{
 "metadata": {
  "name": "",
  "signature": "sha256:585bc5ba240dd7c531cf3f17610b32899d911067bd164b9bf50f84748718be3c"
 },
 "nbformat": 3,
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 "worksheets": [
  {
   "cells": [
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "%matplotlib inline\n",
      "from pylab import *\n",
      "from numpy import *"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [],
     "prompt_number": 1
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "#physical constants\n",
      "hbar = 1.0\n",
      "m = 1.0"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [],
     "prompt_number": 2
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "#discretization\n",
      "nx = 100\n",
      "\n",
      "minx = -1.\n",
      "maxx = 1.\n",
      "\n",
      "x = linspace(minx, maxx, nx)"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [],
     "prompt_number": 3
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "#assemble the matrix Hamiltonian\n",
      "from d2matrix import d2matrix\n",
      "from scipy.sparse import dia_matrix\n",
      "\n",
      "def make_H(V):\n",
      "    nx = len(V)\n",
      "    kinetic = -hbar**2/(2*m)*d2matrix(nx)\n",
      "    potential = diag(V)\n",
      "    H = kinetic + potential\n",
      "    return H\n",
      "\n",
      "\n",
      "V = zeros(nx)\n",
      "\n",
      "H = make_H(V)"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [
      {
       "output_type": "stream",
       "stream": "stderr",
       "text": [
        "/usr/local/lib/python3.4/dist-packages/numpy/core/fromnumeric.py:2507: VisibleDeprecationWarning: `rank` is deprecated; use the `ndim` attribute or function instead. To find the rank of a matrix see `numpy.linalg.matrix_rank`.\n",
        "  VisibleDeprecationWarning)\n"
       ]
      }
     ],
     "prompt_number": 4
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "# calculate the eigenvectors\n",
      "eigvals, eigvecs = linalg.eig(H)\n",
      "eigvecs = array(eigvecs)\n"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [],
     "prompt_number": 5
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "for i in arange(nx):\n",
      "    plot(x, eigvecs[:,i]+eigvals[i]*150)\n",
      "ylim([0, 10])"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [
      {
       "metadata": {},
       "output_type": "pyout",
       "prompt_number": 6,
       "text": [
        "(0, 10)"
       ]
      },
      {
       "metadata": {},
       "output_type": "display_data",
       "png": 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RlmvhYN9BHO0/Ksai/whGciMIsY25ikxivgSawn1u+hy+nfoWZ6fP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\ncw8PD48NgCdzDw8Pjw3A/wNMgmjLj4yR1gAAAABJRU5ErkJggg==\n",
       "text": [
        "<matplotlib.figure.Figure at 0x7f523c31d470>"
       ]
      }
     ],
     "prompt_number": 6
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "def solve(H):\n",
      "    eigvals, eigvecs = linalg.eig(H)\n",
      "    \n",
      "    I = eigvals.argsort()\n",
      "    eigvals = eigvals[I]\n",
      "    eigvecs = array(eigvecs)[:,I]\n",
      "    return eigvals, eigvecs"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [],
     "prompt_number": 7
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "V = x**2\n",
      "H = make_H(V)\n",
      "eigvals, eigvecs = solve(H)"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [],
     "prompt_number": 8
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "figure(figsize(5,6))\n",
      "for i in arange(10):\n",
      "    plot(x, eigvecs[:,i]*.05+eigvals[i])\n",
      "plot(x, V, lw=3)\n",
      "ylim([0, 0.3])"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [
      {
       "metadata": {},
       "output_type": "pyout",
       "prompt_number": 9,
       "text": [
        "(0, 0.3)"
       ]
      },
      {
       "metadata": {},
       "output_type": "display_data",
       "png": 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usvT/Q0MazD42G188+4VRiuODDh8g7H4YziacLbPcslPLMMhvEJo6G7e9q72V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\nCoXCCSWKCoVC4YQSRYVCoXDi/wPXeAazDKgrIgAAAABJRU5ErkJggg==\n",
       "text": [
        "<matplotlib.figure.Figure at 0x7f5234078c50>"
       ]
      }
     ],
     "prompt_number": 9
    },
    {
     "cell_type": "markdown",
     "metadata": {},
     "source": [
      "Two atoms:"
     ]
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "#discretization\n",
      "nx = 100\n",
      "\n",
      "minx = -1.\n",
      "maxx = 1.\n",
      "\n",
      "x = linspace(minx, maxx, nx)\n",
      "\n",
      "V = zeros(nx)\n",
      "a1 = -0.5\n",
      "a2 = 0.5\n",
      "asize = 0.2\n",
      "apot = -0.07\n",
      "V[(x>a1-asize) & (x<a1+asize) | (x>a2-asize) & (x<a2+asize) ] = apot"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [],
     "prompt_number": 10
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "eigvals, eigvecs = solve(make_H(V))"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [],
     "prompt_number": 11
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "figure(figsize(6,6))\n",
      "for i in arange(6):\n",
      "    plot(x, eigvecs[:,i]*.05+eigvals[i])\n",
      "plot(x, V, lw=2)\n",
      "set_printoptions(precision=16)\n",
      "print(eigvals[:6])\n",
      "\n",
      "#ylim([-1, -0.6])"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [
      {
       "output_type": "stream",
       "stream": "stdout",
       "text": [
        "[-0.0624387366052539 -0.062438578859082  -0.0406528132169814\n",
        " -0.0406493136442565 -0.0091801384671852 -0.0089414977975879]\n"
       ]
      },
      {
       "metadata": {},
       "output_type": "display_data",
       "png": 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6TJVpQBugRROgQRuoRR+pRx9t/fEd5ItPgk+3IR+EEISF/YqwsF9hMBRQWPgK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\n+KAWXmtM1Dr2SgixGYi28tZjVXeklFIIYe3uru2ONwBhUsq+QojewCq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p5TE7bPFoKpzs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\nYII=\n",
       "text": [
        "<matplotlib.figure.Figure at 0x7f522fed7ef0>"
       ]
      }
     ],
     "prompt_number": 12
    },
    {
     "cell_type": "markdown",
     "metadata": {},
     "source": [
      "Evolution of a localized electron? Evolution of each eigenvector follows from Schrodinger equation\n",
      "$$\n",
      "i\\hbar\\frac{\\partial\\psi_j}{\\partial t} = \\hat H\\psi_j = E_j\\psi_j\n",
      "$$\n",
      "$$\n",
      "\\psi_j(t) = e^{{E_j t}/{i \\hbar}}\\psi_j(0)\n",
      "$$\n",
      "And for general initial state\n",
      "$$\n",
      "\\psi(0) = \\sum_j c_j\\psi_j(0), {\\rm where }\\quad c_j = \\langle\\psi_j(0)|\\psi(0)\\rangle\n",
      "$$\n",
      "is given by\n",
      "$$\n",
      "\\psi(t) = \\sum_j c_j\\psi_j(t) = \\sum_j c_j e^{{E_j t}/{i \\hbar}}\\psi_j(0)\n",
      "$$"
     ]
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "coeffs = zeros(nx)\n",
      "coeffs[0] = 1/sqrt(2.)\n",
      "coeffs[1] = 1/sqrt(2.)\n",
      "E_mean = dot(coeffs*eigvals, coeffs)"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [],
     "prompt_number": 15
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "def psi_t(eigvecs, eigvals, coeffs, t):\n",
      "    phase = exp(eigvals*t/1j*hbar)\n",
      "    #print phase\n",
      "    \n",
      "    psi = zeros(len(coeffs), dtype=complex)\n",
      "    for i in arange(len(coeffs)):\n",
      "        if coeffs[i] != 0.:\n",
      "            psi += eigvecs[:,i]*phase[i]\n",
      "    return psi"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [],
     "prompt_number": 16
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "from matplotlib import animation\n",
      "from JSAnimation.IPython_display import display_animation"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [],
     "prompt_number": 17
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": [
      "fig = figure()\n",
      "ax = axes(xlim=(minx,maxx))\n",
      "line1, = ax.plot([],[],lw=1)\n",
      "ax.plot(x, V)\n",
      "\n",
      "\n",
      "def animate(data):\n",
      "    line1.set_data(x, abs(psi_t(eigvecs, eigvals, coeffs, 2000000.*data))*.1+E_mean)\n",
      "\n",
      "    return line1,\n",
      "\n",
      "anim = animation.FuncAnimation(fig, animate, frames=arange(20), interval=100)\n",
      "display_animation(anim, default_mode='loop')"
     ],
     "language": "python",
     "metadata": {},
     "outputs": [
      {
       "html": [
        "\n",
        "<script language=\"javascript\">\n",
        "  /* Define the Animation class */\n",
        "  function Animation(frames, img_id, slider_id, interval, loop_select_id){\n",
        "    this.img_id = img_id;\n",
        "    this.slider_id = slider_id;\n",
        "    this.loop_select_id = loop_select_id;\n",
        "    this.interval = interval;\n",
        "    this.current_frame = 0;\n",
        "    this.direction = 0;\n",
        "    this.timer = null;\n",
        "    this.frames = new Array(frames.length);\n",
        "\n",
        "    for (var i=0; i<frames.length; i++)\n",
        "    {\n",
        "     this.frames[i] = new Image();\n",
        "     this.frames[i].src = frames[i];\n",
        "    }\n",
        "    document.getElementById(this.slider_id).max = this.frames.length - 1;\n",
        "    this.set_frame(this.current_frame);\n",
        "  }\n",
        "\n",
        "  Animation.prototype.get_loop_state = function(){\n",
        "    var button_group = document[this.loop_select_id].state;\n",
        "    for (var i = 0; i < button_group.length; i++) {\n",
        "        var button = button_group[i];\n",
        "        if (button.checked) {\n",
        "            return button.value;\n",
        "        }\n",
        "    }\n",
        "    return undefined;\n",
        "  }\n",
        "\n",
        "  Animation.prototype.set_frame = function(frame){\n",
        "    this.current_frame = frame;\n",
        "    document.getElementById(this.img_id).src = this.frames[this.current_frame].src;\n",
        "    document.getElementById(this.slider_id).value = this.current_frame;\n",
        "  }\n",
        "\n",
        "  Animation.prototype.next_frame = function()\n",
        "  {\n",
        "    this.set_frame(Math.min(this.frames.length - 1, this.current_frame + 1));\n",
        "  }\n",
        "\n",
        "  Animation.prototype.previous_frame = function()\n",
        "  {\n",
        "    this.set_frame(Math.max(0, this.current_frame - 1));\n",
        "  }\n",
        "\n",
        "  Animation.prototype.first_frame = function()\n",
        "  {\n",
        "    this.set_frame(0);\n",
        "  }\n",
        "\n",
        "  Animation.prototype.last_frame = function()\n",
        "  {\n",
        "    this.set_frame(this.frames.length - 1);\n",
        "  }\n",
        "\n",
        "  Animation.prototype.slower = function()\n",
        "  {\n",
        "    this.interval /= 0.7;\n",
        "    if(this.direction > 0){this.play_animation();}\n",
        "    else if(this.direction < 0){this.reverse_animation();}\n",
        "  }\n",
        "\n",
        "  Animation.prototype.faster = function()\n",
        "  {\n",
        "    this.interval *= 0.7;\n",
        "    if(this.direction > 0){this.play_animation();}\n",
        "    else if(this.direction < 0){this.reverse_animation();}\n",
        "  }\n",
        "\n",
        "  Animation.prototype.anim_step_forward = function()\n",
        "  {\n",
        "    this.current_frame += 1;\n",
        "    if(this.current_frame < this.frames.length){\n",
        "      this.set_frame(this.current_frame);\n",
        "    }else{\n",
        "      var loop_state = this.get_loop_state();\n",
        "      if(loop_state == \"loop\"){\n",
        "        this.first_frame();\n",
        "      }else if(loop_state == \"reflect\"){\n",
        "        this.last_frame();\n",
        "        this.reverse_animation();\n",
        "      }else{\n",
        "        this.pause_animation();\n",
        "        this.last_frame();\n",
        "      }\n",
        "    }\n",
        "  }\n",
        "\n",
        "  Animation.prototype.anim_step_reverse = function()\n",
        "  {\n",
        "    this.current_frame -= 1;\n",
        "    if(this.current_frame >= 0){\n",
        "      this.set_frame(this.current_frame);\n",
        "    }else{\n",
        "      var loop_state = this.get_loop_state();\n",
        "      if(loop_state == \"loop\"){\n",
        "        this.last_frame();\n",
        "      }else if(loop_state == \"reflect\"){\n",
        "        this.first_frame();\n",
        "        this.play_animation();\n",
        "      }else{\n",
        "        this.pause_animation();\n",
        "        this.first_frame();\n",
        "      }\n",
        "    }\n",
        "  }\n",
        "\n",
        "  Animation.prototype.pause_animation = function()\n",
        "  {\n",
        "    this.direction = 0;\n",
        "    if (this.timer){\n",
        "      clearInterval(this.timer);\n",
        "      this.timer = null;\n",
        "    }\n",
        "  }\n",
        "\n",
        "  Animation.prototype.play_animation = function()\n",
        "  {\n",
        "    this.pause_animation();\n",
        "    this.direction = 1;\n",
        "    var t = this;\n",
        "    if (!this.timer) this.timer = setInterval(function(){t.anim_step_forward();}, this.interval);\n",
        "  }\n",
        "\n",
        "  Animation.prototype.reverse_animation = function()\n",
        "  {\n",
        "    this.pause_animation();\n",
        "    this.direction = -1;\n",
        "    var t = this;\n",
        "    if (!this.timer) this.timer = setInterval(function(){t.anim_step_reverse();}, this.interval);\n",
        "  }\n",
        "</script>\n",
        "\n",
        "<div class=\"animation\" align=\"center\">\n",
        "    <img id=\"_anim_imgOFRAZFHNWVQZOVRK\">\n",
        "    <br>\n",
        "    <input id=\"_anim_sliderOFRAZFHNWVQZOVRK\" type=\"range\" style=\"width:350px\" name=\"points\" min=\"0\" max=\"1\" step=\"1\" value=\"0\" onchange=\"animOFRAZFHNWVQZOVRK.set_frame(parseInt(this.value));\"></input>\n",
        "    <br>\n",
        "    <button onclick=\"animOFRAZFHNWVQZOVRK.slower()\">&#8211;</button>\n",
        "    <button onclick=\"animOFRAZFHNWVQZOVRK.first_frame()\"><img class=\"anim_icon\" src=\"data:image/png;base64,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\"></button>\n",
        "    <button onclick=\"animOFRAZFHNWVQZOVRK.previous_frame()\"><img class=\"anim_icon\" src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAQAAAAngNWGAAAAAXNSR0IArs4c6QAAAAJiS0dEAP+Hj8y/AAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH3QURCAgyTCyQ6wAAANRJREFUKM9jYBjO4AiUfgzFGGAp4+yayUvX6jMwMDCsYmBgOCS4OAOrSYmMgcc8/pd5Q3irC+Neh/1AlmeBMVgZmP8yMLD8/c/cqv9r90whzv/MX7Eq/MfAwMDIwCuZdfSV8U8WDgZGRmYGrAoZGRgY/jO8b3sj/J2F6T8j4z80pzEhmIwMjAxsSbqqlkeZGP//Z8SlkJnhPwMjwx/Guoe1NhmRwk+YGH5jV8jOwMPHzcDBysAwh8FrxQwtPU99HrwBXsnAwMDAsJiBgYGBoZ1xmKYqALHhMpn1o7igAAAAAElFTkSuQmCC\"></button>\n",
        "    <button onclick=\"animOFRAZFHNWVQZOVRK.reverse_animation()\"><img class=\"anim_icon\" src=\"data:image/png;base64,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\"></button>\n",
        "    <button onclick=\"animOFRAZFHNWVQZOVRK.pause_animation()\"><img class=\"anim_icon\" src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAQAAAAngNWGAAAAAXNSR0IArs4c6QAAAAJiS0dEAP+Hj8y/AAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH3QURCAkR91DQ2AAAAKtJREFUKM9jYCANTEVib2K4jcRbzQihGWEC00JuNjN8Z2Q0Zo3VYWA4lL005venH9+c3ZK5IfIsMIXMBtc12Bj+MMgxMDAwMPzWe2TBzPCf4SLcZCYY4/9/RgZGBiaYFf8gljFhKiQERhUOeoX/Gf8y/GX4y/APmlj+Mfxj+MfwH64Qnnq0zr9fyfLrPzP3eQYGBobvk5x4GX4xMIij23gdib0cRWYHiVmAAQDK5ircshCbHQAAAABJRU5ErkJggg==\"></button>\n",
        "    <button onclick=\"animOFRAZFHNWVQZOVRK.play_animation()\"><img class=\"anim_icon\" src=\"data:image/png;base64,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\"></button>\n",
        "    <button onclick=\"animOFRAZFHNWVQZOVRK.next_frame()\"><img class=\"anim_icon\" src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAQAAAAngNWGAAAAAXNSR0IArs4c6QAAAAJiS0dEAP+Hj8y/AAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH3QURCAkd/uac8wAAAMhJREFUKM9jYBie4DEUQ8B+fEq3+3UrMzAwMFxjYGBgYJizYubaOUxYFUaXh/6vWfRfEMIL/+//P5gZJoei4/f/7wxnY1PeNUXdE2RgYGZgYoCrY2BBVsjKwMDAwvCS4f3SG/dXxm5gYESSQ1HIwvCPgZmB8f8Pxv+Kxxb/YfiPJIdi9T8GJgaG/38ZFd4Fx0xUYsZt4h8GBgb2D2bLy7KnMTAwMEIxFoVCXIYr1IoDnkF4XAysqNIwUMDAwMDAsADKS2NkGL4AAIARMlfNIfZMAAAAAElFTkSuQmCC\"></button>\n",
        "    <button onclick=\"animOFRAZFHNWVQZOVRK.last_frame()\"><img class=\"anim_icon\" src=\"data:image/png;base64,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\"></button>\n",
        "    <button onclick=\"animOFRAZFHNWVQZOVRK.faster()\">+</button>\n",
        "  <form action=\"#n\" name=\"_anim_loop_selectOFRAZFHNWVQZOVRK\" class=\"anim_control\">\n",
        "    <input type=\"radio\" name=\"state\" value=\"once\" > Once </input>\n",
        "    <input type=\"radio\" name=\"state\" value=\"loop\" checked> Loop </input>\n",
        "    <input type=\"radio\" name=\"state\" value=\"reflect\" > Reflect </input>\n",
        "  </form>\n",
        "</div>\n",
        "\n",
        "\n",
        "<script language=\"javascript\">\n",
        "  /* Instantiate the Animation class. */\n",
        "  /* The IDs given should match those used in the template above. */\n",
        "  (function() {\n",
        "    var img_id = \"_anim_imgOFRAZFHNWVQZOVRK\";\n",
        "    var slider_id = \"_anim_sliderOFRAZFHNWVQZOVRK\";\n",
        "    var loop_select_id = \"_anim_loop_selectOFRAZFHNWVQZOVRK\";\n",
        "    var frames = new Array(0);\n",
        "    \n",
        "  frames[0] = \"data:image/png;base64,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\"\n",
        "  frames[1] = 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\"\n",
        "  frames[2] = 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\"\n",
        "  frames[3] = 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\"\n",
        "  frames[4] = 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\"\n",
        "  frames[5] = 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\"\n",
        "  frames[6] = 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\"\n",
        "  frames[7] = 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\"\n",
        "  frames[8] = 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\"\n",
        "  frames[9] = 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\"\n",
        "  frames[10] = 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naNNTU1oamoyexhjIr2TKSkpQW1tLSoqKlBbW4vVq1dHLFNQUID29nZ0dHQgLS0NdXV18Hg8AMTeiXfeeSd27dqFKVOmnPR3DQ0wK7El8XxgwwWCfAWmEp6zLpJVW4LhG/cbN240bzCjJP21bmVlJRobG+FyubBz505UVlYCADo7O7Fq1SoAgN1uR01NDYqKijB37lysXbsWubm5AIB//dd/xaeffgq32438/Hx897vflf0Q4s6eZGc9MwwP5KsWztFIfJ9WPunPdkpKCnbs2BFxe1paGrZt2zZwvbi4GMXFxRHLtbe3x3V8KmCFGIkH8lULW4JI3IVePr7bqCCuHCJx92S1cCMrEueofAwwBbGeicQKUS2co5FYIcrHAFMQt24jsUJUC1uCSKwQ5WOAKYgrh0isZ9Ri02wI6kHoum72UJTBOSofA0xBrGcisUJUi6aJD+xyQ2sQK0T5GGAKYoUYiRWieng0jnCsEOXj5oKCWCFGYj2jntDROCZjsim///hx4KWXgGBQXE9OBhYuBJJM2iznHJWPAaYgVoiRWCGqx8wD+r70ErBunfj6jDPEvx98AMyaBfz2t4DLJX9MrBDlY4WoIFaIkVghqseMCvHIEaCyEli1CqioAF59FXj+eXFpaQH+8R+BSy8F7rwT6Jf8X4gVonwMMAWxQozEekY9sg/oe+IEsGIF0N4OvPYa8M1vAkNPXGGzAbfcAjQ3A9u3i+/L3EmSc1Q+BpiCuItyJFaI6pFdId5+O3D66cCjjwJfnFLQ0HnnAU88AbzzDvCrX0kbHitEE/DZVtDQXZTtGv9EACtEFcmsEB9/HHjsMWDfvuh20pgyRSy/ZInYsePSS+M/RlaI8vEVmKK4i3I41jPqkVUhtrcD//Iv4pXXjBnR/9y554odOtauBf72t/iNL4RzVD4GmKJ4yvZwrBDVI2OOnjgBfOMbwMaN4pXUaH3ta8C3viUu8W7kWSHKxwBTFM94G44VonpktAS/+x0wc6Z4BTZWd9wBHDwo3heLJ1aI8jHAFMUKMRzrGfXEeyPr6FHg5z8HNm8O39twtOx2EWI//engh57jgXNUPgaYolghhmOFqJ54z9F77wUuughYtGj893XllSIEH398/Pc1ElaI8jHAFMUKMVwgGODWrWLi2RJ8+ilQXQ387GexuT9NE6/m/v3fgUCcMpcVonwMMEWxQgzXH+znykEx8dzI+u//Br76VWDBgtjd54oVQEoK8Ic/xO4+h2KFKB9f7yqKFWI4VojqidccPXwY+OUvgd27Y3u/mibeT7vuOqC0FJg0Kbb3zwpRPr4CUxQrxHCsENUTr5bg3nvF7u/xOCDv5ZeLI3XU1cX+vlkhyscAUxQrxHCsENUTj42sYBD4zW+Am2+O6d2Guflm4P77Y3+/rBDlY4ApihViOFaI6onHHH36aeDMM4GCgpjebZivfQ04cABobY3t/bJClI8BpihWiOFYIaonHi3B/fcD3/nO+D73dSrJyeJ9sAceiO39skKUjwGmKFaI4VghqifWG1k9PUBjI3DttTG7yxHdeCPw8MPiw9KxwgpRPgaYolghhmOFqJ5Yz9HaWvGB4zPPjNldjui884ALLwS2bIndfbJClI8BpihWiOFYIaonli2BrotK79vfjsndReU734ltjRjQOUdlY4ApihViOFaI6onlRlZTkziH15IlMbm7qHz968CbbwJtbbG5P85R+aQHWG9vL9xuN1wuF5YvX46+vj7D5bxeL3JycpCdnY3q6uqB2//t3/4NeXl5uPDCC7Fs2TL4fD5ZQ5eKFWI4VojqieUcfeCB+O+8MdykSUBZmdhtPxZYIconPcCqqqrgdrvR1taGZcuWoaqqKmKZQCCA8vJyeL1etLS0wOPxoPWLfV5vu+02vPrqq3jllVewevVqbNy4UfZDkIIVYjhWiOqJVUvw+efAtm3ANdfEYFCj9K1vAY88EptzhbFClE96gDU0NKCsrAwAUFZWhq1bt0Ys09zcjKysLGRmZiI5ORmlpaWor68HAEybNm1guU8//RRnn322nIFLxgoxHOsZ9cRqI+vJJ8Xnvsz4r3zBBeKV2L59478vzlH5pL/e7enpgcPhAAA4HA709PRELOP3+5GRkTFw3el04oUXXhi4/pOf/AQPP/wwpk6dir1798Z/0CZghRiOFaJ6YjVHH3tMnHXZDJomfvdjj43/w9OsEOWLyyswt9uN+fPnR1waGhrCltM0DZpB6W1021CbNm3C+++/j+uuuw7f//73Yzp2VbBCDMcKUT2xaAmOHQO2bwfWrInRoMbgqquAP/95/DUiK0T54rK50NjYOOL3HA4Huru7kZqaiq6uLsyaNStimfT09LCdM3w+H5xOZ8Ry1157LVauXDni79qwYcPA14WFhSgsLIzuASiAFWI41jPqsWnj38jasUPUeKmpMRrUGFx0EdDfD7z++vhO32LVOdrU1ISmpiazhzEm0l/vlpSUoLa2FhUVFaitrcXq1asjlikoKEB7ezs6OjqQlpaGuro6eDweAEB7ezuys7MBAPX19cjPzx/xdw0NMKuxJdlYIQ7BrVv1xGKO/vnP4hWQmTRNfID6z38eX4AFggEk25NjNzBJhm/cW2nHOOk7cVRWVqKxsREulws7d+5EZWUlAKCzsxOrVq0CANjtdtTU1KCoqAhz587F2rVrkZubCwC4/fbbMX/+fFx44YVoamrCXXfdJfshSGFPsrNCHILvganHnmQfV0tw4gTQ0CDCw2yhGnE8OEflk/5sp6SkYMeOHRG3p6WlYdu2bQPXi4uLUVxcHLHcY489FtfxqYIVYrhAkAdKVY1NG98rsF27xCGdvvSlGA5qjJYsESfSfOstICdnbPfBOSofj8ShKFaI4XigVPWMd0cjM/c+HC4pabBGHCvOUfkYYIpihRiO9Yx6xlMhBgLA1q3mv/811HhrRM5R+RhgimKFGI71jHrGUyG+8AIwaxYwZ06MBzUOl10G+HzA+++P7ec5R+VjgClqvO8vTDSsZ9QzngrxyScBg7e4TWWzAW438NRTY/t5zlH5GGCKYoUYjvWMesZTIXq9QFFRjAcUA0VFYmxjwTkqHwNMUbYkVohDsZ5Rz1hbgkOHgNZW4MtfjsOgxmn5cmDnTvHB5tEK6JyjsjHAFMUKMRzrGfWMtULcsQNYuhSYPDkOgxqn2bPFbv3NzaP/Wc5R+RhgimKFGI71jHrGWiGqWh+GjLVG5MF85WOAKYoVYjhWiOoZS0ug62InCZUDbMUKsZPJaLFClI8BpihWiOFYz6hnLBXiG28AU6YAWVlxGlQMfPnL4ogchw6N7uc4R+VjgCmKFWI4VojqGUuFGKoPT3HGJFNNmgRcfjlwkpNqGGKFKB8DTFGsEMOxQlTPWFqCJ59Uuz4MGUuNyApRPgaYolghhmM9o57RVoiffSaOwPHVr8ZxUDFSVCTeqxvNSS45R+VjgCmKFWI4VojqGW2FuGsXcPHFwBlnxHFQMZKVJd6re+ON6H+GFaJ8DDBFsUIMxwpRPaNtCZ56SnxQ2CqKikZXI7JClI8BpihWiOFYz6hntBViU5M16sOQr35VvGqMFueofAwwRY33bLcTDStE9diT7FFvZB0+DBw4ABQUxHlQMXT55cDzz4tTv0SDFaJ8DDBFjfdkgRMNK0T1jOaUP889J856nJwc50HFkMMBpKYCr70W3fKsEOVjgCmKFWI41jPqGc1GVlMTUFgY1+HERWGhGHs0OEflY4ApihViOFaI6hlNhbhrlziAr9UsXRr9+2CsEOVjgCmKFWI4VojqibZC7OsD3n4bWLhQwqBibOlSUX8Gg6delhWifAwwRbFCDMd6Rj3RbmQ9/zywaJGap085ldmzgRkzgNdfP/WynKPyMcAUNZp6JhGwQlRPtHN01y5rvv8VUlgYXY3IClE+BpiiWCGGY4WonmgrRKu+/xUS7ftgrBDlY4ApajS7KCcC1jPqiWYj6+OPgZYWYPFiSYOKg6VLgWefPfX7YJyj8jHAFMUKMRwrRPVEM0f/8hdx/MMpUyQNKg6cTnH8xpaWky/HClE+BpiiWCGGY4WonmhaAqu//xUSzftgrBDlY4ApihXiIF3XxcqB9YxSotnIsvr7XyHRvA/GClE+6QHW29sLt9sNl8uF5cuXo6+vz3A5r9eLnJwcZGdno7q6OuL7d911F5KSktDb2xvvIZuCFeKgoB5EkpYETeXT+CagU83RI0fEYZiWLJE4qDi5/HLxebCTnR+MFaJ80gOsqqoKbrcbbW1tWLZsGaqqqiKWCQQCKC8vh9frRUtLCzweD1pbWwe+7/P50NjYiHPOOUfm0KVihTiIr77UdKqW4KWXgHnzgKlTJQ4qTs45B9A04K9/HXkZVojySQ+whoYGlJWVAQDKysqwdevWiGWam5uRlZWFzMxMJCcno7S0FPX19QPfv/XWW/GLX/xC2pjNwApxUH+wnysGBZ1qI2v3buCSSyQOKI40TTyW3btHXoYVonzSA6ynpwcOhwMA4HA40NPTE7GM3+9HRkbGwHWn0wm/3w8AqK+vh9PpxIIFC+QM2CSsEAexmlHTqebo7t3ApZdKHFCcXXopsGfPyN/nPJUvLs+22+1Gd3d3xO2bNm0Ku65pmuH7GiO913HkyBFs3rwZjY2NA7fpJyulLYwV4iBWiGo6WUug62JlX1MjeVBxdMklwB//OPL3WSHKF5cAGxowwzkcDnR3dyM1NRVdXV2YNWtWxDLp6enw+XwD130+H5xOJw4cOICOjg7k5eUBAA4ePIiLL74Yzc3NhvezYcOGga8LCwtRaKH9eVkhDmKFqKaTbWQdOABMmgQMKVIs76KLgLfeAj77DDj99MjvW7VCbGpqQlO054xRjPTXuyUlJaitrUVFRQVqa2uxevXqiGUKCgrQ3t6Ojo4OpKWloa6uDh6PB7m5uWGV47nnnot9+/YhJSXF8HcNDTCrsSXxYL4hgSBfganoZAec3rNnYtWHgPgwdl4e8OKLkZ9t03UdQT1oyQ2t4Rv3GzduNG8woyT9PbDKyko0NjbC5XJh586dqKysBAB0dnZi1apVAAC73Y6amhoUFRVh7ty5WLt2LXJzcyPuayLvVm1PsrNC/AKPwqGmk52zbqK9/xUy0o4cQT0IDRqSNH60Vibpa4WUlBTs2LEj4va0tDRs27Zt4HpxcTGKi4tPel/vvvtuzMenClaIg3gUDjWdrCXYvRu47jq545Hh0kuB3/8+8na+/2UObi4oihXiIKu+tzDR2TTj98A+/hh45x0gP9+EQcVZ6BXY8H3HOEfNwQBTFCvEQawQ1TRShdjcLHZ4mDTJhEHFWVoaMG0a0NYWfjt3oTcHA0xRrBAHsUJU00gtwZ49E+cDzEaMPg/GCtEcDDBFsUIcxHpGTSNViBN1B44Qox05OEfNwQBTFCvEQawQ1WRUIQaDwN69CfgKjBWiKRhgimKFOIgVopqMWoK33gJmzAC+OFrchLRgAdDRAQw9kQYrRHMwwBTFCnEQ6xk12TQbgnow7HBue/dOjNOnnExysthJpbl58DbOUXMwwBTFCnEQK0Q1aZr44O7QDa3mZmDRIhMHJcmiReKIHCGsEM3BAFMUK8RBrBDVNXyevvhiYgTYwoXDAowVoikYYIpihTiI9Yy6hh7Q98gRoLUVuPBCkwclwaJFwAsvDH6gmXPUHAwwRbFCHMQKUV1Dzwn2yitAbq446O1Ed845QCAAfHGaQlaIJmGAKYoV4iBWiOoaOk9ffFFUa4lA08JrRFaI5mCAKYoV4iDWM+oaWiEmyg4cIYsWDe6JyDlqDgaYoox2UU5UrBDVNbRCTOQAY4VoDgaYoox2UU5UrBDVFaoQDx8GurrEe2CJYuFCYN8+cfQRVojmYIApjO+DCaxn1BWqEF96SXy415ZAf6azzwZSUsSR6TlHzcEAUxj3RBRYIaorVCEmWn0YEtqRgxWiORhgCuOOHAIrRHWFWoJE2gNxqND7YKwQzcEAUxgrRIH1jLpCFWKivgILBRjnqDkYYApjhSiwQlSXPcmOzu4ATpwQH+4Dt15EAAAaxElEQVRNNBddBLzxBnD0OOeoGRhgCmOFKASCAW7dKsqm2fDq6wEsWiQ+3JtoTj8dmDMHOPAuK0QzMMAUxgpR6A/2c+WgKFuSDa+/0Z+Q9WHIokXAW22sEM3AAFMYK0SBFaK67El2vNESQEGB2SMxz8KFQNs7nKNmYIApjBWiwApRXTbNhrfbEjvALr6YFaJZGGAKY4UosEJU14njNkye2g+Hw+yRmOeCC4Duv/UDQc5R2RhgCmOFKLBCVNeRz+xwnZ/YG1lTpgCz0wP45CPOUdkYYApjhSiwQlTXZ5/YkO3iHD0nM4DDvZyjsjHAFMYKUWCFqK5PP7HhvGy2BF/K7MfhQ5yjskkPsN7eXrjdbrhcLixfvhx9fX2Gy3m9XuTk5CA7OxvV1dUDt2/YsAFOpxP5+fnIz8+H1+uVNXTpWCEKrBDVpOvAJ312nDeHG1nOLwVw6APOUdmkB1hVVRXcbjfa2tqwbNkyVFVVRSwTCARQXl4Or9eLlpYWeDwetLa2AhCnGbn11luxf/9+7N+/HytWrJD9EKRhhSiwQlTTX/8KJGk2nDmdc3R2WgAf9dlw9KjZI0ks0gOsoaEBZWVlAICysjJs3bo1Ypnm5mZkZWUhMzMTycnJKC0tRX19/cD3E+Ukj6wQBVaIatq3D5h+ho0tAQDN1o/pZ9jw2mtmjySxSA+wnp4eOL7Y59bhcKCnpydiGb/fj4yMjIHrTqcTfr9/4Prdd9+NvLw83HDDDSNWkBMBK0SBFaKa9u0DUqbb2RJAtASOmXbs22f2SBJLXALM7XZj/vz5EZeGhoaw5TRNg2ZwADWj20JuuukmvPfee3jllVcwe/Zs/OAHP4j5+FXBClFghaimffuAlLPYEgBiIyvVYWOASRaXzdrGxsYRv+dwONDd3Y3U1FR0dXVh1qxZEcukp6fD5/MNXPf5fHA6nQAQtvyNN96IK664YsTftWHDhoGvCwsLUVhYOIpHYT5WiAIrRPXougiwr3yLFSIg5ujsVBv2ecweyeg1NTWhqanJ7GGMifRepqSkBLW1taioqEBtbS1Wr14dsUxBQQHa29vR0dGBtLQ01NXVweMRM6OrqwuzZ88GAGzZsgXz588f8XcNDTArCp1rKdEFdL4CU8377wPJycDfTWVLAIiWYPYsGx5/Gzh6VHy42SqGb9xv3LjRvMGMkvT3wCorK9HY2AiXy4WdO3eisrISANDZ2YlVq1YBAOx2O2pqalBUVIS5c+di7dq1yM3NBQBUVFRgwYIFyMvLw65du/DLX/5S9kOQJnS69kTH07WrZ98+cQxAe5KdLQHERtaUSXZkZwOvv272aBKH9LVCSkoKduzYEXF7Wloatm3bNnC9uLgYxcXFEcs99NBDcR2fSlghCjxdu3pCAXZQ4ysw4Iv3aZNsuPhi8dwsXGj2iBIDj8ShMFaIAk/Xrp5QgHGOCqE5GgowkoMBpjBWiAJ3o1dLaAcOVoiDQnOUASYXA0xhrBCFUD1DajhwAJg0CUhL+2KOciNrYI7m5QHt7cAnn5g9osTAAFMY6xmBFaJavF6gqAjQNM7RkNAcPe00YMkSYOdOs0eUGBhgCmOFKLBCVIvXC4QOQcoKURg6R1esEM8RxR8DTGGsEAVWiOo4ehR49lnA7RbXWSEKQ+foihXAE0+I9wopvhhgCuPKQWCFqI7nngPmzwfOOktcZ4UoDJ2jc+cCwSDw9tsmDyoBMMAUxoP5CqwQ1TG0PgRYIYYMnaOaxhpRFgaYwmxJrBABVogqeeIJYOjxBdgSCMM/bB+qESm+GGAK48pBYIWohr/+FfjwQ+CiiwZvY4UoDJ+jy5YBu3cDn39u4qASAANMYawQBVaIanjySWD5ciBpyFqDFaIw/HidZ54pgn7XLhMHlQAYYApjhSiwQlTD8PoQYEsQYnS8zuJi1ojxxgBTGFcOAitE8x0/DjzzjHgFNhQrRMFojnJHjvhjgCmMFaLACtF8e/YA2dnAzJnht7NCFIxO+ZOXJw4pdeCASYNKAAwwhbFCFFghmu/RRwGjk5+zJRCMKkRNA772NeCxx0waVAJggCmMKweBFaK5PvsM+OMfgeuvj/weK0RhpDl6443A/feLDzZT7DHAFMYKUWCFaK5HHgG+/GUgIyPye6wQhZHOGr5oETBtGg/uGy8MMIWxQhRYIZrrvvuA9euNv8eWQBjprOGaJp67++4zYVAJgAGmMK4cBFaI5nn1VcDvj9x9PoQVonCyOfrNbwI7dgDd3ZIHlQAYYApjhSiwQjTPffeJ93FsI2w/8JQ/wkgVIgCccQZw1VXAgw9KHlQCYIApjBWiwArRHJ9+CvzpT8ANN4y8DE/5I4xUIYasXw888AB35og1BpjCWCEKrBDN8ac/AZddBjidIy/DClE41RwtKACmTxdVIsUOA0xhrBAFVojyBYPA//zPyDtvhLBCFE5WIQKDO3PcfbfEQSUABpjCWCEKrBDl+9//BSZPDj/3lxFWiMKpKkQAKCsD3nhDHJKLYoMBpjBWiAIrRLk+/RT48Y+B//qv8CPPG2GFKEQzR6dMAe68E/j+94EA/1vHBANMYawQBVaIcv3iF8DSpcCSJadelhWicKoKMeSqq8Reib/7nYRBJQCuFRRmS+IrMIAVokzvvy/e+3rlleiWZ4UoRFMhAuK9sF/+Uhwj8eqrxXnDaOz4CkxhXDkIrBDlqawEysuNDxtlhBWiMJo5evHF4oPhmzfHeVAJgAGmMFaIAitEOZ58EnjuOeC226L/GVaIQrQVYsimTcBvfwvs3x/HQSUA6QHW29sLt9sNl8uF5cuXo6+vz3A5r9eLnJwcZGdno7q6Oux7d999N3Jzc3HBBRegoqJCxrBNwQpRYIUYf++8A/zzP4ujzp9+evQ/x5ZAiLZCDJk9G7jnHmDNGuCDD+I4sAlOeoBVVVXB7Xajra0Ny5YtQ1VVVcQygUAA5eXl8Hq9aGlpgcfjQWtrKwDgmWeeQUNDA1577TW88cYb+OEPfyj7IUjDlQOg67pYObBCjJuPPwZKSoA77hAfXB4NVojCWGruq68Wx0n8xjeAEyfiNLAJTnqANTQ0oKysDABQVlaGrVu3RizT3NyMrKwsZGZmIjk5GaWlpaivrwcA3Hvvvbj99tuRnJwMAJg5/BSxEwgrRCCoB5GkJUHTNLOHMiEFg8C3vgVcfvmpP7RshBWiMNoKMeRnPxN7JX7ve3EYVAKQHmA9PT1wOBwAAIfDgZ6enohl/H4/Moa8i+x0OuH3+wEA7e3tePbZZ7FkyRIUFhbipZdekjNwE7BCBF99xVEwCPzgB0BvL/CrX43tPtgSCKOtEEOSksSHxp9+GrjrrjgMbIKLyzvjbrcb3QbnDti0aVPYdU3TDLesT7a13d/fj8OHD2Pv3r148cUXcfXVV+Pdd98d/6AVxJXDF9UM3/+KuaNHxZEhDh4EGhqASZPGdj+sEIXx7Cl75pmA1wusXAn4fCLIRjr6P4WLS4A1NjaO+D2Hw4Hu7m6kpqaiq6sLs2bNilgmPT0dPp9v4LrP54PziyOKOp1OXHnllQCAhQsXIikpCYcOHcKMGTMi7mfDhg0DXxcWFqKwsHCMj8gcXDl8sQMHX4HF1IcfAqtXA+npYst/ypSx3xePFiOMd0ejzEzgL38BrrxSvCf2hz8AU6fGbnwn09TUhKamJjm/LMak75tcUlKC2tpaVFRUoLa2FqtXr45YpqCgAO3t7ejo6EBaWhrq6urg8XgAAKtXr8bOnTuxdOlStLW14fjx44bhBYQHmBXx/QXuQh9rzzwDfPvbYiW5efOpDxV1KvYke8K3BEBs5ulZZ4mPMtx4I/CVr4jd7PPzYzTAkxi+cb9x48b4/9IYkf4eWGVlJRobG+FyubBz505UVlYCADo7O7Fq1SoAgN1uR01NDYqKijB37lysXbsWubm5AIB169bh3Xffxfz583HNNdfgoYcekv0QpGGFyF3oY6W7G/infxK14Z13AlVV4w8vgO/ThsSqKZg0CaitBW6+WRxI+XvfE3uJkjHpm7YpKSnYYXBSnLS0NGzbtm3genFxMYoNzmOenJyMhx9+OK5jVAUrRB6FY7x6esRZle++G1i3DmhpAf7u72J3/zaNc3Tgox4x2tDSNHES0a9/XRwZJTcX+NGPgOuv56GnhuOROBTGCpEV4lgEg8Du3eKDyTk5QGenOMJGdXVswwtghQiIj3po0JCkxXZ1evbZwG9+A2zdCrzwAnDuueIwX6+9Buh6TH+VZXHNoDBWiKwQo/XBB8DzzwP/93/Atm3AzJnAddeJU6KkpMTv97JCHPsu9NFauBDweAC/H7j3XvGh86Qk4IorxEGBL7kk9hsmVsEAUxgrRFaIwx09Chw4ALz9NtDWJo4a39wMHDoELF4MrFoF/PSnwHnnyRkPK0R5czQ9Hfj5z8WHn19/XWysbNgg5sCcOeLvv2ABcP754pKREZv3OVXGADOZrovK58QJ4PhxcTl2DDhyBHj3b3Z8diSA554TK67Q5dix8K+PHRv8udB9hC4nTohLf7/xJRAQv3/oRddHrig0TfynGH6x2QC73fgyaRKQnCz+HXqZPHnw38mTxe7cwy8fBgMInLCjpQU47TRx29CftdvV/0+q6+J5Hv43PnpU/J0//1xcPvlEXD7+GDh8WITSoUPi1ZXfLy4ffyyqJJdLrKSKi8VKzOUy53lghTj2o3CMlaaJoFqwAPjJT8R8evVVUTO++SawZYvYwDl0SISe0yn+dThELTlzJjBjhng/bfp08e+0aeJV3GiOg6mCCR1g8+adepmhK+qRvg5dD91m9O/QFf/Q60ODIRCIvJw4ISbk8JX7aacBSTNt6Lk8gB//eHCFPnRFH1rxh1bm06YNrtxDgZGcPHgJBYrNJq7bbIOXpKTBcNK0wYvRczD8sYUey9BQDH0dCtChgRpagR87Bnz22eDKPHTbkSODt/UmBfBBvg1XXSVuP3o0/D5OnBBjDj2u4ZdQwBo9tuGP0+jxDn3cw68PD/3QxsDQv2/oeUhKGvybhP5eU6aIv/PUqeLfadPEYYWmTRO7VKemijk8c6ZYAaWni69VCmxWiPGvEE9l0iRRMy5cGH7755+LjZ6DB8Xlgw/E5b33xNFXPvoI6OsT/4Y2no4dM+cxjNWEDrBHHoluuaErrpG+Dl0fvrIL/Tt05Tj066Er0dArldAlFCgjrZDePWzD39f247nnonscE9Gbf+vHPz5qQ0vryMsMD8/QZWjADg9fo1AK/Ws0B4zCzmYz/juP5m9sdawQ1a25p04FsrPFJVr9/WJDyyomdIBF8wpMZdwLMbq9EENhMXmypEHRAFaI8ivEeLJb7GFM0O3CiYF7IXIvRNWxQjS/QkxkDDCFcS9EdesZEmyaDUE9CD2BP5jEOWoeBpjCWCHyg8yq0zTxAd5EnqcTqUK0GgaYwlghskK0gkSfp6wQzcMAUxgrRNYzVpDo85Rz1DwMMIWxQmSFaAWJPk9ZIZqHAaawRK9mAFaIVpDo85QVonkYYApL9GoGYD1jBYk+TzlHzcMAU5hNs0GHntC7KLNCVB8rRM5RszDAFMZdlFkhWgErRM5RszDAFJfox5pjPaM+Voico2ZhgCku0Y81xwpRfawQOUfNwgBTXKIfa44VovpYIXKOmoUBpjhWiKxnVMcKkXPULAwwxbFCZD2jOlaInKNmYYApjhVigFu3imOFyArRLAwwxbFC7OfKQXGsEFkhmoUBpjhWiKxnVMcKkXPULAwwxbFCZIWoOlaIrBDNwgBTHCtEVoiqY4XICtEsDDDFsUJkPaM6Voico2aRHmC9vb1wu91wuVxYvnw5+vr6DJfzer3IyclBdnY2qqurB24vLS1Ffn4+8vPzce655yI/P1/W0E3BCpEVoupYIbJCNIv0AKuqqoLb7UZbWxuWLVuGqqqqiGUCgQDKy8vh9XrR0tICj8eD1tZWAMCf/vQn7N+/H/v378dVV12Fq666SvZDkIoVIitE1bFCZIVoFukB1tDQgLKyMgBAWVkZtm7dGrFMc3MzsrKykJmZieTkZJSWlqK+vj5sGV3X8cgjj+Caa66RMm6zsEJkPaM6Voico2aRHmA9PT1wOBwAAIfDgZ6enohl/H4/MjIyBq47nU74/f6wZZ577jk4HA7MmTMnvgM2GStEVoiqY4XIOWqWuGw2uN1udHd3R9y+adOmsOuapkHTtIjljG4bzuPx4Nprrx37IC0iOSkZtz55K8467Syzh2KKtz58C9dfeL3Zw6CTSLYl445n78D9L99v9lBM8d7h9/D35/692cNISHEJsMbGxhG/53A40N3djdTUVHR1dWHWrFkRy6Snp8Pn8w1c9/l8cDqdA9f7+/uxZcsWvPzyyycdx4YNGwa+LiwsRGFhYfQPQhEPXPEA3j38rtnDMNUS5xKzh0Ancaf7TrR+0Gr2MEyVP9u6O5M1NTWhqanJ7GGMiaZLPl/9bbfdhhkzZqCiogJVVVXo6+uL2JGjv78f559/Pp5++mmkpaVh0aJF8Hg8yM3NBSD2UKyursYzzzwz4u/RNA2SHxoRkeVZad0p/T2wyspKNDY2wuVyYefOnaisrAQAdHZ2YtWqVQAAu92OmpoaFBUVYe7cuVi7du1AeAFAXV3dhN95g4iITk76KzBZrLQVQUSkCiutO3kkDiIisiQGGBERWRIDjIiILIkBRkRElsQAIyIiS2KAERGRJTHAiIjIkhhgRERkSQwwIiKyJAYYERFZEgOMiIgsiQFGRESWxAAjIiJLYoAREZElMcCIiMiSGGBERGRJDDAiIrIkBhgREVkSA4yIiCyJAUZERJbEACMiIktigBERkSUxwIiIyJIYYEREZEkMMCIisiQGGBERWRIDjIiILIkBRkREliQ9wHp7e+F2u+FyubB8+XL09fUZLuf1epGTk4Ps7GxUV1cP3N7c3IxFixYhPz8fCxcuxIsvvihr6EREpBDpAVZVVQW32422tjYsW7YMVVVVEcsEAgGUl5fD6/WipaUFHo8Hra2tAIDbbrsNP/vZz7B//37ccccduO2222Q/hITU1NRk9hAmDD6XscXnM3FJD7CGhgaUlZUBAMrKyrB169aIZZqbm5GVlYXMzEwkJyejtLQU9fX1AIDZs2fjo48+AgD09fUhPT1d3uATGFcSscPnMrb4fCYuu+xf2NPTA4fDAQBwOBzo6emJWMbv9yMjI2PgutPpxAsvvABAvIL7yle+gh/+8IcIBoPYs2ePnIETEZFS4hJgbrcb3d3dEbdv2rQp7LqmadA0LWI5o9tCbrjhBvzqV7/CmjVr8Oijj2LdunVobGwc/6CJiMhadMnOP/98vaurS9d1Xe/s7NTPP//8iGX27NmjFxUVDVzfvHmzXlVVpeu6rk+bNm3g9mAwqJ9xxhmGvwcAL7zwwgsvY7hYhfQKsaSkBLW1taioqEBtbS1Wr14dsUxBQQHa29vR0dGBtLQ01NXVwePxAACysrKwa9cuLF26FDt37oTL5TL8Pbqux/VxEBGRuTRd8pq+t7cXV199Nd5//31kZmbikUcewfTp09HZ2Ylvf/vb2LZtGwDgiSeewPe+9z0EAgHccMMNuP322wEAL730Em6++WYcO3YMp512Gu655x7k5+fLfAhERKQA6QFGREQUCxPmSByPPvoo5s2bB5vNhpdffnnE5Ub6gDSFi/YD55mZmViwYAHy8/OxaNEiyaNUWzRz7ZZbbkF2djby8vKwf/9+ySO0llM9n01NTTjzzDORn5+P/Px8/PznPzdhlNawbt06OBwOzJ8/f8RlLDE3TX0HLoZaW1v1t99+Wy8sLNT37dtnuEx/f78+Z84c/b333tOPHz+u5+Xl6S0tLZJHag0/+tGP9Orqal3Xdb2qqkqvqKgwXC4zM1M/dOiQzKFZQjRzbdu2bXpxcbGu67q+d+9effHixWYM1RKieT6feeYZ/YorrjBphNby7LPP6i+//LJ+wQUXGH7fKnNzwrwCy8nJGXGHjpCTfUCawkXzgfMQnS10hGjm2tDnePHixejr6zP8XCRF/3+XczE6l112Gc4666wRv2+VuTlhAiwaRh+Q9vv9Jo5IXdF84BwQn9n7h3/4BxQUFOCBBx6QOUSlRTPXjJY5ePCgtDFaSTTPp6Zp2L17N/Ly8rBy5Uq0tLTIHuaEYZW5KX03+vEY6QPSmzdvxhVXXHHKnz/ZB6QT0Xg/cA4Af/nLXzB79mx88MEHcLvdyMnJwWWXXRaX8VpJtHNt+CsGzlFj0TwvF110EXw+H6ZOnYonnngCq1evRltbm4TRTUxWmJuWCrDxHnEjPT0dPp9v4LrP54PT6RzvsCzrZM+nw+FAd3c3UlNT0dXVhVmzZhkuN3v2bADAzJkzsWbNGjQ3NzPAEN1cG77MwYMHeWzPEUTzfE6bNm3g6+LiYnz3u99Fb28vUlJSpI1zorDK3JyQFeJIPfjQD0gfP34cdXV1KCkpkTw6awh94BzAiB84//zzz/HJJ58AAD777DM89dRTJ92rKZFEM9dKSkrw0EMPAQD27t2L6dOnD9S2FC6a57Onp2fg/35zczN0XWd4jZFl5qaJO5DE1OOPP647nU59ypQpusPh0FesWKHruq77/X595cqVA8tt375dd7lc+pw5c/TNmzebNVzlHTp0SF+2bJmenZ2tu91u/fDhw7quhz+fBw4c0PPy8vS8vDx93rx5fD6HMZprv/71r/Vf//rXA8vcfPPN+pw5c/QFCxaMuPcsCad6PmtqavR58+bpeXl5+iWXXKLv2bPHzOEqrbS0VJ89e7aenJysO51O/be//a0l5yY/yExERJY0IStEIiKa+BhgRERkSQwwIiKyJAYYERFZEgOMiIgsiQFGRESWxAAjIiJLYoAREZElMcCIiMiSGGBERGRJDDAiIrIkBhgREVkSA4yIiCyJAUZERJbEACMiIktigBERkSUxwIiIyJIYYEREZEkMMCIisiQGGBERWRIDjIiILIkBRkRElsQAIyIiS2KAERGRJTHAiIjIkhhgRERkSQwwIiKyJAYYERFZEgOMiIgsiQFGRESWxAAjIiJLYoAREZElMcCIiMiSGGBERGRJDDAiIrIkBhgREVkSA4yIiCyJAUZERJbEACMiIktigBERkSUxwIiIyJL+Pz8Ln2LeG+njAAAAAElFTkSuQmCC\"\n",
        "  frames[11] = 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\"\n",
        "  frames[12] = 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\"\n",
        "  frames[13] = 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\"\n",
        "  frames[14] = 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\"\n",
        "  frames[15] = 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\"\n",
        "  frames[16] = 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\"\n",
        "  frames[17] = 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\"\n",
        "  frames[18] = 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\"\n",
        "  frames[19] = 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\"\n",
        "\n",
        "\n",
        "    /* set a timeout to make sure all the above elements are created before\n",
        "       the object is initialized. */\n",
        "    setTimeout(function() {\n",
        "        animOFRAZFHNWVQZOVRK = new Animation(frames, img_id, slider_id, 100, loop_select_id);\n",
        "    }, 0);\n",
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