{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "8790bc41-238d-41fe-8b77-0e297ceb52c1",
   "metadata": {},
   "source": [
    "# Möbius transformations"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "f4233947-0175-42fe-a240-b48ee16697f8",
   "metadata": {},
   "source": [
    "<img src=\"data:image/png;base64,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\" />"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "538ad1c6-30e7-44b6-b1a7-2b9c8fe13230",
   "metadata": {},
   "source": [
    "Möbius transformations have the form\n",
    "$$T(z)=\\frac{a z+b}{c z+d}.$$\n",
    "It's not hard to show by direct computation that\n",
    "$$T^{-1}(z) = \\frac{dz-b}{-cz+a}.$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "id": "d3b88dab-ce1f-4989-b951-cb6116ef5766",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "z"
      ]
     },
     "execution_count": 77,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "var('a,b,c,d, z')\n",
    "T(z) = (a*z+b)/(c*z+d)\n",
    "TInv(z) = (d*z-b)/(-c*z+a)\n",
    "TInv(T(z)).simplify_full()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b83cd51b-e428-4c5f-8507-47e3d1f1540f",
   "metadata": {},
   "source": [
    "We do need to assume that $ad-bc\\neq0$ for this to be true, though. Otherwise, the function is a constant in disguise."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "8bf038fa-b68a-4713-92bd-97def793a0b6",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [],
   "source": [
    "from math import isfinite\n",
    "\n",
    "def rect_plot(\n",
    "    T,\n",
    "    x_range=(-2, 2),\n",
    "    y_range=(-2, 2),\n",
    "    x_lines=17,\n",
    "    y_lines=17,\n",
    "    points=400,\n",
    "    plot_range=None,\n",
    "    x_color=\"steelblue\",\n",
    "    y_color=\"darkorange\",\n",
    "    boundary_color=\"black\",\n",
    "    thickness=1,\n",
    "    boundary_thickness=2,\n",
    "    max_jump=None,\n",
    "    aspect_ratio=1\n",
    "):\n",
    "    \"\"\"\n",
    "    Plot the image of a rectangular grid under a complex map T.\n",
    "\n",
    "    T should accept a complex input z and return a complex output.\n",
    "    x_range = (xmin, xmax)\n",
    "    y_range = (ymin, ymax)\n",
    "\n",
    "    Vertical grid lines are x = constant.\n",
    "    Horizontal grid lines are y = constant.\n",
    "    \"\"\"\n",
    "\n",
    "    xmin, xmax = x_range\n",
    "    ymin, ymax = y_range\n",
    "\n",
    "    xmin = float(xmin)\n",
    "    xmax = float(xmax)\n",
    "    ymin = float(ymin)\n",
    "    ymax = float(ymax)\n",
    "\n",
    "    def safe_T(z):\n",
    "        try:\n",
    "            w = CDF(T(z))\n",
    "            X, Y = float(w.real()), float(w.imag())\n",
    "            if isfinite(X) and isfinite(Y):\n",
    "                return (X, Y)\n",
    "        except Exception:\n",
    "            pass\n",
    "        return None\n",
    "\n",
    "    def split_curve(samples):\n",
    "        pieces = []\n",
    "        current = []\n",
    "        previous = None\n",
    "\n",
    "        for p in samples:\n",
    "            if p is None:\n",
    "                if len(current) >= 2:\n",
    "                    pieces.append(current)\n",
    "                current = []\n",
    "                previous = None\n",
    "                continue\n",
    "\n",
    "            if previous is not None and max_jump is not None:\n",
    "                jump = sqrt((p[0] - previous[0])^2 + (p[1] - previous[1])^2)\n",
    "                if jump > max_jump:\n",
    "                    if len(current) >= 2:\n",
    "                        pieces.append(current)\n",
    "                    current = []\n",
    "\n",
    "            current.append(p)\n",
    "            previous = p\n",
    "\n",
    "        if len(current) >= 2:\n",
    "            pieces.append(current)\n",
    "\n",
    "        return pieces\n",
    "\n",
    "    def add_curve(g, samples, color, curve_thickness):\n",
    "        for piece in split_curve(samples):\n",
    "            g += line(piece, color=color, thickness=curve_thickness)\n",
    "        return g\n",
    "\n",
    "    g = Graphics()\n",
    "\n",
    "    # Vertical grid lines: x = constant\n",
    "    for j in range(x_lines):\n",
    "        if x_lines == 1:\n",
    "            x = (xmin + xmax)/2\n",
    "        else:\n",
    "            x = xmin + (xmax - xmin)*j/(x_lines - 1)\n",
    "\n",
    "        is_boundary = j == 0 or j == x_lines - 1\n",
    "        color = boundary_color if is_boundary else x_color\n",
    "        curve_thickness = boundary_thickness if is_boundary else thickness\n",
    "\n",
    "        samples = [\n",
    "            safe_T(CDF(x, ymin + (ymax - ymin)*k/(points - 1)))\n",
    "            for k in range(points)\n",
    "        ]\n",
    "        g = add_curve(g, samples, color, curve_thickness)\n",
    "\n",
    "    # Horizontal grid lines: y = constant\n",
    "    for j in range(y_lines):\n",
    "        if y_lines == 1:\n",
    "            y = (ymin + ymax)/2\n",
    "        else:\n",
    "            y = ymin + (ymax - ymin)*j/(y_lines - 1)\n",
    "\n",
    "        is_boundary = j == 0 or j == y_lines - 1\n",
    "        color = boundary_color if is_boundary else y_color\n",
    "        curve_thickness = boundary_thickness if is_boundary else thickness\n",
    "\n",
    "        samples = [\n",
    "            safe_T(CDF(xmin + (xmax - xmin)*k/(points - 1), y))\n",
    "            for k in range(points)\n",
    "        ]\n",
    "        g = add_curve(g, samples, color, curve_thickness)\n",
    "\n",
    "    if plot_range is not None:\n",
    "        (Xmin, Xmax), (Ymin, Ymax) = plot_range\n",
    "        g.set_axes_range(Xmin, Xmax, Ymin, Ymax)\n",
    "\n",
    "    g.set_aspect_ratio(aspect_ratio)\n",
    "\n",
    "    return g\n",
    "\n",
    "def disk_plot(\n",
    "    T,\n",
    "    z0=0,\n",
    "    R=1,\n",
    "    plot_range=None,\n",
    "    circles=10,\n",
    "    rays=24,\n",
    "    points=400,\n",
    "    circle_color=\"steelblue\",\n",
    "    ray_color=\"darkorange\",\n",
    "    boundary_color=\"black\",\n",
    "    thickness=1,\n",
    "    boundary_thickness=2,\n",
    "    max_jump=None,\n",
    "    aspect_ratio=1,\n",
    "    axes=False\n",
    "):\n",
    "    \"\"\"\n",
    "    Plot the image of the disk |z-z0| <= R under a complex map T.\n",
    "\n",
    "    Parameters:\n",
    "      T: function accepting a complex z and returning a complex value\n",
    "      z0: center of the disk\n",
    "      R: radius of the disk\n",
    "      plot_range: None or ((xmin, xmax), (ymin, ymax))\n",
    "      circles: number of interior radius curves\n",
    "      rays: number of radial curves\n",
    "      points: sample points per curve\n",
    "      max_jump: optional threshold for breaking curves near poles/discontinuities\n",
    "    \"\"\"\n",
    "\n",
    "    z0 = CDF(z0)\n",
    "    R = float(R)\n",
    "\n",
    "    def safe_T(z):\n",
    "        try:\n",
    "            w = CDF(T(z))\n",
    "            x, y = float(w.real()), float(w.imag())\n",
    "            if isfinite(x) and isfinite(y):\n",
    "                return (x, y)\n",
    "        except Exception:\n",
    "            pass\n",
    "        return None\n",
    "\n",
    "    def disk_point(r, theta):\n",
    "        return z0 + CDF(r * exp(I * theta))\n",
    "\n",
    "    def split_curve(samples):\n",
    "        pieces = []\n",
    "        current = []\n",
    "        previous = None\n",
    "\n",
    "        for p in samples:\n",
    "            if p is None:\n",
    "                if len(current) >= 2:\n",
    "                    pieces.append(current)\n",
    "                current = []\n",
    "                previous = None\n",
    "                continue\n",
    "\n",
    "            if previous is not None and max_jump is not None:\n",
    "                jump = sqrt((p[0] - previous[0])^2 + (p[1] - previous[1])^2)\n",
    "                if jump > max_jump:\n",
    "                    if len(current) >= 2:\n",
    "                        pieces.append(current)\n",
    "                    current = []\n",
    "\n",
    "            current.append(p)\n",
    "            previous = p\n",
    "\n",
    "        if len(current) >= 2:\n",
    "            pieces.append(current)\n",
    "\n",
    "        return pieces\n",
    "\n",
    "    def add_curve(g, samples, color, curve_thickness):\n",
    "        for piece in split_curve(samples):\n",
    "            g += line(piece, color=color, thickness=curve_thickness)\n",
    "        return g\n",
    "\n",
    "    g = Graphics()\n",
    "\n",
    "    # Images of concentric circles in the disk\n",
    "    for j in range(1, circles + 1):\n",
    "        r = R * j / circles\n",
    "        color = boundary_color if j == circles else circle_color\n",
    "        curve_thickness = boundary_thickness if j == circles else thickness\n",
    "\n",
    "        samples = [\n",
    "            safe_T(disk_point(r, 2*pi*k/(points - 1)))\n",
    "            for k in range(points)\n",
    "        ]\n",
    "        g = add_curve(g, samples, color, curve_thickness)\n",
    "\n",
    "    # Images of radial rays\n",
    "    for j in range(rays):\n",
    "        theta = 2*pi*j/rays\n",
    "        samples = [\n",
    "            safe_T(disk_point(R*k/(points - 1), theta))\n",
    "            for k in range(points)\n",
    "        ]\n",
    "        g = add_curve(g, samples, ray_color, thickness)\n",
    "\n",
    "    if plot_range is not None:\n",
    "        (xmin, xmax), (ymin, ymax) = plot_range\n",
    "        g.set_axes_range(xmin, xmax, ymin, ymax)\n",
    "\n",
    "    g.set_aspect_ratio(aspect_ratio)\n",
    "    g.axes(axes)\n",
    "\n",
    "    return g"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c4997fd9-5c90-4bcb-8935-fe8b1344007f",
   "metadata": {},
   "source": [
    "## Visualization"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "07477d32-51b7-4ee3-903f-6d163d278e57",
   "metadata": {},
   "source": [
    "Recall that we visualize a complex function by illustrating its effect on various domains in the complex plane. I've written two functions named `rect_plot` and `disk_plot` to make it relatively easy to visualize the image of rectangular domains and polar domains respectively.\n",
    "\n",
    "Here, for example, is the image of the square $[-1,1]\\times[-1,1]$ under the action of the Möbius transformation\n",
    "$$T(z) = i\\frac{z+1}{2-z}.$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "id": "fb6af6f9-e703-4844-96f3-d3bbcc910bf9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "Graphics object consisting of 34 graphics primitives"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "img = rect_plot(\n",
    "    lambda z: I*(z+1)/(2-z),\n",
    "    x_range=(-1,1),\n",
    "    y_range=(-1,1),\n",
    "    x_lines=17,\n",
    "    y_lines=17,\n",
    "    points=100,\n",
    ")\n",
    "show(img, frame=True, axes=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ed39af6b-ccaf-4c1a-bbcb-5c40ea4b4b0f",
   "metadata": {},
   "source": [
    "And here's the image of the unit disk under the transformation\n",
    "$$T(z) = i\\frac{z+1}{1-z}.$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "id": "e0ad5ae9-39fa-4e9a-a956-363517548f85",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "Graphics object consisting of 34 graphics primitives"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "show(disk_plot(\n",
    "    lambda z: I*(z+1)/(1-z),\n",
    "    z0=0,\n",
    "    R=1,\n",
    "    plot_range=((-5, 5), (-3, 3)),\n",
    "    circles=10,\n",
    "    rays=24\n",
    "), frame=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "04b5797a-b8b0-4a6b-9183-5bc93bc28dbb",
   "metadata": {},
   "source": [
    "I guess we are curious to know how these types of images could come out of these types of functions??"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "60f70859-2492-44ce-8175-218077a0e31e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "Graphics object consisting of 34 graphics primitives"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "a = I/2\n",
    "T = lambda z: e^(-I*pi/4)*(a-z)/(1-a.conjugate()*z)\n",
    "show(disk_plot(\n",
    "    T,\n",
    "    z0=0,\n",
    "    R=1,\n",
    "    # plot_range=((-5, 5), (0, 3)),\n",
    "    circles=10,\n",
    "    rays=24\n",
    "), frame=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cb351139-c3e3-4560-8f58-a5f89d15c721",
   "metadata": {},
   "source": [
    "## Circles and lines map to circles and lines"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c1ce9799-9ff1-4948-b099-e68193459cdd",
   "metadata": {},
   "source": [
    "We've discussed some of this before but it's worth recalling some of the material as we go into it deeper this time.\n",
    "\n",
    "> **Circles/Lines $\\leftrightarrow$ circles/lines**: Let $LC$ denote the set of all lines and circles in the complex plane. Any Möbius transformation maps $LC$ to itself. That is, the image of any circle or line in the complex plane under a Möbius transformation is again a circle or line.\n",
    "\n",
    "Our textbook calls the elements of $LC$ \"generalized circles\" and we'll see shortly why this might be a reasonable way to think of $LC$. First, let's reproduce [the textbook's explanation](https://complexanalysis.org/web/sec_reciprocal-transformation.html#sec_reciprocal-transformation-14) of the fact that $LC \\leftrightarrow LC$ under multiplicative inversion. That is, the reciprocal function maps $LC$ to $LC$.\n",
    "\n",
    "First, we note that the equation of any circle or line can be written in the form\n",
    "$$\n",
    "A(x^2+y^2) + Bx + Cy + D = 0,\n",
    "$$\n",
    "Where $A,B,C,$ and $D$ are real constants. We obtain a line precisely when $A\\neq0$. We can translate this polar form easily enough:\n",
    "$$\n",
    "Ar^2+r(B\\cos \\theta +C\\sin \\theta) + D = 0\\text{.}\n",
    "$${#eq-inverted-circle}\n",
    "Now, suppose that $z=re^{i\\theta}$. Then,\n",
    "$$\\frac{1}{z} = \\frac{1}{r}e^{-i\\theta}.$$\n",
    "Put another way, if we write $\\frac{1}{z} = \\rho e^{i\\varphi}$, then \n",
    "$$\\rho = \\frac{1}{r} \\text{ and } \\varphi = -\\theta.$$\n",
    "Plugging that into @eq-inverted-circle, we get \n",
    "$$\n",
    "A+\\rho (B\\cos \\phi -C\\sin \\phi ) +D\\rho ^2=0.\n",
    "$$\n",
    "This is again an equation of a line or circle, though which now depends on $D$, rather than $A$.\n",
    "\n",
    "This much proves that \n",
    "\n",
    "> Inversion maps a circle or a line to a circle or line.\n",
    "\n",
    "What about Möbius transformations more generally? Well, if $c\\neq0$, then we can write\n",
    "$$\n",
    "\\frac{az+b}{cz+d}\n",
    "=\n",
    "\\frac{a}{c}\n",
    "-\n",
    "\\frac{ad-bc}{c^2}\\frac{1}{z+\\frac{d}{c}}.\n",
    "$$\n",
    "Note that this is a composition of a shift, an inversion, a dialation/rotation with one more shift. Since each of those operations preserves $LC$, so does the Möbius transformation.\n",
    "\n",
    "If $c=0$, it's even easier:\n",
    "$$\n",
    "\\frac{az+b}{d} = \\frac{a}{d}z + \\frac{b}{d}.\n",
    "$$"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1d8913b9-5783-485d-b2dd-794fa616266f",
   "metadata": {},
   "source": [
    "## Finding images under Möbius Transformations"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "814d4e5b-ba73-4883-8639-c296d8d83f29",
   "metadata": {},
   "source": [
    "Given a Möbius transformation and a circle or line, it's natural to ask for the image of that set under the action of the Möbius transformation. Well, a line is well known to be determined by two points and a circle by three. More generally, three distinct points uniquely determine a line or circle; we get a line exactly when the three points are colinear.\n",
    "\n",
    "Often, we are interested in the image of a solid disk bound by a circle. That image could be either\n",
    "\n",
    "- another disk,\n",
    "- the exterior of another disk, or\n",
    "- a half-plane.\n",
    "\n",
    "We can find that image by simply finding the image of three points on the bounding circle. We can then examine the image of a point in the interior to characterize the image of the disk."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b193c1a1-7060-4ffa-a59f-9d37578aa407",
   "metadata": {},
   "source": [
    "### Example 1"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0ab413dc-9347-463e-800e-6fe9d402a490",
   "metadata": {},
   "source": [
    "Find the image of the unit disk under the Möbius transformation \n",
    "$$T(z) = \\frac{2z+3}{4z+5}.$$"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0b3d6117-9172-4bef-90a3-b52cacb1f999",
   "metadata": {},
   "source": [
    "**Solution**: We simply apply the transformation to 3 points in the unit circle:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 123,
   "id": "f19e7829-3dbe-4e5d-90ec-326547b124f3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[5/9, -2/41*I + 23/41, 1, 3/5]"
      ]
     },
     "execution_count": 123,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "def T(z): return (2*z + 3)/(4*z + 5)\n",
    "image_points = [T(z) for z in [1,I,-1, 0]]\n",
    "image_points"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8d20f078-36d5-466c-8041-94f78de0ff14",
   "metadata": {},
   "source": [
    "The first three of these points are clearly not colinear so they determine a circle, which is exactly the image of the unit circle under $T$. The point $0$ maps to $3/5$, which lies between $5/9$ and $1$. Thus, the interior of the unit disk maps onto the interior of this circle:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 124,
   "id": "bca81830-3028-4917-a3f7-a75aac9fa9f1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "Graphics object consisting of 35 graphics primitives"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "P = disk_plot(\n",
    "    T,\n",
    "    z0=0,\n",
    "    R=1,\n",
    "    circles=10,\n",
    "    rays=24,\n",
    ")\n",
    "Q = point(\n",
    "    [(real(z), imag(z)) for z in image_points],\n",
    "    color=\"blue\",\n",
    "    size=40,\n",
    "    zorder=10\n",
    ")\n",
    "show(P+Q, frame=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 125,
   "id": "627d38e6-371e-4dc1-ad2f-96e720bc583d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[0, -1/2*I + 1/2, -I + 1]"
      ]
     },
     "execution_count": 125,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "def T(z): return (z - 1)/(z - I)\n",
    "[T(z) for z in [1,-I,-1]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 107,
   "id": "3e6b6d78-b74e-4716-bd9b-a0f31a8078fa",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "-I"
      ]
     },
     "execution_count": 107,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "T(0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 126,
   "id": "57f05436-ef59-47eb-ab6a-c00332d815d5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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x0dEQ13Q7Rv7s27cPo0aNQmFhofj7uHHjsG7dOmhpacn70BiGUSJqq1UqJbj0q2QXFCMjpxDpuUXIyC0UF/pzOv353s8z8wrviyldyhrxFWinHoxvdN/DzPxlSCyvehZXV0vjvgBXCLKxvjbMDLRhaqAD0/vXOjClnxvqwEBHU4g807iw6DIM01BUTnCNjIyQlV+MuNQcxKflIj41F6k59wRVXEsCW/KQemppqAsBMyPxMtQRomairwM9bQ0hfDpaGtDWrPRnLXXpz5rS3ysu2prq0FBXE+JML9l/1+ViEoiuy8rKoRG9H0Z7nkDq5HAU6Nojv7AE+UUlyCui61LxZ+lnpfd/nldYgqw8Ov4iZORJv0vpQ7+HprqaOH5rYz3YmOrB2kQPNiaVrk31xXEzdYdFl2GYphBcTSgBb606i+Q8IKfgP7MCS2NdWBnpwsRAB63sTCoJqiSqFB3KIjJ8rKRJDbCwMDECDAzq9Rwk3vS7UkSecU+IKUJPyy5AclYBkjLzERqbjpSs/AeicxN9bdia6sPRwkBcnCwMxbWDhYE4qWBqrulSetlStxC9SjZh+pSJWLV2A6eXGYZpNJRCcB3NDdC7nY24JvGwNzdQ3GhO7d5xlZXW+yGoxmuspy0uzjXcrqS0DCnZBbibmY+kjHxxfSc9D3FpOTh38+79ExQ63aCo2NHCEM6WhnC1MYKbtTGcrQxZiCuJ7p5Nf8P+xGToapbjq4VbxMgQ13QZhmks1Jp701SjE30Q2DgQePY2YCK/jUH0tmbmFSEuNRexqTniOi4lB9EpOUKUK4TdydIAbjbG9y+ULaBIudlRkAH80xuF6bHw/zoX1+4UiR9zIxXDMM0qpaxUaNwTK3KbkiOURq9ovGrr/OBeXqoZRyVn41ZS1v3LmRtJopGMsDPTh4edCVo7mKK1vSncbY2hq63CH5XSYmDHBCA7FjpTT+DHNnH3u5fJe5kjXYZhGgMV/haVE+r3RkrKFNccX19HE16OZuJSuW5Mke/NhEzcSMgQl7NHbqCwpEyMQblYGQnh9nYyE9dWxnpQCSjBc2geEHcMGL8fsPTG4MHe92u6LLoMwzQWnFJubJIuAqs7AtMuATb+UGZKy8oQdTdHiO/1+HSExqQjLi1X/Bt1RpP4ejubo52LhWjOUsqxpYs/AkdfAwYvB9o+9cA/cfcywzDNcixIaWq4ySHASl9g8hnAvgtUDRq9og7pq7FpuBqThog7WSI6tjTSRbsWFvBztYBfC0sxrqTwxJ8CNvQGOrwG9P6myps8LLpjx47F+vXruXuZYZj7sODKi6xYYKkzMHYP4DoEqg7NEpPwBkWlIuh2CiITs0BncA7mBghwt0Ind2v4uJgrXjd0Xgqwyl9qbHvyCKBefXWFI12GYWqCBVdeFOcBvxgAQ1cBXtPQ3CADjyvRqbh4KwWBEXfF3DAZh/i7WqKTuxUC3K3lH/1SUmfbaCnCnREEGDk+9i4sugzDVAcLrjz5WR/o+SXQ/mU0Z6haEZ0szQST+FIqmtLPrtZGIvLt1Moano6m0FBv4h0aYauBPdOBJ7YArUbX+m4sugzDVAULrjz5wxnwngl0/59cD0PRyM4vxqVbyTgfQQKcLOaEDXW10LW1DXp52sHfzVJYccqUnDvA395AiyHA8LV1vjvXdBmGeRgWXHmy0h+w7woMWCzXw1BkKNINT8jE2fAknLh2RxhzkA0niW9PTzu0d7OUTd13x0Qg7igwMxTQt6zXQ7DoMgxTGRZcebJxkLQP94mNcj0MZUo9R93NxolriUJ8Y1JyxKxwVw9JfDu0bCTxjT0G/NMHGPI34D2jQQ/FosswTAUsuPJk37NAcjAwLVCuh6GsSOJ7B8fDJPGlyLenlx0G+DqK2d967RMmb+vVHQANHWDKGUCt4alrFl2GYQgWXHly9nPJUGFeilwPQxWITs7G0asJOHQ1XixosDXVQz8fBwzwcRSLLGrN1b+AfU8BU84Cdp0b7fhYdBmGyWLjCzlybS2weyrwYhagbcSfxkaq+YbGpOFgSLyIfMkPmjqc+/s4oo+3PYz07llqVueVvKI1YO0PPLGp0d8PFl2Gad5kKbPgLlq0SFxKS0sRHh6uXE5TRMIZYF03YEYwYOUr76NROQqLS3EmPAmHQuJxISIZmhpq6OVlh2HtnYU/9CMWkyHLgf3PyPT9YNFlmOZLljILrlJbO1aMnvxuD4zaBrg/Ie+jUWnScgpwIDgeey7HiOULtO93aHtnDPB1EPuERe12uce96Fa2TWwsugzTPMliwZUjdA6z0Ajo+jEQ8IY8j6RZpZyDo1Kx+1IMTl9PFFFuT09bTHW4BscTU4Gp5wHbAJkfB4suwzQ/smopuE1s8dNMoJSmZVsgJUTeR9JsoM5lso98b1x7rHmlP2b29cC1+AwkH/0GtzW8cSTFHsWlZTI/jsGDB4vVfjo6OuLvmzdvxqRJk1BcrLjrGhmGaRpYcGWFpa80GsQ0OaYGOpjQtSX+nGgNf41gnDGciK+2BGHGL4ex9sRNsfFIlrDoMgxTFSy4ssKqHZAaJnXIMnJB49oqQNcCU556G78/3wtdPGyw/mQEpv18GN9tD0ZkYqbMnptFl2GYh2HBlRXUDVtWDKRdl9lTMDVQXgZcWwO0nghoaKOFtRFeHu6D1S/3x/TeHmKV4AtLT+KtVWdxMTJZuF01Niy6DMNUhgVXVlSMn3BaWT7EHgVy4h5ZkWisr42J3Vvi7xf74t2x/mKe99215zF/2Ukx31ta1rjCy6LLMEwFLLiyQscEMGsF3Dkns6dgauDmZsDYBbDrUuU/00rA3t72WPhMd3w5tbPYWvT5pkt47rdjYsSoqKS0UUV3+/bt3EjFMM0cFlxZYt8DiD8p06dgqoDSw7d2AW4jpI7xGqDxIdpM9PX0Lvj56e5oYWWIn3aGYNavR7D57C0UFDeO8A4aNOiR7uXJkydz9zLDNCNYcGWJQw8g5QpQKLvmHKYK0q4BWVGA2/A6vTxtHEzx4ZMdsXROL7R3s8LSg9cxa+ERbD53W7hbNXZ6edOmTSy6DNOMYMGVteBS886dszJ9GuYhovYBmrqAY596vTTOVkZ444l2WD6vDwLcrbD0wDUR8W5pBOGtLLp2xkCP4k2YPuVJjnQZphnAgitLqIarZ8Vp5aaG0vi2nQAtvQY9jJ2ZPl5/oh2WvdAbHdys8MeBMCG82wKjGmSiQaK7e9MqHHheDeN8gRP7t3KkyzDNABZcWUL1Q8eeUscs03T124TTgH33RntIB3MDvDGqHZbN7SPcrJbsCxXNVUeuxgtLyTpTlIN+Gd+hlb0xhq/QQkIWp5cZpjnAgitrWgyWtgcVpMv8qRgyNY0CchMB+26N/nLQ/t23Rvvht9m94GJpKNyrXlx2EhdvJdf+QUigaS9vaii0Jx/Ct3/u4JouwzQTWHBlTYuhQHkpEH1A5k/FALh7z07TpoPMXg4y0fhkUgC+n9kV2poaeHfNeby9+izCEzIef+dzXwDhG4Ghq8QxciMVwzQfWHBljbGTtMjg9h6ZPxUDETlC1wwwsJX5y9HW2Rw/zOqKj57sgLTsQrz45yl8ufky7mbmV32HmCPAqQ+ALh8Crcbc/zGLLsM0D1hwmwLXYZLgUscyI3vBtfB+7PxtY0FzvN1a22LJ8z3x6ggfXIlOxTOLj2Ll0XAUFJX8d8OCDGDvTMCpD9Dto0ceh0WXYVQfFtymEty8JCDpYpM8XbMm/SZg3qbJn5acq4b4O+PPF/pgTGdX/HM6Es8sPobDIfGST/ORl6V57CF/AWpV/7dj0WUY1YYFtylw6A7oWQI3/m2Sp2vWkH+yoaPcnl5fRxNP92uDpXN7o7WDKb7eGoSFSxcDYSuBPj8Cxs413r8q0Z0yZQrP6TKMCsCC2ySvsibgMR4I/0fqUmVkA61CzE0CjOQnuJVneD+c0AFfT+2Asbk/IKy0Nb675V+rXbwPi+7GjRtZdBlGBVBIwV20aBG8vLwQEBAAlYHWxGVF8zIDWULjQCgHDO2hKPjl7IBD2W2kBnyLM+HJIs28+1LMY+d3qxJd9l5mGOVGIQV33rx5CAsLQ2BgIFQGh55S5+yN9fI+EtWl8N5Yjo4ZFILSIuDc51DzmICefUfizxd6o6uHDX7eFYLX/jqNW0lZNd6da7oMo1oopOCqJOoagMcE4MY/QFnjrX5jKlGcK11rGyrGyxK6UspqdP1A/NXUQEc4Vn07owtyC0owb+lJYReZX7mb+SFYdBlGdWDBbUq8pgO5d4CovU36tM2G4hzpWksBBJdSxhd/AFqNleawK+HrYoHFs3tiVl8P7LwQjWd/O4bTNygdXjUsugyjGqiVi5kFxSQrKwsmJibIzMyEsbExlB56qVe1lxajj94q76NRGkrLypGVVyQajjLyikRESFt7ikrKxLW4lJTBPv0I+kU8j81+J1GkYwN1dTWoq6lBV1sD+tqa0NPWFF3EdDHR14apgbZwipIJsceAf/oAEw4Dzn2rvVlieh4W7b2K8xHJ6ONtj7mDvUQkXBX79+/HE088AWu9QrzVFzilOQYr12yAlpaWbH4HhmEaVatYcJuaoMXA4ZeA2TEK1dwjL+h8LyW7APFpuUjKyBcClJiRh9ScQklgc4uE2FZ3VqiprgYdLQ1x8UMg3i57F3OxBinlligrB8rKylFQXCL+XBUkvmYGOjA31IGNqR5sTPTFta2pPpwsDcS/kblFndk5CbgbBDx17bEmHPQaHLmagMX7QsUJwgtDvNHby67K5z2ycx2cTk2Fulo5uv0K9Bg0DuvWrWPRZRg5woKrqJD5wRI7oPN7QJf30JzIyi/CrcQsRCRm4fbdLMSk5CAuJRd592qYJC8WRrpC8CyNdEWkR1FoxTWJH0WmJJIksBSdaqhXEqXog8DGgcBzUVIWoZKgURRMz5NfKF1XiDldp+cWIjW7EEmZecKWkf5cgaGuFlysDOFsaSj25LawMoKHvYn4ebUU5QC/WQHdPgUC3qz165OeU4hFe0Nx4toddGttg/lD24rX4z7FecCGXihIjYL/V9m4nlgkfjxuHIsuw8gTFlxFZu9T0sq+ZyKkZioVhPbFRiZmISwuHWGx6cLYP+mexzCJJQmXc4WQWRqKFXgktA1K8dJr+k9f4OlwaRdxPSkqKUViRj7iUnIQnZKDmORscXIQm5IjUtcEHS8Jr4e9KTwdTNHKzgSaGvdaIsjgZOeTwDORgKlbnZ+fBHfRnlAUl5ZiziBvDPB1ECcj2DUFiNwOTD6FfZeTMGrUKBQWSicHLLoMIz9YcBWZxAvAmgBg5EbAYxxUgdKyMoQnZOLy7RRxuR6fIWqsWhrqQpjaOJjC3dYE7rbGcLAwfDAybSwohbvKH5gaCNh2bPSHp9nZ+NRccfJwIyFTXFO0TicXetoa8HYyFw1RQxPeglH+LajNuNygbMCSfWE4FBIvot23nI5C7/SbwIh/gNYTxG327dvHosswCgALrqKzoY80pznlNJSV1OwCnA1PEg0/ZNqfV1gi0r0kOr4u5vB2MkNLWxMhuk1CVgyw1AUYtw9oMahJnrKktAwRiZkIjkpFcHQawmJS8LfmZOwrH44w59fQ2cMandytH0wN14HT1xOxcdcOfIV5SHV9CnZjf3/g3x8W3fHjx2Pt2rVc02UYBRRczaY8KKYSHV8Htj4BxJ8GHBp/WbosoFro7bvZOHMjSQht+J1M0eRDwjqhqxv8XS1FNEtG/nJB11y6zk9tsqekNHIbBzNxmdgdKLl7FZqrsmDZZhCyUorwy64Q0bBFr0vnVjbo0cZW7NOtLd08rNDp3G9Iy3DE7NDBGKATgtkDPUXHdeWRoQrRJUcqgkWXYRQPFlx54TYcMGsNXPxe4QWX0qhHQhNw9Go8YlNzxYhNR3crsRWHro31tKEQaBlIM7g58XI7BM07pwA1DfQbNB79tA2RmVeEwIi7OBt+F5vO3MKqY+GiCYtGgOhib25Q8wOGLINmymVYTT6DuYn2WLI/DEFRKXhrlB88HSVHLRZdhlEOeCxInlz5AzgwB5gVBlg0/Uq5mqDuXVotR+MqFMlSjZL2vvZtaw8/V8umSxPXlZXtAPvuwIDF8nn+/bOBxPPAjKBH/olqvRcjk3E0NEFkCQqKS0Xk27etA/r7OIgO7AegHbrLW0knZ7TW797JzzfbgkT9eGovD0zu4X6/Hv5oenkc1q7lkSGGkTVcw1UGSgqlL1SHHsDwtfI+GtEURLVIMten2iHNgXZyt0Kftg7o3MpadBcrPFtHA6WFwLg98nn+dT2kkaTha2q8GYntufAkHAtNEDVwonsbWwxt74R2LhbSDO6pj4AL30rd7JVmtqlBbe2JCKw5fhO+LSzw9mi/+zXiCtF9ukMhBrYCNuSNw6o1LLoMI0tYcJWF4N+Bg3OBmSGApbdcDoHSnnsvx2LP5RjcSc8TYzpD2ztjgI8DjB+OuhSdY28C4RuB527L5/kXmQMdXq/TjDW9/gevxIkTnbjUXNib62OkrwVGB/eBOtmB9vu5yvtRavnrLUHCieut0X7o2NJK/Dz4n3fhE/0lfj4JvLYdmDBhgqjpampyBYlhZAELrrJAncrLPQDbzsDIDU361HGpOdh87jYOBMeJv/f0tMOw9s6iCape7kqKwLU1wO5pwLw0QLeJtwaR4cVCI2DYGsBzSr2a0q7GpGHP5ViY3vgNT2v8iZWtdmNg925wsjSsNvX/7bZgXIhMxpPdWmKm+x1obhmCBMMeaPniSRQUSOYYJLpr1qzh7mWGkaPgyrwQt3jxYri6ukJXVxcdOnTAiRMnZP2UyoWGNtD5fWk5ffIVmT8dfamHxKTh4w0X8OziYzh9PUnUAde83F9ESW2dzZVXbAnr9v/N5MplHy+kNYz1gF53HxcLvDWqHZ6xPo14i0HYH6kulht8uD5QjF49bH1OLlz/mxyAZ/u3weGzF5C3aTyKrLvA/qk92Lp1+/19uv/++y+mTp2K4uLihv+eDMPUC5kK7oYNG/DKK6/gvffew+XLl9GzZ08MHToUMTExsnxa5cN7puSMdOwNacGBDKAvaoqCXl1xGm/8fUZ4F78ywgcrX+qLKT1bKV/quDrMPABNfSDpYtM/d16SdK1v07DHuRsEjbSrcOk9X7w/rz/hKywn31x5Fm+sPCuMRSoLL41mTejqij+c/xAjSHPiX0Dg7YxHtgyx6DKMCncpd+7cGe3bt8dvv/12/2eenp4YPXo0vvzyy+a3LagmIrYB20YDY3cDrkMb9aGp1rfyaDhCY9Ph6WgqItoAd2vxRa2SbOgtzeSO2tK0zxu1H9g0GHguGjB2rv/jHHsLCPsbeD4eUJfqrvTf9NzNu1h9/CZu3skUaf+pvVqhvaullJEIXiJ6AfJG7ceXgSYIjEjG9N4emNzTHQf273+ge7lVq1YICgqCvr5+Y/3mDNOsyZK38UVRUREuXryId95554GfDxo0CKdPV+2uRF8IFV8KFb9Es6HlE4BTH+Do64DzAECj4SvXQmPT8PfRcNF57GFngs8mB4jGGqVOGdcG5/7SLtqykvuC1WT1eEK9ge8d7Ut2HfbAsdN71sXDRnSLn4+QhPfdNefh5WiGOd1N0frEO4DPs9B3H4hPWpZj7fGbYuaXxofeHN1PRLq02s9Gvwgvtb0JHy8PhISFs+gyTBMis2+jlJQUlJaWwsbmwfQa/T0xsepl2xT1fvLJJ2iWkAj2/gFY3UGaz/WfV++HIpP9Pw5ew/mbd+FqbYSPnuyArh42qi+0FdAJy+mPgKRLgF2nRntYGuWh1G7FhdYG5hQU37uUwC37GqhV6n+bg5GtFi1cqHQ11e+vD9S7twpQXAx1YGGoAztzA+hWHrfKjgdSQqRtUlVA7yE5VpFdJJUIVhy+gYjNr8NRRw0ZbT+Aw70U87TeHmhlb4JvtgbhxT9P4qMJ3fDtp29hUNpn0NUEPjsYj0mTJmHTpk3cSMUwTYTMT/8f/pKn1Fh1X/wLFizAa6+99kCE6+TkhGaDjT/Q9ing9AeSQb2+dZ3unltQjNUnbmLb+ShYGevi3bH+6Ollp7qp4+qwDQC0jYDo/fUSXBLWiDuZuJVEawSzEZ2cLcZ1aHynAnpFjfS0YKCrBSNd6bpUTaqDm+iUQ1NLR/gsF5aUIrugWDwmeU1TVzGJc2UsjXXF9iG6dFc/Dlq7UGTfCzVV1en/EJUFOlhkAysOYj2eweoVVzGsfRam9WolmqlImBc+0wOf/nsRL/5+EL+bbYGxhgHaf5OLpGxgx44dmDJlCttAMoyyC66lpSU0NDQeiWbv3r37SNRbATV3VDR4NFt6fi3Vcym1PGxVre5Cc5j7g2NFtEN7X2f09sDYLq4NW3WnzFA6vsVQIHwT0OX9x96chDTodoroAqYtR7eSsoUJCC23p3Ec8j7u4GYFaxM9sUKQrmlf7/11fBXEFQMbgJcGtAAsPGtc/0e7eJOz8pGQlifGs+LT8nAtLh12Gcfgom6BmQsvo4VVhOga92thIbqXSeAfRj3wa0DfEuNnfguty3ex7mSEcAd7ul9rDPF3FtaRPz3dHUd+GAaLgpv4x+kv/LDCBOPHjWXvZYZRFcHV1tYWY0AHDhzAmDFj7v+c/k4NHEw16FsCvb8F9j0NeM8CXPo/tk67eG+oWBNHe1Of7tem3ptpVIrWTwI7xgPpNx/ZjUtieiM+A6dvJOHSrWTx2hGOFgaiJkqzyLRO0MXK6FFRrQmde80ShZk13oxOhEi06UIr/R44to2fI6+4I+a28hb113M3k7AtMEpE1O52JghwtxIWm7TmUK0oS5o77rwA2npGmNDNCAPbOWL54ev4ZfdVYWYyf1hbtE7fjqGa+7Hf9n9Ye9NY+F9v2LgJE8ePuy+6aijHGraBZBjl7VKmsaDp06djyZIl6Nq1K/744w8sXboUoaGhcHFxeez9m1WXcmXoLfmnD5B7B5hxBdB8VEDzi0pERLs9MErU6l4Y7H3fzJ4h4+I8YLGV5PjU+V0hsiHRaTh5/Y6YPU7JLhDexdRERluO6EKp3QaRlwL8ZtWwPcfL2wBuw4A+P9z/UWJGnmh8o3EgWoRAKWkqGcy2PIKeSV+Jrmg1I6rePngi9uueUKQnRWOp3hxouo+A3uj1ou77xaZLsDLWQ1+rdMyaOhFzOxWilxuwPncsVq9dzzVdhlG2LmVi4sSJSE1Nxaeffoo7d+6gbdu22L17d63EtllDNdcBS4BVflLzT6+vH/jnS7dS8NOuKyItOWewF0Z2bCGbhe7KjJY+4D4KJSF/Y33BeOy/EoekjHwhVD08bdHD005Es436uulZSBuLsqLqf6KVEwcYOj7wY1tTfdj66WOwn5OoC5NxyekbibAJ3Ypzpe3x+8pwDPTNwwBfRxE1ExQ5//psd4T99glK8rUw9/pYzA9PEp3OPz3VDR+sD8SWaH3s/fU59Mn8FV8eAv7Zsxll4Jouw8gK3hakyJz/GjixAJh0AnDoLpqiqPuYUoXtWljg1RG+sDPjWcqHoWiWOrSvnNyE2enz8H7p17DwHIJBfo5CZGXarf1XW8CxV/22FRVlAwuNgeHrgDaTar5tXjLKf7NBbPsfsCGrD05cS0RRcalIOY/u5Ir2bpZQo61Fa7sgq/dSfHvTVyxJoJTz3EFeYnPRujW/YXbW6wjV7o1Ob51CYaHUFMZL7BmmbrCXsipQVgqs7wnk38WFbgfw475botP12QFtxHKBZtd9/BioGenglXhsPntL7O1tY2+CL4pmQcehAzSfaCKf6l1TgKxoYPKput83NwlYYguM3g60HFnzbcNWAXtmAHMSAQMb8bk4ce2O6FCPTMoSCyjeLn4drkaF0JgZhHI1dewPjsOSfWEw0NXEWwMs4XO0P26reWBe6jvw00/Fj+/NFTVdTXVg7FhOLzOM0nkpMw1AXQPFg1agODMBd7bNF92yv8/pheEdXFhsK1FQVIL1JyMw/ZfD+GVXCJytjPDDrK74+ZkeMOg0H5qRW4CchKbzciYfZzpZqiulBdK1Ri069RPOAOaeQmwJfR1NkXJe9FwPfDejC1qUXYd78UV8ducJbD4fjaKSMvHvS57vCUdzXajvmoKcEk04TNuMqb3a4FKeNaa/8yN0dbWxYiIwTm8zpkyZzN7LDNOI8L4uBYZW5X2xNRmeRbPwgtZvGBHwLNRMGs/IQdmheiZt1ll74qYwoRjs74RxXdzEPOt9aK75zMfAhe8eaESSGbYdgZI8ybzC2u+Rf6YexaTMfDHbS+YZyZkFYjyIzDN08+NAdhc/7AjGNU0dUV+mC4kpNXiR3zWZZlAZoXvMGWhYd3xkVrdiAYKP2ykURjnDyH0clh68jo1nb2FSd3cM8XfCF16BULt7DW/nfYOc9Tfx7jh/MT70ww41bHm3EwbqnsSk1cDGK5sArukyTKPBgqugnAi7gx92XhFftAOmfw5cTIIajQpZ+wMmLdDca7S0uJ1sKxPT89Df10H4BlNz0SPomAD+LwEXvgc6LQD0pZ2xMsOuC6CpB0QfFIKblV+Eq9FpCI5OFR7IZKRB6V+CxJQ6o2mm11hPG4bGZkA60NZOGwbGVmK+uqSsDLkFJeJxaGY3PbcQaTkF6KkXhuVJATgReQit7UzQyt5UzOx6OphCsyQbuLEBOt0/w2sB7TGxZ65YVk/jY4fPnMV3Ze9Do90cPN/2OXyx6TLmLT2Jl4f74I8O52F/9SQWpk3Ajhvbab5JjAwRtE9XS6vhdqMM05zhpikFrEP+ceAadlyIFvtpXx3hI1yMUJABrPKXUogTTzSK17IyEnU3Gz/vCkFYXDq6tLLGrL6t4WrzmJGx/FRgqQvg/yLQ8/FLMxoCRbB5awciIzcfn+Mr4VZFc3e2pnpo42AGNxtjuNkYiRlfmpd+oEuavJh/0gEGrwDazqr+10mPhd5yZ4S0X4FzpZ2FkIffyRRCrq+tie7lh/CG1rdImxwOc/v/ZpBjkrOR8u9ktMg7hZ+s/sVTQzrB1kwfC3dfRXroTnyu+xHSPF/GizeGISXiEk78+SGsdAvxZh/gjPZYrFzDI0MMo7BjQUzdoGiNbPhiUnLw4rC2GN7e+b+OWl1TYMR6YH0P4MTbTZMeVSDIGpFSxxvP3IK9mT6+md5FdGrXelyn/cvSQoN2LwDGjW8XSm5R1D1+LOwOuue64mmtv9HaDRjd2Re+LhZVR99V7UbWtQBy4mu8mV6BVI/28faDj7XkaEXRcGRiJi7eSoHTqU9xrbQ1Xv0zHO1cUzHAxxHd29jCWT0ezgV7EOX7GeJvauKFpScwprMrXuxtAY2Y7xFU6I+/4kfh/fE++GG7JoY89Rq+MfkK2hrl+HIh1XR5ZIhhGgJHuAoCGRV88s9FUa/7YHx7tLQ1qfqGlxYCR14Chq4EvKajOUBmDb/uuYqUrAKxWnBCN7e621YWZgHLWwEtBkuvXSNQWlaG42F3sPtSDK5Ep8FQVwt9vO3Qz6UcXnv9oDb4T6mGXBfWdAIsfYHBy6q/TdQBYNMg4LkowPihmfbyMmH4Udj2BRw1mY1DIfHCNIOWJ3xlsRgepZeh+WwEitW0RDc3bRT6n95naKsVidjhZ/DRjiiRZXl9SEvY7R8K3YI76PVzIa4n8sgQw1QHR7hKxJGr8fh++xW0djDFhxM6iLpttfjPB+5eAvY/J3WpUpOOikJuWjTGsjcoVvgJ03pBRwvD+j0Y2S52+0TsjBWpZVpwUE9IkGjE5t/TkUjMyIevizneHu0nDDXunwiE9pZsF+squCYtgfQbNd+GmrIIzSqi5rQbQEEadFr0xmAXJ9GZTM1Zxy6GwP3yXvxVNBVR/wZjYreWmNjdHQM0j8Li5Bl8nPU+LK/niQ7n77ZeRsnOabDVjscSuyUwGnwb2us+h7VeIXqVbMSMqWWcXmaYesApZTlC9T5qZll1/Cb6+zjglRE+j4/chAvVb0BqGLBtDDAtEDCwhapxPT4dX20JQnpOoXhdhvg5NdywwudZaVH7/tnA1PN1roNTREvR7NoTEeK4ennZiROkKrMRntOB/c8C6RGAmXvtn8SmAxC5/YFdvnTiQeUGEneypDRPiEN3AKuOR6BMJ034PdPqP1r3ZxO/H23os2UTIPyXCXKfmmB8AuUaanAf8AouXMrEGyvPoourIT7I+gDlHhPgb/sMlh28JhY4fNViJ0xTz+Hj3Pdh5+mP0SO9YK6RhV9tvoOGGvDlr5xeZpj6wIIrJyhK+mHHFbHZZWYfD5EqrbWgkLfyE5uBNQHAlhHAk0cB7XpGfgp4ErLlfJT48ne3NcHnUzo9OObTEEjABi0D1naW6rmd3q5TWvv3/WFi1zBZKE7q0bLmaLvNZKnWfvkXoN8vtX6ecttOUCvJw4HDe3E+0x43EjKEJeX9X0FNDd10MtFdHQiKiEFyWb5wjSIXssKSMszQOgtLDXM8v/CcWHBACw8oO9Dh+gaou41An4B26NWxHKeuJSL1wLsoK07B77nTMbG1Ldq5WGDzv3/C9Or3uOH2Bjo4zsJv+8LQz8MQq/y2oTTHGL1+LsCdrKJ73cvlWMsLDxim1nANVw7QTlSq10YkZuKNJ9qht7d9/R6IDBbIicqxp+ROdC8iUlaoy5ZmUMmmkNYLPtOvTd229dSWo28AwYuAaZcBC4oHqycpIw+/7g0VVpE0djNnkBda2VVTX3+YUx8AF38EZscCutUvlqhYrEClheCbsfi9dAxWlc5EmO3T8LA3QUsbYzF7S41XtLhePf4UsKEnMCsUsPC6f6KSW1iCwm2TUJIRg0Nea8UWJBLs8uw4rNWbhQ0mH8Gkw9Oi+91ALQ/lfzghynYyFsROQEFxCZ7qaoGRoaMQp+aC2cnvor+vEzq3NIXJntFopRGJjS5/4+dtVxGy4XPM8i/CkDbAP3ljsYq7l5lmThZ3KSsmVE97e/VZIS7fzugiRkXqDRkrUKS7ZRhwYA4waKmUclZCKGX64YZAYQRBTWO0XEBmdP8UuL0L2DURmHKuym1MJIK7Lsbgz0PXxFjW+3RMbWzrltb2myfN/5LpRo/PH/lnMuvYeTFa1KgpiqXRoa7ersi/2xtPad2E+sSuVT+u4b3Xhtyz7gkuHRc1bRlqZAP2rpjSs9V9IU47+xvKT6vhmnZXnN0ZgkV7Q/GqzV70KSmE69CPsUzTEiuPhsPwzIvI08qF+riVeDtbX5z89I5+Gz6a1/BJ2ReITTTDzIljkGwWjE8cN2PRaWDD1s0oLefuZYapDcodEikZtGbt7VVnxVKYn57q3jiLB1oMBAb9CeydCRg5Ad0+grJB22/+96/Uof3z092ENaPMNwmN2CB1BB97E+i/8JEMxDdbg8SIDe3GJe9qA516zD1TbV2MI/0E+M2/L5TkLPXP6UjsC4oTG4L6tLXHoHZO8Ha6t1gheBxwaL607o/2Iz+MkTOgpgFk3qp6AQJ9Du5Bj2eRHQRYtsXHMwaL5z4aEgP/s2uwv6Q3Dm6KwsTuGpjrmQi10CNYofkWNq2JwNP92+DPzsGwvrwfP+NdDBg2RaT5y8P/wSfOW7E9tT1e3x1CexBxaj83UjFMbWDBbSLi03KF2FKK9JvpnWFTm7nM2uI9Q1rrdvI9KXXZ/iUok6PW11uD4Oloig/GdxD2hU2ClS/Q+3vg8HzAqc/9/bVBUSn4ekuQiHC/mNIJHVo20Jkq4G3gyu/A6Q+R1/s3IbSbzt4SYzoTurphZEcXmBo85J3cahxw+CXg2mqgwyuPPiY1e5m4AqnXxF9zC4tFhiArvxgOqWlIKsxHetgdEfEa6WnBLf4MNBykaJn24E6wJ6FOhU3v11EcVoaP1p3BX0Yvwci6G6ZM/BwFR27g1MF/MEr3A2R7v4jbd4bh0LZgfBpwF22DvsRp9EFK35/hE7cZmXs/w4HnirEjlBupGEYpBXfRokXiUlpaDwN4BYSMLN5ZfRZ6Wpr4enqXhi86rwqyLSxIB468DKhrAX5zoehQOvXX3VdFDfuNUe2gJYt6bU34vQDEnxBbd8pNXLEt2kw0RpEXMY35kBNUgyHDkm7/E8L+dYg3LhW1FmYTE7u3rD5qJvtJ99FAyDIpQq6UxqYU8a2kbGhpekEt5CAWXDmE5Kx7Sw8A/KwDxOWl4qdNl8Tf1VGK7XrX8Xdab0QknxMmHEMTl8PYwgv+nQfBrzNw++D3sLwSi3nRb8D70HU83cUcmjd/wLUCb/wUMQpvjfHGkUNb0ebyHCRb9sO6wgW4G5yA157sij5tDJCfk4FvjwJxmWwDyTA1wU1TTWBF+M7qcyLS+Hp6Z5gbykBsK6Bc9dFXgUs/AwOXAr7PQlGh7T4rjtzA6E4t8PwgL/ltPyrOQ/mG3shJjcXsrG/Rt0sHPNPfs9EW02fmFWHhziCMi5oBS50ilE+/BGtz08ffkbyYNw4Exu0XZQNq3joQHCe62uPScjFWeyee0fwTa3wD4WhjAQcLA5jo68ByzxCoGzuiYMDfyC4oRl7yLbht98Eh9z9wJK8drsckYpXGROzQmIwsnzcx2McKTlv9UebQHdusvsSKI9fxofbnaKd1HaljzuPjXXFARgQW6r+Fu+qOmJP2Iab29cWNa0GYkzkfujramBw0AQdX/YqSkiI81xnIcmIbSKZ5kcVNU/InMjELC9acg7mhDr6a1vnR1GFjQ6LV50egtBg4MFvqWq7Bk1de0OzxymPhYuHA1J51GIeSAYXQwU/4CM8Uz8ISm29h0uskzd40mnsYLQegEbAhvRfD8/QQIPgToO+Pj7+zc39hzlFw4iP8eNECx68lQldLQ1g0vjDEGz6GztBcvQQzW8YBbu3+u5+RjdifTI1ewoM7N1P8uH+P7uhv4YXS6MPQ2FiAUpchwryjIHAhXtBOwO2Wr2OMpyv6qh2E6YlT+DT7XbhFluD7J91R8PdUJBXoIrLPSozK1MLuo8ex2PQj5Gto4q3CLzDySX8kFxthXvH/MKN9GQYt5fQywyhNSlkVINP6t1adFZ2nX07t3HS1SRIvagIqLwFou1BJvkKllyvElmaPKzpp5QUZSny4PhA3EjQxcvC/8Do1VpprHrdXaqxqYLqctvO0tjcV6++odgqt76SUv1NfwP2JGu+fnluEE5oz8ETci9DQPIg5gyYI1yhd7Xv/ZcstATMP4OYWwG34f3c0bgHcvfzf34uypGttaZRJI/YQoGeFyWPGY1xJKYqWzcWlwp54b+NdDPPYhxeT3kC553S0NJyF9ceuolfwh3DULsZmp+XYuDcWr/Y0wiKTD5GVX4YL7TdAIxI4cTUGa3udh2sG8NQ/Gjh0sxS4yellhnkYFlwZjf68v+48bEz0RM2WmleaFDV1yY2K1sQdekFY/aHzu3IfGaJmIUURWzKKeG/deUTfzRHNUV7O5oDNbimNu30sMGprleNCj4NqrCsO38CG05F4IsAFzw/0+m+WmCwlYw4D+2YBFuerdaCi1YML91xFeXkrdDMNwJsaK6BGzVMalf670ntJzVVXlgD9FgJaeuLHeXrO0M2Ixq5zN5CSWw6bu2EYBuDPEzHQNczDsMhj0LHqAj2oQTv+MLTzItF+4gq8ntoCBgdnIqtcDWfN3sCUzi0xOOlDGEWH42vNX/DcwL4w0jsFv8Anoaavi2Pey/HX6Sw819cVbhfeg2vmGRx0/h5X22RBK/hzOBkVoW/ZRkyfWsZzugxzjybuUlF9svOL8d7a89BUV8f/Jgc0vdhWFl1KL3f7FDj1PnDsdcnYXk5Q/ZHWDpKHr7zFllK8H/9zQbhGfTW9szC0ENh3lQxE4o4BW4YDRTl1elzqbP5x5xUhtrMHemLekLYPGneQSA5ZAehZA5uHSmM/D21EonGkLzZfhl8LSyyf1xeWo5ZCLSNcGi16GJ9nRKNcYehaYTlJGZV3DhRDHSU4cHAXjoQmIDEtW9w0KDoD2wJvQyP1Cv6NMMaUnw4hfN93yDdpC9h3xyCzCHTHEZy3fwM/HozF7j/fhGXMemT1+BVXi93x+YotGB/7LPR0tTEn/WMYWrvhyQ7m8Dg9Ee3Kz2OR1qdYm+SLZ6aMxYgZz+PYC0B/d+DIHim9XFxcXJ+3imFUCm6aauQv8nfXnEdUcjZ+mNUNzpYKYrd4eZE0/uI1QzLHoDVwTQi5NH204QIGtnPAqyN85VqzpTV2n2+6hMCIuyLVf19sKxN3XEotk6nEmN2AXhW3qSKy/WX3Vey5FIM3R7VDf1/H6m+cEQms7QKYtQbG7xfp69TsAny84QKiU3Lw0rC2wlv7/ut09DUgaDEwNRCw8nnAOCNr9QAUZCbixcIf4O9qBX9nQ4wLbI/yXt9Ao+PLQOROYOtIYM4d6YTrdwdEdP4bp3I9MflqD/xdNA0XTafge/V50De2gNqkE7h2Zgs8Tj+Jg5rj0Hb6CugWxKJsQ1+UlatD7cnD2BRWglOBgfjd6iuo593BhwUfYOSoqViyPxT+OuGYX/AeEvK00O/HTMSk8pYhRvXJqmXTFEe4jQRFN99uCxZWep9M7Kg4Ykv4zwOGrQVurAc2DQby05q0lk0C16mVNV4e7iNXsSUW772KMzeS8N649lWLLeHYC3jyiLR4YH136fox/HHwmogyX3vCt2axJUxbAqN3AMlBQtgTU1Lw6l+nkZZbiB9mdhVezQ+8Tj2+AMxaAbunACUFQtz3XI7BrF+P4Pf0oXBXv4kNowrwxdTOmNDTG+qO3aARs1+6b4XHNhliZEWLP7q39sdMp+vQRhF6jH4J/bWOwyDnBn7IeRpx0eHwDJqDYofe2KT1PD5fsQnGOwbD3EgfX2l9j7e2JWBym3wsNnwbOdnpiB24D2qOPfDzriv4wC8WL+W+ikQNF2xrtQE2I96HtrYOWlrgXnp5Eke6TLOGBbeRWHrgmjBxeGeMP7ydHh8RNTmek4HxB4HkEGBdFyAtXOZPSY5NFLXZmxvgnTF+0FCX78eNBHHnxRi8OKwtunjYPH5rz+TTUlRIyw5ijtT4uJvP3hbdw+QYVSvsuwBjd6PsznmkrRwIPRTgx1ndxLKBR6BaMp0wZUSgZPdT+Hh9IH7aGYJubWzx+vzXRBOW8aVPgbJ7c+stRwExByWRNbjn050dJ1lBEoYOQOQOwK4zPD08MQGrkGk/HNcLWyD93wnIL9OE7qh/8P14J3yq/jZSc4oR138H3p7xBLwKT0FnUx8YmNljsdlSvL8vGy8M8sIUnS1offFZ5NgNxKvZH6NExwyDBw/GmKefx/F5nF5mGIIFtxGgRd6bz93G3CHeYmxDYaElB1PPSbaAJLrUwCMjaIPNp/9eRGFJqYj49Sq6a+XE9fgM0TU8vIOzsGusFeYewJSzgE1HaeE71VFp1rkSIdGp+HXPVeEYNSqgRZ2OKdeqK77T/BKu5eH41WgBrNVTq7+xlQ8yey2F5s318Iz7FZ9O6igWX4hRs55fAikhUtqZcB8FlBYh4uRK/HWpAGVQw7LNu7B0xzGUQh0vrQ5BfuR+xOh3RcmVP4HMKJgM/ApL2h2Ft3oY3s98BasPXYLhdopsDbDQ6Be8uy0BxsHf4E18iKASH/xqvAivThoMU80CZG4YiXHFv2NL+QT8pPYe5o/siENX4tHT4BqWt1qBPG0bDFimjbs5EFuGuKbLNFdYcBvI8bA7+P3ANWHTV9cvXLlA6czJZyQR2TgIOP/NIyLSGPx56DpuxGeIfbG0j1WekPnEZxsvinV1tO2nTpBV5thdgP/LkqkI1UPzku9H8J9tuiQ8kOv6uFSC+HLzZZzN9UDGyEPQKkqXIumki9V2vr98ygGbNJ7CJPVV6Jwjjd0I7DoD7eYCJxegPDMax+J0cLnUFwUXFmN3cBIyNezQ2TwN7Z2NUKaui47Gd6BXmomFodZIOfQ/RJkNQVFWIjTOfw71bh9jWO/uGHB9BjLzS6E28TBem9AHL5d9Cv0Ln6C08wfIG7wBu6+m48alg1io9xrciy5gr8tCuIxZiAu30oSz2seel9Ev/BkUmPtjidVytBz/MXR0pDn0u5fIe5nTy0zzgwW3gS5S320LQh9ve2H2rjSQ3eDY3UDAW9LOVlpkX5DRaA9/+kYitpy7jWcHeCpEen3h7hAUFpfi/fEdoK2pUfcHIAORPt8BY3YBd84DK9uhPHKnaJIqKyvHgrH+dV4jSK9PYEQy3h3XHnYeXaStRZT+XdcNuPTLAydBtFmKOt9JpHvMXAh0eE1qgqNmuAp6foUybRNErxyNrzcHYj9GoK1GGNZNtYBZyx7w0QpHhxam0NLSxozWacL+8+3BDrBVu4M/knogZ8sk5Fh3B9pMQf9r02FsoIv5WZ9i55lQWGzvg46al/FZ8fv4M28i+re1w0cOO9Dx3BNQ0zbE6Y7b8eM1V5SUluG53o5wDnwBXaM/wGXD0Xgu6W3MHNwZLm07o+9z/8Psbpo4PAcwj+fuZab5wYLbANMEagayNdPHqyN85GdNWF9IRHp+8d8YzJqOQFIlw4R6QhaE328PRrfWNsK2Ud7QTCvt150/tG3DPazdhgEzgsXiA7WtI9Hr1qt4vb9tne066USNZnVp52/HiuUItElo0kkpUiVzjK2jgOx40SBFa/JSsgrw2eROsDEzAHp/95/o0sKK8jLEZqvji4K34FR0Bct89uHtNz4BTN2hcfYTwKEbkHRBqkeXl0p7lC28YBn5J2DfDR94XoWeWiHejxmN/LV9AXUN6E87jnmedzAwZAzyikqgPvUsvPo8hZDA/cj7KwBdM5Zhh+Y0vFv+M/r36otO7lbYtXMDRt0Yh55a57AQb8Hhyb9haWKI73dcwYIxfpjqch2/jy3BskB1/HaG08tM84MFtx7Ql+DC3Vclg4tx7f9z/1FGWo4Epl0EtI2lum7gd/We16UIjDb/kCn/ayPbyb0jOT2nUNRXaeE6LUhoFAztkDV0G34ufxudtEPQ5VRvIOg3oKykVneXxodCxGrGp/q2fvAfNXWAvj9JJ0GJ54G/PBGx5wucuhaP10b6/tf5Tq8riW6vb4FzX6Jw6wR8vOoIonX8kNf5S9hH/gZc/Qvo9jEQuR3QtQBKC4GcO1IjFTlRGbtK40/23aEXuQ7a3T/EJ4Y/ID2vBJd9lwMnFqBr1Lu4ajAYc3O+Q66mBcZkfYVfdF9DSmYOSieeQotR3yMkLhvHLoXhXeOl+KTsFSQV6KFgYiBOqg3A4n2h+OjJDiguyEbhtkmYprYc60sn40zrn0T3MsE1XaY5wYJbD/YFxeJQSLyYl5T57tamwNRNquv6vwQcfwv4dwCQFVvnh9l6Pgqhseli8w8ta5A3v+0LFaI/f6h3oz7u6uMROFraF4XTQgD3McChecBfbYGIbY+thx8LuyNeI+porja9TSdBT11DSauJaHXtfawweRM9dS8/+NgkugFvoHTEvyi/tRefl83Bt4M0YNT9TSlKPvg8oK4DWPmh8Mw3yNJ2wrUrJ8VdcxNDER51G0UaJigPXQk49YNG8CIYG+jhlPUrsDs2CWUR20VntPOTy9G3ZCs0/moDtfB/kN7xa8zN+wHbY63g52SINxyPoP2xHtCN3IAbrT/BM+mfI6LQSjR0Uco8PPgolpm8g9b5x3HS/Wc4jvweidpumPPRwvs1Xf0orukyzQMW3HrMlS7aG4qh/k6Pn7dUJii66v0tMOEgkH4TWOkLhK2udUNVfGou/jp8XTSO0Qo4eUOLA0jcaHl8Yy6NoL3GOy5EY3JPd5hZOQJDlksZAlr6vm00sK67ZDZRxetGGYDVx8LFTLK/axWL5Suja4ZNRu/g9cLvYG5hJTlfbegN3Nr9QAZiV1YHzMn/GcbmtjDd3hc48Y6o58JjArB7Mm6bDoRmeihu55vAtfyGuI+BWj6cym7hbrEh8vJzUJxyXaSR1Zz6YHzKO8hSt8CvZr8D+Smw/scbMzT/xpGibkgdHwyL3m9iWDsbpJ76CeV/emBA+o84X9oZmzx3oc2I9+HpZClWHLZ3NsSnzjvR4+IoaGpqYo/nP/g8pCVMDHQwZ7AXrpXYY8HXv+H3Cer4exKQfZVruozqw4JbB6h55fONl+BoYYi5gxs3alIYnPsBM68ArkOBPdOlL/p7hgnVQULy/Y5gmBvp4ul+D6VJ5QClbWkumrqSyUSisdcKmhpoP1iftvGXHKNo6QFFntTJvLIdELZKGFVUcPp6ImJTczGlR9Ueyg+PVZH3tHO7QdCeckJqcistkN6PFZ7A5V9RlJ2EdScj0NY3APozzgJdPwIu/wL83RZoMQSZTuPgevNbhJZ5wVfjOnTL/rOq1CvPhqN6PMqhiay8QpTQ7unra6DW9UPouvXDjLtzUX7kFcB1CAqmh2KZ2ss4eCEUOPYW5kYNwdPli5Cg1w5qs8Jwy/9HrLmch5yCEswd5AXXtF0o+KM1OqUuxXb1yfhc5zeMHDIcXk7m+GrzZfRt64AnO9mif+EyPNu5HHM2a2LXNU4vM6oPC24dvsR/3hWCtJxCvDfOHzpa9eh2VRZoFGb42ntuSCHAX97ApYX/GSs8xP6gWJEmJdtGRahnU2R7LT4Dzw30bNRmNmoIO3glXoyAPZIOpudpMVhqfJp4TDKX2DNDWCkKa8bU68J0g0aIPB3NHvtcFyKSxTgTzfeKx6YTIOpknnQKsGoHHHkFmksd8Urxu3jK+ixQkAp0eR+YGQpYtwf2PYX8mNO4qtkVvhpXoaZrDGjoSB7bAg1AXRsGmmUwU0tFWj6kLUbnvoBTzJ+4oNkffzhuBgLehn7UNizRfw0TbwxHechSqPs+i8WO2/BhzusoN/MQrwfN/V7Z8xNaHeyDBTrfIqzAEQVTgmA3/DuciczA8bBELBjjL04kVmzciqfvzEInzYv4qvRDdHvpn/vpZa7pMqoMC24t2XUpBkdDE/DKCB8R4TYLWo4AZoUCXjOBIy8BazoB8aceuElOQTGWH76Bfm3t0a6F/FPJpWVl+OvIDXRpZS0WADQmuy7GQE9bo2bjDBJHsoYctwd46gbQ9mkp0v3LE8/emYK5Jltr5fJ15Go83GyMxeWBx6aO45H/AHMScMD8dVhq58Pi1BxgiR3wty9w6Weg1RhEBSxBTIk12pacAbSNpGYpapy6n44uBcqKoVZagFINQ1iXRqM4LRLwmQ21Lh/CzbQM42OfAf7yAk5/CF2rVvhf4QIEDb4iSg/dAjojLjUXMdfPwPzSR1il/yy6334LZQZ2SB++Hx8XfoDtkXro2tpGNK0tPXgN+lpq+MbnIp6/OxM5+QUonXQO0cb9cDjZFGs3bGTRZVQeFtxaQIP8S/aFiWij0bpdlQUdY2DAIqmpiqKj9T2AXVMlq0AAq46Fi6UNNHOrCJy6noQ76XmY1tujUR+Xfse9QbEY2M6x9lE8OVVRXXx2HM60XoSEcke4xy4GVrQGlrcBDs4Dbm5+xNuasilBUali1KZa9K2xKnMgjrQl8U0Ehq2RzExu7wb2zkKLwDnoqHEZ5fo2gJZhNbX4ciHimlq6yC43gFZmOBC8CDj9AezKonC4pDcS+mwCXkiB4YQtuKrTBzdu3RbNYf5Rn2CF/hy47O4OhCxDqdtIzM7/Fae8lsOszUAM8nMSKfGCohKxOcmuMBQ5f3VCi5AFiDAbiWcyv0Garjs+mdRRlGrOZFpg0+YtQnTd2HuZUVHkn/+rgkWLFolLKdWV5AzVJ3/ZFQIrE108pyCiIhfI+5dsIUP/lhpzlrdGuvdr2Bfojyn92sHCqIEzro0ACdW/ZyJFpN2qKk/iBhB4L8Vba1vIymjqYHtmB6g5dkSvCT5A1D4gai8QvR8IXvyfA5h1B+HhnKbtCpP8FPg4VH/SQKv8krMK4EJd8gY2gOcU6ULCmhOHAztXQu/uGfQwzai5Bl9eBjV1DaTABtkmjrBv0RYwdoFacQlyk66jlDyZkzZDLScey9WDYXA1HbgKqJu4IsWkMzbnz8X8OW/AREMbBimnsfdyrIhoJ3ZvKbr5Tx3fjf45y/GD1jZE57ggdcQBuLfsA/0/Toh57W9ndBVuZG+vOgsHc0ccXP8jWga9gKx84NPfpEaqtWvXQktL/l3vDKOSgjtv3jxxqVh5JE+oPhkSk4avp3VW7bptbaAIt+1TQKuxwJn/wfjiV/hbzwiGOh8DJc9Lnc5y5GpsOsITMvG/SQEysfB0tTaSBK4e0XFIdJrUUEaL4luNli4EiWHcCcnSkS5n/weL4hwsJTfMnZRbtgX0LAFdc2meVlNPmJaolQKvaSegfZg+EFkipYzzk4HsWKA4FwPvPXd5lj3U1LUlwwtQPbtypKsmBLdMQwfq5cUwLooDbt4Q99dR18QoLUA7wQSwcAYM7RFhMxUHEy3x+jMzAZMWSL0ajx1bgjA1vxxmhkCftvb4Y38YcjJTYBu3E0tNfoBDcAjKTVqieOBfePeQLbzDzPGup6YYG3rj7zMiCn6yW0u8NNwHp3YvRSf9n5Bv5Y5OH8YgKbtI1HQJFl1GFVBIwVUUyDiBak8DfR3h97gxjuaEjgnCPd7HZye98FXLvTA59ipw8Xug64eA90zJxUoObDpzS5hDdKwpFVsPSDDP3UzChK4t63X/mOQc0SzUpqpmKWMXwIsu06S/l5fhwOnzOHDsOL4aaQl1ElBqiMpPla4L0oTJhkZpCZzUMqBRZAPom0uPY9NeGk8yckJ4ailCjm/A6ILD0KB6LRmblBQCZbSfluq46sLeEerqYmWei/odlJaaSnV7x94os+2Cyb/fxqsD/DDYT9qAdDc4Dvsjg/GigRNoo3LFesMb0QnoYpqAAYUn4KD1D/T/vAqUF8PEpg8+iXkXw3rNQ4CHPaaXxuDHnSGY3CNL3Hd8VzesPBqOru7mGJzzOwbrfI7TRV1gNHwdlrnfwKhRo1BYWMiiy6gMLLg1sGR/mOhypW5X5kFWHguHtrkbbCZuANJviMYa7H9WdLmi4+uA91NSNNdE0AJ3EsV5Q9s2us1mWFw68otK0cXDul73j0zKErElRciPRU0dabBCpJYf1H0GVXsz9fJyvPHFHsz19sLIjpVGlHKTgAvfo1XwYjhrleK8xmB00boINYpwizIrPUKZaJoqM3KDTmYEwjQ7w8unOxB7BLi+FhrlZdimp43Scy7ArVaAngXa5qhjjlY6cGAzUFYAy9xErNQLhdXeFNGEZaCpByMdLxw0eRWDxs6HgZEjkpaexM5L8UJwaUSLxphWH7+JDyZ0wPTeHogNOw6NtS+hvOw2yrt/hu3hfXFr+00seq4Xtm3bxqLLqBTcNFUNgRF3RVfy84O8YKJP5/NMZVMJqmlSY5KGuhpg0UbqnJ1+GbANAA6/CCx1Ac5+1mTL7g+HxIt9u7RIorG5EpUmnLNcK3cM1wFq4iIf59quKKROa/G61gCdVFB6++adeyKaGgYcmAMscwWuLIFa+5cR1W8n3PLPICO/HGU6ZoB5pRNHfVuUWPpCPTMCB0oHobXGTSB0BdB6EvB8AkK7/IvlxTNR7jxAKiVk3oZxxiW01wiCenIQkBMPNT0LXNXrjwNWCyTzj/mZOOG9Cn9lDES5kaNw+Rri74TAyGRk5RWJBQ9TerbCyeuJiI4Mhc6h5/Bx8QvIKy7DuYAdUO/yHt4ZRwsm1PHZxkvo23+AEF0eGWJUBRbcKqDOyoV7rsLP1QL9fRya/l1RcNafioSLlSF6edk9+A/WfsCI9cDT4YDHeODc58BSZ0kI7gbL9JiOXE0QS+UNdRu/uSYkJhW+zub1jpypNFGXBQf6OppiOcbj8HU2RUnELpRvHCzNSkduAzotAJ6NAnyeQ5sLz8DYUB+rCsZDPS0MN8o9UaRpilJ1HdzS8ER5cgiOlffDAI2D0OjzPdB6InDqPWCVHzIijuG60WDoD1kEjNkBTDqBc132YHbBYpRMOgdMPCpOsk5Zv4ZjmiOldLaGFnxczJGaXYiE9DxxjNRARc1sJLJEf5tkvGe4CA5b2wO3dkKt74/Y3HIdvj+nIZrSyBWMot/IxCzhWEVL7CuLrkkM20AyygsLbhWsOn5TfEm+NMxH7gb8ikZcag7O37yLcV3cqhcg6rgdsBh4Lhro+AZwa4f4Ehe2h9fWPOC+1BhQBElp20dOABoBEgv68vewN633Y6TnFgp3qtpCGZWikjLkFhRXfYOcBODcV3gmZgzeKnsPuRmJwNBV0uvd9QOgKAv4p4+opetNOYa5dscRr98BaempuFboiLgSa0Tl6KNE0xidPV2gRidHB54DHHqIk6Vil2HomLwUPxZOghrZVdIihLwUsf9XV0vjgbEoivyz86kuLOHpINWpKyJvMwNt9HfMA85/DawOgObaDgjQCsLK4slImnAVaP8SnhvUTkwDLDt4Tdyntb2p8Jomo5ADwXFCdLdv3Yy/Jqtj2ZNA+hW2gWSUE67hPkTEnUxsPnsbM/t4wMHcQD7vigJDCwpIEPq2rUXqVt9a2ljT+T1pa03wb8DuaYDOPMnr12u69CV/3/2o/vt3KQ0Z0MjNUkRKdgFyC0vQojb112ooLSuvU4d7xVYgmv++70pVWgTc2gVcXS7N2mpoQ6vVeCyMew3XSttiYZueUho6M+q+2GLCESAlBFopl+Ew/iAcTryNEovOUCvJhUtOLOC+ADj5LjDjCqClL703vb/DOt23sKtoMJb3iYFB9BZg39PiEHpru8JWrw1w8Tpg4goYOcOmPAnxBblilSB1ShsXZWKY/mmYXDkA3IoH4k/ijdxEFJTroMR2GDQ7vQM15+HYtfA4SoJSMHugNcwMdfB0vzZiv/DwDi5o42AqvMqvx6eLzUpuZsCg/MUo66CGp/7RxL4bJcAN7l5mlA8W3Ie+GMm+kb7wqIOSeZDs/GLsD47D+C5VWBvWhIYW4DFOupDL0rVV0mKEkGVSd63nVCmdaekjuSnVkQuRyWJhQm1rpHUhOlnyH67POFB9ISczTXU13Iy7C8/is8CNf4HIrUBBulQj779YvF5quqboH5eOnStOY+OZW5jYVuNBsTVyBHY+KXbeCo/s7FhothwlWTze3gmM2yedBB19FRizGzCwBY69gRal2/BEpx9h0O1JoNsbtF4IuL0XYYe3oLXGDeDk4ftZiin3Lvjjv+N/WWwkMgXsfADvWUg36YiZ24C3WndDDw87UHKd5pl3XYzGtF4eIoU+xN9ZLIX440AYvp/Z9d6Wp7YoSAiC/r9dUa6VAfVxuzCpLbCOu5cZJYVTypU4HpaA8DuZeGl4W9HgwTwIGRmUlZVjRMd6mD9Udl/q/j/g2Uhg4gnJfzhosWT2v8xNeAQj5kit98vSyM7VmDS0d7OUWfczYdWA5fX0WSouqaWJS2EWdKK24WPTxRhwuhOweRiQcArwmwfMDAGmngfaPQ/oSiluL0czTOzWEruPHkfhmp7/ia2xE5BwBrhzVqrrUoScd1cSYduOQHEOkBkJ9P1FMuII/xepfh9hocaHCNC4iClRE4GYw9IxGdgi1WUSPsucjSu9DgIv5UnuVlPPY5PTMizW/0ZarkDv54xg/Op2HO+a7AQmHQd6fgkz33GwMrfAxVvUzSxBrm3U+X34arz4O0Xnswd6CU9umnmm91876GcsyJ+LwnJNLLFeiXKXQY/UdNl7mVEmOMKt1Bm6+thNYafn7STNFzIP1jKpnkbeuHVpAKoWSiM79pAu/RYCsUeBiK1A+EbJD5gWKFCHrHN/6UJ14Sqi3+vxGaLe2di+yRXQsgpKoTfkBMzcUAfhCRlV/yMthEi+cs99ag+QcFqITWs9d2wvGYaRk9+AgWP7GiP/me21MTbkPaTmAdEB69CVxJa49BNg1gpwGyYZYhCG9lLEq6kLRB8EOr4m0vtlB+bis/Jy3EUvTJkwHnpn5gP/9hcRKrp/htM3ikXNvnMrG+lYyN3KwAYh5WooMS0DXDvdPx494+vIiEt44Bj93Sxx8Vby/b9bm+iJeWn6TI3o4CJ+RidNnVtZ4/jBjeh58S/RDa3mPx9xVq9g69ZrcLkcKyLjCtHlOV1G2WDBvcfhkATEpeXinbH+8n1HFHgPcFRyNp7uL4P1exraQItB0qX/IslxiWq+0Qek5e40Q2rkLKVF7boAdp0By7YimrsWlyEWCjSkxloT1CjU0LEwC0Md0bkrIPOJxEAg/oR0IYEtzAQ09aUTC4o4XYeiVMMOq34+BO0Ec4x1qiHNnhkFjY39YGKoj3Wmv2Lr3rsYeCcYzwbowZR8mvv+LJ3cFGZJt9cxlcTWoScQcxDF/q9gv/m76HTjKOZqfAmTmSdgYW4MOB2RUv4n3kX59XXQURuF/q4zRJPUwzVuWoNYGWqUSs/9r5GK8HQwFSnjrPwiGOtJr+egdo5i/CcmOVuqW985hwXlH0Cv5CDSc71gRlaitgHoQSnomFz8ti9UPA6NZ7HoMsoICy59B5aWYc2Jm+jW2qbRPXhVBVpLR522HdwavzHpASh6opQnXbp/KglF3HEg5hAQd0zavEMCTAJl0wHOmU6YYuYGjbsWgIUXoNW4jW4UPVNnbr0oyBBNSwHZR2BdfAKlf70OjfRrwnBCLBSgSJO6uEn86ESikjUmtUr18LTD1nO3MaKDc9U180oNUmoTjmCOkSNaBMVi2cHrcL2+FCO09HHDaDhaF5dCh1LIhJah6FXItOwLk0sfY96vuxCTpY5nPL/F+NhnoXbpHemkh0Tad7aYy004+Dm6X/sVA5M2AdtHAT7PipODMnUtxKfmitGfylAXc2Hxgyn01g5SCvxmQiY6tJQ+QxTN2unlI+bw93Au2g7cvQw9c0/scfwOf8Z4429TP1S8m3MGeeFaXDq+2HwZC5/pLp6DRZdRNlhwARy4EidGS8hEnak63U5zrrQ4vMlr27StiOwG6UIU5wFJl4DEcyIiahl/BF2xFljzmfTvxi0AC0/pmhqyKi4UIetbSdF0HaCatXp1JhTkX0wjOnTJTZAEMOOm1BhG1/lSzdJDXRtqas5IN+oCS7/npQiddto+xgJzaq9WeH7JcWwLjHrUVvLhbmRjJ+FmNdTfGT3cTaH955M4VD4YP68LhYZ6GPoYXsVbAN5aH4LrObEwLrHDar0ijDIPgvfkV6QMQUiJ5BZG6XtyC6OTUU1DfBwzDFYWA/G53w2pyYrqytrGyHcYjD5l1vDVnwCUtQDUpZOCipeLyhAVY3X25gYw0NHErbgEdNAOBRLOQjtqL5arnQTiylHuNhxq3T8TNf1OucVY/OsRbDl3+/7WJ+ryfnesP+b/eQqL94XitZHtxM9ZdBllotkLLnncrj0RIc7SH9g9ytwn6HaqmCVVCBMQGl+5V/uljTkzgvbijaEtMcAxW3JbSgkF0q5LjUbX10rp2gfubyhsCsUiAFoIQMsAKMVKFw266Eg7Y8tLRH114J27KCwsADZrSfOt9Hh0IV/j4twHH5sej2qmpq2khfH0ZwsvlJu1wdvfH8GTNi0x2c+91r8qpVmHd3DGmuOUfbH9b0ytCrGtjFHcLqA0E0Oe+hyti2xwLT4DOtHRwG2grasdOls4wc2mI8rO9sRwrZOA9QfSHX2eATIiRaeyeC3852HT2duITcnB28/2gJrdAMDvBRG1U7295OomzNfaBI3Di4Bj2tJJjokr2uXr4BXtApQf2gU16mYuzoV6bgL+1AyH6YVk4EK59D449kJC+2/w5kkrfNRpBNrcm+G1MNIQdd1N527jiU4t7qegna2MMG+IN37YcUXU7Pvd+zxWFl17g0L0Kd2I6VPLsGrNet4yxCgUzV5waZ1YcmY+Ppvc+BtmVIVzN++KJpeHa3XyJj41R+y+cbC1AWzbSCMzD0PiSBt5smKkiPPhRQAkCDRuQ8vZSwukazUN6aKuCfOSQmRTdlTdGTBxk5YA6JhITV2GDlITkoE9YGhXbTqbcgK+LubCLnRyj9oLLkHzqTT29PWWIHw3swu0c2NrFFvB1T9Fmlrd3AMUF7e0NQHMWwjBndHLHTC6d+KUPQM4MBvIuAWY3huD6/G59Bocno+k9Ez8fcYPE7q1hHtFqYUiVitfcVmUMALJ5Sn4caiOJMKZt4QFpFZhEtzUU6GWkCSl/ukkycgZ10zaILrYGpPHT5ZsJtU1YFdWjtJLB8Ue4wrBJWi9365LMWLciV6DCqjue/l2Cn7dc1UsQKDPZYXoHtzwC1wvPY/cQuB/i3m1H6N4NGvBpZGS9ScjhIlDU85ZKhOUFjwfcVd0byua61ZSZr64tjXVr/5GJI73BKI+7D9yA4dC4rFqdD80hG5tbPHjjivCwYyMHmoLzai+M8ZfrLL7Y+MezMueD7WaxJaiX6p3D/nrwZ/TCQRBkXsFNP9Mu40vLwT6/njvdmrC/CK7sBw2l9/DOybj0a3XmiozQ3QiMKazK+DkATj1vv9vB05GiHTwPzMqlgRK3Dp+E9sDozCZGt7uQeNAXT1scPp6olhfWPEZI4vH0QEtsO18lJj7Nr7XuFYxn/t8zHF8tz0YX03rLDmeRe1Dj9i3kG3VAt0+TuDVfoxC0qyHTXdfikFaToGolTFVE5uaK+rbnVrVb1OOLKHMhJaGOkzqYJtYVx62Lqwv5PNMYnH82p0635eclz4abIEJsc8gM78MpeMPVS22ROhfgLaR5GVdmYp6cWklu0ja5kQzvRQRU4PXPeLT8jA/fARWar2KnkVboLltpLSFqBJnbyQJB66HG6YIer0e7mYm7Ez1hF8yeZVXplsbGzEhEJf6YIp+bBdXYfm482L0Az8nv+w3n2iH4KhUbD13S2xHEnVl++4wei4If6zZznO6jELSbAWX6n/rT0aiv6+jcPZhqoZW3uloqstszrUh0KiNhZFOo6/je3iGlgwacqrzNa4lNFpEXfAU4ZGI1InMKARcehJGBnp4Kft/+Gh3UtU+y/S41MXt8eSj6W2K9IkHVvTRgOyLksnIhe/EX0Ni0vDKilPiRGbIzM+hRm5UtB3obx8gcuf9u+2+HCNMN6oax7qbmQ9Lo0dntSui1Kz8B4+dXMIo0g2K+s8YoyLKpRQy2Yk+3PVM+6mntdeD64nxUs2Zur1Hbxe/J5tjMIqKenOObmkmcGpPjm5rgtKG7VpY1MkLuKnILiiG0b2GGlnhdO9kjJY2NBRKv1IUdzHyPwOIx1KpQUp/2gm8PHmYcGN6/vfjopb5AHcvSXXUNpMefRxqEiOofl0ZsnP0fwnlF3/Ehv2n8NbKM0JEf3iqm1QfdekvOVzZdQK2jgR2TET0rTBcupUiTCiqgn5HRwuD6gU378GMAVlyUhRPzXkPM7aLm4iYaZLgPhSlX/wJ026NRQuNOPyi9z2Ku395v0uaYNFlFBH15lqX3HUhWqTD7MxqqP81c2gc6HpchohAFJG8whIxaiJLKoSDFgk0FG8nM3jYm4gF7LWKcqvoRqY56N+f7yU6lt9ZfQ6f/nMB0cnZ0u3Jc1nPEnDq8+hjUWd2FYJL7/EJo+nIK1GDyeX/iaXwVBet6Ay+v4Ri9A5gyN9iFtpuawfMM1qHvi0frUXT7xWflltl1qjiMR+OcAnKoARHpz7yutDv2b2NHTadvYXS0lIgfJMUbR97HWptJiF93AXsS2+DVcfCH3lMFl1G0VBIwV20aBG8vLwQECCbzmFKm1HNaGj7aupgjCDqbrZIvd/fWKNg5BWVPLAqThbQ49ua6uF20j1RawBUw509wFPYUR4JkTyEq6WG0R+KPL+c1hlvjmqHiKQszF5yXESmeVfXobDFqKrne2kMhzqGc+/cWzmYKURqxsIj+GxnFI6avoAhmvswxTUJGupVfC1Q2t57BsIGncXWouEYXr4ZmsvdgKNvSHPH96ARIjILqSrVXGEg8nB6mKDd07Qco6rX+ckAa/hkbkXh0tbAjvGSH/S0S8DAJXBzcREnCf+ejhTGGA/DossoEgrZpTxv3jxxycrKgolJ4zs/7bkUA3tzfbRT0MhNUaD5Taqt3R8JUTBIOMRKOhlD3tp0ktYY+LhYoKenLZYfviEaqQx0H20uetycLUF16wG+jujtbY/joQkICTwA/fwYvHPZFRmxx0XXPX3GqcuZXKryC0swUNMBEYGn8eNxXzFXTZaYfbztxcyru80QYP1x4ODzkphVcr2q3Jn84/5o6Fu/ivETFwOXfgSu/A5c/B5w7C02GEXmtRfHRiniR4753ntF79vDeNiZCMOM8DsZaEnjZ8X5QNxR4MYGeIRvxGs6uQgt6QXvyasB+y4P3HdCNzecup4o5nMXPdfjEVcuNsdgFAWFFFxZQnXbE9cSxVmxoo25KBoUMZAZSL2tDWVMWbkUNcoamqE9cjVeNCpVKZB15LkBnpjzxwmx//WdMX4P/g61ENvKUHMTNf71z4lG2UVTDOw/FSFxWaK7nLYoURaguKRMiKuHhjXMteIxyM8R7V0t4eVk9qA4DfwDWN0ROLkA6PPDI89FETGli399tgfUDYzFJiB0/Qggz2ba03v4RfQrL4WHQUvoHR8I2N5z1KIZXx2T+/sXHkmnlxZBNy8OI02DYR68A4i8DcQfl2akTd2BgLdxQm0APjuQhuU6PnjYfoUi8tdG+mL+spNYdyICM/s+6vfNossoAs1OcA+HxIv/8NT9yNQM1W/bt1S87uQKKCKqc8dvPaNSEvcr0WliW1JDsTHVx8vDffDl5stiQ85gP6d6ie0D3N4D9RaD0N+vBfr7VXObo/uBiC1oVclI4gFoVrn3t9KKRKd+/9lp3utW33AqUszKPuDIRg5dnlPEpTQvDb/+9h2GmFyX/K+Df6d4VrqdrhkMtU2xWBewOm0uuU2R0QjVlPOkkaMXqBGuyBQw7gp0/1xy6zJvI9LZnUtKYXTyEHZdihZr/B6GFhpM6uGOdScjhAe1iJIfgkWXkTcKWcOVFZTK2nMpVgza18V8oDlCdTaqc7uTS5GCoqulKWrMssbeTF/YLJ6oxwxtdVAqd4ifExbuvorQ2LSGiW1esrSBiASqJqx8pC7mis1BVeH/EuA2Atg7E0i/eb9h7JutwejSylq4TlVHWHI5dud1R9mgP4FZocD8dGl/7/D1QMe3kNdiDEJLvVBk7CF1PbsMBNrNBej24/Zhf+czmJi/GiWjdkprA8kT+15YTJE4nSTvD46rsgZMkOBSV/kPO4JFM1hVcE2XkSfNSnCpWYVWzA2tZpyB+Y+ENMmEoKrxDkWB0qT5D5koyAJK+VKt9PSNxGq/7OvDvKHeotb564adKFnXu35iS0TvlyJJ1yE1387m3nKOu5ervw0J3NCVgJ4VsGU4kpPisGDNOTFX+8Yovxpnnk9eTxRzyxWbgcTsL9lttpkIdH4HST4fYVHxXKR0WwwM+A3o+xPQ7SPA52mxmtHKwR2lZUBiRl6Vjz+8vYtorKruxIfS66894StWSZIlZHWw6DLyolkJ7p7LMbAx0RNpPKZmKLol7hvmKyBUT82pYsREFvTxthMGGOQr3VhQ1PbxEEt8pv42UnJLENVnW93Flri9F7Dyk2Zqa4LSs7SsgfYN1wT5RI/dJVLEaWuGQl+tEF9M7VSle1Rlm1TaKEUnJtWJcl6h9F5VN8pVcXL3sONUBQ4WBvBxNhdWm9XR2t4U47q4YdWxm6JjujpYdBl50GwEN7ewGEdD74h6mSydiVQFinANdTUbvHxdlojF7jn3FrvLGJor9XSkJepRjfegmVEw3D4QZkb6WGT0C17dGIfz9RF02hPsXAuvZ4qgbTpKm5Qew/Vcc3xY+AFcyiOwyPJrWOhWnaKtgLqEybZxmH/1JwwZ95bSVxhgPAxF0dSgF1uDyUh/XwcE3U5BanZBtbehhkhLY12x4KCqjuiqRNfDCuhfTluGJqG4uGlO4pjmR7MR3KNXE1BcUio6NJnHQ1GGg7mhQndyWxjpCvOLpkgrE2M7u4nGqZt3HrJHrA+VarbqE4/i3VmjRDf0RxsC8feRGyih3GptoE1I2bHSEvvaQMIce0SsHqwKEihaPPD6X2eQa95R1FO1Uy4CW0ZI+3+ruQ/t7KXjpxV6NS2bIEE1riZSps8aRbm01L46yKyGupIpmq4OckWjNX5BUak13q5CdA+v/w4n5gE9XYFDu6UtQyy6jCxoNoK753IsAtytYWUsrfNiaobGPxzMFduFy8pY8utNypC2Bsma7m1shAlGTfXBWlFFgxTZG374ZEdM7eWB9aci8epfpxFT4SBVE3EnpGuHHrV7buf+0jpC8kd+CFpS8cH6QCzZHyb20H47oysM3fsDY3dLaej1PYHsShaL97h8OxXX4jIwoWv1DVUVHstk2lHTSRz9/0ypIXqlxQVdPKzFtEFN0P91mnf+48C1mn2wow+hW+x70LHywMBl2kjJBTZu3Miiy8iEZiG4t5OyRFQy1J+bpWoLpf/MqzCgVyScLCX7wJpqdY0JRVZUHzweliA+U/Wihm5kMvGY1qsVfnyqG3ILSvD87yewcHeIWOlXLfEnpN2y+rXsS7DrLC02oLpvpXLL6mPhmL3kmHAX+2RiRzw/0Es0IQkcewGTTkr7g9d2ARIvPBDdrjlxUxhXBLhb1fjUd9JzYfsYK1VzIx2kZddcJqDF85FJWeJYa2LOIG8UFJfgryM3Hv1HSjVf+hnYNFi8JibPXsCK9bxliJEtzUJwaZ8rdbR2fMwXAvOgQUh1qT9FgbbJ0DE2hs9xbaEOdzszA/xx8FqN9cEqqeXoD3UuL3m+p5h5pZToU4uO4Ld9oVWfWMSfBBxrmU4mNLQB1+HAzU1IySqQ7B1/OSKi6tGdXLFsbm/hgFXlSNGUc4ChPbCumyRW5eU4cyNJGGxM693qseWHW0nZcKvC8rEy5oa6SM2pPsIlOra0Eg5a1BVdE1THndHbAzsvRCM84b/1g2Isas8Mad64/StSBK9txI1UjMxRbz4bbyz/O2NnaqS0rFx0/8p6E09jQBaGt+/WM9qsB/QZIqco2pZDJ3K1po5zttTBTDOvf83vi1EBLYTwPvvbMby58gy2nr8t0r8ozgVSrwE2tfccp2ajy9p9xGjQWwtXCw/i/j4OWDG/D57p36Zmb2pDOynS9Z8vxKp080is33cMndyt0Mm95n3JGbmFIlX8gGlGFdBYUWZuUbVztBWvDT0fLa1/HKM6tRC+zjTvTJ9rxB4DVvoCkduAYauBPt894D3N3cuMLFF5pylKl9E6s7mDveV9KEoDWRhS7FbTGIiiQNHgkdCaG2MaG6oh+rtaYtGeULR1NoeBzmNepwaYWlBH71P92mBqr1Y4EXZHjMQsO3gdv+0LQw+T2/gA5diTYAEdtXjRUU63pziTHLjIFISi2OSsAkTdzUJ4QqYY99KFNf7V18GbXhFwHjqzbnaVFCGT7aNTXxTufBpfFR9GkfNnUCvvAKhp1BjdElU5QD1co6XPHo1gGepWf4JMu4W/CE1AYnpejWlqKgO8OKwtPvlrL+LW/QqXxH+keveTRwAT1yrvw45UjKxQecENvp0qzmwpDcXUPp1MPLCiTUGhTUb/nrmF5Kz8JmuIo9TpKyN8MPf3E0L43niiXfU3boiD1ENRnfBM9nUUndmXbiWjPOgsShM08PdVLaQHPtoEVQGlX10sDdGhpZUQbrrWPjwGnne3Ajpf1ut4run0wIfZv+IL5y1odfZ1IOIvyVvZddh9d6jKUNqZTuDsHzPXXeHbXSAEV6vGpijKNpAZCe3MrZbifHjfXYmVhh+i5E45Cnr9CN2O8x/YnVsVLLqMLFB5wb1wK1mYN/De29pT0dVZ0xeeolCxlSY0Jh192jZdB7qtqT7mDvHC99uvoHMr6oi1k5nYViWg5BeM2CSg2BvrZ4wQ0WxmbqHYNVuxRUlLU0PMttLtH8F3NvBvP8nz2Kl3nbNGX28NgoO9I9ymrQUSXwFOvCONDlH0GPAW4DYcUPsvQg2KShHbuR43A0+9FsTjRr3od/J3tcCZ8KSqBZfS7SHLgPNfSdaXrWfihasD0TXdB3MfI7YVsOgyjY1MippRUVF45pln4OrqCj09PbRs2RIfffQRioqkyKmpoC8eqt9ydFs3qNRFNMXqu8aYxW1hZSTe56ZmoK8jurexFWvh7i+Bl7HYPkBysOQwdS8ypKUIrexM4GFvipa2JsL/uUqxJWhJvZmHtF6vDlC26JstQcLk4q3RftLuXFqXRylaaj4qKwa2PgGs8AQu/SLEjiJyslX1c318J3VFDbk2Htkd3a0RFpv+oDinhgGHXwJ+dwCOvg60GAI8dR26w//E8B4dseNCdJ2a7Limyyi84F6/fh1lZWX4/fffERoaih9//BFLlizBu+++i6Y2b6AZTRZc1YbGUUhwm2Jz0MOp5def8IW1sR4+XB8oGoOaTGzpd00Pl+wa6wNFmr7PA+EbgeyaZ1orQ6YcZG/57lj/B9PD9Hi0PGHKWWDyaWkt37HXgSV2KPxnMPqpHUAHm8efcFc0NtLu3cdBKwZLyspwM+QkcOZ/wEp/4C9vsUMX7V4AnokAhqwAzNzF7cd0dhWz20sPhKEusOgyCi24Q4YMwYoVKzBo0CC4ubnhiSeewBtvvIHNmzejKbl4K1n8ByYHHKb2KH5c+yA07kUL1RvFAaqOUMPUp5M6orC4DJ/8cxGFqZGyF1uC1toVZgBmrer/GD7PSjO5Fx/dfVsV287fxobTkXhmQBtRQ60W+67AyH+A5+8A/RYiLysNr+n8DPt/PCRBPDQfuLoCuBsk7bytRMWoVbXJlbwUKQ1+6Rc4nn4KG/RnwPdoX+DCt9J2oZEbgdmxQM8vAJMWj9TBnx3gifMRyQisS4c5iy6jbDXczMxMmJvXLHyFhYXiUkFWVsPGPSjqoS7SGkcdGKWHDO1NDbRxNDRBmNc3NZTK/XhiB3y/ajtyV46DlpEB1GUptgRFtwSlheuLjjHgNw+49BPQ+V1Az6Lam+4LisXifWEY18UV42tqUqqMviVKfJ7HSwdaYlw7I0xxjpE2G0UfBIIW/7crl5YuGLcA9CxhVaaLl7WzYRv4DxCiJpbTIz8FyE0EchKAglTpPhraULMJQLjZGJzOa41X5rwk7eZ9DD3a2IrPCzlQ0RITkRKvJVzTZRpKkwymRkZGYuHChZgzZ06Nt/vyyy9hYmJy/+LkVP8vLFqjdiUqldPJ9UCB7ZOrhL40e3nZ4VhogjRrKQfaGGZikckHKCxVw2dq3yJX5zGbexpKhrSrFqZSurTetH9ZSk9f+K7am5BP8o87rmBEB2cxg1wXf+3Lt1NEE15nX29pTd/gP4GnrwMvZgETTwCDl0upbbFoXh0a+UloqXYLuulXpX28uXekNX/kdtXhVWDkv8DMq8CL2cDkk8jr/D/sSfdGStUb/R6Bjn3OIC9hIrLzYgzqCqeXmSYT3I8//lh8YGu6XLjwn+0bkZCQIFLMEyZMwLPPPlvj4y9YsEBEwhWX2NjY+v1W98YQCkvKWHDrhfSF2tQ10YbQt60DUrMLERx1LwJqSu7VbLW1tZH7xD4EperjrZVnhXewzMiIBAzsAK0G+l3rW0nL3inKzYp9JL27/NB1LN4bKuqf84a2rfMyC4qMqXnLzeYhhyltQ8CxB9D2KaDbx1KtdfQ23Oq9FS8V/ojE4UeByaekZiwS2f6/Al3eAzzGA5be0jwwAL8WUlQeElP7993dzkQsMVlz/KbouK4rLLpMkwju/Pnzce3atRovbdu2fUBs+/bti65du+KPP/547OPTmixjY+MHLg0ZB6KRCBcryW+XqT0V+0rJAENZ8HQwFe/1zovRTfvEDzVIuXv44LuZXcWi9PnLTiIkWkYnAJReNWqkzVcd3wS0jIDTH/z38AXF+N/GS6JmO3ugJ54f5FXntZbkanX6RpKIjGsr1NTRTBjoatba3pPG/sLi0ut0bLTCj55r89nbqA8sukx9qFNx09LSUlxqQ3x8vBDbDh06iAYq9TrUShqDi/fGgRR5vZyiYmIgRQ80+qEs0Ps8smMLEY01mQlGNd3IZF+48Nke+HzTJby9+hye6tdarPZr1DGr3ATAwL5xHotquRRlUjNTuxcQXu4hjp1OGj6c0EGMPtUHim41NdQxwLf2Jwa59wS32nGmKvByMhPjQXWBPh9k+7jp7C2M7OgihLuucE2XqSsyUUGKbPv06SNqsN999x2Sk5ORmJgoLk0B1W9jknPEwnCm7pDhBWkDmSgoE+QJTPOoOwKbIMp9zOgP2Sx+MaUTRndqgT8PXsfrtG6vMZcsUIRLiwQaC9/ZKLP2R9qWGXhjxXHhMrbouZ71FtuiklIx89q3rX2drCMp6qTTElpXWFu8HM2EdWRd9yJP7N5SRO3rTkagvnCky8hdcPfv34+IiAgcPnwYjo6OsLOzu39pCuJSc0T/IxnbM3WHvoRoccH9uVIlgaKi4R2cxRd9hT2lTKjlnC1Fd7MHeuH7WV3FycsLf5wQ23kq0qaKJLgXb6fjk/TZMMm7iQ/djotjbog7297LseLz8+RjduQ+DN2HLCDrkr4mwaV+gxvxlTYC1QI6qaAFEbRNiDyZ6wuLLiNXwZ01a5ZouKjq0hREJ0uRBDVrMPWDIjRli3CJ8V3dxKaZLefqV5t7LPUwtfB2Msdvs3uKxqMNpyLFuj3q/K2NuUOVlJUC+cmAfhVr9OoIOUC9t/Y83l17Hnmmvsj1noeOdxdBO/NeF3Q9o1uq/fbxtoeDRc3eyQ9DG4XqWg6gvcg6WhqISKz7GOGYTi3EwoeVx+6NWdUTFl2mNqjkvjqy2aOGqTptQWEeEVzy5lU2qBY3vKMLtp6PavwadAMcpEgQaP3dny/0RkBLa/y2NxSzfj2CtSdu1j2TUHTPRpLGZeoBRYPnbiZhwZpzeHn5KdFNTc5R30zvAuMBX0kzsbsmPWJKUVv2BcUhNasAk3vUfWSJNhvRHtu6QLVx2rN7K6nugksz+lN6tsLhkPh63b8yLLpMMxXcHO5ObiDWJnpIzJDhWIsMmditpagDUvq20Wgku0YyyXhjVDsseb6XaOpbfzIC034+jC83Xxb7XWvjIYyirHoJbkxytrBmfOrXI/hw/QWx8/jt0X7iWHp720sNhjRmNHw9kHZNWkhQR6jRil73/r4OcK5HSYfWCZL9Yl1xtTGut2AO9XcSK/5WN8LnhUWXqQmVtGCi5pROrWpeiM08Pk1HURCVAZSt05uiXFpDt+zgNYzo4CIWkDcIGXgj0zG9OsJXRL3Uzbs/KE44ZVEkTELcroWFqE3S/OojbkiF9ywstU0eO5ZDdc1Lt1Nw+VaK2IVLI1+02Wiwv5MYparyvbVuB/T6DjjyEuDQE/AYV+vfi8S2uKQMT/eru8czfdbuZuaht1fdez1ozy69jpTOJgvHukC19ik93cXmp8jErMfu7H0c3L3MNBvBpf9wd9JzuX7bQKj+nVNQIjyKzQ3rHnHImycCWmDXxRgs2nsVX0/vUucZ0vvIeBGBaNzp2lJcyP2I9rvSyrk/9oehpKxcCDDNF9uZ6osojOqbdrk30ZFWEt4tRXZOEopKylBQXHJ/2XxSRp7o2qX3jqDmJ7IxJB/hDi0taydI/vOBhNPAnhmAiRtg4//Yu9xOyhINa0/3by22ONWVtJxC8ZlzrsfsPI1ikcsYZbdoY1J9OtzXnojAmhM3xShUQ2HRZZqF4Mam5Ir1cmx40fAItyJboIyCS0srXhzWFu+sPoc9l2IwvINL3R+kKbb+PPSaT7R0x8Tu7uLEkZYxkKEDCfGd9DzxZ4pa/dRC0VEX+HJnOJLL/+vMNdbTEqUAEmVKk1KkRuJDaew6QycoZLu4oZe0bm9aoOR5XA0kdj/vDoG9uT5Gd3Kt1+8fdW/FIa1brCsV96HXqj6CS1kEqjnTqkVKTZOANxQWXUblBTcmRfpP62zJI0ENwd5MXzSj0BeYX4vamZ0oGv6ulkJ4lh28LrbbkBgpqtg+DEWh1N1Ml4fTriURZcB24MenekHDxAE6mhrQ1tK4v9qu0dDSA0ZtBdYEAJuHA08errZuTAYS1+MyxDhRfY8j+m42dDTVRSRfn5EwMwMdJKTlor5QlEszuWT5+EEjRLkEiy6j0k1TZHhhbqgjZvmY+kN1LbLMqxixUlbIbF9fVxPfbgsS40LKILY1QTVXrXv/a63MjET2gbrxG11sKzByAMbtBTJvAVtGAsWPzqtSRLjyaLgYyXr4BKGuES7Nztc3/U/RdUID5mnpM09R7snriQ3uWK4MN1IxKiu4NBLEhheNAzX2UBOJMkNi9M4Yf7HMYvWxm0ottvcpu2ecoVa35qB6Y+ULjN0NJF0Eto97YFyIzP8/23gJjhYGmNHHo2FbxRKzGtTgZm9m0KAItyLKtTXVa5D71ONE190S6Fe2EdOnTkJxsfLNujP1R/UEN4VHghoL2iUcnpBRu1EVBYb2n87s01p8idKOZKUWW6K8tGkFt2Kp/OjtQNwxYMtwoChHpLdpbR81Z30wvkOdu4MrQ7aM1Ojl6WhW/0NsYIRbEeWO79oSJ6/dabB4VyW6hzb8jOPzgD4tgcN7NmPKlCksus0IlRJcajRJSMvjDuVGwtfZXHTKXq/jJhZF5MnuLRHQyhpfbLoksiBKK7aVhba8nk5V9cWlPzBuH5B4Adg4EJuOXcKJa4l4faRvnR2lHuZGQoYw5KBRqPpC3dhkdtLQLVeD2jkK96mNZ2+hUblzDt3j3oOBlRsG/akNqtZs3LiRRbcZoVKCG59KHcrl9Rq4Zx7FxdpI1MKvRKcp/ctDdcF3xviJDt4P1wc+6O6kTGJLaNzbbFNaPyeoBuHYUzRPFaXcQKfA0ZjbSRs9PBvukU7bfgx1Nes1ElSB7b1u7KQG7iGmUaxRAS3EbHR6TiO5rd34R/qMmbeG8TMXsGztdpFeJlh0mw8qJbg0g0hQDYZpHJGidGxdlnsrMgY6Wvh0UkcUFpcJpyWxREDZxJbQvDemVU/rxYYSlO+C+bnfwFBHA6MiJgExRxr8mJdvp4iGq3rPSwOiWbJinreh0KpHTQ01bD3fQE9u8o8/9wWwcyLgPhaYcAjQNeNGqmaKSgluXlHdd2kyNePjYoFrcRkiXa8K0Ezq/yYHiI1SP6zZjvINSia2co5wQ6JTxcmKpbMPjJ+5CDXr9sCmQcCFH+qd4qYTH4pwyWGrIZjdF9yGvy6U2Rna3hk7L0bXf7tTQQawYzxw8j2g68fAsNX/nSxx93KzRKUEt+Ce4OpqseA2Zh2XttqQ6YKqQMYIX4+yxey0uUjNK0HBmIPKI7ZyjHCp0/v9dYHCEvLDJztC08ACGLcH8H8ZOPa6NDaUd7fOjxsclSp6BTo0UHCpaYvMP9KyGycNPLazKwqKSrH7Ukzd75wYCKxuD8QcAp7YDHT7SDITeQgeGWpeKKTgLlq0CF5eXggICKjT/fKKSkX9hQwbmMbBzdZYbG85eS1RdV7SzCi0Oj4KJoYGeLvgS7yzLV62+3MbGy3DB7cGNQEXI5Px/rrzaO1gik8mBUBX617jFmUH+nwnjQ2RyKxsB9zaXafHDoy8KxqeaO67odBccmOklAmq9/f1cRCrHmu9SrG0CDj1EbCuG6BnCUy/DLQaU+NdWHSbDwopuPPmzUNYWBgCAwPrHOHqaTfhqEQzgGpqvTzthOCSfZ/SU6lmqzPlGN6cPlI0273+1xkkZynJdiRdC+m6oGlq6/uDY/HB+kBRz/90Ysf/xLYyrkOBGcGAVTtpbGjn5FpFu/SZOn09CV09Gr7btyIVnNPALuXKjO/iJnb0nqrNCSfNKZMr1/kvgE7vApNOAia1s7lk0W0eKKTg1pf8olLoaXM6ubHp7W0nZi0ppajUVNEg1cbBFD/M6iZmjWk37DVlSJ3r0uiMGpCfItOnoY5/2v5DW3QG+znhYxLbmv5/GdoBY/cAQ1cB0QeAFZ7A5V+B0uoFkD5T9NnqVY8NQVVB25AaU3DJiMPXxRzbAqOqv1FeMrB/NrCaMnJqwNRAoPsngIZ2nZ6LRVf1UTHBpQiXBbexaW1vKnyIj4clQGmpoRuZlgb8/HQ3MVby5sqz2HO5HjW7pkRdQxLdfNlFuFl5RfhofSBWH7+JWX1b46VhbR9dE1gVVKf0mgY8dQ1oOQo4/BLwtw8QuUPq2H0I+kzRZ4tOfBrLWSy3vk1O1UDLGKiHgZZJPADZXAZ+ByxvBYT/C/T9SRJba796PxeLrmqjgoLLKWVZ+PdSBEImB7X2I1YkajH6Q7U/WuM32M8RP+0MEd7LZFuosOhZyExwKcp/YekJXIvPwGeTA4S/cJ13IutbAUOWA9MvAUaO0sahtV2AiO33hbektEz4Fvf0tG20ncsGupoNNr54mC4e0uKL+1EuCS11ZS9zBU4uANpMAZ6+CbR/CdBouIc7i67qomKCyyllWUFLwcnFJzhKydLKdZizlVb6+eDNUe1EXXHuHycUN41uYAfkNm7GgUa/KIX8+t9nRKPc4ud6ii1LDYKivfEHJIcqGmfaNkpqrAr9GxeuRyMjt0j4FzfmrHVjppQJiuxHdHDBlashKDiyAFjaAjj+FuA2Eng6HBiwGNBv3I1aLLqqiaaqRbhUw2FkM0pDBvU0IkHLzJWCeppaDPB1FD7S32wNwht/n8GIji4irWqoq0AbqIxdgIzIRnu40Ng0EdmTf/DE7i0xtWcr4SvcKFD02mKQdIk7Dpz7Etg7C75qxnjHbChaarkBqPsO26rQ1lSvfUdxbRdFRB/A2JQVGKe9GeVBukC7Z4D2LwOmdNyyg1f7qR4qFuGW1NzUwdQbSvmR3d2p64m420DrvCahgQ5SVM/9dkZXzB7khYNX4vDs4mM4dCVONBIpjOBmRTf4Yci68JfdIaJLmwxjFj3XUyx6aDSxfRjHXmJ2N3nCFewqGoDuZfuBv7yAv32Bs58BaTcaHI2WlDbwPaImr9hjwJFXgN8dgM3DoJUeihPWr+MFtbUo7fOjzMW2Ao50VQvVEtzCUuiz4MqMge0cRY18e00dm4pAI9k10jw3mR8sm9tHini3BePFZSfFTCptypErRi5AToI091kPqM7599EbmPXrERy9moDnB3mJbu2GrMerC7sjtbFWbTZKn40BntgCWLYFzn8NrGgD/NkKODAHCN9Y5zo12THWuc+A3svU60DIn8DOScBvVtLn58YGwHMqMO0iMPMqnAe9i5hsDZy+kYSmhEVXdVCpcDC/mCJcbpqSFdQBPsTfCXsux2Jar1aKmU2QgTcy1TPfH98eITFpWH7oOt5de16MijzZraWwI2yshp86R7goB7Lj6hRtUX1zz6UY/HM6UoxCUQfuhG5uMNar2whLQ6B5ebJM7O/rAD19Q6DVaOlSnA9E7wei9gMxB4Erv0t3oFlWspC0aQ9Y+gCmLQHjFoCWtKygMhSZVxvhkrAWZgCZt4HUUCCFLiHAnbNAQRqgpi49T/tXALcR0vPRz+7R0tYE3k5m4oSzZyMsbKgLnF5WDRTwG7P+kA0bR7iy5YmAFsJ552BIvGgkUShkvIiAjB9+mNUV527exZrjN4XNYQsrI4zt4iqaypr0BIREh8iIqJXgRt3NFl22h0LiUVpaJrIV03p5iJOJpmZvUCxyCkowvutDx62lB7iPki5EViwQfxxIugTcvQQEfgMUVhrN0beRuqF1zaWLpj46pBdATyML2PsPUJwLFOdIjlx5SUB2PFBSaV+ukTNg6Q34vwjYdwfsOgM6xjUeO33mv94aJMxSGrqSsK6w6Co/KiW4ZDLOY0GyhWqbXVvbYuu52xjW3rlB210alSba+kPRbBcPG3RuZS0i3o1nbuGHHVewZF8Y+rS1F0JGXsMyj3pNWgCaelKkRs1I1fx/OH0jEfuD44RfMW3Toah8WHsnMQYlD2gUiF6zvm3t76/TqxZ6D42nSmndigg1J16KUOmSFSWlnCk6JdetwgzoF+TBQS0boOXx2oaSDaaxBWDbGTByAAwdAWNnwMIL0K57+rx7G1uxRnBfUCye7t8GTQ2LrnKjMoJLNTX6zyyzZg/mPlTXpNERaqBq6tRalchhxR4Jqq+LhbgkpudhX3AsDgTHiS5uSyNddG1tg26tbdHW2UyY6jf+AagD5p5SWrQStCknMCIZZ8OTcCEyGUUlZaL+vGCMP7p72orRJ3ly5GqCWKNJwl9n6CSGZnrpQnt5q+DE+dtYdug6dkwZCllAXu39fBxw4EocZvb1qJ0ZSCPDoqu8qIzg0hegGHpvZJcZ5lHoC5w2u6w4fEN44Mr1JEcB9tnamumLzl5K0dLcLkWVdDKy40K0EDhPR1O0c7GAh70pWtoaw8KocaLLMnNPFCVewakrcQiNS0dIdBpiUnLIXBCejmaY3tsDfbzthWmDIkDNTOtPRaBLK2uZNWcVl5bL/PM4xM8Z2wOjcf5msjixkgcsusqJygguYaSnLSzpGNnzTL82mLf0hGigGtnRpdmK7cNdze1aWIjLnEFeuJWUjeDoVJHO3XL+tqhbEmYGOqL+Z2uqBztTfbHHlZqWjPS1oKOpIQSDHosyNhShFhaXCtORjLwipGUX4E56HhLS89AlXQvjNULxzbYgOFoYimibXKFoTtrU4N7OXAWCPitU+3x3rL/MnoNeM1lH8XTSRHPpey/HyE1wCRZd5UOlBJe+tLLzFdiOT4WgLx1KrVHz0ADqNm3qjmUFE9uqMi70GtGFUvBU8kjKyEdkUhYiE7NwJz0X8Wm5uBiZgsy8QtRmEROlM6kOS7VPiprdnXrBIOwvbH6uJQxsPaHIkE0muViRqQh1+8oKMr2g0SBZQ936i/ZcRUpWgVwazypg0VUuVEtw9bWUa6+pkjOzjweOh93BpjO3MK23R9M9sYKLbXUCTKlnulDjTWXITCO3oERkZ8hekZaxU/pVU10d2loa0NFUh4m+9qNd0Pn2QBhgkH4JUHDB/ff0LdHERXVPWSIJruxLHH297fHH/jBhijKphzvkCYuu8qCuahFuFke4TYaNqT6eCHDBxrO3hGNRk6CEYvs4qNOb9rhSmtnVRkpXtnEwg7udCZwtDcXrXOXIES0wMHUH7pyDIkN7hjefvYVxXdzEUndZQul3SsvLGtpKRN36h6/Gy98Ehc0xlAaVElz60uIabtNCZ/dUb/zz0HXZP5kKim2DodlRBRfc3/eHQU9HUxhsyBr6/2+s3zQmHv187BGdnCNq9YoAO1IpPiomuNqNvimEeXxWYfZALzEmcf7mXdm9XCy2VUPzpclBQEkTZRjqyMlrd8Rax7mDvcUmH1lDGS5jvaZZMtHBzUqk+inKVRRYdBUbhRTcRYsWwcvLCwEBAXW6H/1HozNcRUjxNCcGtXMUY0I/7wqRzQkPi231OHST/JQTA6FoUAPjor2hYnSMnLiaAurhaCqbSqoV055o8qIurU3XWxPBoqu4KKTgzps3D2FhYQgMrNuXCP1Ho4YT2ovLNG1D0CvDfURTzB8Hwhr3wVlsa8bKD9AxBWIOQdH4/UCYqKm+OKxtk/lNk8hTaampoF2+KdkFCImu25IFWcOiq5gopODWF5pjJLhTuekhc4XZgzyxLygOgRGNlFpmsX086hqAU1+FE1zaqETOW7MHejaa0UdtyM5vuhou0cbBFHZm+gqVVq6ARVfxUCnBrUgl8SyufBji5yRMF37aFSLWvzUIFtva49xf2nhDZv0KAJl0fL8jGH6uFhjs13SNbTRKReYiTVXDJShyJ19oqlPTSJeiwaKrWKiU4FakkrhTWT7Ql8+rI3yRV1CC73dcqX8tncW27oJbVgzEHYe8off8u+3BKC4pw5tP+DXp6kLyaCaaMqIm+rV1EOUU8rBWRFh0FQeVjHA5pSzf1PKbo9sJL+H1pyLr/gAstnXHvLW0HzZyB+TNprO3Rbf6G6PaNbkDU2KGtHqPUrxNiZOloVjTSJ95RYVFVzFQKcGl1Xya6mqcUpYztCVnas9W+PvIjbqNCrHY1g+KImmHbOR2oLwM8iLodoqYx57Q1Q2dWzW9xzBZZ1I8LY9lDT08bcWGJnK6UlRYdOWPSgkupa+oYYLdpuTPtN6t0KmVNb7acll4Bj8WFtuG4T5a2hWbdBHyICkjD19sviwWNzzVr7VcjoHWJFI6WSbrEB8D2XXSpjJaVKHIsOjKF5USXIK2pKRmS7UcRr52hW+P9hObcT755wLyi2pYm8hi23AcegC65kDENjQ11CD30YYL0NXWEJuA5LEjtiKlbGMqn1WErtZGIpVNRh+KDouu/FA5wXWzMUJEYqa8D4O55zf74ZMdcDczH19vCRJdpI/AYts4kN2l2wjg5mbqXGqyzx+tw/ts0yXxHn86MaBJR3IeJjEjv8nrt5Wzaz3a2OL0jSSFMsGoDhZd+aByguthZ4LbSdkKXUtpTrhYGWHBWH+cj7iL77dfEZtx7sNi27i0ngikXQPuBqGpOpLJXexKVKo4sZLVUvm6RLi0ulBeUB2XRqLCYtOgDLDoNj0qJ7it7E2F2EbdVQxDcQaigeat0X44cjUeC3dflcaFWGwbnxaDAD0r4NpqmX/s6D1csj8M+4Pj8PoT7eDXwhLyhMZy0nIK5RbhEh72prA00sVJBe5WfhgW3aZF5QTXzcZY1A/DEzLkfShMJfp42+PVkb7YfSkGa3cdRDlv/ZFNWrnNZOD6WqCshpp5I7DyaDi2no/C/KFt0c/HAfImKjn7fi1VXtD3Trc2NmI8SJn83Fl0mw6VE1xdLQ2R2gq/w3VcRWNQOye80ccE/a9NQ3ZhOa/YkwVe04HcRCDmsEwenoRk1bFwrD0ZgWf7t8HIji5QBCijRYJHM7HypHtrW2HAEZGYBWWCRbdpUDnBrajj3kxgwVU4MqMw8Po0GOjp4oWMT7A6qECpIgGlwKYDYNYaCP270R+a3iuas119/Cae6tsaE7q1hKJAgutgri+XkaDKeDubQ19bExciFdN1qiZYdGWPSgpuK3sTkWKiTSWMglCpZms04ySG9e4uIqVfdl+tunuZqb8Jhs+zwM2NQF7jfelTsxut2vv3zC3MGeSFST3cFeodoskEVxtjeR8GtDTUxSyyMgouwaIrW1Q2wqXW/Nt3lSuto7JU0SA1pWcrvDbSF/uCYvHxhsfM6TJ1o+1TpLzA1eWN8srRietnGy9h18VovDzcB2M6uyrUO0InbJTCbW1vCkWgo7sVwmLTG77AQ06w6MoOlRRcquGSxWM4p5XlTw3dyLRJ5n+TA3A1Jh1v/H2GDUsaCz0LoM0kIHgJUNawLE9GbiHeXnVWRGwfPdkRw9o7Q9GITs4RJwWt7U2gCHR0sxIZgSAFd52qCRZd2aCSgkt1HEovceOUnKnF6E8HNyt8P6srMnKL8MqK0zzO1Vi0mwtkRQG399T7IW4lZYn35E5GHr6b0QVdPJreH7k20ESCOtlJ2ymG4Nqa6cPRwkBp08oVsOg2PiopuEQrbpySL3WYs6VRrp+e7gYDHU28+tdpHAtNaNJDVUlsOwG2AcDF7+t198Mh8Xhl+SnRAPTz093FjKmici0+Qxis6GlrQlHo2NJKCK6yNwWy6DYuKiu4HvYmiEnJRgHXBpueephaWBnriUiXvqjIBP/HnVdQwE1vDWueCngLiD0K3Dlf67vREvXf9oXi661B6OFphx+e6iZX96baEBKdhrbO5lAk6HNMdpexKTlQdlh0VVxwFy1aBC8vLwQEBNT7MTzsTEGWpso2D6f0NMBBykBHS5jfvzrCB0dC4vHispMircnUE/cxgFkrIPCbWt08Ojkbryw/jZ0XojFviDfeHNVOzLUrMrSohLZR+SiY4Pq6WEBbU13p08oVsOiqsODOmzcPYWFhCAwMrPdjuFgZig8813GbkEawayQT+CH+zvj12R7QUFfDS3+ewvbAKKVPzckFdQ2g4xvSQoO08GpvRq/ttsAozF92UtiiUgr5iYAW4r1QdEJiJN9iHxfFElwdLQ1xEqAqgkuw6Kqo4DYGmhrqaGljjJts8dg0NLI3srOVEX55pjuGtncS858frA/EnfS8RjvcZoPXDMDABjj/ZZX/TNHhgjXnsXhvKIb4O2Hhsz0UpvmoNoREp8LR3ADmhrpQNCitfCU6TaVKIyy6DUNlBbfCAOM6C67skdEiAuo2nzekLT6Z2FF0Lz/32zGsPhbOhiZ1QVMX6LQACFsJpN24/2OKZNeeuInnlxxHQnouPp/SSbzWip5Cfjgyv3grBX6uFlBE2rtZidf5Wlw6VAkW3fqj0oLb3tUKCWl5PGoiS5pg6w+Noyyb2xtju7hi3ckIzF5yDGfDkxr9eVQW3+cBQwfg9Efir5dupeCFP05g1bGbGN2pBf54vpeIxpQNis4p6xHgbg1FxNnKEMZ6WrgSrbzzuNXBols/VFpwO7S0hKGuJo7ymIlsaMIVe7ramni6Xxsseb4X7M0N8NGGC/hofSAS0nJl9pwqg6YO0OVD4MYG/LpyNRasOQcDXU1RJ392gKd4bZWRwIjk+1aKiggtU/BxsRBpZVWERbfuqLTgUkqyextbIbjcdNPIyGmfLW2D+WJKJ7w/vj0ikrLwzOJj+G5bMOJSlX/8QlbQeMrPUf6IK7NHj9RFeH9ce/w4qxta2srfe7ghBEYmw9vZTKHmbx/G18UcN+IzVLYMwqJbN1RacIk+3g4i7cTdyo2InJfHU/dsT087/PlCHzw30BMXbyWL+u6Xmy9z+aASMSk5+G57MGb9egSnbqbhjtcC+JWdRU+DUKXoQK4J8t6mhqmAloqZTq7Ax9lC1HGvx6vufm4W3dqjuKeGjQSlm8wMdESUqyjm5kqNnMW2MtTgM7azK0Z0cBZLEDacisTzvx9Hjza2YpsNuY01NyiTcyMhExvPROLktUSYG+mIvbVD2ztDT2sAkP0PcORlYHoQoKEFZeX8zbsoKikTGSxFxtXGCIa6WuLkQFFT340puqNGjUJhYSE2btwofr527VpoaSnv56yxUXnBpVnOnl62OB56B88N8BR1FUb5xfbh0sHIji3E/O7BK3FCeGmmlASXFiT0bWsvvvRUmbzCEhy+Go/dF2MQmZQFOzN9vDTcBwN8HR7cEdv3Z2B1ByD4N6D9S1BWTl5PhLutsfg9FRn6vvF2MkOoinUqVwWL7uNRecEl+njbY3tgNEJj0kQTA6M6YlsZaqAZ6u+MQe0cce7mXewLihPzpX8cCBNRL4mvbwsLlTnpohWUYbFpOBQSjyNXE4QtYyd3a8zs64GOLa3FyeYj2PgDvs9JHcttJgP6ytedTPVQinAVbSdvdXg6muGf05Fig5CqfPaqg0W3ZpqF4NIH3tpED0dCE1hw64MSiG1lNNTV0a21rbiQ9d/BK/HYHxSLw1cTYGuqJ37eqZW18N8lkVY2kQ2JSRXp4lPXE5GWUwgrY11M6OqGQX5O4nP+WLp/JjqWcfJdYNBSKBsXI5OFmURPT8VOJ1fg6WgqMhAxyTlidaiqw6LbzAWXzip7e9mJOt8Lg72FCxWjmmL7MBZGupjYvSWe7OaG0Nh0kXI+FpaAzeduQ09bA+1dLRHQylpEhnRbRSQxPQ9BUSlivyrN0GbmFQlh7dPWXjSPtXEwrVvkRFFtjy+BQy8AntMAp95QJqgfw9XaCI4WhlAGqHeEkg1hcenNQnAJFt1mLLgVaeV/z9zC5dspCjsor3AoudhWhrpyKaKlCzUW0VKE8xHJIjX5y64QsejCycJArKGj2i9tmyJr0KaeUaXIjVy16Piux6cLkU3KyL+/75XS4tQoRMvWG9Rp3O554Ppa4MBzwPRgQKsWkbECkFNQjNM3kjCzjweUBRpbcrU2Fo5Tw9o7o7nAotuMBZdmDmkpNJ0ds+A2L7F9GBKqlrYm4jK5hzuy8oqEyTxFIOEJmTgedkeMcpDIOVsaic8OraizMdUTkaW1sR6sTHQfbEaqYw0yJasAydn54prmZCtEltyTSPzpuWnHa1cPG/i1sBTm/I3a+KWmDgxcCqxqB5z9FOhZtdeyokHvTWlZGfr5OECZoLRycJTqOU49DhbdZiq49CVLUe7ms7dRNLy03l+WzQIVFtuqMNbXFl/gFV/iJaVlYlUdzW6TAN9OyhIp3bTsQlTeWUTjZuTYRONJtB2m4poutNyIhLWwpFRc0wgLXWfkFiIrv/iB5zfS0xLi6u9miXFd3URkTX+nx5EpFm0kBypqoGo1VlpYr+DsD45Fh5ZWCpv+r6mPZOfFGBGhq3rH/MOw6Dah4NJMVufOnREcHIzLly/Dz88P8qK3tz1WH78p0oi0XJupgmYmttVumroXAQ/1/+/n1AUsItKsfBGV3s0sQF5hsRBSSgULgS0uFV+qdIJHgmmgoymEuUKITfS1YWmkKxqdrIz1YGGsK9+FAbSkPnIb/t/emYBVVa57/CezIIOAgogDKkrmVIJkx3LIxDGstDSzo0ct71VPnkbN55ys0zl2O5qdvFrZYKZpZjlkOaah5jzgnOSAijIoDoCIIMJ9vrXUqx5FwM3ea639/p7ne/YD7L324ttrr//3vt87sLgf9E8Edx+Miqom9tvxc4x+4roPxSRczQk/mJ6leSycDRFdOwnua6+9RlhYmCa4jqZ2cBXNekjYmyaCeytEbEtEeUVUHWc1LIMqftFlJsy4DxJehkc/xqioNC+1gHmwUQhmQwV4ebq5cDAt2ykFVxEnxTEqtrTjkiVLWL58OePHj8coqMjOTQcytDB94TpEbJ2XwIbQfiLs+gQOLcKIKM/B0sRjWuqTGbeDVE50vVA/zcJ1ZuKuiK6np6f2s6pI9cwzz3Dp0o3bLFalwgQ3IyODIUOGMGPGDLy9vUvtfs7Ozr5h2BqVHqT20zYkpdv82KZFxFZoOgTq9YClAyE7xXDzoVK51N53j+g6mBXlVj6Q5tyC6+yiWyGCq9IuBgwYwNChQ4mOji7168aNG4e/v/+1UauW7fcPQwK8tQ4eCzYfkQ5CChFbQaFSjOK+0Pdwf+wNlwsMMy/qfrJw8xFiGlSjpond+Q1C/TlxOle8aziv6JZJcMeOHasFg5Q0tm7dyqRJkzTrdPTo0WU6GfX8rKysayMlpWJW2v0ejtQiUFX5P6dGxFa4Hu9g6DEXMrbD6lcMMzcqXetgejbxMXUxM8rCVVHuqta1gFOKbpmCpoYPH06fPn1KfE7dunV555132Lhx47WJvIqydvv168f06dNv+Vr1/JtfUxGooAVl5X6V8DuxkdVN36qsXIjYCreiRito/wGsHAY1WsM9fR0+T6oOeligt5YOZGZU0KYqJXooPYumtQMdfTqGIM7JAqnKJLjBwcHauBMffvihJrpXSU1N1SZ2zpw5WoqQEXiubUNe+WqjVrXG6C2+bI6IrVASzf8LUtfD8kF6QFVIS4fNV+qZXNbsS2Vop8amL/yv0s1U8Z2jp847+lQMRZwTiW6F7OHWrl2bJk2aXBsNG+pl2OrXr094eDhGQHUNahERxIzVv2tdPJwGEVvhTihhU1WogpvCgscg54TD5kx12VGFSVTrRSugCpqooiqCc7qXnbqKv7Jyk0/maJ1XnAIRW6G0qNrKPRdCJVdddC/l2n3uTmXnsWLncZ6IrVfxVbfsRJ1qVTTBVYFggvOJrl0EV+3rqgvMkVWmbsW9tQK1fSFl5aq2Z5ZGxFYoKz6h0HMRnE2Cxf2h6LJd5/C7DYfx8nCle7Q1rFtF3Wq+nL9YqLVVFJxPdJ3awlU81zaSY5nnWbsvDcsiYiuUl+rNodtsvfzjqhEqR8cuc6lqTi/Zfoz4mAh8PK2zj6dcyooj4lZ2StF1esGNqllVa0Y+Y41FrVwRW+Fuqd8DHp0KOz+CdX+1m3Wrsgd6tjJ3KtDNhFb1xsPNRQKnnFR0nV5wr+7lHj+dS8IexwWHVAgitoKtaDoIHn4PNv0Dtk2s0HlVjSFUYZonH6inBUxZCVXiUaUHHT0pgVPOKLoiuFcS0h9oGMLMtQe0XpuWQMRWsDUxr0KrUZDwEuyZVmHzq/LjVdvDXq3rYUVUI4PjZ+wfhGZG4iwmuiK4V+j/cCSpZy6wcrcFrFwRW6GiaPNPaPYCLBsEu7+w+eEPZ2Tz867jPPtwJN6e1mzXrYp4qPxioeyi6+oCYenf8Vy/PqYUXRHcKzSo4a8VwPh6zQGtAblpEbEVKjpHt+MUaP6CXhhj11SbHv7zlfu19oddLJJ3eyvCqvpoUcqqh7JQetH9YcH3zH7WhQk9IGXLPFNauiK4N1m56efyWLHrOKZExFawB5Vc4JEpcN8IWPECJE62yWF3JGey9dApBrZvpFVlsio1qurd09LPXnD0qZiHwot0yv+MJ5u78Mw3bqw7Yk73snWv6nIQEeLHw41rMGvtQS6ZzcoVsRXsbem2/ze0fAlWDYetE+7qcCp24uPl+4iqGUCbe6xdalW5lBXiVi4lBTkwvxscWYpL/HwGjfvRtHu6Irg3ofaOTmXlac2uTYOIreAo0W07HmLH6N2FVDBVcfkWqioqWVVgGt6lieWbiVT18cTL3ZVUsXDvzIVM+LYDpG+FJ5dB/e6mDqQSwb1FYvqjzcP5YlUSGedM4PIRsRUciRLHNu9Ah/+FbR/Aj300919Z04BUZHL36DpaxoDVUQsK5VZOOyuBUyVy7jB80wayj8JTCRD+8LU/mVV0RXBvgepMUsXLnX8t3GnsYhgitoJRuG8YPPY9HF4E38fBxbOlfqlyJauI5AHtGuEshGmCa4IFvaM4sR5mxULxZei7DkLu+4+nmFF0RXBvgY+XO6/GN2fPsTPM23gYQyJiKxiNyMeh10rI3AOzH4SzB+74kk0HMli3P50XHm2sfe+chRqBPuJSvh3758DcDhAYBX03QNXI2z7VbKIrgnsbmtUJ4snW9fjylyQOpWdjKERsBaNS80Hou17fy/26FRxZdtunqrSYyUv3cn+9YNreWwNnItjXi9M5F6Vr0PWo5hi/joGf+kDDXtDrZ/C+c/91M4muCG4J/LFdQ2oFV+G9BTsoKDRIzpyIrWB0AhvBM5sg7EGY1xW2/OuWTQ+mJyRxJief4Z2tHyh1K8EtKCwi56LxRMEh5J2B+d1h87vQZhx0mQFuuoCWBrOIriEFd/LkyTRu3JiYmBiHnoeHmyuv92zBiTO5mqXrcERsBbPgFQA9f9BLQa55DRb1hovnrv15x5FM5m9M5o/tG1IzyAdnI8jPS3s8nV22ADNLcnIHfB0D6ZvhiSUQO0oPxisjZhBdQwrusGHD2LdvH1u2bDFEbu6A9o2YtzFZu0k4DBFbwWy4uEKbf8Bj8+DYSphxH6Rt5vzFS4xfuJOmdQK1BgXOiLJwFZk5Tiy4xcWwfZIeHOXhB89uhbqd7uqQRhddQwqu0XjigQjt5qBuEupmYXdEbAWzB1P1TwTv6lqax6bZo8jLL+DV+Ba4OJkr+SqBVTxR/7nax3VK8k7Dwp7wy5+h2VB4ZgP4R9jk0EYWXRHc0kxSpUrazSE3v5DJS/ZgV0RsBSvgXxf6rCWl9p945Mz7fBb8DtUrncRZUaUrA3w8yczJx+lIXgpfNYcTv0L8Qujwb3DTLX5bYVTRFcEtJdX9KzO8872s2pNKwt5U7IKIrWAhTp6/zMjDjzMr5CMCClNgelO949AtAqqcgSBfT+eycPOzYfnzMK8LBDWG53ZCg8cq7O2MKLoiuGWgQ9OaWq3lSYv3kFnRwQ4itoKFULWSx/+wEy93N7o/+Scq/XE3RPbSOw6p6FRVTcgJ93GdZg/3yAp9gbV/FnT8WC/T6Bte4W9rNNEVwS0DKnVhRNcmeLq7MGHRTooqamUuYitYjGmrkth99Ayv9myOX2UP8PSHzl/okcyndsK0xnr60GXH77PZM1LZ8lHKuenw0zPwfScIqA9qoaVaO9px795IoiuCW0bUzeLlx5qz/XAmP2w5YvtPRMRWsBhqC2buhsMM7hhFi7o3FTKo3wMG/gbNhsDaUfB1NKRuxBnw9/YgK68Ayxax2PERTIuCoyug83TovdJmgVFmFV0R3HLQsl414mPqas2yVYcTmyFiK1iM5Ixs3l+0i3b3hvFE7G1uth6+0P4D6LcZXNxhdmtY/Cxkm6hjVznwrezB+TwLWvTHfoGZ0bDyv6Fhbxi4H+59zq5WrVFFVwS3nAx6JIoQ/8q8O38HF/IL7/6TELEVLEZO3iXemrtNK9T/l+5N71xNKqSlXqHq0U/h6M8wrRGs+ysUnMeK+Hq5a+UtDVPF7m5RtbMX9NTrIKuoY1UHudOnUDkIoxDnYNEVwS0nnu6ujH7iftLPXuCtuVvv7ksjYitYDNVl638WJGqi++ZT0Xh5uJW+WEazwTDogN7cXu3rfhGpF0goY9s/o+NbWW/W4JDcfluScxxWDIUvG8PJ7dBttl5PO+wBjEicA0VXBPcuqB/qx1t9otmXcpZx8xK1SMwyI2IrWJAZq39n68FTjHq8hdb7tcwoN7OqUvWnJKjTCRJGwucN9H3BwnxrCa5Z3cq5GfDLX/TP5ffv9BrIA5Mgqo/D3cdGFV0RXBt0FRrz5P1sOnCSiT/uLlvksoitYEGWJB5j9q8HtZKoMQ2q393B/OpAl+kwYB/Uagcrh+kW744pcMnc/WRVz22F6RoYqPvWyhHwWQTs+QJix8CQZIh5BdwrYxbiHCC6Irg24IGGIbzyWHN+3nmcqSt+K13LLRFbwYJsSMrgw5920/X+2jz9h/q27UDUdSYM2Athf4BVI2BqbVj3N93SMrGFq9zupuDULljcX7do98/WG1MMTobWf9U9EiYkzs6iK4Jrw6IYw7rcy/xNycxae7DkJ4vYChZkz7Ez/HPedlo3CmV4lwpquRd0D3SfDYMOwj39YNv78GkdWDZY7zpjRgvXyIKr8qKVu3hOO70c4/E10O59eP4otP4bVA7E7MTZUXRLGckglIYe0XW1L8/0hN+p4uVGfKtbpEGI2AoWTf95c84WomoGaPu2ri4VvIen8jlVDd4Hx8LOT2DHJNjzOYTGQNMh+j6iwa0u1f5TBV8a0qWsKn/tnQ67psL5ExD+MHT/Fhr0BFd9oWAl4q6Ibnx8PPn5+ZroKmbNmoW7u+3+XxFcG9O3TQPtCzRl2T5tBftIs+vKl4nYChYk49wFxszeTHV/b8Y+Fa0Jid3wqqr3T1X7h4d/0gVixQuQ8JIuuo37Q802UMnFsG7lHKMUv1B74gfmwd5pcGwVuPtAVF9oMRyqN8fqxNlBdEVwbYxyoz3f8R5yVc/PH3bh7elO60YhIraCJcm6UMAbszbj7urCO31j8LniJrU7Lm7QIF4fqmCGCubZMw12fwZVwqDhU9DoaagRa6gIWm8PN9vk8ZeXS3lwZAkkzYXDi+BSLoS3hc5fQuST4FEFZyKugkW3UnGpInwcQ3Z2Nv7+/mRlZeHn54eZUClC//g+kc0HTvJefAiN1z+h3xR6/wJ+tRx9eoJw12TnFTDm681kZOUxceCD1Az0MdasFhfpZSKTvoHf5+p1fVXUc/14qNdVFxYbt4UrK8M+XUujmgH8uWtT+73phVNwZKnuEVDj0nmo1hwaqUVJHwioh7OzbNmya6Kr6NWrV4miW1qtEsGtQFQxjIlf/8DAU0MJ8PXBo+9qEVvBEpzLzWfUzE1ae7lx/WJpUMMfw9f2PbEWkr7VRSbnGLhVhtodIKIr1HkUAhrY3fodOW0dtYKqaPXZK4zLBZC2GVJWQfISSNukViMQEq17BJT1H9iw4t7fCUQ3u5SCa0iX8uTJk7Vx+bK5S5555Kbwav5fOO3qzp9z3mZ0fgB1HH1SgnCXqNaUr8/cqLlC//Vca+pWN3Zw0rUKViqPVw3l1Du9D5IX6wL0y4tQVAjeIfp+79VRvYXulapA1H53QWE5CuaUxMVzkLEV0jZCympIXQeFeXqHptodIe5ziOgCPqG2fV+LEVcB7mWxcCuK6wKkcnos45V5J7QSbhMGtCY0oByVdwTBAKhSpkpsi4rh3WdjjedGLm9jdCVKJ37Vh7IAL+eDmzdUa6q7W9UIbgbVmoGn7ba3xszarEUq/613y7K/WC0czqfC6T2QuUdvc6gs2bNJ+t89/CD8IQhvB7XbQzW1gLBjQJtFKI2lKy5lR3KLaGTlent5+gbNYzX+udYE+Tp270gQykpK5nnNjezh7sK7/WIJserCUZWOVDWBU9frIqbG6d+g6Er6TpVwPS3p5uETBpWDdUuylK7pt77dSuHlIv7et9WtBTXvNOSm6SMnBbIOw7nDkHVIbxaQf05/roooDrpXT4sKbaUP5SY2aHS21URXBNdRlJD6o6yDl7/aQFFRMW8+1ZKomlUddpqCUBYOZ2Qz+utNWj9oZdk63YJR7YOe2a9XW1KPWcn6yE7Wg7Gup5Kr3iHHK0gXYCWGqu2gq8eNjxSzOzmdosJ8mtfy04OX8rP0UZCli+1VkdcPDL7heiN3/3r6Y1AT3QpXwWAirg4TXRFcR1CKPFtl6f79u20cTMtmRNcmxLWQiGXB2Ow/cU5zfYYGVOaf/WK1xunCTfmrqlCEEt68TLh4Wn/Mu/JYeEGv2FRUoAuoEm81KrmQcvYSFy5XolF4NV2YPfzBM0C3kpVo+9S4MkL1Rze9GpJgLNHNy8uTKGW7UoaiFip6efLSvSxNTNEa2T//6D24uYrrRzAeCXtSmbBoJw1C/fl735hr5QgF2/Dvn3ZzMC2LSYPbyJSaWHQ//vhjgoODzRmlbDrKWEFKRSaO7NaUBqF+fLRsH8kns7WOQwE+snoVjIHqejX9lyS+WXeIDk3CGNm9mRbcI9gWDzcX20cpC3aPXi4oKDB/lLJaLQQEBJCSkmLcwhdZR2F+N11se/4IfteVciwFe4+d4b2FO7SbmapBWy/E4PmMguVR6T4f/LhL62f7bLtIHm8VUTGNCARtUaNae055/iGZDZPx888/07dv3xvE1tSFL44fP06tWrLHKQiCIBgfUwtuUVERqamp+Pr63naFHRMTw5YtW2z6vrY8popeU4sGW1vptv6/ZR5lHo10/cj1KPNopuvxqoyqe3xJ3iBD7+G6uLgQHl6yi9bV1dXm7uaKOKY6ni2PaetzlHmUeTTS9SPXo8yjFa9H04fGDhs2zBTHNPo5yjzKPBrp+pHrUebRitejoV3KVsDMHY+MhMyjzKORkOtR5tEpLVyj4+npyZtvvqk9CjKPjkauR5lHI+HpZPdHsXAFQRAEwQ6IhSsIgiAIdkAEVxAEQRDsgAiuIAiCINgBEVxBEARBsAMiuA5CFb1u0aKFVpVkx44djjoNU3LkyBEGDRpEREQElStXpn79+lqkY2kLiDszU6ZM0ebNy8uLli1bsnbtWkefkqkYN26cVnVIVb+rXr06PXv2JCkpydGnZYl5rVSpEiNHjsTKiOA6iNdee42wsDBHvb2p2b9/v1b285NPPmHv3r1MnDhRa4/1xhtvOPrUDM2cOXO0G9qYMWNITEzkoYceokuXLhw7dszRp2YaVq9erRVB2LhxIytWrKCwsJBOnTqRm5vr6FMzLVu2bGHq1Kk0a9YMy6MKXwj2ZfHixcVRUVHFe/fuVUVHihMTE+UjuEvee++94oiICJnHEmjVqlXx0KFDb/idug5HjRol81ZOTp48qX2HV69eLXNYDnJycoojIyOLV6xYUdy2bdviF1980dLzKBauncnIyGDIkCHMmDEDb29ve7+9ZVGVvAIDAx19GoZFudu3bdumWWPXo35ev369w87LCtedQq698jFs2DC6detGx44dcQYM3bzAaqgqmgMGDGDo0KFER0dre5HC3XPo0CEmTZrEhAkTZDpvQ2ZmJpcvXyYkJOSG36uf09PTZd7K+X1+6aWXaNOmDU2aNJE5LCPffPMN27dvt3m3NyMjFq4NGDt2rLbhX9LYunWrJgqqBuvo0aNt8bZOO4/Xo9o3du7cmd69ezN48GCHnbtZuLl1mBINaS5fPoYPH86uXbuYPXu2TT4bZyIlJYUXX3yRmTNnagF8zoKUdrSR9aBGSdStW5c+ffqwaNGiG25wyupQrZ/69evH9OnTcWZKO49Xv6BKbNu3b09sbCxffvml1s5RuL1LWW1hzJ07l8cff/za79VNT0XJq2AgofSMGDGCBQsWsGbNGi3qWygbCxYs0K5Dde+7/l6o7o3qe6yyOK7/m1UQwbUjKhpUWbhXUYIRFxfHd999p4nGnXr/Cv/PiRMnNLFVqS1qlWzFL6etUdeYmi+VGnSVxo0bEx8fr6VlCHdGeQSU2M6fP5+EhAQiIyNl2spBTk4OR48eveF3AwcOJCoqitdff92yLnrZw7UjtWvXvuHnKlWqaI8qj1TEtvSohUq7du20+Rw/fjynTp269rfQ0FCbfV5WQ+039u/fX4sfaN26tZaKoRaBKqZAKH2Qz6xZs1i4cKGWi3t1/1u14FQ54ULp8PX1/Q9R9fHxISgoyLJiqxDBFUzH8uXLOXjwoDZuXqhIe+fb8/TTT3P69Gnefvtt0tLStBvb4sWLqVOnToV/Zlbho48+0h7Vgu96pk2bpgVECkJJiEtZEARBEOyARJkIgiAIgh0QwRUEQRAEOyCCKwiCIAh2QARXEARBEOyACK4gCIIg2AERXEEQBEGwAyK4giAIgmAHRHAFQRAEwQ6I4AqCIAiCHRDBFQRBEAQ7IIIrCIIgCHZABFcQBEEQqHj+D91l2vqHbUnVAAAAAElFTkSuQmCC",
      "text/plain": [
       "Graphics object consisting of 35 graphics primitives"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "show(disk_plot(\n",
    "    T,\n",
    "    z0=0,\n",
    "    R=1,\n",
    "    plot_range=((-5, 5), (-5, 5)),\n",
    "    circles=10,\n",
    "    rays=24,\n",
    "    max_jump=10\n",
    "), frame=True)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "SageMath 10.8",
   "language": "sage",
   "name": "sagemath-10.8"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.13.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
