{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "d407b543-41ed-4dbe-a3d6-f874932811e9",
   "metadata": {},
   "source": [
    "# 2025-11-17 ODE Exercise\n",
    "\n",
    "We will implement a ODE simulation of a [simple gravity pendulum](https://en.wikipedia.org/wiki/Pendulum_(mechanics)#Simple_gravity_pendulum).\n",
    "At various points in this exercise, you will have the ability to modify the code to explore different variations on the project.\n",
    "\n",
    "## The math\n",
    "\n",
    "Let us consider a weight at the end of a massless arm attached to a frictionless pivot.\n",
    "We will only consider motion in two dimensions for this example.\n",
    "\n",
    "The differential equation which governs the motion of this pendulum is given by\n",
    "\n",
    "$$ \\frac{d^2 \\theta}{d t^2} + \\frac{g}{l} \\sin \\left( \\theta \\right) = 0 $$\n",
    "\n",
    "where $g$ is the [gravitational constant](https://en.wikipedia.org/wiki/Gravity_of_Earth), $l$ is the length of the arm, and $\\theta$ is the angle from vertical for the pendulum.\n",
    "\n",
    "Note: Wikipedia has a nice pair of derivations for this equation.\n",
    "It is a good example of deriving the equation for our simulation from [first principles](https://en.wikipedia.org/wiki/First_principle) (in this case, physical laws around force, torque, or energy).\n",
    "\n",
    "### Extension\n",
    "\n",
    "Note that we can change the constants $g$ and $l$ here to modify our simulation.\n",
    "We could also change our differential equation to represent more complex behavior.\n",
    "\n",
    "### A complication\n",
    "\n",
    "The time steppers for ODEs we saw in class only support first derivatives with respect to time, not second derivatives.\n",
    "There is a common trick we can employ though.\n",
    "\n",
    "Let $v = \\frac{d \\theta}{d t}$ and note that $\\frac{d v}{d t} = \\frac{d^2 \\theta}{d t^2}$.\n",
    "Then\n",
    "\n",
    "$$ \\begin{split}\n",
    "  \\frac{d \\theta}{d t} &= v\\\\\n",
    "  \\frac{d v}{d t}      &= - \\frac{g}{l} \\sin \\left( \\theta \\right)\n",
    "\\end{split} $$\n",
    "\n",
    "We now have a system of first order equations and can use our techniques from class."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "4bbabc62-0948-4250-96fc-ea06e24a7d0f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "dFdt (generic function with 1 method)"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Some simulation constants\n",
    "# Note that we can change these\n",
    "g = 9.81 # m/s^2\n",
    "l = 10   # m\n",
    "\n",
    "# Function to represent our physics\n",
    "function dFdt(x)\n",
    "    θ = x[1]\n",
    "    v = x[2]\n",
    "    return [v; (-g/l)*sin(θ)]\n",
    "end"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "07c9f497-dfde-4ec7-a287-3bc4578085f6",
   "metadata": {},
   "source": [
    "## Initial conditions\n",
    "\n",
    "We needed initial conditions for our timesteppers in class.\n",
    "Here, we will need initial values for $\\theta$ and $v$, so an initial displacement and initial velocity."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "2653b672-8aea-483e-880c-d797a517604b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2-element Vector{Float64}:\n",
       "  0.7853981633974483\n",
       " -1.0"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Initial conditions\n",
    "θ_0 = π/4 # 180°\n",
    "v_0 = -1  # rad/s\n",
    "x_0 = [θ_0; v_0]"
   ]
  },
  {
   "attachments": {
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"
    }
   },
   "cell_type": "markdown",
   "id": "092d334f-758c-4bf7-bc33-47ee1fe09841",
   "metadata": {},
   "source": [
    "## Visualize\n",
    "\n",
    "It would be really nice if we can visualize out results.\n",
    "We could plot $\\theta$ as a function of $t$, but that wouldn't make a nice graphic of a swinging pendulum.\n",
    "To make a graphic of a swinging pendulum, we need the coordinates $\\left( x, y \\right)$ of our pendulum.\n",
    "\n",
    "We should pick a coordinate system first.\n",
    "Then we would indicate where $\\theta$ is relative to our coordinate system and derive the coordinates of the weight from this diagram.\n",
    "\n",
    "![image.png](attachment:5b265a1e-88e8-49ec-bd17-19e6d38a381b.png)\n",
    "\n",
    "Given this diagram, we can now say that\n",
    "\n",
    "$$ x = l \\sin \\left( \\theta \\right), y = - l \\cos \\left( \\theta \\right) $$\n",
    "\n",
    "With this, we can plot the initial location of our pendulum."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "e5bf8843-16f0-4df9-a9b8-5c0613c337b8",
   "metadata": {},
   "outputs": [
    {
     "data": {
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src=\"data:image/png;base64,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\" />"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "using Plots\n",
    "\n",
    "x =  l * sin(θ_0)\n",
    "y = -l * cos(θ_0)\n",
    "plot([(0, 0), (x, y)],\n",
    "    xlims=[-l, l], ylims=[-l, l],\n",
    "    marker=:circle,\n",
    "    legend=:none, aspect_ratio=:equal)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6ed92699-b104-402a-a625-6363168c012f",
   "metadata": {},
   "source": [
    "## Time Stepper\n",
    "\n",
    "Now we need to pick one of our for advancing our solution forward in time.\n",
    "This is the area where we can experiment the most.\n",
    "For now, let's use a simple [forward Euler](https://en.wikipedia.org/wiki/Euler_method).\n",
    "\n",
    "$$ x_{n + 1} = x_n + h \\, dF \\left( t_n, x_n \\right) $$\n",
    "\n",
    "where $t_n$ is the current time, $x_n$ is the current solution, $h$ is our step size in time, $dF$ is our differential equation, and $x_{n + 1}$ is our new solution.\n",
    "\n",
    "Let's code up forward Euler and take a single step."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "2bcf2733-ab78-48cc-953a-e43ca97d0842",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "x_1 = euler_forward(x_0, h, dFdt) = [0.6853981633974483, -1.0693671752344003]\n"
     ]
    },
    {
     "data": {
      "image/png": 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\" />"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Forward euler\n",
    "function euler_forward(x, h, dF)\n",
    "    return x + h * dF(x)\n",
    "end\n",
    "\n",
    "# And take a single step\n",
    "h  = 1e-1\n",
    "@show x_1 = euler_forward(x_0, h, dFdt)\n",
    "\n",
    "# And plot\n",
    "x =  l * sin(θ_0)\n",
    "y = -l * cos(θ_0)\n",
    "plot([(0, 0), (x, y)],\n",
    "    xlims=[-l, l], ylims=[-l, l],\n",
    "    marker=:circle,\n",
    "    legend=:none, aspect_ratio=:equal)\n",
    "\n",
    "θ_1 = x_1[1]\n",
    "x =  l * sin(θ_1)\n",
    "y = -l * cos(θ_1)\n",
    "plot!([(0, 0), (x, y)], marker=:circle)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5bf4a7cd-24ef-4b1e-ab3f-ed019d7918f6",
   "metadata": {},
   "source": [
    "We can also do this with backward Euler."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "a017d0f0-3c07-4c95-bcb1-1fc78067af7b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "x_1 = euler_backward(x_0, h, dFdt) = [0.6792355369698221, -1.061626264511185]\n"
     ]
    },
    {
     "data": {
      "image/png": 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\" />"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "using LinearAlgebra\n",
    "\n",
    "# Backward euler\n",
    "function euler_backward(x, h, dF)\n",
    "    # Fixed point iteration\n",
    "    x_n1 = x + h * dF(x)\n",
    "    x_n2 = x + h * dF(x_n1)\n",
    "    # Note - this is a simple fixed point iteration - could we do this better?\n",
    "    tol = 1e-10\n",
    "    while (norm(x_n1 - x_n2) > tol)\n",
    "        x_n1 = x_n2\n",
    "        x_n2 = x + h * dF(x_n1)\n",
    "    end\n",
    "    return x_n1\n",
    "end\n",
    "\n",
    "# And take a single step\n",
    "h  = 1e-1\n",
    "@show x_1 = euler_backward(x_0, h, dFdt)\n",
    "\n",
    "# And plot\n",
    "x =  l * sin(θ_0)\n",
    "y = -l * cos(θ_0)\n",
    "plot([(0, 0), (x, y)],\n",
    "    xlims=[-l, l], ylims=[-l, l],\n",
    "    marker=:circle,\n",
    "    legend=:none, aspect_ratio=:equal)\n",
    "\n",
    "θ_1 = x_1[1]\n",
    "x =  l * sin(θ_1)\n",
    "y = -l * cos(θ_1)\n",
    "plot!([(0, 0), (x, y)], marker=:circle)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b60e5419-4a24-4c29-8be3-8bc7d92d599d",
   "metadata": {},
   "source": [
    "### Exploration\n",
    "\n",
    "Implement the $\\theta$ method."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a36c80e4-10c2-4b68-b30c-463a6615d6bb",
   "metadata": {
    "jp-MarkdownHeadingCollapsed": true
   },
   "source": [
    "## Building it out\n",
    "\n",
    "Ok, now it seems like we need two things right now.\n",
    "\n",
    "1) Something to take our time stepper (`euler_forward`) and our function (`dFdt`) and create a series of outputs.\n",
    "\n",
    "2) Something to automate and animate the plotting process.\n",
    "\n",
    "Let's start with 1).\n",
    "We'll make a basic function `run_simulation` to produce our values $\\theta$ and $v$ via our ODE and time stepper."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "5272a49b-c608-4742-965b-4d6243cce011",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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358.753,710.894 358.819,711.475 358.884,712.057 358.95,712.639 359.016,713.22 359.082,713.802 359.148,714.384 359.214,714.965 359.28,715.547 359.346,716.129 359.412,716.711 359.478,717.292 359.543,717.874 359.609,718.456 359.675,719.038 359.741,719.62 359.807,720.201 359.873,720.783 359.939,721.365 360.005,721.947 360.071,722.529 360.136,723.111 360.202,723.692 360.268,724.274 360.334,724.856 360.4,725.438 360.466,726.02 360.532,726.602 360.598,727.184 360.664,727.766 360.73,728.348 360.795,728.929 360.861,729.511 360.927,730.093 360.993,730.675 361.059,731.257 361.125,731.839 361.191,732.421 361.257,733.003 361.323,733.585 361.389,734.167 361.454,734.748 361.52,735.33 361.586,735.912 361.652,736.494 361.718,737.076 361.784,737.658 361.85,738.24 361.916,738.821 361.982,739.403 362.048,739.985 362.113,740.567 362.179,741.149 362.245,741.731 362.311,742.312 362.377,742.894 362.443,743.476 362.509,744.058 362.575,744.639 362.641,745.221 362.706,745.803 362.772,746.384 362.838,746.966 362.904,747.548 362.97,748.129 363.036,748.711 363.102,749.293 363.168,749.874 363.234,750.456 363.3,751.037 363.365,751.619 363.431,752.2 363.497,752.782 363.563,753.363 363.629,753.945 363.695,754.526 363.761,755.108 363.827,755.689 363.893,756.27 363.959,756.852 364.024,757.433 364.09,758.014 364.156,758.595 364.222,759.177 364.288,759.758 364.354,760.339 364.42,760.92 364.486,761.501 364.552,762.082 364.618,762.663 364.683,763.244 364.749,763.825 364.815,764.406 364.881,764.987 364.947,765.568 365.013,766.149 365.079,766.73 365.145,767.31 365.211,767.891 365.277,768.472 365.342,769.052 365.408,769.633 365.474,770.214 365.54,770.794 365.606,771.375 365.672,771.955 365.738,772.535 365.804,773.116 365.87,773.696 365.935,774.276 366.001,774.857 366.067,775.437 366.133,776.017 366.199,776.597 366.265,777.177 366.331,777.757 366.397,778.337 366.463,778.917 366.529,779.497 366.594,780.077 366.66,780.657 366.726,781.236 366.792,781.816 366.858,782.396 366.924,782.975 366.99,783.555 367.056,784.134 367.122,784.714 367.188,785.293 367.253,785.872 367.319,786.451 367.385,787.031 367.451,787.61 367.517,788.189 367.583,788.768 367.649,789.347 367.715,789.926 367.781,790.505 367.847,791.084 367.912,791.662 367.978,792.241 368.044,792.82 368.11,793.398 368.176,793.977 368.242,794.555 368.308,795.133 368.374,795.712 368.44,796.29 368.506,796.868 368.571,797.446 368.637,798.024 368.703,798.602 368.769,799.18 368.835,799.758 368.901,800.336 368.967,800.914 369.033,801.491 369.099,802.069 369.164,802.646 369.23,803.224 369.296,803.801 369.362,804.378 369.428,804.956 369.494,805.533 369.56,806.11 369.626,806.687 369.692,807.264 369.758,807.84 369.823,808.417 369.889,808.994 369.955,809.571 370.021,810.147 370.087,810.724 370.153,811.3 370.219,811.876 370.285,812.452 370.351,813.029 370.417,813.605 370.482,814.181 370.548,814.757 370.614,815.332 370.68,815.908 370.746,816.484 370.812,817.059 370.878,817.635 370.944,818.21 371.01,818.785 371.076,819.361 371.141,819.936 371.207,820.511 371.273,821.086 371.339,821.661 371.405,822.235 371.471,822.81 371.537,823.385 371.603,823.959 371.669,824.534 371.735,825.108 371.8,825.682 371.866,826.256 371.932,826.83 371.998,827.404 372.064,827.978 372.13,828.552 372.196,829.126 372.262,829.699 372.328,830.273 372.393,830.846 372.459,831.419 372.525,831.993 372.591,832.566 372.657,833.139 372.723,833.712 372.789,834.284 372.855,834.857 372.921,835.43 372.987,836.002 373.052,836.574 373.118,837.147 373.184,837.719 373.25,838.291 373.316,838.863 373.382,839.435 373.448,840.006 373.514,840.578 373.58,841.15 373.646,841.721 373.711,842.292 373.777,842.864 373.843,843.435 373.909,844.006 373.975,844.576 374.041,845.147 374.107,845.718 374.173,846.288 374.239,846.859 374.305,847.429 374.37,847.999 374.436,848.569 374.502,849.139 374.568,849.709 374.634,850.279 374.7,850.849 374.766,851.418 374.832,851.988 374.898,852.557 374.964,853.126 375.029,853.695 375.095,854.264 375.161,854.833 375.227,855.401 375.293,855.97 375.359,856.538 375.425,857.107 375.491,857.675 375.557,858.243 375.622,858.811 375.688,859.379 375.754,859.946 375.82,860.514 375.886,861.081 375.952,861.649 376.018,862.216 376.084,862.783 376.15,863.35 376.216,863.916 376.281,864.483 376.347,865.05 376.413,865.616 376.479,866.182 376.545,866.748 376.611,867.314 376.677,867.88 376.743,868.446 376.809,869.012 376.875,869.577 376.94,870.143 377.006,870.708 377.072,871.273 377.138,871.838 377.204,872.403 377.27,872.967 377.336,873.532 377.402,874.096 377.468,874.66 377.534,875.224 377.599,875.788 377.665,876.352 377.731,876.916 377.797,877.479 377.863,878.043 377.929,878.606 377.995,879.169 378.061,879.732 378.127,880.295 378.192,880.858 378.258,881.42 378.324,881.983 378.39,882.545 378.456,883.107 378.522,883.669 378.588,884.231 378.654,884.792 378.72,885.354 378.786,885.915 378.851,886.476 378.917,887.037 378.983,887.598 379.049,888.159 379.115,888.72 379.181,889.28 379.247,889.84 379.313,890.401 379.379,890.961 379.445,891.52 379.51,892.08 379.576,892.64 379.642,893.199 379.708,893.758 379.774,894.317 379.84,894.876 379.906,895.435 379.972,895.993 380.038,896.552 380.104,897.11 380.169,897.668 380.235,898.226 380.301,898.784 380.367,899.341 380.433,899.899 380.499,900.456 380.565,901.013 380.631,901.57 380.697,902.127 380.763,902.684 380.828,903.24 380.894,903.796 380.96,904.353 381.026,904.909 381.092,905.464 381.158,906.02 381.224,906.575 381.29,907.131 381.356,907.686 381.421,908.241 381.487,908.796 381.553,909.35 381.619,909.905 381.685,910.459 381.751,911.013 381.817,911.567 381.883,912.121 381.949,912.674 382.015,913.228 382.08,913.781 382.146,914.334 382.212,914.887 382.278,915.439 382.344,915.992 382.41,916.544 382.476,917.096 382.542,917.648 382.608,918.2 382.674,918.752 382.739,919.303 382.805,919.855 382.871,920.406 382.937,920.957 383.003,921.507 383.069,922.058 383.135,922.608 383.201,923.158 383.267,923.708 383.333,924.258 383.398,924.808 383.464,925.357 383.53,925.906 383.596,926.456 383.662,927.004 383.728,927.553 383.794,928.102 383.86,928.65 383.926,929.198 383.992,929.746 384.057,930.294 384.123,930.841 384.189,931.389 384.255,931.936 384.321,932.483 384.387,933.03 384.453,933.576 384.519,934.123 384.585,934.669 384.65,935.215 384.716,935.761 384.782,936.306 384.848,936.852 384.914,937.397 384.98,937.942 385.046,938.487 385.112,939.031 385.178,939.576 385.244,940.12 385.309,940.664 385.375,941.208 385.441,941.752 385.507,942.295 385.573,942.838 385.639,943.381 385.705,943.924 385.771,944.467 385.837,945.009 385.903,945.551 385.968,946.094 386.034,946.635 386.1,947.177 386.166,947.718 386.232,948.26 386.298,948.801 386.364,949.341 386.43,949.882 386.496,950.422 386.562,950.963 386.627,951.502 386.693,952.042 386.759,952.582 386.825,953.121 386.891,953.66 386.957,954.199 387.023,954.738 387.089,955.276 387.155,955.815 387.221,956.353 387.286,956.891 387.352,957.428 387.418,957.966 387.484,958.503 387.55,959.04 387.616,959.577 387.682,960.113 387.748,960.649 387.814,961.186 387.879,961.722 387.945,962.257 388.011,962.793 388.077,963.328 388.143,963.863 388.209,964.398 388.275,964.932 388.341,965.467 388.407,966.001 388.473,966.535 388.538,967.069 388.604,967.602 388.67,968.135 388.736,968.668 388.802,969.201 388.868,969.734 388.934,970.266 389,970.798 389.066,971.33 389.132,971.862 389.197,972.393 389.263,972.925 389.329,973.456 389.395,973.986 389.461,974.517 389.527,975.047 389.593,975.577 389.659,976.107 389.725,976.637 389.791,977.166 389.856,977.695 389.922,978.224 389.988,978.753 390.054,979.282 390.12,979.81 390.186,980.338 390.252,980.866 390.318,981.393 390.384,981.921 390.449,982.448 390.515,982.974 390.581,983.501 390.647,984.027 390.713,984.554 390.779,985.079 390.845,985.605 390.911,986.131 390.977,986.656 391.043,987.181 391.108,987.705 391.174,988.23 391.24,988.754 391.306,989.278 391.372,989.802 391.438,990.325 391.504,990.849 391.57,991.372 391.636,991.894 391.702,992.417 391.767,992.939 391.833,993.461 391.899,993.983 391.965,994.504 392.031,995.026 392.097,995.547 392.163,996.068 392.229,996.588 392.295,997.109 392.361,997.629 392.426,998.148 392.492,998.668 392.558,999.187 392.624,999.706 392.69,1000.23 392.756,1000.74 392.822,1001.26 392.888,1001.78 392.954,1002.3 393.02,1002.82 393.085,1003.33 393.151,1003.85 393.217,1004.37 393.283,1004.88 393.349,1005.4 393.415,1005.92 393.481,1006.43 393.547,1006.95 393.613,1007.46 393.678,1007.98 393.744,1008.49 393.81,1009.01 393.876,1009.52 393.942,1010.03 394.008,1010.55 394.074,1011.06 394.14,1011.58 394.206,1012.09 394.272,1012.6 394.337,1013.11 394.403,1013.63 394.469,1014.14 394.535,1014.65 394.601,1015.16 394.667,1015.67 394.733,1016.18 394.799,1016.69 394.865,1017.2 394.931,1017.71 394.996,1018.22 395.062,1018.73 395.128,1019.24 395.194,1019.75 395.26,1020.26 395.326,1020.77 395.392,1021.28 395.458,1021.78 395.524,1022.29 395.59,1022.8 395.655,1023.31 395.721,1023.81 395.787,1024.32 395.853,1024.83 395.919,1025.33 395.985,1025.84 396.051,1026.34 396.117,1026.85 396.183,1027.35 396.249,1027.86 396.314,1028.36 396.38,1028.87 396.446,1029.37 396.512,1029.88 396.578,1030.38 396.644,1030.88 396.71,1031.38 396.776,1031.89 396.842,1032.39 396.907,1032.89 396.973,1033.39 397.039,1033.89 397.105,1034.4 397.171,1034.9 397.237,1035.4 397.303,1035.9 397.369,1036.4 397.435,1036.9 397.501,1037.4 397.566,1037.9 397.632,1038.39 397.698,1038.89 397.764,1039.39 397.83,1039.89 397.896,1040.39 397.962,1040.88 398.028,1041.38 398.094,1041.88 398.16,1042.38 398.225,1042.87 398.291,1043.37 398.357,1043.86 398.423,1044.36 398.489,1044.85 398.555,1045.35 398.621,1045.84 398.687,1046.34 398.753,1046.83 398.819,1047.33 398.884,1047.82 398.95,1048.31 399.016,1048.81 399.082,1049.3 399.148,1049.79 399.214,1050.28 399.28,1050.78 399.346,1051.27 399.412,1051.76 399.478,1052.25 399.543,1052.74 399.609,1053.23 399.675,1053.72 399.741,1054.21 399.807,1054.7 399.873,1055.19 399.939,1055.68 400.005,1056.17 400.071,1056.65 400.136,1057.14 400.202,1057.63 400.268,1058.12 400.334,1058.6 400.4,1059.09 400.466,1059.58 400.532,1060.06 400.598,1060.55 400.664,1061.04 400.73,1061.52 400.795,1062.01 400.861,1062.49 400.927,1062.97 400.993,1063.46 401.059,1063.94 401.125,1064.43 401.191,1064.91 401.257,1065.39 401.323,1065.87 401.389,1066.36 401.454,1066.84 401.52,1067.32 401.586,1067.8 401.652,1068.28 401.718,1068.76 401.784,1069.24 401.85,1069.72 401.916,1070.2 401.982,1070.68 402.048,1071.16 402.113,1071.64 402.179,1072.12 402.245,1072.6 402.311,1073.08 402.377,1073.56 402.443,1074.03 402.509,1074.51 402.575,1074.99 402.641,1075.46 402.706,1075.94 402.772,1076.42 402.838,1076.89 402.904,1077.37 402.97,1077.84 403.036,1078.32 403.102,1078.79 403.168,1079.26 403.234,1079.74 403.3,1080.21 403.365,1080.68 403.431,1081.16 403.497,1081.63 403.563,1082.1 403.629,1082.57 403.695,1083.05 403.761,1083.52 403.827,1083.99 403.893,1084.46 403.959,1084.93 404.024,1085.4 404.09,1085.87 404.156,1086.34 404.222,1086.81 404.288,1087.28 404.354,1087.74 404.42,1088.21 404.486,1088.68 404.552,1089.15 404.618,1089.61 404.683,1090.08 404.749,1090.55 404.815,1091.01 404.881,1091.48 404.947,1091.94 405.013,1092.41 405.079,1092.88 405.145,1093.34 405.211,1093.8 405.277,1094.27 405.342,1094.73 405.408,1095.19 405.474,1095.66 405.54,1096.12 405.606,1096.58 405.672,1097.04 405.738,1097.51 405.804,1097.97 405.87,1098.43 405.935,1098.89 406.001,1099.35 406.067,1099.81 406.133,1100.27 406.199,1100.73 406.265,1101.19 406.331,1101.65 406.397,1102.11 406.463,1102.56 406.529,1103.02 406.594,1103.48 406.66,1103.94 406.726,1104.39 406.792,1104.85 406.858,1105.3 406.924,1105.76 406.99,1106.22 407.056,1106.67 407.122,1107.13 407.188,1107.58 407.253,1108.03 407.319,1108.49 407.385,1108.94 407.451,1109.39 407.517,1109.85 407.583,1110.3 407.649,1110.75 407.715,1111.2 407.781,1111.66 407.847,1112.11 407.912,1112.56 407.978,1113.01 408.044,1113.46 408.11,1113.91 408.176,1114.36 408.242,1114.81 408.308,1115.26 408.374,1115.7 408.44,1116.15 408.506,1116.6 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412.723,1144.55 412.789,1144.97 412.855,1145.4 412.921,1145.82 412.987,1146.24 413.052,1146.67 413.118,1147.09 413.184,1147.52 413.25,1147.94 413.316,1148.36 413.382,1148.78 413.448,1149.2 413.514,1149.63 413.58,1150.05 413.646,1150.47 413.711,1150.89 413.777,1151.31 413.843,1151.73 413.909,1152.15 413.975,1152.57 414.041,1152.98 414.107,1153.4 414.173,1153.82 414.239,1154.24 414.305,1154.65 414.37,1155.07 414.436,1155.49 414.502,1155.9 414.568,1156.32 414.634,1156.73 414.7,1157.15 414.766,1157.56 414.832,1157.98 414.898,1158.39 414.964,1158.81 415.029,1159.22 415.095,1159.63 415.161,1160.04 415.227,1160.46 415.293,1160.87 415.359,1161.28 415.425,1161.69 415.491,1162.1 415.557,1162.51 415.622,1162.92 415.688,1163.33 415.754,1163.74 415.82,1164.15 415.886,1164.56 415.952,1164.96 416.018,1165.37 416.084,1165.78 416.15,1166.19 416.216,1166.59 416.281,1167 416.347,1167.4 416.413,1167.81 416.479,1168.21 416.545,1168.62 416.611,1169.02 416.677,1169.43 416.743,1169.83 416.809,1170.23 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1334.5,956.154 1334.57,956.695 1334.63,957.236 1334.7,957.777 1334.77,958.317 1334.83,958.857 1334.9,959.398 1334.96,959.938 1335.03,960.477 1335.1,961.017 1335.16,961.556 1335.23,962.095 1335.29,962.634 1335.36,963.172 1335.42,963.711 1335.49,964.249 1335.56,964.787 1335.62,965.325 1335.69,965.862 1335.75,966.399 1335.82,966.937 1335.89,967.473 1335.95,968.01 1336.02,968.546 1336.08,969.083 1336.15,969.619 1336.22,970.154 1336.28,970.69 1336.35,971.225 1336.41,971.76 1336.48,972.295 1336.55,972.829 1336.61,973.364 1336.68,973.898 1336.74,974.432 1336.81,974.966 1336.87,975.499 1336.94,976.032 1337.01,976.565 1337.07,977.098 1337.14,977.631 1337.2,978.163 1337.27,978.695 1337.34,979.227 1337.4,979.758 1337.47,980.29 1337.53,980.821 1337.6,981.352 1337.67,981.882 1337.73,982.413 1337.8,982.943 1337.86,983.473 1337.93,984.003 1337.99,984.532 1338.06,985.061 1338.13,985.59 1338.19,986.119 1338.26,986.648 1338.32,987.176 1338.39,987.704 1338.46,988.232 1338.52,988.76 1338.59,989.287 1338.65,989.814 1338.72,990.341 1338.79,990.867 1338.85,991.394 1338.92,991.92 1338.98,992.446 1339.05,992.971 1339.12,993.497 1339.18,994.022 1339.25,994.547 1339.31,995.072 1339.38,995.596 1339.44,996.12 1339.51,996.644 1339.58,997.168 1339.64,997.691 1339.71,998.214 1339.77,998.737 1339.84,999.26 1339.91,999.782 1339.97,1000.3 1340.04,1000.83 1340.1,1001.35 1340.17,1001.87 1340.24,1002.39 1340.3,1002.91 1340.37,1003.43 1340.43,1003.95 1340.5,1004.47 1340.56,1004.99 1340.63,1005.51 1340.7,1006.03 1340.76,1006.55 1340.83,1007.07 1340.89,1007.59 1340.96,1008.11 1341.03,1008.63 1341.09,1009.14 1341.16,1009.66 1341.22,1010.18 1341.29,1010.69 1341.36,1011.21 1341.42,1011.73 1341.49,1012.24 1341.55,1012.76 1341.62,1013.28 1341.69,1013.79 1341.75,1014.31 1341.82,1014.82 1341.88,1015.34 1341.95,1015.85 1342.01,1016.37 1342.08,1016.88 1342.15,1017.39 1342.21,1017.91 1342.28,1018.42 1342.34,1018.93 1342.41,1019.45 1342.48,1019.96 1342.54,1020.47 1342.61,1020.98 1342.67,1021.49 1342.74,1022 1342.81,1022.52 1342.87,1023.03 1342.94,1023.54 1343,1024.05 1343.07,1024.56 1343.13,1025.07 1343.2,1025.58 1343.27,1026.09 1343.33,1026.59 1343.4,1027.1 1343.46,1027.61 1343.53,1028.12 1343.6,1028.63 1343.66,1029.13 1343.73,1029.64 1343.79,1030.15 1343.86,1030.66 1343.93,1031.16 1343.99,1031.67 1344.06,1032.17 1344.12,1032.68 1344.19,1033.18 1344.26,1033.69 1344.32,1034.19 1344.39,1034.7 1344.45,1035.2 1344.52,1035.71 1344.58,1036.21 1344.65,1036.71 1344.72,1037.22 1344.78,1037.72 1344.85,1038.22 1344.91,1038.73 1344.98,1039.23 1345.05,1039.73 1345.11,1040.23 1345.18,1040.73 1345.24,1041.23 1345.31,1041.73 1345.38,1042.23 1345.44,1042.73 1345.51,1043.23 1345.57,1043.73 1345.64,1044.23 1345.7,1044.73 1345.77,1045.23 1345.84,1045.73 1345.9,1046.22 1345.97,1046.72 1346.03,1047.22 1346.1,1047.72 1346.17,1048.21 1346.23,1048.71 1346.3,1049.21 1346.36,1049.7 1346.43,1050.2 1346.5,1050.69 1346.56,1051.19 1346.63,1051.68 1346.69,1052.18 1346.76,1052.67 1346.83,1053.17 1346.89,1053.66 1346.96,1054.15 1347.02,1054.65 1347.09,1055.14 1347.15,1055.63 1347.22,1056.12 1347.29,1056.62 1347.35,1057.11 1347.42,1057.6 1347.48,1058.09 1347.55,1058.58 1347.62,1059.07 1347.68,1059.56 1347.75,1060.05 1347.81,1060.54 1347.88,1061.03 1347.95,1061.52 1348.01,1062.01 1348.08,1062.5 1348.14,1062.98 1348.21,1063.47 1348.27,1063.96 1348.34,1064.45 1348.41,1064.93 1348.47,1065.42 1348.54,1065.91 1348.6,1066.39 1348.67,1066.88 1348.74,1067.36 1348.8,1067.85 1348.87,1068.33 1348.93,1068.82 1349,1069.3 1349.07,1069.79 1349.13,1070.27 1349.2,1070.75 1349.26,1071.23 1349.33,1071.72 1349.4,1072.2 1349.46,1072.68 1349.53,1073.16 1349.59,1073.64 1349.66,1074.13 1349.72,1074.61 1349.79,1075.09 1349.86,1075.57 1349.92,1076.05 1349.99,1076.53 1350.05,1077.01 1350.12,1077.48 1350.19,1077.96 1350.25,1078.44 1350.32,1078.92 1350.38,1079.4 1350.45,1079.87 1350.52,1080.35 1350.58,1080.83 1350.65,1081.3 1350.71,1081.78 1350.78,1082.26 1350.84,1082.73 1350.91,1083.21 1350.98,1083.68 1351.04,1084.16 1351.11,1084.63 1351.17,1085.1 1351.24,1085.58 1351.31,1086.05 1351.37,1086.52 1351.44,1087 1351.5,1087.47 1351.57,1087.94 1351.64,1088.41 1351.7,1088.88 1351.77,1089.36 1351.83,1089.83 1351.9,1090.3 1351.97,1090.77 1352.03,1091.24 1352.1,1091.71 1352.16,1092.18 1352.23,1092.64 1352.29,1093.11 1352.36,1093.58 1352.43,1094.05 1352.49,1094.52 1352.56,1094.98 1352.62,1095.45 1352.69,1095.92 1352.76,1096.38 1352.82,1096.85 1352.89,1097.31 1352.95,1097.78 1353.02,1098.25 1353.09,1098.71 1353.15,1099.17 1353.22,1099.64 1353.28,1100.1 1353.35,1100.57 1353.41,1101.03 1353.48,1101.49 1353.55,1101.95 1353.61,1102.42 1353.68,1102.88 1353.74,1103.34 1353.81,1103.8 1353.88,1104.26 1353.94,1104.72 1354.01,1105.18 1354.07,1105.64 1354.14,1106.1 1354.21,1106.56 1354.27,1107.02 1354.34,1107.48 1354.4,1107.93 1354.47,1108.39 1354.54,1108.85 1354.6,1109.31 1354.67,1109.76 1354.73,1110.22 1354.8,1110.68 1354.86,1111.13 1354.93,1111.59 1355,1112.04 1355.06,1112.5 1355.13,1112.95 1355.19,1113.41 1355.26,1113.86 1355.33,1114.31 1355.39,1114.77 1355.46,1115.22 1355.52,1115.67 1355.59,1116.12 1355.66,1116.57 1355.72,1117.03 1355.79,1117.48 1355.85,1117.93 1355.92,1118.38 1355.98,1118.83 1356.05,1119.28 1356.12,1119.73 1356.18,1120.18 1356.25,1120.62 1356.31,1121.07 1356.38,1121.52 1356.45,1121.97 1356.51,1122.42 1356.58,1122.86 1356.64,1123.31 1356.71,1123.76 1356.78,1124.2 1356.84,1124.65 1356.91,1125.09 1356.97,1125.54 1357.04,1125.98 1357.11,1126.43 1357.17,1126.87 1357.24,1127.31 1357.3,1127.76 1357.37,1128.2 1357.43,1128.64 1357.5,1129.09 1357.57,1129.53 1357.63,1129.97 1357.7,1130.41 1357.76,1130.85 1357.83,1131.29 1357.9,1131.73 1357.96,1132.17 1358.03,1132.61 1358.09,1133.05 1358.16,1133.49 1358.23,1133.93 1358.29,1134.36 1358.36,1134.8 1358.42,1135.24 1358.49,1135.68 1358.55,1136.11 1358.62,1136.55 1358.69,1136.99 1358.75,1137.42 1358.82,1137.86 1358.88,1138.29 1358.95,1138.73 1359.02,1139.16 1359.08,1139.59 1359.15,1140.03 1359.21,1140.46 1359.28,1140.89 1359.35,1141.33 1359.41,1141.76 1359.48,1142.19 1359.54,1142.62 1359.61,1143.05 1359.68,1143.48 1359.74,1143.91 1359.81,1144.34 1359.87,1144.77 1359.94,1145.2 1360,1145.63 1360.07,1146.06 1360.14,1146.49 1360.2,1146.92 1360.27,1147.34 1360.33,1147.77 1360.4,1148.2 1360.47,1148.62 1360.53,1149.05 1360.6,1149.47 1360.66,1149.9 1360.73,1150.33 1360.8,1150.75 1360.86,1151.17 1360.93,1151.6 1360.99,1152.02 1361.06,1152.44 1361.12,1152.87 1361.19,1153.29 1361.26,1153.71 1361.32,1154.13 1361.39,1154.56 1361.45,1154.98 1361.52,1155.4 1361.59,1155.82 1361.65,1156.24 1361.72,1156.66 1361.78,1157.08 1361.85,1157.49 1361.92,1157.91 1361.98,1158.33 1362.05,1158.75 1362.11,1159.17 1362.18,1159.58 1362.25,1160 1362.31,1160.42 1362.38,1160.83 1362.44,1161.25 1362.51,1161.66 1362.57,1162.08 1362.64,1162.49 1362.71,1162.91 1362.77,1163.32 1362.84,1163.73 1362.9,1164.15 1362.97,1164.56 1363.04,1164.97 1363.1,1165.38 1363.17,1165.8 1363.23,1166.21 1363.3,1166.62 1363.37,1167.03 1363.43,1167.44 1363.5,1167.85 1363.56,1168.26 1363.63,1168.67 1363.69,1169.07 1363.76,1169.48 1363.83,1169.89 1363.89,1170.3 1363.96,1170.71 1364.02,1171.11 1364.09,1171.52 1364.16,1171.92 1364.22,1172.33 1364.29,1172.74 1364.35,1173.14 1364.42,1173.55 1364.49,1173.95 1364.55,1174.35 1364.62,1174.76 1364.68,1175.16 1364.75,1175.56 1364.82,1175.96 1364.88,1176.37 1364.95,1176.77 1365.01,1177.17 1365.08,1177.57 1365.14,1177.97 1365.21,1178.37 1365.28,1178.77 1365.34,1179.17 1365.41,1179.57 1365.47,1179.97 1365.54,1180.37 1365.61,1180.76 1365.67,1181.16 1365.74,1181.56 1365.8,1181.95 1365.87,1182.35 1365.94,1182.75 1366,1183.14 1366.07,1183.54 1366.13,1183.93 1366.2,1184.33 1366.26,1184.72 1366.33,1185.11 1366.4,1185.51 1366.46,1185.9 1366.53,1186.29 1366.59,1186.69 1366.66,1187.08 1366.73,1187.47 1366.79,1187.86 1366.86,1188.25 1366.92,1188.64 1366.99,1189.03 1367.06,1189.42 1367.12,1189.81 1367.19,1190.2 1367.25,1190.59 1367.32,1190.97 1367.39,1191.36 1367.45,1191.75 1367.52,1192.14 1367.58,1192.52 1367.65,1192.91 1367.71,1193.29 1367.78,1193.68 1367.85,1194.06 1367.91,1194.45 1367.98,1194.83 1368.04,1195.22 1368.11,1195.6 1368.18,1195.98 1368.24,1196.37 1368.31,1196.75 1368.37,1197.13 1368.44,1197.51 1368.51,1197.89 1368.57,1198.27 1368.64,1198.65 1368.7,1199.03 1368.77,1199.41 1368.83,1199.79 1368.9,1200.17 1368.97,1200.55 1369.03,1200.93 1369.1,1201.3 1369.16,1201.68 1369.23,1202.06 1369.3,1202.43 1369.36,1202.81 1369.43,1203.19 1369.49,1203.56 1369.56,1203.94 1369.63,1204.31 1369.69,1204.69 1369.76,1205.06 1369.82,1205.43 1369.89,1205.81 1369.96,1206.18 1370.02,1206.55 1370.09,1206.92 1370.15,1207.29 1370.22,1207.66 1370.28,1208.04 1370.35,1208.41 1370.42,1208.78 1370.48,1209.14 1370.55,1209.51 1370.61,1209.88 1370.68,1210.25 1370.75,1210.62 1370.81,1210.99 1370.88,1211.35 1370.94,1211.72 1371.01,1212.09 1371.08,1212.45 1371.14,1212.82 1371.21,1213.18 1371.27,1213.55 1371.34,1213.91 1371.41,1214.28 1371.47,1214.64 1371.54,1215 1371.6,1215.37 1371.67,1215.73 1371.73,1216.09 1371.8,1216.45 1371.87,1216.81 1371.93,1217.17 1372,1217.53 1372.06,1217.89 1372.13,1218.25 1372.2,1218.61 1372.26,1218.97 1372.33,1219.33 1372.39,1219.69 1372.46,1220.05 1372.53,1220.4 1372.59,1220.76 1372.66,1221.12 1372.72,1221.47 1372.79,1221.83 1372.85,1222.18 1372.92,1222.54 1372.99,1222.89 1373.05,1223.25 1373.12,1223.6 1373.18,1223.95 1373.25,1224.31 1373.32,1224.66 1373.38,1225.01 1373.45,1225.36 1373.51,1225.71 1373.58,1226.06 1373.65,1226.42 1373.71,1226.77 1373.78,1227.12 1373.84,1227.46 1373.91,1227.81 1373.98,1228.16 1374.04,1228.51 1374.11,1228.86 1374.17,1229.2 1374.24,1229.55 1374.3,1229.9 1374.37,1230.24 1374.44,1230.59 1374.5,1230.94 1374.57,1231.28 1374.63,1231.62 1374.7,1231.97 1374.77,1232.31 1374.83,1232.66 1374.9,1233 1374.96,1233.34 1375.03,1233.68 1375.1,1234.02 1375.16,1234.37 1375.23,1234.71 1375.29,1235.05 1375.36,1235.39 1375.42,1235.73 1375.49,1236.07 1375.56,1236.41 1375.62,1236.74 1375.69,1237.08 1375.75,1237.42 1375.82,1237.76 1375.89,1238.09 1375.95,1238.43 1376.02,1238.77 1376.08,1239.1 1376.15,1239.44 1376.22,1239.77 1376.28,1240.11 1376.35,1240.44 1376.41,1240.77 1376.48,1241.11 1376.55,1241.44 1376.61,1241.77 1376.68,1242.1 1376.74,1242.44 1376.81,1242.77 1376.87,1243.1 1376.94,1243.43 1377.01,1243.76 1377.07,1244.09 1377.14,1244.42 1377.2,1244.74 1377.27,1245.07 1377.34,1245.4 1377.4,1245.73 1377.47,1246.06 1377.53,1246.38 1377.6,1246.71 1377.67,1247.03 1377.73,1247.36 1377.8,1247.69 1377.86,1248.01 1377.93,1248.33 1377.99,1248.66 1378.06,1248.98 1378.13,1249.3 1378.19,1249.63 1378.26,1249.95 1378.32,1250.27 1378.39,1250.59 1378.46,1250.91 1378.52,1251.23 1378.59,1251.55 1378.65,1251.87 1378.72,1252.19 1378.79,1252.51 1378.85,1252.83 1378.92,1253.15 1378.98,1253.47 1379.05,1253.78 1379.12,1254.1 1379.18,1254.42 1379.25,1254.73 1379.31,1255.05 1379.38,1255.36 1379.44,1255.68 1379.51,1255.99 1379.58,1256.31 1379.64,1256.62 1379.71,1256.93 1379.77,1257.25 1379.84,1257.56 1379.91,1257.87 1379.97,1258.18 1380.04,1258.49 1380.1,1258.8 1380.17,1259.11 1380.24,1259.42 1380.3,1259.73 1380.37,1260.04 1380.43,1260.35 1380.5,1260.66 1380.56,1260.97 1380.63,1261.27 1380.7,1261.58 1380.76,1261.89 1380.83,1262.19 1380.89,1262.5 1380.96,1262.8 1381.03,1263.11 1381.09,1263.41 1381.16,1263.72 1381.22,1264.02 1381.29,1264.32 1381.36,1264.63 1381.42,1264.93 1381.49,1265.23 1381.55,1265.53 1381.62,1265.83 1381.69,1266.13 1381.75,1266.43 1381.82,1266.73 1381.88,1267.03 1381.95,1267.33 1382.01,1267.63 1382.08,1267.93 1382.15,1268.23 1382.21,1268.52 1382.28,1268.82 1382.34,1269.12 1382.41,1269.41 1382.48,1269.71 1382.54,1270.01 1382.61,1270.3 1382.67,1270.59 1382.74,1270.89 1382.81,1271.18 1382.87,1271.48 1382.94,1271.77 1383,1272.06 1383.07,1272.35 1383.13,1272.64 1383.2,1272.94 1383.27,1273.23 1383.33,1273.52 1383.4,1273.81 1383.46,1274.1 1383.53,1274.38 1383.6,1274.67 1383.66,1274.96 1383.73,1275.25 1383.79,1275.54 1383.86,1275.82 1383.93,1276.11 1383.99,1276.4 1384.06,1276.68 1384.12,1276.97 1384.19,1277.25 1384.26,1277.54 1384.32,1277.82 1384.39,1278.1 1384.45,1278.39 1384.52,1278.67 1384.58,1278.95 1384.65,1279.23 1384.72,1279.51 1384.78,1279.8 1384.85,1280.08 1384.91,1280.36 1384.98,1280.64 1385.05,1280.92 1385.11,1281.19 1385.18,1281.47 1385.24,1281.75 1385.31,1282.03 1385.38,1282.31 1385.44,1282.58 1385.51,1282.86 1385.57,1283.13 1385.64,1283.41 1385.7,1283.69 1385.77,1283.96 1385.84,1284.23 1385.9,1284.51 1385.97,1284.78 1386.03,1285.05 1386.1,1285.33 1386.17,1285.6 1386.23,1285.87 1386.3,1286.14 1386.36,1286.41 1386.43,1286.68 1386.5,1286.95 1386.56,1287.22 1386.63,1287.49 1386.69,1287.76 1386.76,1288.03 1386.83,1288.3 1386.89,1288.56 1386.96,1288.83 1387.02,1289.1 1387.09,1289.36 1387.15,1289.63 1387.22,1289.9 1387.29,1290.16 1387.35,1290.42 1387.42,1290.69 1387.48,1290.95 1387.55,1291.22 1387.62,1291.48 1387.68,1291.74 1387.75,1292 1387.81,1292.26 1387.88,1292.53 1387.95,1292.79 1388.01,1293.05 1388.08,1293.31 1388.14,1293.57 1388.21,1293.82 1388.27,1294.08 1388.34,1294.34 1388.41,1294.6 1388.47,1294.86 1388.54,1295.11 1388.6,1295.37 1388.67,1295.63 1388.74,1295.88 1388.8,1296.14 1388.87,1296.39 1388.93,1296.64 1389,1296.9 1389.07,1297.15 1389.13,1297.41 1389.2,1297.66 1389.26,1297.91 1389.33,1298.16 1389.4,1298.41 1389.46,1298.66 1389.53,1298.91 1389.59,1299.16 1389.66,1299.41 1389.72,1299.66 1389.79,1299.91 1389.86,1300.16 1389.92,1300.41 1389.99,1300.65 1390.05,1300.9 1390.12,1301.15 1390.19,1301.39 1390.25,1301.64 1390.32,1301.89 1390.38,1302.13 1390.45,1302.37 1390.52,1302.62 1390.58,1302.86 1390.65,1303.11 1390.71,1303.35 1390.78,1303.59 1390.84,1303.83 1390.91,1304.07 1390.98,1304.31 1391.04,1304.55 1391.11,1304.79 1391.17,1305.03 1391.24,1305.27 1391.31,1305.51 1391.37,1305.75 1391.44,1305.99 1391.5,1306.23 1391.57,1306.46 1391.64,1306.7 1391.7,1306.94 1391.77,1307.17 1391.83,1307.41 1391.9,1307.64 1391.97,1307.88 1392.03,1308.11 1392.1,1308.34 1392.16,1308.58 1392.23,1308.81 1392.29,1309.04 1392.36,1309.28 1392.43,1309.51 1392.49,1309.74 1392.56,1309.97 1392.62,1310.2 1392.69,1310.43 1392.76,1310.66 1392.82,1310.89 1392.89,1311.12 1392.95,1311.34 1393.02,1311.57 1393.09,1311.8 1393.15,1312.02 1393.22,1312.25 1393.28,1312.48 1393.35,1312.7 1393.41,1312.93 1393.48,1313.15 1393.55,1313.38 1393.61,1313.6 1393.68,1313.82 1393.74,1314.05 1393.81,1314.27 1393.88,1314.49 1393.94,1314.71 1394.01,1314.93 1394.07,1315.15 1394.14,1315.37 1394.21,1315.59 1394.27,1315.81 1394.34,1316.03 1394.4,1316.25 1394.47,1316.47 1394.54,1316.69 1394.6,1316.9 1394.67,1317.12 1394.73,1317.34 1394.8,1317.55 1394.86,1317.77 1394.93,1317.98 1395,1318.2 1395.06,1318.41 1395.13,1318.63 1395.19,1318.84 1395.26,1319.05 1395.33,1319.26 1395.39,1319.48 1395.46,1319.69 1395.52,1319.9 1395.59,1320.11 1395.66,1320.32 1395.72,1320.53 1395.79,1320.74 1395.85,1320.95 1395.92,1321.16 1395.98,1321.36 1396.05,1321.57 1396.12,1321.78 1396.18,1321.99 1396.25,1322.19 1396.31,1322.4 1396.38,1322.6 1396.45,1322.81 1396.51,1323.01 1396.58,1323.22 1396.64,1323.42 1396.71,1323.62 1396.78,1323.83 1396.84,1324.03 1396.91,1324.23 1396.97,1324.43 1397.04,1324.63 1397.11,1324.84 1397.17,1325.04 1397.24,1325.24 1397.3,1325.43 1397.37,1325.63 1397.43,1325.83 1397.5,1326.03 1397.57,1326.23 1397.63,1326.42 1397.7,1326.62 1397.76,1326.82 1397.83,1327.01 1397.9,1327.21 1397.96,1327.4 1398.03,1327.6 1398.09,1327.79 1398.16,1327.99 1398.23,1328.18 1398.29,1328.37 1398.36,1328.57 1398.42,1328.76 1398.49,1328.95 1398.55,1329.14 1398.62,1329.33 1398.69,1329.52 1398.75,1329.71 1398.82,1329.9 1398.88,1330.09 1398.95,1330.28 1399.02,1330.46 1399.08,1330.65 1399.15,1330.84 1399.21,1331.03 1399.28,1331.21 1399.35,1331.4 1399.41,1331.58 1399.48,1331.77 1399.54,1331.95 1399.61,1332.14 1399.68,1332.32 1399.74,1332.5 1399.81,1332.69 1399.87,1332.87 1399.94,1333.05 1400,1333.23 1400.07,1333.41 1400.14,1333.59 1400.2,1333.77 1400.27,1333.95 1400.33,1334.13 1400.4,1334.31 1400.47,1334.49 1400.53,1334.67 1400.6,1334.85 1400.66,1335.02 1400.73,1335.2 1400.8,1335.38 1400.86,1335.55 1400.93,1335.73 1400.99,1335.9 1401.06,1336.08 1401.12,1336.25 1401.19,1336.42 1401.26,1336.6 1401.32,1336.77 1401.39,1336.94 1401.45,1337.11 1401.52,1337.28 1401.59,1337.46 1401.65,1337.63 1401.72,1337.8 1401.78,1337.97 1401.85,1338.13 1401.92,1338.3 1401.98,1338.47 1402.05,1338.64 1402.11,1338.81 1402.18,1338.97 1402.25,1339.14 1402.31,1339.31 1402.38,1339.47 1402.44,1339.64 1402.51,1339.8 1402.57,1339.97 1402.64,1340.13 1402.71,1340.29 1402.77,1340.46 1402.84,1340.62 1402.9,1340.78 1402.97,1340.94 1403.04,1341.1 1403.1,1341.26 1403.17,1341.42 1403.23,1341.58 1403.3,1341.74 1403.37,1341.9 1403.43,1342.06 1403.5,1342.22 1403.56,1342.38 1403.63,1342.53 1403.69,1342.69 1403.76,1342.85 1403.83,1343 1403.89,1343.16 1403.96,1343.31 1404.02,1343.47 1404.09,1343.62 1404.16,1343.78 1404.22,1343.93 1404.29,1344.08 1404.35,1344.24 1404.42,1344.39 1404.49,1344.54 1404.55,1344.69 1404.62,1344.84 1404.68,1344.99 1404.75,1345.14 1404.82,1345.29 1404.88,1345.44 1404.95,1345.59 1405.01,1345.74 1405.08,1345.88 1405.14,1346.03 1405.21,1346.18 1405.28,1346.32 1405.34,1346.47 1405.41,1346.61 1405.47,1346.76 1405.54,1346.9 1405.61,1347.05 1405.67,1347.19 1405.74,1347.33 1405.8,1347.48 1405.87,1347.62 1405.94,1347.76 1406,1347.9 1406.07,1348.04 1406.13,1348.18 1406.2,1348.32 1406.26,1348.46 1406.33,1348.6 1406.4,1348.74 1406.46,1348.88 1406.53,1349.02 1406.59,1349.15 1406.66,1349.29 1406.73,1349.43 1406.79,1349.56 1406.86,1349.7 1406.92,1349.84 1406.99,1349.97 1407.06,1350.1 1407.12,1350.24 1407.19,1350.37 1407.25,1350.5 1407.32,1350.64 1407.39,1350.77 1407.45,1350.9 1407.52,1351.03 1407.58,1351.16 1407.65,1351.29 1407.71,1351.42 1407.78,1351.55 1407.85,1351.68 1407.91,1351.81 1407.98,1351.94 1408.04,1352.07 1408.11,1352.19 1408.18,1352.32 1408.24,1352.45 1408.31,1352.57 1408.37,1352.7 1408.44,1352.82 1408.51,1352.95 1408.57,1353.07 1408.64,1353.19 1408.7,1353.32 1408.77,1353.44 1408.83,1353.56 1408.9,1353.68 1408.97,1353.81 1409.03,1353.93 1409.1,1354.05 1409.16,1354.17 1409.23,1354.29 1409.3,1354.41 1409.36,1354.53 1409.43,1354.64 1409.49,1354.76 1409.56,1354.88 1409.63,1355 1409.69,1355.11 1409.76,1355.23 1409.82,1355.34 1409.89,1355.46 1409.96,1355.57 1410.02,1355.69 1410.09,1355.8 1410.15,1355.92 1410.22,1356.03 1410.28,1356.14 1410.35,1356.25 1410.42,1356.37 1410.48,1356.48 1410.55,1356.59 1410.61,1356.7 1410.68,1356.81 1410.75,1356.92 1410.81,1357.03 1410.88,1357.13 1410.94,1357.24 1411.01,1357.35 1411.08,1357.46 1411.14,1357.56 1411.21,1357.67 1411.27,1357.78 1411.34,1357.88 1411.41,1357.99 1411.47,1358.09 1411.54,1358.2 1411.6,1358.3 1411.67,1358.4 1411.73,1358.51 1411.8,1358.61 1411.87,1358.71 1411.93,1358.81 1412,1358.91 1412.06,1359.01 1412.13,1359.11 1412.2,1359.21 1412.26,1359.31 1412.33,1359.41 1412.39,1359.51 1412.46,1359.61 1412.53,1359.71 1412.59,1359.8 1412.66,1359.9 1412.72,1359.99 1412.79,1360.09 1412.85,1360.19 1412.92,1360.28 1412.99,1360.37 1413.05,1360.47 1413.12,1360.56 1413.18,1360.66 1413.25,1360.75 1413.32,1360.84 1413.38,1360.93 1413.45,1361.02 1413.51,1361.11 1413.58,1361.2 1413.65,1361.29 1413.71,1361.38 1413.78,1361.47 1413.84,1361.56 1413.91,1361.65 1413.98,1361.74 1414.04,1361.82 1414.11,1361.91 1414.17,1362 1414.24,1362.08 1414.3,1362.17 1414.37,1362.25 1414.44,1362.34 1414.5,1362.42 1414.57,1362.51 1414.63,1362.59 1414.7,1362.67 1414.77,1362.75 1414.83,1362.84 1414.9,1362.92 1414.96,1363 1415.03,1363.08 1415.1,1363.16 1415.16,1363.24 1415.23,1363.32 1415.29,1363.4 1415.36,1363.48 1415.42,1363.55 1415.49,1363.63 1415.56,1363.71 1415.62,1363.78 1415.69,1363.86 1415.75,1363.94 1415.82,1364.01 1415.89,1364.09 1415.95,1364.16 1416.02,1364.23 1416.08,1364.31 1416.15,1364.38 1416.22,1364.45 1416.28,1364.53 1416.35,1364.6 1416.41,1364.67 1416.48,1364.74 1416.55,1364.81 1416.61,1364.88 1416.68,1364.95 1416.74,1365.02 1416.81,1365.09 1416.87,1365.15 1416.94,1365.22 1417.01,1365.29 1417.07,1365.36 1417.14,1365.42 1417.2,1365.49 1417.27,1365.55 1417.34,1365.62 1417.4,1365.68 1417.47,1365.75 1417.53,1365.81 1417.6,1365.87 1417.67,1365.94 1417.73,1366 1417.8,1366.06 1417.86,1366.12 1417.93,1366.18 1417.99,1366.24 1418.06,1366.3 1418.13,1366.36 1418.19,1366.42 1418.26,1366.48 1418.32,1366.54 1418.39,1366.6 1418.46,1366.65 1418.52,1366.71 1418.59,1366.77 1418.65,1366.82 1418.72,1366.88 1418.79,1366.93 1418.85,1366.99 1418.92,1367.04 1418.98,1367.1 1419.05,1367.15 1419.12,1367.2 1419.18,1367.26 1419.25,1367.31 1419.31,1367.36 1419.38,1367.41 1419.44,1367.46 1419.51,1367.51 1419.58,1367.56 1419.64,1367.61 1419.71,1367.66 1419.77,1367.71 1419.84,1367.76 1419.91,1367.8 1419.97,1367.85 1420.04,1367.9 1420.1,1367.94 1420.17,1367.99 1420.24,1368.04 1420.3,1368.08 1420.37,1368.12 1420.43,1368.17 1420.5,1368.21 1420.56,1368.26 1420.63,1368.3 1420.7,1368.34 1420.76,1368.38 1420.83,1368.42 1420.89,1368.46 1420.96,1368.5 1421.03,1368.54 1421.09,1368.58 1421.16,1368.62 1421.22,1368.66 1421.29,1368.7 1421.36,1368.74 1421.42,1368.78 1421.49,1368.81 1421.55,1368.85 1421.62,1368.88 1421.69,1368.92 1421.75,1368.95 1421.82,1368.99 1421.88,1369.02 1421.95,1369.06 1422.01,1369.09 1422.08,1369.12 1422.15,1369.16 1422.21,1369.19 1422.28,1369.22 1422.34,1369.25 1422.41,1369.28 1422.48,1369.31 1422.54,1369.34 1422.61,1369.37 1422.67,1369.4 1422.74,1369.43 1422.81,1369.46 1422.87,1369.48 1422.94,1369.51 1423,1369.54 1423.07,1369.56 1423.13,1369.59 1423.2,1369.61 1423.27,1369.64 1423.33,1369.66 1423.4,1369.69 1423.46,1369.71 1423.53,1369.73 1423.6,1369.76 1423.66,1369.78 1423.73,1369.8 1423.79,1369.82 1423.86,1369.84 1423.93,1369.86 1423.99,1369.88 1424.06,1369.9 1424.12,1369.92 1424.19,1369.94 1424.26,1369.96 1424.32,1369.97 1424.39,1369.99 1424.45,1370.01 1424.52,1370.02 1424.58,1370.04 1424.65,1370.06 1424.72,1370.07 1424.78,1370.09 1424.85,1370.1 1424.91,1370.11 1424.98,1370.13 1425.05,1370.14 1425.11,1370.15 1425.18,1370.16 1425.24,1370.17 1425.31,1370.19 1425.38,1370.2 1425.44,1370.21 1425.51,1370.22 1425.57,1370.23 1425.64,1370.23 1425.7,1370.24 1425.77,1370.25 1425.84,1370.26 1425.9,1370.26 1425.97,1370.27 1426.03,1370.28 1426.1,1370.28 1426.17,1370.29 1426.23,1370.29 1426.3,1370.3 1426.36,1370.3 1426.43,1370.3 1426.5,1370.31 1426.56,1370.31 1426.63,1370.31 1426.69,1370.31 1426.76,1370.31 1426.83,1370.31 1426.89,1370.31 1426.96,1370.31 1427.02,1370.31 1427.09,1370.31 1427.15,1370.31 1427.22,1370.31 1427.29,1370.31 1427.35,1370.3 1427.42,1370.3 1427.48,1370.3 1427.55,1370.29 1427.62,1370.29 1427.68,1370.28 1427.75,1370.28 1427.81,1370.27 1427.88,1370.26 1427.95,1370.26 1428.01,1370.25 1428.08,1370.24 1428.14,1370.23 1428.21,1370.23 1428.27,1370.22 1428.34,1370.21 1428.41,1370.2 1428.47,1370.19 1428.54,1370.18 1428.6,1370.16 1428.67,1370.15 1428.74,1370.14 1428.8,1370.13 1428.87,1370.11 1428.93,1370.1 1429,1370.09 1429.07,1370.07 1429.13,1370.06 1429.2,1370.04 1429.26,1370.03 1429.33,1370.01 1429.4,1369.99 1429.46,1369.98 1429.53,1369.96 1429.59,1369.94 1429.66,1369.92 1429.72,1369.9 1429.79,1369.88 1429.86,1369.86 1429.92,1369.84 1429.99,1369.82 1430.05,1369.8 1430.12,1369.78 1430.19,1369.76 1430.25,1369.73 1430.32,1369.71 1430.38,1369.69 1430.45,1369.66 1430.52,1369.64 1430.58,1369.62 1430.65,1369.59 1430.71,1369.56 1430.78,1369.54 1430.84,1369.51 1430.91,1369.48 1430.98,1369.46 1431.04,1369.43 1431.11,1369.4 1431.17,1369.37 1431.24,1369.34 1431.31,1369.31 1431.37,1369.28 1431.44,1369.25 1431.5,1369.22 1431.57,1369.19 1431.64,1369.16 1431.7,1369.13 1431.77,1369.09 1431.83,1369.06 1431.9,1369.03 1431.97,1368.99 1432.03,1368.96 1432.1,1368.92 1432.16,1368.89 1432.23,1368.85 1432.29,1368.81 1432.36,1368.78 1432.43,1368.74 1432.49,1368.7 1432.56,1368.66 1432.62,1368.63 1432.69,1368.59 1432.76,1368.55 1432.82,1368.51 1432.89,1368.47 1432.95,1368.43 1433.02,1368.38 1433.09,1368.34 1433.15,1368.3 1433.22,1368.26 1433.28,1368.21 1433.35,1368.17 1433.41,1368.13 1433.48,1368.08 1433.55,1368.04 1433.61,1367.99 1433.68,1367.95 1433.74,1367.9 1433.81,1367.85 1433.88,1367.81 1433.94,1367.76 1434.01,1367.71 1434.07,1367.66 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1454.9,1330.1 1454.96,1329.91 1455.03,1329.72 1455.1,1329.53 1455.16,1329.34 1455.23,1329.15 1455.29,1328.96 1455.36,1328.77 1455.42,1328.57 1455.49,1328.38 1455.56,1328.19 1455.62,1328 1455.69,1327.8 1455.75,1327.61 1455.82,1327.41 1455.89,1327.22 1455.95,1327.02 1456.02,1326.83 1456.08,1326.63 1456.15,1326.43 1456.22,1326.24 1456.28,1326.04 1456.35,1325.84 1456.41,1325.64 1456.48,1325.44 1456.55,1325.24 1456.61,1325.04 1456.68,1324.84 1456.74,1324.64 1456.81,1324.44 1456.87,1324.24 1456.94,1324.04 1457.01,1323.84 1457.07,1323.63 1457.14,1323.43 1457.2,1323.23 1457.27,1323.02 1457.34,1322.82 1457.4,1322.61 1457.47,1322.41 1457.53,1322.2 1457.6,1322 1457.67,1321.79 1457.73,1321.58 1457.8,1321.37 1457.86,1321.17 1457.93,1320.96 1457.99,1320.75 1458.06,1320.54 1458.13,1320.33 1458.19,1320.12 1458.26,1319.91 1458.32,1319.7 1458.39,1319.49 1458.46,1319.27 1458.52,1319.06 1458.59,1318.85 1458.65,1318.64 1458.72,1318.42 1458.79,1318.21 1458.85,1317.99 1458.92,1317.78 1458.98,1317.56 1459.05,1317.35 1459.12,1317.13 1459.18,1316.91 1459.25,1316.7 1459.31,1316.48 1459.38,1316.26 1459.44,1316.04 1459.51,1315.82 1459.58,1315.6 1459.64,1315.38 1459.71,1315.16 1459.77,1314.94 1459.84,1314.72 1459.91,1314.5 1459.97,1314.28 1460.04,1314.06 1460.1,1313.83 1460.17,1313.61 1460.24,1313.39 1460.3,1313.16 1460.37,1312.94 1460.43,1312.71 1460.5,1312.49 1460.56,1312.26 1460.63,1312.03 1460.7,1311.81 1460.76,1311.58 1460.83,1311.35 1460.89,1311.12 1460.96,1310.9 1461.03,1310.67 1461.09,1310.44 1461.16,1310.21 1461.22,1309.98 1461.29,1309.75 1461.36,1309.52 1461.42,1309.29 1461.49,1309.05 1461.55,1308.82 1461.62,1308.59 1461.69,1308.35 1461.75,1308.12 1461.82,1307.89 1461.88,1307.65 1461.95,1307.42 1462.01,1307.18 1462.08,1306.95 1462.15,1306.71 1462.21,1306.47 1462.28,1306.24 1462.34,1306 1462.41,1305.76 1462.48,1305.52 1462.54,1305.28 1462.61,1305.04 1462.67,1304.8 1462.74,1304.56 1462.81,1304.32 1462.87,1304.08 1462.94,1303.84 1463,1303.6 1463.07,1303.36 1463.13,1303.11 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1525.47,904.224 1525.54,903.664 1525.61,903.104 1525.67,902.544 1525.74,901.984 1525.8,901.424 1525.87,900.863 1525.94,900.302 1526,899.741 1526.07,899.18 1526.13,898.619 1526.2,898.058 1526.26,897.496 1526.33,896.934 1526.4,896.372 1526.46,895.81 1526.53,895.248 1526.59,894.686 1526.66,894.123 1526.73,893.56 1526.79,892.997 1526.86,892.434 1526.92,891.871 1526.99,891.308 1527.06,890.744 1527.12,890.181 1527.19,889.617 1527.25,889.053 1527.32,888.489 1527.39,887.924 1527.45,887.36 1527.52,886.795 1527.58,886.231 1527.65,885.666 1527.71,885.101 1527.78,884.536 1527.85,883.97 1527.91,883.405 1527.98,882.839 1528.04,882.273 1528.11,881.708 1528.18,881.141 1528.24,880.575 1528.31,880.009 1528.37,879.442 1528.44,878.876 1528.51,878.309 1528.57,877.742 1528.64,877.175 1528.7,876.608 1528.77,876.04 1528.83,875.473 1528.9,874.905 1528.97,874.337 1529.03,873.769 1529.1,873.201 1529.16,872.633 1529.23,872.065 1529.3,871.496 1529.36,870.928 1529.43,870.359 1529.49,869.79 1529.56,869.221 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1550.38,685.526 1550.45,684.942 1550.52,684.358 1550.58,683.774 1550.65,683.19 1550.71,682.606 1550.78,682.022 1550.84,681.438 1550.91,680.854 1550.98,680.271 1551.04,679.687 1551.11,679.103 1551.17,678.52 1551.24,677.936 1551.31,677.353 1551.37,676.769 1551.44,676.186 1551.5,675.603 1551.57,675.019 1551.64,674.436 1551.7,673.853 1551.77,673.27 1551.83,672.687 1551.9,672.104 1551.97,671.521 1552.03,670.938 1552.1,670.355 1552.16,669.772 1552.23,669.19 1552.29,668.607 1552.36,668.025 1552.43,667.442 1552.49,666.859 1552.56,666.277 1552.62,665.695 1552.69,665.112 1552.76,664.53 1552.82,663.948 1552.89,663.366 1552.95,662.784 1553.02,662.202 1553.09,661.62 1553.15,661.038 1553.22,660.456 1553.28,659.875 1553.35,659.293 1553.41,658.711 1553.48,658.13 1553.55,657.548 1553.61,656.967 1553.68,656.386 1553.74,655.805 1553.81,655.223 1553.88,654.642 1553.94,654.061 1554.01,653.48 1554.07,652.899 1554.14,652.319 1554.21,651.738 1554.27,651.157 1554.34,650.577 1554.4,649.996 1554.47,649.416 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1558.69,612.455 1558.75,611.881 1558.82,611.307 1558.88,610.733 1558.95,610.159 1559.02,609.586 1559.08,609.012 1559.15,608.438 1559.21,607.865 1559.28,607.292 1559.35,606.719 1559.41,606.146 1559.48,605.573 1559.54,605 1559.61,604.427 1559.68,603.855 1559.74,603.282 1559.81,602.71 1559.87,602.138 1559.94,601.566 1560,600.994 1560.07,600.422 1560.14,599.85 1560.2,599.278 1560.27,598.707 1560.33,598.136 1560.4,597.565 1560.47,596.993 1560.53,596.422 1560.6,595.852 1560.66,595.281 1560.73,594.71 1560.8,594.14 1560.86,593.57 1560.93,593 1560.99,592.429 1561.06,591.86 1561.12,591.29 1561.19,590.72 1561.26,590.151 1561.32,589.581 1561.39,589.012 1561.45,588.443 1561.52,587.874 1561.59,587.305 1561.65,586.736 1561.72,586.168 1561.78,585.6 1561.85,585.031 1561.92,584.463 1561.98,583.895 1562.05,583.327 1562.11,582.76 1562.18,582.192 1562.25,581.625 1562.31,581.057 1562.38,580.49 1562.44,579.923 1562.51,579.356 1562.57,578.789 1562.64,578.223 1562.71,577.656 1562.77,577.09 1562.84,576.524 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1903.6,1372.03 1903.66,1372.02 1903.73,1372 1903.79,1371.98 1903.86,1371.97 1903.93,1371.95 1903.99,1371.93 1904.06,1371.91 1904.12,1371.89 1904.19,1371.87 1904.26,1371.85 1904.32,1371.83 1904.39,1371.81 1904.45,1371.79 1904.52,1371.77 1904.58,1371.75 1904.65,1371.73 1904.72,1371.7 1904.78,1371.68 1904.85,1371.66 1904.91,1371.63 1904.98,1371.61 1905.05,1371.58 1905.11,1371.56 1905.18,1371.53 1905.24,1371.5 1905.31,1371.48 1905.38,1371.45 1905.44,1371.42 1905.51,1371.39 1905.57,1371.36 1905.64,1371.33 1905.7,1371.31 1905.77,1371.28 1905.84,1371.24 1905.9,1371.21 1905.97,1371.18 1906.03,1371.15 1906.1,1371.12 1906.17,1371.09 1906.23,1371.05 1906.3,1371.02 1906.36,1370.98 1906.43,1370.95 1906.5,1370.91 1906.56,1370.88 1906.63,1370.84 1906.69,1370.81 1906.76,1370.77 1906.83,1370.73 1906.89,1370.7 1906.96,1370.66 1907.02,1370.62 1907.09,1370.58 1907.15,1370.54 1907.22,1370.5 1907.29,1370.46 1907.35,1370.42 1907.42,1370.38 1907.48,1370.34 1907.55,1370.29 1907.62,1370.25 1907.68,1370.21 1907.75,1370.16 1907.81,1370.12 1907.88,1370.08 1907.95,1370.03 1908.01,1369.99 1908.08,1369.94 1908.14,1369.89 1908.21,1369.85 1908.27,1369.8 1908.34,1369.75 1908.41,1369.71 1908.47,1369.66 1908.54,1369.61 1908.6,1369.56 1908.67,1369.51 1908.74,1369.46 1908.8,1369.41 1908.87,1369.36 1908.93,1369.31 1909,1369.25 1909.07,1369.2 1909.13,1369.15 1909.2,1369.09 1909.26,1369.04 1909.33,1368.99 1909.4,1368.93 1909.46,1368.88 1909.53,1368.82 1909.59,1368.77 1909.66,1368.71 1909.72,1368.65 1909.79,1368.59 1909.86,1368.54 1909.92,1368.48 1909.99,1368.42 1910.05,1368.36 1910.12,1368.3 1910.19,1368.24 1910.25,1368.18 1910.32,1368.12 1910.38,1368.06 1910.45,1368 1910.52,1367.93 1910.58,1367.87 1910.65,1367.81 1910.71,1367.75 1910.78,1367.68 1910.84,1367.62 1910.91,1367.55 1910.98,1367.49 1911.04,1367.42 1911.11,1367.35 1911.17,1367.29 1911.24,1367.22 1911.31,1367.15 1911.37,1367.09 1911.44,1367.02 1911.5,1366.95 1911.57,1366.88 1911.64,1366.81 1911.7,1366.74 1911.77,1366.67 1911.83,1366.6 1911.9,1366.52 1911.97,1366.45 1912.03,1366.38 1912.1,1366.31 1912.16,1366.23 1912.23,1366.16 1912.29,1366.09 1912.36,1366.01 1912.43,1365.94 1912.49,1365.86 1912.56,1365.78 1912.62,1365.71 1912.69,1365.63 1912.76,1365.55 1912.82,1365.48 1912.89,1365.4 1912.95,1365.32 1913.02,1365.24 1913.09,1365.16 1913.15,1365.08 1913.22,1365 1913.28,1364.92 1913.35,1364.84 1913.41,1364.75 1913.48,1364.67 1913.55,1364.59 1913.61,1364.51 1913.68,1364.42 1913.74,1364.34 1913.81,1364.25 1913.88,1364.17 1913.94,1364.08 1914.01,1364 1914.07,1363.91 1914.14,1363.82 1914.21,1363.74 1914.27,1363.65 1914.34,1363.56 1914.4,1363.47 1914.47,1363.38 1914.54,1363.29 1914.6,1363.2 1914.67,1363.11 1914.73,1363.02 1914.8,1362.93 1914.86,1362.84 1914.93,1362.75 1915,1362.66 1915.06,1362.56 1915.13,1362.47 1915.19,1362.38 1915.26,1362.28 1915.33,1362.19 1915.39,1362.09 1915.46,1362 1915.52,1361.9 1915.59,1361.8 1915.66,1361.71 1915.72,1361.61 1915.79,1361.51 1915.85,1361.41 1915.92,1361.31 1915.98,1361.21 1916.05,1361.11 1916.12,1361.01 1916.18,1360.91 1916.25,1360.81 1916.31,1360.71 1916.38,1360.61 1916.45,1360.51 1916.51,1360.4 1916.58,1360.3 1916.64,1360.2 1916.71,1360.09 1916.78,1359.99 1916.84,1359.88 1916.91,1359.78 1916.97,1359.67 1917.04,1359.57 1917.11,1359.46 1917.17,1359.35 1917.24,1359.24 1917.3,1359.14 1917.37,1359.03 1917.43,1358.92 1917.5,1358.81 1917.57,1358.7 1917.63,1358.59 1917.7,1358.48 1917.76,1358.37 1917.83,1358.26 1917.9,1358.14 1917.96,1358.03 1918.03,1357.92 1918.09,1357.8 1918.16,1357.69 1918.23,1357.58 1918.29,1357.46 1918.36,1357.35 1918.42,1357.23 1918.49,1357.11 1918.55,1357 1918.62,1356.88 1918.69,1356.76 1918.75,1356.64 1918.82,1356.53 1918.88,1356.41 1918.95,1356.29 1919.02,1356.17 1919.08,1356.05 1919.15,1355.93 1919.21,1355.81 1919.28,1355.69 1919.35,1355.56 1919.41,1355.44 1919.48,1355.32 1919.54,1355.2 1919.61,1355.07 1919.68,1354.95 1919.74,1354.82 1919.81,1354.7 1919.87,1354.57 1919.94,1354.45 1920,1354.32 1920.07,1354.19 1920.14,1354.07 1920.2,1353.94 1920.27,1353.81 1920.33,1353.68 1920.4,1353.55 1920.47,1353.42 1920.53,1353.29 1920.6,1353.16 1920.66,1353.03 1920.73,1352.9 1920.8,1352.77 1920.86,1352.64 1920.93,1352.51 1920.99,1352.37 1921.06,1352.24 1921.12,1352.1 1921.19,1351.97 1921.26,1351.84 1921.32,1351.7 1921.39,1351.56 1921.45,1351.43 1921.52,1351.29 1921.59,1351.16 1921.65,1351.02 1921.72,1350.88 1921.78,1350.74 1921.85,1350.6 1921.92,1350.46 1921.98,1350.32 1922.05,1350.18 1922.11,1350.04 1922.18,1349.9 1922.25,1349.76 1922.31,1349.62 1922.38,1349.48 1922.44,1349.33 1922.51,1349.19 1922.57,1349.05 1922.64,1348.9 1922.71,1348.76 1922.77,1348.61 1922.84,1348.47 1922.9,1348.32 1922.97,1348.18 1923.04,1348.03 1923.1,1347.88 1923.17,1347.74 1923.23,1347.59 1923.3,1347.44 1923.37,1347.29 1923.43,1347.14 1923.5,1346.99 1923.56,1346.84 1923.63,1346.69 1923.69,1346.54 1923.76,1346.39 1923.83,1346.23 1923.89,1346.08 1923.96,1345.93 1924.02,1345.78 1924.09,1345.62 1924.16,1345.47 1924.22,1345.31 1924.29,1345.16 1924.35,1345 1924.42,1344.85 1924.49,1344.69 1924.55,1344.53 1924.62,1344.38 1924.68,1344.22 1924.75,1344.06 1924.82,1343.9 1924.88,1343.74 1924.95,1343.58 1925.01,1343.42 1925.08,1343.26 1925.14,1343.1 1925.21,1342.94 1925.28,1342.78 1925.34,1342.62 1925.41,1342.45 1925.47,1342.29 1925.54,1342.13 1925.61,1341.96 1925.67,1341.8 1925.74,1341.63 1925.8,1341.47 1925.87,1341.3 1925.94,1341.14 1926,1340.97 1926.07,1340.8 1926.13,1340.64 1926.2,1340.47 1926.26,1340.3 1926.33,1340.13 1926.4,1339.96 1926.46,1339.79 1926.53,1339.62 1926.59,1339.45 1926.66,1339.28 1926.73,1339.11 1926.79,1338.94 1926.86,1338.77 1926.92,1338.59 1926.99,1338.42 1927.06,1338.25 1927.12,1338.07 1927.19,1337.9 1927.25,1337.72 1927.32,1337.55 1927.39,1337.37 1927.45,1337.19 1927.52,1337.02 1927.58,1336.84 1927.65,1336.66 1927.71,1336.49 1927.78,1336.31 1927.85,1336.13 1927.91,1335.95 1927.98,1335.77 1928.04,1335.59 1928.11,1335.41 1928.18,1335.23 1928.24,1335.05 1928.31,1334.86 1928.37,1334.68 1928.44,1334.5 1928.51,1334.32 1928.57,1334.13 1928.64,1333.95 1928.7,1333.76 1928.77,1333.58 1928.83,1333.39 1928.9,1333.21 1928.97,1333.02 1929.03,1332.83 1929.1,1332.65 1929.16,1332.46 1929.23,1332.27 1929.3,1332.08 1929.36,1331.89 1929.43,1331.7 1929.49,1331.51 1929.56,1331.32 1929.63,1331.13 1929.69,1330.94 1929.76,1330.75 1929.82,1330.56 1929.89,1330.37 1929.96,1330.17 1930.02,1329.98 1930.09,1329.78 1930.15,1329.59 1930.22,1329.4 1930.28,1329.2 1930.35,1329.01 1930.42,1328.81 1930.48,1328.61 1930.55,1328.42 1930.61,1328.22 1930.68,1328.02 1930.75,1327.82 1930.81,1327.62 1930.88,1327.43 1930.94,1327.23 1931.01,1327.03 1931.08,1326.83 1931.14,1326.62 1931.21,1326.42 1931.27,1326.22 1931.34,1326.02 1931.41,1325.82 1931.47,1325.61 1931.54,1325.41 1931.6,1325.21 1931.67,1325 1931.73,1324.8 1931.8,1324.59 1931.87,1324.39 1931.93,1324.18 1932,1323.97 1932.06,1323.77 1932.13,1323.56 1932.2,1323.35 1932.26,1323.14 1932.33,1322.94 1932.39,1322.73 1932.46,1322.52 1932.53,1322.31 1932.59,1322.1 1932.66,1321.89 1932.72,1321.67 1932.79,1321.46 1932.85,1321.25 1932.92,1321.04 1932.99,1320.83 1933.05,1320.61 1933.12,1320.4 1933.18,1320.18 1933.25,1319.97 1933.32,1319.75 1933.38,1319.54 1933.45,1319.32 1933.51,1319.11 1933.58,1318.89 1933.65,1318.67 1933.71,1318.45 1933.78,1318.24 1933.84,1318.02 1933.91,1317.8 1933.98,1317.58 1934.04,1317.36 1934.11,1317.14 1934.17,1316.92 1934.24,1316.7 1934.3,1316.47 1934.37,1316.25 1934.44,1316.03 1934.5,1315.81 1934.57,1315.58 1934.63,1315.36 1934.7,1315.14 1934.77,1314.91 1934.83,1314.69 1934.9,1314.46 1934.96,1314.23 1935.03,1314.01 1935.1,1313.78 1935.16,1313.55 1935.23,1313.33 1935.29,1313.1 1935.36,1312.87 1935.42,1312.64 1935.49,1312.41 1935.56,1312.18 1935.62,1311.95 1935.69,1311.72 1935.75,1311.49 1935.82,1311.26 1935.89,1311.02 1935.95,1310.79 1936.02,1310.56 1936.08,1310.32 1936.15,1310.09 1936.22,1309.86 1936.28,1309.62 1936.35,1309.39 1936.41,1309.15 1936.48,1308.92 1936.55,1308.68 1936.61,1308.44 1936.68,1308.21 1936.74,1307.97 1936.81,1307.73 1936.87,1307.49 1936.94,1307.25 1937.01,1307.01 1937.07,1306.77 1937.14,1306.53 1937.2,1306.29 1937.27,1306.05 1937.34,1305.81 1937.4,1305.57 1937.47,1305.32 1937.53,1305.08 1937.6,1304.84 1937.67,1304.59 1937.73,1304.35 1937.8,1304.11 1937.86,1303.86 1937.93,1303.62 1937.99,1303.37 1938.06,1303.12 1938.13,1302.88 1938.19,1302.63 1938.26,1302.38 1938.32,1302.13 1938.39,1301.88 1938.46,1301.64 1938.52,1301.39 1938.59,1301.14 1938.65,1300.89 1938.72,1300.64 1938.79,1300.39 1938.85,1300.13 1938.92,1299.88 1938.98,1299.63 1939.05,1299.38 1939.12,1299.12 1939.18,1298.87 1939.25,1298.62 1939.31,1298.36 1939.38,1298.11 1939.44,1297.85 1939.51,1297.6 1939.58,1297.34 1939.64,1297.08 1939.71,1296.83 1939.77,1296.57 1939.84,1296.31 1939.91,1296.05 1939.97,1295.79 1940.04,1295.53 1940.1,1295.27 1940.17,1295.01 1940.24,1294.75 1940.3,1294.49 1940.37,1294.23 1940.43,1293.97 1940.5,1293.71 1940.56,1293.45 1940.63,1293.18 1940.7,1292.92 1940.76,1292.66 1940.83,1292.39 1940.89,1292.13 1940.96,1291.86 1941.03,1291.6 1941.09,1291.33 1941.16,1291.06 1941.22,1290.8 1941.29,1290.53 1941.36,1290.26 1941.42,1289.99 1941.49,1289.72 1941.55,1289.46 1941.62,1289.19 1941.69,1288.92 1941.75,1288.65 1941.82,1288.38 1941.88,1288.1 1941.95,1287.83 1942.01,1287.56 1942.08,1287.29 1942.15,1287.02 1942.21,1286.74 1942.28,1286.47 1942.34,1286.19 1942.41,1285.92 1942.48,1285.65 1942.54,1285.37 1942.61,1285.09 1942.67,1284.82 1942.74,1284.54 1942.81,1284.26 1942.87,1283.99 1942.94,1283.71 1943,1283.43 1943.07,1283.15 1943.13,1282.87 1943.2,1282.59 1943.27,1282.31 1943.33,1282.03 1943.4,1281.75 1943.46,1281.47 1943.53,1281.19 1943.6,1280.91 1943.66,1280.62 1943.73,1280.34 1943.79,1280.06 1943.86,1279.77 1943.93,1279.49 1943.99,1279.21 1944.06,1278.92 1944.12,1278.63 1944.19,1278.35 1944.26,1278.06 1944.32,1277.78 1944.39,1277.49 1944.45,1277.2 1944.52,1276.91 1944.58,1276.62 1944.65,1276.34 1944.72,1276.05 1944.78,1275.76 1944.85,1275.47 1944.91,1275.18 1944.98,1274.89 1945.05,1274.59 1945.11,1274.3 1945.18,1274.01 1945.24,1273.72 1945.31,1273.42 1945.38,1273.13 1945.44,1272.84 1945.51,1272.54 1945.57,1272.25 1945.64,1271.95 1945.7,1271.66 1945.77,1271.36 1945.84,1271.06 1945.9,1270.77 1945.97,1270.47 1946.03,1270.17 1946.1,1269.87 1946.17,1269.58 1946.23,1269.28 1946.3,1268.98 1946.36,1268.68 1946.43,1268.38 1946.5,1268.08 1946.56,1267.78 1946.63,1267.48 1946.69,1267.17 1946.76,1266.87 1946.83,1266.57 1946.89,1266.27 1946.96,1265.96 1947.02,1265.66 1947.09,1265.35 1947.15,1265.05 1947.22,1264.74 1947.29,1264.44 1947.35,1264.13 1947.42,1263.83 1947.48,1263.52 1947.55,1263.21 1947.62,1262.9 1947.68,1262.6 1947.75,1262.29 1947.81,1261.98 1947.88,1261.67 1947.95,1261.36 1948.01,1261.05 1948.08,1260.74 1948.14,1260.43 1948.21,1260.12 1948.27,1259.8 1948.34,1259.49 1948.41,1259.18 1948.47,1258.87 1948.54,1258.55 1948.6,1258.24 1948.67,1257.93 1948.74,1257.61 1948.8,1257.3 1948.87,1256.98 1948.93,1256.66 1949,1256.35 1949.07,1256.03 1949.13,1255.71 1949.2,1255.4 1949.26,1255.08 1949.33,1254.76 1949.4,1254.44 1949.46,1254.12 1949.53,1253.8 1949.59,1253.48 1949.66,1253.16 1949.72,1252.84 1949.79,1252.52 1949.86,1252.2 1949.92,1251.88 1949.99,1251.55 1950.05,1251.23 1950.12,1250.91 1950.19,1250.58 1950.25,1250.26 1950.32,1249.93 1950.38,1249.61 1950.45,1249.28 1950.52,1248.96 1950.58,1248.63 1950.65,1248.3 1950.71,1247.98 1950.78,1247.65 1950.84,1247.32 1950.91,1246.99 1950.98,1246.67 1951.04,1246.34 1951.11,1246.01 1951.17,1245.68 1951.24,1245.35 1951.31,1245.02 1951.37,1244.68 1951.44,1244.35 1951.5,1244.02 1951.57,1243.69 1951.64,1243.36 1951.7,1243.02 1951.77,1242.69 1951.83,1242.36 1951.9,1242.02 1951.97,1241.69 1952.03,1241.35 1952.1,1241.02 1952.16,1240.68 1952.23,1240.34 1952.29,1240.01 1952.36,1239.67 1952.43,1239.33 1952.49,1238.99 1952.56,1238.65 1952.62,1238.32 1952.69,1237.98 1952.76,1237.64 1952.82,1237.3 1952.89,1236.96 1952.95,1236.62 1953.02,1236.27 1953.09,1235.93 1953.15,1235.59 1953.22,1235.25 1953.28,1234.91 1953.35,1234.56 1953.41,1234.22 1953.48,1233.87 1953.55,1233.53 1953.61,1233.18 1953.68,1232.84 1953.74,1232.49 1953.81,1232.15 1953.88,1231.8 1953.94,1231.45 1954.01,1231.11 1954.07,1230.76 1954.14,1230.41 1954.21,1230.06 1954.27,1229.71 1954.34,1229.36 1954.4,1229.01 1954.47,1228.66 1954.54,1228.31 1954.6,1227.96 1954.67,1227.61 1954.73,1227.26 1954.8,1226.91 1954.86,1226.56 1954.93,1226.2 1955,1225.85 1955.06,1225.5 1955.13,1225.14 1955.19,1224.79 1955.26,1224.43 1955.33,1224.08 1955.39,1223.72 1955.46,1223.36 1955.52,1223.01 1955.59,1222.65 1955.66,1222.29 1955.72,1221.94 1955.79,1221.58 1955.85,1221.22 1955.92,1220.86 1955.98,1220.5 1956.05,1220.14 1956.12,1219.78 1956.18,1219.42 1956.25,1219.06 1956.31,1218.7 1956.38,1218.34 1956.45,1217.97 1956.51,1217.61 1956.58,1217.25 1956.64,1216.89 1956.71,1216.52 1956.78,1216.16 1956.84,1215.79 1956.91,1215.43 1956.97,1215.06 1957.04,1214.7 1957.11,1214.33 1957.17,1213.97 1957.24,1213.6 1957.3,1213.23 1957.37,1212.86 1957.43,1212.5 1957.5,1212.13 1957.57,1211.76 1957.63,1211.39 1957.7,1211.02 1957.76,1210.65 1957.83,1210.28 1957.9,1209.91 1957.96,1209.54 1958.03,1209.17 1958.09,1208.79 1958.16,1208.42 1958.23,1208.05 1958.29,1207.68 1958.36,1207.3 1958.42,1206.93 1958.49,1206.56 1958.55,1206.18 1958.62,1205.81 1958.69,1205.43 1958.75,1205.05 1958.82,1204.68 1958.88,1204.3 1958.95,1203.92 1959.02,1203.55 1959.08,1203.17 1959.15,1202.79 1959.21,1202.41 1959.28,1202.03 1959.35,1201.65 1959.41,1201.28 1959.48,1200.89 1959.54,1200.51 1959.61,1200.13 1959.68,1199.75 1959.74,1199.37 1959.81,1198.99 1959.87,1198.61 1959.94,1198.22 1960,1197.84 1960.07,1197.46 1960.14,1197.07 1960.2,1196.69 1960.27,1196.3 1960.33,1195.92 1960.4,1195.53 1960.47,1195.15 1960.53,1194.76 1960.6,1194.37 1960.66,1193.99 1960.73,1193.6 1960.8,1193.21 1960.86,1192.82 1960.93,1192.44 1960.99,1192.05 1961.06,1191.66 1961.12,1191.27 1961.19,1190.88 1961.26,1190.49 1961.32,1190.1 1961.39,1189.71 1961.45,1189.31 1961.52,1188.92 1961.59,1188.53 1961.65,1188.14 1961.72,1187.74 1961.78,1187.35 1961.85,1186.96 1961.92,1186.56 1961.98,1186.17 1962.05,1185.77 1962.11,1185.38 1962.18,1184.98 1962.25,1184.58 1962.31,1184.19 1962.38,1183.79 1962.44,1183.39 1962.51,1183 1962.57,1182.6 1962.64,1182.2 1962.71,1181.8 1962.77,1181.4 1962.84,1181 1962.9,1180.6 1962.97,1180.2 1963.04,1179.8 1963.1,1179.4 1963.17,1179 1963.23,1178.6 1963.3,1178.2 1963.37,1177.79 1963.43,1177.39 1963.5,1176.99 1963.56,1176.58 1963.63,1176.18 1963.69,1175.77 1963.76,1175.37 1963.83,1174.96 1963.89,1174.56 1963.96,1174.15 1964.02,1173.75 1964.09,1173.34 1964.16,1172.93 1964.22,1172.53 1964.29,1172.12 1964.35,1171.71 1964.42,1171.3 1964.49,1170.89 1964.55,1170.48 1964.62,1170.07 1964.68,1169.66 1964.75,1169.25 1964.82,1168.84 1964.88,1168.43 1964.95,1168.02 1965.01,1167.61 1965.08,1167.2 1965.14,1166.78 1965.21,1166.37 1965.28,1165.96 1965.34,1165.54 1965.41,1165.13 1965.47,1164.71 1965.54,1164.3 1965.61,1163.88 1965.67,1163.47 1965.74,1163.05 1965.8,1162.64 1965.87,1162.22 1965.94,1161.8 1966,1161.39 1966.07,1160.97 1966.13,1160.55 1966.2,1160.13 1966.26,1159.71 1966.33,1159.29 1966.4,1158.87 1966.46,1158.45 1966.53,1158.03 1966.59,1157.61 1966.66,1157.19 1966.73,1156.77 1966.79,1156.35 1966.86,1155.93 1966.92,1155.5 1966.99,1155.08 1967.06,1154.66 1967.12,1154.23 1967.19,1153.81 1967.25,1153.39 1967.32,1152.96 1967.39,1152.54 1967.45,1152.11 1967.52,1151.69 1967.58,1151.26 1967.65,1150.83 1967.71,1150.41 1967.78,1149.98 1967.85,1149.55 1967.91,1149.12 1967.98,1148.7 1968.04,1148.27 1968.11,1147.84 1968.18,1147.41 1968.24,1146.98 1968.31,1146.55 1968.37,1146.12 1968.44,1145.69 1968.51,1145.26 1968.57,1144.83 1968.64,1144.39 1968.7,1143.96 1968.77,1143.53 1968.83,1143.1 1968.9,1142.66 1968.97,1142.23 1969.03,1141.8 1969.1,1141.36 1969.16,1140.93 1969.23,1140.49 1969.3,1140.06 1969.36,1139.62 1969.43,1139.19 1969.49,1138.75 1969.56,1138.31 1969.63,1137.88 1969.69,1137.44 1969.76,1137 1969.82,1136.56 1969.89,1136.12 1969.96,1135.69 1970.02,1135.25 1970.09,1134.81 1970.15,1134.37 1970.22,1133.93 1970.28,1133.49 1970.35,1133.04 1970.42,1132.6 1970.48,1132.16 1970.55,1131.72 1970.61,1131.28 1970.68,1130.84 1970.75,1130.39 1970.81,1129.95 1970.88,1129.51 1970.94,1129.06 1971.01,1128.62 1971.08,1128.17 1971.14,1127.73 1971.21,1127.28 1971.27,1126.84 1971.34,1126.39 1971.41,1125.94 1971.47,1125.5 1971.54,1125.05 1971.6,1124.6 1971.67,1124.15 1971.73,1123.71 1971.8,1123.26 1971.87,1122.81 1971.93,1122.36 1972,1121.91 1972.06,1121.46 1972.13,1121.01 1972.2,1120.56 1972.26,1120.11 1972.33,1119.66 1972.39,1119.21 1972.46,1118.75 1972.53,1118.3 1972.59,1117.85 1972.66,1117.4 1972.72,1116.94 1972.79,1116.49 1972.85,1116.03 1972.92,1115.58 1972.99,1115.13 1973.05,1114.67 1973.12,1114.22 1973.18,1113.76 1973.25,1113.3 1973.32,1112.85 1973.38,1112.39 1973.45,1111.93 1973.51,1111.48 1973.58,1111.02 1973.65,1110.56 1973.71,1110.1 1973.78,1109.64 1973.84,1109.19 1973.91,1108.73 1973.98,1108.27 1974.04,1107.81 1974.11,1107.35 1974.17,1106.89 1974.24,1106.42 1974.3,1105.96 1974.37,1105.5 1974.44,1105.04 1974.5,1104.58 1974.57,1104.12 1974.63,1103.65 1974.7,1103.19 1974.77,1102.73 1974.83,1102.26 1974.9,1101.8 1974.96,1101.33 1975.03,1100.87 1975.1,1100.4 1975.16,1099.94 1975.23,1099.47 1975.29,1099 1975.36,1098.54 1975.42,1098.07 1975.49,1097.6 1975.56,1097.14 1975.62,1096.67 1975.69,1096.2 1975.75,1095.73 1975.82,1095.26 1975.89,1094.79 1975.95,1094.33 1976.02,1093.86 1976.08,1093.39 1976.15,1092.91 1976.22,1092.44 1976.28,1091.97 1976.35,1091.5 1976.41,1091.03 1976.48,1090.56 1976.55,1090.09 1976.61,1089.61 1976.68,1089.14 1976.74,1088.67 1976.81,1088.19 1976.87,1087.72 1976.94,1087.24 1977.01,1086.77 1977.07,1086.3 1977.14,1085.82 1977.2,1085.34 1977.27,1084.87 1977.34,1084.39 1977.4,1083.92 1977.47,1083.44 1977.53,1082.96 1977.6,1082.49 1977.67,1082.01 1977.73,1081.53 1977.8,1081.05 1977.86,1080.57 1977.93,1080.09 1977.99,1079.61 1978.06,1079.13 1978.13,1078.65 1978.19,1078.17 1978.26,1077.69 1978.32,1077.21 1978.39,1076.73 1978.46,1076.25 1978.52,1075.77 1978.59,1075.29 1978.65,1074.8 1978.72,1074.32 1978.79,1073.84 1978.85,1073.36 1978.92,1072.87 1978.98,1072.39 1979.05,1071.9 1979.12,1071.42 1979.18,1070.93 1979.25,1070.45 1979.31,1069.96 1979.38,1069.48 1979.44,1068.99 1979.51,1068.51 1979.58,1068.02 1979.64,1067.53 1979.71,1067.04 1979.77,1066.56 1979.84,1066.07 1979.91,1065.58 1979.97,1065.09 1980.04,1064.6 1980.1,1064.11 1980.17,1063.62 1980.24,1063.14 1980.3,1062.65 1980.37,1062.15 1980.43,1061.66 1980.5,1061.17 1980.56,1060.68 1980.63,1060.19 1980.7,1059.7 1980.76,1059.21 1980.83,1058.71 1980.89,1058.22 1980.96,1057.73 1981.03,1057.24 1981.09,1056.74 1981.16,1056.25 1981.22,1055.75 1981.29,1055.26 1981.36,1054.76 1981.42,1054.27 1981.49,1053.77 1981.55,1053.28 1981.62,1052.78 1981.69,1052.29 1981.75,1051.79 1981.82,1051.29 1981.88,1050.8 1981.95,1050.3 1982.01,1049.8 1982.08,1049.3 1982.15,1048.8 1982.21,1048.31 1982.28,1047.81 1982.34,1047.31 1982.41,1046.81 1982.48,1046.31 1982.54,1045.81 1982.61,1045.31 1982.67,1044.81 1982.74,1044.31 1982.81,1043.81 1982.87,1043.31 1982.94,1042.8 1983,1042.3 1983.07,1041.8 1983.13,1041.3 1983.2,1040.79 1983.27,1040.29 1983.33,1039.79 1983.4,1039.28 1983.46,1038.78 1983.53,1038.28 1983.6,1037.77 1983.66,1037.27 1983.73,1036.76 1983.79,1036.26 1983.86,1035.75 1983.93,1035.24 1983.99,1034.74 1984.06,1034.23 1984.12,1033.72 1984.19,1033.22 1984.26,1032.71 1984.32,1032.2 1984.39,1031.69 1984.45,1031.19 1984.52,1030.68 1984.58,1030.17 1984.65,1029.66 1984.72,1029.15 1984.78,1028.64 1984.85,1028.13 1984.91,1027.62 1984.98,1027.11 1985.05,1026.6 1985.11,1026.09 1985.18,1025.58 1985.24,1025.07 1985.31,1024.56 1985.38,1024.04 1985.44,1023.53 1985.51,1023.02 1985.57,1022.51 1985.64,1021.99 1985.7,1021.48 1985.77,1020.97 1985.84,1020.45 1985.9,1019.94 1985.97,1019.42 1986.03,1018.91 1986.1,1018.39 1986.17,1017.88 1986.23,1017.36 1986.3,1016.85 1986.36,1016.33 1986.43,1015.82 1986.5,1015.3 1986.56,1014.78 1986.63,1014.27 1986.69,1013.75 1986.76,1013.23 1986.83,1012.71 1986.89,1012.19 1986.96,1011.68 1987.02,1011.16 1987.09,1010.64 1987.15,1010.12 1987.22,1009.6 1987.29,1009.08 1987.35,1008.56 1987.42,1008.04 1987.48,1007.52 1987.55,1007 1987.62,1006.48 1987.68,1005.96 1987.75,1005.44 1987.81,1004.91 1987.88,1004.39 1987.95,1003.87 1988.01,1003.35 1988.08,1002.82 1988.14,1002.3 1988.21,1001.78 1988.27,1001.26 1988.34,1000.73 1988.41,1000.21 1988.47,999.683 1988.54,999.159 1988.6,998.634 1988.67,998.109 1988.74,997.584 1988.8,997.058 1988.87,996.533 1988.93,996.007 1989,995.48 1989.07,994.954 1989.13,994.427 1989.2,993.9 1989.26,993.373 1989.33,992.846 1989.4,992.318 1989.46,991.79 1989.53,991.262 1989.59,990.733 1989.66,990.205 1989.72,989.676 1989.79,989.147 1989.86,988.617 1989.92,988.088 1989.99,987.558 1990.05,987.028 1990.12,986.497 1990.19,985.967 1990.25,985.436 1990.32,984.905 1990.38,984.373 1990.45,983.842 1990.52,983.31 1990.58,982.778 1990.65,982.246 1990.71,981.713 1990.78,981.18 1990.84,980.647 1990.91,980.114 1990.98,979.581 1991.04,979.047 1991.11,978.513 1991.17,977.979 1991.24,977.445 1991.31,976.91 1991.37,976.375 1991.44,975.84 1991.5,975.305 1991.57,974.769 1991.64,974.233 1991.7,973.697 1991.77,973.161 1991.83,972.625 1991.9,972.088 1991.97,971.551 1992.03,971.014 1992.1,970.477 1992.16,969.939 1992.23,969.401 1992.29,968.863 1992.36,968.325 1992.43,967.786 1992.49,967.248 1992.56,966.709 1992.62,966.17 1992.69,965.63 1992.76,965.091 1992.82,964.551 1992.89,964.011 1992.95,963.47 1993.02,962.93 1993.09,962.389 1993.15,961.848 1993.22,961.307 1993.28,960.766 1993.35,960.224 1993.41,959.682 1993.48,959.14 1993.55,958.598 1993.61,958.056 1993.68,957.513 1993.74,956.97 1993.81,956.427 1993.88,955.884 1993.94,955.34 1994.01,954.796 1994.07,954.253 1994.14,953.708 1994.21,953.164 1994.27,952.619 1994.34,952.075 1994.4,951.53 1994.47,950.984 1994.54,950.439 1994.6,949.893 1994.67,949.347 1994.73,948.801 1994.8,948.255 1994.86,947.709 1994.93,947.162 1995,946.615 1995.06,946.068 1995.13,945.521 1995.19,944.973 1995.26,944.426 1995.33,943.878 1995.39,943.329 1995.46,942.781 1995.52,942.233 1995.59,941.684 1995.66,941.135 1995.72,940.586 1995.79,940.037 1995.85,939.487 1995.92,938.937 1995.98,938.387 1996.05,937.837 1996.12,937.287 1996.18,936.736 1996.25,936.186 1996.31,935.635 1996.38,935.084 1996.45,934.532 1996.51,933.981 1996.58,933.429 1996.64,932.877 1996.71,932.325 1996.78,931.773 1996.84,931.221 1996.91,930.668 1996.97,930.115 1997.04,929.562 1997.11,929.009 1997.17,928.455 1997.24,927.902 1997.3,927.348 1997.37,926.794 1997.43,926.24 1997.5,925.685 1997.57,925.131 1997.63,924.576 1997.7,924.021 1997.76,923.466 1997.83,922.911 1997.9,922.355 1997.96,921.8 1998.03,921.244 1998.09,920.688 1998.16,920.132 1998.23,919.575 1998.29,919.019 1998.36,918.462 1998.42,917.905 1998.49,917.348 1998.55,916.791 1998.62,916.233 1998.69,915.675 1998.75,915.118 1998.82,914.56 1998.88,914.001 1998.95,913.443 1999.02,912.885 1999.08,912.326 1999.15,911.767 1999.21,911.208 1999.28,910.649 1999.35,910.089 1999.41,909.53 1999.48,908.97 1999.54,908.41 1999.61,907.85 1999.68,907.29 1999.74,906.729 1999.81,906.169 1999.87,905.608 1999.94,905.047 2000,904.486 2000.07,903.924 2000.14,903.363 2000.2,902.801 2000.27,902.239 2000.33,901.678 2000.4,901.115 2000.47,900.553 2000.53,899.991 2000.6,899.428 2000.66,898.865 2000.73,898.302 2000.8,897.739 2000.86,897.176 2000.93,896.613 2000.99,896.049 2001.06,895.485 2001.12,894.921 2001.19,894.357 2001.26,893.793 2001.32,893.229 2001.39,892.664 2001.45,892.099 2001.52,891.534 2001.59,890.969 2001.65,890.404 2001.72,889.839 2001.78,889.274 2001.85,888.708 2001.92,888.142 2001.98,887.576 2002.05,887.01 2002.11,886.444 2002.18,885.877 2002.25,885.311 2002.31,884.744 2002.38,884.177 2002.44,883.61 2002.51,883.043 2002.57,882.476 2002.64,881.908 2002.71,881.341 2002.77,880.773 2002.84,880.205 2002.9,879.637 2002.97,879.069 2003.04,878.501 2003.1,877.932 2003.17,877.364 2003.23,876.795 2003.3,876.226 2003.37,875.657 2003.43,875.088 2003.5,874.519 2003.56,873.949 2003.63,873.379 2003.69,872.81 2003.76,872.24 2003.83,871.67 2003.89,871.1 2003.96,870.529 2004.02,869.959 2004.09,869.388 2004.16,868.818 2004.22,868.247 2004.29,867.676 2004.35,867.105 2004.42,866.534 2004.49,865.962 2004.55,865.391 2004.62,864.819 2004.68,864.247 2004.75,863.675 2004.82,863.103 2004.88,862.531 2004.95,861.959 2005.01,861.387 2005.08,860.814 2005.14,860.241 2005.21,859.669 2005.28,859.096 2005.34,858.523 2005.41,857.949 2005.47,857.376 2005.54,856.803 2005.61,856.229 2005.67,855.656 2005.74,855.082 2005.8,854.508 2005.87,853.934 2005.94,853.36 2006,852.785 2006.07,852.211 2006.13,851.636 2006.2,851.062 2006.26,850.487 2006.33,849.912 2006.4,849.337 2006.46,848.762 2006.53,848.187 2006.59,847.612 2006.66,847.036 2006.73,846.461 2006.79,845.885 2006.86,845.309 2006.92,844.733 2006.99,844.157 2007.06,843.581 2007.12,843.005 2007.19,842.428 2007.25,841.852 2007.32,841.275 2007.39,840.699 2007.45,840.122 2007.52,839.545 2007.58,838.968 2007.65,838.391 2007.71,837.814 2007.78,837.236 2007.85,836.659 2007.91,836.081 2007.98,835.504 2008.04,834.926 2008.11,834.348 2008.18,833.77 2008.24,833.192 2008.31,832.614 2008.37,832.036 2008.44,831.457 2008.51,830.879 2008.57,830.3 2008.64,829.722 2008.7,829.143 2008.77,828.564 2008.83,827.985 2008.9,827.406 2008.97,826.827 2009.03,826.248 2009.1,825.669 2009.16,825.089 2009.23,824.51 2009.3,823.93 2009.36,823.35 2009.43,822.771 2009.49,822.191 2009.56,821.611 2009.63,821.031 2009.69,820.45 2009.76,819.87 2009.82,819.29 2009.89,818.709 2009.96,818.129 2010.02,817.548 2010.09,816.968 2010.15,816.387 2010.22,815.806 2010.28,815.225 2010.35,814.644 2010.42,814.063 2010.48,813.482 2010.55,812.901 2010.61,812.319 2010.68,811.738 2010.75,811.156 2010.81,810.575 2010.88,809.993 2010.94,809.411 2011.01,808.829 2011.08,808.248 2011.14,807.666 2011.21,807.084 2011.27,806.501 2011.34,805.919 2011.41,805.337 2011.47,804.755 2011.54,804.172 2011.6,803.59 2011.67,803.007 2011.73,802.424 2011.8,801.842 2011.87,801.259 2011.93,800.676 2012,800.093 2012.06,799.51 2012.13,798.927 2012.2,798.344 2012.26,797.761 2012.33,797.177 2012.39,796.594 2012.46,796.011 2012.53,795.427 2012.59,794.844 2012.66,794.26 2012.72,793.676 2012.79,793.093 2012.85,792.509 2012.92,791.925 2012.99,791.341 2013.05,790.757 2013.12,790.173 2013.18,789.589 2013.25,789.005 2013.32,788.42 2013.38,787.836 2013.45,787.252 2013.51,786.667 2013.58,786.083 2013.65,785.499 2013.71,784.914 2013.78,784.329 2013.84,783.745 2013.91,783.16 2013.98,782.575 2014.04,781.99 2014.11,781.405 2014.17,780.821 2014.24,780.236 2014.3,779.651 2014.37,779.065 2014.44,778.48 2014.5,777.895 2014.57,777.31 2014.63,776.725 2014.7,776.139 2014.77,775.554 2014.83,774.969 2014.9,774.383 2014.96,773.798 2015.03,773.212 2015.1,772.626 2015.16,772.041 2015.23,771.455 2015.29,770.869 2015.36,770.284 2015.42,769.698 2015.49,769.112 2015.56,768.526 2015.62,767.94 2015.69,767.354 2015.75,766.768 2015.82,766.182 2015.89,765.596 2015.95,765.01 2016.02,764.424 2016.08,763.838 2016.15,763.252 2016.22,762.665 2016.28,762.079 2016.35,761.493 2016.41,760.906 2016.48,760.32 2016.55,759.734 2016.61,759.147 2016.68,758.561 2016.74,757.974 2016.81,757.388 2016.87,756.801 2016.94,756.215 2017.01,755.628 2017.07,755.041 2017.14,754.455 2017.2,753.868 2017.27,753.281 2017.34,752.695 2017.4,752.108 2017.47,751.521 2017.53,750.934 2017.6,750.348 2017.67,749.761 2017.73,749.174 2017.8,748.587 2017.86,748 2017.93,747.413 2017.99,746.826 2018.06,746.239 2018.13,745.652 2018.19,745.065 2018.26,744.478 2018.32,743.891 2018.39,743.304 2018.46,742.717 2018.52,742.13 2018.59,741.543 2018.65,740.956 2018.72,740.369 2018.79,739.782 2018.85,739.195 2018.92,738.608 2018.98,738.021 2019.05,737.434 2019.12,736.846 2019.18,736.259 2019.25,735.672 2019.31,735.085 2019.38,734.498 2019.44,733.911 2019.51,733.323 2019.58,732.736 2019.64,732.149 2019.71,731.562 2019.77,730.975 2019.84,730.387 2019.91,729.8 2019.97,729.213 2020.04,728.626 2020.1,728.039 2020.17,727.451 2020.24,726.864 2020.3,726.277 2020.37,725.69 2020.43,725.103 2020.5,724.515 2020.56,723.928 2020.63,723.341 2020.7,722.754 2020.76,722.167 2020.83,721.58 2020.89,720.992 2020.96,720.405 2021.03,719.818 2021.09,719.231 2021.16,718.644 2021.22,718.057 2021.29,717.47 2021.36,716.883 2021.42,716.296 2021.49,715.708 2021.55,715.121 2021.62,714.534 2021.69,713.947 2021.75,713.36 2021.82,712.773 2021.88,712.186 2021.95,711.599 2022.01,711.012 2022.08,710.426 2022.15,709.839 2022.21,709.252 2022.28,708.665 2022.34,708.078 2022.41,707.491 2022.48,706.904 2022.54,706.318 2022.61,705.731 2022.67,705.144 2022.74,704.557 2022.81,703.971 2022.87,703.384 2022.94,702.797 2023,702.211 2023.07,701.624 2023.13,701.038 2023.2,700.451 2023.27,699.865 2023.33,699.278 2023.4,698.692 2023.46,698.105 2023.53,697.519 2023.6,696.932 2023.66,696.346 2023.73,695.76 2023.79,695.174 2023.86,694.587 2023.93,694.001 2023.99,693.415 2024.06,692.829 2024.12,692.243 2024.19,691.657 2024.26,691.071 2024.32,690.485 2024.39,689.899 2024.45,689.313 2024.52,688.727 2024.58,688.141 2024.65,687.555 2024.72,686.97 2024.78,686.384 2024.85,685.798 2024.91,685.213 2024.98,684.627 2025.05,684.042 2025.11,683.456 2025.18,682.871 2025.24,682.285 2025.31,681.7 2025.38,681.115 2025.44,680.529 2025.51,679.944 2025.57,679.359 2025.64,678.774 2025.7,678.189 2025.77,677.604 2025.84,677.019 2025.9,676.434 2025.97,675.849 2026.03,675.264 2026.1,674.679 2026.17,674.095 2026.23,673.51 2026.3,672.925 2026.36,672.341 2026.43,671.756 2026.5,671.172 2026.56,670.588 2026.63,670.003 2026.69,669.419 2026.76,668.835 2026.83,668.251 2026.89,667.666 2026.96,667.082 2027.02,666.498 2027.09,665.915 2027.15,665.331 2027.22,664.747 2027.29,664.163 2027.35,663.58 2027.42,662.996 2027.48,662.412 2027.55,661.829 2027.62,661.246 2027.68,660.662 2027.75,660.079 2027.81,659.496 2027.88,658.913 2027.95,658.33 2028.01,657.747 2028.08,657.164 2028.14,656.581 2028.21,655.998 2028.27,655.415 2028.34,654.833 2028.41,654.25 2028.47,653.668 2028.54,653.085 2028.6,652.503 2028.67,651.921 2028.74,651.338 2028.8,650.756 2028.87,650.174 2028.93,649.592 2029,649.01 2029.07,648.429 2029.13,647.847 2029.2,647.265 2029.26,646.684 2029.33,646.102 2029.4,645.521 2029.46,644.939 2029.53,644.358 2029.59,643.777 2029.66,643.196 2029.72,642.615 2029.79,642.034 2029.86,641.453 2029.92,640.872 2029.99,640.292 2030.05,639.711 2030.12,639.131 2030.19,638.55 2030.25,637.97 2030.32,637.39 2030.38,636.81 2030.45,636.23 2030.52,635.65 2030.58,635.07 2030.65,634.49 2030.71,633.91 2030.78,633.331 2030.84,632.751 2030.91,632.172 2030.98,631.593 2031.04,631.013 2031.11,630.434 2031.17,629.855 2031.24,629.276 2031.31,628.698 2031.37,628.119 2031.44,627.54 2031.5,626.962 2031.57,626.383 2031.64,625.805 2031.7,625.227 2031.77,624.649 2031.83,624.071 2031.9,623.493 2031.97,622.915 2032.03,622.337 2032.1,621.759 2032.16,621.182 2032.23,620.605 2032.29,620.027 2032.36,619.45 2032.43,618.873 2032.49,618.296 2032.56,617.719 2032.62,617.142 2032.69,616.566 2032.76,615.989 2032.82,615.413 2032.89,614.836 2032.95,614.26 2033.02,613.684 2033.09,613.108 2033.15,612.532 2033.22,611.956 2033.28,611.381 2033.35,610.805 2033.41,610.23 2033.48,609.654 2033.55,609.079 2033.61,608.504 2033.68,607.929 2033.74,607.354 2033.81,606.78 2033.88,606.205 2033.94,605.631 2034.01,605.056 2034.07,604.482 2034.14,603.908 2034.21,603.334 2034.27,602.76 2034.34,602.186 2034.4,601.613 2034.47,601.039 2034.54,600.466 2034.6,599.892 2034.67,599.319 2034.73,598.746 2034.8,598.173 2034.86,597.601 2034.93,597.028 2035,596.455 2035.06,595.883 2035.13,595.311 2035.19,594.739 2035.26,594.167 2035.33,593.595 2035.39,593.023 2035.46,592.451 2035.52,591.88 2035.59,591.309 2035.66,590.737 2035.72,590.166 2035.79,589.595 2035.85,589.025 2035.92,588.454 2035.98,587.883 2036.05,587.313 2036.12,586.743 2036.18,586.173 2036.25,585.603 2036.31,585.033 2036.38,584.463 2036.45,583.894 2036.51,583.324 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382.212,1282.26 382.278,1282.09 382.344,1281.91 382.41,1281.73 382.476,1281.55 382.542,1281.37 382.608,1281.2 382.674,1281.02 382.739,1280.83 382.805,1280.65 382.871,1280.47 382.937,1280.29 383.003,1280.11 383.069,1279.93 383.135,1279.74 383.201,1279.56 383.267,1279.37 383.333,1279.19 383.398,1279 383.464,1278.82 383.53,1278.63 383.596,1278.44 383.662,1278.26 383.728,1278.07 383.794,1277.88 383.86,1277.69 383.926,1277.5 383.992,1277.31 384.057,1277.12 384.123,1276.93 384.189,1276.74 384.255,1276.55 384.321,1276.36 384.387,1276.16 384.453,1275.97 384.519,1275.78 384.585,1275.58 384.65,1275.39 384.716,1275.19 384.782,1275 384.848,1274.8 384.914,1274.6 384.98,1274.41 385.046,1274.21 385.112,1274.01 385.178,1273.81 385.244,1273.61 385.309,1273.41 385.375,1273.21 385.441,1273.01 385.507,1272.81 385.573,1272.61 385.639,1272.41 385.705,1272.21 385.771,1272 385.837,1271.8 385.903,1271.6 385.968,1271.39 386.034,1271.19 386.1,1270.98 386.166,1270.78 386.232,1270.57 386.298,1270.36 386.364,1270.16 386.43,1269.95 386.496,1269.74 386.562,1269.53 386.627,1269.32 386.693,1269.11 386.759,1268.9 386.825,1268.69 386.891,1268.48 386.957,1268.27 387.023,1268.06 387.089,1267.85 387.155,1267.63 387.221,1267.42 387.286,1267.21 387.352,1266.99 387.418,1266.78 387.484,1266.56 387.55,1266.35 387.616,1266.13 387.682,1265.91 387.748,1265.7 387.814,1265.48 387.879,1265.26 387.945,1265.04 388.011,1264.83 388.077,1264.61 388.143,1264.39 388.209,1264.17 388.275,1263.95 388.341,1263.72 388.407,1263.5 388.473,1263.28 388.538,1263.06 388.604,1262.84 388.67,1262.61 388.736,1262.39 388.802,1262.16 388.868,1261.94 388.934,1261.71 389,1261.49 389.066,1261.26 389.132,1261.04 389.197,1260.81 389.263,1260.58 389.329,1260.35 389.395,1260.12 389.461,1259.9 389.527,1259.67 389.593,1259.44 389.659,1259.21 389.725,1258.98 389.791,1258.75 389.856,1258.51 389.922,1258.28 389.988,1258.05 390.054,1257.82 390.12,1257.58 390.186,1257.35 390.252,1257.12 390.318,1256.88 390.384,1256.65 390.449,1256.41 390.515,1256.17 390.581,1255.94 390.647,1255.7 390.713,1255.46 390.779,1255.23 390.845,1254.99 390.911,1254.75 390.977,1254.51 391.043,1254.27 391.108,1254.03 391.174,1253.79 391.24,1253.55 391.306,1253.31 391.372,1253.07 391.438,1252.82 391.504,1252.58 391.57,1252.34 391.636,1252.1 391.702,1251.85 391.767,1251.61 391.833,1251.36 391.899,1251.12 391.965,1250.87 392.031,1250.63 392.097,1250.38 392.163,1250.13 392.229,1249.89 392.295,1249.64 392.361,1249.39 392.426,1249.14 392.492,1248.89 392.558,1248.64 392.624,1248.39 392.69,1248.14 392.756,1247.89 392.822,1247.64 392.888,1247.39 392.954,1247.14 393.02,1246.89 393.085,1246.63 393.151,1246.38 393.217,1246.13 393.283,1245.87 393.349,1245.62 393.415,1245.36 393.481,1245.11 393.547,1244.85 393.613,1244.59 393.678,1244.34 393.744,1244.08 393.81,1243.82 393.876,1243.57 393.942,1243.31 394.008,1243.05 394.074,1242.79 394.14,1242.53 394.206,1242.27 394.272,1242.01 394.337,1241.75 394.403,1241.49 394.469,1241.23 394.535,1240.96 394.601,1240.7 394.667,1240.44 394.733,1240.18 394.799,1239.91 394.865,1239.65 394.931,1239.38 394.996,1239.12 395.062,1238.85 395.128,1238.59 395.194,1238.32 395.26,1238.06 395.326,1237.79 395.392,1237.52 395.458,1237.25 395.524,1236.99 395.59,1236.72 395.655,1236.45 395.721,1236.18 395.787,1235.91 395.853,1235.64 395.919,1235.37 395.985,1235.1 396.051,1234.83 396.117,1234.56 396.183,1234.28 396.249,1234.01 396.314,1233.74 396.38,1233.47 396.446,1233.19 396.512,1232.92 396.578,1232.64 396.644,1232.37 396.71,1232.09 396.776,1231.82 396.842,1231.54 396.907,1231.27 396.973,1230.99 397.039,1230.71 397.105,1230.43 397.171,1230.16 397.237,1229.88 397.303,1229.6 397.369,1229.32 397.435,1229.04 397.501,1228.76 397.566,1228.48 397.632,1228.2 397.698,1227.92 397.764,1227.64 397.83,1227.36 397.896,1227.07 397.962,1226.79 398.028,1226.51 398.094,1226.22 398.16,1225.94 398.225,1225.66 398.291,1225.37 398.357,1225.09 398.423,1224.8 398.489,1224.52 398.555,1224.23 398.621,1223.94 398.687,1223.66 398.753,1223.37 398.819,1223.08 398.884,1222.79 398.95,1222.51 399.016,1222.22 399.082,1221.93 399.148,1221.64 399.214,1221.35 399.28,1221.06 399.346,1220.77 399.412,1220.48 399.478,1220.19 399.543,1219.9 399.609,1219.6 399.675,1219.31 399.741,1219.02 399.807,1218.73 399.873,1218.43 399.939,1218.14 400.005,1217.84 400.071,1217.55 400.136,1217.25 400.202,1216.96 400.268,1216.66 400.334,1216.37 400.4,1216.07 400.466,1215.77 400.532,1215.48 400.598,1215.18 400.664,1214.88 400.73,1214.58 400.795,1214.29 400.861,1213.99 400.927,1213.69 400.993,1213.39 401.059,1213.09 401.125,1212.79 401.191,1212.49 401.257,1212.19 401.323,1211.88 401.389,1211.58 401.454,1211.28 401.52,1210.98 401.586,1210.68 401.652,1210.37 401.718,1210.07 401.784,1209.76 401.85,1209.46 401.916,1209.16 401.982,1208.85 402.048,1208.55 402.113,1208.24 402.179,1207.93 402.245,1207.63 402.311,1207.32 402.377,1207.01 402.443,1206.71 402.509,1206.4 402.575,1206.09 402.641,1205.78 402.706,1205.47 402.772,1205.17 402.838,1204.86 402.904,1204.55 402.97,1204.24 403.036,1203.93 403.102,1203.61 403.168,1203.3 403.234,1202.99 403.3,1202.68 403.365,1202.37 403.431,1202.06 403.497,1201.74 403.563,1201.43 403.629,1201.12 403.695,1200.8 403.761,1200.49 403.827,1200.17 403.893,1199.86 403.959,1199.54 404.024,1199.23 404.09,1198.91 404.156,1198.6 404.222,1198.28 404.288,1197.96 404.354,1197.65 404.42,1197.33 404.486,1197.01 404.552,1196.69 404.618,1196.37 404.683,1196.06 404.749,1195.74 404.815,1195.42 404.881,1195.1 404.947,1194.78 405.013,1194.46 405.079,1194.14 405.145,1193.82 405.211,1193.49 405.277,1193.17 405.342,1192.85 405.408,1192.53 405.474,1192.21 405.54,1191.88 405.606,1191.56 405.672,1191.24 405.738,1190.91 405.804,1190.59 405.87,1190.26 405.935,1189.94 406.001,1189.61 406.067,1189.29 406.133,1188.96 406.199,1188.64 406.265,1188.31 406.331,1187.98 406.397,1187.66 406.463,1187.33 406.529,1187 406.594,1186.67 406.66,1186.34 406.726,1186.02 406.792,1185.69 406.858,1185.36 406.924,1185.03 406.99,1184.7 407.056,1184.37 407.122,1184.04 407.188,1183.71 407.253,1183.38 407.319,1183.04 407.385,1182.71 407.451,1182.38 407.517,1182.05 407.583,1181.72 407.649,1181.38 407.715,1181.05 407.781,1180.72 407.847,1180.38 407.912,1180.05 407.978,1179.71 408.044,1179.38 408.11,1179.04 408.176,1178.71 408.242,1178.37 408.308,1178.04 408.374,1177.7 408.44,1177.36 408.506,1177.03 408.571,1176.69 408.637,1176.35 408.703,1176.02 408.769,1175.68 408.835,1175.34 408.901,1175 408.967,1174.66 409.033,1174.32 409.099,1173.98 409.164,1173.64 409.23,1173.3 409.296,1172.96 409.362,1172.62 409.428,1172.28 409.494,1171.94 409.56,1171.6 409.626,1171.26 409.692,1170.92 409.758,1170.57 409.823,1170.23 409.889,1169.89 409.955,1169.54 410.021,1169.2 410.087,1168.86 410.153,1168.51 410.219,1168.17 410.285,1167.82 410.351,1167.48 410.417,1167.13 410.482,1166.79 410.548,1166.44 410.614,1166.1 410.68,1165.75 410.746,1165.4 410.812,1165.06 410.878,1164.71 410.944,1164.36 411.01,1164.02 411.076,1163.67 411.141,1163.32 411.207,1162.97 411.273,1162.62 411.339,1162.27 411.405,1161.92 411.471,1161.57 411.537,1161.23 411.603,1160.88 411.669,1160.52 411.735,1160.17 411.8,1159.82 411.866,1159.47 411.932,1159.12 411.998,1158.77 412.064,1158.42 412.13,1158.06 412.196,1157.71 412.262,1157.36 412.328,1157.01 412.393,1156.65 412.459,1156.3 412.525,1155.95 412.591,1155.59 412.657,1155.24 412.723,1154.88 412.789,1154.53 412.855,1154.17 412.921,1153.82 412.987,1153.46 413.052,1153.11 413.118,1152.75 413.184,1152.39 413.25,1152.04 413.316,1151.68 413.382,1151.32 413.448,1150.97 413.514,1150.61 413.58,1150.25 413.646,1149.89 413.711,1149.53 413.777,1149.17 413.843,1148.82 413.909,1148.46 413.975,1148.1 414.041,1147.74 414.107,1147.38 414.173,1147.02 414.239,1146.66 414.305,1146.3 414.37,1145.93 414.436,1145.57 414.502,1145.21 414.568,1144.85 414.634,1144.49 414.7,1144.13 414.766,1143.76 414.832,1143.4 414.898,1143.04 414.964,1142.67 415.029,1142.31 415.095,1141.95 415.161,1141.58 415.227,1141.22 415.293,1140.85 415.359,1140.49 415.425,1140.13 415.491,1139.76 415.557,1139.39 415.622,1139.03 415.688,1138.66 415.754,1138.3 415.82,1137.93 415.886,1137.56 415.952,1137.2 416.018,1136.83 416.084,1136.46 416.15,1136.1 416.216,1135.73 416.281,1135.36 416.347,1134.99 416.413,1134.62 416.479,1134.25 416.545,1133.89 416.611,1133.52 416.677,1133.15 416.743,1132.78 416.809,1132.41 416.875,1132.04 416.94,1131.67 417.006,1131.3 417.072,1130.93 417.138,1130.55 417.204,1130.18 417.27,1129.81 417.336,1129.44 417.402,1129.07 417.468,1128.7 417.534,1128.32 417.599,1127.95 417.665,1127.58 417.731,1127.21 417.797,1126.83 417.863,1126.46 417.929,1126.09 417.995,1125.71 418.061,1125.34 418.127,1124.96 418.192,1124.59 418.258,1124.21 418.324,1123.84 418.39,1123.46 418.456,1123.09 418.522,1122.71 418.588,1122.34 418.654,1121.96 418.72,1121.58 418.786,1121.21 418.851,1120.83 418.917,1120.45 418.983,1120.08 419.049,1119.7 419.115,1119.32 419.181,1118.94 419.247,1118.57 419.313,1118.19 419.379,1117.81 419.445,1117.43 419.51,1117.05 419.576,1116.67 419.642,1116.29 419.708,1115.91 419.774,1115.53 419.84,1115.15 419.906,1114.77 419.972,1114.39 420.038,1114.01 420.104,1113.63 420.169,1113.25 420.235,1112.87 420.301,1112.49 420.367,1112.11 420.433,1111.73 420.499,1111.34 420.565,1110.96 420.631,1110.58 420.697,1110.2 420.763,1109.81 420.828,1109.43 420.894,1109.05 420.96,1108.66 421.026,1108.28 421.092,1107.9 421.158,1107.51 421.224,1107.13 421.29,1106.74 421.356,1106.36 421.421,1105.97 421.487,1105.59 421.553,1105.2 421.619,1104.82 421.685,1104.43 421.751,1104.05 421.817,1103.66 421.883,1103.28 421.949,1102.89 422.015,1102.5 422.08,1102.12 422.146,1101.73 422.212,1101.34 422.278,1100.95 422.344,1100.57 422.41,1100.18 422.476,1099.79 422.542,1099.4 422.608,1099.02 422.674,1098.63 422.739,1098.24 422.805,1097.85 422.871,1097.46 422.937,1097.07 423.003,1096.68 423.069,1096.29 423.135,1095.9 423.201,1095.51 423.267,1095.12 423.333,1094.73 423.398,1094.34 423.464,1093.95 423.53,1093.56 423.596,1093.17 423.662,1092.78 423.728,1092.39 423.794,1091.99 423.86,1091.6 423.926,1091.21 423.992,1090.82 424.057,1090.43 424.123,1090.03 424.189,1089.64 424.255,1089.25 424.321,1088.86 424.387,1088.46 424.453,1088.07 424.519,1087.68 424.585,1087.28 424.65,1086.89 424.716,1086.49 424.782,1086.1 424.848,1085.7 424.914,1085.31 424.98,1084.92 425.046,1084.52 425.112,1084.13 425.178,1083.73 425.244,1083.33 425.309,1082.94 425.375,1082.54 425.441,1082.15 425.507,1081.75 425.573,1081.35 425.639,1080.96 425.705,1080.56 425.771,1080.16 425.837,1079.77 425.903,1079.37 425.968,1078.97 426.034,1078.58 426.1,1078.18 426.166,1077.78 426.232,1077.38 426.298,1076.98 426.364,1076.59 426.43,1076.19 426.496,1075.79 426.562,1075.39 426.627,1074.99 426.693,1074.59 426.759,1074.19 426.825,1073.79 426.891,1073.39 426.957,1072.99 427.023,1072.59 427.089,1072.19 427.155,1071.79 427.221,1071.39 427.286,1070.99 427.352,1070.59 427.418,1070.19 427.484,1069.79 427.55,1069.39 427.616,1068.99 427.682,1068.59 427.748,1068.18 427.814,1067.78 427.879,1067.38 427.945,1066.98 428.011,1066.58 428.077,1066.17 428.143,1065.77 428.209,1065.37 428.275,1064.96 428.341,1064.56 428.407,1064.16 428.473,1063.75 428.538,1063.35 428.604,1062.95 428.67,1062.54 428.736,1062.14 428.802,1061.74 428.868,1061.33 428.934,1060.93 429,1060.52 429.066,1060.12 429.132,1059.71 429.197,1059.31 429.263,1058.9 429.329,1058.5 429.395,1058.09 429.461,1057.69 429.527,1057.28 429.593,1056.87 429.659,1056.47 429.725,1056.06 429.791,1055.66 429.856,1055.25 429.922,1054.84 429.988,1054.44 430.054,1054.03 430.12,1053.62 430.186,1053.21 430.252,1052.81 430.318,1052.4 430.384,1051.99 430.449,1051.58 430.515,1051.18 430.581,1050.77 430.647,1050.36 430.713,1049.95 430.779,1049.54 430.845,1049.13 430.911,1048.73 430.977,1048.32 431.043,1047.91 431.108,1047.5 431.174,1047.09 431.24,1046.68 431.306,1046.27 431.372,1045.86 431.438,1045.45 431.504,1045.04 431.57,1044.63 431.636,1044.22 431.702,1043.81 431.767,1043.4 431.833,1042.99 431.899,1042.58 431.965,1042.17 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1316.38,1310.25 1316.45,1310.18 1316.51,1310.11 1316.58,1310.04 1316.64,1309.97 1316.71,1309.9 1316.78,1309.82 1316.84,1309.75 1316.91,1309.68 1316.97,1309.6 1317.04,1309.53 1317.11,1309.45 1317.17,1309.38 1317.24,1309.3 1317.3,1309.22 1317.37,1309.14 1317.43,1309.07 1317.5,1308.99 1317.57,1308.91 1317.63,1308.83 1317.7,1308.75 1317.76,1308.67 1317.83,1308.59 1317.9,1308.5 1317.96,1308.42 1318.03,1308.34 1318.09,1308.25 1318.16,1308.17 1318.23,1308.08 1318.29,1308 1318.36,1307.91 1318.42,1307.83 1318.49,1307.74 1318.55,1307.65 1318.62,1307.56 1318.69,1307.47 1318.75,1307.39 1318.82,1307.3 1318.88,1307.21 1318.95,1307.11 1319.02,1307.02 1319.08,1306.93 1319.15,1306.84 1319.21,1306.74 1319.28,1306.65 1319.35,1306.56 1319.41,1306.46 1319.48,1306.37 1319.54,1306.27 1319.61,1306.17 1319.68,1306.08 1319.74,1305.98 1319.81,1305.88 1319.87,1305.78 1319.94,1305.68 1320,1305.58 1320.07,1305.48 1320.14,1305.38 1320.2,1305.28 1320.27,1305.18 1320.33,1305.07 1320.4,1304.97 1320.47,1304.87 1320.53,1304.76 1320.6,1304.66 1320.66,1304.55 1320.73,1304.45 1320.8,1304.34 1320.86,1304.23 1320.93,1304.13 1320.99,1304.02 1321.06,1303.91 1321.12,1303.8 1321.19,1303.69 1321.26,1303.58 1321.32,1303.47 1321.39,1303.36 1321.45,1303.25 1321.52,1303.13 1321.59,1303.02 1321.65,1302.91 1321.72,1302.79 1321.78,1302.68 1321.85,1302.56 1321.92,1302.45 1321.98,1302.33 1322.05,1302.21 1322.11,1302.1 1322.18,1301.98 1322.25,1301.86 1322.31,1301.74 1322.38,1301.62 1322.44,1301.5 1322.51,1301.38 1322.57,1301.26 1322.64,1301.14 1322.71,1301.02 1322.77,1300.89 1322.84,1300.77 1322.9,1300.65 1322.97,1300.52 1323.04,1300.4 1323.1,1300.27 1323.17,1300.15 1323.23,1300.02 1323.3,1299.89 1323.37,1299.76 1323.43,1299.64 1323.5,1299.51 1323.56,1299.38 1323.63,1299.25 1323.69,1299.12 1323.76,1298.99 1323.83,1298.86 1323.89,1298.72 1323.96,1298.59 1324.02,1298.46 1324.09,1298.32 1324.16,1298.19 1324.22,1298.06 1324.29,1297.92 1324.35,1297.79 1324.42,1297.65 1324.49,1297.51 1324.55,1297.38 1324.62,1297.24 1324.68,1297.1 1324.75,1296.96 1324.82,1296.82 1324.88,1296.68 1324.95,1296.54 1325.01,1296.4 1325.08,1296.26 1325.14,1296.12 1325.21,1295.97 1325.28,1295.83 1325.34,1295.69 1325.41,1295.54 1325.47,1295.4 1325.54,1295.25 1325.61,1295.11 1325.67,1294.96 1325.74,1294.81 1325.8,1294.67 1325.87,1294.52 1325.94,1294.37 1326,1294.22 1326.07,1294.07 1326.13,1293.92 1326.2,1293.77 1326.26,1293.62 1326.33,1293.47 1326.4,1293.32 1326.46,1293.16 1326.53,1293.01 1326.59,1292.86 1326.66,1292.7 1326.73,1292.55 1326.79,1292.39 1326.86,1292.24 1326.92,1292.08 1326.99,1291.93 1327.06,1291.77 1327.12,1291.61 1327.19,1291.45 1327.25,1291.29 1327.32,1291.14 1327.39,1290.98 1327.45,1290.81 1327.52,1290.65 1327.58,1290.49 1327.65,1290.33 1327.71,1290.17 1327.78,1290.01 1327.85,1289.84 1327.91,1289.68 1327.98,1289.51 1328.04,1289.35 1328.11,1289.18 1328.18,1289.02 1328.24,1288.85 1328.31,1288.68 1328.37,1288.52 1328.44,1288.35 1328.51,1288.18 1328.57,1288.01 1328.64,1287.84 1328.7,1287.67 1328.77,1287.5 1328.83,1287.33 1328.9,1287.16 1328.97,1286.99 1329.03,1286.81 1329.1,1286.64 1329.16,1286.47 1329.23,1286.29 1329.3,1286.12 1329.36,1285.94 1329.43,1285.77 1329.49,1285.59 1329.56,1285.42 1329.63,1285.24 1329.69,1285.06 1329.76,1284.88 1329.82,1284.7 1329.89,1284.53 1329.96,1284.35 1330.02,1284.17 1330.09,1283.98 1330.15,1283.8 1330.22,1283.62 1330.28,1283.44 1330.35,1283.26 1330.42,1283.07 1330.48,1282.89 1330.55,1282.71 1330.61,1282.52 1330.68,1282.34 1330.75,1282.15 1330.81,1281.97 1330.88,1281.78 1330.94,1281.59 1331.01,1281.4 1331.08,1281.22 1331.14,1281.03 1331.21,1280.84 1331.27,1280.65 1331.34,1280.46 1331.41,1280.27 1331.47,1280.08 1331.54,1279.89 1331.6,1279.69 1331.67,1279.5 1331.73,1279.31 1331.8,1279.12 1331.87,1278.92 1331.93,1278.73 1332,1278.53 1332.06,1278.34 1332.13,1278.14 1332.2,1277.94 1332.26,1277.75 1332.33,1277.55 1332.39,1277.35 1332.46,1277.15 1332.53,1276.96 1332.59,1276.76 1332.66,1276.56 1332.72,1276.36 1332.79,1276.16 1332.85,1275.95 1332.92,1275.75 1332.99,1275.55 1333.05,1275.35 1333.12,1275.15 1333.18,1274.94 1333.25,1274.74 1333.32,1274.53 1333.38,1274.33 1333.45,1274.12 1333.51,1273.92 1333.58,1273.71 1333.65,1273.5 1333.71,1273.3 1333.78,1273.09 1333.84,1272.88 1333.91,1272.67 1333.98,1272.46 1334.04,1272.25 1334.11,1272.04 1334.17,1271.83 1334.24,1271.62 1334.3,1271.41 1334.37,1271.2 1334.44,1270.98 1334.5,1270.77 1334.57,1270.56 1334.63,1270.34 1334.7,1270.13 1334.77,1269.91 1334.83,1269.7 1334.9,1269.48 1334.96,1269.27 1335.03,1269.05 1335.1,1268.83 1335.16,1268.61 1335.23,1268.4 1335.29,1268.18 1335.36,1267.96 1335.42,1267.74 1335.49,1267.52 1335.56,1267.3 1335.62,1267.08 1335.69,1266.85 1335.75,1266.63 1335.82,1266.41 1335.89,1266.19 1335.95,1265.96 1336.02,1265.74 1336.08,1265.52 1336.15,1265.29 1336.22,1265.07 1336.28,1264.84 1336.35,1264.62 1336.41,1264.39 1336.48,1264.16 1336.55,1263.93 1336.61,1263.71 1336.68,1263.48 1336.74,1263.25 1336.81,1263.02 1336.87,1262.79 1336.94,1262.56 1337.01,1262.33 1337.07,1262.1 1337.14,1261.87 1337.2,1261.64 1337.27,1261.4 1337.34,1261.17 1337.4,1260.94 1337.47,1260.7 1337.53,1260.47 1337.6,1260.24 1337.67,1260 1337.73,1259.76 1337.8,1259.53 1337.86,1259.29 1337.93,1259.06 1337.99,1258.82 1338.06,1258.58 1338.13,1258.34 1338.19,1258.1 1338.26,1257.86 1338.32,1257.63 1338.39,1257.39 1338.46,1257.15 1338.52,1256.9 1338.59,1256.66 1338.65,1256.42 1338.72,1256.18 1338.79,1255.94 1338.85,1255.69 1338.92,1255.45 1338.98,1255.21 1339.05,1254.96 1339.12,1254.72 1339.18,1254.47 1339.25,1254.23 1339.31,1253.98 1339.38,1253.73 1339.44,1253.49 1339.51,1253.24 1339.58,1252.99 1339.64,1252.74 1339.71,1252.5 1339.77,1252.25 1339.84,1252 1339.91,1251.75 1339.97,1251.5 1340.04,1251.25 1340.1,1250.99 1340.17,1250.74 1340.24,1250.49 1340.3,1250.24 1340.37,1249.99 1340.43,1249.73 1340.5,1249.48 1340.56,1249.22 1340.63,1248.97 1340.7,1248.72 1340.76,1248.46 1340.83,1248.2 1340.89,1247.95 1340.96,1247.69 1341.03,1247.43 1341.09,1247.18 1341.16,1246.92 1341.22,1246.66 1341.29,1246.4 1341.36,1246.14 1341.42,1245.88 1341.49,1245.62 1341.55,1245.36 1341.62,1245.1 1341.69,1244.84 1341.75,1244.58 1341.82,1244.32 1341.88,1244.05 1341.95,1243.79 1342.01,1243.53 1342.08,1243.26 1342.15,1243 1342.21,1242.73 1342.28,1242.47 1342.34,1242.2 1342.41,1241.94 1342.48,1241.67 1342.54,1241.41 1342.61,1241.14 1342.67,1240.87 1342.74,1240.6 1342.81,1240.34 1342.87,1240.07 1342.94,1239.8 1343,1239.53 1343.07,1239.26 1343.13,1238.99 1343.2,1238.72 1343.27,1238.45 1343.33,1238.18 1343.4,1237.9 1343.46,1237.63 1343.53,1237.36 1343.6,1237.09 1343.66,1236.81 1343.73,1236.54 1343.79,1236.26 1343.86,1235.99 1343.93,1235.71 1343.99,1235.44 1344.06,1235.16 1344.12,1234.89 1344.19,1234.61 1344.26,1234.33 1344.32,1234.06 1344.39,1233.78 1344.45,1233.5 1344.52,1233.22 1344.58,1232.94 1344.65,1232.66 1344.72,1232.38 1344.78,1232.1 1344.85,1231.82 1344.91,1231.54 1344.98,1231.26 1345.05,1230.98 1345.11,1230.7 1345.18,1230.41 1345.24,1230.13 1345.31,1229.85 1345.38,1229.56 1345.44,1229.28 1345.51,1229 1345.57,1228.71 1345.64,1228.43 1345.7,1228.14 1345.77,1227.85 1345.84,1227.57 1345.9,1227.28 1345.97,1226.99 1346.03,1226.71 1346.1,1226.42 1346.17,1226.13 1346.23,1225.84 1346.3,1225.55 1346.36,1225.26 1346.43,1224.97 1346.5,1224.68 1346.56,1224.39 1346.63,1224.1 1346.69,1223.81 1346.76,1223.52 1346.83,1223.23 1346.89,1222.94 1346.96,1222.64 1347.02,1222.35 1347.09,1222.06 1347.15,1221.76 1347.22,1221.47 1347.29,1221.18 1347.35,1220.88 1347.42,1220.58 1347.48,1220.29 1347.55,1219.99 1347.62,1219.7 1347.68,1219.4 1347.75,1219.1 1347.81,1218.81 1347.88,1218.51 1347.95,1218.21 1348.01,1217.91 1348.08,1217.61 1348.14,1217.31 1348.21,1217.01 1348.27,1216.71 1348.34,1216.41 1348.41,1216.11 1348.47,1215.81 1348.54,1215.51 1348.6,1215.21 1348.67,1214.91 1348.74,1214.6 1348.8,1214.3 1348.87,1214 1348.93,1213.69 1349,1213.39 1349.07,1213.09 1349.13,1212.78 1349.2,1212.48 1349.26,1212.17 1349.33,1211.87 1349.4,1211.56 1349.46,1211.25 1349.53,1210.95 1349.59,1210.64 1349.66,1210.33 1349.72,1210.02 1349.79,1209.72 1349.86,1209.41 1349.92,1209.1 1349.99,1208.79 1350.05,1208.48 1350.12,1208.17 1350.19,1207.86 1350.25,1207.55 1350.32,1207.24 1350.38,1206.93 1350.45,1206.62 1350.52,1206.3 1350.58,1205.99 1350.65,1205.68 1350.71,1205.37 1350.78,1205.05 1350.84,1204.74 1350.91,1204.43 1350.98,1204.11 1351.04,1203.8 1351.11,1203.48 1351.17,1203.17 1351.24,1202.85 1351.31,1202.54 1351.37,1202.22 1351.44,1201.9 1351.5,1201.59 1351.57,1201.27 1351.64,1200.95 1351.7,1200.63 1351.77,1200.32 1351.83,1200 1351.9,1199.68 1351.97,1199.36 1352.03,1199.04 1352.1,1198.72 1352.16,1198.4 1352.23,1198.08 1352.29,1197.76 1352.36,1197.44 1352.43,1197.11 1352.49,1196.79 1352.56,1196.47 1352.62,1196.15 1352.69,1195.83 1352.76,1195.5 1352.82,1195.18 1352.89,1194.86 1352.95,1194.53 1353.02,1194.21 1353.09,1193.88 1353.15,1193.56 1353.22,1193.23 1353.28,1192.91 1353.35,1192.58 1353.41,1192.25 1353.48,1191.93 1353.55,1191.6 1353.61,1191.27 1353.68,1190.94 1353.74,1190.62 1353.81,1190.29 1353.88,1189.96 1353.94,1189.63 1354.01,1189.3 1354.07,1188.97 1354.14,1188.64 1354.21,1188.31 1354.27,1187.98 1354.34,1187.65 1354.4,1187.32 1354.47,1186.99 1354.54,1186.66 1354.6,1186.33 1354.67,1185.99 1354.73,1185.66 1354.8,1185.33 1354.86,1185 1354.93,1184.66 1355,1184.33 1355.06,1183.99 1355.13,1183.66 1355.19,1183.32 1355.26,1182.99 1355.33,1182.65 1355.39,1182.32 1355.46,1181.98 1355.52,1181.65 1355.59,1181.31 1355.66,1180.97 1355.72,1180.64 1355.79,1180.3 1355.85,1179.96 1355.92,1179.62 1355.98,1179.29 1356.05,1178.95 1356.12,1178.61 1356.18,1178.27 1356.25,1177.93 1356.31,1177.59 1356.38,1177.25 1356.45,1176.91 1356.51,1176.57 1356.58,1176.23 1356.64,1175.89 1356.71,1175.55 1356.78,1175.2 1356.84,1174.86 1356.91,1174.52 1356.97,1174.18 1357.04,1173.83 1357.11,1173.49 1357.17,1173.15 1357.24,1172.8 1357.3,1172.46 1357.37,1172.11 1357.43,1171.77 1357.5,1171.43 1357.57,1171.08 1357.63,1170.73 1357.7,1170.39 1357.76,1170.04 1357.83,1169.7 1357.9,1169.35 1357.96,1169 1358.03,1168.66 1358.09,1168.31 1358.16,1167.96 1358.23,1167.61 1358.29,1167.26 1358.36,1166.92 1358.42,1166.57 1358.49,1166.22 1358.55,1165.87 1358.62,1165.52 1358.69,1165.17 1358.75,1164.82 1358.82,1164.47 1358.88,1164.12 1358.95,1163.77 1359.02,1163.42 1359.08,1163.06 1359.15,1162.71 1359.21,1162.36 1359.28,1162.01 1359.35,1161.66 1359.41,1161.3 1359.48,1160.95 1359.54,1160.6 1359.61,1160.24 1359.68,1159.89 1359.74,1159.53 1359.81,1159.18 1359.87,1158.82 1359.94,1158.47 1360,1158.11 1360.07,1157.76 1360.14,1157.4 1360.2,1157.05 1360.27,1156.69 1360.33,1156.33 1360.4,1155.98 1360.47,1155.62 1360.53,1155.26 1360.6,1154.91 1360.66,1154.55 1360.73,1154.19 1360.8,1153.83 1360.86,1153.47 1360.93,1153.11 1360.99,1152.75 1361.06,1152.4 1361.12,1152.04 1361.19,1151.68 1361.26,1151.32 1361.32,1150.95 1361.39,1150.59 1361.45,1150.23 1361.52,1149.87 1361.59,1149.51 1361.65,1149.15 1361.72,1148.79 1361.78,1148.42 1361.85,1148.06 1361.92,1147.7 1361.98,1147.34 1362.05,1146.97 1362.11,1146.61 1362.18,1146.25 1362.25,1145.88 1362.31,1145.52 1362.38,1145.15 1362.44,1144.79 1362.51,1144.42 1362.57,1144.06 1362.64,1143.69 1362.71,1143.33 1362.77,1142.96 1362.84,1142.6 1362.9,1142.23 1362.97,1141.86 1363.04,1141.5 1363.1,1141.13 1363.17,1140.76 1363.23,1140.4 1363.3,1140.03 1363.37,1139.66 1363.43,1139.29 1363.5,1138.92 1363.56,1138.55 1363.63,1138.19 1363.69,1137.82 1363.76,1137.45 1363.83,1137.08 1363.89,1136.71 1363.96,1136.34 1364.02,1135.97 1364.09,1135.6 1364.16,1135.23 1364.22,1134.85 1364.29,1134.48 1364.35,1134.11 1364.42,1133.74 1364.49,1133.37 1364.55,1133 1364.62,1132.62 1364.68,1132.25 1364.75,1131.88 1364.82,1131.5 1364.88,1131.13 1364.95,1130.76 1365.01,1130.38 1365.08,1130.01 1365.14,1129.64 1365.21,1129.26 1365.28,1128.89 1365.34,1128.51 1365.41,1128.14 1365.47,1127.76 1365.54,1127.39 1365.61,1127.01 1365.67,1126.63 1365.74,1126.26 1365.8,1125.88 1365.87,1125.5 1365.94,1125.13 1366,1124.75 1366.07,1124.37 1366.13,1124 1366.2,1123.62 1366.26,1123.24 1366.33,1122.86 1366.4,1122.48 1366.46,1122.11 1366.53,1121.73 1366.59,1121.35 1366.66,1120.97 1366.73,1120.59 1366.79,1120.21 1366.86,1119.83 1366.92,1119.45 1366.99,1119.07 1367.06,1118.69 1367.12,1118.31 1367.19,1117.93 1367.25,1117.55 1367.32,1117.16 1367.39,1116.78 1367.45,1116.4 1367.52,1116.02 1367.58,1115.64 1367.65,1115.26 1367.71,1114.87 1367.78,1114.49 1367.85,1114.11 1367.91,1113.72 1367.98,1113.34 1368.04,1112.96 1368.11,1112.57 1368.18,1112.19 1368.24,1111.8 1368.31,1111.42 1368.37,1111.04 1368.44,1110.65 1368.51,1110.27 1368.57,1109.88 1368.64,1109.5 1368.7,1109.11 1368.77,1108.72 1368.83,1108.34 1368.9,1107.95 1368.97,1107.57 1369.03,1107.18 1369.1,1106.79 1369.16,1106.41 1369.23,1106.02 1369.3,1105.63 1369.36,1105.24 1369.43,1104.86 1369.49,1104.47 1369.56,1104.08 1369.63,1103.69 1369.69,1103.3 1369.76,1102.91 1369.82,1102.53 1369.89,1102.14 1369.96,1101.75 1370.02,1101.36 1370.09,1100.97 1370.15,1100.58 1370.22,1100.19 1370.28,1099.8 1370.35,1099.41 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1378.72,1048.46 1378.79,1048.05 1378.85,1047.64 1378.92,1047.23 1378.98,1046.82 1379.05,1046.41 1379.12,1046 1379.18,1045.58 1379.25,1045.17 1379.31,1044.76 1379.38,1044.35 1379.44,1043.94 1379.51,1043.52 1379.58,1043.11 1379.64,1042.7 1379.71,1042.29 1379.77,1041.87 1379.84,1041.46 1379.91,1041.05 1379.97,1040.64 1380.04,1040.22 1380.1,1039.81 1380.17,1039.39 1380.24,1038.98 1380.3,1038.57 1380.37,1038.15 1380.43,1037.74 1380.5,1037.33 1380.56,1036.91 1380.63,1036.5 1380.7,1036.08 1380.76,1035.67 1380.83,1035.25 1380.89,1034.84 1380.96,1034.42 1381.03,1034.01 1381.09,1033.59 1381.16,1033.18 1381.22,1032.76 1381.29,1032.35 1381.36,1031.93 1381.42,1031.51 1381.49,1031.1 1381.55,1030.68 1381.62,1030.27 1381.69,1029.85 1381.75,1029.43 1381.82,1029.02 1381.88,1028.6 1381.95,1028.18 1382.01,1027.77 1382.08,1027.35 1382.15,1026.93 1382.21,1026.51 1382.28,1026.1 1382.34,1025.68 1382.41,1025.26 1382.48,1024.84 1382.54,1024.43 1382.61,1024.01 1382.67,1023.59 1382.74,1023.17 1382.81,1022.75 1382.87,1022.34 1382.94,1021.92 1383,1021.5 1383.07,1021.08 1383.13,1020.66 1383.2,1020.24 1383.27,1019.82 1383.33,1019.4 1383.4,1018.98 1383.46,1018.56 1383.53,1018.14 1383.6,1017.73 1383.66,1017.31 1383.73,1016.89 1383.79,1016.47 1383.86,1016.05 1383.93,1015.63 1383.99,1015.2 1384.06,1014.78 1384.12,1014.36 1384.19,1013.94 1384.26,1013.52 1384.32,1013.1 1384.39,1012.68 1384.45,1012.26 1384.52,1011.84 1384.58,1011.42 1384.65,1011 1384.72,1010.57 1384.78,1010.15 1384.85,1009.73 1384.91,1009.31 1384.98,1008.89 1385.05,1008.47 1385.11,1008.04 1385.18,1007.62 1385.24,1007.2 1385.31,1006.78 1385.38,1006.35 1385.44,1005.93 1385.51,1005.51 1385.57,1005.09 1385.64,1004.66 1385.7,1004.24 1385.77,1003.82 1385.84,1003.39 1385.9,1002.97 1385.97,1002.55 1386.03,1002.12 1386.1,1001.7 1386.17,1001.28 1386.23,1000.85 1386.3,1000.43 1386.36,1000 1386.43,999.581 1386.5,999.157 1386.56,998.732 1386.63,998.308 1386.69,997.884 1386.76,997.459 1386.83,997.035 1386.89,996.61 1386.96,996.185 1387.02,995.76 1387.09,995.335 1387.15,994.91 1387.22,994.485 1387.29,994.059 1387.35,993.634 1387.42,993.209 1387.48,992.783 1387.55,992.357 1387.62,991.932 1387.68,991.506 1387.75,991.08 1387.81,990.654 1387.88,990.228 1387.95,989.802 1388.01,989.375 1388.08,988.949 1388.14,988.523 1388.21,988.096 1388.27,987.669 1388.34,987.243 1388.41,986.816 1388.47,986.389 1388.54,985.962 1388.6,985.535 1388.67,985.108 1388.74,984.68 1388.8,984.253 1388.87,983.826 1388.93,983.398 1389,982.971 1389.07,982.543 1389.13,982.115 1389.2,981.687 1389.26,981.259 1389.33,980.831 1389.4,980.403 1389.46,979.975 1389.53,979.547 1389.59,979.119 1389.66,978.69 1389.72,978.262 1389.79,977.833 1389.86,977.404 1389.92,976.976 1389.99,976.547 1390.05,976.118 1390.12,975.689 1390.19,975.26 1390.25,974.831 1390.32,974.401 1390.38,973.972 1390.45,973.543 1390.52,973.113 1390.58,972.684 1390.65,972.254 1390.71,971.824 1390.78,971.395 1390.84,970.965 1390.91,970.535 1390.98,970.105 1391.04,969.675 1391.11,969.245 1391.17,968.814 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1403.69,885.945 1403.76,885.504 1403.83,885.063 1403.89,884.623 1403.96,884.182 1404.02,883.741 1404.09,883.3 1404.16,882.858 1404.22,882.417 1404.29,881.976 1404.35,881.535 1404.42,881.094 1404.49,880.653 1404.55,880.211 1404.62,879.77 1404.68,879.329 1404.75,878.887 1404.82,878.446 1404.88,878.004 1404.95,877.563 1405.01,877.121 1405.08,876.68 1405.14,876.238 1405.21,875.797 1405.28,875.355 1405.34,874.913 1405.41,874.472 1405.47,874.03 1405.54,873.588 1405.61,873.146 1405.67,872.704 1405.74,872.262 1405.8,871.82 1405.87,871.378 1405.94,870.936 1406,870.494 1406.07,870.052 1406.13,869.61 1406.2,869.168 1406.26,868.726 1406.33,868.284 1406.4,867.842 1406.46,867.399 1406.53,866.957 1406.59,866.515 1406.66,866.072 1406.73,865.63 1406.79,865.188 1406.86,864.745 1406.92,864.303 1406.99,863.86 1407.06,863.418 1407.12,862.975 1407.19,862.532 1407.25,862.09 1407.32,861.647 1407.39,861.204 1407.45,860.762 1407.52,860.319 1407.58,859.876 1407.65,859.433 1407.71,858.991 1407.78,858.548 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1893.71,780.824 1893.78,780.378 1893.84,779.931 1893.91,779.485 1893.98,779.038 1894.04,778.591 1894.11,778.145 1894.17,777.698 1894.24,777.252 1894.3,776.805 1894.37,776.359 1894.44,775.912 1894.5,775.465 1894.57,775.019 1894.63,774.572 1894.7,774.125 1894.77,773.679 1894.83,773.232 1894.9,772.785 1894.96,772.339 1895.03,771.892 1895.1,771.445 1895.16,770.999 1895.23,770.552 1895.29,770.105 1895.36,769.658 1895.42,769.212 1895.49,768.765 1895.56,768.318 1895.62,767.871 1895.69,767.425 1895.75,766.978 1895.82,766.531 1895.89,766.084 1895.95,765.637 1896.02,765.191 1896.08,764.744 1896.15,764.297 1896.22,763.85 1896.28,763.403 1896.35,762.957 1896.41,762.51 1896.48,762.063 1896.55,761.616 1896.61,761.169 1896.68,760.722 1896.74,760.275 1896.81,759.829 1896.87,759.382 1896.94,758.935 1897.01,758.488 1897.07,758.041 1897.14,757.594 1897.2,757.147 1897.27,756.7 1897.34,756.253 1897.4,755.806 1897.47,755.359 1897.53,754.913 1897.6,754.466 1897.67,754.019 1897.73,753.572 1897.8,753.125 1897.86,752.678 1897.93,752.231 1897.99,751.784 1898.06,751.337 1898.13,750.89 1898.19,750.443 1898.26,749.996 1898.32,749.549 1898.39,749.102 1898.46,748.655 1898.52,748.208 1898.59,747.761 1898.65,747.314 1898.72,746.867 1898.79,746.42 1898.85,745.973 1898.92,745.526 1898.98,745.079 1899.05,744.632 1899.12,744.185 1899.18,743.738 1899.25,743.291 1899.31,742.844 1899.38,742.397 1899.44,741.95 1899.51,741.503 1899.58,741.056 1899.64,740.609 1899.71,740.162 1899.77,739.715 1899.84,739.268 1899.91,738.82 1899.97,738.373 1900.04,737.926 1900.1,737.479 1900.17,737.032 1900.24,736.585 1900.3,736.138 1900.37,735.691 1900.43,735.244 1900.5,734.797 1900.56,734.35 1900.63,733.903 1900.7,733.456 1900.76,733.009 1900.83,732.562 1900.89,732.115 1900.96,731.667 1901.03,731.22 1901.09,730.773 1901.16,730.326 1901.22,729.879 1901.29,729.432 1901.36,728.985 1901.42,728.538 1901.49,728.091 1901.55,727.644 1901.62,727.197 1901.69,726.75 1901.75,726.303 1901.82,725.856 1901.88,725.409 1901.95,724.961 1902.01,724.514 1902.08,724.067 1902.15,723.62 1902.21,723.173 1902.28,722.726 1902.34,722.279 1902.41,721.832 1902.48,721.385 1902.54,720.938 1902.61,720.491 1902.67,720.044 1902.74,719.597 1902.81,719.15 1902.87,718.703 1902.94,718.256 1903,717.809 1903.07,717.361 1903.13,716.914 1903.2,716.467 1903.27,716.02 1903.33,715.573 1903.4,715.126 1903.46,714.679 1903.53,714.232 1903.6,713.785 1903.66,713.338 1903.73,712.891 1903.79,712.444 1903.86,711.997 1903.93,711.55 1903.99,711.103 1904.06,710.656 1904.12,710.209 1904.19,709.762 1904.26,709.315 1904.32,708.868 1904.39,708.421 1904.45,707.974 1904.52,707.527 1904.58,707.08 1904.65,706.633 1904.72,706.186 1904.78,705.739 1904.85,705.292 1904.91,704.845 1904.98,704.398 1905.05,703.952 1905.11,703.505 1905.18,703.058 1905.24,702.611 1905.31,702.164 1905.38,701.717 1905.44,701.27 1905.51,700.823 1905.57,700.376 1905.64,699.929 1905.7,699.482 1905.77,699.035 1905.84,698.589 1905.9,698.142 1905.97,697.695 1906.03,697.248 1906.1,696.801 1906.17,696.354 1906.23,695.907 1906.3,695.461 1906.36,695.014 1906.43,694.567 1906.5,694.12 1906.56,693.673 1906.63,693.226 1906.69,692.78 1906.76,692.333 1906.83,691.886 1906.89,691.439 1906.96,690.992 1907.02,690.546 1907.09,690.099 1907.15,689.652 1907.22,689.205 1907.29,688.759 1907.35,688.312 1907.42,687.865 1907.48,687.419 1907.55,686.972 1907.62,686.525 1907.68,686.078 1907.75,685.632 1907.81,685.185 1907.88,684.738 1907.95,684.292 1908.01,683.845 1908.08,683.398 1908.14,682.952 1908.21,682.505 1908.27,682.058 1908.34,681.612 1908.41,681.165 1908.47,680.719 1908.54,680.272 1908.6,679.826 1908.67,679.379 1908.74,678.932 1908.8,678.486 1908.87,678.039 1908.93,677.593 1909,677.146 1909.07,676.7 1909.13,676.253 1909.2,675.807 1909.26,675.36 1909.33,674.914 1909.4,674.467 1909.46,674.021 1909.53,673.574 1909.59,673.128 1909.66,672.682 1909.72,672.235 1909.79,671.789 1909.86,671.342 1909.92,670.896 1909.99,670.45 1910.05,670.003 1910.12,669.557 1910.19,669.111 1910.25,668.664 1910.32,668.218 1910.38,667.772 1910.45,667.325 1910.52,666.879 1910.58,666.433 1910.65,665.987 1910.71,665.54 1910.78,665.094 1910.84,664.648 1910.91,664.202 1910.98,663.755 1911.04,663.309 1911.11,662.863 1911.17,662.417 1911.24,661.971 1911.31,661.525 1911.37,661.079 1911.44,660.632 1911.5,660.186 1911.57,659.74 1911.64,659.294 1911.7,658.848 1911.77,658.402 1911.83,657.956 1911.9,657.51 1911.97,657.064 1912.03,656.618 1912.1,656.172 1912.16,655.726 1912.23,655.28 1912.29,654.834 1912.36,654.388 1912.43,653.943 1912.49,653.497 1912.56,653.051 1912.62,652.605 1912.69,652.159 1912.76,651.713 1912.82,651.267 1912.89,650.822 1912.95,650.376 1913.02,649.93 1913.09,649.484 1913.15,649.039 1913.22,648.593 1913.28,648.147 1913.35,647.702 1913.41,647.256 1913.48,646.81 1913.55,646.365 1913.61,645.919 1913.68,645.473 1913.74,645.028 1913.81,644.582 1913.88,644.137 1913.94,643.691 1914.01,643.246 1914.07,642.8 1914.14,642.355 1914.21,641.909 1914.27,641.464 1914.34,641.018 1914.4,640.573 1914.47,640.127 1914.54,639.682 1914.6,639.237 1914.67,638.791 1914.73,638.346 1914.8,637.901 1914.86,637.455 1914.93,637.01 1915,636.565 1915.06,636.12 1915.13,635.674 1915.19,635.229 1915.26,634.784 1915.33,634.339 1915.39,633.894 1915.46,633.449 1915.52,633.003 1915.59,632.558 1915.66,632.113 1915.72,631.668 1915.79,631.223 1915.85,630.778 1915.92,630.333 1915.98,629.888 1916.05,629.443 1916.12,628.998 1916.18,628.553 1916.25,628.109 1916.31,627.664 1916.38,627.219 1916.45,626.774 1916.51,626.329 1916.58,625.884 1916.64,625.44 1916.71,624.995 1916.78,624.55 1916.84,624.106 1916.91,623.661 1916.97,623.216 1917.04,622.772 1917.11,622.327 1917.17,621.882 1917.24,621.438 1917.3,620.993 1917.37,620.549 1917.43,620.104 1917.5,619.66 1917.57,619.215 1917.63,618.771 1917.7,618.326 1917.76,617.882 1917.83,617.438 1917.9,616.993 1917.96,616.549 1918.03,616.105 1918.09,615.661 1918.16,615.216 1918.23,614.772 1918.29,614.328 1918.36,613.884 1918.42,613.44 1918.49,612.995 1918.55,612.551 1918.62,612.107 1918.69,611.663 1918.75,611.219 1918.82,610.775 1918.88,610.331 1918.95,609.887 1919.02,609.443 1919.08,608.999 1919.15,608.556 1919.21,608.112 1919.28,607.668 1919.35,607.224 1919.41,606.78 1919.48,606.337 1919.54,605.893 1919.61,605.449 1919.68,605.006 1919.74,604.562 1919.81,604.118 1919.87,603.675 1919.94,603.231 1920,602.788 1920.07,602.344 1920.14,601.901 1920.2,601.457 1920.27,601.014 1920.33,600.57 1920.4,600.127 1920.47,599.684 1920.53,599.24 1920.6,598.797 1920.66,598.354 1920.73,597.911 1920.8,597.467 1920.86,597.024 1920.93,596.581 1920.99,596.138 1921.06,595.695 1921.12,595.252 1921.19,594.809 1921.26,594.366 1921.32,593.923 1921.39,593.48 1921.45,593.037 1921.52,592.594 1921.59,592.151 1921.65,591.709 1921.72,591.266 1921.78,590.823 1921.85,590.38 1921.92,589.938 1921.98,589.495 1922.05,589.052 1922.11,588.61 1922.18,588.167 1922.25,587.725 1922.31,587.282 1922.38,586.84 1922.44,586.397 1922.51,585.955 1922.57,585.513 1922.64,585.07 1922.71,584.628 1922.77,584.186 1922.84,583.744 1922.9,583.301 1922.97,582.859 1923.04,582.417 1923.1,581.975 1923.17,581.533 1923.23,581.091 1923.3,580.649 1923.37,580.207 1923.43,579.765 1923.5,579.323 1923.56,578.881 1923.63,578.439 1923.69,577.998 1923.76,577.556 1923.83,577.114 1923.89,576.673 1923.96,576.231 1924.02,575.789 1924.09,575.348 1924.16,574.906 1924.22,574.465 1924.29,574.023 1924.35,573.582 1924.42,573.14 1924.49,572.699 1924.55,572.258 1924.62,571.816 1924.68,571.375 1924.75,570.934 1924.82,570.493 1924.88,570.052 1924.95,569.611 1925.01,569.17 1925.08,568.729 1925.14,568.288 1925.21,567.847 1925.28,567.406 1925.34,566.965 1925.41,566.524 1925.47,566.083 1925.54,565.643 1925.61,565.202 1925.67,564.761 1925.74,564.321 1925.8,563.88 1925.87,563.439 1925.94,562.999 1926,562.559 1926.07,562.118 1926.13,561.678 1926.2,561.237 1926.26,560.797 1926.33,560.357 1926.4,559.917 1926.46,559.476 1926.53,559.036 1926.59,558.596 1926.66,558.156 1926.73,557.716 1926.79,557.276 1926.86,556.836 1926.92,556.396 1926.99,555.957 1927.06,555.517 1927.12,555.077 1927.19,554.637 1927.25,554.198 1927.32,553.758 1927.39,553.318 1927.45,552.879 1927.52,552.439 1927.58,552 1927.65,551.561 1927.71,551.121 1927.78,550.682 1927.85,550.243 1927.91,549.804 1927.98,549.364 1928.04,548.925 1928.11,548.486 1928.18,548.047 1928.24,547.608 1928.31,547.169 1928.37,546.73 1928.44,546.292 1928.51,545.853 1928.57,545.414 1928.64,544.975 1928.7,544.537 1928.77,544.098 1928.83,543.659 1928.9,543.221 1928.97,542.783 1929.03,542.344 1929.1,541.906 1929.16,541.467 1929.23,541.029 1929.3,540.591 1929.36,540.153 1929.43,539.715 1929.49,539.277 1929.56,538.839 1929.63,538.401 1929.69,537.963 1929.76,537.525 1929.82,537.087 1929.89,536.649 1929.96,536.212 1930.02,535.774 1930.09,535.336 1930.15,534.899 1930.22,534.461 1930.28,534.024 1930.35,533.586 1930.42,533.149 1930.48,532.712 1930.55,532.274 1930.61,531.837 1930.68,531.4 1930.75,530.963 1930.81,530.526 1930.88,530.089 1930.94,529.652 1931.01,529.215 1931.08,528.778 1931.14,528.342 1931.21,527.905 1931.27,527.468 1931.34,527.032 1931.41,526.595 1931.47,526.159 1931.54,525.722 1931.6,525.286 1931.67,524.85 1931.73,524.413 1931.8,523.977 1931.87,523.541 1931.93,523.105 1932,522.669 1932.06,522.233 1932.13,521.797 1932.2,521.361 1932.26,520.925 1932.33,520.49 1932.39,520.054 1932.46,519.618 1932.53,519.183 1932.59,518.747 1932.66,518.312 1932.72,517.877 1932.79,517.441 1932.85,517.006 1932.92,516.571 1932.99,516.136 1933.05,515.701 1933.12,515.266 1933.18,514.831 1933.25,514.396 1933.32,513.961 1933.38,513.526 1933.45,513.091 1933.51,512.657 1933.58,512.222 1933.65,511.788 1933.71,511.353 1933.78,510.919 1933.84,510.484 1933.91,510.05 1933.98,509.616 1934.04,509.182 1934.11,508.748 1934.17,508.314 1934.24,507.88 1934.3,507.446 1934.37,507.012 1934.44,506.578 1934.5,506.145 1934.57,505.711 1934.63,505.277 1934.7,504.844 1934.77,504.411 1934.83,503.977 1934.9,503.544 1934.96,503.111 1935.03,502.678 1935.1,502.244 1935.16,501.811 1935.23,501.378 1935.29,500.946 1935.36,500.513 1935.42,500.08 1935.49,499.647 1935.56,499.215 1935.62,498.782 1935.69,498.35 1935.75,497.917 1935.82,497.485 1935.89,497.053 1935.95,496.621 1936.02,496.189 1936.08,495.756 1936.15,495.325 1936.22,494.893 1936.28,494.461 1936.35,494.029 1936.41,493.597 1936.48,493.166 1936.55,492.734 1936.61,492.303 1936.68,491.871 1936.74,491.44 1936.81,491.009 1936.87,490.578 1936.94,490.147 1937.01,489.716 1937.07,489.285 1937.14,488.854 1937.2,488.423 1937.27,487.992 1937.34,487.562 1937.4,487.131 1937.47,486.701 1937.53,486.27 1937.6,485.84 1937.67,485.41 1937.73,484.979 1937.8,484.549 1937.86,484.119 1937.93,483.689 1937.99,483.259 1938.06,482.83 1938.13,482.4 1938.19,481.97 1938.26,481.541 1938.32,481.111 1938.39,480.682 1938.46,480.253 1938.52,479.823 1938.59,479.394 1938.65,478.965 1938.72,478.536 1938.79,478.107 1938.85,477.678 1938.92,477.25 1938.98,476.821 1939.05,476.392 1939.12,475.964 1939.18,475.536 1939.25,475.107 1939.31,474.679 1939.38,474.251 1939.44,473.823 1939.51,473.395 1939.58,472.967 1939.64,472.539 1939.71,472.111 1939.77,471.684 1939.84,471.256 1939.91,470.829 1939.97,470.401 1940.04,469.974 1940.1,469.547 1940.17,469.12 1940.24,468.693 1940.3,468.266 1940.37,467.839 1940.43,467.412 1940.5,466.985 1940.56,466.559 1940.63,466.132 1940.7,465.706 1940.76,465.28 1940.83,464.853 1940.89,464.427 1940.96,464.001 1941.03,463.575 1941.09,463.149 1941.16,462.723 1941.22,462.298 1941.29,461.872 1941.36,461.447 1941.42,461.021 1941.49,460.596 1941.55,460.171 1941.62,459.746 1941.69,459.321 1941.75,458.896 1941.82,458.471 1941.88,458.046 1941.95,457.621 1942.01,457.197 1942.08,456.772 1942.15,456.348 1942.21,455.924 1942.28,455.499 1942.34,455.075 1942.41,454.651 1942.48,454.228 1942.54,453.804 1942.61,453.38 1942.67,452.956 1942.74,452.533 1942.81,452.11 1942.87,451.686 1942.94,451.263 1943,450.84 1943.07,450.417 1943.13,449.994 1943.2,449.571 1943.27,449.149 1943.33,448.726 1943.4,448.304 1943.46,447.881 1943.53,447.459 1943.6,447.037 1943.66,446.615 1943.73,446.193 1943.79,445.771 1943.86,445.349 1943.93,444.927 1943.99,444.506 1944.06,444.084 1944.12,443.663 1944.19,443.242 1944.26,442.821 1944.32,442.4 1944.39,441.979 1944.45,441.558 1944.52,441.137 1944.58,440.716 1944.65,440.296 1944.72,439.876 1944.78,439.455 1944.85,439.035 1944.91,438.615 1944.98,438.195 1945.05,437.775 1945.11,437.355 1945.18,436.936 1945.24,436.516 1945.31,436.097 1945.38,435.678 1945.44,435.258 1945.51,434.839 1945.57,434.42 1945.64,434.002 1945.7,433.583 1945.77,433.164 1945.84,432.746 1945.9,432.327 1945.97,431.909 1946.03,431.491 1946.1,431.073 1946.17,430.655 1946.23,430.237 1946.3,429.819 1946.36,429.402 1946.43,428.984 1946.5,428.567 1946.56,428.15 1946.63,427.733 1946.69,427.316 1946.76,426.899 1946.83,426.482 1946.89,426.065 1946.96,425.649 1947.02,425.232 1947.09,424.816 1947.15,424.4 1947.22,423.984 1947.29,423.568 1947.35,423.152 1947.42,422.737 1947.48,422.321 1947.55,421.906 1947.62,421.49 1947.68,421.075 1947.75,420.66 1947.81,420.245 1947.88,419.83 1947.95,419.416 1948.01,419.001 1948.08,418.587 1948.14,418.172 1948.21,417.758 1948.27,417.344 1948.34,416.93 1948.41,416.516 1948.47,416.103 1948.54,415.689 1948.6,415.276 1948.67,414.862 1948.74,414.449 1948.8,414.036 1948.87,413.623 1948.93,413.21 1949,412.798 1949.07,412.385 1949.13,411.973 1949.2,411.561 1949.26,411.148 1949.33,410.736 1949.4,410.325 1949.46,409.913 1949.53,409.501 1949.59,409.09 1949.66,408.678 1949.72,408.267 1949.79,407.856 1949.86,407.445 1949.92,407.034 1949.99,406.624 1950.05,406.213 1950.12,405.803 1950.19,405.393 1950.25,404.982 1950.32,404.573 1950.38,404.163 1950.45,403.753 1950.52,403.343 1950.58,402.934 1950.65,402.525 1950.71,402.116 1950.78,401.707 1950.84,401.298 1950.91,400.889 1950.98,400.48 1951.04,400.072 1951.11,399.664 1951.17,399.256 1951.24,398.848 1951.31,398.44 1951.37,398.032 1951.44,397.624 1951.5,397.217 1951.57,396.81 1951.64,396.403 1951.7,395.996 1951.77,395.589 1951.83,395.182 1951.9,394.775 1951.97,394.369 1952.03,393.963 1952.1,393.557 1952.16,393.151 1952.23,392.745 1952.29,392.339 1952.36,391.934 1952.43,391.528 1952.49,391.123 1952.56,390.718 1952.62,390.313 1952.69,389.908 1952.76,389.504 1952.82,389.099 1952.89,388.695 1952.95,388.291 1953.02,387.887 1953.09,387.483 1953.15,387.079 1953.22,386.676 1953.28,386.272 1953.35,385.869 1953.41,385.466 1953.48,385.063 1953.55,384.66 1953.61,384.258 1953.68,383.855 1953.74,383.453 1953.81,383.051 1953.88,382.649 1953.94,382.247 1954.01,381.845 1954.07,381.444 1954.14,381.043 1954.21,380.641 1954.27,380.24 1954.34,379.84 1954.4,379.439 1954.47,379.038 1954.54,378.638 1954.6,378.238 1954.67,377.838 1954.73,377.438 1954.8,377.038 1954.86,376.639 1954.93,376.239 1955,375.84 1955.06,375.441 1955.13,375.042 1955.19,374.643 1955.26,374.245 1955.33,373.846 1955.39,373.448 1955.46,373.05 1955.52,372.652 1955.59,372.255 1955.66,371.857 1955.72,371.46 1955.79,371.063 1955.85,370.666 1955.92,370.269 1955.98,369.872 1956.05,369.476 1956.12,369.079 1956.18,368.683 1956.25,368.287 1956.31,367.891 1956.38,367.496 1956.45,367.1 1956.51,366.705 1956.58,366.31 1956.64,365.915 1956.71,365.52 1956.78,365.126 1956.84,364.731 1956.91,364.337 1956.97,363.943 1957.04,363.549 1957.11,363.155 1957.17,362.762 1957.24,362.368 1957.3,361.975 1957.37,361.582 1957.43,361.19 1957.5,360.797 1957.57,360.405 1957.63,360.012 1957.7,359.62 1957.76,359.228 1957.83,358.837 1957.9,358.445 1957.96,358.054 1958.03,357.663 1958.09,357.272 1958.16,356.881 1958.23,356.491 1958.29,356.1 1958.36,355.71 1958.42,355.32 1958.49,354.93 1958.55,354.541 1958.62,354.151 1958.69,353.762 1958.75,353.373 1958.82,352.984 1958.88,352.595 1958.95,352.207 1959.02,351.819 1959.08,351.43 1959.15,351.043 1959.21,350.655 1959.28,350.267 1959.35,349.88 1959.41,349.493 1959.48,349.106 1959.54,348.719 1959.61,348.333 1959.68,347.946 1959.74,347.56 1959.81,347.174 1959.87,346.789 1959.94,346.403 1960,346.018 1960.07,345.632 1960.14,345.248 1960.2,344.863 1960.27,344.478 1960.33,344.094 1960.4,343.71 1960.47,343.326 1960.53,342.942 1960.6,342.559 1960.66,342.175 1960.73,341.792 1960.8,341.409 1960.86,341.026 1960.93,340.644 1960.99,340.262 1961.06,339.88 1961.12,339.498 1961.19,339.116 1961.26,338.735 1961.32,338.353 1961.39,337.972 1961.45,337.591 1961.52,337.211 1961.59,336.83 1961.65,336.45 1961.72,336.07 1961.78,335.69 1961.85,335.311 1961.92,334.931 1961.98,334.552 1962.05,334.173 1962.11,333.795 1962.18,333.416 1962.25,333.038 1962.31,332.66 1962.38,332.282 1962.44,331.904 1962.51,331.527 1962.57,331.15 1962.64,330.773 1962.71,330.396 1962.77,330.019 1962.84,329.643 1962.9,329.267 1962.97,328.891 1963.04,328.515 1963.1,328.14 1963.17,327.765 1963.23,327.39 1963.3,327.015 1963.37,326.64 1963.43,326.266 1963.5,325.892 1963.56,325.518 1963.63,325.144 1963.69,324.771 1963.76,324.398 1963.83,324.025 1963.89,323.652 1963.96,323.279 1964.02,322.907 1964.09,322.535 1964.16,322.163 1964.22,321.792 1964.29,321.42 1964.35,321.049 1964.42,320.678 1964.49,320.308 1964.55,319.937 1964.62,319.567 1964.68,319.197 1964.75,318.827 1964.82,318.458 1964.88,318.088 1964.95,317.719 1965.01,317.351 1965.08,316.982 1965.14,316.614 1965.21,316.246 1965.28,315.878 1965.34,315.51 1965.41,315.143 1965.47,314.776 1965.54,314.409 1965.61,314.042 1965.67,313.676 1965.74,313.309 1965.8,312.943 1965.87,312.578 1965.94,312.212 1966,311.847 1966.07,311.482 1966.13,311.117 1966.2,310.753 1966.26,310.389 1966.33,310.025 1966.4,309.661 1966.46,309.298 1966.53,308.934 1966.59,308.571 1966.66,308.209 1966.73,307.846 1966.79,307.484 1966.86,307.122 1966.92,306.76 1966.99,306.399 1967.06,306.037 1967.12,305.676 1967.19,305.316 1967.25,304.955 1967.32,304.595 1967.39,304.235 1967.45,303.875 1967.52,303.516 1967.58,303.157 1967.65,302.798 1967.71,302.439 1967.78,302.081 1967.85,301.722 1967.91,301.365 1967.98,301.007 1968.04,300.65 1968.11,300.292 1968.18,299.935 1968.24,299.579 1968.31,299.223 1968.37,298.866 1968.44,298.511 1968.51,298.155 1968.57,297.8 1968.64,297.445 1968.7,297.09 1968.77,296.735 1968.83,296.381 1968.9,296.027 1968.97,295.674 1969.03,295.32 1969.1,294.967 1969.16,294.614 1969.23,294.261 1969.3,293.909 1969.36,293.557 1969.43,293.205 1969.49,292.854 1969.56,292.502 1969.63,292.151 1969.69,291.801 1969.76,291.45 1969.82,291.1 1969.89,290.75 1969.96,290.4 1970.02,290.051 1970.09,289.702 1970.15,289.353 1970.22,289.005 1970.28,288.656 1970.35,288.308 1970.42,287.961 1970.48,287.613 1970.55,287.266 1970.61,286.919 1970.68,286.573 1970.75,286.226 1970.81,285.88 1970.88,285.535 1970.94,285.189 1971.01,284.844 1971.08,284.499 1971.14,284.154 1971.21,283.81 1971.27,283.466 1971.34,283.122 1971.41,282.779 1971.47,282.436 1971.54,282.093 1971.6,281.75 1971.67,281.408 1971.73,281.066 1971.8,280.724 1971.87,280.383 1971.93,280.042 1972,279.701 1972.06,279.36 1972.13,279.02 1972.2,278.68 1972.26,278.34 1972.33,278.001 1972.39,277.662 1972.46,277.323 1972.53,276.985 1972.59,276.646 1972.66,276.308 1972.72,275.971 1972.79,275.634 1972.85,275.297 1972.92,274.96 1972.99,274.623 1973.05,274.287 1973.12,273.952 1973.18,273.616 1973.25,273.281 1973.32,272.946 1973.38,272.611 1973.45,272.277 1973.51,271.943 1973.58,271.609 1973.65,271.276 1973.71,270.943 1973.78,270.61 1973.84,270.278 1973.91,269.945 1973.98,269.614 1974.04,269.282 1974.11,268.951 1974.17,268.62 1974.24,268.289 1974.3,267.959 1974.37,267.629 1974.44,267.299 1974.5,266.97 1974.57,266.641 1974.63,266.312 1974.7,265.984 1974.77,265.656 1974.83,265.328 1974.9,265 1974.96,264.673 1975.03,264.346 1975.1,264.02 1975.16,263.694 1975.23,263.368 1975.29,263.042 1975.36,262.717 1975.42,262.392 1975.49,262.067 1975.56,261.743 1975.62,261.419 1975.69,261.095 1975.75,260.772 1975.82,260.449 1975.89,260.126 1975.95,259.804 1976.02,259.482 1976.08,259.16 1976.15,258.839 1976.22,258.518 1976.28,258.197 1976.35,257.877 1976.41,257.557 1976.48,257.237 1976.55,256.917 1976.61,256.598 1976.68,256.28 1976.74,255.961 1976.81,255.643 1976.87,255.325 1976.94,255.008 1977.01,254.691 1977.07,254.374 1977.14,254.058 1977.2,253.742 1977.27,253.426 1977.34,253.11 1977.4,252.795 1977.47,252.481 1977.53,252.166 1977.6,251.852 1977.67,251.538 1977.73,251.225 1977.8,250.912 1977.86,250.599 1977.93,250.287 1977.99,249.975 1978.06,249.663 1978.13,249.352 1978.19,249.041 1978.26,248.73 1978.32,248.42 1978.39,248.11 1978.46,247.8 1978.52,247.491 1978.59,247.182 1978.65,246.874 1978.72,246.565 1978.79,246.257 1978.85,245.95 1978.92,245.643 1978.98,245.336 1979.05,245.029 1979.12,244.723 1979.18,244.418 1979.25,244.112 1979.31,243.807 1979.38,243.502 1979.44,243.198 1979.51,242.894 1979.58,242.59 1979.64,242.287 1979.71,241.984 1979.77,241.681 1979.84,241.379 1979.91,241.077 1979.97,240.776 1980.04,240.475 1980.1,240.174 1980.17,239.873 1980.24,239.573 1980.3,239.274 1980.37,238.974 1980.43,238.675 1980.5,238.377 1980.56,238.078 1980.63,237.781 1980.7,237.483 1980.76,237.186 1980.83,236.889 1980.89,236.593 1980.96,236.297 1981.03,236.001 1981.09,235.705 1981.16,235.41 1981.22,235.116 1981.29,234.822 1981.36,234.528 1981.42,234.234 1981.49,233.941 1981.55,233.648 1981.62,233.356 1981.69,233.064 1981.75,232.772 1981.82,232.481 1981.88,232.19 1981.95,231.9 1982.01,231.61 1982.08,231.32 1982.15,231.031 1982.21,230.742 1982.28,230.453 1982.34,230.165 1982.41,229.877 1982.48,229.589 1982.54,229.302 1982.61,229.015 1982.67,228.729 1982.74,228.443 1982.81,228.158 1982.87,227.872 1982.94,227.588 1983,227.303 1983.07,227.019 1983.13,226.735 1983.2,226.452 1983.27,226.169 1983.33,225.887 1983.4,225.605 1983.46,225.323 1983.53,225.042 1983.6,224.761 1983.66,224.48 1983.73,224.2 1983.79,223.92 1983.86,223.641 1983.93,223.362 1983.99,223.083 1984.06,222.805 1984.12,222.527 1984.19,222.25 1984.26,221.973 1984.32,221.696 1984.39,221.42 1984.45,221.144 1984.52,220.868 1984.58,220.593 1984.65,220.319 1984.72,220.045 1984.78,219.771 1984.85,219.497 1984.91,219.224 1984.98,218.951 1985.05,218.679 1985.11,218.407 1985.18,218.136 1985.24,217.865 1985.31,217.594 1985.38,217.324 1985.44,217.054 1985.51,216.785 1985.57,216.516 1985.64,216.247 1985.7,215.979 1985.77,215.711 1985.84,215.444 1985.9,215.177 1985.97,214.91 1986.03,214.644 1986.1,214.378 1986.17,214.113 1986.23,213.848 1986.3,213.583 1986.36,213.319 1986.43,213.055 1986.5,212.792 1986.56,212.529 1986.63,212.267 1986.69,212.005 1986.76,211.743 1986.83,211.482 1986.89,211.221 1986.96,210.961 1987.02,210.701 1987.09,210.441 1987.15,210.182 1987.22,209.923 1987.29,209.665 1987.35,209.407 1987.42,209.149 1987.48,208.892 1987.55,208.636 1987.62,208.38 1987.68,208.124 1987.75,207.868 1987.81,207.614 1987.88,207.359 1987.95,207.105 1988.01,206.851 1988.08,206.598 1988.14,206.345 1988.21,206.093 1988.27,205.841 1988.34,205.589 1988.41,205.338 1988.47,205.088 1988.54,204.837 1988.6,204.588 1988.67,204.338 1988.74,204.089 1988.8,203.841 1988.87,203.593 1988.93,203.345 1989,203.098 1989.07,202.851 1989.13,202.605 1989.2,202.359 1989.26,202.113 1989.33,201.868 1989.4,201.624 1989.46,201.379 1989.53,201.136 1989.59,200.892 1989.66,200.649 1989.72,200.407 1989.79,200.165 1989.86,199.923 1989.92,199.682 1989.99,199.442 1990.05,199.201 1990.12,198.962 1990.19,198.722 1990.25,198.483 1990.32,198.245 1990.38,198.007 1990.45,197.769 1990.52,197.532 1990.58,197.296 1990.65,197.059 1990.71,196.824 1990.78,196.588 1990.84,196.353 1990.91,196.119 1990.98,195.885 1991.04,195.651 1991.11,195.418 1991.17,195.186 1991.24,194.953 1991.31,194.722 1991.37,194.49 1991.44,194.26 1991.5,194.029 1991.57,193.799 1991.64,193.57 1991.7,193.341 1991.77,193.112 1991.83,192.884 1991.9,192.656 1991.97,192.429 1992.03,192.202 1992.1,191.976 1992.16,191.75 1992.23,191.525 1992.29,191.3 1992.36,191.076 1992.43,190.852 1992.49,190.628 1992.56,190.405 1992.62,190.182 1992.69,189.96 1992.76,189.738 1992.82,189.517 1992.89,189.296 1992.95,189.076 1993.02,188.856 1993.09,188.637 1993.15,188.418 1993.22,188.2 1993.28,187.982 1993.35,187.764 1993.41,187.547 1993.48,187.33 1993.55,187.114 1993.61,186.899 1993.68,186.683 1993.74,186.469 1993.81,186.255 1993.88,186.041 1993.94,185.827 1994.01,185.615 1994.07,185.402 1994.14,185.19 1994.21,184.979 1994.27,184.768 1994.34,184.558 1994.4,184.348 1994.47,184.138 1994.54,183.929 1994.6,183.72 1994.67,183.512 1994.73,183.305 1994.8,183.098 1994.86,182.891 1994.93,182.685 1995,182.479 1995.06,182.274 1995.13,182.069 1995.19,181.865 1995.26,181.661 1995.33,181.458 1995.39,181.255 1995.46,181.052 1995.52,180.851 1995.59,180.649 1995.66,180.448 1995.72,180.248 1995.79,180.048 1995.85,179.849 1995.92,179.65 1995.98,179.451 1996.05,179.253 1996.12,179.056 1996.18,178.859 1996.25,178.662 1996.31,178.466 1996.38,178.27 1996.45,178.075 1996.51,177.881 1996.58,177.687 1996.64,177.493 1996.71,177.3 1996.78,177.107 1996.84,176.915 1996.91,176.724 1996.97,176.532 1997.04,176.342 1997.11,176.152 1997.17,175.962 1997.24,175.773 1997.3,175.584 1997.37,175.396 1997.43,175.208 1997.5,175.021 1997.57,174.834 1997.63,174.648 1997.7,174.462 1997.76,174.277 1997.83,174.092 1997.9,173.908 1997.96,173.724 1998.03,173.541 1998.09,173.359 1998.16,173.176 1998.23,172.995 1998.29,172.813 1998.36,172.633 1998.42,172.452 1998.49,172.273 1998.55,172.094 1998.62,171.915 1998.69,171.737 1998.75,171.559 1998.82,171.382 1998.88,171.205 1998.95,171.029 1999.02,170.853 1999.08,170.678 1999.15,170.503 1999.21,170.329 1999.28,170.155 1999.35,169.982 1999.41,169.81 1999.48,169.637 1999.54,169.466 1999.61,169.295 1999.68,169.124 1999.74,168.954 1999.81,168.784 1999.87,168.615 1999.94,168.447 2000,168.279 2000.07,168.111 2000.14,167.944 2000.2,167.778 2000.27,167.612 2000.33,167.446 2000.4,167.281 2000.47,167.117 2000.53,166.953 2000.6,166.789 2000.66,166.626 2000.73,166.464 2000.8,166.302 2000.86,166.141 2000.93,165.98 2000.99,165.819 2001.06,165.66 2001.12,165.5 2001.19,165.341 2001.26,165.183 2001.32,165.025 2001.39,164.868 2001.45,164.711 2001.52,164.555 2001.59,164.4 2001.65,164.244 2001.72,164.09 2001.78,163.936 2001.85,163.782 2001.92,163.629 2001.98,163.476 2002.05,163.324 2002.11,163.173 2002.18,163.022 2002.25,162.872 2002.31,162.722 2002.38,162.572 2002.44,162.423 2002.51,162.275 2002.57,162.127 2002.64,161.98 2002.71,161.833 2002.77,161.687 2002.84,161.541 2002.9,161.396 2002.97,161.251 2003.04,161.107 2003.1,160.964 2003.17,160.82 2003.23,160.678 2003.3,160.536 2003.37,160.394 2003.43,160.253 2003.5,160.113 2003.56,159.973 2003.63,159.834 2003.69,159.695 2003.76,159.557 2003.83,159.419 2003.89,159.282 2003.96,159.145 2004.02,159.009 2004.09,158.873 2004.16,158.738 2004.22,158.604 2004.29,158.47 2004.35,158.336 2004.42,158.203 2004.49,158.071 2004.55,157.939 2004.62,157.807 2004.68,157.677 2004.75,157.546 2004.82,157.417 2004.88,157.287 2004.95,157.159 2005.01,157.031 2005.08,156.903 2005.14,156.776 2005.21,156.65 2005.28,156.524 2005.34,156.398 2005.41,156.273 2005.47,156.149 2005.54,156.025 2005.61,155.902 2005.67,155.779 2005.74,155.657 2005.8,155.535 2005.87,155.414 2005.94,155.294 2006,155.174 2006.07,155.054 2006.13,154.935 2006.2,154.817 2006.26,154.699 2006.33,154.582 2006.4,154.465 2006.46,154.349 2006.53,154.233 2006.59,154.118 2006.66,154.004 2006.73,153.89 2006.79,153.776 2006.86,153.663 2006.92,153.551 2006.99,153.439 2007.06,153.328 2007.12,153.217 2007.19,153.107 2007.25,152.997 2007.32,152.888 2007.39,152.78 2007.45,152.672 2007.52,152.564 2007.58,152.457 2007.65,152.351 2007.71,152.245 2007.78,152.14 2007.85,152.035 2007.91,151.931 2007.98,151.828 2008.04,151.725 2008.11,151.622 2008.18,151.52 2008.24,151.419 2008.31,151.318 2008.37,151.218 2008.44,151.118 2008.51,151.019 2008.57,150.92 2008.64,150.822 2008.7,150.725 2008.77,150.628 2008.83,150.532 2008.9,150.436 2008.97,150.341 2009.03,150.246 2009.1,150.152 2009.16,150.058 2009.23,149.965 2009.3,149.873 2009.36,149.781 2009.43,149.689 2009.49,149.598 2009.56,149.508 2009.63,149.418 2009.69,149.329 2009.76,149.241 2009.82,149.153 2009.89,149.065 2009.96,148.978 2010.02,148.892 2010.09,148.806 2010.15,148.721 2010.22,148.636 2010.28,148.552 2010.35,148.469 2010.42,148.386 2010.48,148.303 2010.55,148.221 2010.61,148.14 2010.68,148.059 2010.75,147.979 2010.81,147.899 2010.88,147.82 2010.94,147.742 2011.01,147.664 2011.08,147.587 2011.14,147.51 2011.21,147.433 2011.27,147.358 2011.34,147.283 2011.41,147.208 2011.47,147.134 2011.54,147.061 2011.6,146.988 2011.67,146.916 2011.73,146.844 2011.8,146.773 2011.87,146.702 2011.93,146.632 2012,146.562 2012.06,146.494 2012.13,146.425 2012.2,146.357 2012.26,146.29 2012.33,146.224 2012.39,146.157 2012.46,146.092 2012.53,146.027 2012.59,145.963 2012.66,145.899 2012.72,145.835 2012.79,145.773 2012.85,145.711 2012.92,145.649 2012.99,145.588 2013.05,145.528 2013.12,145.468 2013.18,145.409 2013.25,145.35 2013.32,145.292 2013.38,145.234 2013.45,145.177 2013.51,145.121 2013.58,145.065 2013.65,145.009 2013.71,144.955 2013.78,144.901 2013.84,144.847 2013.91,144.794 2013.98,144.742 2014.04,144.69 2014.11,144.638 2014.17,144.588 2014.24,144.537 2014.3,144.488 2014.37,144.439 2014.44,144.39 2014.5,144.342 2014.57,144.295 2014.63,144.248 2014.7,144.202 2014.77,144.157 2014.83,144.111 2014.9,144.067 2014.96,144.023 2015.03,143.98 2015.1,143.937 2015.16,143.895 2015.23,143.853 2015.29,143.812 2015.36,143.772 2015.42,143.732 2015.49,143.693 2015.56,143.654 2015.62,143.616 2015.69,143.578 2015.75,143.541 2015.82,143.505 2015.89,143.469 2015.95,143.433 2016.02,143.399 2016.08,143.364 2016.15,143.331 2016.22,143.298 2016.28,143.265 2016.35,143.234 2016.41,143.202 2016.48,143.172 2016.55,143.141 2016.61,143.112 2016.68,143.083 2016.74,143.054 2016.81,143.027 2016.87,142.999 2016.94,142.973 2017.01,142.946 2017.07,142.921 2017.14,142.896 2017.2,142.872 2017.27,142.848 2017.34,142.824 2017.4,142.802 2017.47,142.78 2017.53,142.758 2017.6,142.737 2017.67,142.717 2017.73,142.697 2017.8,142.678 2017.86,142.659 2017.93,142.641 2017.99,142.624 2018.06,142.607 2018.13,142.59 2018.19,142.575 2018.26,142.559 2018.32,142.545 2018.39,142.531 2018.46,142.517 2018.52,142.504 2018.59,142.492 2018.65,142.48 2018.72,142.469 2018.79,142.458 2018.85,142.448 2018.92,142.439 2018.98,142.43 2019.05,142.422 2019.12,142.414 2019.18,142.407 2019.25,142.4 2019.31,142.394 2019.38,142.389 2019.44,142.384 2019.51,142.38 2019.58,142.376 2019.64,142.373 2019.71,142.371 2019.77,142.369 2019.84,142.367 2019.91,142.366 2019.97,142.366 2020.04,142.367 2020.1,142.368 2020.17,142.369 2020.24,142.371 2020.3,142.374 2020.37,142.377 2020.43,142.381 2020.5,142.385 2020.56,142.39 2020.63,142.396 2020.7,142.402 2020.76,142.408 2020.83,142.416 2020.89,142.424 2020.96,142.432 2021.03,142.441 2021.09,142.45 2021.16,142.461 2021.22,142.471 2021.29,142.483 2021.36,142.495 2021.42,142.507 2021.49,142.52 2021.55,142.534 2021.62,142.548 2021.69,142.562 2021.75,142.578 2021.82,142.594 2021.88,142.61 2021.95,142.627 2022.01,142.645 2022.08,142.663 2022.15,142.682 2022.21,142.701 2022.28,142.721 2022.34,142.742 2022.41,142.763 2022.48,142.784 2022.54,142.807 2022.61,142.829 2022.67,142.853 2022.74,142.877 2022.81,142.901 2022.87,142.926 2022.94,142.952 2023,142.978 2023.07,143.005 2023.13,143.032 2023.2,143.06 2023.27,143.089 2023.33,143.118 2023.4,143.148 2023.46,143.178 2023.53,143.209 2023.6,143.24 2023.66,143.272 2023.73,143.305 2023.79,143.338 2023.86,143.372 2023.93,143.406 2023.99,143.441 2024.06,143.476 2024.12,143.512 2024.19,143.549 2024.26,143.586 2024.32,143.624 2024.39,143.662 2024.45,143.701 2024.52,143.74 2024.58,143.78 2024.65,143.821 2024.72,143.862 2024.78,143.904 2024.85,143.946 2024.91,143.989 2024.98,144.032 2025.05,144.076 2025.11,144.121 2025.18,144.166 2025.24,144.212 2025.31,144.258 2025.38,144.305 2025.44,144.353 2025.51,144.401 2025.57,144.449 2025.64,144.498 2025.7,144.548 2025.77,144.598 2025.84,144.649 2025.9,144.701 2025.97,144.753 2026.03,144.805 2026.1,144.858 2026.17,144.912 2026.23,144.966 2026.3,145.021 2026.36,145.077 2026.43,145.133 2026.5,145.189 2026.56,145.246 2026.63,145.304 2026.69,145.362 2026.76,145.421 2026.83,145.481 2026.89,145.541 2026.96,145.601 2027.02,145.662 2027.09,145.724 2027.15,145.786 2027.22,145.849 2027.29,145.912 2027.35,145.976 2027.42,146.041 2027.48,146.106 2027.55,146.172 2027.62,146.238 2027.68,146.305 2027.75,146.372 2027.81,146.44 2027.88,146.508 2027.95,146.577 2028.01,146.647 2028.08,146.717 2028.14,146.788 2028.21,146.859 2028.27,146.931 2028.34,147.004 2028.41,147.077 2028.47,147.15 2028.54,147.224 2028.6,147.299 2028.67,147.374 2028.74,147.45 2028.8,147.526 2028.87,147.603 2028.93,147.681 2029,147.759 2029.07,147.838 2029.13,147.917 2029.2,147.996 2029.26,148.077 2029.33,148.158 2029.4,148.239 2029.46,148.321 2029.53,148.404 2029.59,148.487 2029.66,148.57 2029.72,148.655 2029.79,148.739 2029.86,148.825 2029.92,148.911 2029.99,148.997 2030.05,149.084 2030.12,149.172 2030.19,149.26 2030.25,149.349 2030.32,149.438 2030.38,149.528 2030.45,149.618 2030.52,149.709 2030.58,149.801 2030.65,149.893 2030.71,149.985 2030.78,150.079 2030.84,150.172 2030.91,150.267 2030.98,150.361 2031.04,150.457 2031.11,150.553 2031.17,150.649 2031.24,150.746 2031.31,150.844 2031.37,150.942 2031.44,151.041 2031.5,151.14 2031.57,151.24 2031.64,151.34 2031.7,151.441 2031.77,151.543 2031.83,151.645 2031.9,151.748 2031.97,151.851 2032.03,151.954 2032.1,152.059 2032.16,152.163 2032.23,152.269 2032.29,152.375 2032.36,152.481 2032.43,152.588 2032.49,152.696 2032.56,152.804 2032.62,152.913 2032.69,153.022 2032.76,153.132 2032.82,153.242 2032.89,153.353 2032.95,153.464 2033.02,153.576 2033.09,153.689 2033.15,153.802 2033.22,153.915 2033.28,154.029 2033.35,154.144 2033.41,154.259 2033.48,154.375 2033.55,154.491 2033.61,154.608 2033.68,154.726 2033.74,154.844 2033.81,154.962 2033.88,155.081 2033.94,155.201 2034.01,155.321 2034.07,155.442 2034.14,155.563 2034.21,155.685 2034.27,155.807 2034.34,155.93 2034.4,156.053 2034.47,156.177 2034.54,156.302 2034.6,156.427 2034.67,156.552 2034.73,156.678 2034.8,156.805 2034.86,156.932 2034.93,157.06 2035,157.188 2035.06,157.317 2035.13,157.446 2035.19,157.576 2035.26,157.706 2035.33,157.837 2035.39,157.969 2035.46,158.101 2035.52,158.233 2035.59,158.367 2035.66,158.5 2035.72,158.634 2035.79,158.769 2035.85,158.904 2035.92,159.04 2035.98,159.176 2036.05,159.313 2036.12,159.451 2036.18,159.589 2036.25,159.727 2036.31,159.866 2036.38,160.005 2036.45,160.145 2036.51,160.286 2036.58,160.427 2036.64,160.569 2036.71,160.711 2036.78,160.854 2036.84,160.997 2036.91,161.141 2036.97,161.285 2037.04,161.43 2037.11,161.575 2037.17,161.721 2037.24,161.867 2037.3,162.014 2037.37,162.162 2037.43,162.31 2037.5,162.458 2037.57,162.607 2037.63,162.757 2037.7,162.907 2037.76,163.057 2037.83,163.208 2037.9,163.36 2037.96,163.512 2038.03,163.665 2038.09,163.818 2038.16,163.972 2038.23,164.126 2038.29,164.281 2038.36,164.436 2038.42,164.592 2038.49,164.748 2038.55,164.905 2038.62,165.063 2038.69,165.221 2038.75,165.379 2038.82,165.538 2038.88,165.697 2038.95,165.857 2039.02,166.018 2039.08,166.179 2039.15,166.34 2039.21,166.503 2039.28,166.665 2039.35,166.828 2039.41,166.992 2039.48,167.156 2039.54,167.32 2039.61,167.486 2039.68,167.651 2039.74,167.817 2039.81,167.984 2039.87,168.151 2039.94,168.319 2040,168.487 2040.07,168.656 2040.14,168.825 2040.2,168.995 2040.27,169.165 2040.33,169.336 2040.4,169.507 2040.47,169.679 2040.53,169.851 2040.6,170.024 2040.66,170.197 2040.73,170.371 2040.8,170.546 2040.86,170.72 2040.93,170.896 2040.99,171.072 2041.06,171.248 2041.12,171.425 2041.19,171.602 2041.26,171.78 2041.32,171.958 2041.39,172.137 2041.45,172.317 2041.52,172.497 2041.59,172.677 2041.65,172.858 2041.72,173.039 2041.78,173.221 2041.85,173.404 2041.92,173.586 2041.98,173.77 2042.05,173.954 2042.11,174.138 2042.18,174.323 2042.25,174.508 2042.31,174.694 2042.38,174.881 2042.44,175.067 2042.51,175.255 2042.57,175.443 2042.64,175.631 2042.71,175.82 2042.77,176.009 2042.84,176.199 2042.9,176.389 2042.97,176.58 2043.04,176.771 2043.1,176.963 2043.17,177.156 2043.23,177.348 2043.3,177.542 2043.37,177.735 2043.43,177.93 2043.5,178.124 2043.56,178.32 2043.63,178.515 2043.69,178.712 2043.76,178.908 2043.83,179.105 2043.89,179.303 2043.96,179.501 2044.02,179.7 2044.09,179.899 2044.16,180.099 2044.22,180.299 2044.29,180.499 2044.35,180.7 2044.42,180.902 2044.49,181.104 2044.55,181.307 2044.62,181.51 2044.68,181.713 2044.75,181.917 2044.82,182.121 2044.88,182.326 2044.95,182.532 2045.01,182.738 2045.08,182.944 2045.14,183.151 2045.21,183.358 2045.28,183.566 2045.34,183.774 2045.41,183.983 2045.47,184.192 2045.54,184.402 2045.61,184.612 2045.67,184.823 2045.74,185.034 2045.8,185.245 2045.87,185.457 2045.94,185.67 2046,185.883 2046.07,186.096 2046.13,186.31 2046.2,186.525 2046.26,186.74 2046.33,186.955 2046.4,187.171 2046.46,187.387 2046.53,187.604 2046.59,187.821 2046.66,188.039 2046.73,188.257 2046.79,188.476 2046.86,188.695 2046.92,188.914 2046.99,189.134 2047.06,189.355 2047.12,189.576 2047.19,189.797 2047.25,190.019 2047.32,190.241 2047.39,190.464 2047.45,190.687 2047.52,190.911 2047.58,191.135 2047.65,191.36 2047.71,191.585 2047.78,191.811 2047.85,192.037 2047.91,192.263 2047.98,192.49 2048.04,192.717 2048.11,192.945 2048.18,193.174 2048.24,193.402 2048.31,193.632 2048.37,193.861 2048.44,194.091 2048.51,194.322 2048.57,194.553 2048.64,194.784 2048.7,195.016 2048.77,195.249 2048.83,195.481 2048.9,195.715 2048.97,195.948 2049.03,196.183 2049.1,196.417 2049.16,196.652 2049.23,196.888 2049.3,197.124 2049.36,197.36 2049.43,197.597 2049.49,197.834 2049.56,198.072 2049.63,198.31 2049.69,198.549 2049.76,198.788 2049.82,199.028 2049.89,199.268 2049.96,199.508 2050.02,199.749 2050.09,199.99 2050.15,200.232 2050.22,200.474 2050.28,200.717 2050.35,200.96 2050.42,201.203 2050.48,201.447 2050.55,201.692 2050.61,201.936 2050.68,202.182 2050.75,202.427 2050.81,202.673 2050.88,202.92 2050.94,203.167 2051.01,203.414 2051.08,203.662 2051.14,203.91 2051.21,204.159 2051.27,204.408 2051.34,204.658 2051.41,204.908 2051.47,205.158 2051.54,205.409 2051.6,205.66 2051.67,205.912 2051.73,206.164 2051.8,206.417 2051.87,206.67 2051.93,206.923 2052,207.177 2052.06,207.431 2052.13,207.686 2052.2,207.941 2052.26,208.197 2052.33,208.453 2052.39,208.709 2052.46,208.966 2052.53,209.223 2052.59,209.481 2052.66,209.739 2052.72,209.997 2052.79,210.256 2052.85,210.516 2052.92,210.776 2052.99,211.036 2053.05,211.296 2053.12,211.557 2053.18,211.819 2053.25,212.081 2053.32,212.343 2053.38,212.605 2053.45,212.869 2053.51,213.132 2053.58,213.396 2053.65,213.66 2053.71,213.925 2053.78,214.19 2053.84,214.456 2053.91,214.722 2053.98,214.988 2054.04,215.255 2054.11,215.522 2054.17,215.79 2054.24,216.058 2054.3,216.326 2054.37,216.595 2054.44,216.864 2054.5,217.134 2054.57,217.404 2054.63,217.674 2054.7,217.945 2054.77,218.216 2054.83,218.488 2054.9,218.76 2054.96,219.033 2055.03,219.305 2055.1,219.579 2055.16,219.852 2055.23,220.126 2055.29,220.401 2055.36,220.676 2055.42,220.951 2055.49,221.227 2055.56,221.503 2055.62,221.779 2055.69,222.056 2055.75,222.333 2055.82,222.611 2055.89,222.889 2055.95,223.167 2056.02,223.446 2056.08,223.725 2056.15,224.005 2056.22,224.285 2056.28,224.565 2056.35,224.846 2056.41,225.127 2056.48,225.409 2056.55,225.691 2056.61,225.973 2056.68,226.256 2056.74,226.539 2056.81,226.822 2056.87,227.106 2056.94,227.39 2057.01,227.675 2057.07,227.96 2057.14,228.245 2057.2,228.531 2057.27,228.817 2057.34,229.104 2057.4,229.391 2057.47,229.678 2057.53,229.966 2057.6,230.254 2057.67,230.542 2057.73,230.831 2057.8,231.121 2057.86,231.41 2057.93,231.7 2057.99,231.99 2058.06,232.281 2058.13,232.572 2058.19,232.864 2058.26,233.156 2058.32,233.448 2058.39,233.74 2058.46,234.033 2058.52,234.327 2058.59,234.62 2058.65,234.914 2058.72,235.209 2058.79,235.504 2058.85,235.799 2058.92,236.094 2058.98,236.39 2059.05,236.687 2059.12,236.983 2059.18,237.28 2059.25,237.578 2059.31,237.875 2059.38,238.174 2059.44,238.472 2059.51,238.771 2059.58,239.07 2059.64,239.37 2059.71,239.67 2059.77,239.97 2059.84,240.27 2059.91,240.572 2059.97,240.873 2060.04,241.175 2060.1,241.477 2060.17,241.779 2060.24,242.082 2060.3,242.385 2060.37,242.689 2060.43,242.993 2060.5,243.297 2060.56,243.601 2060.63,243.906 2060.7,244.212 2060.76,244.517 2060.83,244.823 2060.89,245.13 2060.96,245.436 2061.03,245.743 2061.09,246.051 2061.16,246.358 2061.22,246.667 2061.29,246.975 2061.36,247.284 2061.42,247.593 2061.49,247.902 2061.55,248.212 2061.62,248.522 2061.69,248.833 2061.75,249.144 2061.82,249.455 2061.88,249.767 2061.95,250.079 2062.01,250.391 2062.08,250.703 2062.15,251.016 2062.21,251.33 2062.28,251.643 2062.34,251.957 2062.41,252.271 2062.48,252.586 2062.54,252.901 2062.61,253.216 2062.67,253.532 2062.74,253.848 2062.81,254.164 2062.87,254.481 2062.94,254.798 2063,255.115 2063.07,255.433 2063.13,255.751 2063.2,256.069 2063.27,256.388 2063.33,256.707 2063.4,257.026 2063.46,257.346 2063.53,257.666 2063.6,257.986 2063.66,258.307 2063.73,258.627 2063.79,258.949 2063.86,259.27 2063.93,259.592 2063.99,259.915 2064.06,260.237 2064.12,260.56 2064.19,260.883 2064.26,261.207 2064.32,261.531 2064.39,261.855 2064.45,262.179 2064.52,262.504 2064.58,262.829 2064.65,263.155 2064.72,263.481 2064.78,263.807 2064.85,264.133 2064.91,264.46 2064.98,264.787 2065.05,265.115 2065.11,265.442 2065.18,265.77 2065.24,266.099 2065.31,266.427 2065.38,266.756 2065.44,267.085 2065.51,267.415 2065.57,267.745 2065.64,268.075 2065.7,268.406 2065.77,268.737 2065.84,269.068 2065.9,269.399 2065.97,269.731 2066.03,270.063 2066.1,270.395 2066.17,270.728 2066.23,271.061 2066.3,271.394 2066.36,271.728 2066.43,272.062 2066.5,272.396 2066.56,272.731 2066.63,273.066 2066.69,273.401 2066.76,273.736 2066.83,274.072 2066.89,274.408 2066.96,274.744 2067.02,275.081 2067.09,275.418 2067.15,275.755 2067.22,276.093 2067.29,276.43 2067.35,276.769 2067.42,277.107 2067.48,277.446 2067.55,277.785 2067.62,278.124 2067.68,278.464 2067.75,278.804 2067.81,279.144 2067.88,279.484 2067.95,279.825 2068.01,280.166 2068.08,280.508 2068.14,280.849 2068.21,281.191 2068.27,281.533 2068.34,281.876 2068.41,282.219 2068.47,282.562 2068.54,282.905 2068.6,283.249 2068.67,283.593 2068.74,283.937 2068.8,284.282 2068.87,284.627 2068.93,284.972 2069,285.317 2069.07,285.663 2069.13,286.009 2069.2,286.355 2069.26,286.702 2069.33,287.048 2069.4,287.396 2069.46,287.743 2069.53,288.091 2069.59,288.438 2069.66,288.787 2069.72,289.135 2069.79,289.484 2069.86,289.833 2069.92,290.182 2069.99,290.532 2070.05,290.882 2070.12,291.232 2070.19,291.582 2070.25,291.933 2070.32,292.284 2070.38,292.635 2070.45,292.987 2070.52,293.339 2070.58,293.691 2070.65,294.043 2070.71,294.396 2070.78,294.748 2070.84,295.102 2070.91,295.455 2070.98,295.809 2071.04,296.163 2071.11,296.517 2071.17,296.871 2071.24,297.226 2071.31,297.581 2071.37,297.936 2071.44,298.292 2071.5,298.648 2071.57,299.004 2071.64,299.36 2071.7,299.717 2071.77,300.073 2071.83,300.431 2071.9,300.788 2071.97,301.146 2072.03,301.504 2072.1,301.862 2072.16,302.22 2072.23,302.579 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2196.84,1110.35 2196.91,1110.73 2196.97,1111.12 2197.04,1111.51 2197.11,1111.89 2197.17,1112.28 2197.24,1112.67 2197.3,1113.05 2197.37,1113.44 2197.43,1113.82 2197.5,1114.21 2197.57,1114.59 2197.63,1114.98 2197.7,1115.36 2197.76,1115.75 2197.83,1116.13 2197.9,1116.52 2197.96,1116.9 2198.03,1117.29 2198.09,1117.67 2198.16,1118.05 2198.23,1118.44 2198.29,1118.82 2198.36,1119.2 2198.42,1119.58 2198.49,1119.97 2198.55,1120.35 2198.62,1120.73 2198.69,1121.11 2198.75,1121.49 2198.82,1121.87 2198.88,1122.26 2198.95,1122.64 2199.02,1123.02 2199.08,1123.4 2199.15,1123.78 2199.21,1124.16 2199.28,1124.54 2199.35,1124.92 2199.41,1125.3 2199.48,1125.68 2199.54,1126.05 2199.61,1126.43 2199.68,1126.81 2199.74,1127.19 2199.81,1127.57 2199.87,1127.95 2199.94,1128.32 2200,1128.7 2200.07,1129.08 2200.14,1129.46 2200.2,1129.83 2200.27,1130.21 2200.33,1130.59 2200.4,1130.96 2200.47,1131.34 2200.53,1131.71 2200.6,1132.09 2200.66,1132.46 2200.73,1132.84 2200.8,1133.21 2200.86,1133.59 2200.93,1133.96 2200.99,1134.34 2201.06,1134.71 2201.12,1135.08 2201.19,1135.46 2201.26,1135.83 2201.32,1136.2 2201.39,1136.58 2201.45,1136.95 2201.52,1137.32 2201.59,1137.69 2201.65,1138.07 2201.72,1138.44 2201.78,1138.81 2201.85,1139.18 2201.92,1139.55 2201.98,1139.92 2202.05,1140.29 2202.11,1140.66 2202.18,1141.03 2202.25,1141.4 2202.31,1141.77 2202.38,1142.14 2202.44,1142.51 2202.51,1142.88 2202.57,1143.25 2202.64,1143.61 2202.71,1143.98 2202.77,1144.35 2202.84,1144.72 2202.9,1145.09 2202.97,1145.45 2203.04,1145.82 2203.1,1146.19 2203.17,1146.55 2203.23,1146.92 2203.3,1147.28 2203.37,1147.65 2203.43,1148.02 2203.5,1148.38 2203.56,1148.75 2203.63,1149.11 2203.69,1149.48 2203.76,1149.84 2203.83,1150.2 2203.89,1150.57 2203.96,1150.93 2204.02,1151.29 2204.09,1151.66 2204.16,1152.02 2204.22,1152.38 2204.29,1152.74 2204.35,1153.11 2204.42,1153.47 2204.49,1153.83 2204.55,1154.19 2204.62,1154.55 2204.68,1154.91 2204.75,1155.27 2204.82,1155.63 2204.88,1155.99 2204.95,1156.35 2205.01,1156.71 2205.08,1157.07 2205.14,1157.43 2205.21,1157.79 2205.28,1158.15 2205.34,1158.5 2205.41,1158.86 2205.47,1159.22 2205.54,1159.58 2205.61,1159.93 2205.67,1160.29 2205.74,1160.65 2205.8,1161 2205.87,1161.36 2205.94,1161.72 2206,1162.07 2206.07,1162.43 2206.13,1162.78 2206.2,1163.14 2206.26,1163.49 2206.33,1163.85 2206.4,1164.2 2206.46,1164.55 2206.53,1164.91 2206.59,1165.26 2206.66,1165.61 2206.73,1165.97 2206.79,1166.32 2206.86,1166.67 2206.92,1167.02 2206.99,1167.37 2207.06,1167.72 2207.12,1168.07 2207.19,1168.43 2207.25,1168.78 2207.32,1169.13 2207.39,1169.48 2207.45,1169.83 2207.52,1170.17 2207.58,1170.52 2207.65,1170.87 2207.71,1171.22 2207.78,1171.57 2207.85,1171.92 2207.91,1172.26 2207.98,1172.61 2208.04,1172.96 2208.11,1173.31 2208.18,1173.65 2208.24,1174 2208.31,1174.34 2208.37,1174.69 2208.44,1175.04 2208.51,1175.38 2208.57,1175.73 2208.64,1176.07 2208.7,1176.41 2208.77,1176.76 2208.83,1177.1 2208.9,1177.45 2208.97,1177.79 2209.03,1178.13 2209.1,1178.47 2209.16,1178.82 2209.23,1179.16 2209.3,1179.5 2209.36,1179.84 2209.43,1180.18 2209.49,1180.52 2209.56,1180.86 2209.63,1181.2 2209.69,1181.54 2209.76,1181.88 2209.82,1182.22 2209.89,1182.56 2209.96,1182.9 2210.02,1183.24 2210.09,1183.58 2210.15,1183.91 2210.22,1184.25 2210.28,1184.59 2210.35,1184.93 2210.42,1185.26 2210.48,1185.6 2210.55,1185.93 2210.61,1186.27 2210.68,1186.61 2210.75,1186.94 2210.81,1187.28 2210.88,1187.61 2210.94,1187.94 2211.01,1188.28 2211.08,1188.61 2211.14,1188.95 2211.21,1189.28 2211.27,1189.61 2211.34,1189.94 2211.41,1190.28 2211.47,1190.61 2211.54,1190.94 2211.6,1191.27 2211.67,1191.6 2211.73,1191.93 2211.8,1192.26 2211.87,1192.59 2211.93,1192.92 2212,1193.25 2212.06,1193.58 2212.13,1193.91 2212.2,1194.24 2212.26,1194.56 2212.33,1194.89 2212.39,1195.22 2212.46,1195.55 2212.53,1195.87 2212.59,1196.2 2212.66,1196.53 2212.72,1196.85 2212.79,1197.18 2212.85,1197.5 2212.92,1197.83 2212.99,1198.15 2213.05,1198.48 2213.12,1198.8 2213.18,1199.12 2213.25,1199.45 2213.32,1199.77 2213.38,1200.09 2213.45,1200.41 2213.51,1200.74 2213.58,1201.06 2213.65,1201.38 2213.71,1201.7 2213.78,1202.02 2213.84,1202.34 2213.91,1202.66 2213.98,1202.98 2214.04,1203.3 2214.11,1203.62 2214.17,1203.94 2214.24,1204.25 2214.3,1204.57 2214.37,1204.89 2214.44,1205.21 2214.5,1205.52 2214.57,1205.84 2214.63,1206.16 2214.7,1206.47 2214.77,1206.79 2214.83,1207.1 2214.9,1207.42 2214.96,1207.73 2215.03,1208.05 2215.1,1208.36 2215.16,1208.68 2215.23,1208.99 2215.29,1209.3 2215.36,1209.61 2215.42,1209.93 2215.49,1210.24 2215.56,1210.55 2215.62,1210.86 2215.69,1211.17 2215.75,1211.48 2215.82,1211.79 2215.89,1212.1 2215.95,1212.41 2216.02,1212.72 2216.08,1213.03 2216.15,1213.34 2216.22,1213.65 2216.28,1213.95 2216.35,1214.26 2216.41,1214.57 2216.48,1214.87 2216.55,1215.18 2216.61,1215.49 2216.68,1215.79 2216.74,1216.1 2216.81,1216.4 2216.87,1216.71 2216.94,1217.01 2217.01,1217.31 2217.07,1217.62 2217.14,1217.92 2217.2,1218.22 2217.27,1218.53 2217.34,1218.83 2217.4,1219.13 2217.47,1219.43 2217.53,1219.73 2217.6,1220.03 2217.67,1220.33 2217.73,1220.63 2217.8,1220.93 2217.86,1221.23 2217.93,1221.53 2217.99,1221.83 2218.06,1222.13 2218.13,1222.42 2218.19,1222.72 2218.26,1223.02 2218.32,1223.32 2218.39,1223.61 2218.46,1223.91 2218.52,1224.2 2218.59,1224.5 2218.65,1224.79 2218.72,1225.09 2218.79,1225.38 2218.85,1225.68 2218.92,1225.97 2218.98,1226.26 2219.05,1226.55 2219.12,1226.85 2219.18,1227.14 2219.25,1227.43 2219.31,1227.72 2219.38,1228.01 2219.44,1228.3 2219.51,1228.59 2219.58,1228.88 2219.64,1229.17 2219.71,1229.46 2219.77,1229.75 2219.84,1230.04 2219.91,1230.32 2219.97,1230.61 2220.04,1230.9 2220.1,1231.18 2220.17,1231.47 2220.24,1231.76 2220.3,1232.04 2220.37,1232.33 2220.43,1232.61 2220.5,1232.89 2220.56,1233.18 2220.63,1233.46 2220.7,1233.74 2220.76,1234.03 2220.83,1234.31 2220.89,1234.59 2220.96,1234.87 2221.03,1235.15 2221.09,1235.43 2221.16,1235.72 2221.22,1236 2221.29,1236.27 2221.36,1236.55 2221.42,1236.83 2221.49,1237.11 2221.55,1237.39 2221.62,1237.67 2221.69,1237.94 2221.75,1238.22 2221.82,1238.5 2221.88,1238.77 2221.95,1239.05 2222.01,1239.32 2222.08,1239.6 2222.15,1239.87 2222.21,1240.15 2222.28,1240.42 2222.34,1240.69 2222.41,1240.97 2222.48,1241.24 2222.54,1241.51 2222.61,1241.78 2222.67,1242.05 2222.74,1242.32 2222.81,1242.59 2222.87,1242.86 2222.94,1243.13 2223,1243.4 2223.07,1243.67 2223.13,1243.94 2223.2,1244.21 2223.27,1244.48 2223.33,1244.74 2223.4,1245.01 2223.46,1245.28 2223.53,1245.54 2223.6,1245.81 2223.66,1246.07 2223.73,1246.34 2223.79,1246.6 2223.86,1246.87 2223.93,1247.13 2223.99,1247.39 2224.06,1247.65 2224.12,1247.92 2224.19,1248.18 2224.26,1248.44 2224.32,1248.7 2224.39,1248.96 2224.45,1249.22 2224.52,1249.48 2224.58,1249.74 2224.65,1250 2224.72,1250.26 2224.78,1250.52 2224.85,1250.77 2224.91,1251.03 2224.98,1251.29 2225.05,1251.54 2225.11,1251.8 2225.18,1252.05 2225.24,1252.31 2225.31,1252.56 2225.38,1252.82 2225.44,1253.07 2225.51,1253.33 2225.57,1253.58 2225.64,1253.83 2225.7,1254.08 2225.77,1254.33 2225.84,1254.59 2225.9,1254.84 2225.97,1255.09 2226.03,1255.34 2226.1,1255.59 2226.17,1255.84 2226.23,1256.08 2226.3,1256.33 2226.36,1256.58 2226.43,1256.83 2226.5,1257.07 2226.56,1257.32 2226.63,1257.57 2226.69,1257.81 2226.76,1258.06 2226.83,1258.3 2226.89,1258.55 2226.96,1258.79 2227.02,1259.03 2227.09,1259.28 2227.15,1259.52 2227.22,1259.76 2227.29,1260 2227.35,1260.24 2227.42,1260.48 2227.48,1260.73 2227.55,1260.97 2227.62,1261.2 2227.68,1261.44 2227.75,1261.68 2227.81,1261.92 2227.88,1262.16 2227.95,1262.39 2228.01,1262.63 2228.08,1262.87 2228.14,1263.1 2228.21,1263.34 2228.27,1263.57 2228.34,1263.81 2228.41,1264.04 2228.47,1264.28 2228.54,1264.51 2228.6,1264.74 2228.67,1264.97 2228.74,1265.21 2228.8,1265.44 2228.87,1265.67 2228.93,1265.9 2229,1266.13 2229.07,1266.36 2229.13,1266.59 2229.2,1266.82 2229.26,1267.04 2229.33,1267.27 2229.4,1267.5 2229.46,1267.73 2229.53,1267.95 2229.59,1268.18 2229.66,1268.4 2229.72,1268.63 2229.79,1268.85 2229.86,1269.08 2229.92,1269.3 2229.99,1269.52 2230.05,1269.75 2230.12,1269.97 2230.19,1270.19 2230.25,1270.41 2230.32,1270.63 2230.38,1270.85 2230.45,1271.07 2230.52,1271.29 2230.58,1271.51 2230.65,1271.73 2230.71,1271.95 2230.78,1272.17 2230.84,1272.38 2230.91,1272.6 2230.98,1272.82 2231.04,1273.03 2231.11,1273.25 2231.17,1273.46 2231.24,1273.68 2231.31,1273.89 2231.37,1274.1 2231.44,1274.32 2231.5,1274.53 2231.57,1274.74 2231.64,1274.95 2231.7,1275.16 2231.77,1275.37 2231.83,1275.58 2231.9,1275.79 2231.97,1276 2232.03,1276.21 2232.1,1276.42 2232.16,1276.63 2232.23,1276.83 2232.29,1277.04 2232.36,1277.25 2232.43,1277.45 2232.49,1277.66 2232.56,1277.86 2232.62,1278.07 2232.69,1278.27 2232.76,1278.47 2232.82,1278.68 2232.89,1278.88 2232.95,1279.08 2233.02,1279.28 2233.09,1279.48 2233.15,1279.68 2233.22,1279.88 2233.28,1280.08 2233.35,1280.28 2233.41,1280.48 2233.48,1280.68 2233.55,1280.88 2233.61,1281.07 2233.68,1281.27 2233.74,1281.47 2233.81,1281.66 2233.88,1281.86 2233.94,1282.05 2234.01,1282.25 2234.07,1282.44 2234.14,1282.63 2234.21,1282.83 2234.27,1283.02 2234.34,1283.21 2234.4,1283.4 2234.47,1283.59 2234.54,1283.78 2234.6,1283.97 2234.67,1284.16 2234.73,1284.35 2234.8,1284.54 2234.86,1284.72 2234.93,1284.91 2235,1285.1 2235.06,1285.29 2235.13,1285.47 2235.19,1285.66 2235.26,1285.84 2235.33,1286.03 2235.39,1286.21 2235.46,1286.39 2235.52,1286.57 2235.59,1286.76 2235.66,1286.94 2235.72,1287.12 2235.79,1287.3 2235.85,1287.48 2235.92,1287.66 2235.98,1287.84 2236.05,1288.02 2236.12,1288.2 2236.18,1288.37 2236.25,1288.55 2236.31,1288.73 2236.38,1288.9 2236.45,1289.08 2236.51,1289.26 2236.58,1289.43 2236.64,1289.6 2236.71,1289.78 2236.78,1289.95 2236.84,1290.12 2236.91,1290.3 2236.97,1290.47 2237.04,1290.64 2237.11,1290.81 2237.17,1290.98 2237.24,1291.15 2237.3,1291.32 2237.37,1291.49 2237.43,1291.65 2237.5,1291.82 2237.57,1291.99 2237.63,1292.16 2237.7,1292.32 2237.76,1292.49 2237.83,1292.65 2237.9,1292.82 2237.96,1292.98 2238.03,1293.14 2238.09,1293.31 2238.16,1293.47 2238.23,1293.63 2238.29,1293.79 2238.36,1293.95 2238.42,1294.11 2238.49,1294.27 2238.55,1294.43 2238.62,1294.59 2238.69,1294.75 2238.75,1294.91 2238.82,1295.06 2238.88,1295.22 2238.95,1295.38 2239.02,1295.53 2239.08,1295.69 2239.15,1295.84 2239.21,1296 2239.28,1296.15 2239.35,1296.3 2239.41,1296.46 2239.48,1296.61 2239.54,1296.76 2239.61,1296.91 2239.68,1297.06 2239.74,1297.21 2239.81,1297.36 2239.87,1297.51 2239.94,1297.66 2240,1297.81 2240.07,1297.95 2240.14,1298.1 2240.2,1298.25 2240.27,1298.39 2240.33,1298.54 2240.4,1298.68 2240.47,1298.83 2240.53,1298.97 2240.6,1299.11 2240.66,1299.25 2240.73,1299.4 2240.8,1299.54 2240.86,1299.68 2240.93,1299.82 2240.99,1299.96 2241.06,1300.1 2241.12,1300.24 2241.19,1300.38 2241.26,1300.51 2241.32,1300.65 2241.39,1300.79 2241.45,1300.92 2241.52,1301.06 2241.59,1301.19 2241.65,1301.33 2241.72,1301.46 2241.78,1301.6 2241.85,1301.73 2241.92,1301.86 2241.98,1301.99 2242.05,1302.12 2242.11,1302.25 2242.18,1302.38 2242.25,1302.51 2242.31,1302.64 2242.38,1302.77 2242.44,1302.9 2242.51,1303.03 2242.57,1303.15 2242.64,1303.28 2242.71,1303.41 2242.77,1303.53 2242.84,1303.66 2242.9,1303.78 2242.97,1303.91 2243.04,1304.03 2243.1,1304.15 2243.17,1304.27 2243.23,1304.39 2243.3,1304.52 2243.37,1304.64 2243.43,1304.76 2243.5,1304.88 2243.56,1304.99 2243.63,1305.11 2243.69,1305.23 2243.76,1305.35 2243.83,1305.46 2243.89,1305.58 2243.96,1305.7 2244.02,1305.81 2244.09,1305.93 2244.16,1306.04 2244.22,1306.15 2244.29,1306.27 2244.35,1306.38 2244.42,1306.49 2244.49,1306.6 2244.55,1306.71 2244.62,1306.82 2244.68,1306.93 2244.75,1307.04 2244.82,1307.15 2244.88,1307.26 2244.95,1307.36 2245.01,1307.47 2245.08,1307.58 2245.14,1307.68 2245.21,1307.79 2245.28,1307.89 2245.34,1308 2245.41,1308.1 2245.47,1308.2 2245.54,1308.3 2245.61,1308.41 2245.67,1308.51 2245.74,1308.61 2245.8,1308.71 2245.87,1308.81 2245.94,1308.91 2246,1309.01 2246.07,1309.1 2246.13,1309.2 2246.2,1309.3 2246.26,1309.39 2246.33,1309.49 2246.4,1309.58 2246.46,1309.68 2246.53,1309.77 2246.59,1309.87 2246.66,1309.96 2246.73,1310.05 2246.79,1310.14 2246.86,1310.24 2246.92,1310.33 2246.99,1310.42 2247.06,1310.51 2247.12,1310.59 2247.19,1310.68 2247.25,1310.77 2247.32,1310.86 2247.39,1310.95 2247.45,1311.03 2247.52,1311.12 2247.58,1311.2 2247.65,1311.29 2247.71,1311.37 2247.78,1311.45 2247.85,1311.54 2247.91,1311.62 2247.98,1311.7 2248.04,1311.78 2248.11,1311.86 2248.18,1311.94 2248.24,1312.02 2248.31,1312.1 2248.37,1312.18 2248.44,1312.26 2248.51,1312.34 2248.57,1312.41 2248.64,1312.49 2248.7,1312.56 2248.77,1312.64 2248.83,1312.71 2248.9,1312.79 2248.97,1312.86 2249.03,1312.93 2249.1,1313 2249.16,1313.08 2249.23,1313.15 2249.3,1313.22 2249.36,1313.29 2249.43,1313.36 2249.49,1313.43 2249.56,1313.49 2249.63,1313.56 2249.69,1313.63 2249.76,1313.7 2249.82,1313.76 2249.89,1313.83 2249.96,1313.89 2250.02,1313.96 2250.09,1314.02 2250.15,1314.08 2250.22,1314.14 2250.28,1314.21 2250.35,1314.27 2250.42,1314.33 2250.48,1314.39 2250.55,1314.45 2250.61,1314.51 2250.68,1314.57 2250.75,1314.62 2250.81,1314.68 2250.88,1314.74 2250.94,1314.8 2251.01,1314.85 2251.08,1314.91 2251.14,1314.96 2251.21,1315.01 2251.27,1315.07 2251.34,1315.12 2251.41,1315.17 2251.47,1315.23 2251.54,1315.28 2251.6,1315.33 2251.67,1315.38 2251.73,1315.43 2251.8,1315.48 2251.87,1315.52 2251.93,1315.57 2252,1315.62 2252.06,1315.66 2252.13,1315.71 2252.2,1315.76 2252.26,1315.8 2252.33,1315.85 2252.39,1315.89 2252.46,1315.93 2252.53,1315.97 2252.59,1316.02 2252.66,1316.06 2252.72,1316.1 2252.79,1316.14 2252.85,1316.18 2252.92,1316.22 2252.99,1316.26 2253.05,1316.29 2253.12,1316.33 2253.18,1316.37 2253.25,1316.41 2253.32,1316.44 2253.38,1316.48 2253.45,1316.51 2253.51,1316.54 2253.58,1316.58 2253.65,1316.61 2253.71,1316.64 2253.78,1316.67 2253.84,1316.71 2253.91,1316.74 2253.98,1316.77 2254.04,1316.8 2254.11,1316.82 2254.17,1316.85 2254.24,1316.88 2254.3,1316.91 2254.37,1316.93 2254.44,1316.96 2254.5,1316.99 2254.57,1317.01 2254.63,1317.03 2254.7,1317.06 2254.77,1317.08 2254.83,1317.1 2254.9,1317.12 2254.96,1317.15 2255.03,1317.17 2255.1,1317.19 2255.16,1317.21 2255.23,1317.23 2255.29,1317.24 2255.36,1317.26 2255.42,1317.28 2255.49,1317.3 2255.56,1317.31 2255.62,1317.33 2255.69,1317.34 2255.75,1317.36 2255.82,1317.37 2255.89,1317.38 2255.95,1317.4 2256.02,1317.41 2256.08,1317.42 2256.15,1317.43 2256.22,1317.44 2256.28,1317.45 2256.35,1317.46 2256.41,1317.47 2256.48,1317.48 2256.55,1317.49 2256.61,1317.49 2256.68,1317.5 2256.74,1317.5 2256.81,1317.51 2256.87,1317.51 2256.94,1317.52 2257.01,1317.52 2257.07,1317.52 2257.14,1317.53 2257.2,1317.53 2257.27,1317.53 2257.34,1317.53 2257.4,1317.53 2257.47,1317.53 2257.53,1317.53 2257.6,1317.53 2257.67,1317.52 2257.73,1317.52 2257.8,1317.52 2257.86,1317.51 2257.93,1317.51 2257.99,1317.5 2258.06,1317.5 2258.13,1317.49 2258.19,1317.48 2258.26,1317.48 2258.32,1317.47 2258.39,1317.46 2258.46,1317.45 2258.52,1317.44 2258.59,1317.43 2258.65,1317.42 2258.72,1317.41 2258.79,1317.4 2258.85,1317.38 2258.92,1317.37 2258.98,1317.36 2259.05,1317.34 2259.12,1317.33 2259.18,1317.31 2259.25,1317.3 2259.31,1317.28 2259.38,1317.26 2259.44,1317.24 2259.51,1317.22 2259.58,1317.21 2259.64,1317.19 2259.71,1317.17 2259.77,1317.15 2259.84,1317.12 2259.91,1317.1 2259.97,1317.08 2260.04,1317.06 2260.1,1317.03 2260.17,1317.01 2260.24,1316.98 2260.3,1316.96 2260.37,1316.93 2260.43,1316.91 2260.5,1316.88 2260.56,1316.85 2260.63,1316.82 2260.7,1316.79 2260.76,1316.76 2260.83,1316.73 2260.89,1316.7 2260.96,1316.67 2261.03,1316.64 2261.09,1316.61 2261.16,1316.58 2261.22,1316.54 2261.29,1316.51 2261.36,1316.47 2261.42,1316.44 2261.49,1316.4 2261.55,1316.37 2261.62,1316.33 2261.69,1316.29 2261.75,1316.25 2261.82,1316.22 2261.88,1316.18 2261.95,1316.14 2262.01,1316.1 2262.08,1316.06 2262.15,1316.01 2262.21,1315.97 2262.28,1315.93 2262.34,1315.89 2262.41,1315.84 2262.48,1315.8 2262.54,1315.75 2262.61,1315.71 2262.67,1315.66 2262.74,1315.62 2262.81,1315.57 2262.87,1315.52 2262.94,1315.47 2263,1315.42 2263.07,1315.37 2263.13,1315.32 2263.2,1315.27 2263.27,1315.22 2263.33,1315.17 2263.4,1315.12 2263.46,1315.07 2263.53,1315.01 2263.6,1314.96 2263.66,1314.9 2263.73,1314.85 2263.79,1314.79 2263.86,1314.74 2263.93,1314.68 2263.99,1314.62 2264.06,1314.56 2264.12,1314.51 2264.19,1314.45 2264.26,1314.39 2264.32,1314.33 2264.39,1314.27 2264.45,1314.2 2264.52,1314.14 2264.58,1314.08 2264.65,1314.02 2264.72,1313.95 2264.78,1313.89 2264.85,1313.82 2264.91,1313.76 2264.98,1313.69 2265.05,1313.63 2265.11,1313.56 2265.18,1313.49 2265.24,1313.42 2265.31,1313.35 2265.38,1313.28 2265.44,1313.21 2265.51,1313.14 2265.57,1313.07 2265.64,1313 2265.7,1312.93 2265.77,1312.86 2265.84,1312.78 2265.9,1312.71 2265.97,1312.63 2266.03,1312.56 2266.1,1312.48 2266.17,1312.41 2266.23,1312.33 2266.3,1312.25 2266.36,1312.18 2266.43,1312.1 2266.5,1312.02 2266.56,1311.94 2266.63,1311.86 2266.69,1311.78 2266.76,1311.7 2266.83,1311.62 2266.89,1311.53 2266.96,1311.45 2267.02,1311.37 2267.09,1311.28 2267.15,1311.2 2267.22,1311.11 2267.29,1311.03 2267.35,1310.94 2267.42,1310.85 2267.48,1310.77 2267.55,1310.68 2267.62,1310.59 2267.68,1310.5 2267.75,1310.41 2267.81,1310.32 2267.88,1310.23 2267.95,1310.14 2268.01,1310.05 2268.08,1309.96 2268.14,1309.86 2268.21,1309.77 2268.27,1309.67 2268.34,1309.58 2268.41,1309.48 2268.47,1309.39 2268.54,1309.29 2268.6,1309.2 2268.67,1309.1 2268.74,1309 2268.8,1308.9 2268.87,1308.8 2268.93,1308.7 2269,1308.6 2269.07,1308.5 2269.13,1308.4 2269.2,1308.3 2269.26,1308.2 2269.33,1308.09 2269.4,1307.99 2269.46,1307.89 2269.53,1307.78 2269.59,1307.68 2269.66,1307.57 2269.72,1307.46 2269.79,1307.36 2269.86,1307.25 2269.92,1307.14 2269.99,1307.03 2270.05,1306.92 2270.12,1306.82 2270.19,1306.7 2270.25,1306.59 2270.32,1306.48 2270.38,1306.37 2270.45,1306.26 2270.52,1306.15 2270.58,1306.03 2270.65,1305.92 2270.71,1305.8 2270.78,1305.69 2270.84,1305.57 2270.91,1305.46 2270.98,1305.34 2271.04,1305.22 2271.11,1305.11 2271.17,1304.99 2271.24,1304.87 2271.31,1304.75 2271.37,1304.63 2271.44,1304.51 2271.5,1304.39 2271.57,1304.27 2271.64,1304.14 2271.7,1304.02 2271.77,1303.9 2271.83,1303.77 2271.9,1303.65 2271.97,1303.52 2272.03,1303.4 2272.1,1303.27 2272.16,1303.15 2272.23,1303.02 2272.29,1302.89 2272.36,1302.76 2272.43,1302.64 2272.49,1302.51 2272.56,1302.38 2272.62,1302.25 2272.69,1302.12 2272.76,1301.98 2272.82,1301.85 2272.89,1301.72 2272.95,1301.59 2273.02,1301.45 2273.09,1301.32 2273.15,1301.18 2273.22,1301.05 2273.28,1300.91 2273.35,1300.78 2273.41,1300.64 2273.48,1300.5 2273.55,1300.37 2273.61,1300.23 2273.68,1300.09 2273.74,1299.95 2273.81,1299.81 2273.88,1299.67 2273.94,1299.53 2274.01,1299.39 2274.07,1299.25 2274.14,1299.1 2274.21,1298.96 2274.27,1298.82 2274.34,1298.67 2274.4,1298.53 2274.47,1298.38 2274.54,1298.24 2274.6,1298.09 2274.67,1297.94 2274.73,1297.8 2274.8,1297.65 2274.86,1297.5 2274.93,1297.35 2275,1297.2 2275.06,1297.05 2275.13,1296.9 2275.19,1296.75 2275.26,1296.6 2275.33,1296.45 2275.39,1296.29 2275.46,1296.14 2275.52,1295.99 2275.59,1295.83 2275.66,1295.68 2275.72,1295.52 2275.79,1295.37 2275.85,1295.21 2275.92,1295.05 2275.98,1294.9 2276.05,1294.74 2276.12,1294.58 2276.18,1294.42 2276.25,1294.26 2276.31,1294.1 2276.38,1293.94 2276.45,1293.78 2276.51,1293.62 2276.58,1293.46 2276.64,1293.3 2276.71,1293.13 2276.78,1292.97 2276.84,1292.8 2276.91,1292.64 2276.97,1292.48 2277.04,1292.31 2277.11,1292.14 2277.17,1291.98 2277.24,1291.81 2277.3,1291.64 2277.37,1291.47 2277.43,1291.31 2277.5,1291.14 2277.57,1290.97 2277.63,1290.8 2277.7,1290.63 2277.76,1290.45 2277.83,1290.28 2277.9,1290.11 2277.96,1289.94 2278.03,1289.76 2278.09,1289.59 2278.16,1289.42 2278.23,1289.24 2278.29,1289.07 2278.36,1288.89 2278.42,1288.71 2278.49,1288.54 2278.55,1288.36 2278.62,1288.18 2278.69,1288 2278.75,1287.83 2278.82,1287.65 2278.88,1287.47 2278.95,1287.29 2279.02,1287.11 2279.08,1286.92 2279.15,1286.74 2279.21,1286.56 2279.28,1286.38 2279.35,1286.19 2279.41,1286.01 2279.48,1285.83 2279.54,1285.64 2279.61,1285.46 2279.68,1285.27 2279.74,1285.08 2279.81,1284.9 2279.87,1284.71 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LbwBhZw6dmCNcFCDY/f16WMH1j3q5RC9toxrfJmPnJqjKcPPkTcNYYWhKMrPfvazxx9/HABefvnl5557brUns2cOi63dfE3dGqfZtl4iR6aUufDaH/r7EN1dT2yldmxbebi0gby64boJqZTLnD5sv+iatR+zX3J9+thL65728rR6bRmu9LWN5OVqcKWLRfr4S47d1639DOeqFVu6smdfX/uxl6fpNWXoaAC4xk9+t+GErKYS0uhZW99laz9m235ZbuhNNZNa4xkK8Mq0WkJJ3VufwsNFdeSg4b0N0xBWGP/xH/9x4403fvOb3wQAi8Xyy1+umsFOH395XR0NHG/feeW6jMfL02V5eQBwTSN5ecMZwmz/UbG1m3PWrP2YfddVmdOH124oHJinFo4E1luPtwYuricjiQ1YnZs58artoqvXfcy+6+r0iVfXfubVULmG8OpG8kqoCko5ikLm1EHrlovWnblIrHZL987s6cNrPDMwT+0CaS3jGgPAVf4qcJrNEWsAAOkTr6rzszp8ELE5HHvetvQ7+/btO3LkyJVXXgkAe/bsGRwczP+blKZPvlZz2x+t+xG2XVclDjzluuHdazzzSkj9aF9ZPtA1fvLdU+oGc6TSJ39v23XVuo9xrlrBH8gNvGHdeulqz7waKj13pUHgYK+XvBamtxbfiWhYSMERIERs6lj3SdvOK+PPPwGUrlZTAwCvhtRvXV2WBrvKz933okIBNo6IATJvHrTtuKKQJ207rsi8+doaJOrvQ/TKUhMoi7jSTx4bMA1hNUCaGlKi69CJTMDZHHChIfT7/V/96lff//73A8Brr722b9++vL+YGznDu2v5+lWLOBZh27Zn9v/9Os2ml/WDL4IC/D5Ev3dDWTbsSj93z8bTIKcO+fYVNNbAtuOK9JsHUQ0hAFzpJ6+GNpQhzLx50LZ9HcpOg+BrJaJVmhoWW7ryPjCSoIRAe5FTe5ahyQ5ukZyL0V7PRhEypZkzRzzv+NNCnrVtvyz+7KNreBu/D9Mryr/GPvLpV40edpuGEACg5u155i/ohunp6fb2dkrpxMTEVVflj0gypw8VqEGIxWbp6Mv0v25fhYA6F6MusbgRoyvRaIcaC+mP0W0bRYNIwVFCiNAYKORh2/a90X//F4CPrfbAa2H6ge5yw+UrfeR7ZzZU2J09c8R53TsLfNjWtzdz+vBqhvC1ML3Cx0AyV/jIa+GNYwiliUHO6V6j7HkphIZmYrFJwZGVAzo0HAzT93eVK+RON5EpnUjSMilWVGyc/2PVi7/+679+5plnnnrqqdtvv321ZzJnjqyb/V6ErW9v9syqbVivhekVZdMdcF6DlH+OQZA9c8Tat7fAhy1tvUp8brVJYDkVTkbpHm+5Qr7cRw5GNo6EqZTLDp/ShhIUAuu2Pdn+o6v99GC49LLnpbh8Y13jTP9R2+pExUpYt16ympAlFd6YpXsaGAj5Mq/Rb7JpCCuPSy+99IEHHnjXu97ldObf/kqlnDQ5ZOnaUeCBtm17MmtokAgzDWL8YrDCkel/3da7fPTlqiDE2rt7NQ1ybIb21JRe1r+INifhCYwkNoiQc8OnxOZOzlbowiTrlotyw6dWK0o6GKaXle1qAMDlPnLY2Dq6KGTPvm4t/BoD2HovyfQfy/ujk1Ha6SYuFkuULvOSQ8bWFaYhrALIkQlLR1/hq3fFli41FV8tXjkUppcxMYSGv9xFQFVzgycKD1YAwNZ7SfZsfg1yOMJGRwPAZV5uwwg5e+5YURLm7C7B15YbOb3yRxTg6Ayba7zHS47NUmVjyFhVckNvWrdcVPhvWHsvzg2dADVPDu9whE04CAB7veTIjKFFbBrCKoAcmrAVo0GAEGvPRXnVtELhGCO6Y4+XHJ+lstGz4AUhN3GOr/VyLk/hv2LdcnH23PG8PzocoXsZGcK93o0Tr2TPvWHtKUJHA4C19+LsuTdWfv9cjNZZSxxftww1IrQ4yOm5jSDk3Pg5vr5xcftgIeBctZy7XpocWvmjIzOb6BqbhrAKIIcni/LyYHU1fXqOtjiIp9DYci24RWhzklMbQoOUoKMFfxuVcko0tPJHbDWIwV3pAkGlXG78nLVgel+DtWdXLt9ClSMzzIIVANizUYScHThR7DUGAGvPrrxba45EGOS5NWhlMkZesWkawiqAEo+K+daprAFrz0X5L/cMs8sNG0hN5wZPWnp2Ffc7hFi682iQnAqn5+jF9WyEvMcLRzeGhMf6xcbAai09q8HStTM3fGrlJoqjM/RSdobw0gZy1NjxSoHIDZ60dO8s9res+a6xQuFElO5mK+RCt0xWAKYhNDyoKtT5CV9c6YXY3Kkm5lZuojgaYapBvGQjqGlKs0Mnrd1FGkIAa/fO7ODJZd98M0q73aVsyMuLFofRXekCkRs8aSlewpzDzdf6VhJ3r8/QS9n5c5c2bJhr/Ka1q2hDaOnemRt6c9k3+2O0yU5qWFTKaLikgbxuYCGbhtDwoFTwNhf9W4RYOrdnB5ffb+autJEvd4GQwxOcxcZ7Gor9RUv3jpUa5OgMvYSdhMHwrnSByA6dsnblXx+2NizdO7N5hVzP4rUAAOCSBnJstvqvcWSSWCx8rbfYXxTqGwFAnp1e+s1jrK/xJfXkdQML2TSERgdVVb6heEMIYOnakRu+QINQgGOzLO/3JQ3k2EzB+9qNiuzwqcJbU5bC0tojzwTVTHLpN9lKGAB211e/mqY0N3LK0lmSkDu354ZPLf3OVAooBYbd2T4b2HkyWuVtKrnh09aOUlwNALB09C0T8rFZupsRva9hdwM5buBrbBpCw4NSoaGphN+zdu7IDl1wuUcT1CEQ36pLyopGgxVcIhmp8v2xueFTq+06XgccbwlsyY2cWfq9YzOMNYjmbTA8UH/IM1NEtJYQcwOAdYUhPD7LLAW7iN0NUO3eRm7klKWzr7TftXRuX9amcnyWXswu5gaArR4ymaRJo+5j2qQj1n784x8fPrzW2HXj4PXjxy/eU+jEk6WwtG+VJgepIi/mF4/N0N1MLzcA7K6HY7O0023c4UnrIjd8ynn1qjN91oaloy83fNq2bc/id47PsiwxAICL68mXjlR3k0pu+HTJOlrwtarppJqY41y12ncwDOHF9eT4LLyzne2puiI7fNpx2c2l/a6lY1vsyQs2ix2fBbZC5gn01ZITs/TKsoeXYqAChvDQoUMPP/zwG2+8sW3btu9///t5n3nmmWc+/elPB4PB66+//nvf+57fX9DovALx0Y9+9MiRI9FolOGZSJAmh65s9qw2iXttEKtdaGiSJgYt7Vu17zC/3LDAeMC7118nYFDQbFqOTIkt3aX9uqWjL/nqrxb/OJ6kVh4YxtwAsM1DxpI0JUP5o2oqhdzIaUuRZc9vgRBL+9bcyGnbzoUxvMdn6c0t7A3hz0aqOCKkUk4OjYutPaX9uiXQK00NLzrN0SzEJdrB2ru9uJ4cNw3hIiKRSHd3t81mO3jwYN4HZmZmPvjBDz766KM33XTTJz/5yT//8z9/7LHHGL7AXXfddddddzE8EA/Rx74hBnpdO0pJrgCApX1bbvTMoiF8I0rf08H4Fl5UR54YrmINkhs7J7Z0FVuUuwhLR1/0J/+6+Mfjs3BRHWMJCxxs85A355hNq9EfudF+z6U3lPzrlvatuZEzi4bwjVn6l7sY53QuqiNfOVrFYbc0MSA2BgofPrUMxGITvM3S5KAlsBUA3ojSXXWrr78qFRfVkxNRg+qKCuQIb7/99s985jOXXLLqQLxHH3107969d955p91u/+IXv/jTn/60KqI3DORGzpTuSgNYOrYtzWC9MUsvYh0RXlRP3qjm5Epu9Iylo3QJ854GwguLFXcnouwlDFUuZKrI0tSwpW1LySdYOrblRvu1r2UVzs7THbWMhbytlgwnaHZ5v2LVIDfaL573d0uDpX3ropBPzNJdrP05ANhVZxrCYnDmzJmLL75Y+7qjo8Nms626rnZDg+Yy8kxwtTU0hcDS/pYGySgwkmC/NWmrh4wladqoOfB1kRvr17zgkmFp3yqdFzKGqwEAu+qq2BBKk0NCQxOxlM4Xi4GtubGzQCkAnJ2nbU5mbZqLsHDQ4yanY9UqZAbXOLBVGj2rfX0iSnfhXGPDGkIjph1mZ2c7OzsX/+jxeGZm8jdSRSKRI0eOkCVB/Le+9a17770378OKouRyOUWpGq9PHjnN+dqS6UzpR7gb5NnpxGwELLbjUdLlErOpRJbdG2rodlkOTyYvqTfWFU+lUpIk8Ty/9mPZ4TPivvcnEomSP4g2diYGTihbLgWA4zOWj3VLCdaF+D027lejfCKRZnusPsidO0Gau8qRMHAW4IX58SGuzn9oiutz84nE8v8UyWSSlEfm9dWIhyZzPZaqJEgzw2f4K+4oR8iytzVz4EnthOMR8R3NSiLBWBRuAFmxDEWSPlu5/0GK+ue22WyCsI6lM6IhrK+vj8fji3+cm5vzevN3iXq93j179hw6dKiQYzVDaLeXt5FWRyQiY/auPpfLVc4hqdZucXbKuuWiwaB6cQMt87S8uLhBGcoJ17mMxS5wHGe1Wtc2hGoqPp9O1HT0rrahuxAIPTvjzz/ucrkUCufi0t4WJ/Oqlstb6alDisvFYsi07oiGRh3dO8q8eNn2reLshD3QPZBWdvtgpSgoLfdu7/aqA2nB5VrHczIgaDYdi0VquvtKTnUDAO3ZmZwNOq0WIlpOz0uXNVtdCJpyZ708Ijm6ys52l//PvQzGUl4atm3b9sYbCyPnR0ZGMplMV1fp9GD1Ijd2ViyP7gAAS6A3N34WAE5G6U4E3h8AdtaRE9VJ3Enj58S27nKsIABYAluk8XNA6cA8bXYwWEO4Em1OkpRplHksrwuk8XOWtt4yDxEDvbmxcwBwMgpo1xhOLp9IWB3ITQyKTR3lWEEAIIIo+NukqaFgGggBP068sLOOnDQkO1oBQxiLxQ4fPjwyMpJIJA4fPjwwMKB9/5577tHs391333348OFnnnkmk8n8/d///Xvf+966ujr937PiyI2dK6fEQIMY6JXe0iAsXmsFdtaBMS/3usiNnRXL1tGcq5ZY7PJs8GSUfRGHBgKwvdagGmRtUEWWpkfLyXNrsLRtkca1a4wl5B1G1dHrQho/JwbKVRSgCXns3JtoEgaAHUa9xhUwhCdOnLj//vuffvppi8Vy//33f/e739W+f/r06WQyCQANDQ2PPfbYpz/96aampnA4/O1vf1v/l6w4aC6jRENCU7ktvpa2LTlkDbKzjrxZpa70OANXA84HhXiuBgDsqCVvVuHGK3lqRKhvIpZySV2xbUtu/FxOheEE3cq64EtDj5tMpqqy7EuaGLCU2kG4FGLbltzEwJtzdAdOzA0A2416jSuQI7z22mvzZvVeeeWVxa/379+/f/9+HV/KcJAmBsWm9jLpDgAQm9qVaCiZykyl+Z4alPvd5SbTaZqUwWnEjPNakMYHam77o/LPEVt7cuMDpxzX3NaG5krXGVSDrI3cxACTYIX3NBDCDYxHAs5aK04WT+Cgx03OxBiPitUBufEB57XvKP8cS2tP6rXnTrXR7XgRYR0Yc4OpEXOEJkDTICyCFeB4sal9sH+wt4bwONebJ9BbU307vmk2rczPiv628o8S27ZI4+iu9ClDckprQ5oYKHncyTKIrd2T587hsXZg4HhlDVBFlsPjYnNn+UeJLV1ScPTMrIwn5BYHySowY7xst2kIDQppnA3dAQBia09kaADPywOA7XXVt6peKzEAjsF/AUtrtzQx0B+jfTisHQBsr4VTVcg/S+MDltYSx9ctg9jakxwb7Ktlclh+bK+FqvPn5OCI0NBc8kyZpSBWO1/rTQfHUYXcV2tEp9k0hAaFNDHIzpXukSeQDWFt9RlCaWJAZKSj+Tq/IstbuDkXu0Wmy9DhIrNZGpewzkcBpdLkEMOIUJzW4RrjHY8CaWKw5Em5K0GbuzsSgwxXXK2EMXWFaQgNCVWRpkfFlk4mh1lau52Rge3IrnQ1ahBWMTcAJBq6bybLFzewrxQAACAASURBVKkzBEdgq4ecqarRJ/JskNidnMPN5DRLa483OtiHaQiNGaysjdzEICt/DgCidV1Xq8OoOdI+DzljPCGbhtCIkELjfK23nKlUSyG2dPnnx7bXIF6+Pk/1aRBpkqUGmfB07ZUQDSFUoZqWJoYYBiu8r7U2G+2zlzFoaT1s9ZCBOFWqScYgTQ6V352yiEFn964M9jUGA46yMw2hESEx9fIU0R4U6ztzE6wOXIleDxmKU7mKplOpqhQcZVJioOG0rXNLapjVaXmxrdq8DWly0MJOR4+lyJA9YIsMszpwJRwC+G1kuKoWTbP1545ZOtriw6xOy4ttHnImhvoJpcA0hEaENDloYedKD8XpiKuLn0Z09Gw8tDrJYPVoEDk8wdfUEyuz+Rm/57u8c+iutAE1yBqQJocY6ugzMQjXdkqTppDfghKbIRzPu5m1rx6WfCKV1ASiCLpryFiC5gzmNJuG0IhgS3ecicFcfRe2BtnmqaaKO7YSBoDn5Tbr/BRVEPuxt1VbjlCaHGIYc/fHaNbXLU3iLqKpLiEzv8Zn5ig04XobFg7aXWRg3lhCNg2hEcHaEKJfbjAq47Ea2Ep4LgcxVRTrm+TgKKszV6LXQ87NU9VYCmRVaG2agq+V1YFnYtTa2iVNDrM6MC+2GrKUYzVIU8MMXQ2FwlCCutq6pSlcXbHVA/0G8zZMQ2g4qMl5msvydX5WB56JUVcbfkRYS4x2udeANMXSEPbH6FYPEVu6pKlhVmeuhFMAr5WMsN7xhAQpOCI2Bpi0aWroj1FfR5c0NawtJkTCNk+VXWOB3TUeSVC/jdhbO/XwNgzmNJuG0HBg6+UBQH+MBtqa1VRczSQZHrsM1VXcL00Ns425zxtCbG8D+g2mQVYDwjWG7qYaYrEqc2GGxy7DVg/0z+MdzxjSJEsh98dgqwfE5k78iJCcNZiuMA2h4SBNDrHqINTQH6Nba4nY3IHq6G0zHt2xGmg2rSRiQkMzqwPPxuiCBsF3patFyNLUMMNgJaPAVIp2uojY3ClNjbA6diXanCSapYmqGFygKnJ4XGzqYHXeArHR3ClNj6GG3Qa8xqYhNBykqWGxmZkGmZdgPgetTiI2d8lTw6yOXYlmB0nKEMvhfQIzSFMjYmOgzDWES9Efg60eIjR3olKjANBbQ84arMpgNUiTwwx19MA87XQTgUOPVzgCPTXkXDUIWQpP8B4vk+FqGs7GaG8NIVY776yRZ6ZYHbsSvTVgtGtsGkLDQZoaFtjRHWdjtNdDCKBrEFI9alqaYlnNCABn52lvDRHq/DSTVNMJhicvgwFd6dXAlhrVJAwAOngbWz3VcY3lqRH219izKGTEsLvVSeZzYKh5gaYhNBgolYMjYjMzV1rz8gBAbO5AvdwA0Gs86j8v2LoacN7bAEKEpnZUIffWwNlqyBGqiTmgKu9pYHXg2Rj0egC0axxEvsZVImRpapihogBNyDUAmtMcHGZ48jIQMFzYbRpCY0GJhonNwdldrA48O7+oQbqwNchWD5ythkIDKTjCkLULpsEuQK0FAEBs6kTlnzvdZDJluGbklZCmWEoYlkSEYmOHHBoHFVEEW6qF2AiOiE2drE7LqTCZop1uAgBiUwfqNQbjOc2mITQWpCDjWrvFiJBzeYBwSmyG4eHLsKXGWJd7NbDllM7G6JbzG4/F5k5Ub0PkIOAiQ4af4CNNsUwQAsC580ImFitfUy9HJhkevgxG09GrQQqOCOwiwqE4bXMSkQPQhT3aUgPnjOQ0m4bQWGCuQRZ5f8BX01WRI1ST81SRWLJ254MV0IW421INxJ0UHGFMPp8nNgBAbMIV8pYaMBRrlxdUlpTZaYbzCs4tkbDgD8iRSVAVVoevRK9JjVYKCgXjV0VLwRGBrSs9vzRe6ZBRDaGHnDO8K82ctTu3JCIUmvATsQbTIHkhMyWf0zLMZGnAqZOQtfrneWPrCjk0LjQ0E15gdeDSa0xEC1/rk8KIY/q3GOwabyJD+OQo/cuDfKXfYh1ITFm7uRzkFGg8P1laRNYgPhvIFKJZvE9gAARXA7bULHzN19SDqqDOLDaaBskLKTgqNrWzOm0wTjtdhDvf7YLtzxGAbrfhhmEuA1teFADOzdMe91sNRWITrpCNFnZvIkPY6iBnjMRK5wGlcmhcbAywOu/cPN3ieetyC8icElSDmpaDrNNXFwoZn7gzuoSV+VngeM7lWf/RwnBunvbUvPVHbAlDNQhZnhoRG5m5GpD/GiMOzm1xklgOkogz6ovDJjKEPTUwEK/0S6wJeSbIuzwMdwOdiy3z8trl4CjqzAijVUWvBNuSUQAYWEI+A4DQ1I6qpnsMVmWwEnJwhGE4CAsx9xIJ42ewttTAgLGFLE2zvsZx6HG/9Ufsa0wAuowUdm8iQ9hgBUphxsDEnRQcEdhrkLf+yDncxGJFLhw1upqWgqMMhRxKg8gt9E5owOaUOt1kImnoHchseVEAGJinPUsMIREtvMcrhxELR3tqDKSj84LtNVYojCVo10qnGRNbjCTkTWQIAaDHDcYR/UqwLTEAgIH4BRoE8B09Q13ulVATMVAVvqae1YED8QsIJQAQm9pROSULB80OQ++gYJ6FXRZzgybkaUQhG9wQUllSoiGGJaOjCdpoJ9YlFRQ6hN3dbgNRdJvLEHa7jZWhXQZpehRfg3TI2BrEwF1uUnBUaGQs4aXkMwAIjbiGEAxP8svBUbbpq2WsHSxkuzGvsZF09ErI4Qm+volhyejAPHRfKGEiWnhPgxxBnDhqKG9jsxlCamTqXw6OMqyUAYCBeVhaZQAAQmMAtXDU4DG3NM04fbVSwrynARRZTSLesx4jJVdWQppmydrJKkwkaceF3obYGED15wIuEkrTLGI4VBYWdj2yw+AK6ggAhEZkb6OGDBrmGm8uQ9jlosbVIJRK02MCO1c6JUM0R1scyzRIhzQ9xuojVsJoxWDLICOkr7rdKzTIJibu1MQcUMq761gdOJqkTQ5iuVBRCcj8M08MPcFHnh5DzcJqEJsC0jSi02xSoxVDtwsMS9zJs9Ocw83ZHKwOHLqw+0qD2NQuY15uAtBpYA0iTY8ydDVgFVdabAygFhp0u2HQMBpkGZhXygyuYO0AQPQH5PA4bv2zkYXM/hrnE3JjuxxEdJoNVfa1yQyhmw4alRrF8fKWf3Nh4uh8lOEHLYOR4xXm5PNgnK7UIEIjbkTYbWAJM9fRKwu+AIBY7ZzTI88EGX7QMnTXkEGj+nPMs7CDcdq9khpFJjYsHDTayVjSEELeXIaw2Q7RHE0bkriTgiMCYx0NK1k70Bw9XDVtUFdaTSfUbJqv9bE6MCVDLActzpURIW7pebfbuDG3PD3G2NXIRz7DAreBK2TjZLAugKrKkUnB38bwyLxCFvwBOYQbdhuH29hchpAj0OEyqKMnT4+x9/LyaRBsR8+wGmRBR7NbTD8Upx2uPMdhS9hjASsPoTTeJ5QOKagHawcAgj+Amu02jo5eBnlmiq+pJxYrqwNnswAA9SvO42wOzuGSoyFWH7QSXYZx6TaXIYQF6t8Qol8GtrV2oHl5K6hR0CVeMa6E2bsaeb4v1PnVVIJmES2VYYUsTzNm7YbiFzR6L0JsDMiYhrDLqBKWpsfYUkerSRi0oBDV2zBM4eimM4RdbmLMNKEcGhP9elCjQiOyK21UahSBtYOVmRUAAEIEfyuqkI3jSi+FmkmpmRRfx4x8hlXSV6ADsVFjRAkDgquxmoQBn3/ucsNQAu/4IrDpDGF3DRky3lQOZT4KhGM4p5gCDCdWd6VDmDraRUYSVDWcjBFc6UR+8hl0SMQakriTQ2OCr5Uh+TyXA0WFhnwsoNjYjnqNa0SwGZJ/ltlHhNDlyv8jwR+QQuMMP2sZjJNG2XyG0A0GjAiZe3lTKeoRwZFv9ARf61MzKTWTZPhxS2EXoNYCUylD3O+lYO9Kz0NXPmoUFgpHN11EyL6acX7VYIVz1mDXPxtTyFKIMbGxBjWK3QhkHAlvOkNoHNEvhRRi7OWtytoBACEiMvXf5SZDBotXqJRTYjOCt5nhmWtqkDZ8CRvwGo/rlr4CHbgNQwpZDo4JTHMoa+UIGwMSpoT9dkjJhtiXvukMoVZ6brTbzTx9NbQKL6pBaGxDrrgzXKGBHJkUGpqAY7mZee0qA1QN0uUGo7kasHCNWZb1DyVWjbkBv1/TOBmsRSjzsyAInDNfFVypGIqvKmS+ph5kxHmBBKDTGN7GpjOELhEcguGofxTefy0Ngh0RGk5Ny8FRtn50KA12Adxi/p8KvlZldpoqWC2r7S4ymTLKVI5FSCH2wUqnaw1/Tgdio/I6einkacYldSqF0QTtXMtpxg27O10wbICijU1nCMGQ91ua1o/uAG1C1SbjlJiTz2tLmAgiX+uTI1g780QOmgwzlUMDVWRldprhbiAAGF7/GiOWchhwWCDzazyVonVWsK1OlAiNAWkaUcgGSaOYhrDyoNm0mpoX6hsZnrm2BsHuoOh0EyN4eUvB3JVe2xDC4mAONBgt7FYiU3ytjwirxMglYT1iA5fh73LDsJEkDFjU0VrXWPS34UaExtDGm9MQGkuDSKFxtkXnADAUh85VSqIBQPC2KNEQHnHX5TKWhAHBlR5OrCVhwK+XMZq3IYXG2M79ogAja7N2dY1qMkZzGYYfuhQdLjKepIqBZAxyaJytPzecWIt8Bnyn2SDexmY0hEbTIDLremhJhWCaBlbMwFwENnHX5iTTaZozTgaLUjk0wVZNFxIRovZgGY3YYF7wNZ0GlwjONbbPcpzQ0CyHJhh+6FJYeWiwkUkjNQJJoTGBbTlSHDpXj7lBF/7ZCNp4MxpCA2oQtgnCsSRtdhBhzX9bwR+Q0ah/gYMWBxkzwP3WoMyFObuT4YorABiOrxWsgA4RocsQrvQipNA422s8vGaljAbs+n5DCZnmsmp8TqjTL4cCALy3WZkLUxmrxaHTTYYNoI03oyE01OUGAGl6nHWwsuqoiEWIjcjUvwuGDVN6zrwWCQqgRrFzhAYkNthe43VdDVhoJdwsQpbD44K3BTiWSntdapTwAl/nx2OP6q2gUpjLIR1fKDajIdSof+PMAGNOjRaiQYRGXOLOIDlwDXJonG1/m0phLEk71tQgnLMGOMTRJ50GS8TK0+OMr/F6rgYACP5NFHZj+HMjiXWoUViol0H2NiqtKzajIbTyUG8lEwah/rXtYj6mrvSaJQYaRGQN0uUmI8ZxpVn3twXT1COCfY30FQAgjz5pdZJIxiiJWCUeBY5j2+hdkD+HnIg1go5eBHN/TqEwkVyrmECDsAnC7s1oCAGgyw0jxnD05Og0565luF0MAIbXLBnVgE3cdRgpXpFCjMnn4Tisq6NBi1fQhMwTaHWQ0UprEA0y6wQhaCWj6+UIRX+bHJ7AWx5rkFIODcyFPJmiDTZiXW/akuDHbVPpMEDYvUkNYYfLKDso5GnG9dBQWESITtwZKiJk3URYiIRBj3il8hpEgzw9JjJ1NQBgOAEd67F2xGrn7E4lGmb70YvodMOIcVLd7LOw0LGexww6UKOuyuuKyhjCH/zgB42NjS6X6/bbbw+H81zivXv39pzHgw8+yPwFOo0TEbK+3FDw/UYNCg3SHgTavIJ0ku2SvJEC0leAXzjaYZh4RWYdc2tNhGtnYTWgFo4GnGTCIPUElMrhSbZCLiTmBl3Yo4rrigoYwqGhoT/7sz/7+c9/Pjc35/P5HnrooZXPjIyMPPzww88999xzzz33+c9/nvk7dBmAldbAvOg8p0I4Q1sd699v1MLRFgcJGyODhTGvYDhemI7GLxytuCutgfneiVAaXMKaTYTngRqvaPUERmglVGIRzmpn2wI0kijIY15gj+IbmT2qgCF85JFHbr311ssuu0wQhL/927/9yU9+kk7nmYEdCAS6u7u7u7sbG1n2zWjoMEAwrkEOMeaUxhLrNxFqQFXTPDFKK6EcGmfO2q098WQRQkOTMj9DJazacCO40hqYC7lACYMe3oYh2FHmMTcUJ2REb8MI2rgChvDs2bO7du3Svu7r68vlcuPjeUR84403trW1/cEf/MG5c+fWOE1RlOh5xGKxAt/BUBqENd1REGsHWg4cuZVwo2qQAsln4Hi+vhGvB8sIyRUAoLKkxCJ8QxPDMwuMuWHhGqMSd4YoHGVe8AXFCBk17PbaIKtAvKJbCQugHlhjbm7O6XRqX3Mc53Q6Z2dnlz3zwx/+8NJLL83lcl/+8pfvuOOON954w2azrTwqEomcOHGiu7t78Ttf+cpX/uRP/iTv5yqKksvlFEUBgHqA8aR1Pp7gWBJmRYNmU0omneatkGBmMc7M8K02LpFYfwCj6qrPBUcT7D56GVpswpkZ6YoaBen8tZFKpSRJ4nk+Mzks9F3G8K9JAUaT1gZIFnIkqW9KjJ4T3V5Wn74UPo4Mxy14/4IFQgmNE483mWY58/PsrNBihURi/X1pqqtemh5TkknClP1eRLOFPztLEgmswbwFIj0xxNX62P5bD81bfFw2UYAvpdb60xNDFO2mBRyWU6HkDk+hDkeymH9um80mCOtYugoYQq/XOz+/sOlRUZREIuHzLS9kuOOOO7Qvvvvd79bX1x87duzKK6/Me9Tu3bsPHTpUyOdqhtButwOAC6DOKsU5Z+t6PTSoyM1OiP42l3u92rhiMC0pW+rA5Vq/H4Pau+PxqNNmZbsxYBFb6pRgDlwulrtwCwfHcVarlef55GzQ1b7F4iosTC4A02lwCZK/tqADlZZObj7iYvfpS7HVAaGMZHO4CmHC8ZAenJWb2tn+HadyyrY64nLlcX+Xw+mMp+NOi4Ak5N569egMLehNMJGJTjsvutrG7u9IASbSUp/f6SjACPBt3clXn0WSMAB0eeSw6nAVFp4CAKWU7ctU4D9QX1/f66+/rn19/Phxl8vV2rrqDjNKKaUUw9frcJGKE3fyNPv01XAcCqQ7zg9PmmL7AovoNICEgVI5PFGp9BUgE3cCB412Ml7prYQYlc8jCVoQ+QwAhAgNzUoYi382QgYLEBj+6TS4RSjECsJCjhC3/nmkovxzBQzhRz7ykRdffPHpp5+ORCJf+MIX/viP/9hqtQLAl770pR/+8IcAcOrUqf/8z/+cnJwcGBj42Mc+1tLSsnv3buavYYRSJaQEeIGGEJCp/3YDaBBt3Dax2hmeOZKg7caQMAB0GCARi3ONoaMIbyOgRLB2UHQYoFiGSjklHmW7snS0GEUheFuUuTDe4raKexsVMIQtLS2PPfbYF7/4xYsvvtjv93/ta1/Tvp9KpTKZDAAoivLNb37ziiuuuO222yRJ+sUvfqFZSrYwggaRwjgapGDOANXRM0K5HUaJQeHlSKDVNIZxSzkq7m1IYcYrrgBgpOA6DgAQ/W3qDBax0e4kowm00TWFQQ5PCA1NbMdtF+XPEV7gPV4FjT1qd8FoEunsglCBHCEA7N+/f//+/cu++U//9E/aF7t27XrhhRew36HDRY7PVj4iZDvxRKEwmaKBwh09f1tu8CTDF1iKNieZTFGFAl+5PCxKsBKnvZ5C/0qcswYIpybmOFct29fQYAR/TtY6NdlhLgeEQK2l0OcFf1v6jVcYvsBSuESw8xDJgK9yWUK50h4zaCR/eIJtt+giOlxkJF7JpuNNOmINjEDcUSpHJgU/Sw0ymaJeG7EU/K+qXW6GL7AUFg68ld5ryjxBCCVoEF8rXpqw4hGhmpwHVeXddQzPLCpYAQDB36qi9agAQEel0yhSaJztXH4okhoF9FbCCvtzm9cQdrgqPGVNjoY4h5tYWPqZowlodxbxvB4ZrMoKGUGDFJWFhQUhY3kb7a4Kz93GiLlHC6+UAQAAwd+mRCbxRm9r7CjS4YVADiGQzwloL0bIqLqi2UFmspUcRLWZDSEZrWi5HValTMElBgDAuWqBqmpynu1rLKJ9Iwp5tOh4BTERW3FXWgqNs2U1YEFHF3ON7S4iWpX55e3IrFDxehk5NC6yFvJogrYX0zwm+FqxB1FVsP558xpCtwgWDmayFXsBOTQusg9WimPtAEDwbVjGA6PWbl4ChUJ9McVbgrYqCAftLjKWrGQph4xQKVMsawcAvLcFUcgVjwjD7LdcjRbpNKNeY9DqZSqnKzavIQQtTVi55hUkDVKUlwcAgh83g1VBDaLMTLGvtYsXFw4CciuhQwCXAOH1B7BgQQ6NYfhzRTH8AMB5m1H9uQrqaDUxB0DYLj2OS5BVoKEYf46vqVdzGTWNJYh2ZyUTsZvaEFa20EBG4JSK9fIAP16pqITZN3qPJouPuRualdlpULFGzVVayDj+XJHeBudFJO4qK2HJGBIGQkRcXWFGhBVCZUWP1ERYrCstYmaw2p2VlLAcmsCotStWgxDRwtfUyzNBtm+yiErWy6iqPDMleFvYnjpaPMPPNTTj1T9XtiIJo3ditMhKGQ2Cr3Wjln1tckNYsVIOKuXU+JxQx3jDVAlqWvAh1jR2uCurQSYQ6jiKd6XRw+6KNSPL0WnOVUssLOdd5FSYydKmAhZqLgUqNeq3Q0KGVIXGbsuhcZFpmyYAjCZLvsaIYbdpCCuDClL/cnhCaGhmm76KZoEn4Cm4DVmD4GuVZ6ZARalcrhGBJxCtUEWSHGY/yrXYBhUNqBV3FUzEyiH2bZrjSdriIMUOYeDqm/BmgBGANicZq5DTjEU+F79vALUjtrLDZTa1IaxgelYOIyQIS/LyiGjh3LVydJrtyyyigvkVJTxpBGoUkOtlKsg/y+EJtjNloFTWbmEGGB7/XEkhs6dGx0qjRv2Y1Kizknu8N7chrJwrjTQqooTLDQAiJjva7oKKCJkm5wEo5/KwPbb05MpGzGBhtWmWtBxN8LduQOJOVeWZIPMsbIkMv69NRhtc4BLBylesn21TG8JGO8RykKnE4li0URElaRBsNV0JxkOJTPCsgxVZhVCGthaZvgLkqRyByqW6JdZTRqFUVwMABF+btOH8OTk6zblriVhkwmM9jCVLETJnc3BWuxKbYfsyi6igS7epDSFHoLVC8bgcrvyoiEWgjj6pVDOyEpliHnNPpKjfRkrYgsvX+tR0gmZR2v0a7TCfg3QlSjkwypFGk0VMjV8KwY/bQTFWCX9ODk0wb9NUKUymaJvxwu5A5QYXbGpDCBr1X6H7zVxNl+blwUIOfKO1BymRSd7HmFAqLbMCAECI4G2RcZbHVqqUg0o5NcG+8nmsVH9O9GHWNFZIRzPf7AEAUylab4XCR/MvBWqReQX72Ta9IaxEMK4mYjjpq1J4f9BlBhjS4WtAjUwyd6VLK0fSIPjaJMQMFugfr2BUPkM51ChmKUegQjWNKJUyyRJzKKA5zRtOV4BpCCvig2BcbgAYTUCg+Mp+ABDq/GpijuZQ8tQVjAgx0lelSRiwK+4q4c9hVD5DGdQo7/GqmRQS/xxwkvFKzHSVQhh1uTRQUswNyMuYApUrzTUNYQU0iITAi0oqhDO0pfg6DgAAjhMammWcjW7NdhLOUEnnBSuUqrNBnnWt3VgZEaGI2UpYEQ2CQe9HsyAQqBFL+mVC8BrdKjXTFSMLW3IOBbRrbEaEGw8VET3G5Z5M0UZ7KXUcGvBy4AIHjXa91/PK0RBx1LCdeAJlNKgA/lQO/a+xhFMpU7KrAQvXGI8d1VvISFnYciJC3tuMN7jAjAgrhgq50uwXMJWcWdGAmgPXX8hyaJzzNjM/djQBpXNKvlakYhmoULkdxtLj0QQtmXwGABFz9Lb+QpYjk8zXp0B5ESHq4IIWBwlnqFyJ9byb3RBWLCI0Eu8P2jKmDdTxLYcnBC/79FU51CjnrAGOU+JRtq+koVLFMsxbgMZK7YXVgD3TVWchy6Ex5q4GAIyVrSvw2CO/TW/2SMNmN4ROAew8RDI6fiSl8swUc0NYjpcHyOt5K6BBwhPMI8K4BDmluJW8y4CnpgO6t8OqyXlQVc5Vy/bYsVIrZTSgrkeoQEQYnjRUOZIG1MEFgQrV1m12QwjaYA4d77ccDXE46atyvDwRNbmivwYJjfOsI8JywkENeBN89B9PhcFqQHl1uYCcI6xERMiefM4oMJ+DRnvpJyALuTL1MqYh1Fv0GPt4YUFNl/7rnKsWVFVNzrN7o7fQ7gKdLzdGRDhWno6GhcLRDeJtYDR6Q9neBudwA88r8yj8s/5hN0Y50niStjpJOQ6diMketTkqQPKDaQhB91IOOcx+ZhKUV8ehAS9eCTjJmI4SplJOmZ/l6/xsjx1NlEUoAf5UaD3VNIaOBoCxZLnehuBvkyM417gyEaGBemE1CL4W3IiwEhN8TEOoe0SIpUHKJu7QRjXqPBVanpni6xuB49key4IaxSzN1VdNY1CjKoWpFG0tz5/DC7t17ohVU3FQFN5dx/bYsWRZORRAHpyrv7ehwTSEEHDqq0EQeP9E2XUcsDADDEWDNFghp0BCwjg7D+TQBPON3sDElfa24O1ADug7blQOs1/JW84MzEXg9WvqXNOIlIUdS0CgjBwKAO7gXJ2v8SJMQ6h7csVIA/uXAnlUo35BIdIEu/GyXWlisXKuWjkaYvVKS6Erw0+pHGY/wW4sWS69D8iFo+0u0I3kl0MGpY4Ac3Cu/olYDaYh1PVyU1lS5meFeuYD+6G9vGAFkIf3B5z6ahDWw9UAYDRZtiuNmYjVk+FXYhHO7iTWMkoP86HM3gkNgg9zT5COQpbDWOVIpS1gWgrB14LkbfjskJArsFPMNITQ4iAhvcYZyJFJvs6Pkb5ioUFa8NZP68l4YESElEVECJgTR9t0djVYr7gCRv6c4GuVZ4Jo/LN+aRQpzH53N7ASMlpFEgFodZBx3dlR0xCCwIFPL+pfDrOfUwxlj4rQQKx2zu5SYhEmr7QMehaDYbB2kQw4BXAI5Z4j+FuRhpu3OkkwTRVdZIx1jVn4c0S0YPLPOl5jJG+DRUSI3AhUgXoZ0xAC6NgqK4fYsaruxAAAIABJREFUT6UCRqwdYOZXdCsGUzNJNZfha+rZHsvE1QDMCT4WDhqsJKiLPych1XGU3TuhAbERSLeaRkrlyCRzb2NeApVCXdnDPFAnyOs/3BxMQ6hBN0cPi/dnpab9mDlwXS63rO1vK6tjOA+YBCuAvh5BN38OpRyJ1TXG4591u8bK/CxntXE2B9tjxxIMwkHQBudqY/YQoGc9wSJMQwigYzAuh3B4f4auNFJEqNfllsPjGL0TzCRc36jMz1IZpZVEP28jjMXasSE20Phn/TxmhCYrYHeNAZPbaKtEB4VpCAF0DMblCAqnNM4qXkGruNNPwjhzilkFK8DxfJ1fjkwxOGoF9PE2qCIrc2Hmdbk5FWaz0GQ3NP/ss0Nc0qOmEcnVYKUoAHNfTUXGjZqGEECvHiw1k1Sz7NNXkQzYeXCWXccBC+unUVxppwA2XbZ8ILrSLIIV0NR0NXsbyuw072kgPIsLtwQTSdpkJxwLLY3HPxOAVqceNY1GrqrTIHixhKxn/fMiTEMIoJcGWfDyjJq+AvT103ppEJw2ZFYaREQbXKAPw18FrgYu/6yHkCWsbnp2Qka8xmb7RIWgD/Uvh1DGbY8laBsj3h91/XTABTpM8MFayVv2fLVFIA8318ufYw0mbZoLwOWfdfHncHIoLP05NGKjzgoyhbheExk1mIYQAMCvC/WPFqyUtdR7GfA2JAScZBzZlVbmoyCInIOR07t4LIVgutxh0ItALu5H19F4jd6sXA3A5Z/xI0JVUWanhQbGe8QAYCwBrJxmwdciR6Y2wPwNDaYhBNCL+scKVlh0yC5C8LVKSON08flnOYzC2gVTtMFKREb/V/B6sBrtZDYLOeQZSQsNKqzBkOEHANGHORUaOeyWZ6f5mnoiWpifzDDsJlY7Z3cizd/QP01oGsIF6ED9Y03RZTEzaRF4FXd6SDiMMq+AYWYFAPiaejWbUTMpZicunkygyU4m8b0NFIafXWU/aN5G1Rb3I+2dmM2ChQeXyOxAvImj+qcJTUO4AB2CcbzBVAwjQhGt4k4PVxpr4glLCZ/fYlOVo09oLqOm4nydj/nJrHq9NVT1cBnEmJvhNV7gn6uY5F8K0xAuIIC8g0KJR4HnmaevgHW8Injx1vNWrQZhmr4CzPp+bH9ODk8KDc3MK5+BtZpGrUjCz6GgzJ8aTzJLEGoQfFithAEnManRygBfg6CUGGhLvRm60nydT00naI59x1+rg0ymqIqpQwy7iXAZMGeA4fpzcgSlZDQtQ0ICH7u1TrynQc2kMLao1+NvmcaYGg9Mmwg14HkbbSY1WikEXLiiR1qbHkzTOku5S70vACFCQzPG/bbyUGeBafaq6TxUVZ4JYmwiZBtzw4IGqcqKJDmEQu+PJ2mbk2mYSYjga5GwuA1cIUvhcaxeWHblSLDQSlit7NEymIZwAdilHGjBCrC93IA5cRS10ECOhjhXLUatHU5yBW0rIeY1ltBagNiSz4AbryAKmUo5NT4n1DHe3Q1Meyc0CA1Y8zfMiLBiwC7lwJpTzJruAG0HBc7WTdSwG6lSBjByhJjF/bjEBo6Qx9mWIwHAQsd39aUJ5cgkX98EHHvNzJzhJ4LI1zQos9MMz9RQIwJHYC7H/OBVYRrCBWCPM0DilJizdlC1OyjkMAr5LKkwk6VNDpYahHPWAMepiTmGZ2pA9+dCOHvEUK4xWmku+jVm7zEDUtiNVvbVpuMOZKigIUyn0+n0WvkiRVHm51H2Xa0GxHoZSuWZKZz0FUJEiFh6jkmN4rB2kynaaCc86zJJwdcqIXgbqOsR1FQcFIV31zE/GYnYwGP4cYkNhBwKBZhgWlWnAbM6F7AHUS1FBQyhLMv33ntvU1NTU1PTPffcI8t5/tf+4Ac/8Pv9PT09e/fuHRoa0ufF8Bw9ORrinB5iKXsz9Aow5/0Bt5UQMbmCNQyaNS+qAUmDoM5IQiSfEajRavXncFqAIhlwCmBnvDIEkz3SdxlTfkN48ODBT33qU+9+97vvuuuuhx566PHHH2cYnP3gBz84dOjQ+Pj45OTk66+//v3vf3/ZA5OTk5/85CefffbZcDh84403Pvjgg6w+em3giV4OoZSBAcBYkjIcNKqBc9WCqmKsn0alO+TwJNq2WPZtc5ithDDOfmoNANpoJFio+WJ8JuesAULURIzxufjUKFLvBHNXAxZaCat1gs9S5DGEL7zwwo9+9KPt27ffdNNNLS0tL7/88t13393Y2PiRj3zk1KlT5X/kI4888vGPf9ztdjudzo9//OOPPPLIsgceffTR6667bu/evQDwV3/1V7/85S/D4XD5n7su8PIrchhl7wQAjLFuktWA5E3jRYRUlpT5GaGhifnJY0loczA/FUTEUXZo1xhnJQLgMPyANkEenRpF2t2NYwjRyr50pUbzhMoDAwNf//rXBeGtH33605++5ZZbnnzyyeuvv/5Tn/rUZz/7WVJGz8/AwEBfX5/2dV9f38DAwMoHtm/frn3d1NTkdruHhoZ8vvxTnXK53ODgoPY1ISQQCCx986LQ5oTfsS+AAkArGZVViGRoC9M6Dg2aIbR0bmd7bIuDhDNUVkFgTcnLkSm+zg8cz/hcgLEE7fVgSLj6pqzJoQnbrquYH5uQIKdAPfu8wcIEeUvXTrbHeiwAALHcwhcMoWaSao797m7AKUcCAKHOrybmqJRj3rYUcJKxBPL8+CXIYzNuueWWj370o1//+te9Xq/2Hbvdvn///v3793/961//8pe//NnPfvYf//EfS/7IWCzmcCz42C6Xa25uee1cLBbr7Oxc/KPb7V75jIZIJNLf33/zzTcvfuczn/nMhz/84bwPK4qSy+XypiQ1eHl+eJ6Px9nzSpmpEWvHjng8zvbY8RTxWa2pBONjAUDxeFPjQ0of+5O9VtvZcJx5jCWNnoO6xqUSTqfTuVyO58s1jcMxy9V1cjzO+v+k3SNFJuPz88zHlXl5/uQcF0cogM4ER7ir7lBYX+Mz86TFbinzf0cikYesVGp8qfFBdTv7a9zqsJ4OJXZ4GMeFyuQAqW+M5/u7lImBqOATIR5nX0bF1fljI2f5xna2x9YBGY2veivy/nOvBpvNJorrzBrPYwg7Ojruu+++G2644a677rrnnns6OjoWf+R2u//5n//5scceGxgY6OnpKfxVlsLn88ViC8T93NzcylBv6QPaM36/P+9RXq93165dhw4dKuRzNUNot686x2mrQqcyitvtLuS0opCcnXa3bxFYnzybou1ulBfm27rTb7yMcXK7S46Ca7ubsfaPJ2b55o6lL8zzvNVqLd8QTmXlrT6Lm/ULA7gTzhqHnOHr89/tktHbQH8TUtxuG9tjgdL52emajl7OxpiLj87TjhoG13jlCUJbd+r1F1GusVuOgpP5rUglompTB8YLhyRlTyNxu9lNsTuPXGO7NRm1uxmH3dtsMJGW1hAFWynlp6iuu+66559/fnBwsLe3d/fu3c8///xPfvKTgYGBTCaTzWYVRVktRCsEO3fuPHz4sPb14cOHd+3atcYD/f39six3d3eX/HGFAym5oqWv+HqMUREovD9U4XAZOYQyuAdwCho1CL5WGWFwARI1qszPchYbcysI2BKuqlUqSDkUwNUVKCS/SwQrD7NZ5gfnx6q5msbGxkceeeTs2bN33XWXIAj33Xffli1b7Hb79u3b5+bmtEqW0vDAAw98+9vffu211w4dOvStb33rgQce0L5/++23a7HdBz7wgf7+/ocffnh4ePihhx760Ic+VFNTU/LHFQ6XCBYE0cszU3ytj/CsK5dxOmQ1CL5WOTKJsX464ELJgSMNg84oMJ+DRvZuNABaKyGWq4Goo/GucQvaNcYTMoo/x3z1xCIEP+IEH90KR9cpWujo6Pjc5z734osvxuPxeDyeTCYHBwc/+clPlvORd9555xe+8IUHHnjgox/96Oc+97l3vvOd2vedTqdGZNXU1DzzzDM//vGPb7/99paWlm984xvlfFxRwBC9HELpkAWcwVQaOJuDs9qV2Azzk5EuN9LgnokkbXEg7BwCALRV9Q1WyCKsR8DU0VjBCrHaObtLmWNfc440bhSpQUWlMInQTa9B8KL4c6DvnvoiwhSXi1nV0QMPPLAYCC7iiSeeWPz6yiuv/PWvf83q4wqH1iG0m2nRFl4b8mgC9jVjHAxwnlbia71sjw044UCQ7ZFAs2k1k+I9DYzPRau10yD6WrL9RzFO1oZh9tWyVHxIg3sAYCxJ39eFNdlDq+/n6xgnYgNOMp5kX9OIpCtCGfBYwMq+pBoAebnmeJICIDmiF8CcNXoBMBgPpBmYgOlKA14rIY6EBV+L8bfFLoPgw5oBhpEmRBrcAzjTkRYh+NswOr4xgpXzu7vZV8rgUUcAwNfUUymrptnHbnoOlzEN4QXAGH0i42wXA7ShJxoEnOWxbU5gLmEJZxI0IOtovqFJiUWQttgw1yASzuAewPbnvCiLPjAWUCDt4wXMShkNSG31bTr21JuG8AJgjD5BSl9lFYjlwM+6SH4Rgr9VQrjcTXYSzUGOKauERz6j6mjCC7zHq8ywZooxpnKoqjKLsvQ4lgMA9p3pixD8KBN8MArrkFaWAtr8qUWIOBN8sFepLIVpCC8A82AcL301nqQtDsKh+XlIy2M5As0Oxt40Hvk8lqR4OUJAmwHGXIPI0WnOjbb0GI3VAAARtYOC8TXGjLkxhYwXEeq2p940hBeA+ThdzPQVYh0HAAjeZiUaAlVhfjLzeAWvLncsAdicEkbYzdyfk0Now3IxyWcA4L14W9RZ64rQON5EYqQGFQ0CzuDcgJNMpBB6X/LBNIQXoM1JJpmKHjF9hcnawcL66XoZYf00+3gFdRg0riuNpEEw/LnqI59hgX9G2aLOPE2IuOUKO0eIUzhqF8ApQCTD/OA8MA3hBbDxUGOB6bUWBhcHzAQ4risNaPNl2NY0qokYAOGc7EcuJGXIKNCAMAx6EUirH5kXy6BuIkR1NQCt7Itx2K3t7saiRnF1heCt+j31piFcDrbxihweR0xfYXp5gNbxzTa5gliUi7PCbSmQNIjHAuR8HQoTYDYR4rJ2gLpTjF3YrUTDnMNNLOyL3xQKwTRtxbzJnMMFgqjMR5mfjFGdmxemIVwOtqLHTF/h1nHAQum50TWIhFOUC7roaL7Op6biNMee/WEbr2A2EeJ7G/42yfBhtxTGknAwReutICJresGHU/aFtlNsGUxDuBwBF4yyU9OYnBJuHQdoGgSFGmUbEVYxaweECA3NBvc2qJRT4lGB9ZYMDXpEhGj+HMOaL7ySUR0UBSxU52IUjurUU28awuVgSNypiRgQlPQV6JZcQdEgbMlntN4JtGHQS4FUes7Q25Bnpvj6Roylx4Bf2Q8LrYQoEeF4kllhHV4ToQ4SBsQ0ik499aYhXA6GPfV46SttqTdqHQcsWT/N9tgGG6QUSDEqaJdDmIN78F1ppBlgDP05OYTlasxkwcaDk/1elgsg1PnVZIzmGK+VsQvgFiHMqLBODk2IiBEhxsEXAGkZk2499aYhXI6Ai5noMdNX6JkVAACOExqa5AjjeIUwVNMLtXZolf06uNJIpbnsqFE5jDfBTg9XY4F/Zn2NgSlxh7fcQx8hIw3ONXOEFQPTiBCz1g65UkaDwRvdlLkwZ3dh1NqBXtQo1ngqhtQobhYW4+DlQJrg085IyFSRlViEb2gq/6iV0EdXCN4WeWaK+erHVgeZTFEVPyY0DeFytDhIOENlFsMw5dC46MVypdt1cKXRWmVZqWk5jFWUC/oUy6BFhAzHU1Xv4J5FIMUrrIbLKBGs3d2gF3tELFbO6ZGjIbbHWnmoZdrYvRpMQ7gcAgd+G5lMsVLTVe5K40WELNS0FMIKVqJZ4AjUiBhnXwDOVQuUqsl5tscG2JVyVHddLgAsTJDHyWAx8eciE0glo6AXsQGa04wzaE2HVkLTEOYBG2IaM32loyvdgqVBWCRi8dJX2KO/lgKjOtchgINnMJ5KzSTVXIavYbqr+jz0qeMAxOWaDP05lJhbUmEmS5sdetxk0ddmZPZobZiGMA8CTjJatprGGxUBerrSxr7ccmhCxIm5R/XKwgKaK93OouwLb2o86FYsgzdljZk/h0UdTSRpo53wunh0WGkUhB3IK2EawjxgQtzhjYoAgFG96A6+pg5kSU0xvomsLjdqrZ0+WVhY2EFhUG8Db+8E6FjzxbvrQFHUVJztsawY/urdO7EUaGG3GRFWCMxcaRwvD/RqcdOAsZgw4CKjZV9u5Fo7XRpUAAB1GGbZahrvGqsUJlO0VRfWDnCKklqdZDpNlbK19ELYjQDdqCNAbQTC76AwDWEeMKH+5RDWuG2tDdmFX8ehQfCzv981IggEouW1OOPW2iWgXS9qVPTj8M8siDs5NC7gVD4H07TOAlaUeTV5gEHciRw0WMlUeYV1NJtW0wm+1sfqrZZCt0oZABAampT5GSpLbI/Vp6feNIR5wCRHWL3bxZYBbZxuuYyHhCZhABjV2ZUOTzLvwQq4YJRBRDiJttwDdJMwoF3j9rKdZjk8KXjRsrA6UkfA8XytT45MsT1Vn5560xDmAZM+WbwWt1H8vRNLgTUM01nucHM5hDWeEfR1pYnVztmdSizC9lg2ESFaqltXHY22g6J8IUtolc+gYxZWg4DAbTTbmTV2rwHTEOaB1wZJuaxhmFSWlNgMX9/I7qXewlgS2vV0pf2tElJNY3neBt64bS19pXfYzZp/Lj9YUeajIIicA0WVjiX1I5/BwFumZbReWNC35gsWdlAwFjLDxu41YBrCPCh/GKY8g5i+GtWbGm2TIwjEXdmuNF4T4XQaPDqmrwBn9HaLo9xSDrxwECpwjVuxrnGZ/lyk6qcjLULw48zfYLoaLy9MQ5gfZRJ3eFOpQHdXmrM5OKtNic2wPbb8DJYcwhzco6OOBm1UI+t4ReTAW54rLYex2jRBd9aOszk4q539NWbA8GMRGykZkjJ4UTqZ8wNxcRtyB4VpCPOjTOIOj7UD3V1pwOmgaC8vIqTZtJpJ8R4vw1daxFiC6kk+A9o6t/by+jXlEGb6Sl/WDnBGb5ffaoW3iVBrAdJTxFjXGL9exjSE+RFwQjmFo7h1HPpGhICTXykzIkSdeKLnWBkNSAu+A66y6p9RZ5rrXPMFAIIX4xqX5TGriRgA2u7uBLTrVfClga+pV7MZNZNie6wOHRSmIcyPdhcpy5VGq+yXVZhO69eGrAGj4q7NSaZSpWewpI0VrPDeZmUuTBVG24rPo8xmZLyZ5lkFojlosusfdjO+xn4bxHKQUUr8dbzd3aBvC9ACCBG87Df0MmkEWhumIcyP9vJGn+BFhJMp6rMRQd9/N4wcuIWDBisJlprBkkPjIl6wontESHiB93gV1j1Y7eVEhKqqzAYFL8rEk/EkbXEQTl8tjTHKjiPQWsZ6BLxx21CJiBBwBueWmUYpBKYhzI9ycuCoA/tHdZx4sgjBx97Lg/IcPbyYGwBGdY8IAWdVUDnJFXl2mnfXEdHC9I0WoD+9D4h7gkrXFaiDGEcTukeEOB0UOowbNQ1hfmjFMqXJfqExCG1UhM51HAAgeFswiLtyHD0Z15WuhJARVj+WMyMJr4gDKlHwBXjXuAw1jTduGypR/Aw4+2q8NkiV19i9LkxDmB8OAZwChEvajCyHx/GKzkcrQXcsEHczQbbHtpcVEWKp6awCczlotGOcvRYwJo6WQ43iNnpXIiIkvMB7Gphf43IjQkRio1JhN+NrTADaWIy9XAOmIVwVJTt6qMFKBRLgAIBTel5yvII88YS2OvVOXwGOhL02SCuQLMmVxptXABr5XJFrjNEIVLK3QakcmcT0NipEbFRhB4VpCFdFe6lqGrcSLEH1jwgBQPC1SQgzwEpzpZEnnug3ZXQpBF8bhitdcum5hDkUoiLUKGj1z+yvcakeczTEOT3k/2/vvMPjqq5Fv86ZM31GXRr1bsmWZbnjSjGWCxgDebkhgRCSQALhPQIEQu6XC8lN4YaEC7k8yAeBhHYhL+ESY8BUG3DDGBtXWbZl9S6N+vSZc86c/f44YpBVpmlvTdu/v6ac2XO0Z2m1vfbaKjXe+5EZcoNGAXoiva38weoMwCm91hG8w2I5CMEP1BDOSKEBOsJS08IAWTUdGVeawCk2YbvSRDueRCpYUSSnSx4X9j1YYeef4y9rB6TEOFx/boCwxxwJMQYyLl2hAYjWy1BDOCNhqmmEyJ1cA5GTb2VWvjjQhXfM8A0hyU2EnZFYvgIgtgcrLFca8R7JPsaR6RoPAJ2RyNoBgDKaKpKIVspEaoYBQEmmgw/RdqPUEM5IeK601zrCqjWshkhyzSqAF0EakVRKAEh4eWGvYIkD3VxWAd6b8RGRvRMyRPZgheVtiIM9XHoOocrnEQ9wDCTN1cnSEyERERqVoFLAcOinTBNt3BORTYQyJBoXhL1QFSTUEM5IeFMvDnQRbdgfKS+PROKOCVdNC4R3X0XOlSZROBpO4o50c7XIiXGG5HIgT1jl4DMTpq6IUzEmshGIcHMZaghnpMgYniEkqEE6IrSyAuBL3GHvGRG6mpa83hEzoY4nELnlKyCjQcJ0NUg2y+20o0iKcSb+8zXDDLuJFhNEKsNPqDWEnukOd2N3MFBDOCMmLVh4cIWYuCPaAzOCWTsYXybEXy/TEaIGEYf7FUnpDEcks4YiVHQuQ+IM5KKwXGmyeyfm9mTpSURJvQwSeK9tlOAqbAQjwoxc74gZpHAbsE6HlgMDBwOYI/mvoIZwRuRdnKGWKomD3UoTQVe6yBhRDRIFrjTRhNKga7yXQkQYX1zB6vgW6JkeB5JCHFIc6CHYytWOiiJnCJWZ+MW4KAwxHurl0rOBJaWBOyK0zwoAGE6pSEoXcTcuCGOSg4caQn8Uhb6Dguhu+o7ILYADmcPGikJ3pclm7SIXDgIAq9GzKg3ePVhqBaSooN8Vsj9HMjUaUTEmkn8OOewmmhf1eGHEAzlze0bNREiE3bM8U8w/1BD6I9R4BYmC1zKkSM8mdD+RdaW5zHwSiyshp0ZJapAOWyRnGMgc9FFkDK30XLKPAcMSOiQP5GAlgmJsItLKLhwxJpbYiMjhHhMhsRAbXpI/SKgh9EdRiPItDvUpUjIZBanMWiSLZcYjwl68ibswhJv0AUwRnGEYPwMZ/yk2IYkx0XVuiGg5Evh0NFYxLgz9HG+BaF2uA4oiK8ZZBSSWUUL1NoKHGkJ/hJoaFQcJ7m8TJBh0o7zIFcuwGh2r1notwxjHDON4XqKudEdEY24gcwZyqPlnoguEHi8Me1Bu5LJ2rNaAPf+co2NGPeAJpTqE6D6rDlskY26Q99Tj9+fCb24eEGoI/RHqDgpxgGClTLcD5egYRSTFG3+9jJKFTA3TE3RFkuR2Sm6nIjkD4z1MpNMecVeaSAef0BIbA13kgpWIZ+2AQNjNMpCrC62wjqi30RENYozdnzPGY0TocDh6evCf9YqXQn2IESHJnFJkK2VkuKwCgUC9TPCTPF7WT6bjCUR6+QrI7FEJOSIkmbWLuI4GQmo6FDGW7BYAxBqS8d6DjwjunZAh0biAaHOZyBjC3//+9/n5+evXr6+pqWlvb596QUZGBvMl3/zmN+f8BscpMDC9oSTuiBY0dthRceT2TsgQKeUIpSKJ6AIhREGxjCI922sZQqKAccwiI9Me6hohSTGO7AzD+BkUkdwIRLQoF6Jhkgk0LsjUglMM80yxgETAEJ47d+73v//9iRMn2traNm7c+MADD0x7WWNjI0IIIfTaa6/N8R36ULGQoWF6nSGo6fhsK/MlJPZgFRqgPfiIkGTjHrsAbi9kaggNHxSMglOkZIpDfRjHDG0DFuHGPR12FBURIe78c5EBgk/cCSSb5UIUFMsAgWWUsDsyBkMEDOHf/va3bdu2lZSUAMBdd9311ltv2e3TK0JBwOkXh0exATpsQV0pOawgSQpjKqE76bCh4ihwpbEbwuJQFmIJuxoRTijJYK+4S1EBQjDGB3Ux0cY9IKdGI53YUJLZoxJChn+gW0lsDUVC0BWh4x4nQmKSQ12rCp4IGMK2trZ58+bJj0tLSxFC3d3TzNfy5cuTkpJWr1597NgxP6PxPN86AZcLcxOeIkOwaSWiOhoA2iOe7gDg0rO91hEkBKdTg6PIwLTbQnKl43n5CgCUJgLxStCFBkQrZSAKks8wnn8expx/NjAdQYsxUV1hdkGyCrQR6o7kg0j/DWL1MkRmq7e3949//OPU1++6667i4mKr1arT6eRXGIbR6XQWi2XSlR9//HFNTQ3P8w8//PC1117b1NSk109TKDI0NNTU1LRx40bfK7/4xS++8Y1vTHtXXq+X53lRDC3HnKPiGofBZgr8Kb6zGaWabLbg4sfQabOqMxi3Leh/NkIwKVmWjiaFqRDXgBkM02ZVBTVvCAkD3R5diieIi10uF8/zCoUi+Du5MKTI07A2G7GGhsEhJmV4OxoAqyDla1QNA55SpRTwSk9Xq5SSFXNiPFNWaSaY5AxLR7MCnzUKQYwBPP1dCn2qSGaSzw+z+VqO3C8YJF5DmruvA+9tZCu5pmGw2cSQfm6NRqNUBshwEDGESqUyP38aCVOpVACQlZU1OjoqvyIIgs1mM5kmd55dvHgxAKjV6t/85jd/+tOfTp06tW7duqkDZmRkLFy40H/I6EM2hFqtNqS/ZV66dGwQGY2BP2WxDqrySoxGY0jjB4mEoM8lLDAZ1CEodiLw2YVqx4jWuBDXgFVa6HEJBmPgfJl3ZMCuMxjTM4MZVqFQqNXqkAxhv+AtT2WMxoguEgJ4Csstp/bjFaTSFK/ZqzQaA2eAxLEBbcE8PRkx9iLocwvzs4iIcUgzxmcXqh2jWuMCXN8+Xwd9bkFnMAbe4CR5rWMDyUXzGKUK17dPZHBQKk1GRmMkji2dgFRU4RjuNxoMGGu8K9Kl97vLHMZlAAAgAElEQVTGtTHefxAihjAzM/Pee++d6d2ampp33nlHfnzs2LH09PS8vBnT5S6Xy+Px+CLIuafYwOxoC+xHA4A40K1bsTHwdWHR60RpaibiVhC+rLgLzZvwi44DgxIGXGAKNKhAsl8BAHTYYUk6ueGDhcTiSnEIqdFu3fINeL/dR58TpUeNGOPNP6sVkK5mep2BF+fGV2HJWEEA6LBDMRE3JjRYjY7V6r2WIUVKUJ5rMBQZmA57UNo4VCKwRvid73zn+PHjf/7zn0+fPv3AAw/88Ic/lOPWe+655+mnnwaAkydPPvPMM0ePHj1w4MANN9xQVVW1aNGiub9PmaKgaxqJLl+126Ji+QoAOBP+5klBLhOK5i6ieyeiYRUWAFhDCgCS7JPXC2ZDsQHag8tRkd5EGA06Gsj0ACs2BlVYR3oVtj0KVmFlsNfWFRvjqFgmPT39ww8/fOedd+64444NGzb86le/kl/Py8tLT08HAKPReOjQobvvvvsXv/hFVVXVBx98wHERW/ktMjBd9sCn2CCv6B0xk9xNH/lNhDLKrHzRjFuDBNf6hHQ5UocNRY2axrzRLciuuZLTjgSPIplUXBxVOppAV+igJlkwx/smwi/BPsm5OmbQjXgCMWFkDMwll1ziy476+NnPfiY/KC8vf/XVV+f8pqZHy42fYuO/O6J3uF+RTLDovN0OxVESERLZUw9tQbjSwkC3pno13q/24RLBIkTy5JqJKLMKxIFudSm2hdhiY3AxN8mTPSCaxFhJYCthcXDNZcSBblXBPLxfPZF2W7SE3diT/Aq5lZ0dZeH+N6W9RgNTbGQCppWI5kUBoN0WLREhqzMCx+HtWRzkChbRnFKHHRXoibVuCxHsK1gZGnB7wRZov4A40MURa5YLckQYJWJsSAZgJPsYxjGD7OBDPLERTRGhaI6MtxEq1BAGpjgI+RbNXUqSdRztUZMaBTlewSrfwcww8rgkp41LzcL4vRNpj45NhDJcVoGANf/MBJe4I93xpMMe+aYQPjhTAd7EXXFwS93CQDdnIjXJg27QKMBIKjMVGkTyzyH2CwwSaggDE0yhgUhSuEFOd0SPmsZdLxPMDI8fkkcsZmu3oZKocTU4Anvqi43BiHEXueNTAKDdDiXRkbWD8dVuvP5c4MI6yWkDUVAkpWH83olET+oIALhUk+SwIN6NccwgvY1QoYYwMMVGpi3Q1Asks3ZeBN2OaEl3wLijhzki7LAHOCl1Dhr3RJEGycj1jg0iL84Gw8GE3YKZYEQot/6KhiZ2MtgLR4MprBPNhEtGo0mMgWW59By8p6kE48+FATWEgSkJMjVKLCLsdaJ0TVTsvpJR4o4I9RwYlGD229FFHCCcfI6mmHu89fZgL8YxA7vSktc70k+u3XavE6WqQRM1Ysxl5QtYI0KNAlLV0Oe3R78w0E14FTaKxBjkJD9epznonpchQQ1hYAIm7uQld9aQQugGok+4SayBB1DTgrmLbPLZHkWpUSDgbZQYA5Tmkt7o3W6D6JthAmLsNztK3J+LqohwvHEu5q2ENCKMDEUGptvh71RCoqvfANAWTctXAMClZXtto4j3YByzJFD+mXQ5Uls0La4AgcLRgKlRwUy4ZDSaKmWATOvtwGJMvJgguiaZw+1t5OuZAQJbCakhDIxaAekapscxo3yL/Z2EdXS0bAwah2W5jFy8reUDFBpIkjjUy2WR6lfgEMEuBO7xNpdwpgK8ibtiQ8RdjSiqlAE5/5yWjfeo+oDxikB4jTDaJhl7/bO8lbDbidnYU0MYFKV+00qJFhECATXt35UWR8ysMYVRkWqHLfvRUTXF2PeoZGhAlMAy8wla4gDh5HOUxdxAYFu9f28DeUXv6AC5/lMomlpQySiz8sXBHghQCRcaJUbosFNDGAkCqGkz2aLzKDSEShNmNR1ghgmvrLRGTXM1H+M5JcwaxN8kk16FjUIx5kyY4xX/hXXiUK8iJZNRkOrnZXaBQQn6SJ9EOBFGrWV1BnF0AOOYxQamw0ENYSQoMYJ/NU10G3KbDUqjTU3jLgYr8dtljXilTJTVcQAAqzMySjXeDj6R9TbaomkToQz2rYT+K5JEkrtTICpdDZC3qeB2mjtpajQilBiZmeQb8R6vdYRLzyH01bwEg26UH+hslzkGe0RYZGR6Zq5IEs2dSnxHAU+lzYZKo1CDmOZOTXuto8CwrCEZ49dNRJCgz4kKo0yMuexCwdyJccBCA9PrROIMpRyiuVOZnXCGUJldiDf/XGKEdpoajQilRqZ1BldaHOjmMnKBJTWTHTaUp2cCn/Y5t3By6l/CVrylYiFTw3TNkFYiutEbAFqjrMRAhjMVYg67Z44IxQGCG2EBoMuBcnUMF2X6hssqwLuCpWQhW8t0zVBYJ5BPHZVE0z4rGS4Lfz0BTY1GBj+utEC4xKA1+vKiAMCoNKwxRRwxYxyzNAnaZigcTVBXOqtA7McZr/jx5wRzJ0cy5m61RqOrwWp0rEbnHRvEOKYfXUG07QZErRjjTmwsSmO252PeP0ENYVDk6phRHrmm63hFOmvXGpVZOwBQmgpFrGmlUiPTap1GTXtto8Aw5PoVgJwaTYq6SSZQmutPRydapYwM9kme0dtAiPRSd6s1GieZM2HOPxuVcO98nN0HgRrCIGEZKDIwbdMl7oT+RBRuGJfvudAgpEsMBlygVkBSdDTsnwj21idyTeO0ISHpYCVx/LmZ8s9eyxCr1rJagrnLNjuUJpEbPkwUSWkgipLDGukb8Qc1hMFSaoTW6X5K4nUcdiiLPuGG8XoZvBpk+nhFNHeS1tHR6WooUjIlt1NyYTt+TcdBigp6p1vBIp4ajcoMP5Dw55KgdToxJh0OChL0R185kgyXjTnsxg41hMEyfbwiecXhPqKtIlqsUepKY894lCYxLdOlRgVzJ5ediMlnYBhlVoGIdaNbqZGZqqYlt1Ny2smd9QgArdZoTD6DvIKFfSF2OjEmHXN32KOxHEkGe9iNnaictqikbDo1LQ72KpIJ9imGqNYgBWI/Ti+vbIbUqNBPeBXWGqUxN4y70h0YB5zWnxPlQ8RIttaJWm+DMxVh9udmFOMO4jF31Iox7rAbO9QQBkupEabKt2Du4kxF5L500A1KFlII2tnwYfVJjFLltQzjGjBLCx7vND3AErYcCcZdadyJu6n+HGFXY4wHUYIMUg3yZoUiKRWQJNktuAbM0oLbC9YprbxFc5eSaGIjWlNHQGAZBTvUEAZLWRLTMmWNUDB3EBXulmgNB2W47EKhn2y8IrkdktupSM3E+C2TaLGismidZM5UKGBN3JUlMS1TUqOCuTOhxRh7kt84TfaI/Cps9BpC7DOMHWoIg6XUyLRPOX5a7CeuQaJWRwOB/jJT889if5fSVEA0a9dii97UqDJ7LvaoCP1dpHV0dItxId5lwrKkyZMs2S0geRVJaRi/ZRIt0ZzhT8+W7Bbk8Xv0dkShhjBYtBykqZmei4+fFvrJ1nG02KAsKmvtZLjsItwRIUwKuwUz2ZUVlwgjHpSni1I1zaXn4D36sSyJaZm6Rkg8sRHlYow5XikzwqSwm3Q4CFFcVQcAwDBcZj7eNkl4oYYwBMqM0DxRTUuSONhNtE9xtEeE2UV4Xeny5MlqmnTM3WpDxQaGjdo5ZlkuMw/jbkKTFpziRStYSOC9lmEug1SzXIh+Mcadf55a/0x6FRaiP+zOxhx244UawhCYlLgTR/oVhhRGTfA41xYrKo9u4cbtSjPNlkkxd4cym2A5UosVRW1CSUZpKhT6sIXdzJQVLNHcxWXkAqvA9RVTiXZDiDv/XD7FEJJehZWbQiRHZVWdDJeN2dvACzWEIVCexDRPkG+hv5MjqaMBoDm6DaHc9sxrHcU1YFnSlJwS4eRzsxWiWUeDnH8mqaYFc4cyh7QYR3VqVJGSiTwuyYmtccF0YtxBVFc0R7erAQBKUxE1hHFCedJFqVGxn6wGsQngECFbR+4bMKDMKRLxbXQrNDADLuT2jj9FHpfksHJp2bjGn0qUuxownn/GuRBbdrEYC30dRLcAub0w6EYFhiieZIbhTIU4xVjP9DsRP6EvtNjfSTaxYYt+McY5w9ihhjAEypMuStwJfWSzds1WVGYkWS6JA2V2EcbEnYKBIsNXOyiE/g6lqZBoyWgMGMIczBVJkxIbormTqD/XakPFxqg7R2wSymyc8QrHQoHhq46jktOGeI8iOR3X+FNptqBojrkBgMvI8VpHkDBlm3B0QA1hCMilHD4VIvR3EM3aNVlQeXJ06w8ALrsYt5oGn7ch9Hdw5LN25dG9Rsil53itIxgLRydn+En7cxYU5TMMABx+b+OrsHs8vU/Wn4No1xWsgsvMi9pt9dQQhkCSEvQc9Mk7KOSSUZI5pejX0UAgcTcvmfFpEJGwjuYl6HOi4mjO2oFcOJqPcZlwoo5GvMdrJVsy2mSFKI+5AXdFElycPRIJF3xBLCQ2AHf2CC/UEIaGT02LQ72KpHRGpSb3XU1WNC/6hZtA4q7JOiE1SlKDtFpRgSFK+xRPBK+3ka9nRj3IKQLI+9sy84iWjMaGjs4pxuvPXSTGfe3ky5FiQVfg3naMkajXAVHGvCSm0YJgToS7yYLmRXm6Q+44yikxdhydl8w0WeZIgzRZ0byoj7lB9jb62nGNxjJQYhzPjor9HcrsYlwjT0tMiLEiJQMJvOSc4dji0JmYfxb6O5Q5xbhGnsqwByQUpa1cJ4K9/wZGqCEMDZ+aFvraiWuQWPDyQF4m7GvHNdq8JGiyAgBITjvyuBUpBLuMNlkg+nU0jBtCrPnnpAliTNqfs0JMeBtcNk5vY14SNH3Zx1voI7t3IiZcDZArzPvaI30X00MNYWj41LTQR7aOY4wHlwg50b13QkaZg9MQFhqYQTdyiSD0t3M5RURLDBLT1QCAeclfiTFRQ+gSYdCNCqN8FRYAcHsbJUam14l4CST7GCCJaJfRmBHj9BxvtHYcpYYwNCqSv0yN9rcrc0vIfVFjjHh5gNsQKhgoMTDNViT0thNNKAFAowVVxMIkc2kmyWWX3A5cA34lxn3tXA5BMW62ohJDtO+dkFFm44xXOBYKDUzLuBjPwRoK0W/ABMMoTZjPq8EFNYShUZ7EtNqQyPPe0QEuM4/cF8WKjgYAZW4x3oyHrKbFvjkwhFARKxoEa1pJXuqWXHbkdhA9mL7JGjv+XG4J5rA7CZosSOhrV5J0NWBcjGNkkrGudmOEGsLQ0HGQqWG62tq5zDxGwZH7okYLqowJHS0Xg5m7QJICXxocFcnQaAWhr42oBnGIMOJBBfpY0SAlQm87rtEqkpkmKxpfuyKZfI4ZVwN3YgNkf84qr8IWYxx2KrGSGgUADre3gQtqCEOmMhnM7XMTrMSGcDMqjSIpTRzswTVgRTLTOCoJve3K3GJcY06lyYLKkqL43ImLUeYUC31tuEbL0YFbBEtXG9H0PsRUYoPVJzFKlXdsENeAcmKDtCFEAE2xM8nK7CKM/hxGqCEMmcpkxtXVpswtJfotFyyoMkaEG3CnlSqTmRHzAKPWsDqCbaNib4Z7sRlCAKhIZkY72kj7czE4ye24RqtIZpotktDfwZGc5F4H0nFRfe7ERJS5JRj9OYxQQxgylSmMcqCVqCstoVjy8mBcg7TiGq0yheEG58DVgFhJPoNPR3/V4G+2VKYwYh/xiPDCWOKKcUUy2M19CkMyqyFY/N1ohRhyNeTqWYzn1eCCGsKQqUxm0sbIlox2OVCKmjEqyX0DZvDGK5kaKHe1CVnEdXRlSsxoEFZnZDRacXQA14CVSaAbIlvHMeQGLwITwfM6MaPMwSnGeXom394OpmJcA05LbIkxjE8yNm8DF9QQhsx8dliUGKIbgxrGYH7sBCsAoMwt5bEK9wqhvS+ZrCFsiKmsHeD2NmrYfjtnYHUGXANO5YIl1nQ01hlmANZ528bSqBhfBPYkPxaoIQyZjLG2Bm2JheRxIg1jaH5MaRAuPRs57ZIL29Gm85xtF7QENQgCaLTE2CQrc0uFHnz5Z2c70RkGWYxjSkdz2YXiSD/Go4Kq+fZ2A/nERkxNMt78My6oIQwZsad1ILWkYQzbas1Uzo+hBTGlo4FhuJwSoQePo4d4d4p7+ASTi2W0aemyoyQlkxQ7yWfArUGyxtpOKItFbHtepiHm/DlGwXEZuRh3fBfZ206rinGNNi0NFpifQvQbMKPKK6URYTzA97R4skrPkzSEDbEWrIAs3z0tWIYSetv49MKzFoLCeX4MFsSU+gAAVV4ZxogQ9bWYU0p8ZyCToMGCYm6SlXlluLwNye3Qui1HJYL+nFMEswuVGGNJV3CmQnGoF4lCpG/kIqghDBmhu0WbX0bUEJ4fi0ENkl+GyxDyPS3q/LLzY1gGm57Yi7kBuMw8r21UcjuxjCb0tErZpMUYYs6fU+Zhyz8LPa3IVExUjC9YUHlSbHSw88EoVVx6jtgfXSf0UkMYGsjj8lqG84ryzxHTIENu4L2Qq4sp6QZQ5pXyuCLC7pbU4jKzCzlELONNQywaQmBZZU4RlnhFctokpy0zJ4ecmnaJ0OtEZTEVrICc2OjGJMY9rcbCsjYbEojln2NuFVYGo67ARfQawtHR0fPnzwtCdEXQfE+rMqd4fhpHToOcH0NVqTEo3NnF4mAPloyH0N2iKSirSGLILcSeH0MLYnCSVXnlWNS00NOizC2dn8aSiwgvWFCpMQYOPZ7EeGoUx35NobtZU1BWYPjqYELsnB9DVamExiaIMr8cV/YIFxGQ0127di1btkylUq1du3ama/7whz+UlZXdeOON5eXlp0+fnsvb84/Q3azKLy8zMn3O8TO+sXN2FFXFXLAiZzwy82bfNgJ5RcHcocwtqUplyKnpc6NoYQxOsjK/TOhunv04fHeLMr+sKoU5N0pSR8fgDLM6I6szisN9sx+K7yE+yefGIPYSG1jDblxEwBAWFhY+/vjjjz766EwXtLa2Pvzww1988cWpU6fuvPPOe++9dy5vzz98d7OyoJxjYR6xeOXcGFoYg8EKAKjyy4Wu2appsb+TSzMxKk1VCnOWjAbpdwHDQFbsbPT2ocwv53EYQtmfq0plGiz4etVcTOyKsTK/bPZijAReHOxRZhdXpcA5Ytmjc7HpNCvzynGF3biIgCFcvHjxhg0bkpNn3DH+j3/848orrywrKwOA22+//cCBA729vXN4g/4QuppU+fMAYGEqc5aMITw7GrsaBIOa5rublAXyDMNZMp2YzsXuDOcUi0O9s9/oxnc3KwvmJSkhVcV0kCkcPTsKsZi1AwBl/rzZi7HQ185l5jFKVVUqQ6iegJeg3R5jLQtkWJ2B1SdhbNM/e6Ixhd/R0VFeXi4/TktLS0lJ6eycvsQIIeR0Oo9PwGKxzDQsEnjksM7mxhDvFof75YPpF6Yy9SNE5Lt+FC2MTQ2iKpgndDXNchChq0mVXw4A1amkIsL6mDWEDKfksgpmWS+DPC7v2JDSVACyt0EmXoldf06VX87PXoy7m7/ymMmIcaMFFRsYVTSq8MDgym3ggsiJep988slrr7026UWFQvH0008H83GHw5Genu57qtPpbDbbtFeOjIx0dnb+8Ic/lJ+yLHvvvfdef/31017sOfu55+R+6eZ/DeYepkXsaGAz8x0uNwCUa9kXehV2uyvs0aZl0M0IXmWS5LBja9Iyd6Bkk2DutI2NMlz4O9VdbQ3aBavtdnsWC/1O1YDFoVOEo0ecTqcgCAqFYupbpwa4mlRkt3vDvskIwmQX25rr1en5YY8gtp1jswrsThcAVBi4E/3i5amYl7vdXuh2qHPYuRNjh8PBYDpYUUrL4bua7DbbbE5qdLaeU+SU2O32Ag5arOoxqx173dDxPrbSqLDb3ZjHnRtMRc7Wc1LFivA+HdLPrdFoOC6ApSNiCLOzsy+55JJJL7JssIJgMplGR79Kio2MjGRnZ097ZXp6+vz5848dOxbMsMqS+Z73XjQYwm+uaB/s1JYskEdYmYseOOk1GNRhjzYtR62oJt07m5uMLM7MPLV1UFVYEd7HkVe0DHYnz6tmVBoAWJAqtvO6SzLD0Ucsy6rV6mkN4QW7+P0FCoMhJuMVprSKbz8/GwmxDXX5xHhplvRJLzIYNPhuEACgaRiVJ3lTk+ZOjBFC2P5rDAaHWqvx2LmMnLDHcPS3GS+9RmUwGADy9WKfpF+A++zcZpd3cSZgV0FzA1daZfvotbB/Mpw/t3w/GMfyUVVVVVVVFfbHly5d+vjjj8uP6+rqOI6T1wtnCZeWjQTeaxlWJKcHvno6+M5Gzfzl8uNiIzPqQWM8pGA9CezMCFoUmwklGVVBBd/ZGLYhFHpbuYwc2QoCQHUqc2YEhWcIZwIB1I+g6pidZFVhpf3AW7MZQehs1FStlB8vSmP+71n829zOxPIMA4CqsILvagzbECKBFwe6feeIVacy9aP4963Wj8C3y2N1klWFFUJ3MyA0m7AbIxFIMHd1dT333HP79+83m83PPffc7t275ddramoOHToEAF//+tcHBgZ+/etff/bZZ3fdddcPfvADnQ7HgV4Mw+XP4zsvhD0A33lBWVQ5PtiXahrDjU2gbgQtSosKyQgPVVHlrGa44yIjuiiNOYN7faXDhpJVTGpMutEAAFxOkThiRp7wc/J8Z6OqcFyMq1KYRgvC3nG0fjTGxbiwQugIX4yFnhalqZBRjvvIi9IAu6KAGJ9kVmdkDcnCQFekb2ScCBhCi8Vy/PhxtVpdW1t7/PjxlpbxDSWXXXZZamoqAGi12r179zY3Nz/00EObNm165JFHcH01V1jBhyvfkt0iOWzKrALfKzVpTB0BQ1gTs8INAKrCyrBnGAD4zguqovm+pzVphFwNvEPOKYyCU+aV8p2N4X1cslskp43LGl9i1HJQoGcuWKg/dxGqwln6cxd8rgYALEplzozguK0JOEToc6Jy3OnWuURVWDkbbwMvRFKj/qmurn722Wenvv6nP/3J97iiouKVV17B/tXKwkrPwTfD+yzf0aAqqpwYyNekMaexqmkvgvNjsZ1TUuYUS5YhyWVnteFk8PmOBuOGr/ue1qQxp4ex62iIaVcDANRF8/nOC+p5i8P4LN95QVVYMVGMF6UxZ0YwV3jWjaCaWPY2lIUVfE8rSF5gp1ljDgjfeUFducz3dFEaUzeCOeiuH0HzU2Ksy+gk5OyR7pJNkb4RgOjcPkEOrmAe39kIUjjlgp728xODFQBYnM6cwqqmL1hQrp4xxNTZQJNhWWXBvPCCQslpkywjSlOh7xWTFpQsdDtwTvLpEbQ4xg2hqmg+394Q3mf59vOq4ovFGLc/N+gGjxcK9DE8yaxGx6VmhX1aEN/eoJ6gK8qTmAE3smFtFhnrqSOQxThqIsLEMoSMRh+2fPPt51UlF1UA1aQx58aQF58OOT2MlsS4cAOAqngB334+jA/y7Q3Kwgq4uLp4cTpzGmta6dQwWpwe25OsKglzhkH254oXTHxlcTrgNYSnhmNeRwOAqniBJyxvw2sblVx2X/IZAFgGFqZiXkaJA39OmVcmmLsQ74n0jQAkmiEEAFXpQk/r2VA/hbwi39k4yZU2KiFHh3N95eQwWhLjOhoA1CVVYcwwAPBt59Qlk4uNl2ANu20C9LtQRQw27J+IIiUTFApxKPR+mJIkdDaqii42hGmYExunR2Le1QDZ22g7F8YHeTl1dHEx5GLcSf448OcYpUqZW8x3hbnajZeEM4TqkipPW8hqWuhp4TJyWI1+0utL05mTQzgN4dIYF24AUBUvEDovhJF/9rTVq6YawjTmJD4NcnoYVafG9sqKjLpkIR+GGPe2KlIyWd1Fy7eFBob3ghlfZ4hTcSHG6uIqvj0sQ9h2bhoxTmdO4YsIJQRnYj8iBABVcVV43gZ2Es4Qqkqr+Zb6UD/laalXl1ZPfX1pOnMCn5o+OYSWZsS8cLM6oyI1K9TzxpBX5Luap0aESzNwuhon4kJHQ7iJDU/rWVXpwqmvL0nH6W2cHIqHxAaXlS95XF7LcKgf9LSeVU+Z5CVYPeYWK0rTxPAWIB/qkipP6IYQeUWx6STeO0k4Q8ilZwOrCLXfq6f5zLSGcFkGcwKTfLfbkFrBZMfgkQhTUZdVe0L0NviOC8qsfEY9+e+fl8QMudEopnWEE0NoWey7GgCgLq32tJwJ9VP+/DlMYuwQod0ek0ciTIZh1CULPa2hiTESeKGvfeLeCRm5ngDXCb3xkToCAFXpQr7tXKjHUPCt9e59b+C9k4QzhACgnlfjaa4L4QOSxLfVq+fVTH1neQZzchhJOHTI8SG0PC50NACoy2r4kGYYwNNSpy5bNPV1loEl+MLu40NoWVxoEGVuiWS3eK2hHM+BkKfljLp8mklenoFthk8No4WpjDIu9Iq6rJoP0dvg288pc0sY1eRgTc9BsQHbMRRxI8YKYyqrTxL62kP6lKelnru4gH/2xIXAhoi6fLGn6VTw1/M9zYrkDNaQMvWtdDWkqZkmHCdQHxtCK7D2Eosg6nk1ntZ6kEJwgD1NdTNtjFuewRwbxDDDThFabag69ldWAAAYRl1W7WkO4cxqwdzJarSKlMypby3LYI5jigjjyp8rD9FjllNH0/lzgHWSTwzHSWIDANRli0Ke5JYz3JQ1lFmSiIZQU7HE01QXfDzuaTylrlgy07srM5kvcKjpLwbRyngRbtaQokjOCP6YFSTwfEeDagYNsiKTOYZDg5wYQgtTY/XYmqmoyxeHpEE8jafU5dO7GvOSmTEPGsRxjMGxwfgxhMrcUq91NKSw29N0Wl0+TeoIAFZgMoQI4PgQWhEvk6yeF5oYI4HnOxu5iyufZ0+8aIVQUKRmMVp98Ie6uRtOaCqWzvTuykzm6KwNoYTg+BBaGS8RIQCoK5d5LpwI8mK+7Zwyt4TVTN9RdmUGJlcj3mZ4qedCCCUDnqYZ/TkGX9h9LJ4mmWXV5bE598EAAB5SSURBVIuCzx4h3s33tEy7CgsAKzB5zC1WZFQyWXFRTACyIWw5E3xYwrefV+YUgwrzeSmJaAgBQDN/uft8UIc3IY+L77wwk5cHAKtwGMILFpSuYTIw/7iRRFO5zH3heJAXuxuOaSa0pJpEeTJjE9Ds6/uPDqJVcaOjAZSmQiTyQe4mRF7R03yGtD9n4aHLgRbGQaXMl6grlnkag/U2PM1nVIUVUxcIZZamM2dHET/repkvBuPI1QBQJKUpjKl8d7AnIbsbT2pmzs+FTaIawgUr3Oe+COZKd+MpVdH8qdWMPpZnMPUjyDO7Q16PDMSVjgYAdXmN0N0iuR3BXOw+f0yzYMYjOhmASzKZIwOzVSFHBjCf6BRhGEYzf7m7ISh/jm87z2XksobkmS5YlcUcHZztDB8bQkvTGewn0EYQzfxl7objQcYr/v05HQcVyRh6FxwdjC8xlrNHDcFmjzwNJ9QzT3LYxJHMhoK6fLHQ2yY5pz/4fiLus0e0C1f5uUDHwfyU2RbdHR5Aa0xxJdyMUqUqXeg5Hzgo9I4MeG1jUyvOJ7I6i/18YFYzbHaBhUeVcRSsAIBmwUr3uaPBXOk+f9R3BuG0rMpkjw6GWMY+hfjz57iMXEalCbIpo/vcF378ORj352ZrCOPNn5PDkuDyc5J9TBzqndQjEAsJaggZpUpdscRd/3mA6yTJffaIpnq1/6vWZDGHzbOS78/MaE1WXAk3AGir17gCzjCAq/6wduEl/s/nXGNiDs9Og3w+IK3Kio4zQPGhnr+cbz0bzNmErvojGr/+XI4O9BzTNLt+gYcHpDjz5wBAU3WJ69yRgJeJA91I5H2H8U7L6izmyOzyz7wEdSNxlRoFAHXZIqG3Naiw5NwX6oqljAL/oUkJaggBQLt4vfP0If/XeFrPssnpXHq2/8vWmZhDszCEYzx02uOhYdIkNNWr3ee/QF7R/2WuukPamrX+r1mdxRwfmtV+5ENmtDYr3qSd1ehUxQsCZkfFgW7kcaoK5vm/bO3svA0E8PkAWhN3k6ytXu0+czjgZa4zh7XVqwP4c7P2mE8OoYpkRh+B0/MIwihV6nlLglmrcp09oq3258+FTbxJbfBoq1fzrfWS0+7nGufJfbqllwccal0286k5/F31h8xoZWZcrazIKJLSlDnFngZ/2VGvdVTobVNXLvc/VJISSo2zagN2yIzWZcebqwEA2sXrXac+9X+N8/RBbc06/zoaANbOzp+7MIaMSiZn+srfGEZdVi2OmL2jA/4vc9Ud0tas939NZQpj4VGfM/ybOWRGa+Mu5gYA7aI1rjOf+b8GCbyn8ZSm6hISNxB32jdoGLVWM3+56+T+mS5AouA6dVC3LLAhLNAzeo65EG7biIP90qXZ8flD6JZd4Tz+iZ8LXCf3aatXM1zgMxjXZzMH+8OcYZcIdSPxtnwlo61Z52447j876joelD+33sR8Gu4MA8CnZrQ+HnU0sAptzTrnyQN+LhGH+70j5mm79kyEAVhrYg+Zw89sHDKjdfE4yZrqNZ7GU/7F2H3uqKqwgtUnkbiB+NS/QaJbtdnx+YczveuqO6TKL1ekZgUz1GXZzP5wlcj+PnR5ThwKNwBol17uPn/cT9jtOLI7yCOqL8tmDoQ7w4cH0KJURhdfCSUZVp+kLqt2np4xKOS7mpDIB1NfsCiN6XOigXC3qRzoQ5fGY8wNALplG/z7c87je7VLLg3mOPvZ+HMI4FOztD4eJ5nVGVSl1S6/KWjn8b3aZVeQugFC48YEmsplktM202Hf9oO79GuvDnKoK3KYvb3hyLdNgLOjaHXcVcrIsDqDpuoS59Hd077Lt51DAj9TS6pJXJ7DftovhZeA3t8nxaurAQC6VVsch9+f6V3H4fd1qzYHzIsCgIKBdSbmQH+Y8cr+/rj159Rl1cjt4rtm2OuGkPPIbt0ltcEMNRt/rmEM6TmmQB+fk6xfudExg6IAAMlh9TSd1i4OkHwOm4Q2hMAwhsuvt33y+tR3+LazknVEuyhAEYePK3OZfX3haOmD/WhlJqMJ7ErGKobLr7MffHva4wlt+3YaLr02GB0NACYtZGvDXCbc24c25MatqGsXrvKODU2rpiWnzXXqoH7V1iCH2pDL7usLZ4ZbbUiUINZPPJ4RhtGv2er49J1p33Q3HGO0elVBRTAjLc9gWq1oJKzTVPbFb+oIADTVq4Xe9pnOBXIc2a1ZtGam5lOzJ261Q5Do11zFdzTwnZNPSba8+7Jx87eADXZ+Cg1MkoqpC/3szY96pI3xq6MBQFVYqUjLdnzx0aTXhb52vq1ev3pL8ENtzGM+Dj3stgtwajhOl69kWNZ4xddsH7029R37gbe0i9YqklKDHGlDDvNJWImNT3rRlbnxO8MA+jVXuc585rWOTH3L9skO4+VfC3IcJQtrTcz+vnDC7r29aEP8GkKGU+rXbLUffHua9ySv49NdhvXbyX17PKvgYGCUquRt3xt7/amJVf7Oo3skt0O/Mqi1Kx+b85jd3SErkQ+70eb8uBVumeTt37e+998XdZlBaOyNPxs33ciE0jOwNpfZ0xOyBtnfj1ZmxucCoQ/9mqv5joZJSX6vddR+8G3j5m8FP86SdGbQjXocYfhzaGNcG0JWn6Rftdm2+++TXvc013lHzdogSup8bMxjw/A2JAT7+qT4nmTDpdc5j++d6m04jn2iSM9RFQYVc4dHohtCANCtrFWkZIy99n/lY4P4trNjb/817aafBh8OymzJZz7oDk1Nd9rRkCdOjhbzg6qwUrto7ejfn/C1qrLt3YF4t2HdNSGNsyGXPTKAnAH2JU7mw25pc16cyzmjUidf+4PR155AAj/+EkJjrz+lX3MVl54T/DgsAxtz2d09oalpCcHHvdKmvDgXY2PtN12nPxUmnKmCRGFsx9PJ228NaYt3bS6zJ8QZBoCTwyhDw+TF6QKhjCIpVb96i/Xdlya+iDwu63v/nbztu0S/Os4VRFAwTNrNP/PaxsyP3jn8/K+Hnv9t2s0/U+aWhDrMlbnssUFkFUL4yHtdaEsey8azbI+TfN0PJYdl+Plfu89/Mfbmc45Pd6V//8FQXQ2jElZkhJy7e78LXVUQ/1OsW3aFMr98+MXfSi478opjbzzjtY0kbb051HG25jMfhJjY+GIQ5ejiXEcDAKtPSv7aHcMv/W78YCaExl7/E5eVr118aUjjLE5nLDxqs4U2yYmQOgKApM03eZpOTywfHdvxtGb+MhJt1SYS1wmjoGHU2ozbf+NpOytZR1NvvI/VGcMYRM/B+mzmgy7phtJg9fuuTul7FQnhizBKVcaP/sO+7w37/je57KKs+5700wDaD9sK2Xc6pWsKgy0uahhDHi8siruuPdOS+q17LW/9pf/X3wWWUZfXZNz+cDAbNCextYC9/4ggSIrgT5l/t0u6KgF0NADoll3hHTEP/PHHuuUb+LbzwLIZP/x1qIMwAFvy2fe70P+uCmHS3u+WHloSvzV1X8KotWnfe3DouV9I9jF1abVt7w6hrz3zrkeJfy+abaPdSHL8+PE77rjj2LGgGrZ6vV6e57Vaggd5/aVB2tuH/t+GoOTVKkDh34WuG5XGkJVV4tJkQVe86+26kQsYRjudTrVa/Vg90+VAf1ob/xrEh+R2gleczb7jVW+Jj6xUBF/8snSn+NQaRWT3t9lsNqMxHP81DPiuRk/DCS4jV7t4fahZDZnX26SXGqV3twQbhwx7oOw1of/byjguL5+I0Ntm2fW8ONSnqVyWdM33pxaLYv+5aUSIk+uK2H/9QnB7FcHI6zud0mXZLLWCITEvmUnXwJHBYHuUv9Eu/W5lYiiPL5l9ifl1ReybHdKVuUHNW7sN9Tnj7ewU/6gKKoLcLDETW/LZHxzw2gQI8t//3U5pYy6bIFYQAJS5JRl3PDyX35gQebk5I0sLy9KZ97qCKpn5Rwu6oTSB1Acu/qWE/Z/WoGa43Yba7ejyeOzEQZSvlzBvtKMgd8X+sx1dV8Qq6ByHQpIS1mcHqygA4I129LViOsUEoYYQM98uZ19tDqxCBt1wsF+6vojOf8h8q5T5n1bkDUJN/6MN/qWEjb9u5qSpTGYy1PBpcA24X2uRvhn0ojjFx7+UsK+3BTXDVgH29UnbC+kkE4ROLmb+pYTd1yeZAzVsfLVZuraINdC8aOhUJDMFBghYgI4AXm2Bm8uphIfDt8vZV5sDxyvnx1CfC+K43Qk5vlbMftwjWfjAV77RJl2ZyyaryN9TAkPVBGaMSvhfxewLjf6UCAJ49rz0w0o6+WFyawX7l4YAavrQAMMCxN9xx3PDt8uZHW2SI9CWzRcbpZvLGZoXDYMUFdTmsa8FkeR/uUm6uZxOMVmoLsbPjxeyT5+T+Jkl/P0upOMgLrvIzw03lbH7+6ROu7+g8Lkmxe2Vc3ZH8Uaujrk0m/1/foNCtxdebpJ+QP25cAnGn2u0oPNj6BqaFyUMnV/8LE5jqlLgv5tmFPFHTnsfqKEzHz4GJXy/gn2ifsYZbrWhff3w3XnU1QifHy9knzzrr2Lmb83SigymPIlOcphsyWdGPHBkwJ8/9/R56dYKVkW1BWHoBBPh18sVvz0pTdsM7J1ONOqB4DfdU6blvkWK/26Sep3TK5HfnpTuqJDo1pTZsDGXUSvg7Y7pvQ0vgkfrpAdqEqainwAsA/dUs/95ZkZ/bsQDrzZJ/6eK6gri0CkmwuosZp2J+c3JyWcPOUS493Pv46sUdFllluTo4Afz2X/7YholcnwIfdgt3b0ghjtFRAm/WqZ46JgkTqeoX7gg5engClomMzt+UMl+ZpZmOrXmsTrv/yph4753XTRADSEpnliteKUJTWzbiADu+NR7WTazJTH6UZHmoSWK/f3onc6LlIhLhFsPeP9wicLIUUM4W64pZHJ08MTZyZZwwAW/PO59fDUNB2eLjoOHlih+8vk0u4HabOgvF6RfLqUqei6gs0yKLC28vlFxyz7xlWZJQjDigVv2edttidXuiygGJfztCsVtB8UvBsfViMcL397nrUljvkN3TWDiz+sV/1nnPTxhHUuQ4OZ94q2V7NJ4PzVlbrh9Pmvl4dnzF3kbXgS3HfA+UKPIp+HgnED1BUHWmpjdV3HPnJOSXhaK/yEkq2D3VVx8H4w3x6w1Mc9fym37ULznsPfxM9KKN0UlC89fRl0NbJQamZcv567fI77RLiGAHge6fo+o5ZjfLKeTjAeOhb9tUPz7Ce97XePehhfB/z7k5Vi4fxHVz3ME1cpkWZLOfHYtZxNAxYKaqg4CXFPInPwa93IT6nKgRy9RJMKJS3PM1nxmZy1312fe7+73cgz8nyr235fRRW6cVCQzb23ivv6Rd0s+szCVeb1NSlLCjlqOTvKcQQ3hXEDLF4mSp2f+bQnVGQRZa2JOfI2zCaBVAG1ZR4LVWcyZr3MvN0mddvSzGvb6ooQ4pjR6oIaQQqEEBfXniJKmhp9UUy8jMtB5p1AoFEpCQw0hhUKhUBKaBDKEbW1tn332WaTvgjJHHDx4sKurK9J3QZkj/vnPf4pioB7hlLjA5XLt3LkT75gJZAj37t376quvRvouKHPEiy++ePDgwUjfBWWOePDBBwcGBiJ9F5S5oKOj4z/+4z/wjplAhpBCoVAolKlQQ0ihUCiUhIYaQgqFQqEkNAxCMdyb+OOPP77++usrK4M6gHVoaMjhcBQVFZG+K0o00NbWlpKSkpqaGukbocwFZ86cmT9/vlJJtzrGPx6Pp7m5eeHChUFef+ONN95///3+r4ltQyhJ0u7duzMzM4O52OPxOJ1OqhkThJGREYPBoFKpIn0jlLmgv78/Ozs70ndBmQsQQgMDAyaTKcjr8/LyAspGbBtCCoVCoVBmCV0jpFAoFEpCQw0hhUKhUBIaaggpFAqFktBQQ0ihTMPw8PCPfvSjM2fORPpGKHNBf3//HXfcceHChUjfCGUu2Lt375133jnxlUQxhGNjY88///xTTz3V3t4e6XuhxAA/+9nPjhw50tHREekbocwF999//+HDh3t6eiJ9IxTiWCyWRx999JVXXpn4YkIYwrGxseXLl3/wwQfNzc1Lly49depUpO+IEtW8++67ubm5VVVVkb4Rylzw2muvLVy4sKysLNI3QpkLHnjggV/84hcKhWLiiwlxMO8LL7xQWlr6+uuvA0BycvIjjzzy2muvRfqmKFGKxWL54x//+O677952222RvhcKcYaHh//617++9957N9xwQ6TvhUKcTz75RK/Xr127dtLrCRERfvjhh9u3b5cfb9++/YMPPojs/VCimX/913+95557XC4Xz/N2u10QhEjfEYUg9913309/+lO73S7/3PQspzjG5XI99NBD99133+joKEJodHTU91ZCRIQ9PT05OTny49zcXKvVarfbDQZDZO+KMhM8z9fV1Z05c6aoqOjKK6+c9prBwcGXXnrJYrFcc801q1evDmZYq9V68uTJxsbGtWvXTuzPNDQ09NJLL42NjW3btm3NmjUIoaeeeuqpp56qr69vbm4uLi4OcnxKeDQ2Nu7evbu3t7e8vPzGG2/UarVTr+nv73/55Zftdvv111+/fPnyYIa1WCwnTpxobm6+7LLLJnZhNJvNL7/8ss1mu+6661asWMEwzGOPPQYAp0+f7u/vLygoWLp0Ka4/jTIJSZLeeeeduro6t9s9f/78G264YdreTydOnHjzzTd1Ot13v/tdn+r2T3d397FjxwYGBm666aaJuv3kyZM7d+7U6XS33HILy7J6vf7WW28FAJfL9a1vfevDDz+UL0uIiJBhvmqgQzvpRD8/+clPvvWtbz3yyCPPP//8tBfY7fZVq1bV19cbjcZt27a9++67wQxbW1t79913P/jgg5988onvRYfDsXr16rq6OqPRuH379l27dj377LN79uzZs2fPlVde+dvf/pZaQdKsWbPmzJkzKSkpr7zyyiWXXOJwOCZdMDo6unLlyubmZq1WW1tbO/Hn88O6devuu+++n//8559++qnvxbGxsZUrVzY2Nup0uk2bNu3Zs+ell16Sf+5169b953/+J7WCROF5/s9//rMoikaj8cknn9y0adNUhbx///4NGzao1eqOjo4VK1YMDw8HHLajo6Oqquqxxx674447RkZGfK8fPHjwiiuuUKlUXV1dK1asUCgUe75Ep9P5rCAAAEoANm3a9OSTT8qPv/jii6SkpMjeD8U/giAghH75y1/edNNN017wzDPPrFu3Tn787LPPrl27Vn7c0tLyb//2b5IkyU9dLtfdd98tp0F8w04UBoTQc889t3r1avnxX//611WrVvne+vjjjzs6OjD+XZRpsdvt8gOe53Nycnbt2jXpgscff7y2tlZ+/F//9V++xw0NDf/+7//uu8zhcPz4xz+22WzyU/nnXrdu3V//+lffNU888cSGDRvkx08++aTvMULoww8/7OnpwfdnUQIwOjrKMExra+uk17du3froo4/Kj6+++uo//OEP8uO//e1vb731lu+y8+fP//KXv5Qfe71er9drt9tlo+i7Ztu2bY888oj8ePv27b/73e98b7344osTvzQhIsJNmzb5goZ33nln8+bNkb0fin84LkDGfu/evVu2bJEfb9269fDhw263GwCys7MPHz58++23S5LE8/w3vvENs9nsy5NMO+ykoY4cOeJ0OuWnV155ZWFhIZa/iOIHvV4vP2BZVhCEqanRffv2bd26VX68devW/fv3S5IEAPn5+Xv37v3JT34CAE6nc/v27Q6HQ6fTyVdO+3NPGurAgQNer1d+unnz5tzcXMx/G2Vmjh8/npaWlpWVNen1ffv2+f4lt2zZsm/fPvlxdXX1j370ozfffBMAGhsbN2/ePG/ePPktlmVZdhpbNtNQAPC9731v4pUJsUZ42223Pf3009/+9rezs7NfeOGFjz76KNJ3RJkV/f39vrVDk8mEEOrr6yspKdHpdLt27br66qvvvPPOzs7OjIyMl156aVKd9NSh1q9fLz/OyspiGEZerCL+N1Cm8Nvf/rakpOSKK66Y9HpfX5/vhBmTySQIwuDgoMlk0uv1u3bt2rJlyz333HPmzJmysrJnn312WoU4cSif5jWZTF6v12w2U/s3x1x77bUnTpxwOBxvvvmmzw2SGR0ddbvdE3+j3t5e+XFNTc37779/1VVXdXR0PPbYY3/4wx9uuukmP99itVodDse0Q00lIQxhWlra8ePH//nPf7pcruPHj5eWlkb6jiizQqFQ+Bx5uczPdxCdXq/fsWNHaWmpyWTatWuXfys4aSiv14sQomfaRYSXXnrphRde2L9//9SfTKFQyCEgTPm5k5KS3njjjbKysrKyso8++si/FQS/kkOZM5555hm73f7GG2/ceOONdXV1GRkZvrfkOH7izz3xB1q8ePETTzzxzW9+89577/VvBQMONYmESI0CQFpa2u23337PPfdQKxgH5Obm+py73t5ehULhO5zM4/Hccsst1113XX5+/t13340C1UZNGoplWXqs3dzz97///aGHHtqzZ09JScnUd/Py8ib+RhqNxneqqNPpvPnmm2+66Saj0fjAAw8E/KJJQ6lUqvT0dEx/BCVY8vLyKisrf/7zn6empn788ccT3zIajQaDYeJvNLFq9MKFCz/96U8ffvjh//mf/3n77bf9f4tOp0tOTp5pqEkkiiGkxDqiKB46dEheC9y2bdvbb78te/Q7duzYvHmz7OvJ64LJyckvvvjiu+++e+HCBXm90M+w27Zt27Vrl7xZcMeOHbW1tWq1ek7+IMo4O3bsuP/++z/44IOJmxw8Hs+hQ4fk32Xbtm07d+6UI7kdO3Zs27aNYRgAcDqd1157bUlJyXPPPbdnz55jx47J64V+2LZt25tvvukb6uqrrw4YRFIw4vF4fI8HBwd7enry8/MBwGw2+xp+bdu27Z///CcASJK0c+fOa665Rn69sbFx06ZNv/vd7x588MH333//zjvvlNcL/eAbCiE0cahpmHXtD4WCmbfeequ2trakpCQ7O7u2tvaZZ55BCA0MDABAU1MTQsjj8axZs2b9+vW33nprWlrakSNH5A82Njb++Mc/FkVRfmq322+99dbh4WH56SOPPFJbW5uWllZZWVlbW7tv3z6EEM/z69atW7dunTzUZ599FoE/OIGx2WxKpbK8vLz2S3bu3IkQknsCy2WcTqdz+fLlV1xxxfe+97309PRTp07Jn62vr7/vvvt8RcIWi+X73/++xWKRn/7qV7+qra1NSUmpqqqqra09fPgwQsjlcq1cufLyyy+Xhzpx4kQE/uYEZteuXQsWLPjOd75z8803m0ymW2+9Vf75/vKXvyxcuFC+pq6uLj09/ZZbbtm4cePSpUt9RcUvvPDC3//+d99Qp06d+ulPf+p7un379g0bNgDA+vXra2treZ5HCNXX12dkZHznO9+pra1dvHixr6J4KvSEekrU0d3d3dDQ4HtaWFhYUVEhCMLnn3++cuVKjUYDADzP7969e3R0dOPGjUEWO9TX1/f39/ueLlq0SE6oCoKwe/fu4eHhjRs35uXl4f5rKP4QRXFiLR8AVFZWFhQUeDyeo0ePrlq1St5w7fF4PvjgA5vNtmnTJl8a3D91dXWy8ySzZMkSeS3K4/F8+OGHVqu1traWpsHnGEmSTp8+ffbsWYVCUVNT4+trYTabe3p6li1bJj8dGBjYs2ePwWDYsmWL/P8ekL179/pWfwHgyiuvlGN9eSi9Xr9161Y/Q1FDSKFQKJSEhubHKRQKhZLQUENIoVAolISGGkIKhUKhJDTUEFIoFAoloaGGkEKhUCgJDTWEFAqFQkloqCGkUCgUSkJDDSGFQqFQEhpqCCmUmOf8+fP79+8HAEmS9u/f/8477/hOVaRQKAFJiGOYKJQ4pqur6/Dhw2fOnDl27JhCobj66qvVavWGDRuOHDkS6VujUGIDaggplNhm586dt912W11d3Xvvvbdnzx6WZa1W69GjR51Op++4dgqF4geaGqVQYpvrrrtOr9cfOHDg7rvvlhsNnzp1Kj8/n1pBCiVIqCGkUGKboqKi0dHR+vr6yy67TH7l7bffvvrqqyN7VxRKDEENIYUS8xw4cKC6ulo+tx0h9Prrr994441ms7mtrS3St0ahxADUEFIoMc++ffsuv/xy+fGFCxdsNtull1766quvBnl0H4WS4FBDSKHEPCdOnLjqqqvkxzk5OYsWLXr99derq6vpMiGFEgz0YF4KJeZxOBx6vd73lOd5URSpFaRQgoQaQgqFQqEkNDQ1SqFQKJSEhhpCCoVCoSQ01BBSKBQKJaGhhpBCoVAoCQ01hBQKhUJJaKghpFAoFEpCQw0hhUKhUBIaaggpFAqFktD8f7vvtSNtZ9r8AAAAAElFTkSuQmCC\" />"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "function run_simulation(x_0, h, dF, time_stepper, t_f)\n",
    "    # Setup\n",
    "    num_steps = Int(ceil(t_f / h))\n",
    "    x = zeros((num_steps + 1, maximum(size(x_0))))\n",
    "    x[1, :] = x_0\n",
    "\n",
    "    # Simulate\n",
    "    for i in 1:num_steps\n",
    "        x[i + 1, :] = time_stepper(x[i, :], h, dF)\n",
    "    end\n",
    "    x\n",
    "end\n",
    "\n",
    "# And run it\n",
    "h   = 1e-3\n",
    "t_f = 30 # s\n",
    "x  = run_simulation(x_0, h, dFdt, euler_forward, t_f)\n",
    "\n",
    "# Plotting the θ and v as a sanity check\n",
    "plot([x[:, 1], x[:, 2]], xlabel=\"\\$n\\$\", ylabel=\"\\$\\\\theta\\$\", label=[\"\\$\\\\theta\\$\" \"\\$v\\$\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "757e8cfb-8903-467b-8d77-2bed15c33660",
   "metadata": {},
   "source": [
    "Take a look at our plots of $\\theta$ and $v = d \\theta / d t$.\n",
    "\n",
    "Is anything concerning to you?\n",
    "\n",
    "What happens if we use backward Euler instead?\n",
    "\n",
    "What about a $\\theta$ method instead?"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e6804ba1-28f3-4f07-949b-b638016a10d8",
   "metadata": {},
   "source": [
    "## Pretty pictures\n",
    "\n",
    "The plotting isn't too bad once we have the solution array."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "0ab1d7ab-598e-4a51-8c11-d000cc142853",
   "metadata": {},
   "outputs": [],
   "source": [
    "# We wrap the plotting in an annotated loop\n",
    "animation = @animate for i in 1:maximum(size(x))\n",
    "    θ_n = x[i, 1]\n",
    "    x_n =  l * sin(θ_n)\n",
    "    y_n = -l * cos(θ_n)\n",
    "    plot([(0, 0), (x_n, y_n)],\n",
    "        xlims=[-l, l], ylims=[-l, l],\n",
    "        marker=:circle,\n",
    "        legend=:none, aspect_ratio=:equal)\n",
    "end every 100;"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "02342a68-8eff-4e55-a5c1-bd9a40a162ec",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\u001b[36m\u001b[1m[ \u001b[22m\u001b[39m\u001b[36m\u001b[1mInfo: \u001b[22m\u001b[39mSaved animation to /home/jeremy/Documents/csci-3656-fall-2025/source/notebooks/pedulum.gif\n"
     ]
    },
    {
     "data": {
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\" />"
      ],
      "text/plain": [
       "Plots.AnimatedGif(\"/home/jeremy/Documents/csci-3656-fall-2025/source/notebooks/pedulum.gif\")"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gif(animation, \"pedulum.gif\", fps=30)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Julia 1.11.6",
   "language": "julia",
   "name": "julia-1.11"
  },
  "language_info": {
   "file_extension": ".jl",
   "mimetype": "application/julia",
   "name": "julia",
   "version": "1.11.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}