw6uveu3o04zwpCLt6xx+wvJgiE9OlK3V36koMmvFHr7xylOdEz/ssux2Gdy3MvOzAMDMzxLRWy6I/x4Af7f4vpeI/hCAjwL4M8z81X0HHyKzYcNO184uR2R20L9hD21ehzNsTaVONGE7N4rzjBg3wdhgwjlvsUmCMmr5sOw+QhCeIYrMmuhMUQ9Ty6V1kdkE2iU8M/DUlOcsVdCc3WtV0LS6GXQuUL65AbQ2Boe2MiVhbgnO+taqV82kbRKeqS+ws+J2QZkcC59MaKs+KmMt2c/MprL74pj6dg1wXuTr+BdSE+o4850GMj2OfLz39nk53ejzOM5jJlLX83GNsVXQG3Jus6AsxINTEQcDzfLe4gV8AkFQFkBqrF6mgNfWtEVcw9ZvLlVAthSehXVuQ/nejcRsrMKZ9EGMa2evw9EY4+rl4BLRPyeij3V+3n8rAxHR/QB+N4C/H9w/AOCb0R7/PQvgv9rR/gNE9FEi+uhzzz2nvluZwrBhw47Izu6QyOxe/hv2wOZBbKb2mPSMmjr7jBhnU2PPzqixuPdRe0S6Ed8G7VHpmVRVOhOMdzZln63vKf1ZpSbSikwIPm0rPmqPe8+ojatxk/WnLC4vfJq3OU1s7xWskLJ3Gi9z0zjbNiEzjxOATWYCtb9J2ThlZq1POGs5MRSbG6u7Qet/4sRwGjOq7KiC+eibsIyZyust+mwd2V1xdZv9zPlYhR8O+82Tx+lxoInsPNhPPAd2DHVctvnaOdTzKz9WKEH71f7g53mSuHTuaVmUYaIGeCe4eGxDUkmMoo9tjVp9erGZ5gBuYSB3mvQab3Fn04wzew9b6kt/B9V3n/g2mMPv6Sy/K1vcN7HN72walcwOaRcyuMz8O9a2EdEXiegxYT4eA/ClHV19N4CfYeYvhr7tPRH99wD+8Y55fAjAhwDgySefZACNcRg2bNhJ2st3SGR2L/8Ne+HVz0OXHZplMS9dg3NDjVOaoCUfgDMQzgXRTGhLgG3QJGgTqK10gAkb4uZjJecmYWZnaLkGLeSg5Vx1GbJms/TfKjdodTOStsqc5kUHgq88fjd2z3wkFdvItzH5qhDk/Qn/i5g3bKyjMN/GrAaf9RNZV62MxrB1ZCn1VzpLLG70FXKFOu/vqK+ypdTx+StbmzDnyc+Fbda8a9JDx0Knhr7Z0yD8/DWgCAGggKc16E2FHqa4lm17ozce0gcjgNsYn30EGBML0vQFB8UgZWQ9zlZRQEl3QBaZTUEsuZHiDZP0NwXfRgSakzHBKjxrqTObqb1OtMUGwIs3j6uSWXoKcgJ2uykKHwbwhwH8RXn9Rztifz/Koz39YpGPvxfAx25l8GmkKAwbdrL28OWIzA76N+zRh96L588/DfAEplkfjoIxg5jaY31BAwzGTaHQZmopAb70KGMrwGKSMruTAN/WUn2TicxUcLZLeEaKPtgKrELhDU1tDiEJoPkEaPeFZ222DSvqNoGvUuUK2jY8G1dSFeRPya3DIh6jPeMUAcuo/bhocwSUCfnmR/xl08J4R1z11bgIwhc+Km3JMW7atRrn4eWDH8wwnq0ypmAWZAA0NY3r3UrclMBr266AVZ8EAFl4Fn1RPEYdXxSUaeUxggvPVCjmTyTmJDzTlRFsJQWJnZjt6caZsLMTtriPfMUFrWR2pnOhGW984LhEZqdmtwtw/yKAv0dEfxTA5wD8PgAgorcD+OvM/D75fA3AdwL4P5T2f4mIvhXtd+8zne07bTC4w4adrr1wOSKzg/4N+/orn0Trn0GswrLGs3olM10RobGP9P9n7+9jZcuu+0Dst3a91/y2SPGryWY3m6Qoyfoeh5Bs2MBImZEtMZ6hPbEnUgzbMcYgZFiYiTFwRoER25P8ESNOJrBHsjkcDyELiaUZICObcGjLspCBPDE0IOVIlCiKFEk12U1S/GaT/UH2u3VW/tjrc+996tZ9795br+ruX/d9VbXO2h/n1Kmq31ln/fZi//G3NWbh0awacCMsErlaNJdSqG5BJLAY2rQ/55XVGlNYzY9qbNcjpu4RuZzDwspOqjTyGsmakqqG9KX+KM/S29ZjFiYa2kaCx06mG77qld8EMZ7Cuh+hrTG8MOFIqBNplMcuEjxgvanvZgqArX6hec4RHNpaZDSy3kR0u3fJL3qUwHb7qWQ1H2vPlw1+YdapQpk8t2pk0RYetU8nyV5tLEVzjfAuTdsgMsPS+RGi6GxJKRNqK/GP3K+rZIYqMvvqc4/jmHBqObj3RHCZ+QuoquLW/ikAbw2vnwHw8oHfn72X8WcO7sTE6eI6RGaH/g574eYb8CS2YKWwJMt9cY1AMTNuEdVIKzNuoeCMary1LgNevFgBCAtzTXQolXBuACzEIC6B1KhAjRJx6oVnwCJJqyRCthJshTxpgRoW1gvKyPtTgml8KpYjdkpMmk5gXkqE4cRSq5Ilfsp2Sz4xa7MFowrUsO4XyW7sjvSAdFjprw0L88h90J9eD3ScNPQXj2fsQom4HrrOT7axvU19v2j8QYG8Bn95TsEWRWY6lyge01UZrIiDtdUo7eIRXPK+N6Q+2s9YUJaWESMXhSlBtfQC8tU5NqTr2PoqCbb+bSCwm0BkKbRRwRlhixduvqF/PyeuDbOS2cTExH2JyxKZ3c94Xnk+bklqAsDYYsFtib4qwdqiVjSrqxKwVDyDVTJT/hCrm52h/thvQVYFDVYFrQrHmGDEeVko2AgbZmyXWhmt8kzWxAlsJNK2MECsKzcAIEhJYYkKCzNZZFeYRVAEeR2OA2nOplQoqyV0xUMDtDKGVx6THZZ9hbkrgeZM0PSWuUapWL29HwZV8RQ8oFy7DlFiAZc4F0fl3sFWPEDtO4y06oR2XY9wG3LOkV6bCXm7erj6KmNGWoNfPC7aj6cM+CUG1Cb+1UaZtEa/SG7tuiEQXWrIrZLQAjALoRXiugmEN1YyIw6rGwQS7KK0pUs9KOR+t6PITM7rTUhpsKpl4nfLRGsLbkvObRV7ivCsni64TVrdzNMWqlj0uERmqbDJCeCoCe5MUZiYOF1clsjsfsYzZx8H0YJbqNHQwi4oU0JJUk6XiLBBFWYV+VtQsAnsRYVhhWtbvU2/oKCQR0qVFhauy3lVwlBDntVWhGwUeJZqFeYQRZGZUHPWJIdQiEFJj0Vinc0pCeR4676J2IqrRR8VxBiL0Sg8alSYYxRZOrNUCEpjZBZKdvEA8uzk2E2OXNqeeWdp7nnfakR24NfEbLQamZnTBBjhzfQoLdj7pt4vHo4o/LJzoxGF+XJfcZ5sxDOO76kMbIeTiu6D92tpBpaWIOMJcQRDyunK9pLFY5VAO8lNa+PCizcUO7fDEl/kme5FUn68AqALy6LNBWW1oqAK1OrjFklkhgW3aIsNLXj27JOYOByOmuBOkdnExOnimkRmB8XLnvctePrOR3EHAGgr8TsKNHbBhirJZWxxB0Ws1Y/BuCOeW2gUUtIVUKugbZc14RkkOYJCxTOKCROo0bbaBxOjMLBV8ZiIzAgARCBGLMIzqpFioIrHmAuUdsLWvNXIrvgJQTV6SmSRXwptLXiobZUoC/siJaWxMhp8uz51ZulE13l4JJ66hoMxyNhJAsUxkhfvttmuUeq2WTtCjHncLkqrHYzybNXQHBaAukNVbQPxWMi37W2eB6wpCLFC2VBkJsKvmLerBDUKytoKZZXw1nbFUhTgS4EpgSVZMg8sJXeDoAxLKM3LXo2seBR2IyV8b0t1s7qcH6NgiwfMbysisy0eUIKMBb/vgde3B/++Rf089uf0MeOoCe6M4E5MnC6uSWR2UDx150PQ2+QqKNOIaWvzbU4Iqk1947Jf5H7nCc9I01VZ8nrJIml+O5zs/qVzKf8xLIjcT/2adRmENLE+j2kBgN8fJe27jZAqzdUUhjibgMDvIlcFNMAbf8RtDzM5DF3aLNn30LaF9AEOe9/ShCbLoLeFWE1LaeMYyA/5hURQMdomM9N0E3vvyM8rBBugJLSPUtv2wp0t5tDq0SiJ/MrTRjymz3Vb3g5b/itFf2kxEu1RXReKWVT3HEFZkQQhJaVEbtPqZUXzdqHCMn8e7RYdlkpnz9z5OCYOh6MmuDMHd2LidHHr9ubQU7hyPL+8FBucgWkjeYiyjBcXMOmKtVU8VkndBmdgFBFxVfEYdza2H/fadrNDeKb8qa6pWxc83QabitGi8MzHkMjjUqPMC+mMJfIZbBUc7pHXpGBaPOKnq0Is4Fx5jAjCvqO2DJ4CAQv1ajQ35o9CbYCTQH1IAU1hw5GxszhptbTIqVO01efX+iVR1pqtCax6x9T5we7/u20kFOPQ3DZRjZa3kVkEWya0tad43NMSYKwXUtFPbG01MuvXBWUeJWZJo1GS6345ctsIyqRtFI9VWysoCzm5raCsEZ6pbYOaatDZsOCW2XTd2yo40+cExvPLy0bv6P0JPc9PCJPgTkxM3Je49cBRfz3thQfK86sIjGvG7BZc83EJQkxrVPU2scSUanLCliGiMAZYbYRbBM9PReWEZkMlBSY8E6VXoSoOuw1Y3mlhxpYp2AgbVNtGI4WsK+y68IwkbWBhYCOMrXap0eBqWAAXqBWZmd6mZyEoYR1XBoOK0iCWcYSyGmGN0dcdNlB6OhaowTm5EsaF86oJkUDHsaxNeIw4z6b9pjGa0C35cyWxUSiWuhabxW2VPMZrDW2bxuqJqVafq8U/YCS7JL/6GFdG0KIQRd7LAo3ieoldi+ZSTTMAL5Zfq2kFNWUHFn3dyIWSrnlbkk0rmkkFsz0FZRQFZQPb7TCXnMogYrSQB3xrc/pC2fsZR/0LMlMUJiZOFzdBZPa1Ox+XH1LCHSnuUGluJYiajKDBw1tMlnNbiLAEvyLEYW/hGZWa0sDVtlDtoTBjIYKuxwvABG0+ktKlgsLqJ4kLpCsuqBgNVZjGbFHpyo99kbFcSCKTMlgWQQy5NrfiQxTTCeeKDWiitjoh9QsN4tOCVHAC4GasZk73ghDpzBo5zhMPfNTTDby9c29PBTB+T33baltSHxAiq+Q4dlxt+XdYl+1y4uypB4CTTpCnIJAQRaBPRyBykmsrIhDbPEtZJD1nAakYTc6+ujzYBQVlJkoLVctQBWW3ok0iwSo8qyKzRT7PWxQAX79zXCKzuYrCfYQpMpuYOF3cBJHZS5//rfj60x/GHa5Sry3VrMCNCMoIVShWI6hbnAUbsYrMShCP7Sk8Y1mzc6mvF67isQ0WnBXISgpVhEaowjMGmxjNbMSyXJiQW65r9+oNcjJBWfAL4jGWbSCyPkx4pmkJsoqBLh+2JkYDYG1Jor/GOyPZhfO0liyGfI0u0sq1tnHAKBR72aBEsuPzfokxCmQyb7Oc5ratRFu7VAbz8wMWxWN1ZlE85v2NqpFlkZkTVwCWOjCqWlYsAhzEY1FklpYCqxd4m2DTUrweuXVyupegDG57QGwb6ycKzxbcQiW8Dyjhpi1e/MCj57y/E1eJoya42xnBnZg4WdwEkdkzz30QgEY8K4ErWLBFkTipVzJbgM6mJXajyKza1oVntY+6rgIJsTSRGZwMqU2oa11FATV9gTu/ikikYvospKzw0txC1zzfmJ7gYrRgk94BpNv3SYyGTNzMGombehMyo4skUqOmTdS3UO5L58KNkUdud2nT6KYzU84bw2PapfQYSGrT1qub5Wiuj6FRVe0n5u62BJYb8qttwxhobNLWRWEhggt2khyFYiObRnPJbRuzqTBz2Sko0wplbuMcAV6xqciskOTgisjsFhhfO3sMR4UZwb1/UGYO7sTEyeImiMyeV74Rz2Irt4jr7f8zBqoAayNU1EVm3NhqVYIsMsM5wrNKDRibeM+dgGVRW102jMRWIGyPa/hySyIjI2DhKDwTm4nMXHjGkPzLRaqcBSrXVkHTR2Ik0doiIVnJdhAbshhNwExWQAC610xyaNTR55ACunpY4zYdQz1Dg/ZXaPSrdHe2nmj6JrnECASW005ksp8GYCGawY9lJ7PwbUU81kR/YyQ323y1D48SK/Fly8cluXBS8RhbRNZtNbVA83SXkG7gOb4akbUlxoJ4bCNzWROU6RJfJQjKzJYEZb1NHz1FYYtbQqgfoJcO3uX7FTSXCbufMEVmExOni1u3j/rraS/c3jyvisAkMrZlHgrK1KaVrlx4xsGPzhWeFdTqZUlQBhGZUbRVMdrtogRPo8yE20Wioyo8M7+6okHhmtcLoEYNmVAklWET1PfMsCpoTJ4hAH00HioR6/Dja5XRACOZVmACsCWsSFIZlNRV3kbWR45oMqwyWlx9IQSOyZia2twvRZxjisRd2nRaFk3mMHThgU39aji8buZgk0h84c4vRmGNOOu4gbTGMcxGsIsJt/kqCaW1MdeqZGJTwZZXLWMTmZmgjLRaWSWeSpTdL4vMVICmpNgEZfZ4d4KyaPPqZozb2h4LHtB0CAC3NsdVyezUcNS/IMtyYvH0iYkJw9eeOX2R2Z2zxyTiQ7gDgFBMZFZtKiir1OMWE84kLtYLz+qP+S7h2QIlaPXGqpJWTS1NNl6wUJFZKY2uvYJrdJhVZGbiMQJIS1H4MgTExYRsgFcy07kRZA1eyafVdW5J5prU/coGpW8AUnBCl5gKkVch7BTaKrmO0U/lex7CtVCnwShjiNoqiUw26eNybcjCOIt+Rj82v5gWoE80choPHdm6sGE/VTQW8nm9apk++ngmFCPfbmkBVsTB+6BYocyEYpWc1u25apmSWc+/FYGZjaWrLWRBWaGYTqApCHcnKCsIgrKRX4zgMktUl3HnzhM4KpwYpTpqglviki0TExMnhZsgMnvJA9+Os7MP4w5XYlHFXAW3sK3CM3JB2a29hWfbVeFZFZkp7wvCM9TI7kZtJjyTSDBqykEVmdU0gy27yGwrKRTbUkVmJlCjIDxjjYwSikRgK5WUSKJEbWMVNJ0na3hXBWrQKK700AjUiITuSlW1yF1rugJSJBahvyhag84PFBlwaqOR1EtBjA7D+zaSy5mgpjlgXWRm+0KhXwRfdsJK0OOneccqAqt9WGpBGEeXidOIrfrl6HAgvkFQltanDf25yKyO5eVyfUmxKEbLgjJf+7aALfpqr+9FUBb9qBGZYZFKZpVwv/CBN+7/3k9cOo6a4E6R2cTE6eImiMy+fue3AEhOLXaLzLboRWZ3KzyLgjK1YWBzHkjg0J/zpt5PSU5rI1gGgJGuyA0jdSzI9bzI+msEZ4hMTl9Kr9EkL6zPOJgyRPK59oj7HOal3rHZyHFfW5jbaI2gVD1MoIsJWcR6pb9YiEKPSY7mRnIcSa0Lu8w3EFk912rbENXVCKuli3hOborg0sCGesFXIuk2YixR5+C3kfNC82sRRGYapc1Vy1QMdheCsl0iM3JSfguM585+d/Au3qdgzBzc+wlTZDYxcbq4GSKzl+M5+UFmLiDiWkVMRWbs5Lcyi1Z4VqSIw37Cs61QWBWZmfCMAF6CTXI2a6qCJV4CRNguKjKTORCwLCVXPMNKFTRZTWErVKcVqEkCRI08M2GRBN3anxBtAmqOcbWFWsNiYxGUsf9ga24tDegrNeSVkbIiWH74S4EdlyErV0Pk3q3fXjZPjaCRH+nc2OZHFLitEdSmrV5kIER4EfvQiwffx26FhMavty12cdNWHrNVOMj9oJFbuJ/ZTFCGTmQWCzyQtL0VxGPqp7ZNIKTu1wvKNshVy1qb+XG1JX/5K1hwS+b0AL28PUEmrhFHTXCnyGxi4nRxE0Rmm6Iisxql2jKwlAULe9ZrFYWtCc+0lhhhYdopPKt5ggULAw+AsbTCMxEKMa9UNyPCsiAJzzZhLiyMatNWQRPbIjbIvjIq4b1FABeWtAUpXiGpCcopFw4BDRGdab0HC5zKusAbUZtpGgOax0LwdXbRbNchFo+MAjVyWlMbpG+ixB11LIKuhkHWn85mP5teS9T5BU6bxo23/Y1TkxJ4Tx9I/Wk/pGkYIYc3CM+ioEyPVZG+Y3Wz0vjB/DQSG/zkQmpD9RyO5Xe1ktnGbJHA6r5GsVduW4lstW1MeCaCMoqCMq6iMI6VzILIDCpC2yUoyzaN2N6mLTYANlhwW9frBbA5tkpml5Vqc5/gqH9BpshsYuJ08bVnvnboKVw5lrOPg1BvZ96RtIQNABBwi1XsRZYGsFt4ViNXasvCMyF+QjgXIUG3IMUguEY+F9pIeWANzZn0x0Rgmh9bNE8TgK5cWpikQlqogsYEFhtrggMTKPgR6pJgBEgltSqTq3UetOKaJFcoKeM6P8KChamKo4wNsjFgW/3A0C+vReqntFUixw0PDtHe5rcnjGFk1J5f1AYhq1kAFsc1m86PwjaGpTKUrmONtnIShXlBB99fSx+Q4x1zdKHEE+GxeL+6YoWS01qadzGiHFMOCF6NzG0hYquvoSkDIkhL4rGxyGxDW7NtikZmda1bFYptqyjsQoKyaqskd2s+t8AghhHfs2MTmZ0YjprgTpHZxMTp4sUvffGhp3DleMED34FlqyIzFqEYY8GCO0Idk8jsroVni4jINLZbxWhnIGxQ17Y94w022IKWyg23TCCuiQFbEV5Vm6yHK5HULYCtpCBsmS0KqyKzLdeI8sLAIqK1WizCq5tVsZtHkIkXuBjNSaVGHn1ZsTq/kkRmtS1LEYYoHlvkOIOVMGY/RJFZ4SA2C9He8P4lPq1jJO/Gb82mLxiBbDqlzfTcSbnZrK13pUTVVldIfk5WlZhbaoGSX2gUu5I27y8QUSPDWTxWI+VsRDKKx1gJo9qU5JKnKPjqBnmdWy3gkGxQmwrIFkAezSbk9jZpbm1d0uvuBGV929shivyAXBBsCHjBA2/CceG0ONVRE9wpMpuYOF3cBJHZ2Z3fAuB1Cuy2PGLVsXWR2b7CMw49uw2S37vIsmLiRQUL69gFemteXzH0OWEhXeSrqW6mBDTsm97xT37R5kHEoRjN27ptST/INeK4KFNEcBQbpZfup4TQqaCkD4S2gKYhNF23Y7RRX4xpA41exNQDmUsaj+JjjubqiygAszzZxq9NI9BjF4mxj80hXWNf8ZhHctWvWJyf06oLvtyXtg0RVmu7BREsghv720guLQCJuuqqCpXoao6sCsq07d0LyrKtEmMYma5R5XoxeXZslcxODEdNcKfIbGLidHETRGYPlFdji9+2W+k1ZgsAWyxUjBhqJbNeeFagVdCi8EzXwXLhWb1dr+vX1qpgBaC6YgPUT3Iktyg1BUEFakVv+QO8VBHXtiqHTMhWpCLBIj/yC6jm6BLAXKQtoa2CxktNY1iKVFIiyLq2sGXO0Pip8AwA0IjRNDxbbUVyjOMqDipaY83CSOpxE7JpmyaG2tDnAO/v4pGwhkDvaN4T0DAxclsVj3HyV792JQWK+biokygc+3M/hKhqCWMm8Rh7NNf8klBM0mnYlwnTiKxGcKvftubKDkRmJAUeTAym0Vy0NiGhQmLrigtLJx6jICjbRJEZ97ZbgeTaGLIvG5Dk9wK36JUXPA8OjPGJfbQ4aoI7RWYTE6eLzQ0Qmd0qz8Mt0rhoJWK3UUmuRky3TMCq8IwRBWW35RYwcc1L3HLBA0Uop6QHLKCmklkd41YxmlUJoHBatoiZCMpSdbM6lweKVhurpGoL4AFNA6jOLmQD4FXQaqqZRZW5Cs+URKoYjQFQIbdJ34U9EpxtEjmWNXlvmXrM0xvUL84xR2sJWp0tLtKrEW2DEEkPuLjALdBw8xvaErmk5OepBU5WWxvpBQxif5Qrj2kbeKpHFIqNRGatrRZpgLddE4+VSGqBWI0M7OkGCKIwI7patUwqmWmqQxSeqc1EYSGCauIxTZFIfrq6ghLdrVceo5r/XlZEZrr6wm1b85ZDJTPUOaDIWDhOkdmJ4ah/QXimKExMnCy+fgNEZtg+Lrl+wB3UlQQ0peAWCGfitqCA6TzhGVuKwiZE7RYleSRiNFa/gg3B0hxqXmyxKCegcymV7Emfi+asisis/hPEaIS6kgLVPGBmgElK+IoiipjEBlsZYJEIsKZocLApo6POJkdBGZ8xP9jzOoYeLWR/SGA7BUuCMM2Ctxr9zG0VMWXAB28I7tAPnUjM0wqaFAQKBHVk07xa0k3sEVghXSYQ04isbQ9+KzYViilRHonH9GJD/TTCm8Rikr7gqQhVZEbQ1AFdTmzJebzwKG6BpzHU5b5Y1s/19ARdBozk3C6SX2spC+C0jBghCsqq8CwLykSMpm1lWyW2LH4kebpyp+LsUzgqzAiug4j+NIC/CeD3A/heZn7fit8PAfg7qBc1/4CZ/5bYvxHAfwvgUQCPAfgPmflLe48f13GZmJg4Kbz4ZVcvMjv0d9jtB74T2H4Ed3hbl+aS27G3QLjDNSqVhWeEQlssTHiOa3T1jIsIxYTMgXHG9TZpzZCtgrI7XNMOatEHACR+6G3c2LZMEpmlmtIg82RA5lejw2fC/6p4TARlpVKyWvGs9lnzMosIzwDI6gxKpDWtwsi0RIbND5Bo72KiMLXFamRuUz/NIa7HSQk4oL/tVSIWlxWztsGf4WN4zDc/Z2H/NVUA9ljPm2yr5M8FZW1/ZE8kbYJdFOaEOAjFJOoaubja6vhKnvexKZGs89uQ53Fn8Vhjo1ZQxl2FspGNkk3K8ELTFxYRj3lEFhpdJV3VYDHbprHdjkIxE48tUKHarSAoIyGx0VaJLUsk2AVltwlGbh+QC7sNEW7fPjaR2WnhXhnibwL4DwD88poDEW0A/BSAHwbwbQB+lIi+TTb/BIBfYuY3A/gleb03lhnBnZg4WTz1pWsRmR30O4zvfBBAvf1f5AdSv5T1uf74E1TA4lGnKHyJC80Xa1OfI7zehIgVqY1yFMttLpxJSzdFWxrD56s2GthG/WU/ZFsULcW/kL/p/QFYtQnBjseWOBxjhP5UZCQ2I6x+a59sH/15TQdoj9VuW+WELAxYb9VLBFbfKyFicrkgkdMlrWCg20rx2/PU2Egip0QrttDGIqJFUgc06iptkSKni5FWi85SbVuCn1cjyzaLtqoNnrZQ+/OcWz0/dU5enGGbbKS28Hmh+Jmh+PnZ2ueoFnjY1mXGJIc3tTHyrNHdqgnaSOS2rolLWO584iJfB4cFA5KTdDV/B8A9RXCZ+YMAzsuF/V4AH2Hmj4nvzwF4G4DfksfvF79/COB/APCf7Tv+zMGdmDhd3Hrg6kVmh/4O25QHAXzYbn3XLFu/RZyFZwwVim2oF5RtIOvbStWysyAoq7YCSFWy2DZWNyvSVnNftSoYEUn54CrjUcEZCR2vbTV1oIY1FxA2TDiTyGm0bVVQhkrJtK1mnppNBGDVk0TcBlRxG8CLVEOrW0GowrTCSGK0BRCbtIUK2DQLoY6wcH2+2G1+yJGA2MjFW9Zf3G1P5QiH4oK2HPWVCfq40gaUo721L5Z3RDpUO0J6ArO11bFakZk++rq1Kh6r56W+65sQgU42JfPwtmx5tjH66gRflwUDOFxYebUyr0YWBGV2sRCFYjr2tubhGpGtRPk2NA93C10R4Zb0e0t8byVBWR3nlub/gjtBWUEtTnKLSGz1bNyUVww+9RPXhevIwX0IwOPh9RMAvk+ev5qZPw0AzPxpInrVRTqeBHdi4nRx+/Z9I9C4su+wTXkBYCKzSjZvo2ALvYWehWcAxA+4DTLiW21UhWfEiIKy54mtinaqUOwBuX18xgs2Mt4DkIpnvKCuY+uFFZRs1do6i+TNStqCVS0DsFTRUBWZyS1vSRvYgvCArmkr9869WpoQMBYBHfv+g6vfLSVOS+XpCxNubyrn2oTUCKsMt9SrA4YUm4AKz6rtlo3g691qpTJZHE3Wza2/MwWaEFDfBRSJtlvKgmyTfdOVLQKLPt/mM5Lb+gSrPGY28UtCMZm/kmC1Ue2bWXNgARRJN2hSFkrR/iLBleMR+yMkWycokwuxtkIZaMGmXpVUMirpBWqzSmZoRWEaPVab38XQVIXblrur6Q2VyFrBh/puSuqBiMy0rdk0n9bHvQ0EkRkamwvKboMk7xa4JSkKBYRS7pvvsL3g6z6fBs4luET0LwE8ONj015j5n+wxxoiFXvgwEtHbAbxdXj5FRB+S568A8PmL9ncCmPt9s3Dz9vuLeAXRT8d9fv3ddDO/w+5b3MT9von7DNzY/f6PXwH8x7rfd/X9NXH3OJfgMvO/e49jPAHg4fD6dQBUWvgZInqNRD5eA+CzO+bxTgDvbO1E9D5mfss9zvHoMPf7ZuEm7vdl7fP8Drs/cRP3+ybuMzD3+9Dz2BsnFsG9jmUI3gvgzUT0BiJ6AMCPAHi3bHs3gD8vz/88gH2iKRMTExPXifkdNjExMXFkuCeCS0R/koieAPCHAPy/iegXxP5aInoPADDzGYAfB/ALAD4I4L9j5g9IF38LwA8S0e8A+EF5PTExMXEtmN9hExMTE4K5ioKDmX8ewM8P7J8C8Nbw+j0A3jPw+wKAf+de5oDBLb8bgrnfNws3cb+vfJ/nd9hBcRP3+ybuMzD3e+IAID412dzExMTExMTExMTeeN6jr+PX/LX/5Mr6//jb/3e/et35yLMU2MTExMTExMTExEnh6AguEf1pIvoAES1EtHo1QEQ/REQfIqKPENGFqgvdjyCibySiXySi35HHl634PUZEv0FEv0ZEw7Kj9zvOe++o4u/K9vcT0R84xDwvG3vs9/cT0ZPy3v4aEf31Q8zzskFE7yKizxLRb65sP6n3e36Hze+wUzunFTfxO+xkvr/4iv8OgKMjuLj30prHiouUBP0BZv6eo1qeRLDne/fDAN4sf28H8PevdZJXgAucs/9K3tvvYeb/47VO8urw0wB+aMf2U3u/53fY/A47tXP6Jn+H/TRu1vfX0eDoCC4zf5CZP3SOm5XWZObnAGhpzWPG21BLgUIe/8ThpnKl2Oe9exuAn+GKXwHwUqprkB4zTvGc3QvM/MsAvrjD5aTe7/kdBmB+h53UOS04xXP2XJzO99cVrqBwoFUUjo7g7olRac2HDjSXy0IqCQpgrSQoA/gXRPSrVCsnHRv2ee9O8f3dd5/+EBH9OhH9MyL69uuZ2sFxiu/3eTjFfZ7fYRfzOTbM77AxTvG9Pgrc0zJhVwW6T0prXjd27fcFuvnDzPwpInoVgF8kot+WK8xjwT7v3VG+v+dgn336NwBez8xPEdFbAfxj1Ntep46je7/nd1iH+R12cZ9jw/wOG+N43uv7c1Z3jfuS4F5xac37Frv2m4j2Kgkq63eCmT9LRD+PetvomH4c9nnvjvL9PQfn7hMzfyU8fw8R/T0iegUzn3qN96N7v+d3WI/5HXZhn2PD/A4b4xTf66PAqaYo7Cqteaw4tyQoEb2IiF6izwH8UVRByzFhn/fu3QD+nKhT/yCAJ/XW5xHj3P0mogeJiOT596J+fr9w7TO9fpzi+30e5nfY/A47NszvsDGO570+sVUU7ssI7i4Q0Z8E8F8CeCVqac1fY+Y/RkSvBfAPmPmtzHxGRFpacwPgXaG05rHibwH474joPwLwCQB/GqglRSH7DeDVAH5evj9uAfhHzPzPDzTfu8Lae0dEPybb34FaUeqtAD4C4BkAf+FQ870s7LnffwrAXyKiMwDPAvgRPoFKLUT0swC+H8ArqJbN/RsAbgOn+X7P77D5HYYTO6eBm/sddtO+v44Js5LZxMTExMTExMQNxvNe/zC/5j+7wkpmf/mvzkpmExMTExMTExMTE/eCo0tRmJiYmJiYmJiYuEQwDrZe7VVhRnAnJiYmJiYmJiZOCjOCOzExMTExMTFxw0EnJsmaEdyJiYmJiYmJiYmTwozgTkxMTExMTEzcdMwI7sTExMTExMTExMT9i0lwJyYmJiYmJiYmDgYiehcRfZaIhpULiej7iehJIvo1+fvr5/U5UxQmJiYmJiYmJiYOiZ8G8JMAfmaHz79i5j++b4eT4E5MTExMTExM3HAcchUFZv5lInr0MvucKQoTExMTExMTExP3O/4QEf06Ef0zIvr285xnBHdiYmJiYmJi4qbjaiuZvYKI3hdev5OZ33mB9v8GwOuZ+SkieiuAfwzgzbsaTII7MTExMTExMTFxlfg8M7/lbhsz81fC8/cQ0d8jolcw8+fX2swUhYmJiYmJiYmJmwy+4r97BBE9SEQkz78Xlb9+YVebGcGdmJiYmJiYmJg4GIjoZwF8P2oqwxMA/gaA2wDAzO8A8KcA/CUiOgPwLIAfYead1HkS3ImJiYmJiYmJm47DrqLwo+ds/0nUZcT2xkxRmJiYmJiYmJiYOCnMCO7ExMTExMTExA3HIdfBvQrMCO7ExMTExMTExMRJYUZwJ+47ENEtAL8BYMPM33zo+UxMTExcBPM7bOIocWIR3ElwJ+5H/CUArwLwUiJ6ETM/fegJTUxMTFwA8ztsYuLAmCkKE/cViOilqMuD/DiALYDvOOiEJiYmJi6A+R02cbS4j9fBvRtMgjtxv+H/AOCjzPyzAD4M4LsOPJ+JiYmJi2B+h01M3AeYKQoT9w2I6I2oUY8/JqYPYP44TExMHAnmd9jEsYJ4rqIwMXGV+NsA/iUz/w/y+gMAvvtw05mYmJi4EOZ32MTEfYJJcCfuCxDRHwHwHwD4I0T0e0T0ewD+UwDfKdvfSkR/U56/jIh+gYgeIKL/iYheQET/PhG942A7MDExcaNxl99hne0ws5+YAMB0dX8HwCS4EwcHERGA/wLAOwB8C4Dvkb8/iqpCfgTAewH8AWnyvwfwf2bm5wD81wD+DoC/gHprcGJiYuJacbffYSu2iYmJS8DMwZ24H/BnALwawF9l5qfUSESfAfBVAN/FzP+UiF5ORK8D8KZwC/BfA/ivADzCzGfXPO+JiYkJ4B6+w1a+1yYmrh8zB3di4nLBzP8PZn59/GEQOzPz72PmfyqmTwH4SQD/OVB/GAD8XQB/DfUHZmJiYuLacbffYTtsExMT94hJcCeOCe8F8BVmfj8RPQ/AzwD4KwD+rwD+l0T04oPObmJiYmI37DvsHNvExLVDV1K4ir9D4FIILhG9i4g+S0S/ubKdiOjvEtFHiOj9RPQHwrYfIqIPybafuIz5TJws/i3UNSbBzF9n5v8FM/8GM58x8/e10ZOJiX0wv78mrhH2HXaObWLi+jELPQzx0wB+aMf2HwbwZvl7O4C/DwBEtAHwU7L92wD8KBF92yXNaeJEQEQPEtG7AfyPzPzxQ89n4uTw05jfXxNXiNF32Pxem5i4WlyKyIyZf5mIHt3h8jYAP8PMDOBXiOilRPQaAI8C+AgzfwwAiOjnxPe3LmNeE6cBZv49AP/+oecxcZqY318TV43Rd9j8Xpu4rzALPdw1HgLweHj9hNjW7BMTExP3C+b318TExMSR4bqWCRut8ss77H0HRG9HvT2IF73oRf+zb/3WbwX4WfDZR6QRp1QPBsCMsI3cbj7RRtXOFHyoeRQ/myGN+2Pvt22bdpJ3bIsHJPWXx9YNOtZqH3E7j33cd/C2nNMmzis3WXubc79Xgr3WlmaQOe6eDLUvwq7Rjra5XftO9T4ETob23aedfnkuRLXtcFs8K6i+7v2CjfJ2GmzP22rf/evQjijY9Iqb5N8N6Lbf8f/VX/3VzzPzK3H9uOfvL2D8Hfapj/wennrymcuZ5cTExH2Fl7/2ZXj5a14G4KDfX/vjxCK410VwnwDwcHj9OtSlUR5YsXdg5ncCeCcAvOUtb+H3ve99WJ77Ddz5wtuw5QVnWLBlxh0sWMDynLEw4Q7qz+kZE85AWLiIreCMC85Qgu1W9eMNFi44a20gbBlguoUtE864tt0CYGywWFsKNmDLBQsKtkxiY7FJf+K3iI0ZYCrVtlTbIjZmYOFKGxau+xFtnPwCKQ82SFuQ+CuxD7aFhZ4wg4IfACyA2RDGMD/UX/+FK8lawkUBEGyBpZPML4IIF7QFYkY9/yCqk4ubyMhqbVvAtT8gEzoli5T7o2AjMEoglQQGFSd5RgKJ6zjWh7at/ZVSbfratwEbfU4LivS3AUs/Czal9r0J/W2KbMMWG4L5ETM2tGBDjIKtPDI2VP3ctmAD97tdGMQLbtHWbea3xS0CCs7ExthgEduC21SP8S0wChE2AB6gggLgFjZiI2zKS/C8B98XjjUdKk/xnr+/gPF32E/8sf8TfvUXp3h+YuIU8Wf+4p/C/+Y//18BOOj3143FdRHcdwP4cclR+z4ATzLzp4nocwDeTERvAPBJAD8C4H+9b6cLGGe8xRYsJJexMOMMjC2ALRO2YCOgW5DYILbiNkb9aWYyWyWfG2xZ/erjwiQEVmxMWFDMtjAl2wKY7QwFCH61TbWp3yLjg0lILwnBrTYWQql2JacL63MlowjbCVg8Wq1kGvJao8D2PBJelIEtk0edk0WTOW9b2mDX0kaKaXz1eGFbiBWy7Z2bmSphHPShhJipz0VSEkxwclzJMmVb3TWJiAIEQuEFRDIuOcGvBLqSPLMJ+eZFgsTWD7BQjXAuBBQGiAo2tJhfkQsMLHUO6lesPwLLBUghAi+1Pz0fNlQALLUtChZmFBSAlvqaUG3EoEXfvUX6K6hnfB0DDBSoDW4jArFeBBA2zGCqx6gehy1ucQGIsCxfw/MGb/UBcCXfXwDwhU9/6dInOzExcX/gS5/58qGncDHMCG4PIvpZAN8P4BVE9ASAvwHgNgAw8zsAvAfAWwF8BMAzqGVVwcxnRPTjAH4BwAbAu5j5A3uPCzJSe0d+mM+wSJQWOJPY1xaVWG6Z8JzEzc5A2OIWFiY8x5vOdoYCFgJ8JrY7NU5WCTJuYWHgjrStBLnazpJtY+SWIRFZbMAMnKkNHoU9k/ktAJirbTuwLQhEVtpuNeIKDm09CstCVLdy9BYAlbyyENDqt9sGpJvbSmgrzTKSu8j7A9b0kPqowVKEbW2clQd3f5X4rdmMv+rz8CTOT2cCjTbH6KuRS7dJQBtYKgHztnUChZBtGsFljc7WSHWBEmu2tpW8ss2B1KZhcQBslwaMDdV9KVgk4LzYLX42W2XndYgFTPXzUY+0nEdU296SyLBGZhdexI+xwRZMfnaaDYzCZBFoO0a8BcR/4SJtSc9sLHwGJmDDEr1mALSAQdjwgjtEKKyR8wUbrhHc68Chvr8A4E3f/Sge+83Hz3ecmJg4Ojz0pgcPPYUbjctaReFHz9nOAP7yyrb3oP6AXBgLL/VWv6QnVIILIbeQW/9CXIXwbrn+LJ9JKsAZF0kVgKQqeGS2bichvJSiq5paMLJtJWK6FSK65ZoWwfBtGpkFPMqqEVxNH9htK3IMYI+xPyWZaovR10UyHdUGjfCGftdt8DEAS0+o0LGUEsU2StNgaQ7RluH9RKLrKQhkXhxIlvmlJ5lA61wS0Q5bOLVRoijRz9SWgw1DG8xWoDniRSgtyaOOwlxtmnKwCFFlLpaasLBGjQsK1UuIaAPVCOrCfgkCohr1FQJOEhImOT+jrYitUCWxi0RZtzIGMVV/aHoL2zy1bd0Lwpbq88IAU7UKBcemHlCfk8wPBGzlqoUAEH+5OzOuAof6/gKAj/z/fvdum05MTNzneOLDnz70FC6EU1tF4bpSFK4ERAV3sGALroQWQmIBibzKcyW3KDiTlAAluwsK7qDeSNVtLM81Z7ZGggvuqA0ekdVUhDNNIwi2SoCLkVxNK6jRWCUEkr/LnrLg0VpJQVh627IoiWT3s2juYmkJmoML8VNbjPQCTuxam7fVdAbYo4nfGiKa+4vG+NDHbdGJ6TJ99MdgY73JHk8MBH/tu25IUWDpSsli6oI0Bs1GCP3D76kGJflpukJr4xo1rfFNaVsjvQQlq6Xm1C7BJukURcbf1Hv9KKjRZAKhlKWzbcpSt4FRlkpcN1TzU7ZUzLbQFsRUo60LBdvGbATCLdqCsAFLPLnewThD4YJFcmdrMkL1W4ixYSXzZ9WGegG6ASoh5ppCsUHNt43v1hY1f/g2P4BTx6vf8Cp8/LeeOPQ0JiYmrgCvfPjlh57CjcZRE9yF643ZGsVlE3ZpvqpGZO8wTBS2xSaJwioZFRsDTBuJyqpgrLatRHEDbgRliwjUFmnrJLMEAVggtwwTgFVbCX1DIr1RUMZYpI8kMoPk1jIsr9JFYRt4+oL7RUEZ0NoAS0do+tNIW1o9IvhFYkqpP7jwTB3M1kRuJTqoEWkCNX4SOeVNsqk3RDxmHFj6i35NrFb3BFxpl08QbIQuTZTYjhlJlHRRepZ2KOQ8cHgEQ4V+RdINatqH9lHFhySxXiD4yXlO4Co+lLkrCbaIORYsXMmtEv36XwlvAMBYwLTRSxodASxzqXMClG7W9ImNeS+4DWCLBbegsWiN0y68sZg10y0QL1h030iTLhaJNMt7IKkZS3jHtmXBqWP73NmhpzAxMXFF2J7Nz/chcdQEl7HgjqQmREHZmUZvWf+Kiccq8QUW3tRIrPlVW0xH2Gr6ghJnhvTRC8q2XElo9WttLhJbuACLE3H1SyIzicjCRGOegqAEVVdV6IVnSNFWt+X+LOoq21pbWpEBmY3mto0N2W/cFg27dZunL+z26yE5toMIrXnEALCSXoq3Zdy2tYivMe56Kz/0q20JsNQC9WsFZdq73pJn8ue1DwKZGA0S8a1+bM8ltYEkZQCSTwuStII65kZEZkwk0d/YB1lEGMFvoSoAg0RWmYMNvnyXCtSqX83LZqoiM5hQTKPbBaQ2S58psp+etsGSf9sKz7B8bfRGnxS+8KkvHXoKExMTV4QvfebJQ0/hRuOoCS5RMeIZBWVbi9xuzNYLxdx2FvxUZHans1Wx1wJdkUHbFrTCs2qTuYmwx1MaVGTGkg+saQQbEYqpjcXGLigDknjM0w1qdE5FZipaA3OIwjKADVqhWCW+lWwTVIymNvEL5JVjlBSU+kPws+XBFvjqBLI1JwRwassSlVTTIJFhh42tcwm05iGWYNOoJVPyq5FqTyOI++1+IoZiMpGZLqWm2yR2LrbFc2+DyKwU9YMRUY1oko23SA6wT4CxCCmvsWd5JyUKSjZ2zf7Vo1qjp1UoZvFw+3fDsn4CsURr6/JdnmNbj1cBQCJeKxrFB6PwFqDS2aixbXiLO2aTg86MM0lbIBOeMai8FKeON33Po3jsA1NkNjFxinjom15z6ClcDMPg0fHiqAluFZnB8mxbQZlGQvW5RWYHtgUxwtv7aZSY5VH9TFCGGh31vFvxZ4/eMqLIjJyQhuiri8Y0cku2moGuGzsUj8n4aLfZc6EoHIVi3p8VuAh30zWzNebathHZVKwiRDg1+qvtxOy+1kEew+grt35hyFVbk4TAnUMXwY0OHuD1uXA3mK8O0O6HEkddN8LSLCTq6jSchfB6ywVACakeBb76w27hmRJmWARULy70QsGjxHHcek4XkhxuEYqpaE1XY9joedcIyqJtJDzb18ZUL9ZUeLaVawoCsOXTj35MkdnExOniiQ+vLos9cQ04aoILqsUZKomFrXpwRyKtZyguKEMVe9k29pUS1LYd2M7Yo69nkpsbxWMa6dWVDZiBOxrVlVvuleAWz/NFJL1xdQQlu2VoY85CMV0ezKK7S4z0RsJK1g6okcxISp2MUiKwKkZTv3DgPdKKTCRN7mVtubHpk0wwObVZ9zs/huuRztarRjl9LkoMmZRVsURGGzGaPCcJXy8amYWnCqgfwSO91a9uKOoixHMRQZkSY1D1V5LKYW6LCspknoUWsQEb6a+YQE1tNUWg2hhMC4gLuEgUFsAGC4jrigcbJhRswZsFkPWeNwuwxRa3S40YKwku2OKW9kdsF5m3qfpFG0cbxCaXbDXyXYtUgIAi6Q4LdAm7F3Tv4KnhwSkym5g4Wbzq4Vccegr7gzFXUbifoLfTfYmuIoIyLdgQq4zFggxKNIuQzCoKs1UNgl8leRvLn80kNIvHYM/bVQ3I/kZCsVE1staGQFJb8Zj3B6C1KXFlwARlcAKs2zj4xQplACz6lkVmbosRX/OLH5TQn94Sz/0hj4t1P5xj8zxb9nGjH5QOi2AMvrQXsRD3JrXBQs9GUkVkB1jbJCST+K2K0siEYhHFRFZLINaLrmErg9YkhPoGsezkgo2kDLD4M6qwsLHBBWQLSo0Ks0eGmXT5t3qtUs8pEaPRIr2RtPX3muVCoQrKWKLNtb+afaEju63zE8JcI9AlCM+qHG4BsKVtd9RODXemyGxi4mRxNkVmB8VRE9wFLEt3aZWwKhQ7Y003wE5B2fk2EjIcbcWir1bxjCsxSLaG7C6sa+RugEUivghLg2lkVwivE2S3jcVjxcVC7CQYRpadvMKWFhOykiKwWVDm6QUxPQGIKQmJtelYnfCdwFanN6YzhKY2VozE9n6t/8gWSXhbGCL5ARZdNZsFYp3A6kQqcRPaHYjuVoluEJRpfmyqWkYSHyfK25ArmdFWCLFEbZmC8Gxb50a01O2EUKFskYsODjYdVwksam4tCUnXSmZUc3CrsEv9qx8TgRapbEbAhrmKx5aaK6sHQ21RZMYD2y7h2YbI8phrpbU7/Rt4YvjirGQ2MXGy+NJnvnLoKVwMM4J7/4BoY4KyM/gatRcVlJ0NxGgjm6YeVHKqy4gVI41mi5XHrMqY+pGLzIZ+fQT3PPEYi3hsy2QRRY3uRgHYSDxmhDbYPC1BY52xD3/egVu/vK321qQmxCjpJUATBlIAOc7PVjvwyHUWj3kUW+enK4CRpAj4sml1NQAAVv1MhWfQGCYRmKVcLcirpYmQzRbYspQEklQITRgpRvmjEK3uil7qyPQJqZKZC9QWeVv8qKif9sCAVBdzgVpr20jOrInHzG8sKBsJzzYrwrMzkjWCZY4bZmzKy+7+RDgSvPG7Xj8rmU1MnCge+qZZyeyQOGqCm0VmKigLhJfvTlC2DX5ayUxtumICBxvg+bbR1lYji0IyTXWAbuMsHnORmUdRR+Kx5K9RVITbyaENzK5tYDYntSGCas+FQkXiulcUNW6sY/DA/7KvGtvu8mtlkn27SL1zXnHujYzge4tIqy1eLe8HOYMO/5L9Wy8ypL6ZHmrJRy0agk02H9oFZbA8395WL4SKEHBORJ0BjfwG8t7aatpAtkEqnml6w5qgjPYRnoFlHVy1Me7wkUU/7gIf/fXHDj2FiYmJK8ITv3NkIrMZwb1/UCuZFSe2IipT25qgjAe26McgKeUbbc3yX1Z61wVlZltqXm+qPCZ5vUl4tmDgJzbxiyK0vFIC7HVcKzcRVQ45uGqDE9qUpgBpO4jSsv3T5LSmtvIsfUAkm5SpsSH3bc/anIJ7sSHPJURpjVwG4ljdlUy6cIw1umoNVGRWO/XosKQdEEyMppFZIieVBIYNQ5pyEFIXQnoBWFIUkg2WNqCpByS2ZalUcSNptAUk1c2qbRG/WqGMsQlV0BaqS4qxCMoKFSyawmCV0ZBtKjJLNnTCsy0Dt84RnoEJWzkGansAL+zf0xPDa97wanz8A1NkNjFxinjV645IZHaCOGqCq9FILbm75UpIzxOULTsFZSNbXPHAb9lrlNcqhQUi2wvKiufSYiAy0+pmRmTdz0VqAMzPI7VGPAP51SWqvGoZ2235uCRYTFUgtTUisygAi1HXKArTiG8rRkPsD0LKQiqA+3mk0t/gu7exRAl9UBgJlSn177Mi3gAA0oxJREFUKQriR8JAlaeqGC0R42Cz/uxglTCWxL9ZBWx+4eDxdk1V0Dgwh5SCEq4bWLYWexMqca4iszr5Aq94trE+TORlwy9YuBhJ1p614pnWFKs9FZkmJxuJF0GFei4oU5uW8o3CM7VlP5Lobu2DwFjo9CuZPfe1088znpi4qbhz53hEZgTMVRTuJzAvuCNR2C1rOsEtWRbs4oKybRKKYWBTAVgxcmuVxzjaNLWgpPQDi/IyGl+NtjrhXYQcJhLMIcKq/kZQlbB5lLYl3wgE1VZRCATVtkVRmPmzjO2353M0N/SRPiQUNujyTyE63PTRv8l3a2O32XBh3ECIjXyHzAMn8hqJHYjRIkkPUV7WCwyZg/Nvr4zmaQB1zVvlvlu5cFCx11Zu10MitV7JDJ3IjDStIAjU6nM2wRkvdRkx6yduk3FVeJZtlZyqGI1kqTmWqDUH4ZkuxWY2mc9Om70Hcp5SAZbj+XG4W3zxM1869BQmJiauCF/+7OmnWd3POGqCC9pga2KvTScyu6igbEm2YrZtEpQVE3tlP4Cxqbdho421QlnMwRUbKPjVKJkKyjyCy05kZVxwXP6Lre2oGplFcJVpAYnwRtKXSKvxw7A9RlxzObKwPfYXt3nkO2QJXBk4RnUjmSbbK99mgjI2cpvSZinkqwJGTDnYNJ8UYtOLByPBUrUsRsP1iNS+S5pofUtDyV+WogxAPQNZY78StZfdyCIzGNmuS5b5ga+kWc8q3X/NseV04aT7w7wNOcA1IryRcaLwbCNx6LVKZiPhWaEC5q3Na8OEW5uX3c1bf1R443e+Ho/9xhSZTUycIo5OZDb67T5iHDXBVfJnEVv0IrN7FpQ1NsAjo7oN0AgrBiIzF4+xPC7BBoQILjwC60t8UfZDjtS2bVMkNkZ05Z/66IQGwT8912itNQ7tlRRxeJ76H71Z57y+CqyOwem4xAwF82j3LXUaxXIS4R2MkdZzaCKU2tQIL5xgAkrQY/iX7cJg4bpSA7EXk4jCM9ZrGc7Cs0JhG6IYjQJRzzYTnimdTmI0KTxyQeEZSdssPKv7schRIxCeW55aewNPBh/9tccOPYWJiYkrwqxkdlgcNcFFFJlJHq5WMLsMQZmKwqz0LgjMQWQWo7UchWea6ysEVcmu9SfkWURmSm686EMjHluUQnm+bHoMUV9YW2Qb0EVwPZ2ABiQ3RHgDIXQnfVLCcw7PvW0kwD6bQQjXxrsX1CgsteMSqvhL12TVNAPAWH1cxaBuUAYq3YT1XE2gRkp4OSwnphStjlftQhB1LvAKbzotJYwAwKUy0UJVeGZzZk8rIBCKBH6T8ExtIBGPLeBOZKZiNKmMtlQRGVR4RjVHtwDgTS3DUKieW7X7BVsuuEX3Ljxb5IBu5XiryOx5dANEZm989axkNjFxonjVI0ckMmPMHNz7CXobX0VhW65leSvhlHSCexCUtYQTXBJ5tCINcD/Nx23Xsm3zYeOqCJ2gbEhk8y3+uN1tSnTZbagJlqnyWGhDob96UIFWZJZs4dib2MqIaRPxVSjzM7uTtRQNprYte9t9bSlC2qZXBPKc1XI+DW5itL7UglJWIaK1rdsGUd+YB8HBxulJ2P0Y8a0UmINNo7KgIDKz3Qk2efOYNolI161F2hQTiLFcmNVVDbQaGfrqZmHUWqHMa6XdlfBM5sp2MVG3Vb+6Lu6p4+tfe+7QU5iYmLgizEqFh8VRE9yFuYrMWERhIDBvsOVyrshsy5tzBWVaycyX+YL0U7AsWWTG4bmJzDriW4mIr4MrAjTLoXUC2orMktgrRHjzWrYIpFZe6zaZUyR8bP0pOY4NAMubZept6PuiaDOQDJwSAJzwxbmO2l7QplXE1Gzz1MnFSDTltmmn2H0qH83ztMQEi+SGTim0Y18CTLsBfOkxF6NpVLZaWfJoF6oRYZKoqLYxXr5oRLcWiKi2RmQWRGtceWQl6ea3FUKro9fnZhNhmu9htdXTok56WRGeYVmwwVh4prnMQMEZxE/2rbY9/VK9X/rMlw89hYmJiSvClz/75KGncDF0v63HjaMmuFQ08lpwhk2N0qKKwuqqCrdwL4IyQElsFY+ZyIylahk0LUELPaitRq40cqwis9pfXYWhEk6NuLqf2eBElZOf3MYNfrvEY0MbIhmNBC9GOEPbYMsWyrb44ZDnVYuWI7u+yuwAd/MBC/xZySijud0ix46oaQcP0qpSS3mvz9Z2xBr4dQBL+gOFw1EPMkloV/NsgXpBYSKzksVoEKKadigIyorZ2KPxRtJZxhLhmNhr/wVLV93MKLrtA7OQ5PCmqpCO2QVlunavivLOUHOAqRGeadUyFvIKxEpmixxrxobruruMBbcBbMEAb7Ep3zB+v08IU2Q2MXG6eOibXnPoKdxoHDXB5aXeft0SYVlkBQWJvGoJ33sTlAnBRYi4QoViunKCVxvTfMJYnGEJ24FctawXlLktBVKVLAZxWBKIsUYLfTusPz1YZGTKHhjJpo0sApxCtZmkIm7SJ+wErMvZHbXtNo6is834+9ju6ip01B8GfTVRYMDI5a6GISCcnjvdr8cs8W8NuUojXR8XYTjm0KO4auUx60OmqIRV+7CVFzSKDBeZhZizCNRcUKZ+hXT1iLHwzKr1EZnwLNoWJiHeVWQGqp/Bmo9c8NzydP9+nBimyGxi4nTx+LGJzGYE9z5CKTiT9IM7TFiw8ZUUlNjGSmc8EpR5BPcspCT0gjIXqm01PQBKdpsKZfLcbeiqlsX0Bc+xdRvML5fUNVKswiN4pHUkHrMTNtg8FYDzdjTPRye7RXXbthSa7BKeqVcb1W3pZZSJUfajYNMHbnuILFA3RXJKzRQq+9MUgqQ2C9HcOG6MZJtQzA4FxcOSp0IAiLEs9SLKxWhscyFwFWfF/S06Nbb1b0tho8haF2FDVaRVQOIHcIH0Rz7PIset1HPTVilmACVLARculaCKeAybRUjuxYVnKFuZcbHPR92bBUAtTrEwsCkvwKnjtW+aIrOJiVPFq1//ykNP4UbjqAkuMwvhLDVlgAvOUH+sfSWDSlLZyGsWlPn6tKUXlAlBQIj8dtXIeGxz8VhMQVByFKuRrQjKhNlUshpviasfElnbSzzWkN8oPHM21kRqOTA08dO5ULBZI12oX4KNhb2t81xfM9aDjylsqHuVxjVbJLKsfJKathRdbP88A8CFYt6fvwfWWljmaNwETRmIXml/hLrK2q/U5QL7MYv9GUEGbL6y3kFdnotzHz4kQ5dTYHmTVRxWsfhbzEF4JmkGdo6BxabSMT1H71Z4JmSaff5M1Q8MbEn9ljDD08XXnpkis4mJU8VzXz+uSoVzFYUBiOiHAPwdABsA/4CZ/1az/a8C+DNhzN8P4JXM/EUiegzAV1GDTmfM/JZ9x2WuebFnQk7PIIIyS1HQVAC1qaBMRGaIVcw8omuCMu4FZSo80zSDhZsKZZEEB9Icq5sZuQ0CNSUUcZs/19ch9SBGNaNQzPqJtkhaGW16g24zPhVPcn2+SFsbVxkdJTcSPxVCac5wJJwEFTildxPdrf8wbiShPtiutsHWkEQni7CI5mp/Nhx51Db6py8ETg+1refLGgdngodnlW+zHVIi3e9woQIVq1ViWG/jk71h9TXMh5QsSgqBLo/GtK1r6IooTKfjwjM5f6imIBSC2KpQbEPw6mbhtCogF57JnIsKzyhcNBChaBoM9Nyp0WMt0lsjyBs8x9cnMjvUd9iXPvPkJcx+YmLifsRXPjc/34fEPRNcItoA+CkAPwjgCQDvJaJ3M/NvqQ8z/20Af1v8/z0Af4WZvxi6+QFm/vzFxy5VFIYqGFNBmVUtQwk2WTVBhGcMqSgGJ7aViEZBmZJdrVCmArX6o9xVLYOmMtQfarf52rfjqmW5GpnZJKoVxV62HJTY2NdzMh8noM1zADHqK1TItiVyaxE88tzQQCKpGa9Q2L6SfxspbporQZYL6N5hf2wCqL6fMh4Fm7JQ5ajOZgPZFcLaknkSUqn9CZFTjVkM+sbUWxWUJQKsKyhUBlv9ra0PThLF1CgxMzt79M5DFHmxC4f6NsjM5AopV0FT8uzR00WOCelKDSE1gYgtZaDuwhJs4SLBKqPpoaNkI3KSzVw/CVvx3IqgjFAZIXgrti0KVGQGPL+8FNeBQ36HvfG7HsFjv/mJe5r/xMTE/YnXvunIRGYnFsEt57uci+8F8BFm/hgzPwfg5wC8bYf/jwL42UsYF1tmi8zqSgW61JcJyziLxxiw5b4WqChMIq9mi0t+ReEZ5E8FZSObR19HNn3cNn5rtoX7tqO/uMQYVnzidg8Zxz8Obbmzj/5SCsQOv9VtgEUr19uesx3Nc6z4pw0rtvCSR27Db4B9vxU4TEc7DyQxXhjY5kBcOfsxmnMi2tDa/FHh56b7LYyurds8RSFW2ot+Ni/UaxbvRz97zbJ68M9RHGsB4WvXV8nsYN9hU2Q2MXG6ePxDRyYyOzFcRorCQwDiOjdPAPi+kSMRvRDADwH48WBmAP+Caq3Q/4qZ37nvwDWCG0RkWrlMbnh6NTIVl1GKzLq4TJf6kmguZxsHsmw2ycltq5a1a99GoVi26Rq2gbyCTDzmZCSLx2IRB7TbTXjGmfjFR7mV7Ee/9qd9uW8UirX9OBErqe/meRtR3oXzOCIPujjPZpHUJsLrYVyxcWezlQRiW8p+esu9vl8jgZq6s/lZagJI1rqVaLH5ybbCaTh9X3MKQ12FQG/r27BSBY0IloaA4lFmFZ7FKmi8AAUFKAs0L3YJNhOULVRLRZRFBJy98GwjxSQKVz/SQhIyNZRayey2iOp0inVVh2rbMHD7+iqZHew77LXf9OAUmU1MnChe/egRicxGQaIjx2UQ3BFzWTtM/x6A/29za+8PM/OniOhVAH6RiH6bmX+5G4To7QDeDgCPPPJIHYR1eSIXj50xhHA6MT0TEhoFZVshGUuwKbmMlczqQJFkRtGY7H5jcyIbbSHahlF/jQ36XKbAmehCSDGUtBgBXRGPiV99XQkQmjFsm/gzUHM4Qca/EnnWe/bhOPh9/NBnd28f3Vmj68PGtmYLfZ1rG5HWOPdQtcz3Y2Czd0CahbYcriEoLHWg76NmDOQlbZsdthK/8Tj5BEKKbt6MdIj8femDv2lEln/ZrDUVwvYL+laqeGyXTeau+w09f0VkRr3ILArPFmgls8Vs9VjUnHfiKoxbcG05uAf7Dnv2qa/d08QnJibuXzw3KxUeFJdBcJ8A8HB4/ToAa3H5H0Fza4+ZPyWPnyWin0e9Xdj9OEhU5J0A8Ja3vIXFhu2i6QjAGbvILIvCNqk6Waxk5n6wPN30pxFZSTfY2jYnspqioCIzrzKmNpitrT7Goe9kk/2rxrAigkVwhWyZDY1ND1x9TUCoKOYENhJBHU6rgalQrEYO+5zdrpLq4AqQOa4Y4OP0as1IqtVCXX+rtjgHnX3yY9N2Rb9Eakc2ChvC/iph7I4BuZ9TWOr7MxYM32khzyZKA2p0lSqRXlTApxFfC8YLRWSAJPJKYKmCFm3ev5Yb1spnLjKTNRqIRIxW91FtKJWybvWcEqLLJQjKJJ+am+pmVbgm4jaqF5514vUzXKqD9Fvw3PVVMjvYd9iTn/vKvc59YmLiPsVXPndtaVaXglNbReEycnDfC+DNRPQGInoA9Qfg3a0TEX0DgH8bwD8JthcR0Uv0OYA/CuA39x2YykZI6Uaqlm2sGtmWN1K1rN4eXXiDuqrBBnWtTYBRbVU8tvGIq0SDLRLMG4n61v4WiUzVtkXa1MgUM2G7+FJktWpZjCjD2kYbxE+rllWmUIClVMLA8ocSnutfbas2SrYir8VmEWIKY9UTu4BQxJ+4SPTWo7hp3Dh+zB0FnOgygaD9+Z9Y0n9qK9xvO/e/0HfbX7SUpZifM0QK8w3zT9vD8eVK0AqjzlX/Ftm3RYg1A1hqVJMXOd5o3kN9j0Dh0d+XHG3VeWzkPInnRe3Pl5gjO4/tPDOb+vl2Zq8IqOex/ennABt5vZE899im2F2UbWq7kbWpS/hciU2W9tPP6ha3sMUGzGoruEXfsO9Xwb3iYN9hb/jOR+5x6hMTE/crXvtNrz70FG407jmCy8xnRPTjAH4BdYmddzHzB4jox2T7O8T1TwL4F8wcyxO9GsDPy+3lWwD+ETP/833HXngRkVnlE7WSmVcw0wisi8uimMWFYhplNdEY1CcKwHLbGJlFtFnKAYRIcCCTcFEOI9hkXdNk84hqWtYL8CithPxYQ39qixHDYOtSESwFw6O4OSc3+mNss9chytumB4z8rwr7jtNGmjVifdF+zJnSq9a2Hh0OrvZoIWxLN4l+locL3c6elgIvEKF9pNeIbev2hWtxiGjjcHpo1bKhLezOgpo7W5cUY/sMbWQ/WFdyYInoiq1+7mpkekG9DKsis+upZHbI77ApMpuYOF08/qFPHnoKF8OJRXAvZR1cZn4PgPc0tnc0r38awE83to8B+O67HTeJzDiLzHR5sCVUMNNqZL3IzIViWq3M83Zh/vsIypRUa4WmmDbgaQrS5lxBWbYh2BAfu8gjnI20tmHb4nSsI7FjslvzNyn7GapAraG4Oz88iQ7ywDbyW2u7RyNKmzXqzfJ/yOmNbe0xHBNVgiXiqhHicBB0dbdATtPaW/ZELkbgIjMTD8bEXLUVJbcchGc6NRW+ETaljl0KWapDKTU6X6iuSEJcBWVQAjoQnkVbJaP1/C3stg3IUx3KAq2CxkGMRlwAWqBV0PRwyOUaNgAeuD6R2cG+w6bIbGLidPHgo6869BRuNI68kpmSS79NeiaETVMBFi7Yyg//usisWB6u3+bVdAEg3jYeCcqYSRbDL0ZkPUGSBuRWBWpKlOucVwVlcKJstpbU2mt/noRnGqGUtvXW/kq0tq1QZsmasNxQzfeMfqT/aMSwi1oytCpb0FNBb8gn4sgD28gPkic6iFpz018XpdXdDb3Xf0M0VpKSRm1jmziQHecghrN8ahOjwQRqlPpQdqq7oSvapomujm42ZoC82pjtBVPwiW8fyfbixxi6fYfITC6OasRW6a62c1uqbsa1sANTqXc4bCUKLfcg4lGcDY73aeHZr06R2cTEqeLrzx6XyOzUcnCPmuAuzNhyCcIxgIXkarrBliE5f0FkhlZQptXIovBM1wn1iO2aoCyL0eqPu5X91SpQgeAuQSjmKQvKSltBmZPbaDOiGG0xyhtO1JTagCD6Mr9IECmI0bQNcoUym2cUosHng/hBqaRW2wBOrryRzx1xW0u+12xM/e3+zs8zWsPMzoeS9RS1zdPJNsrbWUhyZtKpWlk9bpzbLe5o1yGLEnyYWGwJNv2LgWGtZKYis4XIqp7xohcHMAqLRbeNhWfcicycuCJUQdOKZ7GSmUaQq410XTAwNP+bcKZ5D1Tw3NIq+E4PX/78FJlNTJwqnvz8Vw89hRuNoya4hYoQXBWAaVrCJqQgFCGgWtWs2I+tRmkXEfhotCqW0F0smguL9jIggjJgu2jKQ6hGxv6DrtXIFonqWpUoIc1GxCKJjWTTSKjq8Z1odRHFUZhPI4TsgjGHR6VzH0hjpFUQGqKWo6uB2FoEsyGuoyAoN9v0+Zr/CC051gBmml0zXxsvRDmp9QlLpKn/gtCdX3D0c60skHRb2E+urM7cWMcZsuiw4oHGczkeJovxAtYv2fieEh12TvtjAksts7ombz0JGWy7SZInS2BJveGa/hBmugAoxFpjzS7yFoqx23qst8Q2563MRW1FnoOB2+X3tQf05PDG73wEj/3GrGQ2MXGKeOibHjz0FC6GvaI+x4OjJrhb5kpo5UdclwJbJEobRWaxalOuWqa2pvKY+jSCMtZH9kiu/nzXn3Lq/FLgVUiO21j8KgvxtAgPrkZBWc6jlU46EVqMmgZbG9XkuN3nQtE/9hHa1ahjbhvuqzdzbMYc9TV43m1vulm1jcZtQe12Y5C5v5Z4D7CevjD2tM70WGk6gJFGGZQAzQmhcCAsjzeJ0fI8KfrpcJSGs+0qGFMbqBeeGRmWN91FZpo1GwVlfvq58AyWPaPnvorRWpGZRpqf4Wf2OKbHjY9MkdnExMni8Q/PSmaHxFETXKJiorFtiNKeoUZd6+oJLjhj9mIPMbWg+nmUdgEFcRmggrGlsSkJ9oiwEl9Ayarn6cqku/zaEMEFYGFEZcbBZstPoXlsbMwt+UQmilbxrG0bCd6uSmb6xPvIgrOSmrV5PYmcciaqpXMIpHUPW+TxcYw1m7ekkCbQUFYObi2YRJDGvZ+WQwPQitEYBCrNxIjyyN0cw5uo51DxriFpJBxSZlXISObHZlPhWVw7lzb1PFbhmYrHaq4swIvMrgAamwVkeTkRo20kzaCggLgWc9godRe/RSLKvchMpGYMlM0LBgf8tPDQmx/EJ6bIbGLiJHFUIrPIJU4ER01wNeoZhWJnTLB1Z2VFhCXYYCkIgAm7wooIHkXtCaqmL2QbGWmN1ch6MVq9Vc1xXMDya53wwuZktkQ+PUqqpFrTFliIJinhbMlvqmQWI4Ewkmpkid01MURA+g/9cRgCYUxBa0t3y7lxbIn0BW06VsdFOY/LYR+94pgfY4oN5dFEa2tt3TONG8PAmkpANolwbcORu6qf/BuvJ8JzyqPZ3BvuH2ZmPUo7XtnbOgVOFdeKPC5ht8h69gnqftXPmy/+pX4F4AWa7sNggApUlKZ3Qs742go9HAzPfuXZQ09hYmLiivD1Z75+6CncaBw1wV2YZd1bJJFZFZLVWJClLNijrm+7sShtTWeQ1IUFRopjxNYFZnWMlGcrRNMiu7sEZazE3Mmtk1wYod0tKCMh1pA/IUPSv9/ZdhKV0xti28DB4DagIaYN0WUQKIrR4H7R6nNJLiJaa2x8RbZ28IARIR+3pa6S2YhEc2SXesw0khuJeSTL0IuNcPA0GittPfLOqQSwC8/q7X4ViBHY6nKooK3yUZ1LFp4VDdiHKmiQvGB7r4iluhlJNTLUQhjEKETYLprqUCdYgGrTHSgQgVoVqtlhI0JhxoYLzsq2nu+F8NwNILhf+cIUoUxMnCq+ekSfb/2JOiUcNcEtRaorgUxk5hXFIFXLlKwWe2Qhv4xNJa0mFKsrLmiqghPTWinKhGeQn+/gp8Q32QBY9I3j6RMjn3vYEGOKIQrb2Ez4Y+K1wekqY1DskTuOJ74a3fO/kPbpHwaZSkdqI6HT/ogyGRXHPNPaoZGoaOOBDSu2aNKnGvmMc6DgF/ajTs8NPgR7HmszhkU1bZ56QaAOoaFGnUN/cdUEc9ALnGiDH2MXmZER5RiX9Vzc2jafPtW2hAsjZcTqVyvvqggTNfpKcOEZNIeW7eKt9ipFKPSTIIdgK7m8OpsqRqtjFr4lIjPC8zanLzJ79DsewcfeP0VmExOniNe86chEZieGoya4y1Jv09dKZmQiMxeNQchvFp55VFYjvPWHO4nMQo6tVjZTosFhjFShjFNA9WKCMrOpIUZc3cZmo86vpitw3gadS14HV8dVePAwEKq0uoITTONGiajmR4JGF91MoLwEGeL+YWzryHxjox1+GPslbhfn3hLyPW1GJ1eGVnJr78HKZXIk006ARzb4G6BjGIkd2QIZDrZ4qqTqZro52qRtFI8V+XyBarR2veKZXCiKoKwI4eewe9pmEWK+gPDMdorMJiYmjhePf+jIRGbtb92R46gJLhVZ9ou98pgJypScsovMoqDMyO3AVkVrgBJO5rDOLVygpsTV17nV5zLBCwnKGltEaiu2vYRizbYBsY22GAQ1sZfGBgd+w9SDSJpD/y4ei/Mric+SttILhNY28iPvtnHwWYSJUiBUuS0GbTEYF4l0UoifroFQL0yImo7ioxJQTQfwGg3+NkdBGTROHUbWwiLnCM8gazOvCs9QUwmWMBeLTC8MoioeW5S4LwWMBVwkhaeISEyrm5lNBWW1nEM9Hhp7XkKRB2DDhM0UmU1MTBwxHnzDEYnMThBHTXA999WjsqlCmRDTs7Bygi7hlauWOan1Zb6UyDppHdk0mhoFZXVyvaCsJ7yoUbQoKBO/ikD2JHqb1sHlLAqztn7vOgjPfD1XBsI/sT+kcZWwEpqIrQcJrZ9WoJbeJIr9BZLXEO4oeIP23/it2mJXOpZFO8m2kWwkI4kNg5UOVFCmfcRxs0BN/bhrG/1NCKi2omPbnob5wM8BYjsknojQhZBTNspFhWfRWt+jcIDicbPZuVhNs2nZj6SRVo6pEmZTX/8sqo3AFsGtIrPTr2T2zJNTZDYxcar42tPHJTKblczuIyzLgjONwrKmGJClJWwRCO8S1r6VH1YTj2EkKNPobRaUeVWz2q/ZQFjk9vs9C8qUUDVt9c+qkQVbdfT+SIln8FMC0pLVSHQZXsI3nuxhBa0EI61h/LSdvZ8YIW79NKoax1CC3Y+HHg1XHBHyEaluywMbeeuZYCcya202citGa5glAyAtBRbnRGhsbOnUqfKZXHVQOKC2vxIFvpDwrMjKGyo8k2214lmM5Lo4TAVqtT+JTlvOtNPpmkfN2Sb/bsXm+cLk24nwHHcH9+QwRWYTE6eLr35xfr4PiaMmuKVs4JXHgsisqVBmFciEsDoJLUZGo00FZTDiGyuZ+ZJJYCSiqzarUIa6zQndfjaScZU4agEA0v+MJGfW1Polshyxj3gsEOJMRll7r/5KHgeMkBrrKILY2dp5DPrs0EUwV9oxUmRy1Ba2bz2LNh46OKaRFDvv7MVo3pY8wlvfdKd6dlDCXBhWZEFp4hL6Iu2DlbNfQHjGuW2lx15H2FaDYzIOW90qE2Zh1WwcVz+HCwppQsJiF5CFuJb6JSfmTIwta/5ttT9v8+LuPTg1PPodj+B3ZyWziYmTxGuPTWQ2Ch4dMY6a4G6XxcRjDK9QxhDhGWsVs/MqmYWCDdC0RY3yNrm24s/sVctgtjqvGnzbV1AG2LJdMo6xLoukUojaerTVB6uPyU/6uBfxmFRtdVJkbQMtFbLc+cW5CVKUNveSpjMksXtgNeKrg7dzCrbOzzbk2Yz9Bn2rD8fNEulcgZX0jQPFsLbYqJlTJad1xYLot7fwLB6KMF/3UwLufguHch6BxJNeBGrFM9R8WoYfSq94RpLG4HPRFXMXEJ7env7t+4/++mOHnsLExMQV4RO//clDT+FG46gJbikbnHFdLD5WKNtKJDYKz1Rw5n59eoLm9KY8W4RcQdkOzjb9hbdIpvnBf9XVrxOUIdicuLZVy3Ixh7zNoH7IRNH8+YLisWYsr08WCW0Z+0VCFedHYz/vudmn0HY1/Cv9joinckQjaAN2PRaeyfsRGDPt6i+8fb6/MarrFwLOEgf7ZGvOwgfQlSeKEtXmYOjLRWLr0W8P4RlZ0bo4GU1NYKtMxoW0KTZULyILKistKKj5CHK8FkIhrWTGtZKZ+FHRIg8MXggbMGizoDBwC7USYeEFL7gBIrPXvfk1U2Q2MXGieO0bX33oKVwMo9/eI8ZRE1yvZAZoJbNteK7pC9tAXJXIRkIcCW8rKIsrI2gCwJrITAVlShb2FpR1fkogdRvntATWzkJEzohxFPvEts7AlPtQ8DPeFNX+kYBHoRg0ZxM+Bx0vRi2lDxrYWj8ji2HcZBv5RRv8tSGQXzQ+8RrDyHxLtKHvufpx09+AaIb5rYrRxFmLdcTVFVp5WNy7SD/tjoDtRybice4619xzJ1Wztk2hYvHpq6DF/U+VzIIt5tdy5+dVyzRuGyuZ3cHpF3p4+snTXwptYuKm4tkjE5mdGo6c4C5BXCZr36LY8l+VyMIisl6hjJKNhzaElRhgZNcFZYCSUo/8emjPCLGmMgpxGwrKWMm625ScVtFXIJw2RrQFgorGFiO/O8RjsW21OQtcE4qN2raMqU1zsDFbZqV96hhNG1zEhuZ4mCHMryGj3fiBqzGattaesp++HFU8i3oplpUWBnPO82QPL8fIq1Y3UxuxR2cJJjKjsDSYC89gIjNepBCDRJJNJ8bAIhFfFZnVsWolM517pMBW3QyQcmaSq93YQPWCszBLCL8uF7ZdwpUDE1AId5Z40E4TX/niU4eewsTExBXhq8f0+V77XT5iHDXBJRWZQaqXWdRVyaoIygBoNNciqKgR3igocxtSW7CKxwCPtDY2NLY24mosKdsIKtwJRDREyqhri9QfBT+N0VH448ZvHY3wjMMcklfTT0t81/yCbTQXOzIdiRx0ssvWRmvh1xNxUiniO4zc+msyP8obkx/b3C24Gjibz6UySV1/1uYng7QiM4u72vhh1V0Wsim5rPp+m8isEY/FFXtNeMbU5eTG45JXDNPPA4yEs8waCCIzuRMysi0IwjM5ZxcQmAq2tQyEpUE8f/MinDoe/faH8bvv//ihpzExMXEFeO2bjixF4cRw1AR32dal5lvxmNmgFc2CyAwUIrluY/jSYBo3YvtzQRkDqKsv1F954zpJUOYd7KpQVk3Z1orCbCLRN9n8eGQxWt1oKQvct0lRTg43p1shW2hjJCpMicJ2m0vrh/MIdt/HXeG8gTi4tGw22hCOz4rfgDcbATQ+2u5Te7WgUVogicyM9Aby62W/ehslm8+Pmp3eLTyrV1g5+8HL7yaO3yZXQ/shK+ELqKBMLx6jLX6+9FjLxR7VT9yzy+nfvv/YFJlNTJwsZiWzw+KoCW7ZFIu+diIziQSlkrscijkA5p9FZkKClQRaHq5vA8J5oG24iRTqY7K14TxAVzqI7QLXSORx7dZ+FoXFSHAQgCHzojFoMOd2sNxHCc8zYc7Ry+jX9tcRyEjQ9rCtzlX3KvoFjpjIbruP6hdJauhDj0M6pi3/PBcaLec+rG0RUgKZyEw7pyA8CwMy4pPQVWMz4Zln6bJWxjPhWbwfoIdFUnNk3duaZcDYopbfracbixiRrJIZ4H0VVpEZcIu0CETBlhcsqCIzXYbuFp6/11E8Zrzum1+Lj0+R2cTESeI1s5LZQXHUBFdvv7eCMkjZXXCxIhCtyEzza6OtEtjiRLYTj41sdQ7RVic3EpkFhmTEU1YItairRlvJ/IyJBZvdDkcWBJEJ1JD6y+SWvbKZEimZK4W2HPowjqTETglsJMQIdChuC0FnavsLY8W2No/Gb2Rrg83W344x7LGJ2K75xUORCL2a2mppsQFlgZZtVqIcUh90ea08viUW5J1uxmJj3hT6DUeGwykIfx/R2PSsSn5o9iH4pVFCTkMrPONk88nUY3czRWZf/dIR5ehNTExcCM8+/bVDT+FCOLUc3HK+y/kgoh8iog8R0UeI6CcG27+fiJ4kol+Tv7++b9tdWBbGmS0LJmvfCrmt4jB2EowVQRkHGwgLc7ZxHUcJsPbNi5JOJ4dqc7KMeitXXhhhrJ141Ff7gT93PyAJysIY0ZdtwKa/Jfan7YRYsG+n1Je8N5FPLej69/68D+bsH/eJmrmgaTvctjLuztfaX7C3x+vctnF7+yf9UdOOB371faZuHDv2iDYe+qVjujCwhP7EpuJFiv0tIiBjnwuFcdlze8xvkfeUo01e2zbxq69rVHdhYLtIOtCSKwIuS7Dp3Rb7/NX+tK2KRrdMeO4aRWaH+g57ahLciYmTxVNfevrQUzgaENG7iOizRPSbK9uJiP6ufM++n4j+wHl93nMEl4g2AH4KwA8CeALAe4no3cz8W43rv2LmP36XbYcoRYVjBQvaCmVArFoGq25Wo6BZUFZti7YJJC/6uUANaAVlUXhWHcgfdX9jXE4IDYldl95q28T+7C42wyJhsbqZEVP9U4I5tLX9NbfVQ1/RNupvDba9vV8/so0Q/M5rcl53u7Zz6xP2qY14ts/b4xG32nFm2IHXtzeOZWkQdsseIZLLPgnS889OTrNl4Rn7ZrmDYFXLxG9deCY7Lcsf5LaLfy5I+14sYgzSz8sinxXNkZcywVy3gSByMr2orNXNFiwocoFKYLyAXojrwCG/w17/7Y/gY++flcwmJk4Rr5nr4F4EPw3gJwH8zMr2HwbwZvn7PgB/Xx5XcRkR3O8F8BFm/hgzPwfg5wC87RraYrtsPQinESOL1rpNBS4sDMPTE2zlpVDYAUnHlZYHsyW8qqBMgmISpWxseqI4UzZn9SMVpnHrFzuONjjxVGFaaEtpXGRb6I8YTWSvt8WoYRulRTMG4svBXNNzwHnW2t/Ar4uWro1xXr8r/XA7dtopfz4a99y5GLNt3+M8Rndsw8mYzqu23xVbTHvpj6/PhZu2aSy1MewCDwByoZNqtnz1MI4WPOFwpRAvCtMpbPnwtVDw08u1VTI72HfYR3/tsYvOdWJi4kjwiQ8dVyUz4qv7Ow/M/MsAvrjD5W0AfoYrfgXAS4noNbv6vAyC+xCAx8PrJ8TW4g8R0a8T0T8jom+/YNshStlgy16pzEVjddmwrdq5WdMW8be+to9Rt0hkjQAo+e1+qK0jeAcDG7y/TCzDGAPi1fYXuyWmjvhR2173rOkz2ZBt4HpiDJfsiies/o3SCEZ/4fb+3jYMxtV90k3n9Rfm3vrpftCKb/sBjTm0WKq9nHcsFn3f+1SFtRQMGxf9uFYlb+nPp7Etnw+1kwH5Xag/Dxe/M8CQDIklEFk5/ssShJt6kRlWKllC2wV1feottJR2/aye2QVqwcIFt69PZHaw77CHv+W1F53rxMTEkeDoKpnd37jwd+1liMxGd3+5ef1vALyemZ8iorcC+MeoYeZ92tZBiN4O4O0A8Mgjj1RHrsMvTAD7D2daDxe5apkS2vpD7kIxjzyV9MOdxGMcolchJcCJqwvLPAxMPgAgt1+dXKxVKBuW7gW7TdqMBWVhPVXZzt243l3nFyOsevzD1Lp3iDIZi9tTf3GeyLbmDvrYFu15+J1tNQWAEeYScgySLRziOGZqQr2Nsnuysb5i9JXM4rFI48YX0kOYX0gsaI9EmAvb2yhJAvV8i+56fMS/iLETmdlx1wOmxvbd0ARfgqdi+JFKwjONAlM4+EF49tz1icwO9h12VAvBT0xMXAjPfPXa7kLdO9ogyOXjFUT0vvD6ncz8zgu03/u7VnEZEdwnADwcXr8OQFr8jZm/wsxPyfP3ALhNRK/Yp23o453M/BZmfssrX/lKAMDCbAIzXRJMV1BIghaIEAaBzKIKyoxTMiT6q2kGWXjmRFijVyztAtltSFwktl7a1yaQ/0aCsugH940rHWiELvu1kUKCFqvo5heihaP+LEIZI57tXNqoaZxbM16KeAY/bsZdtSG/XvOL46cobDtu9341x0QQj3fXX3vMpL3Z0pxJIqV9NDftRzhZR3PnJfgvGAjP4KK3cH7pRVu7P2AnsrUvzV33NvH8X4KgTC8kqxiN0mkbU3vsM7nokn0uRtsukktvaQq4zkpmB/sOe+rLU4QyMXGqeOrLR0Rwrx6f1+8/+bsIuQUu8F2ruAyC+14AbyaiNxDRAwB+BMC7owMRPUiyFhIRfa+M+4V92u6cfKkisgUFLigDmJuqZazLiPm6ufVHWH9QxVZ7NXKrbVWglq8VWptGXPv4ohM/CmRTSvAi/AU//w/wQbyNpkpYa/Y9yDZ0tjw7ONHb4WfgNOM8O87j1suNHf0pAY1+GLS9C1uXcqDz4mZ+kawOMMwhGhFntXP2ScdldIzSfLg7VozmaAsjJ9L99rPEt1PYoudkfMfgdxpCv3pOceiLY1vWtn7kvUCK74GlCdkFoos647rUajORp+wvS4rCC6+vktnBvsNe/+0Pn+80MTFxlHjtG49sHdxRkOiy/u4d7wbw52Q1hT8I4Elm/vSuBvecosDMZ0T04wB+AcAGwLuY+QNE9GOy/R0A/hSAv0REZwCeBfAjXMsjDdvuO/ayXTzwCYQfTfbcWyW4SuI0DzemGOiPq1Yo08gVYP3V8JYQABWHwUlBJQOMSAQsKifPw1GDEt9KMNmJ8YggyRxsxVEOFc8SqQq3eRn+vOmXmteQfmT2YxuayN85bUcndNefzv8KsTrGvjYg8sJ+P/eaAPwigtSmTyQdQDc2Vw02NHlfkdByOw/y95yTbeTX7qPbbD+JLRPBMhKI07gxYwFUPxNaGc3bko3D7Gvnstn0PPdT9qmz64l+HPI77KO//ruXvDcTExP3Cx4/MpHZIUFEPwvg+1FTGZ4A8DcA3AbsO/g9AN4K4CMAngHwF87r81IKPcgtu/c0tneE5z+JuvzDXm33RdkUid6GPFtUUquk1YkqoEsS1cXkhRSzVi0ji1gNLzpiGkL8ZbbtTQMOT0aCnoSGhKprIJS5QpnavJmTLgq2kvrs2jbjdf3FPeT9qpa1JJibPigMUjqHAeJxG/ntaKuR0fD25mjrSn9rpFjjlumtDwS2tcWxJCW1I3RmJaAuGxcmZQ3ksaB7z7p9CETSjwMZofVzhWolM8ptGQObXB1SgeeiF5+IpT0U73fhOi4Vzcqt/iXsVC3ryyhMWMgXvgMDhQkP3HoBrguH+g57+Jsfwid+a/4ITkycIo5pmbD27uF1g5l/9JztDOAvX6TP469kxmEpMCG60BQDWWFBf1o191bzAW29XGgb3+7pDUAUnpktVS1z/xyWAnR92kqaCGUY5W2rkQH7VyhzQZkH4TiR23YFgBRVpra/fgw/4E7+qPHDoK310RI1NM/1mDVkbdQfx/5ova3tMLs/BRsP+hv60bof4NtHtnjdkqanBLjZR2r9m1MlR245BXzreclpIHImXbcPDk+6AIJHanPEeLgX5mjtxC8K1IKHbatlkPXgIojM5PMnfnf4Dk4dX5kis4mJk8VRicxOEEdNcLeLpCIA0KXALAVB/qyqGXMQu2j6AgdC25Jbj1bVdWtzLq2mMpgPAOJAAsRX0xba5bso+Dgpbh71+bJjW4gO+0oJNOzPyGnTTxfNbdpqOyBQnBGhbZ4bCd6lFRqMsYY49oXaDuaXopTnzY/GfmtDUrM9ktXU3mxOIVu/ZFtgkd7+YoBbg1+JAFVwBomyhvFjN/ZeyVgWdV5QD9jC4AIUJcEapmaJxi5127IwJD3e744ICjjY6gQKagWzEo4eEeMOX5vI7GB45skpMpuYOFU89eQzh57CxXDOb/Cx4VJK9R4Km1DJzERmAMCNoAwuMmMufmtYxF4p+ipb+6plQhwtShvWyoUKfbJfbetRXfckbx9scQmnbCPtKYiS2G1qt7bZFv8Qfai3FR748nqfRhjRiL1ago3BZ2etbWtTUs6wFQqGQrZ2fL2oaMeFb1sTgKX3jJvjEuY9Oi7tccPANhaZjY5xIzyzczSfL2YNNj//ctU6vSALvfsf5deZBFP+vAB+rtvFhr7OIk8VV3YiMxVwih+J38IFLyzXU8nskHjk21536ClMTExcEV77huNJUThFHHUEd1mWLvjptzgh0dxGZAaYWjveTrW2Gq3VQaKgLNEVCasl9iR+IQLcRRYZFrozMsKwNIWxzYN4HjWVV2uCsjbKOYjUpgjsKMq5I0qboqYrEdx2Di3Z2ydquxN7tB2N0QROc6iV87TD3fPOL2HUttnhtCZweKv8CRm79oIi5HyTg0szD1I/NDbktumAhId6PJoTTfZBzx3fJ/bTjZHyqrt9H3xMXGRWd0Y/EtT4Pb39Gk4dH/21jx96ChMTE1eEYxOZUadaPm4cdQSXSrFI0BbAeVXLtMKS/qBqukAUj6Wlv9j+cSLZRPcMZm+ZSzOJaFvDiGzGfuw5BZeClK6wq99mP3ah5XZd27U+4rENthil1CW6dkL7H64pe87cwxgxumrv2xqx17mu7eN5JJ7z+9XmQOvc0hjQ87BGML1f9v0fjZ0Zcu8T/cJcaRn5hYurMHzbl1U3C+dfXM3Epr3oNinCAh5WN+NQ3az61TYPlOfh1PHI75+VzCYmThWveeODh57CjcZRR3B1eS3Ls8UeVcuCII3Ri8zsdquupsB6W7ZuMxIcbsv6L3vM02VYuoIRHgmHhagxpe11n0hvDQfCSgwXo0Ub9hOUxeIQOr32lrtua4nYyJZI4o62FiltiGDb1hvnzcP5tRHJQVs7CI1fV3grTqmJXKa2wW9VUNa0TQI1BP/RlMWQo/S1Mxs3+A7nYrZ4ByK+Ce0FC6e+6vamQwp3I0jnllvEIZgZTJTGyYKydPbLs7AInqzkwAQ8t5zh1PHk575y6ClMTExcEZ7+yhHl4KaAyWngqAnuljlFjpR4aoRI+CK8alkJ0aZq04INMa1AUxR0yTAlAZH4KrmO0bG2DKk3anIZlWyFqJyTmsCA4ooL3G6DbGsjzqE/Rkoj0DFGto5sRlvELqK6p9+IjzrxWekPg+2xv4YFJtuODy2b84pfeAvWCG83Sc6PNGibbHE4szn5Qz1NXWTWjoV6zqrNL7zYr2KaOcfjE8k8L9zlZvMi5Hap86A4hk5FRGZEtcoZdAmypW4DfPmxhauwrK5XXbeTitvkgBEYZzdBZPaVqbKemDhVPHNMBPcEcdQEd1M0QkuIlcw0WttWLdMILgkJ9qhu7a8+5CitE0lkgqnZHbodsKW8IomhxEiQn8MjXSm6iiwK4tRfRhuFXQtktuOPbO0Yxhk5RwoTRnNb2V8OftRsS7mu7bzX/Ghg497G7Q61Y6SwKcL74Nuin/Y3isDGJbYskosdttG+D68AkKLFdm6EZNeWSNu2cHWlPhRJ9GDO6txwdY/oh32tkVeWFRrWDpJeRC61WjFDIs3CnG2setG2ADdGZPbRX//4oacxMTFxBXjNkYnMDrkO7lXgqAnudrsk8VjlluSRVEaoUObtjMh2TCK3VWdLTwh+3qHbue3PyK7/4FvkjJGYhQpvqBk3k1r32xVxTYKyQN53isIG/Y3K0+5si8G2gLaS2T5tdmLtwmFADi/SX9ytEfFu+4sEdhdRHfWXhGfSj54yBmezTm6buTiPdD89EdJ7H/pr17sd7kNi+2Ebk7+hYf+bhR3yxWPk281HKArZ1O+pGyEye+zQU5iYmLgifOK3nzj0FG40jlpkVjYbIbSh/C6QbJZLa3YYgxhww4yWQBmbbshtS3gC614nvTvGa7fz4G9lmruNeTuv9NvymUSWA4le3YfotxKV5dZ/37mvsuOVOcQLm5Xj1/palHOlv7bQRbzgGB3Tbg3h8DxF36M/N55tekq3L2242udOozv9Mb1G+10Gh37QH6LILOx3+3FZmhOpisp8CbH4uVXRGZOsT82E59FNEJnNZcImJk4VD33Taw49hYth9PtyWX8HwFFHcLWIQsyNjT+gVslMwkK9eMzTFnx7k7YwEJnl9XCd+7pgTAs7uB8LoyTWdXCV/FY/bRujr05+WNIfvC0QCJH47SsoW/Mbqf1tW7BZbi9dwC/YLWoZbWgimdz4YdB2ly0MOyKYifjGyKX6DqKZeixX/Zpx4kputjKX2lq/fjjbN7VSCMFrzi2ZTxg5hMo1CUZzeetcciRYz8PahJAq64XQb8NXw/kLybPVyXh1M3OwNcXizsncYiWzYHuOT19k9uXPPnnoKUxMTFwRnpqFXA6Koya4yyIiM9ZUBHhUCEp4AciPNnNxcgsnyJC2sWpZNepDINL64y0iMyM9ynKNgIYffCbQ4r/str5tIslqQ7AhEGV4fzGFAkquAxcJBKqz7esX9r8LzcV9xmBbi7X2grUc39GKB/vaurkM+gcCudU2XYg5vIxElpo2RigHtsFcOj80ttG8TWRG5hdPtZ1zkba0UO6/OyBCdrVCWbtZh2Alz5wyItL+BZvo0+y5TZSq4GyRz4RqzQoBd5bTF5k9+/Tpp2FMTNxUPPvV4/p8n1oO7lGnKGyKVi/zCkmVeGVBWX3PcrR24dBOI7jit1q1TOKgWm1JI68uCRObTlDJaYywxSgshzpS4ZZxijyGtjpWmxvb8iFTwQfilEhstI38xMat74DwxP5i5bGOALOTndRfJG/c/N2DjRgdmcdgXl1lNEZ3fNFsT/3J87Tfa7bYf+u3dlzT9vxs73GFjFIcpT0XOL774bxu7FaWOrYOn6H42pbkQ/6cUqyWZpXMihFfrTr4os0NEJl9y0OHnsLExMQV4cFHX3XoKdxoHHUEd7tshWew5PHpD6r/BNftI+HZJVUtUz8hrICmEmS/HIXVHn2OLW1IobwwLg8ITFqCLLd0H7VxY+PsF58PK5kN/BJGbds5rbW9KjSDp/0e+LE8t2ZrYcx9xggHIC2FpuaRzf6BBTpTpBnKO/tOLR0iTDz1pwgCMU4h19rM0j6ikEy69AiuuIcrIstE0FM3nmvR1nycNCK8gEBUV8Z9env6S2h99NcfO/QUJiYmrgif+O3jqmR2rb/L14CjjuCWsrEiD32gzsVlMB/qf+wTcQtktI28DWfgBDQTSm6ihdQNadRjlSSuxfS83y4K2/51fV4ckfesdjciv8h7YNFdDCKkrXPsQPdlVyWztbbhaYyEdid9M59hzm7rt2Kj5jHZBudTjHbbuNwfq9xWz7sUR10fYzDtUcW9ceS9u1TrBYaM9epm+gdImhCFdKIqKEtrWcu2hQnPuwmVzL5tiswmJk4VD33TrGR2SBx1BNcFLTHdANAUBahSm4XwRqLL8OXDkvCsF6W5DeFXmOzHWys1eZoBSXuvPObBsFCNrBGrRXJBQejDYdw2Cupk2RHFY2gfw/NEjtv+BsTqvLbWOLYdTbDxw5pf2qncNPY1EpklxwFLTxFvyv4xIp5EYTE6yYO2DTFuBWUtL+z8dh0nyn1olFbPjTSGlhwLO01x2WbbV5K+8oGx00QmRmmHYQc7Ty/uXa5upjvHceJxh9PVoR+Em1DJ7MufefLQU5iYmLgifPXLRyQyC0GWU8FRE9wFSyCeKg7TdAQVlDm5tbipPQ8/zRZ54uTPYm3vqWrKAzVtPboGf2yIZQI3tpZsNiedCsrO668lqsM5rPkN5rI6v4EftW2atm1KBYCdlcxG0dC1Ic7tb0CkjSy282/IZWvjgQ0rNt61vWXAcYx0zq3seSDSeX68PgZgwrPYTzoGciXDIVfcxuIBaW8vIIr3V3lx7XWxcb1qmn1OwSZIu3MDKpk9+9RxiVAmJib2x7GJzE4Nx52iQLIOLgchCwNxqS8LILFHcEkjuKjLiEXipeIxRSWYFNhDjegSRzEahAu05Ja8jUbLQJ3QiGwcSDxa/EJb9SnoOElqH+0t4TC/dlbsrq1fAjc+ra0l37o9kG4ARmriXxSo9UdtDGvLCMev6W8w/3TREWwjYZrOaXRxsK/wrBWwtRcF3X4PLhjas6g9L+y8aebS9xfPq9ExzeediSIH57E9j5+N0C835z/HOyHwi0MXefq7xyC8qLxgOMdTwiPfOkVmExOnigffcGQis/a38TL/DoCjJrjLssixi/9qBLfCj20b/9JwVTzyZL3EN2X03vDIygPvGMLi2LKXsdXN5GSwaxsibCPS1c0ltG39WxLF3vcuv3Nt3Q45uojf2pzvBZfQR9q99u1cG2MPm70Ng1Okax7f566DwVzSeSNttV0UisWxui8fljzZ4EQDPwm5Jj/pOK4hTWDPwe32g3N0OvnVwZ6+CZXMpshsYuJk8fixicxODEdNcKn48mC1alm1J04XRC8mPEvMQLYPbN6Q82vElxzGZW97LtFq19C1mfQ70WJEupoX59qGMxr77cvnRkHBNq/UxtB9i0t8xc7bv13Lg40mNyD2XY7rys5ohLWNlLe2ne9R2zb0MRpz1bZjWxtpbm1+Lo7emNEYY78R+Q5nurXtzhsOe07182GCMxmuVjfLPF1XOXngJlQymyKziYmTxTGJzNJdxiv4OwSOOgfX1dmEVLUsrIMbt2uECVCy62kL1UjWVvvvq5YxLDXBttdHq1Am7K2tWsZAtbWrNAQxmt7KjbeyIxFOpCsSjbA9pmYgPG8JVmq7oz8bsyFUHWHrWE970zr4Rwf0c0m2kV+0cW/rhmAkIVo49OtFJuSttmOlfsFfm8W5W1fBjxpbXPYr9strtibcbxcKUfDFoeiCTUQ87c1txIvWlpSHip3Tfsf3h0HVFo8F6dVyfcE6ljSywhBpP3RuYcdYyTDw9RtQyexLv/flQ09hYmLiinBUIrMTxHET3GXx0rwIVcvA0PzaxfL7vEKZZyY4c/ClxsIPtJFXsSHYxI+CjTmTWrPhnKplMoSmHcQop15VAb0fQnt3WLd1JJIbn12PA7+2vwG/TfvR9bGGllgHrAVhz+17lB+xNoj2E8gbDWzdcln6tjd+o/4SM2772zUGGqIdBFv21gzEY6v7ATuLbZrtPg2JuyrBFoALLMXFibfbdMLxosKqmVHNnq82GWwBSgHOlvNOlOPH15997tBTmJiYuCJ8/amvH3oKF8PoB+eIcSkpCkT0Q0T0ISL6CBH9xGD7nyGi98vfvyai7w7bHiOi3yCiXyOi911o8ptNIIMuHusqmZmtqVomQrG8BBg5wYphN5boa+NnvhyIQuhvn6plxDQURaXoqo3RHNuwLfk2ttgfD9qukskmcpjatf1R3tb2Pfro7DuXXdjrNsjgWBCLQA3NmOn9W7mgWGl3nvBspx/GNgvCjsYbHfOR32A/uupmXVtl7NWaLtSkGhlRPu55rWnpzZbaayqegeCVzOJf/Vy+ePN8XBcO9R32um9+7WVMf2Ji4j7Eqx595aGncKNxzxFcItoA+CkAPwjgCQDvJaJ3M/NvBbffBfBvM/OXiOiHAbwTwPeF7T/AzJ+/6NjLdivP6i+3pR3EyGydJfr4YhSjUWfz/EGH9jsK0Emj1hIinT4fshiuTpCFjDPaPEiGE4j4vB22JTU7bRzm3pKp8DxFXnf4tYFJav0EO6ubXdaFY/MWDN6Re+9PbLzD71xbe+FA7bm0Mq5CeOPwwMdziDyaGq9Y6mnXXv0g75SycKvux7Aqu2ZDqmSW++M0HRsinM92TZhs9fP81DWJzA75HfaxX3vs7ic+MTFxX+PYRGantg7uZURwvxfAR5j5Y8z8HICfA/C26MDM/5qZvyQvfwXApSgrymYj1DZXKEvBMyWQcT7JK0ZdW8IbWlD7lFfJWSs8M0ox4BN5DmsVz1YwOhn3PEF3RVUv3GVLhGOksLFFv8IALYOoLQ/+9hSZWRSYPUK7NpdV2+Cg02DTPRPnfWw7xs1fRn4OdW1HFxvnzEkvyIZth3Mfi8zaQxqXCasXCS48UzNL2xdurk1kdrDvsNd/+xSZTUycKo5JZHaKuAyC+xCAx8PrJ8S2hv8IwD8LrxnAvyCiXyWit19k4LpMEQ1EZpSCU7ZdVlyA+Jgfh/zaUMnMQ0z1lilZrm3tDyIGs72IfStBaG1JoOZkuyMcDenT3NvxrWbpa2ADnJC0tuGarGEM2mFLqTrU9KeDtURyza/Z7yFGjCyy9Hasxm1tXV/e08+OQzhWvGKLZD6tDaw2+HFMV2PRFi+o4hjqOnhP047oUxsjn3dgSOGFeIGXG1OTUkAWNiZoKNfXoU4t7Q6I70YstqInxwBhTdyvba9NZHaw77AvfvrLF3GfmJg4Inz1S08degr7YxRYusy/A+AyRGYj6jHcHSL6AdQfhz8SzH+YmT9FRK8C8ItE9NvM/MuDtm8H8HYAeOSRRwAACwfhCjgJyiJ3Z9muBNQivmJTchttibA2fkhtI8nlSnqbA9FFN+N+BaLb3bkO5ChGwFbucPdtdWN83MNmcz7H1oWBR+96JGLtWOeA0UcLM5HC+GCMIJwqTZkG0UgK5H1EvskfaU8bR1scv/Hba4zBlPyqo++vXekgjtFVVwtPEt/lPJaRZn0exrKhpP+8wkXdujBQqJayZgAkFc9UZEZcXc+ur5LZwb7Dnnv2yEQoExMTe+Prz8zP9yFxGRHcJwA8HF6/DsCnWici+i4A/wDA25j5C2pn5k/J42cB/Dzq7cIOzPxOZn4LM7/lla+sidsb0uplBOYCMuLqZXqlNfQ3LJpYBS4xutrVCgM80iv7wpDlvpQghT50f+XfNlIXo3oUmNQ+Vcus39gXYpTO/S36OjiWwwhl7G+HzWZMYV9WOk5t7xHaz+iY7IXm4qI9bmksDttje3ns2q7YbFv7PkTb4IIFa+MHJ0J7fPvzh1TYGOcUx6XRsQx9YCDCC+dAPnZ6cRk/S26LrkS5HTPBk3vJPpcv3lxbJbODfYc99C2zktnExKniVa8/rkpmtFzd3yFwGQT3vQDeTERvIKIHAPwIgHdHByJ6BMB/D+DPMvOHg/1FRPQSfQ7gjwL4zX0H3i7bEG9ar2TmcaU0q4ENtoZtso1Cr41N824t/9ZCdEAbJvRXMaTH3oTN5M1DFC36pZ4H00y7w+s27GmLR211RRHGcC5D2y6EsUdTukys9jna0B7jc2xpzq1tEH3mdJB7W0d82/PDjpd03pzqrJ20Y8Rz165kvBpZvjpEg74tIbQbzLmrZGZu9dl1icxwwO+wj06R2cTEyeLx337i0FO40bjnFAVmPiOiHwfwCwA2AN7FzB8goh+T7e8A8NcBvBzA36t5fzhj5rcAeDWAnxfbLQD/iJn/+b5jl7KRH8bMElLEaJVk1JAYxZeGHXHP0B/pCvgcvc5vG6eR7hqvkKnotza7vdEQnbavka11oFGj2La9dohEipp9jba1STS37FtSP2rb7Ud3Kz73l9qPMDgoXdtzbHHDLhut2Dr92ODNyn79wSC9ANSKEMFGweZjkL1ZDF/pg4nzvqotX7P5a/L9tWH048M5mswy1vOvSWR2yO+wR7/j4aNTWk9MTOyH1735yJYBvIro0QFxKYUemPk9AN7T2N4Rnv9FAH9x0O5jAL77HsYFjMzmqmVeoUxFaJTfPNsmr4UZULQJeSUmj2Ih3MRtI1PaRvqIt629WprbCCyL4ef1SKOgzMZTIjcaL86jGTfZmqZDkRl6W+JRNJhD7G8cGPcdaU002LTDNupm2DZwO8MKozdiRb0bBUPXF5q2zbEyW0PeOr9meozwpN1vncsOchv5rZ3e2gZy7pLfMagcthLULqJMyG+qEN5waegXH+mg+birJ4SK08x/8bkC+Pr1icwO9h32hU996W6bTkxM3Od48vNfOfQUbjSOupLZAraKSBYNAxDXwfViSAO2oKEjhrGbKEbzltWWf/sZ42ht7ddL9Cpp9PFj1Cu2iUUm1HShqmUjUrpGVOMYe7QdsrHxrmOV0wxsXZWzS0I31D7zUaLWbgvkcESQ2wjzhW2xu8Zv3+pmw90JNXa5fVP13JHPgaVAtHNi2JtEoS2HwiU6t66SmTZt+LEKygrYSyIzoOlF2uYaRWYHw50pMpuYOFk897U7h57ChTDXwb2PsKFQiaxZmqutZNYKynR7m49qVcb055sJJEuC2c938tO25H8GWVpsKEDLPllmliO4XcMwZ2r+xmMEW3MCx1vKqZ8m+tfNqY0eNm07hPmW1v8ysXJcbF6jiwL5030czf/CwjP4cVv1ozBX3UbhmIR96YhnbNvuZ/MszaU98jbG4N2wpb66s7N7jbY1x0MhnznEz4J+DmMUVz+v9bP6ousTmR0MU2Q2MXG6eNXrZyWzQ+KoI7hbC8/Wn9bKG/IyYWzbK0PI3KW3ccckxrbURdNf9O0jvSFEF8hwEpSp10rUtZvCiAzviliukLTWFoKG65HWURT0vHlcJdKkMZy0HttuW2NbPfb7tF2J+HJ/igzTDWJ/dr3V9Gn7AbczkI45CzvmNr82HR/qx4B3zm3Fs84v25Sw6nljbuLHjV88BvFQPHV2bSKzg+Fjv/7xQ09hYmLiinBU+fV6t+6EcNwR3EIdPyMJHeUoWAyFIf04t9GyhI48cPgRXzkRBmPkaXjOcNd0FDkcjzJE3NXzdmfUZoQhceZ1Atf5DWzd364x9G9Zt3V9tNcT4kft5nPewvP89mq7hj3foG4ONB7DbKkPZY8rLN+8Ln7SdOaBrS0GEm1k/3Aapr6dlZBfYyWzg2FWMpuYOF287s2vOfQUbjSOOoKrUcWF/eKDZS3bFJBkAqOkdARNVxjZnDSFcBvDiYJWNWMlumxpBm7LfnoLmplTesMgoDfeVyBVxep4exojcYccCR7ZtBMePF+ZWycoWyGBJQ0Sd2ZH5+0YwS9x1xjJXO8mbVy5/shzi353MUYyNdyxXWXAbBrBVFvx9zjNheH5rSvjtvsb3/vEOXU86o9LNVPqo660IP7NRQSDJJ2dfb+JokNzAJaU2EBii7P+2vLcYOdOC1/45BcPPYWJiYkrwrGJzGYO7n0E5iWJcjy451EhdudAZOUx/txz98TJboy5JjFaJQFewtdt+pO9GukVnEu41C8SW4QTcRRNix2OCOjoeQ6h5a5WxuCm7WjNU472dn7hb7he6qDZKvicv5GfPqz5hcdIVg1tpDj2t2bDfn68Yy5p+45xAe78UhvbRn3beBEmx6YrSbw2v3C+6OojcS1dE5SF/heG5cTr52g5fY0Z7jx3fStFTExMXC/ufH1+vg+Joya4pWyA8EOp0UsXj8Xlt5yN6NJFaZuHnXwAkphSE4Wtf0pgvUlcOqz1sy45y3O0kzYQF0VN8apqmMYwIpAr/ep+gZoxRn5AnisPbK1z2452++nLVni22nYwt1HbtePRtd11jODHJ5K3zhb6H4nRdF9GfrveN+ujmctQ8NZMvTseo32jvDydR13zgTeRoYwZyWvsrz7W8K5Ff8VGIerrx4J8+TzET2RNmnjRrdNPUXjomx489BQmJiauCK98+OWHnsLFcF6g6F7+DoCjJrheyayC07NAQMNNVkeseBZ/qatf9nZbO9qwyljTKyeDRtU4N2DbPI7i9UP3psGJdF7VsnbN367THW1X58XtPjdtRrbLBg2GGDDZdjGM8+bEA5/VJnKs0iFrz5VRFJgwjJoPI+nNFwirXzto66dXg/Es9yvE4WoR7u0TyetIhwnERsGPQmW0NgpMzMn21NnpL6E1RWYTE6eLxz/UVfyeuEYcNcHdlE3mSs0Psf3Wwn5d6/ZVlpL9NJImxuEcMu1liw5HctHEcMXcrt6wHpHruAb1tl2RzovgQpyzIU0pktdfTyTCl2z7jBEFZe24A3Rx+xUC3x1zavw5m+OU+3sDK3MZzDPNq+3vHoj/viKz1TsBLYbzi/2NxvDPjx0r++yRv6b6+UmHWm+CMG6GyOw7Hj70FCYmJq4IxyQyS3cIr+DvEDhqgquLzbP8MurS8/G2axW+1G0uQoOEyXxtXFab/MLacl3hV9diwqzt42TgKQrBFkVrGv0aEaJBIK8viat+nG9Rt+QrpVIMeEe8NT6qPtXOaRhJXiGL3W3xFSI1nF9sMyLII5xDckfHdadfG1lc8T9vWnFjqHabb/2344bXce1hPRbDY0X903P9WjaZ3HbTdSP4RPZ6dK1YhZ3+WbTUoa5RTGUAYuLQszdAZPb5J6bIbGLiVPGlzx2XyOzUcNSrKCy82I9tJCVx7Vm3B/pg0aZq42iTimKsm9VPxqCmbSS1rBXMOloVyECwjL0ysTS/QJITP+BxH6MKZfqYKk6N/Kh7uh94pc2AMO7lt+8E2nYrbToyFt+QYDO/0A/vaUO0hcc0xfZEiMe8scUx0nq5O9qmqmU7x+DAWLVtbxuPz9AIbHdMGbmSmTYRoh9TLUhSG2r1MgIzY6F65X0TRGZnZ9tDT2FiYuKKsD0mEWmXN3b8OOoIbimbFEm1ZY+4NO9VZAsIhMSJJ3U2CpWo1tvawJHsWpiKQn/KgnMVKI3Sldyjj6DRu9Rb9hnaA0nt/EKDzi9GDtu23I/TTqbbTv3LoXhs9Lm6ELtu+hrMfzjGyK8dm33f40oCO6ubhT66fdb5tVc0I7/YDzX70ZBrav7iK3/GIWrfnDlCMql9I9M8wwutwJfUY5T2QUVmGNkAxMpmbG3r6xshMnvTqw89hYmJiSvC0YnMTgzHHcFdcvRjGK0FYGElCkQ1hKly0oBGdT26SzEmnMbAIBrcVi7TrRTIEefXCNHaJiKrM41TbvcuRXr3sY3G3dNvV0rAkHitkLGuzVVgdBq05szv9osa74raps52+PWnXHZto8WELs1B18WFbmuPufhysLEOFNr6GIyUS6tveOpPI7wSwWV2nsz6eVIyzhKZDfOkJhIc91f8dX5PT5HZxMTEEeOoKpkBB8uVvSocfQTXgqUBMYDH4d8cGVNbE8KMjjG6NyQ9USgmZHg1cTbPb03Q05r34Uy7cE7Qct1pn34Z+WArmSK3D64nrg+D6HEyN5Fe3Tjct8vGoN9dd4ciuaXWdk6/ORrPO/xGZxaFZzQYt/n8RMLckWXfx8ix7TCHrm6KyOwN3/nIoacwMTFxRXjdN7/20FO40TjqCC4vtRqSLRJvt2Mp/d6y3AZNebqhklnmXmQpAZ1t9MPuPaITmfmmwF6yCG4U0NMNI1tMWehydAe2uE0jaW10dtde7ZyLttnBuEfVyEZ9XDpGFyzh6SiwnIjjylvZDrHrYoOCE4/e6NEVi9qKv7ZzcRB1pdE8R9dYwc8Ctef4JaNeEDKwkF7IcX7v4wmW5pl7tJVGOptOvm67CSKzzz7++UNPYWJi4orwpc89eegpXAwzgnv/oAuwWXCKM5FJbC+SG4nvpqAWJ59+S7aNuMl4cs4o4tJiLeFa7a9BTBkwvxVbbNPNqxlkLWh53lx2RTuHEeOdHd7FX4s9D2THtXjH9C58YORhba5N2zSX9n2L/bV9t/0NbPEc5/Rk7Jf3Q89/Dm31s8PhXPSDx6Eph8d2LmkIRlrDdzkxwcMI27MboKSbmLih2N6Zn+9D4qgJbimlj1BKJDUSRmYGuEAjthUxxETh3yr3orYKGrfpDG34q8+81UhpTVvkHZ6DYBoNbCv+O28sh0jdyDaM4skjB8NofrvGjxsvklKRyHk25znF5+cQ7OSj0+LmeIQOV4KbnZGCbdhm8CYlv2jjsY2wEgFXPxrsxw6/+Aeg+ew0/aVOyP7zBtFG8GTcvpKZj1W3t5nqqeKZbHnxDRCZvXaKzCYmThavfN03HnoKF8JcB/c+wrL1ZcKAGFP1o6m2tjaZ+nHw8ra9d+W4bVjtvPBZfJVDiu37vfb+72U/jxFyY2asTTc5RhLErS832/bBLhIatrUEq78UybY0pfMmo9FDGkQr5e3vprnr+IaXnVvrQ2O/XVXLzJ/6hlbxrD+tx37m0PjpNq0y1u6EDMIsMdzQNn3SrK3vZR/d9x3LKUMe6dX53YhKZu//+KGnMDExcUU4NpHZqeGoCW7ZNNMXhrNOTij5BUvjvCPm2PTH7fMVkVnLDddG2Nfv3Kmt2PYZt3PUqN4obHyh8Ow6OPP/FGksyK87Wxuh3oU9Qt87I7G7bOcMee5V7GB7G2kd9tccu66P0QdieLIMdor94I5FZtkv/psnIRehsYLfIHJuF5JMU2Q2MTFx1DgqkRmjCpqu6u8AOGqCy8uCnHYA2DqzDBOXYSAya27U1qahkplYJPxF0m/cTE7EhDCTNAkPweZhrCQyE3Pki1ppahchosGLoa0hEZ1jbBsjbWEOce3XnXM5l1wN/OI4yIT1Imhvu9/rx6mbQohE6nsUq4yZz85Ozhks+MdjQN0TH8vmMhoffvx3VjcLpH68Dm9Lcld2bDCJnYKyZg1r/QxpitGz2zvjcU4In/n45w49hYmJiSvClz775KGncKNx3AQXhAVNIIgg1Zgo2RKLDD0ktH5pjVv5+Y3kN3Yx6iqYIzHg0Nb8ulu5g6lyfmnPB21aYdKarZs/D/obzWtlLqN57kU2L4GUtv3tFdKOvuEtHaYvNH1weL7rmHZ+g2Pe9T2aC/fuyX/wp2PvFKNxP8boBOPWL46R2vhdFA5PWluaKufnwM0QmS3b09/HiYmbCt4emchs5XfkUv4OgKMmuIUopRKSkluUtN5m9VBySiHSlENnlPzC5njjldIrRywJFt7MEKu1B2KP/nZ+bYCMx1HQ1Hb9jvDYFsdoIoVDkdE5t+iHEca2P8agQTCPxr0bxPe97TCQMzsEK8e2O35rH9AQAe+OwyhSPjj9RkKxJApr+ksR28F72grK9plf11/aR4mrUj8XdHPXGCx5U9SG2RY/RxTaed83oZLZa944RWYTE6eKlz90XCKzU8OlEFwi+iEi+hARfYSIfmKwnYjo78r29xPRH9i37S4sTbF6VgLbsRGxJUZTbRKbavzG4UpuXuVsX2VWua2/6qO/w1EGVzuRBPb9DjpasZmAqIkirkYE275WbF0Er/XbcfUW361Lucjbt8PmIibuw3DKOwhvH8EMx7lpYu9BfC/b9yDYbC7kLzpbGCsKyqKfL78V2GU7X+p3vubD1r8093guhbZ+ZrPthz9hq2TGoLTPcZkwnd91iswO9R02RWYTE6eLxz/0qUNP4UKYqyg0IKINgJ8C8MMAvg3AjxLRtzVuPwzgzfL3dgB//wJt1ydfSiILngDQxk1raIqSsbEFv571hLAbe+SpWeioeQyvKHGGzqf1vVucx3NtzwaR1vYFre1ay/4iUWv92s5XTvLxkbsHrHU4GKBzHUWSR4yX+sMytK1NZ8+LEmq30cAWxxjY8kQ429L46YMkTyk8z/3l/aFgGx1o+XSGtp1Xc668ePPAYJKXj0N+h73xu6bIbGLiVPG6b37Noadwo3EZEdzvBfARZv4YMz8H4OcAvK3xeRuAn+GKXwHwUiJ6zZ5tV7HwMvjNHtBOzj+uYUuClRZdCcmRitVGk2lWr08+Sqiby5h9CZ2SpSTE6sYXO++wUdekw3ih/95URnOJ5Gp4q3tg2zWZe8D4PRrb1qZ6EcK97+7G9AElzuk4qi2RzHyMOb5e55Jp8661dNPTtUkrdd3F2uOHMY27bovr7+rB0C6fWa5NZHaw77DPPDZFZhMTp4ov/t6XDz2Fi0Fv9V3F3wFwGQT3IQCPh9dPiG0fn33a7gDlH3vBeZXMomfTXeOXetmPgzVBMOcD5ER70N+IU0eT9beyfXWCo0Eu4VwbBTX3ntN5bS4Lg6hr59JF13dMhgcvL2rj/fzOSxHZp7oZx+fRf9Rf96Qf35o2ffRt9xOZpbnqB5Wj7dq+FA/2HXaN+zgxMXHdOLLP90xR6DGK+exBLYbcdNS2dkD0diJ6HxG973Ofq1GPkcgM6CuZ2VD6I0rBFrx2isw4eu8Im404s24w8tvfyE2cekfocGekUNpSu1FttMNPN+0dihyY940IBtjhWpnPhcFh2P7Kp0OqaJY2DLZf4Nis2lYiqPY6RDS7cePxbW2DthT8rD/CuL895k4jv26e1asVlI1EZmmIGMmV59coMjvYd9iDb5gis4mJU8U3vnaKzA6JyyC4TwB4OLx+HYA2s3rNZ5+2AABmficzv4WZ3/LKV74SwDWLzChEoKzVIMx2BSKzoU9jG7VdjbZxto+iheeKzEbT3BXVW9knOt/lYtjV4T4R3HYfaeUi/Jzo52qTQf9to1x5bMeYg329GpGZ+0S/tD87RWZ6EC8mMnv6+kRmB/sOmyKziYnTxeMfOqJKZnzFfwfAZRDc9wJ4MxG9gYgeAPAjAN7d+LwbwJ8TJfIfBPAkM396z7brky8y/ZQWkIMqHGyUjI0ttW2jsZR8PQI7CscNrC2JWolVDqOOjUkjXNxsH7XtbKNIrvaJ822jcYcTJYxzNXeQ3GF/d4sLdJiikoM2a+9JjFzaro1szXRaHZdyyta2VyQ9nOqjtvF8t8iovjH5YyI26g4IhZ2iYO3OJQ626En5iS5R3R53n5/P+cXXF8E92HfYFJlNTJwuHj6mSmYniFv32gEznxHRjwP4BQAbAO9i5g8Q0Y/J9ncAeA+AtwL4CIBnAPyFXW33HXthieByfMi/2gSYeGwfkVkK8rYsIESpujQFFt8BYQErGeAUsrsooTuXXGr3HMhHawsdDTkOD/oOA1Pw64jPzgmu2GLbS2O4K90Nd3h93GFkd8U3maXPtd2x6Gt4HNnW2lC0nYMd1xUX9KsnBnUXawO/C9ioO3C+f09vn9s50mXhkN9hvzdFZhMTJ4svfPpLh57C3qjxjwOFWq8I90xwAYCZ34P6AxBt7wjPGcBf3rfthcbGiLOwEVAjBho66lhLClc1fpT8vNe1kWFMgUZeQWSmecKd3+D8Oo+X7cvbhuT1olghX21Ebtf+rOGSOe5eHfLK/qS2XZh3xQ/j3U1+e+5kuF7q2p5nG7Xl6A90c1m7prPJaB9tW/bAb3zTbbNFlEe28HFjgOQJQ23X92V7uO+w0/pBmZiYmLhfcOSVzEr+zSaAiFEo/45nFtD9GtvjpVQyazYlQixEiajvIQ3VbBgt8ZRcRjx7l03n0XTEzevhYAMbrfgxhECuEEQbE2E+9woOU2lDnaO5DPgFYXD81njIrmMzeIMvpZIZAVSafaHdbamEY9LOT8+xtfdJSpjtV8msPukFZbtEZoxSGAAfSmR2MDz46KsOPYWJiYkrwsuPTWS2XOHfAXDUBHe7bDtbFa+0bERosDELtzF62z1VMmvG9lcNqyJ0rTk98Q0j4plcRlHfwS50lczascJ4d1XJbDS5wRAR53DNiyNe8bQRx2Az8VhLgkf730505B/brBwv9bH3U+cSj2Fjs7co+qP3b/erbetjKOPt9yHtjG3SE2ffSmbaMdt+2ARwjsgMdCiR2cHwsd/4xKGnMDExcUV4/LePSGR2gjhqgrspmxSpq8EfllhRy8bGgrKRrWczJP9HiiARKXP38FkXuGvIrPXQRt1CFG0tKjqyDYVnaot9tpG68Nf5lYFfPFtGETwM/FZ2IW2kPfwugh0R1HSuRFvYX92W5pMOrvulx0F00x52+O2K6trh4aa/Zr9Sl4Nj6vsTWHL3HlJqWy1+4rTzjOdvLzIL57g9oU5kZn/huGt/L7kBEdw3fufrDz2FiYmJK8LD33JcIjNivrK/Q+CoCe7CC6IMPS2DBIBMMU6+HRiHRIFBJTN5QTwOkyLFqjB48C566+pUeMXe97eHTTsjt42ixGuEehTk9Ylfnk2X67qrj0F7zBuSttZk51htZDqQQT3NUmliYJjPu2O6/VxoYDuvEwpzGRFs6pvsNb/uGMYPz+hka/zaknrdDBhE7J/RsF0/K08vpx/B/b3f/eyhpzAxMXFF+OIRicxOEUdNcD04xMnIciu0wlneKPev77D58W6ITbo33ET54s84NbbYWUyMGPut20bb9kpRWOtvT79957LX9gE5im8h3+XfXthj5/bt71yfSLx3jbuDCzLaC7Md7/2gv66S2ciPd/iRGzmmKbRjULQxbIGTaGNYioJ2sUjbXH1NEhiWu7rcOS5c2m2LiYmJ+w3DolD3K+72h/dSf6AvF8dNcEvxW6bQ25tNJTOCRIpkG6Hefk/0Um+s+i++tjOw3q5Fcy/VZtMF0DQS5nS29Yyte8Ouj0aMuA6m0gnK2jbD2/ij+a/NhQZPRxOmlXFH/bXbzw8C9m3Xrhia7cMKZRxcV/alexmO7a5jNPRTW/t+oZ6j3W37UX/t8d3TjwFLy4jjD/srddZEZAJJ/eClz1NoaEJK8jGK+JUi0Vvkce34yIubITJ75aGnMDExcUV42Wtfdugp3GhcyjJhh8Ky3QqJJIlCMeqvtpPXKpIR28DPRTGALRgLEaopQ5W2umwRcWij2+3+tPQZ17wlWPpDzaioY9honOm2dNOOkKNmum1H20j+U38jshhe65wo2Dm2G/Tbjt++HPLa1Q060YHfyLZPX+3Q/lb7I3lXsT9b1iqO0bQdXqA2/txeTsppmMZTW3tKlpX+2pNklx/Vy7/Wj81Pztm03xz8OLRlOa9lAgUgZmnO1laXpjM33bdwoVH7CY9goABPbU8/ReFj758is4mJU8UTx1TJrJKjQ0/iUnHUEdyy2QgvEeLZsRChkeSEMvoRqAaxSGwakrPIWWZVZP35K4a3kc7DuHm+3j3lalOhyzZq2vrZNo265enYn/UXbaFN+8fo28aJj2zdtpaEjl+679rZ185vTfDW2tawtm0033Ccmrd0df/jlEf9t+8xxe2BoMbrqdhhe1pbPxze07Zt3B/2/SHw6v4Q02C//aSp5618jkJolnTdaGoityD7bOk8XWRGth/qr37a90tuPb89oieHN3336w89hYmJiSvCw9/80KGncKNx3BHcpSb61d9WxpKUNgEDkRmBfKkoNBE4tY1uc3Nv8kbUbTc/Qg5dcWoV5pXnMLzVPmqLsW2N28XAXxp31N9on2I0mdzWzaclZmu4YAT2XIxOhdFb1BLMXVNpNtixWXnbjbDGxx32ZGtI7i4Sv+81d7yIOddvZCWAicNhYHts/RI5Xz86TSoIAyGd6OkbEMH99Mc+c+gpTExMXBE+/6kvHnoKF8Lwt/6IcdQR3DZgVeOprEkCACKZ4AGZYCcn9sYy0stzbLst7TalA+6Z5hmxzpXNf9R2tT+MCfs53NWibF3TlchpjEC323d+di6T3K4MyO1+EDwSPJrKHmRwdch2v5sLlot8jzSnZuqPW1t7EZZu/UOXtO0nMbqoMz85/+OCvY3wrJ0MN+OmzdG2yJTDnDyt4cS+bQegchUn/sTExP2AMj/fB8VRE9xSCkq45NDboHpO+fMmzBZt8i8lViO3UPV2bQwzNX61caCvRooYkUFQ8CVtQ0hLPLXLPcX+UtQvgMP2RExb4hn92gjbILoYUxuYetsa8WvNoyBqRzLv9jtgV5Q79rvm19jSVNqLISHDbcqH2dS1jbrqQ3wPyW2jsRjIxHv0OKpkVpq26gd20Rp5esyov5TGUsJ2+5NGhcQ/Cs/IHlrxWHyeBG0mPPPudfuLb5++yOzVj0yR2cTEqeJlD77s0FO4GDQCchV/B8BRE9ztsiTixzEMlGyUbLXevYa6ajw1tRWr1ypjIzGtX37q0SxuNhqx43YbN7bGL5JyzgQxbY8YnU/tALziN2oSo2sDm4EGc2pJ5vjlqt9O6Ft4TttdVcuirZ4Hg77CthisTP40aBvOhZSdsuKH6Ne80bFC2Xlt3U/eYPLlvdJc2M+/+pmARGTlnLRQKnJjayufk2gL32cqNktTCfPj0B+zfN7Mxnjq7Gs4dfzurGQ2MXGyeOLDnzr0FG40jprgbmSZMIIuOdQynmzz6JwuJCbCGfMDNGxL2kJCbfo6Cc9I6DGFfjVi5jMI/enYcDIYtme/ECHMXaWll5Cn489T1C3/0crzNpIadisb0sb8qHPuOtqnutkoMnkeRlHNff3Os4W28f1h2GmyW4xG/pA0jCt+EAKoeb1pXM5jjeapp7r76YRp6JdUiuSfAxVcunjM501EMj8/adLSYcGXQd25ZscuCcp0zsHGhBffAJHZG6fIbGLiZPHwNx9RJTMGaLm6v0PgqAnuVkVmEjasjz3DMcU2UJc9Usqoz+0xNcrRyDZ0pmQishjbHNlE018I63Uz5fRgUbM1zsYrL1KkrokEdu7c/I3GGdkHUdphN4O2MZq4E6MdbxutkeH2WK7MpfPbRa7DW39et2m79LnzMAbiG6PFXbW0c8Y6d046DyOePNje27zfuDWk25if2yh8ttymQ8vlXTqYtY3m0t8EkdmnPjpFZhMTp4rPHZnI7JAgoh8iog8R0UeI6CcG27+fiJ4kol+Tv79+Xp9HvYpCiUsSsf9oegyXfF1NeW0ghHumsdfamgd+tcISrbatiQ+DMUBhTm2MOdv29dvZVl/s0cdoe+cX+kv7Fh3btjTodzDQrvGHbXY65/G7dgPbzvK6idgNxtB/9ngzubGN2q72p9tHb1w7RlpnVlhyGftbukHoT9MNGMJNB+vlDtfBjX2HtXFtDWGdC0UbwAvb2rglXG5T7OeEsbl11DGGiYmJHdhsjuzzfaDvXCLaAPgpAD8I4AkA7yWidzPzbzWu/4qZ//i+/R7Z0c+otzolEmSvI/GtVZNa1qA/uKn2mP4I+83d2heQbsF65LHasiiMjEg5ccqEl+X2byvYalMFOmEXgl86CH3b87bR2hht/4N5qm2fj8FalJYaJ0atytoGk88dQxxSWw5EbMU/mdYGaY4DCP3auzv80jFFOK7hOFObUhHGUFFYHMNscYxOUDbww9rcwwRtO3X9pX1VMZiJ1vp9Q7ceLtJz+/wRS0qPk9t4OG6CyOyVD7/i0FOYmJi4Irzs1S899BSOBd8L4CPM/DFmfg7AzwF42712etQEV9fBVXj1MV/MPonMNMJrUVW2lmvqHpZ/mThYYD7kT8P4eU6pBcct3iaPml8wYBWtOj7WtMWgbbIBw9SFzi92uEIaOxvFDfJA5/i1RJHTw06SOxSPkY/bdRRsSoa7cZuBec02nFBDsoPvmkCt28+4rR23IfK5obSlgR/xih/7+cd5ENLGoT//mHC+MIhjyARYTrLULdeLzvrcrxapmTNQ0xSevgEis8emyGxi4mRxdCIzvsK/3XgIwOPh9RNia/GHiOjXieifEdG3n9fpURPcIiKzAgBUI7e1xr1Ej6DRXG6iStUWc3OD8iaFpOrT6snWVnpvI2wS8s1crq9apuORbG+jfNkvBN3IH1cjhPq8ie71UbaxX4pC+k7kOSG0j2Mgt02BwjXh2Wguefd3oxk39dXuW/Cz6OOobTuB9n0ezas5BgRYmkayIY+b/NhtXWS0ORhddFf7iwdez702X0T8fB7cCcVYHTjMxeZE6XzrdrbxS5XM4M/jPhaylcegn4wpMpuYmDhmHJXI7OrxCiJ6X/h7e9g2+qlvafG/AfB6Zv5uAP8lgH983oBHnYO7taWK6tGp8Vz59Q7Vy0hCRAvgP9qoP+LMbqvN2VlICvEh5wXagJW2sPbB2iK3hXaXwoyN1zlXOZk4D0B5em27VVt7hTXoo5tLmPjIj3b5NYdmzcYrti5NY9TfcNKIh37cNjznlQN2/sXoSh8UumoIautn+x63h+M4OjbD8WOf7bhhX6KfP3BoyzaHdFjUP1Qg83mv2VRIhrCdzV/f36fPTl9k9smP/t6hpzAxMXFF+Nwnv3DoKVwIdLU5uJ9n5resbHsCwMPh9esApPA3M38lPH8PEf09InoFM39+bcDjjuBCo6ryYwn9DfUfUAdnPhB/eNVkbC85oaM08oPv7DD72Ww0Eta2DeRiZYRm5v2UBny0md85/ezw2zkHPchlZVvr1xJGbdtsa+cFgueo0m7bzrM4+A0rmQ3m0N1RGewLWp9wwbI34R7NdddcOD2sjxsbKKkfvNHctm07t7ZyRisPDW0pfIQ4dMhNW20TyTkDWBZOH8W6v2yf6VPHrVtHHWOYmJjYgc2tzaGncCx4L4A3E9EbiOgBAD8C4N3RgYgeJLnVSETfi/rLv/MK4qi/XaugjLFl8h9EAggFCwvxJcgabGElA2KJvoZ76QQpG0pOBow4k+fyWoRLGWqkqCH0ptGq1sZxybLqwzoGGn6C5oVu9O7tzrAJ4mMErmnb8acmGtpFemOUWXc3EJvYt5KkdDiQ+1e+FfnfkAfGA0F3aWvm1ZHUuLMtMR8R1HBRkvatbRse47JfKfVC+4l+wZb8qfdPYzXVxrwtp7ZpLnpyFO+M9KLN+gvncKkHxaPIbOs9x+OngrEokCthLnq+m6CMGKWZn0eCgRfffgCnjlc+/HJ88FcOPYuJiYmrwMte9Q2HnsLFcKBVFJj5jIh+HMAvANgAeBczf4CIfky2vwPAnwLwl4joDMCzAH6Ez6nnftQEVyuZWfos14W6agSIsIhNWYuRRwZY1z+y1IJQ3UzSE6pvb6PGBmjHOpT6hR9v8xsQ2cDCIrdOXcYxdBtB8zLgPfj2xNHUxgPbeX55sxPplq1iR9sVW+ovDXBvtpbYxmPTkdoQUVwj0Bwe9W2Padvc+MfrGuzyK27jYGv9mcJx1bmct4QXej+gpuWQ2gCYaKzxq/2x70doyxzSD4KfHhOG+vn5z4AsCSYRWr1QKHkfCQwqN0NkNiuZTUycLp74nU8fegpHA2Z+D4D3NLZ3hOc/CeAnL9LnPaUoENE3EtEvEtHvyOPLBj4PE9H/h4g+SEQfIKL/JGz7m0T0ybBw71svMv6mFNkBr2RWF4qvDEVt9qtthChWMou2alHCZeKY4Berm4W9TC9TNSix2RL3sblGtepE7XUU9HTPw9BpGqmvPEYaK77jTZvOL/YV2iRiOepv13Jaja2b51oKwgVtSUSGZj/jvuyY20hAZ2fTeW3jY0vG43POviQkr32P0zkzOnbtnAj1HJf+/FgMKo+1tnR8/CTh4EdygBmxjzC27BuFyUabVzLzsdJnAbgWkdmhv8Pe9D2PXsJeTExM3I84KpEZowbMrurvALjXHNyfAPBLzPxmAL8kr1ucAfhPmfn3A/iDAP4yEX1b2P5/Z+bvkb/3DNqvYrtsEcOFSlktJ9d+s8l+XM0xiNDc2D6DdiA/5H1mb2Z/GRz+OmGU+XDXh5OGvq99EMftbLyn33n9D/ZnWKEsvqDepnmxo3Vwlx39rfntbDuCkKpOUBbH0fefvUkklqna2C5bO6b6BVLIbdvYUObZro0ct9nzwRx83WP2c0zHHeSK53NQztOmalnvNwLnqQr5rkS3HmwVnlV+W/2f3j57XseXgYN+h31yRngmJk4Wn338uERmp4Z7JbhvA/AP5fk/BPAnWgdm/jQz/xt5/lUAH8R4fbMLY1Pq/d0YxdUf3kKB7lBd77Nb2iiSSyW8LeGkaOPAOVaoEzXbqPFvyRQobY/BviHRbsnEDgLV2dp+78IW0Y23JjxrSNAwajyKyA7mMhKK7SVGa9rE45OyeFba7HvRsWqLb+zAZx9bJwqj1qHadgvKOF/oRVt3EZgbE3MYI5DWdlz2tIa431b8j2GfSXBdHswEaOJXUEWk14CDfofdun3UWWITExM7cPv5x/P5JjCIr+7vELhXgvtqZv40UH8EALxqlzMRPQrg3wLwPwXzjxPR+4noXaPbgzv7AwmRhUWDNAqkNhO5iJWir5FcBgpnmw8iqQ/aTiNhFKJvLujRNurjfUR7G4XT9txF6dqInZH4aKfGlube+xCNt3VRRx0/2gRqi+N1wrMBGe04y77nPTv5GW3rnrd+1Dyu2cI8076NyLeS+nNspIQbA1s7nzLoY2UtX8bADxwqmVFX8SyN2/QH688YJpbYtsgfmrnLZ6aU+iWJApBUECzFh3IhmQxlx6WKzeo2fc544a1rEZkd9Dvsla/7xgtOd2Ji4ljw0lf8vkNP4UbjXIJLRP+SiH5z8Pe2iwxERC8G8P8C8L8N65n9fQBvAvA9AD4N4P+2o/3bdYHgz33ucwBqJbNKtDQU1bObXMnMrLYmrav+YwzVvDxcRqHyWPDjpkViWOxe9ZYxp2nYbWQe9MHtjINfs6HjfNz4N206W9NBN8aKreuPWkO1DaOk6reL8DZ+3NpGU2pJ68pcuqhqftu8ehf1p1Xanx22rj8Zi5sx0jkUTuWuv/geSn82T0gDrRR2zjwZHNrCoqraoI6fD7LNiThPmuUTZsJMhGht/CyGubCsVqJiNfbzXm3PXJLI7H7+DnvsA4+vuU9MTBw5nvidY6tkxlf3dwCcGz9n5n93bRsRfYaIXsPMnyai1wD47IrfbdQfhv8nM//3oe/PBJ//GsA/3TGPdwJ4JwC85S1vYaBWMlOGvtQ+sIgcnKTYgwrPgBIIkiyLJIyjmkh+X2u0ti6/pYwk+7F2RKihd1tDi2Su0paEe8t2ArlSXrdJnyosSm3jMfQh6z+Lb8htGz8O7UeEsvGLY+2ytdFaxP7jGMFmw4/8BnOxMSm8bsbsumgNo9fUHIpmLv7+p7e1J8972qw/IaW2ZBc1Y9XTNLXtxg/PKfmFAcJlq56a7fxcLBnHIBuDVJkWx6Xox6kto0Zksx/SnY1o87964taos1QilIT5yxKZ3c/fYW/87kfxiQ9+8oJ7NDExcQx4+FsuJZNp4i5xrykK7wbw5+X5nwfwT1oHWZj3vwHwQWb+L5ptrwkv/ySA37zI4MuyBZlgxteTjYIyJ6M1QkQx9JSISGOrrTX2Cg1TpddoSIDtF4JPO0a2OU2wIVaht/x1lzRalscdtMtuq7Zo53Nsw3a7Jn/OuKuT2ccGjIl1M7eUcjBoY36hffRL+7jDps+7cQOh7GxN29H8E1GM46wd90huCUhVGWwu3M07nutsbUIaTQjdqo1CWxePRZsWb+CuD90nEj9N2Xlmey3LhB30O+yJD0+R2cTEqeKzn1gtsnV/4sQiuPdKcP8WgB8kot8B8IPyGkT0WiJSNfEfBvBnAfzPB0vp/F+I6DeI6P0AfgDAX7nI4FSKRI4099Z/PCPZo4Et/Wi3Yc5gq02UhgY/amyIbaOleWNTW3fv3n4a2PJIRir2bbuXX0P49rGlMVqiGaJ6adzBX9dm3+XBRiS1hH4DsUz9t/sd/br3cbCvA9sIe3P30TEdkPZIwP17g/2kyNyxceRgCh1aW87bkG2W1hD7k7Yc+vAUhXCOiy1eFyY/8j4H65VcFQ76HXb7eccjQpmYmLgYbj//9qGncKNxT9+uzPwFAP/OwP4pAG+V5/8jVugQM//ZexlfxV8MeCRJqpZBfjCJgGWpiuwte6So3uGvFcp0zdpaGaL4DzH0d5xgt3V9dN8Ps1BmrYhttJDEqG3Yj7CBgmv6ufcBE6eJZDnyHE1haN+ElF2BvrEFp5t9UoJFccB23LDNmo7YvJKjeMw4b+s6b23kxwKjtjJ2ux8gSW1p5pIipHHeK/3Z/ga/SKZp1BZwodjINhq/EaoB4TyNxyAJxna1rQeUR35FO2fJPZCKZiQXbbJgbzxWVqHMKpnFqmXRphecLiirNgQb8MJbz8NV49DfYa94aIrMJiZOFd/wipccegr7g3Gw9WqvCvcawT0olu1WnkkISiNNwqpqMClWN2PZys6GQnjJK5lJIkITpWJta2MiPR8tHeZj6YQGfpx7YBuvH4aDqSV0RozaKRLG/XXjd+bRbl5se0s8dT5q61h32Edpq5HBNZu+TuONyHSw2RjN9r3FYwhjh4uhNJddbanxa23NG9362/zCvqgAbNSHt/VS1FkUxrb/yRY/V8zZpg9ciWn6uLBGZuNnjm1JsHhwi37sgo3oZlQymyKziYnTxRO/83uHnsKNxlET3LIpNT1BoqtFBGUFhCK0diMR274aGeszMcbqZlLBTCJWutxSfRrCdEamSLoIYdIYJWurfaW2qH3LOCa8UdtoyanB81ZY1NosMtlU+8KaLUb0Bn7D/pr3xw5F2zbs9665cLAtO2zh7XARV9sfBuNiMOfm/evmHB7tfQjj0mguo7bc+DW2dEwbWyLwti9kAjBfJqwfN60HbceU7bxuzy8bvLUVH7veBegrmbH2B19mz8egFK3N53Q1vuT21VcyOzTe9N2PHnoKExMTV4RHvuWIKpkBJ7cO7lEngPGyBILKYCYnr1x/cBeNDOl20ghSTm+w5cRsKS/dGqCKb3iGoC1xFN3Fj/VXPmyOuYVkEvduzyzaFmdCzZRigFaf6Hk0sqH170YdtAVsBYC4bRQYTYQqRA5HzLctnLUWze2I6MiG3X4xstvtO42M6HOCQz9mG0RlYxsK/sPoctze2LqxsGO7kNbYh2/nZh/DGZjIpb/BVVzm22IaRD0PNdlG+1aRGdtc1KZ+MUVB04SK+ukfVGRWfZ+9ARHcJz58ZMsITUxM7I2jE5mdGI6a4JLkARZI+ixYCGpBSeTWb5n6kl+6+gI5CzOy2tj0HrG07G0VNToW2kLnRGkJL7mTDKNcgXxFPx2j6a0jdlHIs4/N+hiQtHys+mM+ajskjt7dEBq13Nlo5LDaqPEZ+a1NtLHzmm1tLo3fiKevtj3HZufK6r0WNlIazyW1jQg/tD876cReYKkKMV9Zz4dkQyC5rG1rHi6zbAs2gNN2y8MNHzfNwwWU7K7t8+ngeS+4lmIWExMTB8Dznn9kn+8DRVqvCkdPcIkYxGQRJE06YJYSoOQis4WRhGcAyQ+63F5dONmqh/rpoBpbJScVuqkLE8oLFbJBbuWi5xuJW2crYtRttW2ayfnk1q4HGhIxEp6ticw624i0RkNDiONHKRFe5zlZyLay8wsN9gP925DEY2kHd9hwvi1GRGlPPwBGWuOFTysya7eZUS+AjPhS56f7m2zWX2gbUzYkIdaFZ2zVxuKFA4XE2U5QlkRmHtXV92hdeFbPdC29/cLbp69A/sYHX3boKUxMTFwRXvKKFx96CjcaR52Du1iKQljfNkZyEYQvISIUq5s5CQqVzAIzqloath97jja4TZ8ldhYYnAnUOFqQq5sJId+nupmN1A4X2w6is6156NdPv2+40pZb0x4XhGv9KDlbE5mlUsDctI39jfwiOZd9HfVn47d9cphH6GfUNvUR9iP56fjxvYtjxG3g+iJWLVvrV89V668KxdJ5pxMgDsIzFZQBWWzJ2U+bUvBTN2qOCdcLTMg2naAtHWZvS01fuAkpCh+fIrOJiZPFJz98TCIz+eK+qr8D4KgJbikFBK2gJCIzckFZFZ551BZCaIv9upJF3XTJsSiIIRV9aVy4tVHt0QQ6Hs6qUWETqeW2ut3bqC38yKuvEl5RMLVCnqGgbEWgZmM0fZwn9sKKbTiGkug4pqIdo74lGLo2445EZkro9L1Z7S+8Ld1AwdYVWwhzHtnsnJC2awK18Pb5vo3G8FNyOIZHPJsNK/16Rbx4YsFt7XvHZGOwnK+132o0Ag1K514WjwUbqy34AyBbEiyOEfez2i6rktn9jDd+z6OHnsLExMQV4eFvPS6R2anhqFMUlmUBmbiMsQgVZauJqtscRIxF83Ble/1xz+KxCm6e9eyoLnuUsh1deNa06SwjPyEGMf0h++fxzStGMMPzEZ9r57PLbxDw7NvSwJkDAV1rPCKP7XNuTH5YMgketW3HDRcB6TBSenAivdInD2yRZKftrY1WbLI/o3kl/5X5UZpXw/JXxjMreRTY0gi6sGp+rheMtUsnrLpNi664zdMUSNq4LYvM1O+aKpkdFE98aIrMJiZOFZ/5xOcOPYX9kW41ngaOPIJbf5lLKMNLtKAqtNl/SMEAFvHTH1dAf3idRcmPcpHnUBLFPXFKlczIbZSJSNcWDYnp+gu2gX/3vJsXUk4lt9vOG2PEdFvidRdt278OI6OS2V1/a22bbuIt/u4YNkx/n5LDu6Y8tO1xDkQdY3es0vHmroPxuOECrXUIpDWty8zqH6zMqQnkok4NDCRdZvRn1s9Y9dVUIv0sQgRptTvZY9bKhHu+EUeM57/w6otZTExMHAbPf8H8fB8SRx3BrSkINQpb5Id6kZ/FmgMoC8svhAJIJTMht0v9uV04kNggPNMVGngBgKIrj6ENU6pkzH7SNacwhtSaMOu+1c2QtiiV9lvFaTryPBG2SGhD5PM8290Kz4I2r4/q5mk2+5b76jfehU3sHUGkzqX3a/Ytto1+hHW/VdsgstpPCHbpaTcYzObVwzj4pX5XK55xTsPoxGjsYwSRGYLIzNMM3K8TlBWN1DI2tlauX1T62rfctK3tirR94eb0RWYve/Clh57CxMTEFeEl33hkIrNZyez+wXbRSmaL3eKsYKjILKpc9Fao327l0E4jsR6ZgqUecCC3mUXWNUNjBFi9gl8TbTy3uhmFYXzULtzIyH4RXWQyvmyjuSO/lU47wnieXzd479ftJ/K+3Y1NRVdB99QTSgp+GPg1gc19BGWdrRl31S/aCP3YITIa5xLnZP2ZjYItyyLjGHa+hs+Gi9GAKMBUP58vW5TW91UW99bnNhtZaUEitLoDZB87jdwuVWR2A1IUPv5bU2Q2MXGq+ORHj0lkdno4aoK7KRsUifgU1McNOBRZ8upmURxmthQlrb+yseIZgl8BXBSjEVp9Cq8iJZ11fiBY9adzq5tZH7C2RBI107ZheyvIMtuaKEyxo1raTuFZfFzzC4ejtdHAFongEkkpLmhrxqXinNHmEiObYU5pqbJm/0iPl/rFfUPus4ugMvK4o7ZFSOwoIhvG12iovnfUzjk8+uofvi9Wtaydjx0IN1jVvvZc0/M9Ch/RCzKBMEf9TADWtkZr9fPJ/lmW/N8X334BTh2zktnExOni4W8+LpHZrGR2H2HhLWLklTn8gNpyRvJDrcfXok+hNC8hrBMr0SYi88tgJDWQPFce416s01JHt2s3NgNvuVbdTCNoPpugamefCqDRvjhq7lL1Q+edc+2eq1Ejk8aJRv2on5DCxDJHtkjmWhvOsQX7cM7Fo50dGQyvIzHr8nBHBB1OzOOjbQ9zTqdS0zbuTxPc9QOVTgvfWesj+LkLZZILWOpN9faIsHUT+0nl63IyTRKUheduy3dMksiMYKQW0Q4h7/L66bNncOr4xBSZTUycLD7z8SMSmZ0gjprgFqrlmGrVskoXCzG2XKNACzMgWbmMIiseKAlmLIDl5ooRkIitkr9063WJLEOJrhJssSX2UkkEdX6yTVZuMGLEoQ8l3ZGhjvz0WSDpEYlwcbZRQdifMEZL2OO0Ixtq+kuD6/GL0cvmtjsN/M9FCseGuYxe72tvbM3hzf7t9UfTV7dixPh6ZbctkuPWkwaRZsh5tu8ojFzcIfYdUgvMjyFr8fmbyqwFIHwzc/38MdoKZT40yfYSUopIrraoLOZYP7HDy5WTwgumyGxi4mTx/Bcd2VKHJ7aKwlETXBWkaIWyQsASBGVayYwXTiIzEEDipyIzImBZ6i+6ki8ykRm5QhwaF4sMVH+oc3UzVlsgquknmyi0jESRhWS2ZXp3VEELjzZQIKAtMdQobxsFjeQ2jhG7lSl2pHDICQccpZsrAmkLHa1xTCONkZA3jolAx2uL9sAN+usGPMePW78m/WRXf8lGoT/Kdg79Uue3IjzTnZaUhtjfAkjKAAey61XLNA2Dgs1SWuDldz2CCxOPFbOF6mYmKAM22i9pmygycxHaC28dWZnLu8BLX/0Nh57CxMTEFeElL3vRoadwo3HUBHe73UKXICJGSCnQ6khLfU0FNV5LTqCUYslDbBvpF+uSC4HJsLBDWzmXAF5y2+pCsNvB0ibdztcXixNZuzWuoVoOqQimcHTxm5EYHhPfCI/+7rZZf5F0oh8DcVtjG40/8utIYyCoqb+WwGqEMNhS2+ZA2HxG4+i+jvyw7teSaSPVo/1asxXEw9tMIIxbaknq2AcLUdSoLuAXLkZsATuPMhnXbbUzZoAK23E1EZjYQACJ6MyitNoWYuNKfHUFkxrBFfIqk06leyGR2lKn43cUqt/Xlmdx6vjEBz956ClMTExcET75kSMSmTFc2HIiOG6R2WaDAheWbQjYEGNDLlYpRChgbEBZeCZiG9NtFf9RpqKRqUF1s0KyDBJJBbW6QW0eqVV2KD1If55siL5CmUa7oBEw93WRWdNGV32w1/3zVeHZQGTWCcpWbCPB2dAvkEnduVaMloRSCLbGLxLZSCgpbuMwZBh7lMMb3yKCk9duzBU/sxHWhWdrgrvBGAB82a147IucT1Hw1uy3El07PVqneB5RPD8jMdfqe03VsnCe2PkdjpVHdSUqWxhaxK/I3FVQBniE10RmQoLrZ5gtwvuSWy/EqeNN3/P6Q09hYmLiivDItz506CncaBx1BHdZFmh0KgvFICFZjXRWa/2hZcnXRd1OVLtoO6fax91UNwuT6I3KkKxltoFq1EsoSDdqtuUw4+jaa6fwLDQY7MWOcZHyfROx44FfQ4SGHY9u64/8IsnV1w1pTWjadeKxSC6jX9t3M04bUT6vbYoqRxvytt7mUXoObbt+ky280RT70b7zGx/TDNC2lShrItI2XIjEpmIOblO/EqqW6XJkujyfX/NxKq399PYGiMx+e0ZwJyZOFZ9+7LOHnsIFwDi1HNyjjuDqEkN9JbNFIkdu8zVvww9yUHp7mdAF91TdrLPBlmdy9CdRIh1KaNrcAdKoL1JkztYwDbedOT62Y4V5tcRqyHRbchXbroyR/Gwfw5/sy7kfJ2r+WtsOtOMML2JW2qXtK2MNj23bb3zPdo1hz/W9XJnjiCy3c7H3tL+CsZUTRu3bi4duvFC1TG3pC9FXTYht9PPp69+yZLrr54nFbzG/etfl9PGCYxOhTExM7I0XvHh+vg+Jo47gaprAwpIDSHU1hVIAXrwiEiQaqiKzDYkIDSQ2iKDMGZuR2La6mVGEprqZ/+JDl2KyyLCwAqEWaKVins0bVlXgxgakvFPltxyizG5DGiGRKeUaCBsCyY0xYX3s+kHjuKNtEqM1bVJbPebBb9SfvuDoN2g73IG2o2AbktpgW+IYYqN92rbb4vPStI2lnq0vcltIYbELG0vziBc72YZg46Lr1QbxmBFwTo+WjrBX1TJNR9B0H/fTyKymLWzUj1xwNhKZveAmiMxe9Q2HnsLExMQV4SUvPTKR2Yzg3j9Ylm2ldrEamZE2SV+wiJL71SpNQh51eyol5f0xKETU1FeIrpKSljHKuCzPjQSr4MwikDnqCptpsFGN5LbR3BD/StE1oO0vt0kgJ5ddhDTOM9hiP4kkI/vZ/HaR29h2QG6jn/bHzZxHY3Bot0p4d/XX+sS2cL8UGab8GCuNpf5iWztX/V3n5qDGvrwP8afoJ5XH0rkjs5NzUUVpVo3MyK2c16LUZO/RRWZyJaGfGT8mtQ3p+tJy0QUhtfn7MorM9LNXq5blmx816vu1s9OvZPaJDz5x6ClMTExcEWYls8PiqCO4m1LkVidqLi3qj/8iv7TGLUIuIBNhA4BpAfNGlkuq0S5enA3pMl1EDHAOnVGpNotqanRWlx2QqK8Jd1CX0FWhUOaqlCODgEVsIzkzkRFHv/iSEkHQhqPAYWosjy3HjZ23No0gEud+bL9CWwZ8ZYF20rHtEibA6KKlaMdq+x61bccKNo7b5T2x/toxdd8K0viAv+Xd2rQ0sIVHAuzy0v0Yqly0lOzYT4jWMvmqCrU/6quU2cUZ2Zq1C+k+UsibDf6FvWk43wn6OfG2VXzpy38V8fNlwqKgzCOzJUyxyColmqMbRWYvvnX6t/fe9D2PzpUUJiZOFI98y5GJzE4sgntPBJeIvhHAfwvgUQCPAfgPmflLA7/HAHwVwBbAGTO/5SLt17DlRdhFWjTLyQJptLVu1dUQKpfKtiiaUqLTVjeLpJGHjM122E4U94qtGvLpuQ5NGwSbtuz98uscKh2dri2hTqSvG7e3Ac3nIJC3bhmyjjk3fmq/QpFZjKxS69P0y63fYFwetNO20RbJbQrkNnNcixD3tvY8a47v4FhoDnKWSobZkM47VyKrfXnOuu+QC8uUBKc8diAJz2wpMLgf4DnvuZKZ+KHmwT+zXL3I7NDfYZPcTkycLj79u8ckMjs93GuKwk8A+CVmfjOAX5LXa/gBZv4e/WG4i/Ydqshsqbc9aYGJzGixSkn1R7OKV0xEhsWEZ6Us1ia2lZvDQPoR1tdATltAIzxrbhMHgVpse961ErekhWo0urMh+pGToR3CMwYip3aM5hWIkkUW41JgO+a8y++uRGZrZG4A28cRoR8R47XX8rztj+2fPGaMXts+Dol4eH8w2j6Yv54DXZ99PyNCTOH88WuHHVXQ4vvY9EfBzw5V4fr5gqf5FKqfTwSbkl9ASquwiMxoMdvmvDf4cnDQ77AXvOT0o9QTEzcVL/x9R/T5ZlSxyVX9HQD3SnDfBuAfyvN/COBPXGd7IpLbmbIGbonRIFkLt+itT7dtShWlbeT3s/rB2oLUL1RqojZipVGqbLN7+Lb2bFxDNxBki5QFwhoiZxxIsEfzmjbFCVBcGcHaJps/ckG/BmskPbHtiGCVhrQ1czDyWqS68ai/pt2CTHrv1ab7G0mqruWa2hbZn9Zv5bjE4xD7U79ureHB8TFyW9rjQuP+9D23/akn8zJ4D/w9jVXG/CLLz1fImrd+jtQLPt+uIs0kMtN+ZN1oFY/Vtmz+2s9GVjNJIrMwh43MT0Vm+vkkAp5/6zauAQf9DnvpK7/hgsNNTEwcC178DUcmMjsx3CvBfTUzfxoA5PFVK34M4F8Q0a8S0dvvov0QKjKrEaMFtgwRNOoqdokgadQWkNSGtCRYjRzZbdQgHksRLlsqLBJTzoQPIXoWyKZH99QWhEIt0bXDlp854c3R2exNRqK42dKCgXHaDYexwhhxCGvbkmBOD+P+WgcKtpZQ3o3Ndi7MVeY7FJQ1/ZkvmjEQCHLwibsTbcnfzhU2kZkKvUb9Ifo3B9BLR8eLpmiDidFQdKe1C5a08vzGU5pnfUwrLehTqhOg/3973xpzX1rV91vPPu9/LswMDE5BLoMgN2s/iGYCWpPGxEt0PhRtYqpNKm1MqEn50KQfJDFp/EhNm6ZNbA01JvqhGmtCJRZLgaThk43UiAwIMgwMzMWBUgUVhXn3s/phXZ9n7/Ne/rfzP/t91sz7P+esvZ7b3vvs89trr99aaXyLr/XwBWZMFo5gQNmetiQPLqEKoGX97jGDuGIixtdvD8nsoNewQTIbMmS78vTjzx56CpcQBrjeur8DyLkxuET0QQDfvLLp5y4xzvcy8zNE9BIAHyCiTzLzhy/RHvqj8nYAeNWrXgUAmMqk4QTk5UGNqzQDcrxIf9D1F5oZYCJlnAu+lxhFIemwkseKknMYQkYDDE8KeGSm+IF3nYzthLLoHGS5rIrqbF1Y6gA0umxtLxJ+TKm8ad5Xpgt7Yva5uL3d3ij+0exmrnPQZ/gmt01TcoxL0SZjIuS2a/3ZuKn/vi9fTQeoV+06XQrD9rHY7Pp5UDsG9/2l3er7FrFr83bT5e254lk+70jRJWsKrbj1TDsnje9zd088hzJViGPb0cmOSL4vDclN1xrV+bjVmVqn4XmmS0ces+29jqxqWcU0sXpyuUkTZt+7ogf6vpN7cDPkTr6GvfZNrxlxuEOGbFRe9W2vPPQULidXjWTGzD+wbxsRPUdEL2PmZ4noZQBWI6qZ+Rl9/SIRvQfAmwF8GMCF2mvbdwN4NwA88sgjDKQ0YUADnBTy+g+5Y5+V6mYGRat1AvZ/Oen6t2kvLPeLzLjfWQ76Gu9eGqXtj5PNcqt0ZO4+SrZowSVZT20vHJs7u3Wg1oDMleWZ93GBAVeAYe6vB4O9p9R0OVR1UaTgnLaLSVE7v7VYZ5MMgptxV86FtUuDH56VWGjvx7JwNOP350/bjpuDnCZEcU75Ltb+Yh9x82rnK6H9diB5XzPo9aceKTtJ3Oy1YTuuy9uQsy1knYXgSBz838x/tbJHLy938jVseHCHDNmuPPvZ5w49hSstNxqi8F4Ab9P3bwPw270BEb2AiO639wB+CMBjF21/lhSiRCgzkhmrribdenUzs8VClx6hZp3/SOufk8cCAOwjlDUIcY0olslrQBcH2oEjFYZ4/Bb95ThOPxAZoO0BW0m3jwCW42tB3V+ubpbm0ts1wNN0fV8rIJabNcR819qugtuVvz7zQW/v+6If1/ZV18cqMfAcsLpoizwuNzbyyou2i/QVBkh73dpRXTkfDczmFh7+k8CqbfXvhrbgZLesWgatWlZ1u3xPo+KZ9HebKpkd9Bp27yCZDRmyWbn3gZvzFOq2CGNzJLMbzYP7LgC/SUQ/DeDzAH4cAIjo5QB+mZkfBfBSAO+RKmDYAfgvzPw/zmp/UTGSGTi8QeZFnJNuX3Uz8zqWBOYYEt5AUOBU9bjDvFLhxY/qZtZSN9qzftaf/E4XKcNIm0i6sqhkxksc4mvrqpb5J2sbw2XnKfuocGAidpTiOcUgP5LntLQ8p9wmhxFnRMVpLr6L/Ni1u62bLJDW2Nj1Oqzo9tjZMWzsaGmXwa1/Xum3Aaln6OJYRd9n67gLUejmnufcVSPrq5s1JDOwhyP0lczcy2uEsqQrnc7IY7bN5jUlu4tULQtdhDwY+ZPAuPv2VDI76DXsgYceuCmLGDJkyJ0nL3jg3kNP4UrLDQFcZv4ygO9f0T8D4FF9/wSA77hM+4uKk8yoKsjS8rmo8uOO6jG18ki3woNWuUBIZopeWHWoCiITqiHRkQIIZqvWYLA0dN6OERXPHJZC++sQYwJPHrLA2Q7JjgFus5rmttQgM8Sj+jxG4wBs/XM9lltaLTf4tjWQiVbXrDyD5ASmF3l694HWpMttDcT3Y/RtA+y3uryuRX/o+srjU2ps+7oD/NTZNmHReqcghUnIpxX7JIBszEF05um1GF4ZS29/SsycbGFWoUzBpNkx4DGw6HVk4JVhQFYGVdDKrGnC5AlH2AVx06qW5TR+UxFyWeiUZDb/NW61HPoa9oVPPnO9TYcMGXKHy9OfObIQhasWg3snyzRNmPQxbDXwWRjERX60uYAIqNxmQWAYoYzC66XuWiOUmWe0FOnHPbgKUBkCnK1ohNkFWAkEE1C2RVqk24P1BO0NFyOeGZLpAKUTzxKGXgDTNEUwBJxYnHDvsU12Fyajxe5uQBn1/ek8OI3FK3beeG1uaYya+4t7jZgzhb73iDae7AQ8G7us68EzdfPGkjyWyWh2nxTEM9LzN4ysP71/i53aE8oAsC3ciGrQqnt+U9WO5cC3hM68q5JGTHVdejEQ1KsLWKowQk61x/6kpCRQPC10AaYnBcYTMXZqf/9NIpndySKVzEYc7pAhW5Rv+bYjq2S2MTlqgDsnkpl7obK3VEFsPNZnNI/4FzpBLV7dzEfqdARHZNk3u0RdWUSXx+ZVO9OsUcvSSLTcCh/BYfJiVlmXwwc8bCFZUjZOQG7RX2D51WUvQhQS0Gz6SG2b+aWJrxHKGkDdgdHFGN1cF9kP+jXQypLyvvD3y7Mgdm47pwVZLaeZs36bGwNu1+sIvR+LG/vG62s6naG/NmA8Zu8hC1kHhDc268xLq3c7xXX2/cKKzry6bQx9geiIGH99k0hmd7I8+YkvHHoKQ4YMuUVydCSz4cG9c2Qi0h9WaJhC0R/QigKSnJoeriCktFrNzh69ig6uk1eqZekZVXebqMRdtciCQASuakfJO5x0gdwMduu/HDoDLwZEvK1Jcjc2IM28qRkgm6c6ey0Z6hFGbPOFyHgNmFzxnGYvqWOxHsw2ICxeG7y2RxZAFlhEbeQ1tw3bzfsHWOkvA1f7DLT7f8+64mnA2WNYCEGznyw0obHl5dpWSGbcgNU0F/uYgfhKf82ULVdtsokqgNG8OEnTbvMSUQwJtCqQBbBOKFNwXDSMwUIYblMls4PKC140YvSGDNmqHBXJbINy1ACXiFAUyk0kP4p+A8KRg5Or/Fhn4hlXTQ/GEV8I1c1seXDlPUBBKCP/rYbFvGaYG8Qzm0gCyj4/2R4eY22bUOSCKLZGPEte67ALsJrbZoIabAqL3rAKvhtgnADsgoxWV+wqFmM1N4mpfe/wXMU3+zCPzYFjjB7wLYAwYp8188s6WtEt+usQ/hoQ7nSWequtoBY3Nj5qgyhbHScdpX6NKMYeepA8sZT28wrJzAsxpLbFM4u0dlahzG4ynVBWurAF7COUZeKZvFpuXIBx13RbKpkdVB548f2HnsKQIUNukRwXyYyHB/dOknm27LVV8UZRB5X+aLN5lwhsRDEp4aSAIHQB/ESXn2F7fk7A0Ur2vkm2gJZ4BgDViWc+ooIiC51QkNMQytQ+eXMNBBEDCxemoToOyOzDcfLuWluPO04fc5fceY4BeFCrotDszG2wYYGlGvYNHg+cjanVNV8pDtCXbxO6ZS2VQHNTkNfTA2jXUerPb0Larltwyuv9IZELE6pepCAD5NincawfXxPzGTl8W1Asx84Ar/agpDALBQCHDgpGGXJcGjtgSTJjNDG5BqSpcLPU7JGNCmVBGmsIZZSAMYJQ1pDMuGIqt4dkdmj5widHkYchQ7YqzxwbyWxjctQAd5qKk8wYkPi9wpi5OHhjAEyMwlrdTH/guSiw1O3IOrYSukpGA0HyKyggKuxtAYG0PfEMUBKPk8wUGSlRLICaVSOT/gySO6HMcBOwSjyjVI3MYgZ6kOt2fX8trhYpFICYzSa5hJHIaJ1dfnXglj29e8akrq2DyD399TqfJy11zRho2zq47vszXdqPlOx8H7hdB24zyS9OzmaeyIeDYjivZObz6PqFglRbbFeNzM+7Pbo8fqPbRygDUpUxsZP3ZpcIZcXChcKzO6kuVy2b1CPc6IrE32bdfSfbr+M+KpkNGbJdedUxkcwYQD1MSd1bJUcNcOsKyQwIzyhx/wi/JZllXX6Sboz7Biw1bULY/k2pAHLQQgg1LXKP2fNKC5u2VYbVa7KfZLYkrZ37NIK6t/6580qv2C1W202Xet3a+/RKK9vW9sAayczmcCZBzUAnumNMvLALilYGpp2O0PXdel+b7eAl8az5oG2b8yLfYaTu+mMBRoPFbZt5XGH7LBPKfI8ljyyCIOaEsjXymOpoRdfYCaAlBMmsoDa6v5n/EluXQTIbMmS7cnQks43JUQPcQiQVkQioVUINpGhDxQTCTARiUpIZoZDcoBjJTH54CZVa4pnkvK3uaQWggIrQQEciUE3hBpqfKUPMlmSG9nE01MNLHdJ0gleCUObVdDjMjUe2QZQELx7h0o1LjMZz7G01zCBhp7atbguynNnRfrvc/2Iu3fYVMHau9P2d1Xhl23qVstSj7gymFcMeyHLbxg9fB2D7GyWx6T3DOo++rdnlsShAci6tm0F0ryOgjeEFI8rxVgWjaluMNGb9s8auy/fPKgIaUQzoKpSpXeiqjpVCE3R+RAJ+d5c6CY5TBslsyJDtygteeGTf7xGDe+eIVDKTvKFVfyhZHyFXlm2FAK7yozwzpYpnmVCGJkOC6RxHspLR0Pq3wIxCAkarE8/gIMB9a548NoFHX0QmnpkXjvUxvjRgA4/7Kp51YMeIbpwTu3ZZGNi8djGRBnj1Kb8y3nMvpzkXDczlclvaF+8hnvXxsL5dO1+tgrZHt0CLazpbziqY7T+yzz+202IM7y8OOiKtGS/tuvHsGDjgbBBl2qY3Nn2FMiI7KTmFI2CFPIYIZXFdkNGCUBbfhZLsjFBGxeJzjVAWdoRctYw7QtmykpmEKlTV1ZQHV3QFjLuvAsnswfsOPYUhQ4bcIrn3/pFF4ZBy1AC38iygFgJyGVU8tuqBLRCilwC2eNQKLhG+QASyTAcMAFbdzCqeSV8EKJEMjdeVAYlRRXGvLwAFY6Re4Q65OXgypAOAKlqfq6I5A7JuZ2+1h4xEKfXn3SSfrznXEkC05u5F7rzCsj6sktGQ3ro30MlourFQ0qlPeo2Mlg9sD4jTXNZ0S+CeMH8Cn7FobUtAeMPDjsOyjevtxmjmad5/H9fukhIi59yW0ysl7y03/UZ8uN7cKACVsQJE+/uGUCbniRHKzDvKaMljRkbzDAoJoC/sAEyWLszSemGlkhlShbJeB4m1tZCEqGRWkYln36hfw9blqT8ZlcyGDNmqPPvEkYUoDA/unSMTFUxaWreSJJgHARWMGeLJLProVnSkIENSKDnxTD1gRjITfKGIJxPKFLxkkpk85dd0ZZwZX0YyKzFhkONmgTKcdCsVz4zMxW3b6I2iuhXDATEVSjrFV+Y1bc7fDMYRoOUCZLQFkat/1YH3EdQaXGnjp/uAC43Z69KyViuZAcu5gJdzRgB694zKPUwDhKnTtXbqac8hB/kvL5DSrU3ytNr62OydgGY3WHHzs04oS/G3GagmOzvmQSjTKSZvbZDH4slGEM+CZLZKKEuANpPMxKPL7q3Nup3q7puO7PHedci3fsdr8OQnBslsyJAtysNvPCKS2QblqAFuZal4RBmjOGZhD33tdTknLMEe52fHWRcKAMMlLSEMcJyVQDHAqQ03Fv3dkfXEna6teGa6+NdaRcxwP4cMXgHNCqHAlVaDTsPz2I6756Yu7S8H/hmU9r1QamhaSnuAsnFYUq+jPbp+Sam/qGyX50vL/vpOqFtb0kV/siPWvLp+plB4YrFi56uldA7nJwQ+tfbo5/Ht2LchvHrGJEIZGrt8YIMA1vYXTz6K2RBctyCgIcIcGkIZIcX1qvd2Tad9FmJ8na8Ayezjnz/0FIYMGXKL5Jmj8uCyAqbtyFED3EKEgiqpreqMwkWrHwWQKwAmhTgTESoH4YwBTJBjKjrCDCgZjSU/rj3ShT4e5hogggCulNCPuL+oJg+i2qGqd5gyfGX3sMZpJUA0SFzkOgc01rF7Cw2qJ4DJXccJS0cMb7dDtb8AtBcko3VDuI0qU3cJnLZfpAXktnE7WYPm1K9xr5xBFMvvVzzC7X7kfPha4Nys0Udtx1kB8w6CuzhcwlLXgF/X54Nh7viwtTmR2wWxK4NRrIBRA6ggA7VBKLPSvTnPrfVthLJJCWiuo5Q3t9MRVRTS0IU9N2JbkvseHIUehgzZqtz3ou2nOryT5agBrpHMwIQTYlRicFVA4SQzIXHtWIhg9ij0VD26M0hzcAKnSkYTghoQBRmi4ll+zG86I5mRvhYFKxJ6ShFK2xDKTLkEin3FM0XrilviPYCFnZPHOpYW5dhaBbnmybYeZHsLfM8loyGmmHFhA/ISlrXcxA5KrW1MVaSgDVtAZ7emO6u/lbXZrmxAuM2vtzPAmMBqLtjQ2zU3LLqe2DH5fX50kG5ijABmINVuZhCEsihAwjE20o0BxXZK/eVwhAC0opumVkcQ8pjpStIR4vvUhCOUemaIwm5BMosCELtEPLt7d9SXpwvJfQ9uPwxjyJCrKvfef/ehp3BxYYB55MG9Y4RZyC7F0xcBAIGooAkzYC3BQFawgVAs8wIkdrZC8EN1b1QJUlYinpGBRyXauI5I5kOAFXxgJaiZb0wmfRniWU5BptsU0DsDf1EFjXLBsuSOTcgqA0R1Q3roRZpWBqgXIaPlvnM1smy3mIO17QFq1qVdcqZurS1CdxZRjNVjvOgvVQZjM1whjzXz4dSG2nEbQAvIMe7JZakAg+/HnBnBXMeXJJTBwDKgMbkJQBMkdReQyGNAKXqeJ09t2UMekxAGy2/b6ahqdoVIE2b9ZRBMYBSumErF81egktlTnxoksyFDtirHFaKwPTlqgFuIsKMZM4x7Ld6tmRmzpskqyq6qDimVjFYYhYtXNxMdUFjJaNoXA0ooYxiAzMQzB6XqcZQbIEU8JYhnXlDieolnhrA8jlZ77cIHBCtRk9ZL0TYc6SWnsC8ihzQ0ANg6QHhGYUA3+uu9qo0ntdM15LHcNvVx03TYY0dYzKkhlK21PYs8pu9198fthrtLl7vTd4yGJnDerw1RjJIHt217WUKZ57lFIpQ1OvYllV6XvLWlsJLOekLZGsms1e0UPE9QkhmLV7cQ1IMrwPje3fa9m6/7zlHJbMiQrcqrjo1kNmJw7xzharF96tVCeEbtB9kew5sX1PLTBokMiXhm2IYRJDSRAgOfwJJ4Btc0Wbtklos2lyaeUQN9G7uSBgsIb6it7a9v2w/bkNYyAO5E8LB5//reqHlp8ukmXTO1vJl6xeV0jtkd3KV553H7fsjAJRBe1RWhOJagfG+x3FmezcK2p/nJHPKJEvGwiwHduxv2XszBl6Dn/TmEMjtnc9ovuI7je2KgN9mZZ7YlnrX9OTB2D20FeYUyK+pQNftC7q+tZEbE+Eb9i/VjsCH57GOjktmQIVuVZz7zp4eewpWWowa4hUgfeRJmEAoDO2KcQkDIzEBBAVMFQ0lmXskM+qNKko0BVvFM+q21amU0TsQzApqKZ9IXoB+0P7bQAgL2Es90DecSzwiRCsKBitn16FJ0i0fiFgLhT9XtETcCoTWYm121SkYDGvTI9k+B5gR2o/WmvULb3tR7xw5UA2jz+No2tg1pf6+0XQPWqVXaxoYKkdzyrXRg1V+J20OaQHB7U5ALO5hLPcCx2UX6r/2EMlIwinRDUDLQVULZRBZqwN6fvQf0SUmjQ9LJOuw5ixDLrI+qqf6qV0Er6sHdrZ4925L7XzwKPQwZslW5/5uOjEQ68uDeOUJkgJawA0uIgv4oVkYQz/SYVZZqSkY8I1jVMm68uIvqZsyoVYhnxt2aIDl0pyJ9zQyQhkKUIsQyP1d4hXjma9D52QQ0LkJih6HgT71zisDCQ8vNCWkEtMU5Suz9sc5T5pVAFocfEGnejCik4Ts928TgKwDVwFDvSk39+KArkgFpwvUL3YoEKSzZaTx0Hrf2+J2QAGqyyzcHec79nKytx3LEHyeva+9h9uwGGbQi2q4TypQ8xgA0ZADMoElfM2hdIZS5roSndtLYXMtvC7QVypxQNsnpV0pULYvqZnWhixCF0O0SyWxXoOV5rZJZvRKVzO47tlKeQ4YMubDcfe9dh57ClZajBrhCMrN0RELeIq4oim7MAebVzWAxrUWJ6RVeyUxtWT3C4pk1cFbUO6YUNSZwqpTmWBMRv+gEMSXurBHPfB0graymgRHa1qqQmceVfSDROa5qPJHk71swG0NayV8s2gIpgHQdXCLCGHIzl9TWtnPTX5D/zNnZNlzprAeQ+3RdW+7s2nRsurAuFCFNU3dHB2i1zTIOtwe+5smNgBSrVhZtg4zW9tH15R7uIIUxAEoEOPe4NvG3WZcIZRDyGFJbA7C2S1xXgnhmf5PFrHvlsUQQS2S0qFCm3lvWkrxKIrPv7lQ0LRhJNH3hil2pOOUrUMns088eegpDhgy5RfKnnz0ikhmzpIHakBw1wDWSWfEHngxQwYyCWeEmk+RHqCyhBgITKqhITtwZDoWcPDYDsEwHpB7MOXtO1Y4BLaEqwiweQVQAIC9JyzputG0rnhUwmEpyyEq4haUoE5Wis45Q1pS8NVxkpDUSMAtQEJW8Mdxb3HgrV8loCSQbJjSQnO3ywTEnZJO6QAbuU+pSbETzlnjFcI+uxamtnS8tTVLvDPqwhTWSma8t/mnBbbJDZweyymi6v6htS525fzCg6oAanv6LUqOcIcEIZcWAbQK5ZxLKCK6bSoQi9CSzhlBGnY5qSv/Fnuprp5kUpuSZdUIZglC2oyCZ7YxkdgUqmb3uTa/G5z/x1KGnMWTIkFsgo5LZYeWoAW5lSw8mP4gzSCt2BfGMQe5RKhDGtvhPyXW18UqypwuLHLM2hvcIA1DFPJnmnXRg2QI8xYQNmMtUoITqsARnnY72bckolxLuyx5gG22tChrQjrNAjU37fi7ZY5wdngvw2el4n1l2sNIFdWeJA8NW1xPFzNN6Zj/N7JMu30fk+FkK3aLnkm6BHNRb1oPchtMwdnANCOv2BvCH5zbIYwiSmAPhRBKzVGGA2+wjlIGAttiDeGIzocyIY5PqBTgroYy4IaMVzJhgJLSKb9Sv7j8GG5FBMhsyZLvyzBNHRjLbWAzuSq2oiwsRvZiIPkBEn9bXB1ds3khEf5j+vkpE/0K3/TwRPZ22PXqpyROh4FQebZL4bXf2Q0kVpL7ciapspxmkP64TzRIrWLJOqyiVCquoJG31kSoZGUbbFE66aGOPbcm226v/2TaG5NitATjSe8tHigRIQm87GPAqVvZass521orO2xjc7ba5y3YJZslcfv0Y2oaVMNVnREtIqfkjWtGVpf2qjrr+z/pTMWe45xNO63ezvX3Ecen3p9wT9fts375FfAPtWPR2OgYZyO10QJwnngWhOV8M3HKcr8S+zzx8AOzn7qTnIShlQaAq5ya1Fcrs5nIy8hiZB7i2lcxMl8YgVEkVBvt+yrhWyexkeStw0+XQ17AXDpLZkCGblftffGQks43JjXpw3wngQ8z8LiJ6p37+2WzAzJ8C8CYAIKIJwNMA3pNM/h0z/5vrGZwIOCHgFJxIZvJjPTPhhOA6K8k7KfCqLHk4ZybsVPc8K3mM4YQyVPnBnitp2/CM1mQ38xnEM2YUIh+XWKugFfFbGiGNWfEOIYUHpDAEoMFiIGi6LgK4jdeNZ+1wwJQ9zw7kNNRCmgUZDbrNBqU8Prrt9mLVMsIAbOXesrYiPKS6zuzBbRyquSnt0VH04f2teHUt5vrcfnuSmS2ua1sNXKdSdDmXrnv1M3gF0NyQeJsIFwhPrCh8WC3LTEoKYwbKZGMl0LpStSxXI7Mx9hPKlpXMDLx6iMLEXuyhdHZNhTIdQ24eQ0f6nbWwhRPdZiSzCRV3ldvygOmg17B7HrjnepoNGTLkCOTue68degqXEt5YDO4NeXABvBXAr+r7XwXwo+fYfz+AzzDzkzc4LgBo5bDwKHneTQovq2RCsO01vF3m6TIdWFNcVfdaWT5O8275I1XzutKswKJqf8mDa2OgG0vt8qNZ+NxsfuE9A2JN0LacPLu+L4AWRLn3Nemzh1CJSplE1Vf3srRVQLet6S+NmUOL9+gYHJ5e7rzHqrP/BLQymNUjvEfHEKDPuT9KY6hHuUfQa7rGS9t7atN+8mOA2N73558bMN17du08gc891h/rEaJYPmeqEsCSVx/s54ml/3LvawO0OQhlgHtwp6Y/aWtkMIvLlacZUaFMyGOzeGQzoQyzA9kgns1OPJtg312zq4lkJk9dbhPJ7KDXsKcfP7JHmEOGDLmwPPfZLx16CldabtRF8lJmfhYAmPlZInrJOfY/AeDXO907iOinAHwEwL9k5j+76OCFSiKZaZIwKjj1DJyS/xalYOaqBX2lplmQzAiECiaJyjXiWcQ2sv5cC7AqgJPHxE7dlvuIZzAcp66/bAe4VzCHvliGAiY6g3hm/Wkbs0tOWumXw/Nobk59L55GCo9nmo/1Yzpq+k4eTl/gimcUEIJa0hHId1noYn/7/Mjm3va3prPJU55atnNvKnW61gPdenHzIrq2tk9kgW5MSgYDtc3W+1uzI43HJfTxsQCcZAaK9bSEMtnck8eyzlLixft1QtmU7HYJqLYks5wSzMhj2YO7TjI7KfI92tGcPLiJZAa5ab1negC3QQ56DRsksyFDtiuvfOPLDz2FS0gHRDYg53pwieiDRPTYyt9bLzMQEV0D8PcB/Nek/k8AXgt5/PcsgH97Rvu3E9FHiOgjX/qS3BUxz40HCoCy1TnpwkuWE8xbu5LsjIBjieazK5LQhktC2zrxJs3Dw0MJaS7RtnXq5fmErv3rdO4pTF7EZMcK7wOhup+z/ePl/qHFCc5gtkCP1IuZNR7PNG7ecb2sxOAudjTtsTtPtzbGedttzqXz2BI80UT1vRj7nJt12rGPGOz22LQe2Rwnm8eNWOw8j7YvP9eyB1mPVX5y0Oua85TiqUDub2kXTxIWVcsoKo815LGs0wplk+4br2SGubFrdPq05PQmVTK7k69hn33s85dczZAhQ45FRiWzw8q5Hlxm/oF924joOSJ6mXo+Xgbgi2d09SMA/oCZPTFcfk9E/xnA75wxj3cDeDcAPPLII+KYhZDMiIoS0Rk7FJxiBhFhVhC3I8YMRqGCuQKFJZ4WEI/iDKBwARKDfCZWnWy3KmgleSSZNG0ck1Q6Q5GY21qTToAuV0FL2WnIoFTxrC515slE4yj01gzPKOtaMNzDDIJXQetjRcGklcxSx4yk6+1c4XYB23V+vd2ZksZMH2+qeJ975rI2pu738MQmz3JuY8cHvKLr7drxLQY2VyNr0pPZKeYHNHXngDeDXLinN4hmS52V0C02JqzKmFYyc6KY6Ip6V7MuQHBtwGhDHiO7+etIZpCqZZMTPy1NmIQUOeDVv92FUmOcL3fyNeyFx1bpaMiQIReWBx46ou83Q/HCduRGQxTeC+BtAN6lr799hu1Ponu0Zz8s+vHHADx2mcGJCCfEOFUQa35GgFFBOIGk+4KW4p3VLvxbYrfTds+zPJqdQTgp8jj8ecUvM/OCZDYzziSeVZbqTDNHFTQNfUSFkNysMhqTkM2KlcllSCiD9hFhBoAhIdLOrI/AYhwOv5JQl1VJM+DEgLOVgBTukMGnAiZ3CJKPkXEjlzRusjPAnaYdY/uB1AXnNbpdupugro+z2u7LHdaBULsBacA/LdsasSvbeUaHPKcUh8sKQpGArITCtDoHsN4fK3mstcuv+whlxPC2uWpZJpkZwN11xDNCSyjryWNNiIJVIzOSGbeEsqhQpoQyBbMTZtedUOTLlVCFbFdxV5mWx+/my0GvYffcP0hmQ4ZsVe6657hIZluTGwW47wLwm0T00wA+D+DHAYCIXg7gl5n5Uf18L4AfBPDPuva/QERvgkCEz61sP1PaSmYlPEsK2sQZVqKQAiqIiwCPCrcnFAltUG9mMa8oFcmbSwSra1ZRvTqX4LbiOonLrCBMIFQBqFQ0R69mzNVKZpJ/t1iPAFvFKNnikxQtAHbPbna6AkhFyBKQpZRVAWi8wck9GduzC9FQeJfpQKYfALwtipABJ+DVtkD2sU26sACGaalY72+x3dMVrLRN+8cAfa7etkyLJv2Z3puncWWX5HHT+M2uSn0YsAWknG6an+jCPqqMpblR2k0OZOW8kEf7UBAsTwDa+Ns1nYJQm4sTyqCEMjRhOtE2QgmMZFaMxGZ2HJ5cA7yZeFa0sAOpJ5dQUdSuqGdXSGYyxlxvC8nsoNewpx8flcyGDNmq/OnnjoxkxtvKonBDAJeZvwxhFff6ZwA8mj5/DcA3rdj94xsZvxTCNZpxmklmKJj9YasBFgJxRYGEIfQkM0C9j6qrROqqr/Io3u0qJliFMiGyzZAUZKQeX9FpKd7CrnOva5FZVoaeTDKWeXANvYpH1Dy5vsdkG8MrlHkZXP0j7yciMR0Uc3JgZk+m9bcAtAZ4kzfWgHJqa4M02NTxXwKWvpkCE2cg3UhGqHlOtonite0cq4Q3JYBlPNsCY1IzWtxAOC7ux+37IPjNRdst+YBkSNM9smh2sY3hJXeThzdXIbO8wT3JjBBEMkvLBYJXHsu5cdcIZZb5YGo8uGbXksfMzr2w+6qWJc+shB4YycwIZbOQzJArmVXcextIZoe+hr3uTa/B5z/x9I10MWTIkDtUHn7DMZHMtidHXcmMa0syU99i8qCZFxMLu1zJTOBx6AwkSIgBodKyCpo92mVobttGJ7lvDdiJ99fmpHY+w3AE2jzbWetaYUDVkKU2Sh+bPLeNrgO22qNXZcttOUZH0jkC8jX1HlU17XLINkQs0zX9hY4y4rM1d2Os4eHsNTVbyajRA+uESPsCFGphILAJlna7di2Wv9bsHMsuvM1pzu515dQmQGquWhbTi1haIECqFXewodr0dLoeI69R6ivZ9aCXNBY8UnuZ97WrUEbJDhZ3u1K1rKlulghl1MbwNjotujJfhUpmHxsksyFDtirHRDITn9vy9/qY5agBbiFCoeexw4QZAHEBNCaXqGBmAGDsqOBUyWhz5bBTEDRXIZRN+viWFKAWFKCIR2/CknhGkDCDovAidNoWLAQ2AqqRzNT7ayEP4OTfNKDpxK4UopDIbURArRqyoIQyA7DuYUWA5dxWexMPq5HRoIpMKMudNThRQXVDKIPrPJtF0jXeV8ai8IOtqe2sG7a369ezz7AB4Ob+RLvT+vHzPQRau8W+yDrrN7VdhpRws810rQc3AXvmFoCmtpH7NoFgJHsDqQ5CoUASrisWX4sAs56/1gFv5MBdEMo0n+1k2RKynZPFBLzuKEKKLERhsj/SKoRqJ32tHtlNyQv/1m1JhTZkyJADyAuPiWS2QTlqgEtE2JGECZygoioQIRBOWUgskgk3SGYnpEn/nXgmFc9Y404J4pG1ZP6nLGDAiGeVIQAaRhQzmCNAojKFjsTrOzNhVwIzisdY43qTk1Q8xtJOgxfgENfIcWpbFCRycuJmD62F0Xoj5MHMRxhkNKaYSHiUFSI3WQBoHfg5kSw8xlDA1XpBDQS3ALRJ5pABe+p2oUPSdWCVfA+modc8s9SbsXtX85xzxoOmueo8vjjb2a7qCGoedmCVybyt3HAxrLIYa0lneV+SfU8eI4TOQWsCxn2FMkBJZk01MsaJJFtuKpSdeB9h56EM4EQo01dKFcoakhkkHMFIZgji2QkZ8Wz2SmbXpqO+PF1I7rnv7kNPYciQIbdITu4+IpIZM0YM7h0kRjKzCFmCAk4lhUnIAVCqWBX9ga+QdF9ix074Kh6HSkECY/a2ABS0ApUocBDpSGxesALQDHKSWUXFBIu5JVLC2R7iGRR4MuUgByDHd6pCowfIX2W/yJzcO+zbawKS7P0xzM2Yew5vbOzv1kMbYQEJejpBrT9YadzlkYQlPMuhwF1Ji/N1lIZdOP+6cX0/ZmS8svaMh21pFl5g9w0IspePlLzZDnhLBsba2GNtwyNbUjsv4duQwqyP2rR1UGtjupc2hyIY8Uxu8HIYghVv8Hy8SvaKnLfVQw+MUGZhBVPJIQems3CDOXSk/WqlwcnjeXuSWUW9PSSzg8qoZDZkyHbluWMjmW1MjhrgFiLx+CiUrQCeB2AA1SJuSymYjTymXkwqBRNnaMznEs9OqzxebYln7J5aZmD2nF2kukQ8IxLA7PG5YkepupkAjKhgJv5n3UK5CpraIZy0DnK1odmb8xBuxziTjAZEmrGM/5LO4aIN3hPUesmDLITcIUyLRpfU+fjUGVE7N2rbZrPmRiK5i5uwYZ2s6OI8QF5i8rTmZTuRrCOIZV2x/hFguCTimRPKDLyu6Qidx7UnlEUcbYEA5p1VPLNQhhsilM2qE/KYxObOXslsSlXLTvQGTzy4VsnsBdi6jEpmQ4ZsVx4+qkpmOGgMLhH9MIB/D/FT/jIzv6vbTrr9UQBfA/BPmPkPzurzqAFueHDNW2bEKfls5DGDuvLDbUQxizNckswuRTxzb6KC6U4H1YmPKohnhAC5lNyBLf7K/3JgMbIekvPU9YyFKtCl/p8tXO32nMawkVynhoW7hhCEzd0K+nFCtwfoZjnTE7xHZym2Lti499aG9zNbYEFKC6Ab6L/dd2gAbJDLvIvwlDYgOGJorY8gkiWAa9vc29vG2opd9fXk78mirY8Z3tzsEb4RQpnF4S6rlgngNY9vTzIrVHFav4KtyxODZDZkyGblmEhmhxQimgD8IiQV41MAfp+I3svMn0hmPwLg9fr3FkgVybec1e9RA1wCYYdTVBLwCC44oSLFGUhibi3H7QwWYMoWQtCSzNaIZxMXzfsaxLPJiWeMCTJGcVedPIMW0propLqZkMJMN4ulAF4ldtWOeNZWQQOCACaUNlmvIS2BrDNTAsukdqE7m4wGCako8HK9TlDLugbYJvDK2F/JLBdRSNC+O5hoJmg633YJHWF1DC+ygK5dXsRav2lbWoZ6dbsbhUbXg9dO5+97QCvgFGkbZXvLLavA1eJ1c+YDj+GllIfWCWABVidieNWyjjwWukgPdlFC2eQhDUEac/KYZkkwkpnYzeLNpVntGCdXgGT2opcMktmQIVuVoyOZHS4G980AHmfmJwCAiH4DwFsBZID7VgC/xkIK+j0ielFXaGchRw1wC0HL8BJO1HNk0EzIY5YdtypADR24KgimM4lnhrmCeCb9S4kGSMUzQEAHWMewSAjxcPUEtQLGTIQTDrBpxLMdpG2FgMrKwFTUP83RL6ldroI2yUTClsPxmHFb42U0xzCHd4+bSmZo39sYehORnaK5klmUIO7auueQzOkrbxkgrbrGiIIWTuK6pI70+PZiADHim0NnAJadFJY8vLTStnBqqz78RCiLUAVGoUha14LaAKrmOaZUycxIYYyoQFYS8WzSmw8DvKYzwOtVywzQFjQ6IKqbOclMdZPrtD9cllBWO0KZgORdpxM7KKgN3bVy1JenC8nd9w6S2ZAhW5WjIpkdVl4B4Avp81NYemfXbF4BYJsA1yuZ8ayPUAkTz5qhIMUkVkUOWcf7iGcFBfMZxDPxxFYSH2kBUFlfKcIZAHKiWGEhmRGxE9QKV1SaYFXLKJPRGh072a2G7xZEEnWcq6ApLV9RmaErzcKrnkUBnskba2S0BEYXoFHtcqaDNWKXrJebtrKBkg5pIDTHxeaU018BdF06wc/cjOlLTGAwdDE/n0vjsbVqZOpdTXZSirjVocluoKDRdlLTNpPK2PvzmFoND/A/99IClIliZkdLXRti0OrCjltCmQNiteOKUs4nlJUzCGWmKyx2tLA7hZPMqILrX2HrMh5hDhmyXXnuyf976ClcWP4Cf/b+D/JvPXQLh7ibiD6SPr+bmd+t79ce13H3+SI2jRw1wC0klcwqFRBX9XoWENWGUNaTzM4mns3nEM8KZgVxppuIMDNa4hkkXROjojIws1ZBgwAv0wGEUth1ZJkWlIwWHkTyUsKSUiyT1qQyGqvOqpYxNAyCSPuSVwfAZkde8iHwsW4z7ypgXmGGE9l8n6gYZlW7jC4b0lqyD0QN96BqixvSBdhN03A7Mw67xpubXlk9sc09w4qdvQ+77K2FFgBpdU1+2s5LO6XsCmVhn27UjChm2wn6+F/6tKwKkwLjqFBmoQhwT29LKOtJZpK6q9D1E8p6Xba7pnO4RjMmiDf37uk+bF0GyWzIkO3Kw2942aGncGFh5h8+4PBPAXg4fX4lgGeuw6aRowa4zJZUq2rIgIQaFAWGEh4gP+YWvpBJZqbLdkYyC11LPGNUSJnellBm4+8nmem4Cg6begqNnQJrA8oGyDw/regs0ZiJeKGX7soMQQ30pCCBhDk5/Rvts+Q40h6rmtYrozn7TQB4g+xsILuP0OO2KOl7A7oG8FJ+5Xa7gr29ay7tvpMPoYv9HGDa9meAW/ZxStqHHpqgcSTF2/TkMbNvdU4Ig3puKTy8MqfeS5va9KQyBFEs24nOvhdLQpkA1DYO13TTJXUTZietiQf3z5cHZGMySGZDhmxXnh5PaC4qvw/g9UT0GgBPA/gJAP+os3kvgHdofO5bAHzlrPhb4MgBLhFp7kwBlxMKTlDwPOA6ZEIZgmTWk8cau0QyW5LRCFwqwAVRBU1dcMmuMAHq/TWS2ZRIZgQlgCWSmegYQTIrDo4BclAsdvBn6Dp7dYiSfhAkRWpAmtrMJRHU/DPCkwjvDxIbm/LkMpMXHTCULMUnslnYU9MjNVsb7NlA9puhS58TsMxGHVRuwzPSHUD2CPsAOc7Wb03asTLZy9dK4Rk2QlmjAxyEBhBu+yuUgamB50wog8fmZkJZWVQjk/GLen4NrBo5zcEotSDYSGMRppB0aHVOKFuxC52QzAiWJoyxowlbl0EyGzJku/KiUanwQsLMp0T0DgDvh6QJ+xVm/jgR/Yxu/yUA74OkCHsckibsn57X71ED3EKUSGaSIcpIYEY8WyOUVbDE79L1EM+kf4m9RUMoc10inkmmBbGrCmKEZAYlmcl2J6NB+psBTKxV0FTHFeCicFdBJUNy8FYGJgTgZch4JWGyJtTAXrndFu/1gbp7WAP5ks8hQD1g8cnWx9KbnJMkGFBjh27mGI1wiQyHL6uzqVuoBNlWShNBAvUJrFJJ/Vlctd3D6Ghe7IHyKjQkQENC3KMKVvAv2wjcVDfz0rlpjMkrisX8pgxu9b1XI8uEMiOFFQGuYI5iCm6HsCO5olBuS0tCmZHMbpxQtqIjI5nZGIwTOurL04Xk7nvvOvQUhgwZcovk5K6TQ0/haISZ3wcBsVn3S+k9A/jnl+nzqH9BhGQGJZlNkp5IyVhFMw0QBPgZoSyTzMTVOTc6hpLMaB/xjDCxEMXMqyrjQcvdyvsKy5drKcHEmyoENQmjqKTj9xXPUBc6QsVcSNKZqceZqEpqMLKcv0YoU53PE/CqZepiJPUUe/owtbO22WMpxSIU1DZBpylG2PdV21YNG+KZ9ZDbmuszdEHWu5yuI4A5KE3eWrL5JS+zniyk60ozb9rKdhtD1513iXlWcyUzRf0lEdQsL67FybZtY1uQwtSzm8ljKySz4iSzGuA6xdoaocyKQZgntyeP2TnlOq5Svhc3iVAG1XHXFuw65u2TzJ79zHOHnsKQIUNukXzxyVHJ7JBy1ABXSGZGKLMyCoRCszzyV0LZ8ygKNt3dqiSzeYV4Nu8lngm4IZyyVjdzPx+hNtXNBOzOLGCvgjCjYkJR7yctSWYs0McqnvVV0Mh1EnhRMxkNCirZ0qFJyQnR9SQz9WqC1BscOrNDtlvRZZBrnmqAIhbWsCOFzSrJLEn2IIusGZ6vy9w26s3z+OGcbue50tadvh7bqvsKGdwmD3AXKwteViEDErBFCj0wMJwAsIHxiWL6Th6zLAcLXZsXd/LXII9FdbOqsePhcS2WGzd5XCclgNENEspOKHSW+/aaAu1rVJ1kdq28cOV4b0te+6ZX48lBMhsyZJPyyjccVyWzrclRA1yus8eoToCTwiaw+jPLgmR23cQzYvOtglCatgZT+upm4udiBTIFlSssknaVZEb7dBRtSMIgmipoDpoISFkOXJc9lTAyGrtioQNSW7S2FHYRcmAIkaMJLdvGges+75NlbrFzdZkUtiqEle29J5YXy2g8wQZGfb9zC4gVkLbZD2TQnBLM+3HAWxdebieK+XkUINnOTemvJp0l686EMa0y5h7jPeQx9U6bzghgVpSByLbdGKGsUFQyi2IPRlqTrA/gP993FDcjT/zRk4eewpAhQ26RDJLZYeWoAW6hIj+SgP+kg2acKsibGXDyGCuhTGHpZYlnBkuLEs9m9eLVOgnqVCKWxOsyCshDFgRiSPDDBJbtZKENBJCV8RViGSkBTHJDAFVDFmoRz/IEAfVLMhoAWNhECchqhDIuHjOqpmigMqtXl6MKmu0uOJhtQw9EWElm6u1NYHBVkhfVUppZCt8GZ1s/l9LFtoYoZnY9iO2QcB+PuwCvSddibT2mHODVvbWJPGbxrdZHSW1Fx6FL9pk8Jv3J9j4EQcBoZD/IVcwCXBqojVhZ2W5hBPJtmlJFsokSKFUwev2Esoqdguad6ifUKEahIHp3BWJwH3zpC/G5x75wvuGQIUOOTgbJ7LBy1L8gRIQdEWYwTuAlEEBgnCoprCGP4fqJZ1WBoBDFojKahEhoIQYS39m1UiUelgVGzYDMjyRkYGIhlF1jqXwGMCaGkNHALckMwDUWP13V5/i5ClpleFq0HcjJaGWFjGZ5dadEAGOGheLC/McWVrEkqIXrVQC29Zu8tezRutqOpYpXQoP21ihhVNr+gLZCmSddu4DOAaeRvbId4IATNkMNq4jQC24IYE1/bicqqSgmO9xiZKdECjPymHi+rT924GvEM8uCQIkolrMlBFFMdFRC52S0njzGGj+rOyjy2yYymo4bYQvJDn0eXCGAWdsTuhFCmelkDhOkkhnp90TsCDvafhWgu+4ZJLMhQ7YqJ9eOGmIdvRz13o9KZvG4dnKiWNXH+5OELHBLPCsIQtn5xDPSV2sLdTnOsMAFwUwK4GiCxQRXkhK6M00omCXW1nQoKCRtK4XnFeCGjMakWXaNeJaqoIm3V4lnaidkNEV0SkarTADVhPLghDLRtRXPihXByHax5xHo2dGxvw+nqe2xePSehawP23M+FxnXwwOy3Vk6f2/jcGPnIQjZI5sAp7ez+Ferc5y296EIRgozbyvsvDFw2/VnxLjwuqaQg1SgQV6NKJZjcpPOyWgBnEuKoSU9m8TDSkr20ra+bVbPrNqxxd9qWEEJry4hthMzdjdEKAvP72Q3fhYCwYyJCMRfw9bl2c8OktmQIVuV5z5/PJXMtihHDXALTbiLCLN75QjPQx5vmo4x4xTiFcrEM4G284J4VjFLZgIGgIrnSxGiFxNOOSAbQ4hnFrpwWsTrKdXIAFDBKYuHtRKBeBagXHrPa5EMDE4yg4QsqLe1chDKcsUzI6jVwgBqU8msKLlN2mtb7Y/ZHqP3xLPa6QQcBvHM/bvuyTQ7A6VBVJN9BxBYBnPASyDolByGGiC2wyieWLGj3o5XdEAC6ja/ZJdCCULHjQ42P/UI76s8htQfQ2NF99hlQlmU6209wKYrqiwkx3iXiGpt5bHw9JpdxInLfm+9tUEuy+QxTxmm26ZOt8uVzBo7eSZx4naztp3V7uKEMtHJGNfcayup9QqAa+VF2Lq89jtejSc/PkhmQ4ZsUR4eJLODylEDXHBUMAuSmaXlEsKK+FHLhYlnnjIJ5MQz0RkZrap/WPqXn3Yhj5ndpHah06wGAICoeCbwRj4xWU4G2046FmDUJPWnwiqeceonKpmtk9FcyLzXLZGKV3S6k3PTsNNuA2xmT2wKaSC4B9NuJMyNnpyh4TylNOc1O2pe9H2KpzVP7MKrG/pWF17fZu0KKp0olvfDSuWxxm6Pzgoq5DlLNgMb32J1wy7Ac22BswNd9U6nkIIoAlF9jAKOMWDnf3UyWZznQfbyMSxGt2kT5LEgql2OULbT83syciZBMyiQ5Pzlr2Lr8sTHnjz0FIYMGXKL5OnHB8nskHLUAJeoYAd7tB+Pg09ZYvnYImcT8cxBHxXMbGBVsxuobiKBpGSVzDSOtII9P61sU3DN1l+rYwUagBVBIETQqFUyK0CRgg62jh0T5mKeZfUkemU0I6NVCSMo5DGwZlcV4U4rOgusIAZYx5D+oCQzuE4wKnllNNL5GdC1fy3HrxXBcGGLrzVwLF5WKpR0diwRgNm8wgokGzus6LQz27UZFLfe4SB7ZY/xssoYApTDQHcC8A3A50ZHTdtMCrPlVOMjetws9TokkMsBZA1wR4Wy6rqiOgsPEF1FJpkZkBUvbCaKtQQzCRUIXSElhZGEEUxU1Utr4FVf1c6IZdLfrDqJwzV78wqfmHcapOAW2Lk3d/sxuA++9EF87mODZDZkyBZlVCo8rJTzTfYLEf04EX2ciCoRPXKG3Q8T0aeI6HEiemfSv5iIPkBEn9bXBy83PjBR0Xy4BSdUpFwviQfohCCVkZBeS8W1Ij/sJ/p6jRjXSHX6w36NKk6K/GhbdaUTEqLPibadiF23K6G7ZnbF+gDuIiHw7ArjpIi36oSEECRtVFeAaYL2Hbpd1hXgmuqkP/b+piKPrU+IUYr1JzYnRXS7NMZUWMEMUCb5PBWJK5207S7pis5JEv4DVGStRW2KrmciaTsVZceT9Sd5WvO4/lf0kXwByiSfTTfZfPQ162TeiDG6/iY9LrIPRbcj1RV2naXQmmxNPj/ZNpnO1qjjZl0pQpwyXdtf9eO9m1SHKkQrOz9I7E6msDsp8lTgJLfVY3CS56IeUNeV2L827okej4kqrk016SRrgp3DOwrdNbJz3eavAJUYJzTrPrTvidoRsKM5dEVK8O6UUObnKwE7KtgVQiHCCRX5TIQd3foqQIe+ht1196h0NGTIVmV3ctQ+xKOXGwK4AB4D8A8AfHifARFNAH4RwI8A+HYAP0lE366b3wngQ8z8egAf0s8XlyqP8gsXDSGIkqOF9REy1CMFxoTZH5HuVD9hxkQzCs3unZow6+NdsZXHtLN+nv1RrFQ804pO6p1yko3rGBOdOnFH+rMx2e3gVaFiDNPJXJIOswIymRN83CAXgWqyq/q4uZ2zrZF8jWFnOqJeV3V96gV0D2P1x+KAkZ7SuBRtvd+Vv5K2WRvJVoBm+6qu79ce1xODSugn09kYSBW8EPtwWll/Kbqd1nW5P0/JVWS/Tyt2k88h6UpKv5XsTGfnoXliI/3WHGm6YOSxiqnMGjJg5/mMk2IeXDvvZuyKeV+TjpIOFYVj3J1XHptxot+bE5xqQYhT1VXs9HvnqcCYMTlBVMMXGNixfIcLAxMmFP765a5G1ycHvYY9+8QXr2fOQ4YMOQL54he+fOgpXGm5odsLZv5jAGjKty7lzQAeZ+Yn1PY3ALwVwCf09fvU7lcB/C8AP3vR8akUnNAkIIZZwxWk2tKsj3J3COKZkL0sFlfSd0mKrwqLkp1hxRwk1nQixsywIAYwSSUzBhIZreAU8ti7IZ7pY2flVMGIZ6az/goDlSdUHR9GFEMBs4zPiAplQjybw46FCFchOnb7sGPvL8holYJ4JjosiGfQNFihizACdkKZPPBvKp7BSGt6rui/5A/7NRRAH99HdKkeW+81tz1fZzGmLRmN/RyNxGExFwsP8NADGNlL7XT/GbGrmA4I8hhxOmfCriWPRdyuhQ1gVWflcEMXhDJ4mAGc9GV9KOAtFhOrdqhN+i8nlKluh5YoRhpaIOm6Oh2UPGZlexVo94QyCTeoOKGqOvYKZScegpAIZUSqK6ojlHIpZ+h1yaGvYa/7zlfjyU+MEIUhQ7YoD7/hZYeewpWW2+E/fwWAfAV/CsBb9P1LmflZAGDmZ4noJZfr+i5IXTHLisD6GU7kysQzAR3U2GWwm4ln/mqVCCCpiwToFu1fAHTFjILJdUJQqyhcfB4TBcmNwQApkPQZaKopkqpqxcFm2AksUboaTbCMBhbrGYUs9usI0PRf7MDOMoplcFntDdjRY85eYCJgN0fECugL6CkdNVG3KWbW2+g82p5iPr2s69gfSZD+E3YRD03+j8Wlwoll1g8o92fxrbE+WwfpZ8umEOSyeHViF8X8LJtBJqMZUczogjKWpQ6rjV14oA2s23mRCF+USGJmQ5k8FrG4HqdLrKm9AiTL9lmLM1icrj0dSYQyBbqT9mW5dIN4ZuEe5N8T0UF1FOCWCBOeXznKB5Fbdg37ype2T6QbMuSqyt987bY8hRqyR84FuET0QQDfvLLp55j5ty8wxhoW6THM+Z0QvR3A2/XjXxLRp/T9QwCuYrK5se6rJVdx3Q8BlNf8LdfTybiG3bFyFdd9FdcMXNF1f/Dnf+uht/38P7R1X9f1a8j1y7kAl5l/4AbHeArAw+nzKwE8o++fI6KXqefjZQD2BqQx87sBvLvXE9FHmHkvOWSrMtZ9teQqrvtmrXlcw+5MuYrrvoprBsa6Dz2Pqyo3SjK7iPw+gNcT0WuI6BqAnwDwXt32XgBv0/dvA3ARb8qQIUOG3E4Z17AhQ4YMOTK50TRhP0ZETwH4HgD/nYjer/qXE9H7AICZTwG8A8D7AfwxgN9k5o9rF+8C8INE9GkAP6ifhwwZMuS2yLiGDRkyZMg25UazKLwHwHtW9M8AeDR9fh+A963YfRnA99/IHLDyyO+KyFj31ZKruO5bvuZxDTuoXMV1X8U1A2PdQw4gxHxprsSQIUOGDBkyZMiQIXes3I4Y3CFDhgwZMmTIkCFDbpscHcC90dKaxyoXLQlKRJ8joo8R0R8S0Udu9zxvhpx37EjkP+j2PyKi7zrEPG+2XGDd30dEX9Fj+4dE9K8OMc+bLUT0K0T0RSJ6bM/2TR3vcQ0b17CtndMmV/EadtWuX0clzHxUfwD+NoA3QioGPbLHZgLwGQDfCuAagI8C+PZDz/0G1/0LAN6p798J4F/vsfscgIcOPd8bWOe5xw4SG/m7kPyk3w3gfx963rdp3d8H4HcOPddbsPa/B+C7ADy2Z/umjve4ho1r2NbO6Uuse3PXsKt2/Tqmv6Pz4DLzHzPzp84x89KazPwNAFZa85jlrZBSoNDXHz3cVG6pXOTYvRXAr7HI7wF4keYgPWbZ4jl7IWHmDwP4f2eYbOp4j2sYgHEN29Q5rbLFc/ZcuWrXr2OSowO4F5S10pqvONBcbpY0JUEB7CsJygD+JxH9H5LKSccmFzl2Wzy+F13T9xDRR4nod4no79yeqR1ctni8z5Mtrnlcwy5nc2wyrmHrssVjfRRyQ2nCbpXQHVJa83bLWeu+RDffy8zPENFLAHyAiD6pd5jHIhc5dkd5fM+Ri6zpDwB8CzP/JRE9CuC/AXj9rZ7YHSBHd7zHNWwh4xp2eZtjk3ENW5ctHuujkDsS4PKtLa15x8pZ6yaiC5UEZcnfCWb+IhG9B/LY6Jh+HC5y7I7y+J4j566Jmb+a3r+PiP4jET3EzFuv8X50x3tcw5YyrmGXtjk2GdewddnisT4K2WqIwlmlNY9Vzi0JSkQvIKL77T2AHwKwyuy8g+Uix+69AH5K2anfDeAr9ujziOXcdRPRNxMR6fs3Q76/X77tM739ssXjfZ6Ma9i4hh2bjGvYumzxWB+HHJrldtk/AD8GuSP6OoDnALxf9S8H8L5k9yiAP4GwOn/u0PO+Cev+JgAfAvBpfX1xv24Ie/Wj+vfxY1332rED8DMAfkbfE4Bf1O0fwx4m+rH9XWDd79Dj+lEAvwfg7x56zjdp3b8O4FkAz+t3+6e3fLzHNWxcw7Z2Tl9i3Zu7hl2169cx/Y1KZkOGDBkyZMiQIUM2JVsNURgyZMiQIUOGDBlyRWUA3CFDhgwZMmTIkCGbkgFwhwwZMmTIkCFDhmxKBsAdMmTIkCFDhgwZsikZAHfIkCFDhgwZMmTIpmQA3CFDhgwZMmTIkCGbkgFwhwwZMmTIkCFDhmxKBsAdMmTIkCFDhgwZsin5/xLNlE0M+TN9AAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 792x720 with 5 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "A_ss_numerical = sp.lambdify((s, p), A_ss_val)\n",
    "A_sp_numerical = sp.lambdify((s, p), A_sp_val)\n",
    "A_ps_numerical = sp.lambdify((s, p), A_ps_val)\n",
    "A_pp_numerical = sp.lambdify((s, p), A_pp_val)\n",
    "fig, ax = plottings.polar_singularity_rank2tensor(\n",
    "    tfunc_ss=A_ss_numerical, tfunc_sp=A_sp_numerical,\n",
    "    tfunc_ps=A_ps_numerical, tfunc_pp=A_pp_numerical\n",
    ")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e15a1e7c-27ea-4373-9172-36d4b3598dd4",
   "metadata": {},
   "source": [
    "---\n",
    "## Spectral basis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "3609c884-1e4e-4278-8a3b-6ec2fd793cb6",
   "metadata": {},
   "outputs": [],
   "source": [
    "r_array = np.linspace(0, 1, num=100)\n",
    "phi_array = np.linspace(0., 2*np.pi, num=100)\n",
    "X_mesh = np.outer(r_array, np.cos(phi_array))\n",
    "Y_mesh = np.outer(r_array, np.sin(phi_array))\n",
    "\n",
    "def plot_func(func, ax, vclip=None, title=None, **kwargs):\n",
    "    F_val = func(r_array, phi_array)\n",
    "    if vclip is None:\n",
    "        vclip = np.max(np.abs(F_val))\n",
    "    ax.pcolormesh(X_mesh, Y_mesh, F_val, vmin=-vclip, vmax=vclip, **kwargs)\n",
    "    if title is not None:\n",
    "        ax.set_title(title, fontsize=16)\n",
    "    ax.set_aspect('equal', 'box')\n",
    "    ax.axis('off')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 123,
   "id": "fb7e1739-49f9-4c3e-a457-66b70f7fd97b",
   "metadata": {},
   "outputs": [],
   "source": [
    "from scipy.special import eval_jacobi\n",
    "\n",
    "class ZernikePolynomial:\n",
    "    \n",
    "    def __init__(self, n, m):\n",
    "        self.n = n\n",
    "        self.m = m\n",
    "        assert (self.n >= abs(self.m)) and (self.n - abs(self.m))%2 == 0\n",
    "        self.n_j = (n - abs(m)) // 2\n",
    "    \n",
    "    def __call__(self, r_array, phi_array):\n",
    "        f_phi = np.cos(self.m*phi_array) if self.m >= 0 else np.sin(abs(self.m)*phi_array)\n",
    "        f_r = (-1)**self.n_j*(r_array**abs(self.m))*eval_jacobi(self.n_j, abs(self.m), 0, 1 - 2*r_array**2)\n",
    "        return np.outer(f_r, f_phi)\n",
    "    \n",
    "class OnesidedJacobiPoly:\n",
    "    \n",
    "    def __init__(self, n, m, alpha, beta):\n",
    "        self.n, self.m = n, m\n",
    "        self.a, self.b = alpha, beta\n",
    "        assert (self.n >= abs(self.m)) and (self.n - abs(self.m))%2 == 0\n",
    "        self.n_j = (n - abs(m)) // 2\n",
    "\n",
    "    def __call__(self, r_array, phi_array):\n",
    "        f_phi = np.cos(self.m*phi_array) if self.m >= 0 else np.sin(abs(self.m)*phi_array)\n",
    "        f_r = (r_array**abs(self.m))*eval_jacobi(self.n_j, self.a, self.b, 1 - 2*r_array**2)\n",
    "        return np.outer(f_r, f_phi)\n",
    "    \n",
    "class SkewedOnesidedJacobiPoly:\n",
    "    \n",
    "    def __init__(self, n, m, skew, alpha, beta):\n",
    "        self.n, self.m = n, m\n",
    "        self.rp = abs(m + skew)\n",
    "        self.a, self.b = alpha, beta\n",
    "        # assert (self.n >= self.rp) and (self.n - self.rp)%2 == 0\n",
    "        self.n_j = (n - abs(m)) // 2\n",
    "\n",
    "    def __call__(self, r_array, phi_array):\n",
    "        # f_phi = np.cos(self.m*phi_array) if self.m >= 0 else np.sin(abs(self.m)*phi_array)\n",
    "        f_phi = np.cos(self.m*phi_array)\n",
    "        f_r = (r_array**self.rp)*eval_jacobi(self.n_j, self.a, self.b, 1 - 2*r_array**2)\n",
    "        return np.outer(f_r, f_phi)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 125,
   "id": "8d60eaf9-7413-4cc3-b936-dfd1064fd77c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1080x1080 with 21 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "Nrows = 6\n",
    "Ngrids = 10\n",
    "Ninch = 2.5\n",
    "fwidth = Ngrids*Nrows\n",
    "mid_pt = fwidth//2\n",
    "\n",
    "save_name = '../out/imgs/Skewed_Jacobi_n_N5M5'\n",
    "# save_name = None\n",
    "\n",
    "# vclip = 0\n",
    "# for i_r in range(Nrows):\n",
    "#     for i_c in range(-i_r, i_r+1, 2):\n",
    "#         # F_val = ZernikePolynomial(i_r, i_c)(r_array, phi_array)\n",
    "#         F_val = OnesidedJacobiPoly(i_r, i_c, 3/2, 3/2)(r_array, phi_array)\n",
    "#         if np.max(np.abs(F_val)) > vclip:\n",
    "#             vclip = np.max(np.abs(F_val))\n",
    "vclip = None\n",
    "\n",
    "fig = plt.figure(figsize=(Ninch*Nrows, Ninch*Nrows))\n",
    "gs = fig.add_gridspec(nrows=fwidth, ncols=fwidth, wspace=5, hspace=5)\n",
    "plot_kw = {'shading': 'gouraud', 'cmap': 'RdBu_r'}\n",
    "\n",
    "for i_r in range(Nrows):\n",
    "    row_range = slice(Ngrids*i_r, Ngrids*(i_r + 1))\n",
    "    for i_c in range(-i_r, i_r+1, 2):\n",
    "        col_range = slice(mid_pt + (i_c-1)*(Ngrids//2), mid_pt + (i_c+1)*(Ngrids//2))\n",
    "        ax = fig.add_subplot(gs[row_range, col_range])\n",
    "        # plot_func(ZernikePolynomial(i_r, i_c), ax=ax, title=r'$Z_{%d}^{%d}$' % (i_r, i_c), vclip=vclip, **plot_kw)\n",
    "        # plot_func(OnesidedJacobiPoly(i_r, i_c, abs(i_c)-1/2, -1/2), ax=ax, title=r'$\\Psi_{%d}^{%d}$' % (i_r, i_c), vclip=vclip, **plot_kw)\n",
    "        # plot_func(OnesidedJacobiPoly(i_r, i_c, 3/2, 3/2), ax=ax, title=r'$r^{%d} P_{%d}^{(\\frac{1}{2}, \\frac{1}{2})}(1 - 2r^2) \\cos {%d}\\phi$' % (i_r, abs(i_c), abs(i_c)), vclip=vclip, **plot_kw)\n",
    "        plot_func(SkewedOnesidedJacobiPoly(i_r, i_c, -1, abs(i_c-1), 0), ax=ax, title=r'$\\Psi_{-,%d}^{%d}$' % (i_r, i_c), vclip=vclip, **plot_kw)\n",
    "\n",
    "if save_name is not None:\n",
    "    plt.savefig(save_name + '.pdf', bbox_inches='tight')\n",
    "    plt.savefig(save_name + '.png', dpi=150, bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d2173bc8-e9c7-4c01-ac27-14efe9db2c5b",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python3 (geomag)",
   "language": "python",
   "name": "geomag"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.13"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}