{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "44a03262-7c0a-4eef-b7b5-ccabe803702a",
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   "source": [
    "# Messing around with model parameters\n",
    "\n",
    "Recently I added some alternative correlations to [GasDispersion.jl](https://github.com/aefarrell/GasDispersion.jl), the julia package I put together for basic chemical release modeling, and I thought it would be worthwhile to circle back and look at some of those in more depth.\n",
    "\n",
    "Typically, when evaluating various release scenarios, key pieces of the model are specified in advance and each scenario uses the same set of assumptions: comparing apples to apples. For a Gaussian plume dispersion model there are really three key correlations used for the model parameters: the wind-speed profile, crosswind dispersion, and vertical dispersion. Correlations for each of these are given in the standard references and there is not, to my mind, any deep reason to prefer one reference over the another. Besides maintaining consistency with other modeling or perhaps with industry practice in a particular area.\n",
    "\n",
    "This raises the obvious question: how much does it matter which reference you use? Usually one takes the results of a Gaussian plume model with a fair grain of salt, these are \"order of magnitude\" estimates really. That's what I'm going to look at here."
   ]
  },
  {
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   "execution_count": 1,
   "id": "3849eb33",
   "metadata": {
    "collapsed": true,
    "jupyter": {
     "outputs_hidden": true,
     "source_hidden": true
    },
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
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      "\u001b[36m\u001b[1m        Info\u001b[22m\u001b[39m Packages marked with \u001b[33m⌅\u001b[39m have new versions available but compatibility constraints restrict them from upgrading. To see why use `status --outdated -m`\n"
     ]
    }
   ],
   "source": [
    "#hide\n",
    "\n",
    "# This is some boiler plate to make the notebook stand alone\n",
    "# Creates a temporary project and adds only the packages used\n",
    "# in the notebook to the Project.toml\n",
    "using Pkg\n",
    "\n",
    "Pkg.activate(; temp=true)\n",
    "Pkg.add([PackageSpec(name=\"Plots\", version=\"1.39.0\"),\n",
    "         PackageSpec(name=\"LaTeXStrings\", version=\"1.3.1\"),\n",
    "         PackageSpec(name=\"Measures\", version=\"0.3.2\"),\n",
    "         PackageSpec(name=\"Contour\", version=\"0.6.2\"),\n",
    "         PackageSpec(name=\"GasDispersion\", version=\"0.2.1\")])\n",
    "Pkg.instantiate();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "8361424f-22a7-4c09-b381-ada7895d08f4",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [],
   "source": [
    "#hide\n",
    "\n",
    "using Plots, LaTeXStrings, Measures\n",
    "using GasDispersion\n",
    "\n",
    "colours = palette(:Paired_8);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "2fc028e0-620c-471e-bbc3-c45e850a9549",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [],
   "source": [
    "#hide\n",
    "\n",
    "sets = [ (name=\"Default\", eqn=DefaultSet, color=:black, linestyle=:solid, lw=3),\n",
    "         (name=\"CCPS Rural\", eqn=CCPSRural, color=colours[2], linestyle=:solid, lw=3),\n",
    "         (name=\"CCPS Urban\", eqn=CCPSUrban, color=colours[4], linestyle=:solid, lw=3),\n",
    "         (name=\"ISC3 Rural\", eqn=ISC3Rural, color=colours[1], linestyle=:dash, lw=2),\n",
    "         (name=\"ISC3 Urban\", eqn=ISC3Urban, color=colours[3], linestyle=:dash, lw=2),\n",
    "         (name=\"TNO\", eqn=TNO, color=colours[6], linestyle=:dash, lw=2),\n",
    "         (name=\"Turner\", eqn=Turner, color=colours[7], linestyle=:dash, lw=2) ];"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "17902a4e-7f01-4614-9947-e0d5e8e44be6",
   "metadata": {},
   "source": [
    "## Windspeed\n",
    "\n",
    "The windspeed correlations I am looking at here are the basic power law\n",
    "\n",
    "$$ u = u_R \\left( z \\over z_R \\right)^p $$\n",
    "\n",
    "where *u<sub>R</sub>* is the known windspeed at a reference height *z<sub>R</sub>* and *p* is a parameter that depends upon the [Pasquill stability class](https://en.wikipedia.org/wiki/Outline_of_air_pollution_dispersion#The_Pasquill_atmospheric_stability_classes). There are more complex models that incorporate the surface roughness, Monin-Obukhov mixing length, and other measures of stability, they are beyond this analysis."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5543038b-7d93-4239-b33a-d56a38801d25",
   "metadata": {},
   "source": [
    "There are three different standard references used in `GasDispersion.jl` for windspeed: the default which comes from Spicer and Havens ([1989](#spicer-1989)), the correlations used by the EPA Industrial Source Complex (ISC3) dispersion models ([EPA 1995](#epa-1995)), and the correlations given in the various CCPS guidance documents ([AIChE/CCPS 1999](#ccps-1999))\n",
    "\n",
    "The ISC3 and CCPS correlations are divided into urban and rural terrain and are exactly the same correlations for the unstable classes. They appear to be the correlations given in Hanna *et al.* ([1982](#hanna-1982)). They also bracket the default correlation. Clearly whether or not the terrain is urban is significant, it can lead to a 20-30% difference in estimated windspeed (depending upon elevation)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "b964b808-1e7d-4601-bb22-2c4b5c84cc5a",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [],
   "source": [
    "#hide\n",
    "\n",
    "u0, z0 = 1.0, 1.0\n",
    "\n",
    "xs = range(1.0,10.0,100)\n",
    "\n",
    "function plot_windspeed!(plt,class)\n",
    "    plot!(plt, xlabel=L\"z/z_R\", ylabel=L\"u/u_R\", title=\"$class\", legend=false)\n",
    "\n",
    "    for s in sets[1:5]\n",
    "        ys = [ GasDispersion._windspeed(u0,z0,x,class,s.eqn) for x in xs]\n",
    "        plot!(plt,xs,ys, color=s.color, linestyle=s.linestyle, lw=s.lw, label=s.name)\n",
    "    end\n",
    "\n",
    "end\n",
    "\n",
    "ws_legend = plot(framestyle=:none, legend=:topleft, foreground_color_legend = nothing);\n",
    "\n",
    "for s in sets[1:5]\n",
    "    plot!(ws_legend,(1), color=s.color, linestyle=:solid, lw=2, label=s.name);\n",
    "end"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "9c3567f4-9920-42cf-980e-677491abf874",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#hide\n",
    "\n",
    "wsA, wsB, wsC, wsD = plot(), plot(), plot(), plot()\n",
    "\n",
    "plot_windspeed!(wsA,ClassA)\n",
    "plot_windspeed!(wsB,ClassB)\n",
    "plot_windspeed!(wsC,ClassC)\n",
    "plot_windspeed!(wsD,ClassD)\n",
    "\n",
    "l1 = @layout [ grid(2,2) b{0.14w} ]\n",
    "\n",
    "plot(wsA, wsB, wsC, wsD, ws_legend, layout=l1, size=(600,400), margin=2.5mm)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a325d799-e082-452f-90a1-a63ddfd756af",
   "metadata": {},
   "source": [
    "For the stable atmospheres the ISC3 and CCPS *rural* correlations are the same. However they are very different for *urban* terrain and they no longer bracket the default correlation. The CCPS *urban* correlations are the same as Hanna *et al.* ([1982](#hanna-1982)), the ISC3 correlations use the parameter *p* = 0.30 and no reference is given in the model specification so I don't know why.\n",
    "\n",
    "For an urban release scenario, whether or not one choses the default, the ISC3 urban, or the CCPS urban correlation can lead to a 300% difference in windspeed (for class F stability, depending on elevation). Which is a pretty large difference."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "a372cc7f-3d7b-4df7-bfaa-1b6517f984d0",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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r5o/Myw/z73PFVKCpotki26VeuqPRKDSXy+1H8TqJsrIyogUHA3QuPeLz6ft5dwVQs4GoopTSSvs1vsaT0Sh0Y2Nj/4qH0Bv0liLk8/lFRUUAAENDw443sWk0Gg6HQ9bcByRtqkBLJavFdstG6nj+gFPADlBVVQ0LC+tvKRB6ESEk/LvgwdnPJ6kcKlyDRWNnmM9cYreCiCf2r2wIvUqvKMJnz57Nnz9fTk4OjUZzOJy7d+8OGzaszZZxcXHu7u4LFiy4dOlSb0iC0F/Usmr+yIx8kH9PXAXaqNgutl3uqj2yHwVDQGiTTEr6ocT92XVZopphmiOCnEMM5Az7USqEvqFXFKGWllZ8fLyxsTEAYNu2bStWrEhNTW3drKmpae3atb6+vr0hA0J/Uc+uu5p5+V7eXXEVaKtit9huuYvW9/kSICD0AVQO9XTq8X8KHwmhZk9ETaLm707BXrre/SsYQp/RK4rQzs5O9HnkyJHtzfa2bds2ffr0mpqahoaG3hADoY9paKJey7xyN/cWh88RVdqq2C0ZsmKEpms/CoaA0CZCSHg//+651FN0Lh2ukcBIzLNZNM96oQRGon9lQ+hLet1Y5uLFi35+bXhJf/78+c2bNwkJCZs3b+64BxaLlZGRoaysDBdlZWWdnZ17XlCEbtDIbbyR/cfN7Oss3r/h0a2UbZYN+Q2ZBSL8mGTUph/8uDe3LkdU46HjtcF5kyZRqx+lGmCwWCyBQCAj8x12tkwmE41GS0lJ9Z5UreldRRgeHp6RkZGQkNCinsvlLly48NKlS50JBlFZWVlYWCjqBI/H37p167t8uTgcDhaL7QP3LwaD8e1GP89AEASxWKyOg1KyBez7hXfv5t9s5P1rTWcqb7bAcslwdRcAQGes7GCrUTweDxfRaLS0tHS3REdAaJ+GJurplBOPCx+K1kJ1ZfWCnEOQl7YOmDFjRn19PR6P19HRMTQ0DAgIMDAw6KA9m80eM2YMhULx9PSMiIjo/EBBQUE6OjpbtmwpKSnJyMjom72zXtQNZ86ciYiIiI2NVVBQaHHo2rVrXC43KioqKioqKSmJw+FcunRp8eLFbfZjYmIyadKkX3/9tcuS4HC4vlGEAIDvevf5wQeCIAiNRhOJbdvLcQXc+/l3r6RfrOfUiyqNFUyWDVnpqTvquyxCWyhCBIReQggJHxU8OJ16nN5Eg2sksZILbZbMtpqPxyC3X0e8e/du/fr19vb2NTU10dHRNjY2165dmzJlSnvto6OjIQjKzc3t8ohfvnw5duzYz60IIyMjDx06FBsbq6Oj0/qomZmZr68vlUoFAHA4nKamJhqN1kuSIPQ4AkjwtPDxhbRz1cwqUaWurN7yIStH64/9AQNnIyAAAHLrcsIS92ZS0kU1nrqjNjht0iBq9qNUPxEODg7e3t4AgJkzZ1pZWS1duvSXX36RkpKCIOjq1avR0dEEAmHJkiVOTk7Jycnnz58nk8khISG//PKLubn5+fPnMzIypKWlp02bNnHiRABAeXn5nTt3goKC4M6PHDkSEBCgq6sLFxsbG//888+vX7+GhIRISEiIAjz1Er2iCP/5558lS5YEBQW9fv0arlm8eDEajT5w4EBBQUFkZOTIkSNHjmy2oQ8KCmpoaNiwYUNvSILQs0AAiimNPvv5ZAntq6hSg6i5xHb5BGM/DOob+RkQEPoFJo9x9vOpv3Jvi9ZCtWS0g523IJ487ZGdnf3hwwdRsfX60/Lly4OCgpKSkjw8PNasWVNYWBgcHFxTUzN58uQXL15oampaWVnV1taOHj1aX1+/srJSUVFx3bp1tbW1a9aswWAwv/zyS1VV1YULF0SK8OLFi66uriJFKCEhYWdnV1BQMHr06G8mfuk+vaIIcTjc4sWLGxoaUlJS4Bp42dPKykpJSalF4+HDhyO5Ln8KkquTTqecEH+hVpJSXmizZIpZAA7d6wkTEBC6xquSF0eTDlHYtXARj5GYZ71gvs1ixC60AwIDA9PT08Vr5OXlxYsEAkFFRYVMJldXV0dGRpLJZHgPpaSk5OLFiydPnrSyssrMzBw9ejQAQE9Pb8iQIWQymUAgTJs27cGDB7/88o3Awng83tbWNjo6Gu6ht+kVRThu3Lhx48a1rm/TfHTatGm9IQNCD5Jfn3c69Xh8pdgbIl5mjtX8QMs5Utg+Ne5CQOg85Y1lBxP3JZLiRTUjNF03DtusK6vXj1L9FOzcufPFixeiIpFIvH79ungDHo9XX18vLy+fn58vEAg8PT3hegaDYW9v36K3zMzMGTNmyMvLa2pqlpWVqaqq9rL43w0SaxShI8is6vAvV54XPxGtKUlgJGZYzJxvvUhWQq5/ZUNAaA+ugPtn1pXL6RdFUR1UCKrrnYLH6I/tX8F+Fvz9/f39/cVrbt68KV6MiorCYrFOTk4kEolAIHz69KmDvIy7d+9eunTp2rVrAQBHjhyJiYkBAODxePEgw63NRFAoVMcm6z0IoggR2obOpV/NuHQ756boUYJGoX2NJy8b8psqQa1/ZUNA6IBUcvL+hN2ibWw0Cj3DfOZy+5XSuO7GC61ncr+UNoy0kMZhBqNFGIPBoFKpFAolKipq27Zt27dvV1BQkJWV1dPTCwsLCwkJQaFQVCq1trbW1NRU/EQejwfvf1EolEuXLhkZGQEADAwMamtrs7OzLS0tb926RSaTWwynqqpaWVnJ4XD6IHEmoggRWsIT8v7KvXUp/YLIxBwA4KHjtdJhraG8UT8KhoDQMbSmhuPJh58UPoZA80zCStlmy4htZooW3ey5soF9Ka64it6kKU94lpdxeKrdt88ZWMjJyS1YsACFQikrK1tbW1+9ehU2/sRgMPfv31+xYsWZM2cIBAKfzz969KipqamEhITI82rr1q3+/v7Xrl3DYDC+vr5lZWVwh/v27RsxYoSCgsL48eOHDh0Ke7gRiUQ4B8OwYcM8PDzMzc1lZWVbbFj2OH039+wygYGB3fQj7DOH+sbGxr7xI+y9gaJLX51KOV7RWC6qsVGxXTN0g72aQ28MBzMw/AijoqIOHjwospTuGn1zC/VZhnoWi9U3GerpjfT3NbHHkw+LEkcQ8cTf7NdMM5vRTX+ewhrGpbivDK7A0VBBAosBAERnki/NGdoDQg8seDwel8vtIBQGlUpt7VPO4/F4PF6/Zx9CZoQIzWRS0o99OpxW81lUoyOju8hy2QRz358rXxLCYKO8sWzvh50pNf8m0R2t77PBaZMKoVtGGZkk2uUPXwEG5aCniMWgIAjkVTWW1jT+Ptqs2yIPQHA4XMeRwlprwc6c1TcgihABkJnVp1KPvSx+LlpQkpOQX2K3fIppAJfNRbQgwg8LX8i/nvXHxbRzTf/fydYkam4aFtpNB8HkUuqVhK/SkrihxkoYFAqCoPTyhgYGd5azrt1I7T6LHoXQZyCKcFDD5rOvZly+nnVV9BzBY/AzzGcutF0qg5eBIIgLejd3PJ3D+yeN9L6IgoKgvZNslYg/9+ooQl+SRcnYl7Arvz4PLmJQmEDL2cuGrOyOS09cEeXUm0JVeSlXUxUUCiUUgpTSeh5XuMBFf4iOPOhc7FyEHwqBQEAikdqMcSYCUYSDFAhAz4uenE49XsOqEVWO1vdZ7fC7lox2b48uhKC4Qsrj9Cp6E89WV8HDQo3F5T/8UrHYDUmCivBt2Hz22dSTd3Jvirx6TOXNtrvtMVfqulFMTF7NqTeFqWVUAMDv48wEEEgursOhUItdDczVkSkgAABQKJR9+/a9evWKzWYbGRnNnz8/MDAQjUYLBILTp0/fvHmzurpaU1NzwoQJq1evlpOTmzdvHolEAgAoKipOnjw5MDAQAFBWVhYaGpqYmAhBkImJSXBwsMgHEebvv/8+ffo0AACPx5uZma1fv15bu1tPpMrKSmtrazqd3kEbRBEORjIp6Yc/HhSPEWOpZLXeOXiIai9axMCU1bPupZRnkOiG6kR7AwXY96iBxU0srNs4xvSbpyMgJJDiDiTsJjFIcFEKK7XcftVE7Ulysl1xbIUgEJVDPvmmIKPyXxvp8zGFfrZa6zyNDZSRLCjNUKlUV1dXKyurP/74Q0tLKyMjY9euXRMnToQVXmpq6tGjR+3s7MrLyy9fvvzq1auAgID4+PgVK1a4u7tnZ2f/9ttvfD5/zpw5kydPdnFxiYmJQaPRHz9+FHclhCkvL29oaIiIiGAymSdOnPDx8cnKyurASbFHQBTh4KKOTTmVcvxp0b/25SoE1ZUOa8Yb+vZqsGwOT/Aiq/pZRhVBCmunq+ijLA0A4AqEWRUNDQzucH35Q5Ms1OS76+aFMLChNTUc/RT+tOixqGaEpuvmEds1iZpdWLEUQtDLLPLJNwU5Vf/OFSSw6OmOOss9jLTkkZBJ/+Hw4cMEAuHevXuwDbCGhgYc/Ozt27f37t3Ly8vT09OD652dnfl8PnyWkZGRo6Ojo6NjcnLy06dP/f39P3/+fP/+fS0tLQDA5MmT2xxLRkZm6NChAABdXV0DAwMSiaSlpbVly5YVK1bAK5yPHz9uamoKCAjIyMh49uyZkZHRtWvXAgICvLy8Tp48mZ2dTSAQAgICAgICOnl1iCIcLPCF/Ns5Ny6mRTB5zbkM8RiJWZZzFtguIWB70XY5i0S/k1z26DOJzuGtHWumLicJACivY+WQ6MbKhIXD9c3VZVq/FSIgtOB1ycvwpAP17Dq4KC+hsN45eLzhxC50JYSgZxnV91Iryqis4prmv4MUDhPorLvM3VBNtte9Sn58sqvo7wsowv871ykQ8C9evIQXQkVt4M8vXrxwc3ODtaCI1r5qlZWVSkpKRCLR2Nh4/fr1q1atcnZ2/qbZUUZGhpSUlJycHADg1q1bAQEBsCJMTk5mMpkBAQFlZWUHDhzw9/cPDg5WVlauqamxsrKaOXMmmUxetWoVkUj8ZlDTZoE70wjhZyepKjH844GvtGJRzSi90escg3ovGTejif/4C+nWpzLxFaeYbLKWvBQOg5pgrbHeywSLQexREb4NhV17MHFfTFm0qGac4fgNTiEKkm2Y43eMEIKeZVTd/1xpriU71k5DIIS238+QwmFmD9ddOtIIsdUSsf7ul9zq/0yyWaQqeBrXgpqaGk3NdvNYXbt2LT4+PisrKy4u7t27dwCAly9fbt++fcaMGXQ63cfH58yZMy2UKADgy5cvY8aMYbPZ+fn5V69ebS8lKgwOh7tw4YLIB8PW1vbr16/KysqTJ0/++++/EUWIAAAAZGb10U/h0aWvRDWG8kZBziHOGsN7acS08oabSWVP0quYXL54vb6y9DhLtakO2sgbN0Ln+afw72OfDtG5zauXatLqm4dvc9N2/95+YBX44AvJXEvWx1YDAMBs4sfm1iz3MFrsZqAojajA/xAyzuLj1zpRUQKHufREsaampnVLBQWFrKys9vpRV1c3MjIaNmzYtWvXFBUVAQCGhoZw/O6MjIw1a9bMnz8fDj0qjq6u7qZNmxgMxrZt26qqqtroVwxDQ0ORFvz06VNgYKCJiYmqqmppaWmbnottgijCAQtPyLuRde1y+nk2nw3XEPHEpXYrppvPxKJ7/ndnNPEffa6MLaiVJ+LzaxpFWlASh/nFWn2Go84wA6Ve3vBGGFBUM6v2J+wW5TxBAdRUs+mrh6773pChQgh6nll9P7XCXEtujI06AIDJ4ScWUSzUZE9NH6JAQFRgG3iaqXiaqYjXFHt5/fPPP7///nvLlp6eFy9epFAoysrKrfvx8fGZNGlSm0PY2Nhs2rRpxowZrQ8pKirCG5AmJibDhw+fNGmSvr6+hIREU1OzlxeVShUFohLPVrhv376NGzcuW7YMAHDgwIGkpKROXm9v2UcIBIKUlJR//vknMzOzg2YlJSVfvnzpJRkGM8nVSTMfTzudehzWgiiAmmg06f7kf2Zazu1xLZhFom9/nPX7X2kNPIG3tfpQfUUHPQUAgLm6zE5fq4+bvY9NHzLcENGCCJ0FAtCD/Hsz/p4i0oI6MrrnxzFsUbwAACAASURBVEWGDA/9Li0IQeBlVvWiP1MyquljbDV0lAhMDj86q7qRyT08xW7DGFNEC3ae4ODgjIyMjRs3NjQ0AACKi4vnzp1Lo9HGjx9vb28/Y8aMwsJCAACVSg0PD3/y5EmbnbBYrPDwcHhmyWQyb9686eDQkaW6lZWVv7//3r17AQAWFhZwt8XFxffu3WuzPQRBdXV1AICKioqLFy92/up6a0aoq6urpKRkaGiYlJTk7u5+8+bNFvEG379/P2XKFAaDISkpSaVSe0mMQUg9u+548uHnxU9FdqGmimabhm21U22ZJKybcHiCJ+lVL3OqlWQkrbTkLHTkAABUJu9Lab0SQeLhCld7XflvdoKA0IIqBmlP/I6kqkS4iEahAy1mr7BfLYn9vhX16NyaG0llJuoyPvAssImfWFRnqSZzZKqdnFT/x/T66dDW1v7w4cPGjRs1NDRwOJyysvLChQuJRCIajX7y5MmWLVtGjBjBZrOlpKR8fX1nzZoFANDR0WkRehSNRicnJx8+fJjD4aBQKHd398jIyBYDycnJaWhoiIqhoaF+fn5kMnnPnj0BAQERERF2dnZLliyRkJAAABAIBPEdyh07dkyfPj0iIkJJSWnevHnwsioWi+3Ymx70XtDt1NRUWNXX1dWZmJjcuXNnzJgx4g1qa2sbGhpqa2snTJjQsSJEgm53ciAhJHxUcP90ynHRhoo0jrjcfuV080AMCtOqj28DQRCTyWy9U11Sx7yVVFZQy7DTU1SVlQAACCEot6qRVMdyN1H2t9eSlfy+Bw0SdFvEYA66DQHoYf6948lHWDwmXKMvZ7DddY+tyrdTPYh/b+8Laq8mluqrShurygAAWFx+YmGdmYrMIjf97k8B++w//iPD5XLb/Le2V98aHo/XtRCjfD7/m0/yLnTeW7pBNOFVUlJSVFRs7eWjoqKioqJCoVB6SYDBRiG1YH/i7vSaf9eZfQx+We+0UVlKpYOzvgshBL3Nr73/uQKHxQ7RldNXlwEANHL4qSX1snhswFBtJ33FnhoLYbBRzazaHbddfCI4x2r+siG/4TESne8k6Wv9pQ9fNZUIo63VAQBsruBjEcVQkXhwsg1iDtODtKftOv8u2+VA252Zz3Sh816fJD18+JDFYnl7e3e5BxqNlpCQIIosICEh4evr+109CAQCFArV27EJ4IEEAkFvj9JioCZB0+WM8zeyr/GFzfYpurJ6wc5bnNSHwS27PAoEQfBAdA7vXkplQkm9kZqMq5kqAACCQFENo6iG4awjv2eCBfyU6fJY8Inip4tvgCMMeP4ueHD0U7jIw9VQ3miH6x4rZZvO95BVxTh7LyejkrbhF3MMGsXlCRKL6rTkpPb5WSsTv0OVIgxOelcRpqamLl++/MaNG7BHZNegUqkJCQkVFRVwUUZGZtSoUd+1ztnU1NQ3KorL5YrsmvpmoJSaT4dTwioZzV8OHoOfaTZntvk8PEai+5JAEJRDaniY9bWyketmqjLGRgMAwOUJUssaBFyer7X6OjcdNAoFANTNseClUdEqPQqFkpJC4noMCmpZNXsTdsZVvIeLXZgIFtQwjrzKe5ldDUEAj0Vnk2g0Jk9FGr9jgqU64qgzoPn69auOjk6P7Hn1oiLMyMiYMGHC+fPnYUPYLqOvr9/NPUI0Gt03e4QCgaBvMkwKBAI+hnc8+fA/hX+LjGIc1By3jNiuL2fQ/f6FEBSTV3sl7mtcEQWCQOgkK2kJbG0jJ62kwUSVuGGUia5iT14m/NP87HuECN/Li+Jnhz7uE21p68np73TdZ6Ni28nTK6jsY1H5j75UCoTNfwGhEOI1CTePNddWQF6kep6qqqodO3bAQbeNjY0XLFiwcOFCNBrN4/EOHz588+ZNEomkra09YcKEoKAgRUVFf3//8vJyAICGhsakSZMWLVqEQqEKCwtDQkISEhIgCDI2Nt6+fXsLBXHs2DE6nb5jxw64SCaTJ0yYEBsb29pYwdraOi8vr5shuWF6Szfk5eX98ssvR48ebRFNTigU9kG66gHP28o3J9OPicJNyeJl1zpu8DPx737uQCaXfy+l4kp8SQmFKaq8/LbYVF1mvJX6mUB7SdygW7Rks9lFRUUQBBkZGfV7Ku2BQUMTNSxxb1RJc5wHNAr9q8WslQ5rJTo3EaQwmk7HFN74WMYTNGefQKHABBvN9aNNDVWQMNm9AoVCcXFxcXV1ff78uaamZmZm5o4dOwICAmRlZQMDA4uKis6ePWtnZ1dWVnb58uWYmJipU6dmZmZu3LjRy8srIyNj6dKlaDR64cKF/v7+48aNu3TpEhqNTkpKaj0/qaioEDef5HK5KSkpvb2e1yuKkMvlenh4qKurp6WlpaWlAQAmTJgwcuRIOHZqSUmJnp5efX39oUOHSCQSm80OCQlRUVHZsGFDbwgzwGgdbspHf1yQc4iilFI3eyY1sP9IKLmVVE7n8ESVWDTKx1J9vou+s8EgNYTJyspycXExMDAAAJSXl0dERHQ+ki9Cm7yveLs3fmcdu9lQTktGe4frXge1oZ05l9HEv/j+azqJVk3jiLSgl5nqb27aTsYaHZ+L0B0OHz6soqLy559/wsYWrq6usIH0mzdvnj17lp+fD8/MrK2tjx07JhQ2/zRqamomJiYmJiZv3759+fLl9OnTMzMzHz9+LC8vDwD43sXCDRs2jB079vr165WVldHR0QCAz58/r1mzhsViLVq0CP5jlpSUHD58OCMjQ1ZW9tdff4UdOcrKyvbv3+/v73/s2DEsFrtp06aRI/+TurlXFCEKhWoRgAA21JaTkzt48CAc9gaNRisoKCgoKOzatQs+1BuSDDCeFj0+knRQtJSkSlALGR7qruPZzW7TK2jXPpbQOPzyOpZIC8pJ4QKddKfaKptotREwYvBgZGREJpPhG/j69esrV66cNm1aHxheDUhYfNaxT+EP85u9oVEA5W86dZ3Txs6Efefyhdc/ln4opgw3VvGxUac0NuWQaE76isFjzZz027BLR+gOGbXpqeRkUVEKK/Xy5ctZs2aJ3/nw59evX7u6urZYn2y97FdSUqKhoUEkEi0sLFasWLFy5coRI0a0GYymA16+fPny5ctDhw4pKTW/94eFhZ04cYJOp8+ePVtOTs7Hx6ehocHLy2v16tVkMnnp0qUKCgrjx4+n0Wh//PEHh8M5ePDgx48f/f39S0tLxX0ce0UR4nC4TZs2ta6XlpYODg6GP8vLy7fZBqFNalg1+8RsClAA5W86ba3j+u8NNyWOEILe5Nb8lVqhSJQYYqCIQaHK6pi5VXRDFemFLgZTHLSlcGgmk/ntjgY04s52enp6fWMVPCBJr/my/cOWisZyuKhCUN3msstFy+2bJwoh6NEX0t9pJEdDxTHWGgCAijpWenlD5DynUeaqvSv0YGVv/I6ihkLxmkpytbifu4ja2to262HOnTsHzxezsrLgoNuvXr3as2fPihUrqqqqPDw8Lly4YGxs3HnB1q1bN378eFExNDTU0dERALBhw4YLFy74+PgMGTLEzMyssLCQy+V6eXk9ffoUbi8UCs+ePUsgEOzs7MLCwnJzc+FMTzBIrNGfgH8K/z766WAjt/mdV1tGZ/2QYHdDzy53yOULH3yufJFNNlEnelqqAQCEQvC5jNrA4EbOc/I0U0GjUEDMjBNh27Zt9fX1iYmJkZGR7U0H+Xx+fX19VFQUXMRgMEOHDpWVle1DMX9Q+EL+xbSIKxkXRQnlffTHhQwPlZX49jrQ+4LaKwkl5lpy4+w0AAAUelNKSf1kO80N3iZoZF7ea2wctjmhMk5UlMZJn1A5QyaTW7dUVFRMT09vXQ9jZGTk4OAwZcoUFxcXOBCBtrb2+fPnAQDFxcW//fbbggUL3r9/L34KGo0WpTMEAMCfRf5ULbSmqWlzNm8zM7Nbt24BAN69ezdv3jx7e3sVFZXc3FxV1eZXJWVlZdEGv5ycXIuE9Ygi/KGhsGv3xe96X/EWLqJR6BnmM1c6rOWxeR2f2B6NHP71j6VJJfVD9BXH2qoDADg8waev9bI4zIIR+hYayFO7bQwMDPB4fFNT08ePH9sLIlxbW1tSUrJ//35Rzbp167y8vL5rIAaD0S1BOwccWYbH6+Jd1HnYbHZxfdGB1D151By4hogjrhuy0VtnDOAC0btdm+RUMy5/rNBQlIb9duhsXmIhxUVX7ugkUxwGzfzvF9U331vrgYhE4oBcJ3dUd3ZUdxavyfTOffjw4fr161u0HDVqVEREBJlMVlNTa91PB0G3DQ0N161b19odQEdH59OnT6JiWVmZoqKiyGS0hYdxdXW1kZER/AHWeWFhYTt37pw3bx4AYOfOnaLMGB3/TIgi/HF5VfLiYOI+WlMDXNSR0d3uusdezQEAwAPf/QirbWyKjCspoDQ6GirBaWhobO6nonpTFZntv1ggHlcds3DhQgDA0qVLtbS0lixZAtvOtEBDQ8PBwaGbIdYAAAMpxNrT0sen045z+By46KQxbKfrXjVp9Y7PIjWwT7wpEADgbqmORqGa+ML4AoqlGvH0DHtpiXYfWX0W+WxwhljbuHGjg4PDb7/9tnXrVnV19dzc3O3bt0dGRo4bN87FxWXKlCnnzp2zsrKqqqq6fPmynZ1dm9nnmUxmeHj43LlzDQwMaDTalStXnJycWrSZOHHi5s2bHz9+PHHiRCqVun///mnTprUn1eHDh52cnJhM5unTp1evXg0AwGKxZWVlAICioqLIyMhhw4Z15uoQRfgjQm+ihSXufVXyAi6iUejp5oGrHNZ9b9xhmLJ61uW4EjKD42yopKsmDQCoprEzyhqGGyidmD6E2P6TBaEFBAIBhUKJr9sgtAeVQ90Tv+NdeXOqOTwGv9JhbaDFbDSqI++pRg7/3Nui4nrmCBNlPAYtEEKJRRR5Sfw+XysVGSRATH+ioaERHx+/ZcsWW1tbNpttaGgIB91GoVCPHj3atWuXn59fVVWVhobGxIkTXVxcQFtBt2EtNWrUqLq6OgKB4OnpeeXKlRYDGRoaPnz4cOvWrXPmzCESiZMmTQoLC4MPaWtri7+9GRgYuLu7W1pa0un0uXPnzp8/HwCwZ8+e2bNnnzt3Tl9ff9myZXDcbTwer6urKzpRS0urRciO3gq63YMMtqDbH0kJu+JCa1jNOTA1iVo73fY6qDl2YaA8cuPlD185QuFQA0U8Bg0AKKll5lfTJ1pr+Nlp4jDfcOhsL+h2F2DyqNXswhpWcSOvzll1irzEf+YEP3LQ7b/++qu0tNTS0pLJZJ47d04oFMbExLS5zIIE3RbxkZSw48NWCrsWLhrJG+91P2iiYNqRSELoVlLZm/xaFxNloiQWgkBGRQOTzVs7ysRI5dt3YP/Gu0f42emsboAgKCsry8DAQKThSSSSQCD4ZnoLhM7TJGg6mXL0bs4tUbCYSSZTNjgFE3Df7SOcSaKdelNYz+JOGqqNQaMgCOSQaFVU9nQHnU1jTPvGygCChHVNFTWs4mp2IZPX7CGLRmGEoJ8NL8lkMovFEl/eTExMHD58eJuNLS0t4+Pj3759Ky0t7evru3Tp0gG5J9RT8IS8M6knbmRdg+9hFEBNNw9c67i+45Bpb3JrDrzI8bHRhFMmlVKYBVWNy9wNnZEw7gh9QmcV4bZt265fv45Cod69ewcrP01NzXv37mloaPTBTGswkF+fF/o+pPj/JsuKUkrbXHaN1Pb43n4+lzWcfFMQm18DQWCMtQYKBb6UNjDYvDnDdIcbdtfpvjPwhdwa9tdqVmENu5gnbN4cwqOlVAkGalJGKlL6OHR/7kdmZ2f7+flRKJQDBw6sWLECrtTR0Xn//n0LH1sYKyurY8eO9a2MPyultJKt74Nz65rtYpSklEMcQz30vToIJpVb3bj3afaHQooEFqMgjatjcJOL66bZa20abYa8byD0GZ3SYRAEycrKlpSU5OfnX7lyBY/HP3/+XFFRkcVi+fn59baIAx4IQDez/zyTeoIr4MI17jpeoS47FSW/73U4uZR6IrrgfUGtqCYqqwoLwAoPI1vtXo9XwOE3VrMLq1mFdZxyIdQ85yPilNQJxmpShgqSWt0P/9YjvH79GjYkCw0NjYqKCgsLw+PxRCKxzb19hM7zuPDR4Y8HWHwWXByp7bHddY+EsN2JYD2Te/h13p1P5XCk0Ca+4OzrgmUeRhdmDcVjkSiMCN0iJSVlyJAhnU9i0ylFSKfTzczMAACmpqZaWlp8Pn/fvn1paWlWVlY/5r7OT0Qdm7Ljw9ZEUjxcJGAJ652DJ5tM/a5Okkupx6PyPxT+m9wRjUJNtNVY6WVspta7+xlsfmMFM6uaVdDQVA3XoABKSVJHjWCkLmUsjVPo1dG7gKKiIpzbes+ePbNmzQoPD8/JyaFSqR1YpiF0DJPH2J+w5+XXZ3ARj5FY57ghwPxXFECxWKzW7XkC4ZX4klNvCho5zWZHWDQq0Fn399GmSNbAHxYPD4+DBw8OHz6cxWJt3Ljx0aNHNBpNQ0Nj9uzZogDZf/zxx/Hjx3Nzc5WUlFxcXEJDQ21tbU+fPn38+HESiaSoqDhz5sz9+/e3WESMjo5eunQpAIBIJJqamgYHB7c2Jf0uIAhydHSkUqlwILfO0NkZIY1Ggz/r6el5eXlhMBg3t2+HhEDomPjKDzs/bK3n1MNFS2XrvSPDdGX1Ot/Dl/KGCx+K61jcT8XNAbixaNSkIVorPY37JvpwUs0DOrcGAIBB4VSk9NUJxmoEIzz6x439T6fTBQIBBoORlJRcsmSJvb29vb19fwv1E5NNydzyLlgUL8ZQ3mif+6EO7GKicsh7n+WIh3T3NFPZOt7SRLUHbLIQeo+8vDw4ztSOHTuys7NTUlLU1NSKiopSUlLgBgcPHjxx4kRERIS3tzeLxXry5Mn9+/dtbW2HDRv26tUrXV3dwsJCPz8/XV3dVatWiffMZDL5fH5MTAyXy/3zzz/Hjh1bXFzceR3WI3R2e2/NmjX79u3z8PCQl5e3tLTU1NQEAOTm5pqbm/emeAMWvpB/JvXE9aw/YJsCNAo913rB8iGrsOjO/iKZJNr5d8VEKZybmQoKhaIxeYXkxsn2Wqu8jPWV+i4Av76MPY1brSZlpCylh0H9BLvFSUlJe/bscXR09PT0lJeXh5UinU5nMBjwXY3QSSAA3c65cTL5KE/Y7NU63sh38/BtUti2X4MKaxhHo/PV5KUmD9U+G13I5QuMVYmh4y09zVT6UGqE7pKcnOzv76+urg4AMDY2hkO9UKnUXbt23b17d+LEiQAAaWnpBQsWwC4Joumdubm5h4dHUVFR6z5xOJyhoSEAYNeuXWFhYdnZ2S4uLjt27PD19YUjqEVHR6elpa1fv760tDQsLMzb2/vkyZNjxoxZsWLF9u3b09LSsFjsuHHjgoKCupCeHnRSEWKx2Dt37tja2sbGxr59+9bb21soFHp6ehIIBMSOoAuQGKTNb4OyKBlwUZWgusttv5NGpxw/AQCFNYwT0XmSkvjhpspoFIovhJKKaq01Zc/PGqqn1PNJgiAANXIpMjglVFseYHoytgB0NoHcj4Cfn9+FCxc+fvwYGxv77Nmzbdu2OTo6GhkZzZw5E1GEnYfW1LDzQ6go5pEMXibUZae3nk+bjRs5/JMxBdUMjqupKhoNGjl8BQJuuYf5nGF6WMwPsXOM0IIaRlMVnSMqSojt2rq4uISHh6NQKA8PDxsbG9iIOj4+HoKgCRMmiHcisq8mkUhpaWm5ubmxsbGPHj3qYNz4+HgUCgX7/MXGxorCgRYXFycmJgIAYDd8Fot19uxZaWlpDofj5eUVEhLCYDBWrlwpISHROvZNZ+iUIiQSiWPHjgUABAYGBgYGAgCqqqrevn0rCquI0Hliy97sjtsmyiAxUttjh9seeYlO7aVVUNmnYwubBNAwUzUMGiUQQh+L6yTQqPVepgbKPTwLhABUyy4tZ2RRqCVcActc3s1EfkTPDtEvTJ06FQDg7u7u7u6+fft2OGranTt3kDSZnSet5vOWd8FkZvOusLWy7X6PcE1iG68REATupVY8z65xNVU2VJcRQlBSEVVOAvNi7UgFArId+OOSXN5A4/wnfJXg/x7nO3fuVFNTu3XrVlBQkLKy8tGjR2fMmFFXV6emptaeZ1F+fv7ly5fz8vLMzc1VVNpYAKioqHB0dORwOF+/fr127VrHuXYFAsGZM2dE/s1+fn7p6ek0Gs3Ly+vVq1e9qAhbo6Gh8euvv35vEo1BDk/IO5l89HbODXg5FIfGrR66LtByTmfMKesY3LNvC6sbm5yNlfAYtBCCUkvq+XzhSg/jnt1cgQBUxyknMfOqWflNgmZLByJOUUlyYDqMSkhIuLu7Gxsbi+cCRWgPCEB/Zl45k3pSAAkAACiAmm01b6XD2jaX9DMqaUej8yy05GHvwK+1jNJa5u/eJubqSEjbHx1nXYUaRpOoiEWjMP9Xcjgcbs2aNXAWwLNnz86dO9fNzU1ZWZlMJreXd93T09PT0xMAsHDhwqCgoGvXrrVooKamdvfu3fr6+h07dkRHR8+cObMD2VRUVERaMDMz08/Pz9HRUVtbm0Qi1dbWdnBiB3RrU6eDtIpCoTA/P7+iosLGxqbNYKwAgIyMjISEBElJyTFjxnSQyGNgQGZWh7zdkFHbHKZdk6gV5nHYUtn6mycyufxL74ozqhtdTJSNNWXhiBtUGnvlKFNrzZ50iqhvqiQxc6uYeRxBsyEDEaeojDPQk7eRxQ/wXRxNTU1kXfSb0Jto2z9s+VDxDi7KSyjsctvnqt2G8yWVxT0WXcDiCcZYa6BQKBqLl1BIme6gvcUHMSn4OVCWxit/y4KXQCBs2LBh69atRUVFLi4uaDT6yZMn4g51EAS1mCM6OzvfvHmzdVfwHqGhoeH169dNTExmz57t5eUlJSXF4TQvz1Io/5rEiztFnDlzZsGCBdu2bQMAXLlypaCg4PuvFQAAOrsclJqa+v79+84nY7OwsPD09Jw0aVJMTEybDc6fP+/t7V1UVPThwwcLCwuR6dGAJJEUP+uf6SIt6Kk76obvX9/UgnwB9Gdi6crbnyUIOG8rNSk8pqCaEZtN9rfRPDTJvKe0IJ1bm0N9F1VxPq7q5ld6KkfAlMYpmMgN99Cc56m50IDgPMC0IIvF+uuvv+rq6vpbkJ+MLErGrCfTRVrQTtX+pt9frbWgEIJufSpbfy9NX5U41EBRIATv82pYbF7ETIcJNgP8ZXeQcPDgwZiYmMbGRhaLdfToUUlJSWtra3l5+d27dy9duvT+/fs0Go1EIl24cGH79u0AgOvXr5eWljKZzE+fPp06dQreZWsPBQWFdevWhYaGAgBsbW3v3LnD5XLz8/MjIyPbbC8lJZWXlycQCMrLy7tjsNLujJBGo23evNnJycnDw8PQ0NDBwaGgoODIkSNBQUGd2U15//69qqpqB4bp586dO3ToEBwmVSgUXr16VTxN4oABAtDltAsX0s7CmdiwaOyaob93Zjn0VXb1zeRyez3FsTYaAIDyelZOBW32MD3vX8wBAN3Px83i0yqZOZWMnEZe86uWFFZGU9pcS9pCDt88g//x49B2kjNnztBoNHd3d2dnZwKBMH78+EePHhkbG3cyMj3C3dxbxz6Fw9ahKICaYz1/pcNaDKqlt3IWiX4kKs9SW97HRgMAkF/dSK5nbvQxN+hEsFCEHxxbW1s4uaaCgsLWrVsLCwvRaLS1tfWzZ88UFRUBABs2bNDU1AwPD1+0aJGCggLsRwgA+Pjx47Zt26hUqpaWVmBgYEhISIue5eXlra3/nRWsWbPm+fPnGRkZGzdunDdvnpaWlo2NzZo1ayorKwEAUlJSNjY2osYbN26cM2eOjo6OpqbmqlWr4Ny/KBTK3t7+u0KetdtUWlpaT0/vxo0bq1atUlVV9fT0HD58eFlZGZVKVVL6dqQuUTrE9tDQ0BDNdmtrawfkI6mR27j9/WaRZZ0qQTXM44it6pCOz0qvoO19lq0sKwmrQDjolK+NRtCoHstEWsnM+Vz7FN6qxGOkNAlmWtIWP07wlx7H0tLyypUrERER9fX1bm5ubm5uWlpaKSkpA/Ku61lYfNbe+J2vvj6Hi9I44g7X3aP0xrRoxmjiH4vKp3J4o63VUShUA4v7saBu9jBdFw+9Pkj2hNAHvHr1Cv6wdOlS2P+9NSJrSnFOnTp16tSpDnqGLddERVlZ2bi45pzAz549a9HYxMREvFJDQ0PcZlMkWGpqagcjtqZdRYjFYjdt2rRp0yYul/vp06fY2NjLly9PmzatM1qwM1y4cGHatGkvX76sr6+3sLDowNSnpqbm0aNHxcXFcFFSUnLlypXfZePH4/EgCOqD+Q2PxxMlOy2mFYW821DeWAYXHdWdd7nsV5RU7CAbajW96fDr/MfpVRAEJgzRZDbxEwopjjpyp6fbSmDRAj5ftDAtPlBXEKIlMAQFvI4mwUxJQg/OjMPntcwuBEFQdwfqHPAQou0EFArVswFsvby84AS5X79+ffv27Zs3b549e/b06dMeHGJAUkL7Ghz7e3FDs+OXpZJVmOfR1tahT9JJF+NKfIdoGktiBUIoIb/WWJkYMctBEodpM7IMAsKPxrcfN3g83tXV1dXVdfPmzSdPnmy9/9k1Lly4gEajV69eTaPRtm/f/vr1a19f3zZb8vl8JpMpMuqTlJTs/FYljPD/dFfozg0EAIgtf7Pv40447iIKoGZazF1uuxKNQrcnA5snuBxXeimulM1rvrRXGdUqUtj9E8zlCTi45zYH6hrKeH131UXNBQjAy7atgSCoz743IHaNvZfewcDAwMDAYP78+TExMV+/flVQ+OEiwP04RJW82h2/ncVrtpyaajZ9g9MmPOY/BhRl9axtf2e+za/1MFOVlsQW1zAq61kbx5j1uDMPAkKv0q4ihCAoIiKCy+VOnDjRyMgIAIBGo83MzKqrtRl6QgAAIABJREFUq7tv4dnU1BQWFpaamgqv9jIYjLCwsPYUoaamZjfzEUIQ1Df5CLlcLg6Pu5B29nLaBXjhkYAl7HDb056jMQAAgsCTdNL+57lVNLaocpyVesgv5h0EiOFyuXDAzPZoEjArmbloFFpfpuvxwyAI4vP5HQ/UI8Car/fi1iYnJz958sTNzc3T0xO+Dby8vCIjIx0cHHppxJ8aASQ4lXJMlEpJCiu1efi28Ub/+XvyBdCF90Un3xRyeAIAwPv82tpGzm8exlvHInahCL1FQkKCpaWlnFzPpxBod4ExJiamuro6ISHB3t7ewcEhKCjo1KlTERER8L5o12AymXC+YFgt0enNTuV0On1gbCSwBezg2N8vpZ2HnyC6snpXJ9zoQAtmV9FnXEhYffuzSAtaa8rdWTo8YvbQroVJE0LCalbhp5qHr8sjsurfZNW/aW+2N6i4du1aY2Pj6tWr1dXV586de+TIkeDg4D5Q8D8jVA515aulouB/urJ6V8bfaKEFU8uoE069P/QyD9aCGDRq7gi9u0tHTLRF7EIHLE5OTvHx8QAABoOxYMECJSUlWVlZbW3tLVu2iNqcO3fO3Nwcj8crKSmNHz8+OTkZAHD06FFtbW0cDqegoLBy5crWWy1XrlyZO3eueI2RkVFeXl5rGRYuXAinjulx2p0kmZiY0On0Xbt2sdnsp0+fJiYmZmRkhIaGdvLxAaenKCkpOXHixIMHD3bs2GFlZXX79u0jR45kZ2djMJjVq1fPmjVr+fLlVCr1/PnzV69e7bFr6idIjMp1sSuLac0bKi5abvvcD8ng207+QGPzjkXl07h8P0dttkCYUd6gIiOx0cds2lDtrlnEMHnUMkZ6OSOrScAEAKBRaDUpEwNZB3RbcdEGGzY2NnPmzDly5MiXL1+ePn2amZnp4ODQelcfIa8+Z2PMOhKDBBdHanvsHnlA/B5mNPEPvcy9nlgm/P+Ou7Wm3H5/mz7I84XQv5SXl7PZbABAaGgoiUQqKiqSl5cnkUifPn2CG+zatevy5ctXrlxxd3fncDjPnj178eKFo6Pj6NGjZ86cqa6uXl5e7uPjc+bMmXXr1on3TKPR4AmSiOLiYi6X22eXBjpQhDo6OmQyOTw8fNr/+a5+3d3dTU1NAwIC4CIcVsfLy0u0rHro0KHx48cnJSVpaWklJib+7MG7v9SkboxZR+U0b2TOtV6wymFdm0oIgsBfKeXPsskjzZTN8FihEAiF0DJ3w9WjTIgS3714K4T4Vaz80sb0Ok5z+H8ZnLKujI2WtKUEpufjjv6kBAYGXrx4UVtb29/ff8iQb1jtDlr+Kfz7QOIerqAJAIBGoZcPWbnAdom4IXFUDvlKQgmpgQNrQWk8doOP6bwR+hj0wDQ2RmiTtLS0yZMnw9kh4H0rAEBdXd2BAwf+/vtvb29vAAAOh5sxYwbc3ta2ORaxjo6Oq6trWVlZ58fasmWLpaXl48eP09LSkpKSAAAZGRk7d+6sqamZNm3ali1b0Gh0dXX1pk2bPn/+LCEhMX78+K1bt+LxeCaTOXny5KCgoN27d3M4nJUrVy5cuLCDgTp68jo6OsKRv7tAm8m+4dgBoqIo7s7PzpOiv/fF74K9rPAYidARO1osJYnIraYffp1vpiE71kYdAFBIbqyqZ5/+1b4LxgUMXn1p45dyRhacBR6LxmtKm+sSbRQkkAgpLSESiatXr+5vKX5cBJDg6KdDd3KaQ37I4mX3uh900fo3z1odg7v/ea6MNHaivVYjh7//cZa3ueqeSdaa8j9uvi2E7lDL/kr5/7s1AACDwgLQvAbg4eERFhbG4XDc3d2dnJzgTff4+Hg0Gu3j0/Y2UElJSVJSUn5+flxcXMdBt1vw+fPnW7duRUZGGhgYEAgEAMCZM2fu3LkjISExbdo0GRmZtWvX8vn8X3/9NTw8nMFgLFu27PTp0+vXr+fz+VFRUerq6jdv3iwrKxs/fryXl5eBgUF7A/2rCBsaGvB4PDwYQieBAHTu8+nI9AtwUUFS8ciok7Yqdq1bsriCE9H5ZCbXy0oNjULR2NyE/LqZTjpjx1l814hCSFDFKiimpzTUNa9fyUuo6xLttKTNsWgkinEzJBIJCZnWSRqaqCGxQcnVSXDRWMHksNcJbZl/Q8s+/Fz5T2aVh5kKHodhcwVvs2tOBzog24EDmyxqbCOXIl4jsjbYvn27trb2nTt39u7di8fjjxw5Mn/+fCqVqqqq2p69N4lEev78eVZWlq6urozM96UKX7x4Mez7BPP7779bWFjAYuzevXvt2rXa2try8vIpKSk1NTV2dnZRUVEiZ7wDBw5oa2vr6ek5Ozt//vy5U4oQjUbfu3ePxWJZW1u7urr2ngn7gIEraNoVt12UmNtEwXTv8INGKsatW0blkK8nlbmYquirywiFIK6Aoq9IiJjlIIVrGZujYyoYWdnUt/AuIBaN15K20JMZIof/RuyCQUhubu7jx49lZWUnTpwIh8NAaJMCav6GN2tIjEq4OFrfZ4frXlFCwSoaZ9/zHC1FwhhrdQBAZkWDkC88E2gPu/QgDGDslcfXsktERTyGgEYdgT+j0ejFixcvXryYx+NduHBhyZIl3t7eKioq1dXV7QXddnFxcXFxAQAsX75848aNN27cED+KxWLFLWjgzyIjfz29/yQq19fXhz8YGhpWVFQAAJKTk6dMmeLt7a2mplZWViYePVG0E0ckEhkMRgfX+68ilJWVhU13cnJyrly5wuFwxo0bJ76SiSAOvYm2IWbNZ3Jz/AJX7ZEH3MMFnJYmmjWNTWHPc2SJEmNtNQAApRRmSQ0j2Me8a+njK5g5TQKmLF5FDWdurOSATAHbY9SoUaNGjaLT6S9evGhoaNDS0ho7dmwf+M/8XLwpjdr5YSvs7YpGoVfYr55vswjeFIQgcDel/HUu2d1cFYdBN3L4cbm1i90MRpogCWcGBXJ4NVGoxfbA4XArVqxYv359SUmJi4sLDod78OCBuDUJnPVa/BQ7O7vbt2+36EdPT6+kpETkoV5UVIRCoUT6r4VmhZUfAKCsrAzWc+fOnVu1alVwcDAAICIi4sqVK1243jYeDRYWFhYWFkKhMDY2NioqikAgTJ48WZT2AgEAQGKQ1kQtL6F9hYvTzQODnEPQKHQj598QoBAE7iSXv86tcTdXwWPRbK7gXV7NZFvNkDFmXR7XQWUCh8+Qxas0NjYiWvCbyMrKTp8+HQBQVlZ2+/ZtFovl5eVlYmLS33L1PxCArmZdvpzZ7OcjjSPucz/opt0c5qqKxt79NEdfVdrbSh0AkFpSL4vHnpvlQMB/3wIGwoBk165dQ4cOdXZ2RqPRERERRCLRxsZGTk4uLCxs+fLlbDbb29ubxWI9efKETCYfOHDg0qVLI0aMUFNTy8rKOnbs2JIlS1p06OXlxefz9+/fv3z5cgaDsWnTpqlTp7a3SXf8+PFRo0bh8fj9+/fD2ZpkZWW/fPnC5XKLi4tPnDjRtRWgdt+R0Wg0/Frd0NDw8OHD+vp6Kysrb29vZMk0ty5nbfRvdWwKAACNQq913DDLcm6LNuVU1r5nOYbqMqOt1QAA6eUNaCF0fNqQbq4p4dFSeDxinvDd6Orqzp49WygUxsfHx8TEYDAYf3//7njE/tQ0CZp2ftj6uvQlXNSR0T3qfcpArnnt56+U8le5ZHdzNSwaRWPx4gsoqz2NnPQH6XeFIGLYsGGwpai+vv7/2jvvuKau/o+fmw0hjLCRvTeyEUUFUXE87rZq1dZVV6ttrbXO2vrYOrDY1j5Vq3VL1bqrqKCIIAoyBcLeOxASsvf9/XE1P4qIoCQgnPfLl697c88935MQ+Nxzznf88ssvRUVFeDzey8vrzp072Otr1qyxtLQ8cODA119/TafTR40ahc3SiouLDxw4wGKxLCwsVq1atW7duk496+joJCQkbN68OSAgQEtLa/z48d9//z12ydfX18zMTNVyxIgRo0ePnjlzZktLy+zZs7G9wG+++WbZsmV2dnbOzs6bN29OS0sDABAIhMjISJVa+fj4dJ8HBul5Bs6ioqLU1FSJRDJx4kRNLpnOmzfvLTPLiMXivsosk96Y9lXiOizvFAlP3hn2Q8d4eR6PR9XROfm4OqWiNdzNFI9D2kXS1FLW6jD7EPse5WjlSJqqeNlkvLabwZhumvF4vN7uOb8BKIoKBAINLAZgMUPqyyzTCZFIlJCQ0NjY2LdLpgkJCXv27ImPj3+bTtT9k20RMtcnrmO05mOnQeYhu8dE65L1AABMnuT7fwosjag2RlQAQGYV25BC+CLSmdLLneyOCIVCCoXSq8zAb4ZmfiM0aQiiSXrxJ8DV1dXV1VWhUMTHxyckJNDp9NmzZw+pCeLdqtvfJm/GwiR0yXo/Rfwy3ORfObpq2eId5/Izq9nfz/ZGEJBe3mZBIx2Z7/faPyUoQJuF5RXcpyxxHQCAQqB1L4SQt0FLSwvL51deXn7ixAkURadOnTroS0MDAEraij6/9ylT2Iydvu86b33QRqya0j/PGi7nNoxxNSERcO0iWWpJ67pwR38bmIsVMiTo9bMwHo+PiooCAAgEgiGlgheL/9qX9iPmQ2xGNf8l8nd7fQfVVRQFZ9Kqf7jFEMmUAICjSeWW+lpfT3TxGvaajBtKVFHLL6jgPuXL2gAARBzZhuZjpzsISzMOQBwcHBwcHJRKpaoQ9iDmYe2DrQ83Yq4xeAT/ud9X8zwXAADaRbIdNwoMaBTMNTS7mq1LIhz58PVPbxDIoKE7IWxtbTUyeu4klp2dnZ2dbWVlNX7881JkVOoQSjB/7Nnh37MPYsf2+g4Hxx820f5/l6rGdvHXl3KTS5+H3RDwyDRv80/DHYn47laE5EppFS+nkpshVggAANoEPTtdf2sdL+gF0+dwOBwdHR1sCVQoFJ4/f14uly9cuBDLcIvD4QZ9+Ow5xukDGdHYYxyNRPshbJ+vkT8AIKWsdcPfuXrapI+cjAQS+cNC5uoxDj1cxodABg2vFEIWi2Vvb0+n08eOHRsREREeHr5kyZJz585xOBxsa3SIgAL0wNPos4xT2Km3sc+Bcb9heyoYN3Ibtl7Lbxc9j4NxNaNFv+fjadHdRFCqEFZwM6t42TKlBACgRzJx0Auy0HZBhlheUIlEUlpaWlRUVFhYaGBgsGrVqk7O1n3F+vXrz58/HxoaihUmXLhwoVwuj42NXbx4sTrMDSiUqDI6ffeFoljs1JJmdWDcb5ZUK4FYuvcfxvHUShQFzVxJ7ONqLwu93+f7UXuf5w8Cedd55Zfe0NCwpaUlPT39wYMHp06dWrVqFY1Gs7W1VaUPHQooUeXuJzsvl/yNnY6wGLk3PEYVbswTy7ddy7+a8zwYGY9DPg6x3DjJk0R4pZ6JFfzy9qfVvFwFKgMAGFGsHfWCjbVs1fs2Bgbt7e1FRUUFBQVFRUWY+FVWVnYsLamjo/Pxxx+rw/SxY8c2bdqUlJSUlJT0+++/t7a2mpqa/v777+qwNaAQyoVbkr5OrkvCTn1MfPdH/KxPNiioZ39x4VkJ83mIMZ1KWhvuGOn2mrgxCGSw0t3TH5lMDgsLCwsL27Ztm1QqvX37tlAoJBKHSlIJJarc8WjrrfIb2GmEzfhdo/cQcc/ffmY1++f7pSFORiP44sdlLGu6dsz7w53phFepoEjOLWtPr+E/U6IKAICptoOTXsggzgvKYrEKCgoYDAaDwSgsLGQwGA0NDd3foqWlxsgQR0dHR0fHpUuXAgDKy8tPnz49OPLcdgNL1Pr5vTWFLAZ2OsFu0o6RO4k48p+PKnffLpLKnyd/GO9munuWt6EOXJCHDF26E0KsYjjm+kwikaZNm3b27FmhUDjoN1QAAApUsfXhxviq57FWUxymfTtyJ1ZNQqFEf08qr2QLJg23AABQycT3A6y+nepOJRN4PF6XvbWKa9Ka/1aiCgQgFlQXJ70Q3cGVF43D4eTn5xcUFOTn5zMYjPz8fCaT+dq78Hi8ra2ti4uLs7NzSEiIKl29OpDJZKpnOAcHhw0bNly+fBkLyB2UVLVXrk1YqSqotMRr+Sq/z9r4svV/pz8obsFe1Cbht05xnx9k3X/DhEAGBK8Uwrq6urCwMD6fP2nSpDlz5kREROjo6AiFQj6fP+iFUK6Ub3644X51AnY62+X9jcFbMBVs5oq3Xy9wt9IPsDOUK9FERvN7vpaTPM267Q9gEjiM6uasP0KH+M57IkgkEgaDkZeXl5+f/+zZs4KCAlXeo24gk8lYBI67uzt24OLigpW3VHftsTVr1hw9ejQ4OHjWrFnTpk2zt7eXyWRsNrvnPXA4HD6fb25urqZdzL4ll5n9xf3PuJJ2AAAewW8asW2G0+zk0tajqZVuw/RKmPwGtsjDnHZwvv8blD2BQAYfrxTCsrKy5ORkLpd7+fLlzZs3MxgMQ0PDiRMnvpwgp0uEQmFOTk5hYaGbmxuWbrUTxcXFSUlJqtOZM2diNQv7HblSvinpq8Sae9jpPLcFXwZ9jSVgTC5tOfa4KsLdlIjHMbmS/BrOrmme5nqU1/ZpomU32eYL9Y5bnVRXVz97QV5eXmlpqVwu7/4WbW1tNzc39w7Y2dn1l4qMGDHiv//97507d2JjY7/55hsymWxgYJCQkNCTe6urq2fOnFlWVmZoaCgUCn///fdZs2ape8BvQ2LNva0PN0oUEgCANkF799j9QeYj994tbhPKorzNAQCGNPIUD9O1Y+1o1EH+RAuB9JBXCuGoUaN+/fXX0NDQrVu3bt26lcPhCASCYcOG9bDfpUuX5ubmikSiadOmdSmEqampP/zww8SJE7HTCRMmDAQhlCvl3yStf1BzHztd6PHxuoD1AACFEv35fimTL53oZQ4AyKxiW+lRDn3oNyhLkkql0vz8/Ozs7Nzc3Ozs7Pz8fA6H0/0tZDIZUztPT08PDw8PDw9bW1sN5BPpIaampjdv3pw1a9bcuXPlcnldXZ2FhUUPE9ng8Xjsi4ogyF9//bVw4cKoqKgBuyhyqfjCnrRdWJiEoZbRgXG/6eHtVp7J9LE18DGmSuSKBwzm15EuI+z0X/soA4EMHV4phAQC4Ysvvnj48GFlZaWdnZ2+vn6voibOnDmDx+PXrFnTTZvhw4cfPny4F4NVMwpUsfnh1yoVXOS5ZK3/FwCANoF005U8dys9Hxt97E/JqtH2wXadVziVqJIlraYoHYm4188RBxRcLjcnJwcLFc3JyWEwGB2rorwMDodzcHDw9vb29PT08vLy8vJycHAYyGuG48ePb2xsTE5OxhKqqSq59ARLS0tLS0vsePLkyUKhsLm5uZvCZv3IH7mHDuf8hh1b69ocHH+YUUvYl1EQ7m5KwCONHFFpE2//bB9DHRJUQQikI6+JGRo9evSb9duTP4t1dXXR0dFmZmZTpkwxMOjnZE5KVPltyub71c8TRS7yXIypYE4tJ+ZeabiHCZmAb2oXl9RzsT8lnW5vEBQXcZIFMjYf8fOkj9P06HsJm83OzMzMzMzMysrKysoqLy/vPuWsgYHB8OHDvb29vby8fHx83N3dB+yU6FWYm5u/fRK1M2fOuLm5vUpHURTl8XiZmZnYKR6Pd3V1xWL21U2nYEEPI6/o8IOxj1uZQhmWLyatnGWnr/XbXF/cUMoG1YdIlSKBjCOQtfHFXGedQBwCoy0HFf3246TRaI6Oji0tLVhB4aSkJKzu8MvU1tYeOXJEtaOjq6u7c+fOXs0/Xpt0GwXo7vSdt1+U2H3fed4nHqvFYvH5zIbMem6UjzkAIKeGbaJF3D/LDYf8KyNXu6ypmJvcLmsCAGjh9E1JLhrI1yUWi3sVx8LlcrOzs7NeUFFR0U1jHA5nb2+PyZ6zs3NQUJBqStRxAG8y7leAOctgXsoAAARBMCeaAUVqaur27dtv3rz5qsyCjY2NDAaj4yb6li1bVIv/PeQNMhfKlfIfM3beq72LnQabjVjj8e3Gi2V+9oYedG2xTHm/oGlVqJX3MJpQIHh+ywt6ZegNEAqFcrlcA4vkfZ7xUaoUNkmKhQqOQM4WKdpl6P9/4cl4qjHpedUBKpU6pDJNDlb6TQjnzJmjKuG4bNmyHTt2nD9/vsuWVCrVysoqICAAO6VQKGQyuVdfPoVC0b0Q7s/Yc7Pyebzgey5zvwz8Wq5Ad8UVUyiEEU5GCiWayGheEGg1+t9VSUVyXnF7coOwCABAxlOddEfoK210tV6TXLRPIBKJ3QuhVCrNzc1NT09/+vRpRkZGSUmJSma67M3d3d3Pz2/48OHYzA/Lr6+x6hPYfHQgh6hmZGTMnDnz7NmzwcHBr2pjYWERHBz8ltUnUBTt1Qculos3P9iQWp+CnU6ynzLB/Iu992oiPMyIeFwDW1TF5P/6Qeea8pgKamC2isPhNFN9oref22thsDPLBemqUwKORCUY6BANSKiutYE7Hs4IBxcD4sc5evToX3755VVX6XR6ZGTk25Rhwr+gy6uHcg6q1pSmO836OmQzWyDbeDnP187AgEriieWPilv+O93DyuD/FwMVqLy8Pb2sPV2ByvAIwV43wFEvmIAj8Xg8zWyVdfl2KisrHz9+nJaWlp6enp2dLZFIXnU7mUz28vLy9/f39/f38/Pz8vLq0nMERdFuPrc+BDMxYHcZc3Nz//Of//zxxx+9nd6pG76U//m9NTnMLOz0A7f5VOGca8+aJ3qbAwAyKllORjq/fOALZywYSlTBl7W9+Mfiy9rECr6v0eQuUzvZ0objEbwWXpdKpOsQDcj453EmPB4PquDgQ6M/UZFIlJGRERoaisfjJRIJtvyFomhcXJy7u7smR6IitvDM0dznDjsT7CZtGfFtcRNv+amMj0bbU8mE2jZhK0d86EM/rQ6Z+JuEpQVtiUJ5OwDAgurqbjBGi/AmNZHfHrFYnJGRkZqampqa+uTJk+bm5le1JBKJnp6egYGBAQEBAQEBnp6eA3n6NaCorq4eN25cVFSURCK5ePEiACA8PFyVjL4fYYvZnyWsKGIVYqcfe64sLRtpZQz87ehShfJ+QfOa0Q5BdkO3oK5cKeXL2niyVkz2eDKWUMZBwb/2whGAyNGuY1i1CXou+qM0MlJI/6MuITx9+vSpU6eKiooQBGEwGIsXL54/f35VVdXo0aPZbLa+vv6MGTMAABYWFjk5ORwO5/79+2oaSTfcrrgV83QfdjzSMuz7UT8kFreu/StbIJFnVbFxOOBjoff1bG9Ve4GMnd92jymqBADokUw86ePolM6bZ+qGyWSmpqbeu3cvIyMjKyurm1B0R0fH4ODgwMDAoKAgX19fzXhtDD74fH5ERIRUKsVUEADg5eXV70LYImSuif+kglMOAEAA8rH7F2l5nmPc9LVJBBZfklvF3jfL24Q24PZZ1U2joJgtbeJJW3gylkjO7XQVATgqUZ9GNNQhGuoQ6dj/RNyQ+5QgL6MuIYyMjOw4ybOwsAAA2NrapqSkYPtPJ06cSE9PZ7FY8+fPDwsL01h1chVPGlJ3PNqCRVwNN/HbM+an00/q/nuToVCiAIDkYuavc/3GujwPbVSi8tL2tLL2NCWqIOIorgajbGjDsSh7DVBVVfXw4cPk5OTk5OTi4uJXNdPX1w8JCQl+AZ0+dGcDfYiHh8eFCxf6exT/oknQuOrOslpeDQAAh+Bm23114aHV8nAzPIIUNXCJCPL7h/6EwRjh2j1sSUNGy3XVKQ7BY2qHKR+NaEglGuCQAbr8Dulf1CWEXXqra2lpjRw5Ejs2NTXFqoT3C0Wswq8ffClXygEAjgZO0eG/7okrP55ahV21pmsf+yjQyeT53jtLXJvLuiOQsQEAVjpe7gajSXi1Bw+UlZU9ePAAK5hQW1vbZRsEQdzc3EJCQkJDQ0eMGOHm5gYd2AY9dbzaVXeXNfIbAAAEHGEk/fPDcYYUoqS6RVDNEkz1MJ/mMwgzuQvl7VxpC0/WypOyjLSsrXW8Xm6jRzJ10gvB44g6RLou0ViboDfU6ppB3pihuOvbwG9Yd2+1UCYAAJjrWESP/W3j36V3Cpqwq/42Bn8sDKBTn89QJQrhk+YLSlRJIxl508erdS20uro6MTHx/v37iYmJr8reSSaTsdXO8PDw0NBQOO0bUtRwq1feWcoUNgMASHiyHbLqUooRAKhQKo/LbfhjYYCbef9sV/ctClTGlbZypUyutIUra+FKmXLl/28BiOTtXQohDsG7GoSpaUgcDqeurq6mpobD4UyfPn1IlSUfCgw5IeRJeZ/fW80StQIAdMl6u0b9+vm5yozq5/mXp3pb7H/Ph9yhlBIJR7GhDafgafa6ATg1PGCyWKzExMSEhIR79+6VlZV12YZGo40aNQoriRUQEEChUHg8HrbCDBk6VLVXrryztFXUAgAg4ylU7iePap9new91MDw4z0/19PbOIVEIudLmdimzXcrkSpkCGbuTVwsZT9UlGeuSjHWJxuqr3ykQCGpqampfUF1dXV9fj+mf4EUIJgBg+vTpV69eVdMYIP3C0BJCuVK+8cEXmIsBCU/aEhS97xbHzlSnhMnnimSfhNlvmuTWaXERQXB9nilGJpOlpqbevXs3Pj4+MzOzywg/PT29sLCwsWPHjhkzxtfXd8CGFkA0Q2V7xco7S7EHODKeImteWtL6fAn041DbrVPc39FNwdL2J1XcbLGC3/FFHIKjEY1fKJ+JHsm4DzcjUBRtbGysrq6uqanBZK+qqqq2trampqatra0nPTQ2NvbVYCADhKElhHvSdqU3pgEAEICs9t524iFugrc5AYcUNvBm+w5bHGqrVus1NTVxcXG3b9++d+9el5ULqVTqqFGjIiIiwsPD/fz8oPhBMLC5IKaCJJwWp2axgGcFACDgke+neb7TBQVbRJViBZ+II+uSTPRIJrokY12SKY1o+PZeLVh29aqqqurqaux/jNra2jco+6WtrW1jY2NhYWFpablhw4a3HBtkoDFCmoUqAAAgAElEQVSEhPAc49SVkr+x4zlOnyRkD4vyNsMhyJNy1sowu6neanExUCgUqamp//zzz61bt/Lz819uQCAQAgMDIyMjIyMjQ0JCNO89CxngYPuCmApS8LpBOrvlTrTrWfUG2qTfP/QLsR+g5S0lCgFH0tQiqOVzW2SoONBkJgXfReaXIJPZUqVQm9CLhP6dQFG0oaGhoKCgubm5srKysrKyqqqqqqqqrq6utznkyGSy1Qusra2xfOs2NjbDhg1TJUOGuxKDkqEihE8aUw9k7MeOQ80nFZeHTPAyQxDwsIg5P8AqzMmYLWmo5GY56gXrkvqgGhSXy719+/b169fj4uK6XG+xs7OLioqaMGFCeHi4np4msrJB3kXqeLWqfUEa3iTKIsbagM4Ty/NrOX9+FGhrOIBcNhSovF3SxJE2sSUNbEljxzA+BCBShbBLISTgSARcTx/+BAJBRUVFRUVFeXk5doApXzdJlLrExMTE+gU2NjbW1taY+JmZvabCNmSwMiSEsJZXsy3lGyxk0EHPS9gyZ7ynGYqChPzmNWPsfa31SziPSzipKFDqk83fRgibm5vPnTt39erVxMTEl385KRTK2LFjJ02aFBUV5ezs/FZvCTIEaBI0rrq7DPMRpZPtplvuo1OpHKE0q7Lt8sqRndKH9gsCOYctbmBLGtiSBp6sBfsVwyDgSHokUyrOyEjb0lDLsksV7AY2m132gvLy8vLy8rKysqampp73gCCIubm5nZ2djY2Nra0tpnnYsZaWVq8GAxn0DH4hFMoEmx9t4El5AAA62VRP9Fm4uwWKovH5TRvGu9ib4B43nWeJaxGAOOoF29J838BEbW3tpUuXLl26lJqa+rLni5WV1ZQpUyZPnjxu3Lh3rnoRpL9oETJX3XkeL2ih7TXNeieVRK5rE7HaRf+b50fE91uEHArQKm52q7iGLWmQKP7flxIBOF2SiQHZwoBsrk821yHSEYAIhcLXJt3mcrmlpaUlJSWlLygrK2OxWD0fkpGRkbW1tZOTk62trZ2dne0LBmANE8jAZJALIQrQHY+2VrZXAACIOJIDsnW0i5USRe8+a9oyydVAl/Ww4aZEIaTgqb7GU4woNr3qvKGh4cKFCxcvXnz8+HGnen4Igvj5+U2bNu0///mPr++biCtkKMORsNfEf4LljnGgjZxsvYmExxc1cA0oxB9nevdv1gSWuCa/7R52TMZrG5AtsH/6ZDM88ppJqlwur6ysLCwsLC4uxpSvuLi45/M8EolkY2Pj6Oho/wI7Ozt7e3sajQa37iBvwyAXwlP5x+9XPy9k6E3ZMdrRUYmid/Iat09xUxLz0ppTUYAaa9n5Gk0m99g/m81mX7x4MTY29uHDh53mf3g8fsyYMTNmzJgxY4aVlVUfvxnI0EAg438WvxIL8vGkR40f9hkOwWVWtgVaG3wQoKEvlUwpxiH4LoWNTrZ0MxhDwVMNKMOo3Tq58Pn8nJycysrKoheUlZX10GNTW1vbsQMODg4ODg6WlpbQlRqiDgazEGY1Z/wv63l1Jz+dr8ba+2JzwW2TnVjKu0xOBQIQV/1RjvohPckaKpFIbt68efr06bi4uE77f0QiMSIiYs6cOZGRka8qXw6B9ASJQrL53leFLAYAIND4gzDzjxEAHhYx3/O1jHA1UatpmVLCEteyxDWt4lqetIVGMh5j8dHLzXAI3lEv6OXXuVxuYWFhfn5+YWFhQUFBYWFhTU1Np5WSLiGTyY6Ojs7Ozk5OTk5OTtgxlp0YAtEMg1YIWaLWzUlfK1AFAMBbd9FYm3Eoit7Na9o42bRWdkkgY5Pw2n5GU421Xr8cmpmZefz48djY2E7+n3g8Pjw8fO7cuTNnzsRSnXUZHQiB9BAFqvg+fVtWcyYCkDCzpYEms5UoGp/ftHask6/1mwcYdGtR3iaubxVXt4qr2yXNqnwueIRAJw/r5kapVMpgMPLz8/Pz8/Py8goKCqqrq3ti0dra2tnZ2dnZ2dXV1cXFxcnJycbGRgOVeyGQbhicQqhElVuTv8Gczl10J0bazAUAJBQ0fxZJqRZfkSuleiTTQJMZ3dcR5HA4p0+fPnbsWG5ubqdLISEh8+fPf++996C/NaSvQAH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      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#hide\n",
    "\n",
    "wsE, wsF = plot(), plot()\n",
    "\n",
    "plot_windspeed!(wsE,ClassE)\n",
    "plot_windspeed!(wsF,ClassF)\n",
    "\n",
    "l2 = @layout [ grid(1,2) b{0.14w} ]\n",
    "\n",
    "plot(wsE, wsF, ws_legend, layout=l2, size=(600,200), margin=2.5mm)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "313f7f3f-355a-474d-96ee-902ba5e51c97",
   "metadata": {},
   "source": [
    "## Plume Dispersion\n",
    "\n",
    "The more diverse sets of correlations are for the plume dispersion parameters, the crosswind and vertical dispersion. To some extent this is because the early work ([Turner 1970](#turner-1970)) presented the dispersion parameters graphically and many subsequent authors generated their own curves to fit these plots.\n",
    "\n",
    "### Crosswind Dispersion\n",
    "\n",
    "Crosswind dispersion can be divided into the various attempts at fitting the curves presented graphically by Turner ([1970](#turner-1970)) and those based on Briggs' urban and rural correlations ([Briggs 1973](#briggs-1973)).\n",
    "\n",
    "The default correlation is a simple set of correlations of the form\n",
    "\n",
    "$$ \\sigma_y = a x^b $$\n",
    "\n",
    "which attempts to fit the Turner curves.\n",
    "\n",
    "The CCPS correlations ([AIChE/CCPS 1999](#ccps-1999)) are from Briggs ([1973](#briggs-1973)) and the ISC3 *urban* correlations ([EPA 1995](#epa-1995)) are from Briggs as well, the ISC3 *rural* correlations are something else entirely but I suspect are intended to fit the Turner curves. The correlations from the TNO yellow book ([Bakkum *et al.* 2005](#bakkum-2005)) are also a different attempt at fitting the Turner curves. What `GasDispersion,jl` gives as \"Turner\" is the fit to the turner curves given in Lees ([1996](#lees-1996))."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "373c319c-d8e3-4f47-975f-79802d81fda8",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [],
   "source": [
    "#hide\n",
    "\n",
    "xs = range(1,1e5,1000)\n",
    "\n",
    "function plot_cw!(plt,class)\n",
    "    plot!(plt, xaxis=:log10, yaxis=:log10, xlabel=L\"x\", ylabel=L\"\\sigma_y\", title=\"$class\", legend=false)\n",
    "\n",
    "    for s in sets\n",
    "        ys = [ GasDispersion.crosswind_dispersion(x, Plume, class, s.eqn) for x in xs]\n",
    "        plot!(plt, xs, ys, color=s.color, linestyle=s.linestyle, lw=s.lw, label=s.name)\n",
    "    end\n",
    "end\n",
    "\n",
    "cw_legend = plot(framestyle=:none, legend=:topleft, foreground_color_legend = nothing);\n",
    "for s in sets\n",
    "    plot!(cw_legend,(1), color=s.color, linestyle=:solid, lw=2, label=s.name);\n",
    "end"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "c296aa08-dab9-43fa-9686-6e107f33e93c",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#hide\n",
    "\n",
    "cwA, cwB, cwC, cwD, cwE, cwF = plot(), plot(), plot(), plot(), plot(), plot()\n",
    "\n",
    "plot_cw!(cwA,ClassA)\n",
    "plot_cw!(cwB,ClassB)\n",
    "plot_cw!(cwC,ClassC)\n",
    "plot_cw!(cwD,ClassD)\n",
    "plot_cw!(cwE,ClassE)\n",
    "plot_cw!(cwF,ClassF)\n",
    "\n",
    "l1 = @layout [ grid(3,2) b{0.14w} ]\n",
    "\n",
    "plot(cwA, cwB, cwC, cwD, cwE, cwF, cw_legend, layout=l1, size=(600,600), margin=2.5mm)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ffca02e5-3b6f-4c30-8228-80217fd306e9",
   "metadata": {},
   "source": [
    "Zooming in on the class F curves is illustrative of the lot: most of the lines overlap and hew pretty close to the curve-fit for Turner ([1970](#turner-1970)) with the exception of the Briggs' urban/rural correlations. The biggest impact on these model parameters is whether or not a rural/urban terrain is used or not. *Note* these are log-log plots."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "9599670a-77b2-4d30-8f17-5707c25564bc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot(cwF, legend=:topleft)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "76a28940-595e-4e08-8090-081b778450c5",
   "metadata": {},
   "source": [
    "### Vertical Dispersion\n",
    "\n",
    "The vertical dispersion correlations are decidedly more varied. Varied enough that I'm just going to show them all at full scale.\n",
    "\n",
    "**Note** the correlations given in the CCPS guidance ([AIChE/CCPS 1999](#ccps-1999)) for urban conditions has typos in the class A, B and D correlations, I have corrected them here to match the Briggs correlations on which they are supposed to be based."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "9ce48232-1a48-4bdc-89ee-7d3735fcf0a1",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [],
   "source": [
    "#hide\n",
    "\n",
    "using Logging\n",
    "\n",
    "Logging.disable_logging(Logging.Warn);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "2dfc4bd8-20a5-46b2-8d8d-7024b9a83952",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [],
   "source": [
    "#hide\n",
    "\n",
    "xs = range(1,1e5,1000)\n",
    "\n",
    "function plot_vt!(plt,class)\n",
    "    plot!(plt, xaxis=:log10, yaxis=:log10, xlabel=L\"x\", ylabel=L\"\\sigma\", title=\"$class\", legend=:topleft)\n",
    "\n",
    "    for s in sets\n",
    "        ys = [ GasDispersion.vertical_dispersion(x, Plume, class, s.eqn) for x in xs]\n",
    "        plot!(plt, xs, ys, color=s.color, linestyle=s.linestyle, lw=s.lw, label=s.name)\n",
    "    end\n",
    "end;"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "b5ff00b6-1316-4682-91e2-595bfeb57efe",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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1950.53,566.863 1951.76,565.587 1952.99,564.319 1954.21,563.057 1955.41,561.804 1956.61,560.557 1957.81,559.318 1958.99,558.086 1960.17,556.861 1961.33,555.643 1962.49,554.432 1963.65,553.227 1964.79,552.03 1965.93,550.839 1967.06,549.654 1968.18,548.476 1969.3,547.304 1970.41,546.139 1971.51,544.979 1972.6,543.826 1973.69,542.679 1974.77,541.538 1975.85,540.403 1976.92,539.274 1977.98,538.151 1979.03,537.033 1980.08,535.922 1981.12,534.815 1982.16,533.715 1983.19,532.62 1984.21,531.53 1985.23,530.446 1986.24,529.367 1987.25,528.294 1988.25,527.225 1989.25,526.162 1990.24,525.104 1991.22,524.051 1992.2,523.003 1993.17,521.96 1994.14,520.922 1995.1,519.889 1996.06,518.86 1997.01,517.837 1997.95,516.818 1998.9,515.804 1999.83,514.794 2000.76,513.789 2001.69,512.789 2002.61,511.793 2003.53,510.801 2004.44,509.814 2005.35,508.831 2006.25,507.853 2007.15,506.879 2008.04,505.909 2008.93,504.943 2009.81,503.982 2010.69,503.024 2011.57,502.071 2012.44,501.122 2013.31,500.177 2014.17,499.236 2015.03,498.298 2015.88,497.365 2016.73,496.436 2017.58,495.51 2018.42,494.588 2019.25,493.67 2020.09,492.756 2020.92,491.845 2021.74,490.939 2022.57,490.035 2023.38,489.136 2024.2,488.24 2025.01,487.347 2025.81,486.458 2026.62,485.573 2027.42,484.691 2028.21,483.812 2029,482.937 2029.79,482.065 2030.58,481.197 2031.36,480.332 2032.14,479.47 2032.91,478.611 2033.68,477.756 2034.45,476.904 2035.21,476.055 2035.97,475.21 2036.73,474.367 2037.49,473.528 2038.24,472.691 2038.98,471.858 2039.73,471.028 2040.47,470.2 2041.21,469.376 2041.94,468.555 2042.68,467.737 2043.41,466.921 2044.13,466.109 2044.85,465.299 2045.57,464.492 2046.29,463.689 2047.01,462.888 2047.72,462.089 2048.43,461.294 2049.13,460.501 2049.83,459.711 2050.53,458.924 2051.23,458.139 2051.93,457.357 2052.62,456.578 2053.31,455.801 2053.99,455.027 2054.68,454.256 2055.36,453.487 2056.03,452.721 2056.71,451.957 2057.38,451.196 2058.05,450.437 2058.72,449.681 2059.39,448.928 2060.05,448.176 2060.71,447.428 2061.37,446.681 2062.02,445.937 2062.67,445.196 2063.33,444.456 2063.97,443.72 2064.62,442.985 2065.26,442.253 2065.9,441.523 2066.54,440.795 2067.18,440.07 2067.81,439.347 2068.44,438.626 2069.07,437.908 2069.7,437.191 2070.32,436.477 2070.95,435.765 2071.57,435.055 2072.18,434.348 2072.8,433.642 2073.41,432.939 2074.03,432.238 2074.64,431.539 2075.24,430.842 2075.85,430.147 2076.45,429.454 2077.05,428.763 2077.65,428.074 2078.25,427.388 2078.84,426.703 2079.44,426.02 2080.03,425.339 2080.62,424.661 2081.2,423.984 2081.79,423.309 2082.37,422.636 2082.95,421.965 2083.53,421.296 2084.11,420.629 2084.68,419.964 2085.26,419.3 2085.83,418.639 2086.4,417.979 2086.97,417.321 2087.53,416.665 2088.1,416.011 2088.66,415.359 2089.22,414.709 2089.78,414.06 2090.34,413.413 2090.89,412.768 2091.44,412.124 2092,411.483 2092.55,410.843 2093.09,410.205 2093.64,409.568 2094.19,408.934 2094.73,408.3 2095.27,407.669 2095.81,407.04 2096.35,406.412 2096.89,405.785 2097.42,405.161 2097.95,404.538 2098.48,403.916 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      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vtA = plot()\n",
    "plot_vt!(vtA,ClassA)\n",
    "plot(vtA)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "71fdbe2f-54fa-4a37-b018-64bd7c8db093",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vtB = plot()\n",
    "plot_vt!(vtB,ClassB)\n",
    "plot(vtB)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "add025d3-fc2d-44ed-b730-6d7923126c60",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vtC = plot()\n",
    "plot_vt!(vtC,ClassC)\n",
    "plot(vtC)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "9c99046a-84bc-49f9-b437-bf13e9c0555f",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vtD = plot()\n",
    "plot_vt!(vtD,ClassD)\n",
    "plot(vtD)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "90ab5f76-de03-4f17-8ab9-f01d531feb7f",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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QO3GQ7a4LBcLOxeFwsrOzfX19qVSqpaXl2LFjZ8+eraOjAwDh4eFNTU3BwcFSqVShUAwZMkQdCG1sbMhkMgD069fv448/trW1ZTAYX3zxhY+Pj7p92bJlY8eO5XK53bp1mz59ekVFBQCQyWRNNv3GjRtXrly5fv36zZs3jx8/vtMuHkGQd5u6BFpixQ0ceC6GVgHWtgBQJWhMry6kECl9zfwH2w0LsAikk+iaXZRlZbxdv4r+/JO9eBFr7pzOG3s7wDS3F++s6upqLy+vqqqq1+yvnkjy119//fXXX3/++WeHjq19KZXKV6TYv2yrSqV6F274LCwskpKSzM3NO3sgyDtBLpcrlUoajdbZA0FeRaqUxpfG3SmLkarqnA0sDHSeL6zdLBU+qy1Vqph+ZsEDrIJZlH/MSFCUlPJ37RL9+ReuUACJxNm4gREe1hnDbzfojvAd8upCMy/b+i5EQQRB3iMKleJ+ReKtkqvNsjJHrnlPC2MAYwAQyiWZNcVSObmn6YBvfOfr0/Rf3LGoiP/zLtGZs+oQyJgwnrVgPsnGphOuoV2hQIggCNIlqHBVavXDm8VXq8S59vomXmaGGHAAQKKQZdWV8iVKTyP/ud4zjBkmrfdV5Ofzft4lOn8BFAqMRGKETWLNnUP6UBKUUSBE/l1paSmLxXp1NgiCIO+szLqnVwujivlPbDiGTkamLpgnAMiVyuyG0jqBxEW/51TXcCt221FNnpvLj/hZdPESKJUYmawTHs7+ai7RwkK7V9CxUCDUqv379+/du7egoMDAwGDAgAHLly+3sbEBgLt3727YsCE1NZVKpXp7ey9ZsiQwMPDUqVNbt24FABqN5uXl9d1331lYWOA4vmnTpmPHjlVXVxsZGYWEhPz8888vnKVXr14qlQoATE1NQ0NDw8PD33LY8+fPHzFixLRp097yOAiCaFNBU/61wuiYwuhSfomhju6cniMBQImrsuvLynnN9rreY+2/ctR3ftnu8mfZ/IgI0eUroFJhVCpjcjhr7hyimZkWr0BLUCDUnu++++6PP/747bffAgIC6uvrz5w5c/r06cWLF8fExIwdO3bDhg2///47hUK5ffv2vn37AgMDa2pqyGTyiRMnGhsbN23aNGzYsLS0tAMHDhw+fPjs2bPOzs5FRUWxsbGtT5SamnrhwgUHB4dHjx5Nnz5dT09v+PDh2r9eBEE6RZWwMqYw+mphVE5DtqaxTsyLLUghYGQLpmuI9eceRl4YvDTPWJ6ZydsZIY6++jwEhoex5nxJNGnjkemHAQVCLSkpKdm2bdvt27fVxa91dXWXLFmivm/75ptvFi1atGDBAnXPcePGjRkzRv01nU5X1xr98ccf7e3tKysr79+/P3ToUHV9UQcHB3UBttYsLCycnJycnJwiIyPj4uKGDx9+5cqV4uJidY1vPp8/Y8aMyMhIAJg/f/7w4cOPHDlSU1Nz/fr1X3755dq1a42NjT4+PitXrkQrVyDI+6JR0hhbfO1aQXRazSMc/pEOwKKwgqwHDrIZ0tO0d+sSMC8Q/H6oafUawHGMTmeETWJ9OfsDDoFqXSUQ1gtkk39PyqzUUmUZOpk4ytt80xgPTcvNmzdNTExeWAKCQCBUVFRkZGS8kObReiJoQUEBkUjU1dXt3bu3+oFqcHCwu7v7q6eMikSijIyM4OBgAMjJyVGXNgUAqVR6+vRp9dfR0dFxcXFbt27lcrkAQCaT169fT6fTDx48OHHiRHV1bwRB3lkiufB26a27ZddxjOdiYOlipPu45nkUpJPoARaBIbZDAiwCXz8FHheJMDqdERbGmjuHaGjQYQN/h3SVQBiXW6u1KAgAYrnyZHLJd0Od2bTn//jq6upMTU1b96yrqwOANjcBQHZ29qxZs4RC4ZUrV1asWKGjozNjxgwMw44cOfLtt99yOJw1a9Z8+eWXrXecNGkSnU4vLCwcOnTozJkzXz3aJUuWhISEqL+eNWtWYWFhaWnpRx99tHPnTpFIpM76RxDknSJTyu5XJNwquSZQVLgYWPa1ej57pVEiJGLE3mZ9B9sOHWAVrENmvOmRWfPmsubNbe/xvtO6SiAMcDCwN2Tm1wq0czoMg1He5pooCABcLrfNmgD6+vrQogD3CzgczsCBA8lk8urVqx0dHQEAw7AZM2bMmDFDLBZHRkbOnDmzZ8+evr6+L+y4atUqe3v7S5cuRUZGymSyV+c129vbq7+Qy+Vjxoypqqry9vZW32vW1taiJZwQ5N2hwlWPa1KvF0VVi/Mc9E18zA0w4AKAUC7Nqi2WyEi+pv2vTljJoXVmOcn3TlcJhEYs6o1v+nfiAAYMGFBRUZGcnNzzn4tSql/mnTt3zsXFpfVeRkZGLyuNRqfTp02btmXLlqdPn7YOhC4uLl5eXj179kxLS1u7du327dtpNJpEIlFvra+vb9lZk6ofFxdXVlaWmpqKYRiPx9u/f/9/u1gEQdpdTsOza4VXCnhpVrr6zkZmrupV4FWKZ3UljSKFh0Hf2Z6fmzJfd0qnLDUVo9PJbf3a6YK6SiDsdLa2tl999dWkSZP27t3r7+/f3Nx85swZqVS6cOHCbdu2hYWFGRoajh8/nkwm371796+//jpw4ECbx/n9998tLCz8/f3pdPrFixeLiopa19puaePGjb169Vq0aJGHh8eGDRuqq6t1dXU3bdrUZmcymdzQ0NDc3MxkMlesWIEWr0CQTlchKL9acPlpfZIhk+7MtbThPl8FV50C4cTxnei4yE6v7UlzbZImJPC275DeTyJwuWZPHnfYwN8nKBBqz/bt221sbObNm6fOIwwKClq9ejUADB8+/OzZs+vWrVu4cKE6ZXDZsmUAoKur2/rdIZPJXLt2bWZmJgDY29sfO3bMw8PjhT7qJXnVX7u7u0+cOPH48ePffvttaGioq6urrq7u8uXLNcsUW1paUqlU9deBgYHDhw/v1q0bm82eP3++h4cHiURS90HZ9AiiTc3Sppiiq1cLo4yZBG9jhyBbFwDAcby4ubqgsdac4fyvKRCtSeLu8HbslCUnAwBBT093yeKOGv37BhXdRtoHKrqNtISKbv83UqU0ruRmdMGVexUJCpWCTqYu6TsBw7AqQWN2fbkexTLYanBvs75E7FV1iVuT3LzF27FTlpoKAAQDA9b0z5nTP8cYbzyP5kOF7ggRBEE6mQpXJVcmRRdcuVkSK5ILNe1iufRQ2jVXrkegRchk52Aa6Q3/sMBxSWwsb2eE7HEaqEPg7FnMKZNRCHwBCoQIgiCdJrsh62rB5RvF1ysElS3bMcA8jbyH2A372GaQLvXNX0zguPhaDG9nhDw9HQCIRoasOV8ywsIwlA3VFhQIu67y8nIcxy0+rOK5CPJeqBJWXi2IelKXaMSkOXEtw/T6/ZR4WoWrAMBW126I3bDBdsPNXnsK6D+oVOLoq7ydEfLMTAAgmpiw5nzJCJuEocfUL4eWstMeHMcjIiJcXV1pNJqlpWV4eHhOTo56U2xsbGBgIIPB4HK5wcHB165dA4CjR4/a29vb29t379592rRphYWFAKBSqVatWmVlZcVkMi0tLWfMmPHCWcrLy+3t7QWC/2dMzpkzp3VhbgD49ddf22xHEKSDCGSCC7lnv42b81vaKjq9IsjW2c3QhogRihtruDSDMNcpJz75869RFz73nPnfoqD4ypXqj0PqZ86SZ2YSzcz0Nm4wSbzLnP75+x4FhULh/fv39+3bN3fu3EkTx33+2af5+fnteHx0R6g933zzzaVLl/bt2+fv79/Y2HjmzJmoqChHR8fLly9PmjRp27ZtFy9eJJFI8fHxf/7556BBg5qbm42MjE6cOCGRSH744Ydhw4ZlZGTs2bPnzJkzcXFxtra2lZWVMTExL5xFoVAUFBSoq5iqVVdXo5KhCNKJFCrFvYqEm8VRQkWVq5FVgLWtur1G1JRVW6ZPsfrIetJi33+vAvpq0vj4+pmzAYBoYcGeN1fn01CM/Lpl1d411dXVjx49evz4sfq/eXl5KpWqb8gnny1dN4l8loqLvj+wd+OmH9vrdCgQaklhYeGuXbsSExN79eoFACYmJnPnzlVP2V28ePG3336rKYQ2ZMiQwYMHq7/WFN1ev369nZ1dZWVlSkpKSEiIra0tAJiamn722WevP4bY2NjHjx/LZLIzZ86sWrUKAMRi8fz58xMSEry9vbdu3aouc7Nly5arV68KBAJPT8/169ebmZkBwLp167y9vU+dOpWTkxMYGPjDDz9oki4QBHmZzLqnV4sulfEzHfRNfMwNMTAAAL5UlFFbDDirn/mgMP83nwLzEmRXV51x46h9euuMG/vehcDS0tKUlJTU1NTU1NRHjx5VVFS07mPh4MzWN8hrthVUFwYE9m3Hs3eVQFgnrp15dVoJr1g7p8MAG2w3dH2/zZqW27dvm5mZqaPg/7thWFlZWXZ2tma5CU37CwfMzs4mkUgcDsff33/RokVGRkbBwcG+vr7qPL/XVFBQsGbNmtWrV588eZLNZj948ODQoUN79+5dunTpxo0bQ0NDr1+/DgAmJiZ79uxhsVi7d+8OCwu7desWAMTFxf3xxx979uwxMTEJCwvbv3//vHnz3vRjQZAuolpYFVVw+UltgimL0Y1r0c3AE9RVYGpLGsTynsZBi3y/0qfpt+9JCVyufsSO9j1mx6moqHj4t/ziMraxmbunZ6CP1QC3vsRBOvFpZasO3tN0JpFIjo6O5Kby8rizek7dfIOHGxoatuNgukogfFBxX2tREABwwKMLriztvYJFYalb6uvrTdpayqShoQEA2twEABkZGRMmTJDJZDdv3lQvCjFt2jQqlXr48OFNmzaRSKSVK1cuWrTo9Qfm6Oj47bffar4dMGBAWFgYAPz000+GhobFxcXW1tafffZZRkZGZmZmQEDA5s2bJRKJOhvsyy+/HDBgAABMnTo1KSkJBUIEeYFIIbpVHHsl/yKFLOpj4Rps5woAOI7nNVaUNjU66HlPdFpsp2ff2cPsHM3NzcnJyQ8ePHjw4EFuYYkO18jWxdPdw2XB4h429GYDRZmeshaDPAAAYzMigeDnh/n4+Hh5efn4+Li7u3doTmpXCYR9zQNcuK5Z9ZnaOR2VSB1mP0ITBQHAwMCgsrKydU8DAwMAqKysbLPotrruGpPJ/Pnnn62srAAAw7CwsLCwsDCFQnH69OnJkyf7+/v36dNHs4v6HlEul2ta5HK55sZR/UxVQ/3cFQB0dHRMTU1LSkqMjY2HDBkCAJ6ennQ6HQDq6+vVafKaZHkmk9lyMg6CdHEqXPWwKvlK/sVbxbEihQgAFvYZyyBTa4RNmbWl+jSbEOtPe3j3fMtXgACAy+WiyFOytDTdNasJLNa/79CpFApFenr6/fv3k5KSsvIKcCrDxtnD1sVjzFdBdiyhkbLMUFGqq3wCgIMUAECBY5UiOh+4bAsvv1mBCXO19/KlqwRCDo1zbPipThxAUFBQVVVVYmKin5+fphHHcTMzMzc3t7/++mvNmjUt29VPR19RdJtEIn366adr167Nzs5uGQhNTEwoFEpxcbF6fUEAKCwsnDBhgvprTX1tNc2DeLlcXlNTY2JicvPmTZFIlJSUBAB1dXVbtmx5+2tHkA9VCa/4cv7FqPxLVcJ//Jl7JC3G19g30HJQWMBH7fIKEJdKhScj+b/+pqyoAADGxE8prywy3Flqamru379/7969e/fuPXz4UM/IdNLCFX3CF47Q1zFUlBkrSwwVRbrKFBA97y/HCQ0KXTLXkWvbi6Jrbf3aiya2r64SCDudtbX14sWLJ02a9Ouvv/br16++vv7MmTMAsHjx4u3bt48bN47D4YwfP55Cody+ffv8+fPHjh1r8zjqt3T9+vVjMBhnz54tLi5+4b0jkUicMGHCypUr9+/fz+Fwjh49WlFRoZl984Lo6OiEhIQ+ffps3rzZycnJwcGhvLy8qqqqrq6OyWR+++23r174F0G6JoFMEFN0Nbrw0qOq1Bc22es5DLMfMcRumMs95GkAACAASURBVKGOUbucC5dIhCf+4P+2W1lVBQBkFxf24kXvThTEcTwzMzMhISExMTExMTE3N7fl1qB+H/n0G+ggfdy9+QaGPS/nqcAJUqqZjqkHUd+RyrYyfcNycR0BBULt2bRpk52d3dq1a/Pz87lcblBQ0PLlywEgJCQkKipq48aNGzZsoFAo3t7eS5cuBQAjIyP1GoQtmZiY/Prrr3PnzlUqlQ4ODn/++Wfr9Zt++eWXlStXDhgwQCAQeHh4XLt2Tf0A1tDQUPMsFADMzMyWLFny448/Jicnu7i4nDp1CsOw/v37jx071tvbm8FgLF26NCcnh0wmA4Cjo6Pm4a2BgYFmCUME6TpUuOpB5f2YossCebm7kfXQbi4lzXn1Yh4AcGicwbbDhtmPcOa228JGuFgsPH6c/9seZU0NAJDd3dkLF9AHD4LOXhZGKpUmJycnJiUXVNWJVESlCv/rt61ymbR1z6zEGwkmBkY+LIUJmaRrTdB3xPQcKGwryjsQ/FpCRbeR9oGKbiMtfWBFt0v5JZfzzmU3pthxDGz0TNRvLpokgqNpsd5GPYc7jPQ370citNt9BS4UCo4e4+/Zq6qrAwCKlyf764W0gQM7MQTy+fzExMTEpOSSumYS28DJp5e5XTf1JgxUZ1aFg7DqTFwulUrr0aNH3759/fz8+vTp03r9nHcTuiNEEARpm0ghii28Fl8Rw6Sq3AytLDgeAKBQKTNrShrEsp7GQX+NWqhHbc+14HGBQHD4CH/vPlVDAwBQfHzY3yykBQe34yleX3Nzc3x8/N1794trm2gcY+cefZyGf+b8dzCmCUvJ5fdNVWVOXPmExd0BIIvyUTffQZo14N4jKBAiCIL8Aw744+pHUYXnmyRFrkZWgdbPXyiUNdfm1FfasD1DHb924HRr35Oq+HzB74cE+w+oGhsBgOLry170DS2wX/ue5V/xeLw7d+7EJyQWVDXQ9I1dfPt4jJnhRXj+JJMgrsOK4w3EeR7GKi6DCM8rVhGAYYLpu7jZDoZOmu3yljo5EIaGhj579gzH8VGjRq1bt65zB6NlKpXqZVNR2tz0iv7tLj8/n0QiWVtba+d0CPKOqBPXXs67mFYXb6Gr625sTsA8AIAvFaXXFJEx7kDrYTM82vMRqIbg4O+8n7armpsBgNq7F/vrhdR+2guBIpHo7t27t27dunnz5rPcvAU/7vUcN8v77+Cnkomk+Xc4vAx3Q4WNPhEzBQAMgAgUNsZxAo4jxnEEqq7WRtsROjkQzps3r1+/flKptH///sHBwep87Q/Sb7/9lpKScvDgQQCIjIxcvXp1dXW1SqVyd3c/efKkjY0NAGRkZCxduvTGjRtkMtnU1PSLL75YsmRJSUnJiBEjcnJyMAxzc3P79ddfX5gmCgD9+/cvKysDAH19/aFDh65cuZL8dgWWIiIiuFxuy4wOBPmAKXHl3bI70QUXiESeh7FtsK0bAChxVWZdSTVf1MN4wJKe7V8I5v9wvHnTZlwspvr5sb9ZSO3bnsXDXkahUDx48ODGjRs3bty4f/++VPp8qoupjb2TT09chddm3tFtTPXkSlxNSGQzADMAIAKRgunag74zxnEExvvx/u91dHIg7NevHwBQqVQjIyOZTNa5g+lQzc3NtbW1AJCTkzN9+vTo6OjAwEC5XH7r1i31I/WCgoKAgIA5c+acOHFCV1c3Ozt7xYoVSqVSV1f3yJEjHh4eALBhw4bQ0FD1MhQtlZaW/vDDDyEhIdnZ2Z9++imbzX6jcjMI0mWV8Iov5J69nH+xXlw30tHP29QFANSJ8CZ0p0/sZ7sauHf4IDDM8MxpUCkpPj4dfapnz57F3riR/CTz8pk/G+rrWneoKS3at3R6sH/PFcEygqUSgASAAcsc4ziDvhPGtoUOuCHudO/EJV2+fLm+vv6jjz7q7IFoQ2ZmprGxcWBgIACQyeSQkBB1+8aNG/39/Tdu3Kj+1tnZWZ1oqKen5+3trW4cM2bMDz/8oFQqX8iLBwAmk6mvr9+3b9+RI0eq0+Hj4+MvXbr044/PC7QPHz78yJEjXC538eLF3t7eZ86cefLkSXp6+uHDh0+ePFlTU+Po6Lhx40ZPT8+O/wwQpJPJlNLY4uvnc848qk7B4fnM+aSKbJ5MRATdQMvB4f1WU4naq2xC8erAn7v6+vrYGzcePMmqE8ktnNwdewwa7DcSZxse2/a9ugOGYe7u7kFBQcHBwf3799fT0wNchWdHAuDAccb0nYDM7LjhvQs6PxDGxcWtWbMmOjq69S/39lXBk9QK2sh0eQUmlWTPZbS5SSxX5tYJX5F8YsdlsKhtfLy+vr41NTVhYWGjR4/u16+fZoGk27dvt6wC+oLz58/X19cfOnRo7dq1r/igBAJBYmKiOn2+pqYmNfX/2b63bt1SP/1ITU09f/78oUOHrK2tqVSqubm5OkCeP39+5MiR2dnZ7+OkLwR5TXmNuedyT0fnX+bJeC3bjXSMhtqNGuEwyoJl2Vlja0cKheL+/fs3796rEsh0zWycvHv6dnte0wrH8eKczMLUO9NH9Tax9XTrGRQcHPziSm0YAXOe1Anj7iQdEghVKlVUVFRKSkpFRcWKFSvURTLVTp8+feTIESKROHv27MGDB9+7d+/rr7++fPmykVH7VGF4hUdlTTyp4o12wQBsODpEQhu5O8WNoowqXut2DRUOPuZtvEC2sLB48OBBRETEsmXLCgsL1Tdqenp6DQ0Nr/gQbt26VV5eXlNT87JEvRkzZujo6FRVVYWEhKjz9F9h9uzZ/f5+FT9y5Ej1raGOjo5IJMrPz2+doY8g7zuxQny98Gp8+VUyUfakJl8TBYkYsZ9l/1HdxvqZB7x9LdCXUVZX83/bLTwZqfvdMua0qR10FgAoKyu7du3avUfpMirbo++AboMmaua2lhfkZjxMJNVmBDuzJrvqL1nlhQEObBtC94kdN573RYcEQqlUunnz5h49ehw6dGjWrFmaQHj9+vXZs2cfPHhQIpF8+umnV65cGTp0aEBAwPfffw8AkyZN6t+/f0eMR62vjX41X/pG5QM4dHKbURAA7LkMAoYpVG0fj4hhNvo6Lzusq6vr3r17ASAnJ2fkyJGbN2/evHmzkZFRm0twqUVERABAVlaWl5fXwIED1WsEtrR+/frg4OD79+8vXLiwoqLCwcHhFdelmQ6qUqnGjh1bW1vr7++PYZhSqayra+O1AYK8v3Ibcy7mna4UPXMztAq0cQAAAgG7mpdsybIa2W3McIcRBvT2XNDnBcqKCv6vvwlPRuJSKWAY1gGPWxQKRUJCwrVrMen5xfpW3XyDBn3UfZB6k5DXnBofm5t8p48VaaSfzbzBRAqu/mtbDBgR07UDy6B2H8/7qEMCIZ1Ov3v3LgAcOHCgZXtERMTixYtHjhwJACkpKXv37r1586Zma8sbx5ZwHJdIJHv27NG09OzZU/ParDWlUqlUKlsu0a6mr0PR12m3f4VkIsHR8G2fmzs6Og4bNiwvLw8ABg0adPLkyTlz5mi2KpVKAoHQcm1CR0dHIpFYU1PTOhCamJjY2dnZ2dmlpaXNnz8/KipKfYen3srj8cRisaaz5pjZ2dlJSUllZWUEAkEul7f8kP8D9Sf/NkdAPhjKv3XWACQKSWxxTHx5NEeH5Gpo5Wj4PBHiSU0hBTP+7eP93Y19McDUQ+2IASjLygS/7RGfOoXL5UAg0IYNYy2cT3Jyaq/T1dTUXL16NSoqKjY21s0vaMritR7jn89rbaipSrkdIy17MsyLu6qXkVE/WwxXAEgBB6CwQd8F57iAXjdcXQ38HfiZVahwoVQBAM1iOQBIFCqZQqXCcb5EAQASuVKqUAGAUKpQ33vo6ZAHuRoTXq/Ozgu/Rduk1XeEqampS5YsUX/t5+e3cuXKHq9ROlahUMhksocPH2pa9PX13dzcXtZfLperyzu9/YA7Qlxc3L1790aOHGlubp6env7XX3+pP5MVK1b07NlzypQpixYtMjExSUtLW7169d27d+/duycWiz08PIRC4c6dO83MzFxdXV9x/KVLl9ra2sbHx3t4eKjXQHF2dl6+fHmb/xSYTCafz8/MzLSzs1uzZo0mcP43CoWi5fJPSFem/hns6Bf/bSriFV4qPFcpynI3supv2w0AcBzPrS8vbW7yNgj82muWLkUPABTyN3tR8vqUpWXiPXukZ86qQyD1k+H0OXNIjt3wf66P9t88efIkOjo6Kirq4cOHmj/3HT19WXr6lUX5j+Njbci1Q7wNpw4l0ZXqVU4bAcdUTEuc44LrOasYpgAYAAAO8NaD4UkUIplCKFVKFKpmsVwsV8oUOE8ilypUUoWKJ5bLlLhErhTKFHIFzpcqlCpcIFUoVCCSKeRKXCRTKFUglP2X/xHfDXL8rM9rvc0lk8n/+u9Qe4EQx/Gamhp9/ed/s3C53Orq6tfZkUwms9nsF24uX0Eul9NotLdMpGt3VlZWfD4fACwsLPLy8iZMmNDQ0GBqarpgwQL1XaCxsXFSUtL69etDQ0OFQqGzs/M333xDIpFUKtWPP/747NkzJpPZq1evmJiY1pNZ/P391WW1AYDL5a5fvz4uLq5fv347d+6cOnUqgUBYs2ZNSUkJlUoFgO7du2tejFtaWm7ZsmX06NEYhs2ePfuzzz7T09MDAAcHBzab/abXSKVSP5jakshbIhKJWq41KlfJb5XcuFF8kUlVuRvZOBM84e9bQAbRbJh9uE+PHupbwI6jKCri/7xLdOYsrlAAkagzdgx7/lekV76neB1SqfT27dsXL168dOlSaWlp6w5xf/7OVjSPD/JYMBYwOQ2AD0oAEg3jOAHXDdN3JVD+/fGVCsebRPImkbxZLG8Sy5rFcp5Y0SyW8yVyvkTBk8h5EjlPouBL5EKpUiBVCN9wykX7EiuhHf91dWzRbQaDER8f3717d/W3urq6169fV+eDX716dc6cOQUFBf96EFR0+72Aim4jLWmz6HaVsPJc7l+5jQ+dDMzMWFwAwHE8v6mypKmxu9GATxxGtm850DYpCgp4EbtE58+DQgEkEmPMaNb8r0j/XAf7TTU0NFy5cuXixYuPMp659upnbtvtj4iNvMZ69VYSieTn5zds2LChQ4e6u7sDAF6TimceBToX47oB1x3TtYe/q8MoVHi9QFonkNXypfVCab1QVseXNohkjUJZo0jeKJI1CGXqx5Lah2FAIxEpJAKVRKCRiQQCxqAQiQSMQiTQyEQiAaORiSQCRiYS6GQihgGNTDRkUaf62dDJ7fa8QauPRq2srAoLC9WBsLCw8GUvBREEQf4VDviDivt/Zp+kkHjdTbtZ6HkAgEghSasqJGMGw+w+XejTq6NvAQFAnpvL/3mX6MJFUCoxEknn01DW/K9Ib1GesKio6MKFCxcuXCitbfQJ/LhX6Jdj7J8vx5Z040rR09TBgwePGDFi0KBBmpXRAADHoZbuVmP3XaUAKmrFtQXSyuantQJpDU9SJ5DVvWHm2Gti0UgMColOITKpJBaNRCcTaWQim0amkQnqLygkApNGopOJFBKBQSExqEQKiaBDJlFIBDqZSCZhOhQS6SUTErVJq4EwNDT04MGD48ePVygUhw8fnjp1qjbPjiDIh0EgE1zKP386+1Rxc5EejbGg91gAKGuuza6v8uD6f9NjdodOBP3HSA4dblq9BlQqjEzWmfgpa948kqXFfzvUkydPzp07d+HCRSmJ5jtg0OglmwxMnj9fETQ35ac9cNZpOr9utBlzWL3Rx3lyk5h8QXljbVmjqKxJXNkkqeJJ5MoXZwi+KY4ORZdO1tMh6+mQ2TQym07WpZNZNJIuncymkdk0EotGZlJJDCqJRSMx28qTfk911JX4+PgUFxeLxeKgoCAikZiRkWFqajp//vyYmBgnJyeFQuHm5jZt2rQOOvt7QSgU0mi01m9xZTKZQqHQ0flH9oVUKlWpVHQ6/W3OWFZW1tjYqK7WhiDvo/ymvFNZf1wtuCJSPJ/Y1SQRHnty3U7XabDt6FmeAzouF7BNyupqjERiTPyUNW8usdVc7n+lUqmSkpLOnTt36fIVhpG5b9Dg2T8dYun9Pfmztroy/5k9S9zdUBzqWcHExAAAAtjzMP5Q8Zs9TiMSMH0GhcugGrKoBkyKPoPCZVAMmFQOg8LRoejrUPR0yBwdSmev+NtpOioQ3r59u2UCg66uLgCw2ew7d+7k5eWRSCR1memuIyIiIjk5+fjx4wBw6NCh1atXK5XK5uZmBweHs2fPqhd8f/To0TfffJOYmKijo8NkMqdPn75mzZrCwsKQkJDKykoMw2xsbPbs2RMQENDyyDiOc7nchIQETSL8d999JxKJ1KmHLV26dCkuLi4yMlIrV4wg7UaFq+JKb53K+uNh1YOW7SwK6xOHUeOcQq3YnbNSiu6yb9lfL8Sob1aMTalUxsfHnzlz5tLlywY2jn6DRi7df5am87yIVXVtXVlVPUdZ7kmvmOxYxyQ+n5NSLNKJrTW4Xm2c3NT2Ug/6DIoxm2amSzNm04zYNFNdmiGTasymGbGoXCblNZMNuqaOCoTqyNemV+d6f6hEIhGPxwOArKysefPmxcXF+fr64jiekJDAYDAAIDs7e8CAAUuXLo2KiqLT6SUlJeqi2wYGBlFRUY6OjjiOb926deLEia2njTU2NrZMFxGLxW+ZCIEg7wietPl87pmUmtsAspTqTE17N47jeOeJQ+yG0Ulv9Zjk7b1+FFQoFLdv3z59+vS5c+dqG3kjZi5afSJG/ZgHx6G0QVRcWWckzfFjlc2yaKQSnv9EZ/DY12sMY6qNngmYAEDAMBM21YKjY6WvY8Ghm+vRTXXpFhy6qS6N1n6TR7qaD+ch7/siOzvbyMjI19cXADAM09ze/fDDD8HBwStWrFB/a2VldezYMQBgs9nqTAYMwwYNGrRmzZrXT89KTk4+evSosbHxoUOHvvzySwaDIZPJ5syZc/ny5W7duu3atUudkvjTTz8dP368rq7O2dlZXRIIALZu3cpms69fv56UlNSjR499+/ZpoQwegmgUNOWfzj5RJ833NrYbaOcBADkN5Q0ifpD1RxOcJ3U3/vcU5PYiT0/HGAySnd1/212hUNy8efOPMxevJmVI6IYUEzvyqPVWHDPfIAc6nV7eKC6uqDSR5ARyKhaaN5IwHABUODxo1IutNc6QWlFZhrbGjIluDCt9HWt9hgWHTiFp9fFvV9CFAmGlMLtWUvxGuzDJXDt22z9vYgU/n/dAhbedto8BZsvuziRzW2/q3bt3Y2Pj6NGj1UW3bf+eYH3nzp1X1Ag9fPhwc3NzZGTkpk2bXj9Jua6ubt++fatXr05KSiISiZGRkZcvXz548OCOHTv2798/bNgwdYltNze3q1ev6uvrnz17duzYsbm5uWQyOTMz8/r162fOnHFxcfn88883btzY+lkrgrQ7HPDEsruXC/7UIcvcjW1dCO4AUCNqSq8q+sR+wjinUCMd7f1BJktO5u3YKYm7QzQzM01OeqN9m0XSY1fiLsSnZdUIQd+apD+ENmRIy2ySo3eL6BTCWKO8HY456omTSpyQIzerIjuCobulu/G3+jpkIop52tCFAuGzprsCecMb7YIBZs3yImJtfEqVouxCXmrrdg0SgeLCaaN0qqmpaUpKyi+//LJt27Zp06YFBQWdOnWKy+U2NzcbGr50qtujR48aGhoaGhredL6MgYFBy7Iynp6ekydPBoB58+bt2LEjMTFxwIABgwYNunfv3vXr19XPbwsKCpycnAAgPDy8d+/eAPDZZ59plnNCkA4iUUgu51+4Wx5tx9H3s7ICABzHc+pLy3miIMtPfuy/hkLU3roo0vtJvO07pAkJAEBgMVlfzv7XXXAc8msFqSUNUQ+epRQ18AlMSy5D38WPzGxqna1NImA2XB0nE9bHJo2AkSTsbjST7mRDN2eSjnNHXA/ySl0oEPYwHNEofWlV6zYxyfptRkEAsGZ5kQm0l94RYgRTnW5tbgIAe3v7HTt2AEBpaenQoUM3bdq0bds2Y2Nj9SrzbVLfjeXl5bm4uAwbNszC4v9TtDEMI5FILZc1lkqlmsI65ubmLYurWVr+vyiRlZVVRUWFQqEYPHgwkUj08/NTz2JtaHj+54LmWWjLsqUI0u5qRTWns0/mNqd4Glt/ZOcGAFKlLK2qAAP90Q5TfYy7a3Mw0nv3eD/tkN67BwAENps5/XPmF9MJenptdlao8Izy5qSihuTChvv5tXyZCgBM9ej+3o6eVnocBgUAeCJ5YZ2QCCo7DqWPk7m7ua6rKdvJmPX3E04fgNAu9Iv4ndSFPn82xZBNabfsIiJGtmS+7dLVlpaWISEhxcXFADBkyJBjx47NnTtXE7fkcjmJRGoZxmxsbEgkUn19fctACADW1tb5+fmaCj55eXkff/yx+msC4R+PVoqKitRf4DheVFRkYWHx9OnTvLy8wsJCDMMkEsn69evf8qIQ5PXlNGT/mX1cqCjzMXWw4HgAQJNE8LiqwIrp+aXXejPmGyckvA3JnXj+jh3SB8kAQNDTY34xnTn9c0KrWoNKFf60vDmxoP5+Qf3DokZNqUwjNrV3N46XpZ4B+/n0mWaBpKkib6VjWY8gAtN5JEmnjXclyLugCwXCd8TNmzdv3bo1atQoMzOzjIyMyMjI1atXA8Dy5ct79+49fvx4TdHttWvXPnz48M6dO3w+38XFRSwWR0REWFtbty66PW3atO+//97CwsLS0jIqKur+/fsHDx5s8+yZmZn79u2bMGHC/v371SWaysvL6+vrU1JS7OzsVqxYoVB0Zv1ApIvAAb9fkXgh9ySTpnA3sSVirgBQ2lyT01DTxyRkvf9SHXLbC2J3EMmt27wdO2UpKQBA4HBYM2cwP5+GMf9Rn7OgVhifV3s3r+5+Qb16VQQ1LpPqaanracUx0X3+BpDPF0orsz8ybXZi1mPGxQA48AATeAMKhO8qFAi1xN7eXv300t7e/vz583Pnzm1oaDAzM1u9evXMmTMBwMDAICkpafPmzXPnzpVIJI6Ojhs2bCCRSDQabfv27fn5+XQ6vVevXtevX29dT3zZsmVMJnPZsmU1NTUuLi63b99Wl68zMDDo2bOnppuFhcXy5cuzs7P79OnTrVu36OhoEolkbW29c+fOL774AsOwOXPmSKVSdeqLq6urZtlCfX199ctCBHlLCpUipjD6WMZhFQjCPD/CAFPh+NPaokahcojd+NmeQVrNiMdxyY0bvB0RssePAYDA5bJmzWR+NkUTAgVSxd28urjs2ju5teVN4pa76ulQ1PHPnPP8tb2Qz5OVZQSaiV3YjZhxEahw4AEQKRjXDYx8MC4qZPHu6tii2+0CFd1+L6Ci20hLrYtuC+WCszmnT2YerxFVA4CRjt5IZ//S5loyZjDeabKrwdu+aHhTkuvXedt3yJ6kAwDR0IA5ezZzymRMRwcA8msFsVk1t7JrHhY3KJT/+A3JoJK8rTkeZgwrQ7b6tYVYKOAXpfczEXlx+RivAHAVAACBjHFdwcgH03cFLc7xQf4bdEeIIEjHqhfXncw6fib7T76Mr2kUyOVCif5c7/mm2n0RqCaJu1M39XMAIBoZsebMZoSHq6i0B8UN1zOLY7Oqi+qFrXdRSYWS4idTxwY5uZgBgFQsqs970sugubepjGSVByolNAMQSBjXFYy6Y1w3IL5ZuRmkE6FAiCBIRynjlx59euhy/kWZ8v+rHxjQDT91CRvrNIFFYXXWwMhOjvTBg6h+fuTQT++WCa5eyb3xrLpBKGvVEZdV5YkLUsQFqdKKbFAp7+AF+KBP3PWVo+yFVNt8UMqgGQAjYPrOYNQdM/CAzq50g/wHKBC+B0QikTrLkERC/7+Q90NO47NTz46qiPUUIkWueh5grHVtJrtNHWr3iTYzAtsk5xo+/GbDlfTKm9viBa0WmMWUMmFesjg/WZz/UClsUjfa2dmFhYWFh4c7OjriWcfx6iwADHTtMKPumJE3kP995VvknYV+sWrJtm3bVq1a9UKji4tLYmKimZmZl5fXzZs31a8c5syZY2VltWzZMgCoqKiYPXt2bGysgYEBn89fuHDhqlWrXsiIQJB3yuOa1FPPjjCpsh6WtgTMSKFSxuQnd+M4T3H/vL+ldufCtCJXqm7n1F5+UhGbVdN6gXUGLrGAak8bQwMuZ9uxo4KqcgDQ09ObMGFCeHh4QECAJpcJsxkCevaYvgtQ284vRN4vKBBqyTfffLNgwQIA2L9///Hjx+Pi4gAAwzC5XN7Y2Pj06dPz58+PHj0aAEQikUQiAQCJRBISEuLt7V1fX0+n07Ozs4cPHy6TyTZu3Ni514IgbUosv3su94Qhk9TX0hLDMBWuelJdKJBSIj7a08Ok57/v374UCuHZc4qsLPbSJTiNllTYcP5R+dWMqtbrsLMxCbMh29Wc3ScwiMHuDQAKuZylx+nr6xM+efKIESNaTvl5js7F6H21cx2IFqBAqCUEAkF9J0cgEDAM06RAyOVyAFi+fPl33333ySeftHz4eebMGXWxUHVZNScnp4iIiHHjxi1duvQVi3sgiJbhgN8pvX0h9w8rDjPQxg4AFCrlo8o8TMEJc1/gqK/tkmG4QiE6fYb/88+K4hIA+NPQ83ceq7JZ8kI3Q6qKVPGYo2oKCB5o6zJF3ViQ+aTqaeJoT0bWkc/I4grMzRlrHQWRD04XCoSiM2fFMdffaBeymyt7/ldtblIUl/C278AlL/50qWEUMmvOl+S/Fwj8V6GhocePHz9+/PjUqVM1jWlpaQEBAS1X6B04cKBMJktNTQ0KCnrda0CQDqPCVTeKr0cVnLLn6gfZOQKAVClLrcxnkiynOn9npmPexr1UR8LlctGpP/m//KIoLQOAKq75brchN0rJAP//OTVmkNhNOYK8Bz169uo1fRKZQgUAQXNTWlxUHwP+XG8O21IMKgGIAIhUINd+TAAAIABJREFUIKKZL11CFwqE/F9+kefkvtEukqtXWTNntPknoSQmRnT69Cv2JZqa6r52IMQwbMOGDV9++eXEiRM1jTU1NVzuP0pRUCgUFoulXtcQQTqRClddLbgSU3zGycA42M4FAMRyaUplromOywKfH4wZJuo8Qq2NB5fJhCcj+b/+piwvB4BiPdNDHkNv2viq/n6rp88g2xIaqpKjjQ04/UdOMAobDQC4SpWRFM9pyhjlzZz+EQ8UIpDzASNg+i5g7IsZeKAUwC6iCwVC7u8H5RkZb7QL0dLqZQ9GGFMmEy0sQPmSgmQYgdY/8I3ONWTIEDs7uz179mhabGxsHjz4x3rcPB6vqanJ1NT0jY6MIO1IiSvVIdDV0FRdIFsol6RU5FqzfL7ttUOfpq/l8eASifDEH02//AY11QCQr2d+1GvILase6hBIJRG8DYnijNuNT7Idhowas3IdgUAEgLrKsqqUmCHd8HEeOEkuABCAAoBliRn7YkbdofPyOpBO0YUCIcnWlvT34n9vD6NS6UMGt9fR1DZv3jx8+HDNUr2BgYGbN28uKSlR10sDgCNHjpiZmfn4+LTveRHkdahw1c3i2ANPfhtg6zTQzh0A+FJRcmWePdtnVZ9dbKq231vjYjH/2LGGXbtJDXUAkKtvedhjaLyVtzoEepqxDPh5iZG7/kx/PH7OkjkbIgBALpM9TYz2ppeFO1N1+zUC4CAHoOphxr6YsS8wTLR8Ccg7ogsFwndfr169+vbte/nyZU9PTwAIDg4eN25cSEjITz/9ZGtre/369ZUrVx49erR1rVEE6VBKXBldcPlA2t4yfqmhjq4Z048nFaVU5Lnp+6/3W8SkaDuFDheJqvYfEu3dS21uJAFkc60OeQ5PsPTAAeMyKb0Mofre+eidv0v+foWf/ejBk3t3VDXZX/SAsO5CDFcACIBIxQw9wbgnptcNWqzxgnRBKBBqm52d3YABAzTfEonE8ePHa+YU/PDDD1QqVbO+xJEjR/bs2bN169ampiYHB4fo6GjN/SKCaIEKV10rjN6ftruEV6xuqRU1//44doT92PUBixidkUWesXMvefcuHUEzFSCLa3PYa2iihQeGEfrY6Oo3ZN06FrEn82nL/mw229/bdVxvp+6GxnjBJcAxjOMIxj0xQ09UBQ1RQ0W3kfaBim5/YHDA40vj9jz+JachW9OoS9ULdZ440XXyv1ZHa110+y1JFaoLj8uPJ+Tv2jqViCufGtod9hx639zdgEkNMCM2PYour6xIjb/ZUF2p2aV3794zZ84MDQ1lMBgAAAoJXpeO6TkAjdNeo0I+DOiOEEGQf8ABv1V841D63qz6Z5pGNlU33O2zT50naXmlQACo4UuP3S86kVSirgX69cfzASDVxKmHle4YaVFpeiKJ0XPglDlEIsn23Mn965ey2ezw8PCZM2d6eXn940AkGqb9vH7kfYACIYIg//eg8n5k1kE7rt54956R6YKchjIdMmO8U+hUjy+0XyM7q5J34G7hxbQKuVKlaXxm5TrAljGs4L6wQNgtZETP/gMAQKlQ5CdcCqBnbLr2LcM+mGYfouWhIu81FAi1p/VTaAy9okfeGY9rUv/I3G/KpqpT44VyqVSpmu45K8xtCpvC1uZIcBzic2v3xRfczatr2W6uR+upKxIVPTRUujuN+lT941Nd9EyVcXGIIzbJnQCgByDBVPyXHBhB2oYCoZb8+OOPK1asAACVSoXjOJFIBABXV9e0tLTOHhrS1WU3ZB3J2KNLVwbY2GKASZWy5PIcK6b370NO6Wq3qLRCiUfHZ1T//GuvJ3dYPcaAXR91u7c5y0yQI2mocOrxiV5vHwCQiITl9865k/JmeehSAwgAAAQSZugFJr0xPQdtjhn5AKBAqCVLly5dunQpAOzZs+fYsWMJCQmdPSIEgeLmomOZB5RQ09vCgYBhSlz1pDqfhpkt9t1qqGOkzZGIZMqz19MEu3d/lH7LRyEFALJCQSJgvcyoOpUpDCGr50dDiCQSAFTnpWOZ54a5Uex8SQBMACWwLDHTPphRd7QWIPLfoEDYmbp165acnKynpwcAS5YscXV1nTZt2okTJ+Li4oRC4eXLl3ft2nXt2rXu3bufPHkyPz/fz8/vxIkT6v4xMTHLli2rrKy0sLDYtWtXnz59AMDb23vGjBk7duyg0+np6emdfHnIO6xGVHM4fY9AWdLdtBsR01XhqpSKXJVKb6bXSguWpTZH0iSSn7r2SHLw4LD0WJpCBgDJpi7Heo2h2Rn1Lkt01fOz85sE/2PvPgOiuLowAJ/ZzrKF3nsTkCYiIiJ2Y2IviSXWxB5roqbYklhirxGNLXYkiS3GFjVf7IqIgkgTkN7rNtgyM9+PIYRYUSmC5/nl3J2duZuIL2dn5lwAktQV3f7VRfNgsJeU21kIAMAVEuYBhEV7EOG9yuiNvENBSOfdhFo3gteJ0JRw7PPsl1RFdMY5oJ7TTZEgCNtu8LJ/UNLS0mr6MRYVFVVUVACATCbbu3fvsWPHDh48qFar9+7de/jw4dOnTxsZGfXr12/btm1ff/11UlLS2LFjz5075+vre/ny5aFDhyYmJopEovT09PPnz0dHR/P5+IAUejaFRrE/bleG4l6gdSseuxVN07EFaWqdaLzX145Sp8acSbFCffjUHfbPu95PvMIjtTQQV+18jwUOoCT0rQOrVYqKbRfuAYCmLJeI+zXUWmnnzgOQAABh6AaWQYSJN7CwuQSqB+9SEGZfAWXey/erjcUh7Hs984eNLk2gC+6+6L0CY+J1f7MOCgrq27cvADCPYU2ZMsXCwgIABgwYcO3aNQA4ePBgSEiITqe7e/euSCQyNDS8c+cOsyTFV199JZE06q0NqLnQkJpfk47cLbwQaOVma+QFAMklWUVKekzr6Z7GrRtzJvmyqkPHbwoO/Nwv6SqX0lEE8T97/1Pt+5Wrc6/u/qJKKQcAgiD2rV4sZGkOjDPW8yEAeMCXEhaBhEUQ6Bm/9BQI1d07FIQs74m0PPOV3kLomT3vV07CuiPoGQP15CKf/7zMJgxbvdK5at9T+kRbbSOj6kbGAoGA6RqVm5ubkJCwatUqZtzDw4PHq26Tz0QmQrUxbUIjknZ3tHPr6uADAFmyopTi0uEeEwMt2zfmTHLLKw8cuyk9tHtI8nUORVIEcckh4HS7D9Kyou9unlL7KxYrK6tQb5dJn47Ty/2V4OqDRRBh7AlNusA9aqneoSAEgRFRj63xCTbxxr9EM2sqMWstZWRk1HTTfuljFU5OTgqFIiIi4hnzwkcy0H9F5t3aFLU+qTShf6uOxnqSYlXFvbyMLrYDpnQdzGrEXMktrzzw23XDQ7uHP7rJpkmSYF1wDPw75IP80pQ/N00G+PcXwbZt286cOXPEiBHVbXXNZzXaJNG76V0KwrdPcHDwypUrZ86cef78+Xv37g0cOLCOb5w4caK3t/e6dev69u2rUqkuXLgwceJEQ0NsHIX+I7EkYWPU2qj86sW8Lqbeza4o6WE/aH3XbzmsxvvZz6uo3Pp3auWBgzNuH+FQpI7FPucUdCf0fUN7w17+/izWe8UxF0ozH+WWVn344YezZ88OCAhotLkhBBiEjc/Nza137+r1m3bs2PHVV19Nnjx50KBBy5cvd3JyAgBnZ2e1Wl2zf+fOnW1sbJg/Ozo6BgcHA4CZmVlUVNTKlSsnTJggEomCgoKYq4kDBw6sbquI3m2FqsKw6M1n0k5RdHVPFiFHOKr12FGtxzZmj7RCuTrs75TDkZkaHfV5aQ5BwznX4Ic9+1t7OXaxswMAw6p0w6yz15cHs9khpS7TzW3xEUDUBLDpNqof2HT7LaHSqfbH7Tn4cF+VrnoRIg6LM8h16ETfKUaNeI9JQbnypytp4VE5ldrqy37GQm5nS1Zrd1uhvj6X1piV3bZT3LarXsSQIEx9CM8xQLAbbYYI1cCKEKEWgqKps2l//Jn+C4cDarL6S4VAy6AvAr90bsRmKwq1btfVtJ3XHivVOgAgCHA2E3e0F7ayMyNYLEOywCTnpAcvR49HgBSAJyEs2xOWHaDRl7ZHqAYGIUItQWTe7fCEHR6mZj2cfWmgY/JTLfRtZwfMDbAIbLQ5VGnJY0cv771flEyIAIDPYbdxMOjgKDUzFLNBZ1n5wKr4iqNEDSIAYBEGLmDdkTDxxioQNTkMQoSat4yK9L0Pt+nzK7s5uQNAhVp5OztlWpsvBro23k2hOoo+F3FRt3VLp8f3HSVmE4YtD21lFuhkKOBxRFSFVekZZ91DCZ8ACVAsPtsqiLAKBqF548wNoZfCIESouapQl+95sL2wMinQuhWHZaIhdZG5Sbb6vqtCf2rMO2KuHL0o37jJL+0+AFRy+H/5dpv7gbuAy7LQpVvm/s9FWMpiA7AJSt+abdOJY+YPbF6jzQ2husAgRKj50VLa8PgDscWX29u4uZh40jR9N+8Rn7CaF7DGRM+00aYRd/rv/NXr3FPuA4CKyz/eqvNhx/ZQkfQ5pTVK/q2zeT7oA0mzwNyfZR3Kktg12sQQeiUYhAg1M9ezr0Yk7/K3tOvs4AUAKaU5+QrdBO+5roZujTaHtD+vpK/a4JYYZQCg4vJPu3Tc5xKaHntetmcmrVWPj9iwZPqQwEFeBs4hXMsgaPRF7RF6JS05CMvKyu7efWE7UFR/tNrndJtD9SdTlrH9/gYTfejp5AUARcry2IKcD90+7ejfqdHmUHDxcvqy1daPYt0AlFy9Xz26RriF5sT9XbF/DlUp53K5w0ePnjdvnru7O0mShEDQaBND6LW12CB0dnauqKiYPHlyU0/kXeHh4SGVSpt6Fi1Wpa7y4MOfH1Xc7mDjwWGxq3SaO7nJrY1C13T5lttYKzBU/HU5fdkq46QH1gBynvCMX69DLiHZCbfL9s7RyYr09fUnzJr1+eef29nZAf5ihJqVFvtAfYNOCaFGQwN9Kf1CRNLubo6eIp6Qpun7BalAmU5vM6fRHpCv/N/f6UtXi5MeAICMr38jpJ/JmL4+wkdWlQ8iLiV+sePu9OnTp0+fbmJiUvMWrVZLkqQAK0LUHLTYihChFiCxJGFN5A8xhfcGuAWLeMLsiqLEkpIJ3rO8TX0abQ73Dp80nTddDFAuEN8M7ec4OqQfN9GUPA4aoAhw9e6QkXEMG/uhZg2DEKG3UYW6fGfM9l8Sw5lmoefS7qRVlAx1HTPFtx8BjbTAyONi5Q9nEx9Gls2x9i739/Me1noEK1FIXwISlBo6ucLAq9fkYKlV40wGoYaDQYjQ20VH6X5NOvLT/a0KjYIZ4bA4g1w/mtpmuj5X1DhzkFVpt/2duutamo6CD/zM3YcMagVJbLgDNOTKIA+c/HtPbMvTa5zJINTQMAgReovcybu9NnJlanlKzUigZdC89l87Sp0aZwI6ig6PzFxzLkGpIUe3qhxvn2EL2QA0TRMPCtmVUt/2/UbZ4Oq4qGXBIETorZAtz9oVuyVTnphWkc6M2EnsP283P8QmtMHPTVGqU39oExMfDhzzzYnYQnnVNI+yEdZphlABAFrg3MhggUlA12EfNfhMEGoKGIQINbEqXdXPsT9lKWPaWbu1te4kV1cVKuUTfacM9/i4wZfPJUnViZOyzVt0KSkA8G2aeGAnvUk2CQJQA4AcRJfTOaYunbuO7dqw00CoSWEQItSUrmVf+SV5Z3sblw5GHjRN389P9TEN+qzXrAZ/NEKnUx0/Ltv8oy4tDQDyRMZ7/Pr59O74sekZgU5dQFhcSKY9/Hr0H9euYaeB0FsAgxChplGkKtwRu1mPK+/p5AMAOfLixMLiT3xm+pj6Nuh5aZ1O9dtR+eYtuowMAMgRmezz6XPeOZAk2GN47D+hd/7Dq12DO42Z6Neg00Do7YFBiFBjI2nySMKhOwXnO9l78VjSKp3mdnZyqM2gyd0HNOijEbROV3nihGzDJl16OgAU6Bvs9+5z2iVYx2IDgCY/5fr+EwPmT/n4sxkNNweE3kIYhAg1qoSS+F0x61ubm3d39AOA+KIMjVa6IGijocCw4U5Ka7WVJ0/K1m/UZWQQXFZlB5e9/HYRNiFMBJKKUldV/MY5I318ZjXcHBB6a2EQItRI5Br5rtitMm1aZyc3AojSKnlUTvoYz8/aWbZvuJPSarXy0GF52DYyL4/gc3SDfKQfuFkKac9sM91DNk3qrOVJmye/H+A3uuHmgNBbDoMQocZwMf3PU6n7gu3dXTiuOoq8lZPoIg5c33VRg7bMVh6JkK1aTRYWsvS49LA2kl5OIgEA0Hm0aUS2tb4iZ8UQvwFdBjTcBBBqFjAIEWpYmbKMsHtr7Q30ejj7AUB6eX6+nJrdZoWlqGGbk9FqddnceSx9LnzsL+nmIBQQAFDEsY7jtt8bS3R1Z//+VXCDTgCh5gKDEKGGoibV+x7sPvP46Di/XmyCJVerbmYlD3QdO8OvVyOcPa8oP31aDz9/kVDAAoBCjn0sr/2ZTD09rXLHuA56XHYjzAGhZgGDEKEGcSfv9srbyzIq0g0EohKVLL0835DntqrLTiFH2NCnLi4uOrf/h86O6uBgCQDkcxzi+B3+ztPPzi/5foivgzGuFIHQf2AQIlTPiiuLNt/dcCb1FLNZXqW4mZn9dYdFzgYuDX1qmUz2y67VPtLskf4GANwKtvF9fuiZXKOYtMJZPe369Pdq6Akg1BxhECJUb0ia/CUxfPu9rUpt9cIREp5kot/UYe4jWQ3QqJqqqFDs3KX89TeDxYvYPXscP7RDVHLtkwALAINKliiO1+Fcqf3FW4VD2vCXzezK52CnbISeDYMQofqRWJKw4tb38cVxzCYBxPvOfecEzGuIBwSpsjLFjp2Kn3+m5AoAuPz77xG7V+yYEcB2tNACL1EQeLa81ambxXZGir3jAp1NG2nxJoSaKQxChN6UXCPfHbM1vypRR1cwI3YS+6+CFgU2wAOCVEmJ/Kcdir37aKUSACrcWy1KT797+frOneuAupDK9TxR7nMiskKrK/iyt/sQf5t6nwBCLQ8GIUJv5GL6n6cfH+hg08qZ29pKZJRZUTSm9fjxPhPr/QFBqqREsXefYudOpgpUODt/X5gf/tclgb1v21HfFAk9fyi0u/AwL6+sYHSQ/Re9Won4+NONUJ3gjwpCrylTlrH13hp7A71ujj4AkFKWWyijfxlw0qq+HxCkiovlO3Yq9vxMV1YCQJWPz4rS4p+vXmaLjEz6fq7v1S1bA0uOxeoo2tta+uPUNr42BvU7AYRaNgxChF6ZmlTvj9v1qCIy2M6TTbAUmsrb2Sk97YfOadO/fk9EFhUrdu5U7N5DV1UBQZAdOmxWKjacP0sTLEngQIOQUQRPwOwpFnC/7O3+UYANi2jAtt0ItUgYhAi9mjt5tw8lbGtrZd/Jzoum6Xt5KSKO04pO24Tc+nw+j8zNlW//SXnoMBOBRKdOESKOyDBvZju7y6Vtcj3H8iycmT0JAj5sa/tVb3cjfV49TgChdwcGIUJ1VVxZtP3+Ji63vLtTawDIV5QkFZVN8ZvrYuhavydSHjhQvmgJrdUCi8X74P1Txgblmvhpfdz4bCMtBTYDPy+WVX/56W4hXjrAq52DUf1OAKF3CgYhQi9HA308+bebuac62Hpy2VK1TnsjO7Gz9cAJXQc1xAqC6rv3aIrSGzjgvJXljYd/LhrU1lToAkDls+2+jnO+L+MAgIDLnhLq9FlXFy4bHxBE6I1gECL0ErmK3I13VzgZ6Yc6eANAXGE6TRkt7rDJgN9QKwgarV0d27nTofDN87rA8I5tAKhStvlxeUBYNJQpNQAQ5GS8YqC3kyk2S0OoHmAQIvRcNNDHkn65lX8m2NaDw2JXqJV3stPHes3wN2/bcCe9ffv2j6sXjelm89M0XwBQscSX1b4rbxtnlasAwEDInf+e+4h2dnhPDEL1BYMQoWfLU+QuvbHESJ8MtfeigY7OeyQgbFZ13i7gCOrl+GR2NqGvzzL8t6xMSkpavXxJqDP58/TWLILWEbxoyntNvP3dDDmAiiBgkJ/1wj6eeFMMQvULgxChJ9FAH08+ujFqrUqrbGvplicvjcnPmuDzeRtz/3o5vjYxSb5pk+qP01wPD/M/zwFAcXHxqhVLpZUJW8Z6CdgUBUQSy2PL41bnk5QkLQcAB2P9ZQO9QlxM6mUCCKHaMAgR+o9cRe6yG4sj824zm/fyU1wN2q3ruqReCkFtfLxs46bKs+eAoggeTzhwQFVV1fp16wofnls8tp0B3xOAymI578ludSSBUusUAMBhExNDnGb3cMOu2Qg1EAxChKrVLgSZEScD5yUdl7Y28X7zg2sTEmQbN1eePg00TXC5wpEjJLNnHb9+/Usvr8VT3/9qUlsAqphtcbzALSxBVKHSMu9q52C0YpC3qxl2zUaoAWEQIgTwVCHIJtijWo+d7PcZj/2mF+S08fGyTVuqI5DHE370oWTO7LiCgtkjR/7999/9x39mGzq8qOrG9VKLrSlWqcVVAFoAkAi4s3u4jgt2wE4xCDU0DEL0rmOeEfw99fCj0gxmpL4KQU10tGzTlqpLl4CmCaFQf8Rw8WfTKrjcz7/7buvWrSRJAsCDW1dO+wbu4vjdyNYAVDFv7O9rtbivp4mI/4YTQAjVBQYheqflKnI3RS13MhYP8Qi+mWVw6fG9eikENVFRsi1bqy5eBABCX19/+DDx9OmUocHun39esGBBcXExsxuHx3fpOfqPYlO1TsOM2BoKlw306uxm+oafCyFUdxiE6B3FFIK38093sPdgE6zyKmVppXbPBwfesBBU37otW79Bff06ALDEItH48aJJE1mGhpcuXvh+0VdXbkXX7Nmp3zB+6KfJJRrQUQDAYRETQpxm9XDV47Lf8KMhhF4JBiF6F+UqcjfcXeZiLAmxa00DfS8vxZjvvrn7njcsBKv++qt4zDigaZZEIvr0E9HECSyp9NGjR0dXfj7Ql31xeUjbiZkP0opd3dx7zPjhQj5fW1JdCLpbSFYP8fGxkdbHh0MIvRoMQvRuqekaGmznyWGxy6uUUbnpk33mepp4vfnB2dY2vIAAQZfOok8/YYnFCoXi0LpF7cxK5r8vBYD0okqlhpi2eE2SNOBMjhKAAgA+hzW1szO2DEWoCRE0TTf1HF6ioKDA19c3Pz+/jvvL5XKxWNygU0LNVK4iZ2PUCmcTsZXImAb6fl6qMd99om893Br6BIqijoX/zC263tdPSgCtYQlulNsdORdv0X38oegCkqr+oQuwN1w1xMfZtAU+HaHVakmSFAjqpwsPQg0KK0L0TmjQQvAJd25dT/p794eBUq61hAIigXLZfSHPo73PQ3v3P6Oqf5/T47JndnedHOqET0cg1OQwCFHLl6vI2XBnuYupJNTBu+aK4JrOO16nEKTpyj8v6NLSxJMmAvvJu1qyszIvha/q78tvGyQBgAyW809/FTk7GugFhP5wK7Pmy5curUxXDPS2MtB70w+GEKoPzw1CtVpdXFxsbW3dmLNBqH79WwjaVxeCd3LSp/i+ViFIUZVnz8k2btLGxwOAoGsXrrt7zYsqlerUwY3tzQpHB3KZHjEH7lJl5aUhAz5ddi4lPzGT2U2qx/2yt/vIQLt6+nwIoXrw3CC8c+fO+vXrjx071pizQage5Spy1t9Z1spUyhSCUbnJpnyPtV1evRCkKNUfp+WbNmkTkwCAbWkpmT2rdgpeOXNYWnHjQzcOAMhZhqezTc79L3b2nHm77smm/xJXs1sfb8ulA7xw7QiE3jbPDUKKoqqqqqqqqvLy8iwsLPT08Gsc1GxUdw29s+Y9V38LkXFZpSIqN2OK3zxP49avdiCSVP1+Sr55szb5EQCwra3F0z/THz6M4FWH2YO7N8pjw0McOSDkqAm9K+X2O369OXty9wFTB3x6NKFMVf10hJmYv3SA13utLer1UyKE6seLrhFGRUVZWlrqdDqtVjt48OA1a9bgN6Xo7ZeryPn++uKo/EgAuJIRmysr8TTqsLbLglcrBCmq8syZijXrdCkpAMC2sRFPnKA/ehTBr257VlxcvHr9po8C+R0d2SSwY7SuK/ff7BRgsW7jjwtPxl9LiWF2YxYRXNKvtVSPW8+fEyFUT14UhCRJxsTE2NnZ5ebmHj58eOjQoadPnzYyMmq0ySH0SmoKQZVOxYwY8Mw+a7Pk1QpBJgJXr9WlpgIAx9ZGNGGC/pjRNVWgVqsNCwtbvHjxRzO/KbHpHqd88OPRaH1O8q4fN51Jquiz5YZSo2P2tDMSrhzsE+xsXJ8fEiFU354bhEKh0N3d3c7ODgCsrKzmzp07atSodevWLV++vBGnh1Bd5cizl95YwhSC8FrLR9A6XeWJE7KNm3WPHwMAx85W/Nln+sOHAeffH5NTp07NmTMnNTUVAE7t3ZaTlsJWlqz+YTnLyGbcodj7WeXMbhwWMTrIft577kIe9ktD6G333CD08fHJy8srLS2tKQEtLCwcHBxIkmQ/ddc4Qk3o6ULQ2cBlSciyVyoEVceOV6xaTWZnAwDHxUUyc4Zw4IDaD0hkZWV9+umnFy5cqBkxkYrmjPuoa7ceO6+lbTh8TaOjmHF3C8mqId6+Ngb18NkQQg3vuUHI4/E2btzYv3//sLAwHx8fZrCqqorA53/R2yRHnr3p7goTfZaZSJJernq9dQRphaJ05iygaa6bq3jWLGH/fsCq1fCsqvT6pT8GjP28pKSEGTAyMvruu++mTJnyIFfxwZaryQVyZpxZTf7znm7YLw2hZuRF1wj79+/PZrP79Oljamrq4+OjUCiCgoJYLPwJR28FphC8U3C6o707i2CVVynZIPo2ZLmHseerHooQiYy2bCb4fL3e7/0nAnUq1aOz3PxrQULagK8rAeBwOJMnT/7uu+/0JQbrLj7acTWtpl9aW3vDVYN9XHA1eYSam5d0lunTp09KSsqFCxcyMjICAgLat2/fONNC6MWlHRqkAAAgAElEQVRy5Nkbo1e4GRsE23rSNB2Zk2il7/Ndx+lc1mvenCkcNPA/2xSpy75Kpp8TUFU0Qfx6PTejQG5ra3v48OGQkJDIx6Xz915NL1Yy+zL90iZ1cmKz8PsShJqfl7dY4/P5ffv2bYSpIFQXTCF4I/dkiL0Xm2CVVymicjOm+M5/jULweajiOE3yMZ6mlAVQwLHdcUW59Nsf+/btt2fPHo5Q/M3xB+F3/u2X1tnNdMUgb2vsl4ZQs4W9RlFzkiPP3hC13M3EoLODD9M11IjXam2XnS8tBGmFQrF3n+r4cemiRYIunZ+7nyyzKvkYT5HOA5CxjM/mGH/97db8jNR1a9fOnDnzfHzBopOXi+RqZl9DIW9RX8/BbfDhWoSaNwxC1Dz8Wwg6eLEJVlml4m5e5hTfeS8tBCm5QrFnj2LnLqqsDADInJxn71dVpkn5g1MczQNaTejdUrku3HTixvlTDg4Oly9fdvfxX3Ai7nBkZs3u3d3NVgzyNpfgMkMINXsYhKgZyJZnbYxa8VQhuOPFhSCtUCj27ZeHbaPKywGA166d5LOpgp49n9xPq9JlXCRyrnBoHUlw48Hzh0NRR/dO0Wm1Q4cO3blz5+2cqu7rLxcrqgtBC4lg6UCvnh7mDfNZEUKNDYMQvdUomjrx6NgTheBU3/nuxh4vepdcody/X741jKqogBdEIE1SubfItDNsUkkDkcVx23a5bNu6ebKyEj09vbVr1oydOG3JqbiT93OZ3QkCPmpru7CPp1iAPzgItRz484zeXkwh2MpUWlMIGvPd13ZZ+IJCkCorU+z5WbFrNyWTAQCvXTvp3M/5ISFP70mXp+jiD7M1pWyAAq7DH5mm3y/6Pjs1GQA8PDwiIiJKeBa9N13Jl1Ux+5uK+SsGeWMhiFDLg0GI3kZMIXg+PeID13YsgiiplEXnZk3z+/IFhSBVWqr4ea9i5y5KLgcmAufP5QcHP3NnuVqnTjhrpCktZ5lEQ8Dc+StjblxmXho9evTaTVs3/p1+ODKyZv8+3pbLB3obCLFxNkItEAYheutky7O+v74ouuBuD6e2BMDtnEQLPa91XRc/rxCkSkoUe/cpdu6k5AoA4HfqJJ0/l+fv/4JTJBTIC3jdTHnex89FrVnch6YoAJBIJNu3b7du22PAT5F5FdWFoImIv2KQVy9PXEEJoRYLgxC9RZhCcMOd1ZW6SgC4lBZdIKv8MujbFxSCysPh5YsW01VVQBB6vXqKZ8/m+fq89EReFhJZYe64MZ8lJcQzI23btt1z4PCRRPU3eyNrnhHs4225bKCXoRCX0kWoJcMgRG+LmkKQ2eSwOB97jpnS5iXNYqr+vkyr1Xrv95bMnsX18qrLiWia3rntx3nz5mm1WgAgCGLGjBkDp3w1+WRCXkUls4+xiLd8oHdvXEoXoXcAQdf89vu2Kigo8PX1zc/Pr+P+crlcLBY36JRQ/WIKwfV3VlXpqr+QdDV0+zZkWSujF90ayqDVarKwiGNr88wX6cL7oKskrP69UlhYWDh27Nhz584xmyYmJtt2/RxN2dduFtPH23LpAC8jfSwEX59WqyVJUiDA5yxRM4AVIWpi2fKsFTeXRObdYTbrWAjWIPj8Z6dgeYo25QRbkQ1AEGZtgKMHAH/99deoUaPy8vKYXdq3b//Nxj3rrxWml1Q/KW8s4i0b4P2+FxaCCL1DMAhRk6Fo6sSjo3cLz73n6i7ka/9Ov/+8QpDMzyf0RSxx3RZ2UBWSqb8TJXFsgEqWiHLsL+bo6XS6ZcuWLV26lKIoACAIYtrM2da9Jsz+PZ36pxLEQhChdxMGIWoaWfLMzXdXeJgaB9m40zQtU6vGen3ydCGoS0uTbdqiOnGC5+dndvL4Sw6qVVJZf9HZfxMUqSO4Kfw2VZbd/WzMsrKyRo4cee3aNWYvMzOzxVv2/Zol+OPqY2ZEIuB+9b77yEC7BvigCKG3HQYhamwUTR14uDem+K/O9t4sglVWKb+bl/1FwJOFoPbRI/nmLaqTvwNJEhyOXvduLzwoSedeox6fJcgqACKD2zrHpEdrOxtDPe7vv/8+fvz40tJSZsduPd8LnrRsXXQhRVcvotS1ldnKwdg1FKF3FwYhalRp5amb7q7wMjfr6uBL0/S9/BRjnvu6Los5rH//KmqTkuVhYarjJ6ojcOgQyZzZHAeH5xySpotiyJTfWepSAqCAY/9I0t3BzjXEQE+tVs+aNWvLli3MHWEcDmfi1z8kSAMO3C1g3omFIEIIMAhRoyFp8uDDfTHFf3Vz+rcQnOY3r3YhqE1Mkm/bVh2BXK7eoIGSz+dw7O2fd0y67BGVepJQZLMAKtjGD/W6Gtn6hpiJWASRnp4+YsSIW7duMXvaOjgNWPDTmcca8p/VdLu0Ml052McCC0GE3nkYhKgxpJWnbole6V2rEDTitapdCGoTE+XbtquOHQeKIrhc4Yjhktmz2JaWzz2iqpB6fAaK7hMAlSxRPD+YsGzfzsqQz2EBwNGjRydMmFBeXs7s23P4JI3/sFOp1c8IigWcr9/3wEIQIcTAIEQNi6TJQw/3JpVf7+roThAEUwh+5jffzcid2UEbHy/btKXy9GmgaYLHE370oWTObLbFix5goDMv0o/PAE1pCV4Cv32FcbCfrYlUwAWAysrKr776avPmzcyeAn1x36/CoiuNyNLqFAx1M1012MdSioUgQqgaBiFqQGnlKZujV/pYWATZeDxdCGofPpRt/rE6AoVC/RHDxZ9NY5u/ZHkHuVqnyY4xoCGV75cl6exlZ+Un5jMvJSQkDBs27MGDB8yma1BPs/5f3JHpAGgAEPE533zgMaKdHUE05GdGCDU3GISoQdQUgt0c3QmCKFJV3MvLntHmq5pCsOrixeJxnwBNE/r6onFjxZMnsYyN63LkpEJFumCQSKRztbbuZqRfk2r79++fNm2aUqkEAILFCf50Ub5ZQLZMx7zaydV09RBvS6le/X9UhFAzh0GI6l9aecq31xdZS/nBNq1pmr6ZHW8l9NnQ9dvat4ayTM24rdwEvXqJJ01kGRrW/eCtLcQGelx7QyGXXZ2Bcrl88uTJ4eHhzKbYtlWrsSuydXwgaQDQ47LnvddqfLAjFoIIoWfCIET1ibk19Kf7WzWkRkNamehJ0stkM/z/LQRr8Hx9zC9dfI1T6HHZLib6NZt3794dPnx4SkoKABAsjnPfSbRXnyJddbOYdg5Ga4b6OBjrP/tYCCGEQYjqEVMIxhfHMZuZspL3nfzmdB/HIlivfCyNjM74E1g8wrn/83ahaXrz5s3z58/XaDQAwDV1cBu9VMEzBKq6EJzZ3XVyqBMLK0GE0AthEKJ6ULsQZEa8THyWhCy1vJdVefiI/sgRUPc0IjV01l9U1l8EqQGeiHDuB/CM95aUlIwbN+6PP/4AAGCxTTsNFwePUPyzfESAveGaob6OJlgIIoReDoMQvaknCkEemz/Zd+pH+XbykbOK798HAH77QI6Ly8sPRFN0fiT1+AyhkREA2VxXUatBRs9Kwdu3b48YMeLx48cAwDW1t/twgU5iRdIAAAIuexYWggihV9H0QajT6QiCYLPZTT0R9MpImjwYvzcy789cRfUyRt7GPku0vYXzw0tiHwAA29REPHNmXVKQLkumU0+CIocAKGFbxAq6SCxa2RgZPLkbTW/evLl6TV0WW9p+sFHn0Tqo/urV385w3YdYCCKEXk0TB+GmTZvCw8Mpivr0008nT57ctJNBryS1POXH6JW+Fpa9XQIsxYZnk6MWqLsHhMVpYr7RALBMTMSTJoo+GU/oveyJBWU+nXaKLnkIACpC/EAQUmnUxt/G0FDvyfUICwsLx4wZc/78eQDgmthZDJjHMnWkAACAz2HN7uE2qZMTm4WFIELo1TRlEObm5m7fvv3+/fsURfn6+g4ZMsTExKQJ54PqiCkEU8pvdnV0IwiiSFEmuZpz5LyUiD/8bwR++gnx0tXJ1RV0xnk67xbQlIYQJPIDc8WBXtbGdgbPyM5/19RlsSWBg4w6j6aJ6m8R2tgZrB3q62xat9UKEULov5oyCK9du9alSxc+nw8AwcHBN2/e7NevXxPOB9UFUwj6WFgEWreiSSr/j6shRwvEqXkAwLayEk+epD/q45dHIKmhc67SGX8CqaaA9ZjnmyTs5GRp3ttM9PS1vdpr6nIMLE36zObbtmZui8FCECH05poyCIuLiw0Mqi8CGRkZFRUVNeFk0EvV7hrKooF19r7Nnmj/XAUAsK2txZMm6o8eRfD5LzkKTdMFUXTaKdDIACCX4xwj7GZmatXTUsr0y35CVlbWiBEjrl+/DgQh8utt3GMScKpXkPe1NVg31NfFDAtBhNAbacogNDQ0jI+PZ/4sk8mMjIyacDLoxWoKwSAbD4NLyUZhV6T5KgDg2NuJZ8wQfjiU4NTp7xIdu50uSwKAYrZVjF4XjoFjiI0B0y/7aSdPnvzkk09KS0s5BhbGfWYLbL2YcQ6bmBji9EXPVhw2FoIIoTfVIEGYlJQUERFx7949S0vLsLCwmvH8/Pw5c+ZERUW5u7uvXbs2MDBw1apVFEXRNH3z5s1vv/22ISaD3hBzRTC5rHr5iIrcfL8l5wgaOI6OklkzhIMGQd0iEAAUap1apeGwDGMFnRQST39rQ3PxsytItVo9f/78LVu20DSI/HobdZ9AcKu/bnW3kKz/yNfTUlI/Hw8h9M5rkCBMTEwsLi42NDSMjIysPT5mzBgHB4dLly7t3bu3X79+iYmJPXr06N27t1arHTJkiI2NTUNMBr2J1PKULdE/+FlYBdl4UDR9OzuxlUFHg+XL2RKJsH8/eMWHXpKKFMmCIQIR28dK4lSrX/YTkpOThw8ffu/ePY6BufEHswV23sw4Uwh+3tONy371VjUIIfQcBE3TL9/rtRw8eHDjxo1RUVHMZkpKSuvWrQsLC6VSKU3Ttra2e/bs6dWrV35+PkEQ5s9ffCcnJ8fd3X3KlCk1I7169QoNDX3e/nK5XCwW1+MHeTeRNBmedDBVfivI2p0giEJVeVxuwVTfefYSh9c+plpHFSi1liIe9/lfaR47dmzatGnl5RUiv/eMuk0geNWFYCtz0Q8DPVtjIdhMaLVakiQFL71tCqEGxuVyWayX/OrceNcI4+PjXVxcpFIpABAE4e/vHxcX16tXL4sXLsHK7EwQRM1tNQCAT983tNTylK0xq9vZ2nWw8aBo+kZWvKs4aEXIwtfpGloLn8Oykz73bprKysqFCxdu3bqVIzU3H7FMYO/LjHNYxCfB9jO7OmEhiBBqCI0XhEVFRUwKMgwNDQsLC+vyRjabLRQKFyxYUMcTaTQa/kvvXUTPQdJkePSujB0bxidzZLON0lzI+MKimf6LHaSOdTwCXfyATj9LCM0Jz7F1P+8/a+rGifx6G3b7lMWrfpSwlbl47Ye+3tbSF78dvW1YLBZJkviTiJqFxgtCAwMDZtFUhkwm8/T0bLSzo7pIzX1wadW0jucyuihoAIi8HaXvPG5tl2V1LQTlWVTqSShPAQDgvsK30/v37586daqGKzIfvlTg4McMcljExE5Oc3q48Z71WAVCCNWXxgtCR0fHx48fq9Vq5pfEpKSkkSNHNtrZ0Yvp5BXXV882jfjrAyUFAI9s2JGDPIZNDatrIagupzP+pHNvAtAaliCRF2jl8J5ZHd4nk8mmTJkSHh6u79XNstfUmkLQzVy8ZqiPr82TvUYRQqjeNUgQarVahUKhVCp1Ol1ZWRmXyxWJRP7+/nZ2dj/99NPMmTPPnDlTUFDQt2/fhjg7eiW0Upmxe0vVth3OMi0AJNpxfu8majt89jyv8XUqBEk1nfU/OvMSUFqKYKXy2jzkd7QxMTKRCF/6VmZN3cf5pWZDF+u5BDKDbBYxCQtBhFAjapC7Ri9fvjxo0KCazZ49e0ZERADA3bt3R4wYUVFRwWaz9+zZ07t377ocraCgwNfXNz8/v45nx7tG64hWKGR795b+uJkrrwSARDvOsS78qk4BSzous5c61OH9JJ13m04/Cxo5AJHFdYsVhAolZv42Bk/3y37yrf+sqctxCjTu/RlLUP3/y95YuGaob6ADtlZo9vCuUdSMNODjE89TUVFR+66Zl8IgrHeUXKHcv7/ixy0gUwBApovoYDAd01o0yW/a6NZ1WlCeLkumU46BMh+YHjGCzmp9ex8r6TP7ZT+huLh4/PjxZ/933aj3Z0LXIGaQRRDD29ku6uupx8VbglsCDELUjDRBi7VXSkFUv6iyMsWenxW7dlMyGQAovK3yJ7T/y0pVVaE+HLy0ToWgPJNK/Z25I0bONnzADykQeHiYi92f1S/7aVeuXBk5cmSZ2NFqQhhLr/r3FTsj4ZqhPu0djd/koyGE0Otp+oV5UaNRRvxSvmgxrVQCQEk769JPOsi8LSNzktwkwd92qMMVwapSOu0PuvAeAK1mCeP4HdP43k7G4j6WUkEdrucxX4d+9e1ycbfJpm7VhSBBwIh2dgv7eAp5WAgihJoGBuE7RHXqD1qpzGhjUjWlq8rLslBZHp+ROrPNorpdEaSou+tAqyQJThI/IJEXaCwR935+v+wnMGvqXs1Qmo7dXFMI2hoK1wz1CXLCQhAh1JQwCN8Vj8qSd4wg2o0frOdsQ9F0ZHaim0Hwms5L6/iMoEJLVfBcqggyTtCRJzQKsZZaiOt6+efSpUujJ0zTtRlqOjCYGWEKwQV9PPR5+DcQIdTE8J+hlk9H6Q4n7Essu97JszVBEIXK8oeFRbPbLraT2Nf9II+KlImcngIBy9tS6mz83H7ZT55ap1u2bNnaX/4yGvAtT6+6TaiNod7qIb7BzlgIIoTeChiELQ1VXk7o6dUskPuoLHlr9Eo/K+sONh4UTd3OTnIzCF7bpa6FYA0Pc7GBHtdGKqh7w8/MzMzhYyekGASYDPiSGakuBD/w0OfjXzyE0NsC/z1qOXRZ2fIff1RF/MLvEGQSfrimEOzm5E4QRIGyLKGwZNZLC0GtEtg8YD155U/AYTkavfwZ+RonT56c9N0WXsexQlH1Q4EWYt7aj9qEuJi84sdCCKGGhUHYEugyMuWbN6t+O0rrdMBm89q3Ty5NCru36olCcM2Lu4ZqVXTGeTr3GmHgRvhMfu3JqNXqOV9+80uSRvTenJrBQX5WywZ6YyGIEHoL4T9MzZsuM0u+davySATodMBi6fXtK/pi9hHN9etRX/d1CyKAyJOXJhSVzAl4YSFI6eicq3TGBdCpAAha4lS3K4DPkJycPHj6ogq3PiK/6kuABnxi7bC2PTyeu94kQgg1LQzC5kqXkSkPC2MikOBw9IYOkcyamWagnXF9YXJpor+lm46kbmXHtzbusq7r8hcUgnTJQzrlOFQWA0Ahx/6+oLOvkafla01p576Di49G89uOqXkksGcr4zUftTUQ1ukRC4QQahIYhM2PNvmRfOtW1fETQJLVETh7FtjbHorfv+36Fh2lA4DovGSS1F/ScemLCkFZBpV6EirSAEDONn7AD87mtnI01jcTvfIacpWVlZ8sWHtNY8dv3Z0Z0WeTG0e27+mJhSBC6G2HQdicaJOS5WFh1RHI5eoNGiiZM5vj4JBcmvTt6RHJpYnMbgKOYKLv1Bd1Da0sotNO00UxALSaLX7AC0rjeRvrC3pYG5jo8151Vnfux3285leNXSD7nwDtaKv347gQQ+ErHwohhBofBmHzoE1MlG/bXhOBwhHDJbNmsq2sdJRuX9yebfeqC0EA8DVr86JCUKuisy7R2ZeB0lEsbhK3TQI/SCAQBtetX/bTFoeF/xyvZdtVL6LEJavWDms7oK3D63xIhBBqChiEzUDVhQvF4z8FmiYEAv3x48TTprLNzQEguTRxbdSy2II4HUXCSwtBiqRzr9Hp50BXCUBkcFvH6IWSHLFnnftlPyGvuGzgt/sKxC5scfV7PfQrD83pb/TqNSVCCDUhDMJmgJBIOY6Oej26i6ZOZZuZAtMsJn5fmjyyr5uPnVR0IvG6n5n/4o7fP68QpIti6NSTUFUKAAVcp3v8UBnHxNlY37tu/bKftvv0jaV/poHYtXqGGsVX3R0nfxD4uh8RIYSaDAZhM8BvH2hx9XLNZlxx7I6Y9e2sHdpauugoMquieEbbOS+6IqhR0A/3AtAyjnk0P7SAY28h5gdbGxi8bPncZ1JpdGNXH7mjMAChITNiWpl1YuEIaxNcXQsh1CxhEDYnGlK9I2ZrjjK2h5MnQRD5irLEotIFQete3CxGCfxcSddiLT+D6ynR43W1eYV+2U+4GPP4s/231DxDIAAAaLVyuBtn1ZQpr3c0hBB6G2AQvi3UN2+SuXnCIYOft0Nccez2e2va2ToGG7WmaCoyJ8lV2nFNl5cvKJ9SrIon/AVCVsCr9Mt+QpWWnLv3rz9S1cCr7p3NL3l0YMb7gd6tXudwCCH01sAgbHrqq1dlGzaqb0cCAK9dO46d7RM7aEj1zpiwYnVCL1dvAoh8RVlSccmstktsxXZ1Ob67mVgieLV+2U+ISi/9dOffFRQfCAIAqCplG1bGrz/O4vHwvhiEULOHQdiUqv73t2zjJk1UFACwDA3FM6Y/nYJxxbE7YtYF2jjaGblSNBWZm+Qq7bi681NdQ2maLksi9C2B/+S1Ov4r9sv+zwy15A+nYvbfyaOh+iFBMit21VDfkQPnvd4BEULobYNB2DTUV69WrFqjuXcPAFiGhqLx40STJrLE4tr71BSCPZxbE0DkK0qTikufWQjSZcl06u+gyAYTH8Lrk/qaZHRm2bT9N/OVNLNJqZWmOddPbfjSysqqvk6BEEJNDoOwsamvXq1YuVpz/z4AsIyMROPGPh2BAPCgKHZX7Pp2Ng52Rq46iryVk+hpGLq681NXBJX5dNrvdEk8AOh4BhyrTq/dL/s/k9RR6/9M3HE1jYbq41U9jh7dir3y8Ho2m/3i9yKEUPOCQdhYaLrq4kXZho2amFgAYBkbiydPEn0yntB7sp+LhlTvuL+1VJvU3dmTACJHXpRcXDEn4PsnC0Gtks44T+dcA5qiWLxEXrt4fruObAvrN57p/azymYejMsvVAAQAUGoleffogYUTevbs+cbHRgihtw4GYcOjqKpLlyrWbdA+eAAALBMT8aSJz4xAAHhQFPvd9YUOhtLO9j46iryW+dDHtOvaJ24NJTV0zlU68wLoqmiClSHwi+EGq1lCRyN9C/Er98uuTa2jNl5M/ulKKlX9bShUPo72lEeHR2yzsLB4kyMjhNBbC4OwYVWeOy9bvVqblAwAbCsr8WfT9EeOIJ51s6WGVP90P+zAw70UTam0BkIuX60VzGu32kK/1ppINE0Xx9CpvzM9Ykp5DpG8LhVsE2N9XqfX6pddW0KebM4v9xPz5cwmpVZVXN47u2+7JUuOslivebspQgi9/TAIGxBZWFgyYSLQNNvGRjJ9mnD4cIL77GYuTCGYXvGY2VRqdX4mvQe5DSHg30t+dFkynXoSFDkAoOBZRnJDizi2Qh47yFL62jeFMnQkvfNa2to/E0mqeqQq/Z4g5ujZXVuDg4Pf5MgIIfT2wyBsQGxTU+mX81kmJsIPhxKcZ/+nrl0IMiNBVsELg7/9TyGoKqAfn6WL7gOAliOJ5Qalcr3ZbJaXmdjTXMxmvdH9MYn5si9+jXmYK2M2aa26/Hp4N0tyz/W/DA0N3+TICCHULGAQNiSCEM+Y/oLXY4tivr++qKYQ1OeKZgV88Z9CkKboR0fpvJtAUxRbEM9rn8hrQwHH3kjYxloq4LzRDZw6it55NW39hWTtP5WgOjtefjFs+VezZ82a9SZHRgihZgSDsGloSPWOmLA0WRQJSmbkGYUgAKgK6NzrNMHO1Au4x22vJvQsxPw2r9svu7bEfPncX2PiciuYTVqnKb922LI87ty5E76+vm94cIQQakYwCN8IrdEow49UnjolXbyY5+Ndx3fFFsXsfrA+0Mapq5GfVUnWKZXqyULwHyquWbLxR9kaiZxlIBVwO1hLLSWv2S+7xjMKwZyEktMbh/fpFhZ2RyQSveHxEUKoecEgfE20Wq08dFgeto3MywMAbXx8XYJQTap3xoSVaZJ6OHkBQJasqEBORQw49mQh+I/UEmWCzo7PYwVYSlyMRa/XL7u25AL53N9iYrP/UwhSD8/vCQsbNWrUmx4dIYSaIQzCV0ZXVioPHpKHbSMLCwGA6+kpmT1Lr88HL31jbFHMrth17W2c7I2cdRR5Iyuhg2W/qV2eUQjWaGUmEvE5b9IvuwZTCG64mKzR1RSCiSWnN7pZSiNu3mzduvUbHh8hhJopDMJXQKtUysPh8rBtZEEBAHA9PCSzZ+r16QMvq9SYQrBEndDD2YsAIltWnFFWOTdglbm+BQCAuoLOu0mY+sJTdSGP/fr9smt7VKiY+2tMTHZ59QfRacqvHZbdPjZ61Mfbt28XCuvhFAgh1ExhENZJdQRuDfu3Cpw1oy4RCEwh+GB9e2tHeyPXmkJwSuchBBBAqunMS3T230BqQCMj3D6q95lTNL33RvrKc4n/FoK5SSWnN+hpZUfCDw8bNqzez4gQQs0LBuFL0EqlMvyIfOtWsrAIALitW0tmTq9jBP5bCDq1JoDIkhVlllVVF4I0RefdpNPPgkYOQKgMfIT279VLv+zaMkpU847GRD4urf4s/xSC7QLaHjly2cnJqb5PiBBCzQ8G4XPRCoVi33552DaqvBwAeAEBkunTBHVuPB1beH9X3Ib2Nk5MIXgzOyHIot/UzkMIIOiyZDr1BChyAUAlsI7khBbQ1p0qeTZv1Cj0v5OnIfxO5rLT8SoNyYxoCh+XnN6gLXw8c8aMNWvW4Jq6CCHEwCB8NtVvv5UvWkLJZADAD2ov+XwOv2PHOr63phDs+c+toZllVV8wheB/V02K5XV8xHYngHA0Er75cxE1MktV836Lvf24hNmkKZ088kT5lYMmxoZ7//jjgw9efgX32sMAABbHSURBVF8PQgi9OzAIn00Z8Sslk/E7dpTMmc3vEFT3N8YW3t9yb1VXB3emELyW+bCj1YCpnYcQahmd/AuddwtoiuIIU/TaxxB+FME21uf5v3G/7BpMIbj8dIJSo2NGNIXpJac3aApSu3TpcujQIVxTFyGEnoBB+GzG28PIggKup2fd36Im1Tvuhx14uLeDjYeYL8yUFWaVqee3W2MuMKLTz1OZl4DSAsEuEPvfJDqoCT0hj+3zxv2ya8sqU83/LfZmWnUhCBQpizxefvUgC+glS5YsWrQI19RFCKGnYRA+G8vYmGVsXPf9Ywvvf3t9YaYsAwBuZicUqeRD3cZPCx0EebepmDDQyACIClHrG6xgGSHlsIh66Zdd4+lCUFuUUXx6vSY/1cbG5tChQ6GhofVyIoQQanne6SCkq6oILhferE6qKQRrLx+xoMMSc64+FbUGlPkAUCm0j+R2zgczAsChPvpl15ZTXjn/t9jrqcXV2/8UgjSp69mz54EDB8zNzevrXAgh1PK8o0FI5ufLw7YpDx0WdO1ivGvnax8npvDed9cXMYUgAIh4opltvxjsNhQAQJYJygKdwCSGH5oCTgBQX/2ya1QXgmcSlOp/CsHizOI/NmjyH3E4nAVLlixevBjX1EUIoRd754KQzM2V/7hVGX6E1miAxeJ6eLzecZ4uBIOtQxYGf2smrC6/VALraIsZOZUcClhSAbdNffTLrq1Qrv76WOylxEJmk6CpitvHyq8eokmtvb19eHh4hw4d6vF0CCHUUr1DQUjm5Mh/2qE8eIhWq4HFEvToIZ37Ode7rktG1BZTeG9P3Ma2lvZdHHz/enzvP4XgPx6XKrMqeXwOy7ue+mXXdvpB3jfHH1RUaplNsjS78NQ6Td4jABg8ePCuXbtwTV2EEKqjdyIIyexs+Y6dygMHmSpQ0KOHdP5c7mu1mVaT6t2xYeXaR8zyEQIO74lCsIabqUjI41hLBbw37pddW5Fc/c3xBxcSCphNAkB+/1zppZ20Vi0QCFauXIlr6iKE0Ctp4UGoy8ySb92qPBIBOh2wWHp9+0rnfcFxcXm9o8UU3tsdt6G9tbMt35FpFjNIGhwkJgit6umdufXUL7u20w/yFpx4UK6qLgRZqpK842uqsuIAwN3d/ciRI7imLkIIvaoWG4S6jEx5WNh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      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vtE = plot()\n",
    "plot_vt!(vtE,ClassE)\n",
    "plot(vtE)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "7b4962ab-44d6-4163-8b7d-d13a0b1d7d06",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vtF = plot()\n",
    "plot_vt!(vtF,ClassF)\n",
    "plot(vtF)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9e63a97f-65b1-4429-bb9e-b485ec8a4cdd",
   "metadata": {},
   "source": [
    "For some of these there is *an order of magnitude* spread in vertical dispersion, depending on which model happens to be used. Even when looking only at the correlations that are \"universal\", i.e. are not for either urban or rural terrains. From this alone one would expect that the concentration profiles would vary by a large amount, depending on which set of correlations one used to model a given scenario."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bb92c389-5866-4698-a09b-0b6cdd6c20b5",
   "metadata": {},
   "source": [
    "## An Example\n",
    "\n",
    "Just to give an example of how this works out, lets look at the emissions from a large stack. I happened to have picked the stack for a large power plant in the Edmonton area: TransAlta's Sundance station. This power plant is on the shores of Lake Wabamun and is pretty rural, it has several stacks but let's consider only Stack 2 and examine the dispersion of SO<sub>2</sub> emissions.\n",
    "\n",
    "From Alberta's [AEIR Air Emission Rates dataset](https://open.alberta.ca/opendata/aeirairemissionrates) we can pull the mass emission rates for SO<sub>2</sub> as well as the relevant stack dimensions. *Note* this dataset is from 2018 and thus may not represent the current operations at Sundance."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "c6dc6426-2b02-4618-a82b-d3e5618f9a18",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "439.7"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# TransAlta Sundance - Stack 2\n",
    "m = 3200/3600 # mass emission rate: 3200kg/h in kg/s\n",
    "h = 155.5 # stack height, m\n",
    "d = 7.3   # stack diameter, m\n",
    "v = 35.6  # stack exit velocity, m/s\n",
    "T = 439.7 # stack exit temperature, K"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a886d30-ec57-4ce3-bcfa-08e44faf8687",
   "metadata": {},
   "source": [
    "For the sake of modeling let's assume a class D atmospheric stability with a windspeed at 10m of 2m/s. The atmosphere is otherwise at standard state."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "4f8f7bef-d10d-4b04-99fa-0eb58768cde9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "273.15"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# assumed weather conditions\n",
    "uᵣ  = 2  # windspeed, m/s\n",
    "zᵣ = 10 # windspeed elevation, m\n",
    "stability = ClassD\n",
    "\n",
    "# standard state\n",
    "Pₛ = 101325 # Pa\n",
    "Tₛ = 273.15 # K"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bed3710f-f590-4106-92bc-838f5c353fe7",
   "metadata": {},
   "source": [
    "We can construct the relevant scenario for `GasDispersion.jl` directly."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "2d980254-29fd-41e9-82f6-5ad814008439",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Substance: SulfurDioxide \n",
       "    MW: 0.064066 kg/mol \n",
       "    P_v: GasDispersion.Antoine{Float64}(0.007705368698167287, 0.007705368698167287, 0.0) Pa \n",
       "    ρ_g: 2.7095140841291006 kg/m^3 \n",
       "    ρ_l: 1 kg/m^3 \n",
       "    T_ref: 288.15 K \n",
       "    P_ref: 101325.0 Pa \n",
       "    k: 1.4  \n",
       "    T_b: 1.0 K \n",
       "    Δh_v: 1 J/kg \n",
       "    Cp_g: 1 J/kg/K \n",
       "    Cp_l: 1 J/kg/K \n",
       "VerticalJet release:\n",
       "    ṁ: 0.8888888888888888 kg/s \n",
       "    Δt: Inf s \n",
       "    d: 7.3 m \n",
       "    u: 35.6 m/s \n",
       "    h: 155.5 m \n",
       "    P: 101325.0 Pa \n",
       "    T: 439.7 K \n",
       "    f_l: 0.0  \n",
       "SimpleAtmosphere atmosphere:\n",
       "    P: 101325.0 Pa \n",
       "    T: 273.15 K \n",
       "    u: 2.0 m/s \n",
       "    h: 10.0 m \n",
       "    rh: 0.0 % \n",
       "    stability: ClassD  \n"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "r = VerticalJet(m, Inf, d, v, h, Pₛ, T, 0.0)\n",
    "\n",
    "a = SimpleAtmosphere(pressure=Pₛ, temperature=Tₛ, windspeed=uᵣ, windspeed_height=zᵣ, stability=stability)\n",
    "\n",
    "# a dummy substance, since I know a gaussian plume doesn't require any material\n",
    "# properties I have just left them as NaNs\n",
    "SO2 = Substance(name=:SulfurDioxide,molar_weight=0.064066,liquid_density=1,boiling_temp=1,\n",
    "                latent_heat=1,gas_heat_capacity=1,liquid_heat_capacity=1)\n",
    "\n",
    "scn = Scenario(SO2,r,a)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5efc8592-4e26-4fd4-9b7e-2eb45b881399",
   "metadata": {},
   "source": [
    "The Gaussian plume model is then given by the following, neglecting the effect of plume rise."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "d7287f0e-30de-4e3a-8c1f-4ad33f5009fa",
   "metadata": {},
   "outputs": [],
   "source": [
    "conc = plume(scn, GaussianPlume; plumerise=false);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d8441bf6-3aa1-4d4e-bff8-a002eea2dd9c",
   "metadata": {},
   "source": [
    "Plotted below are the results for every equation set, at near ground level (at basically \"my head\" level). Clearly the urban/rural choice is quite important, leading to a ~2&times; greater maximum concentration. The TNO correlations, which uses the default correlation for windspeed and the TNO correlations for the crosswind and vertical dispersion, leads to less dispersion and thus a greater maximum concentration relative to the rest."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "ff45a5ab-cef2-4154-9ecf-ad972c44f83e",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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649.176,1286.08 651.176,1286.76 653.175,1287.44 655.175,1288.1 657.174,1288.76 659.174,1289.4 661.174,1290.04 663.173,1290.67 665.173,1291.3 667.172,1291.91 669.172,1292.52 671.172,1293.12 673.171,1293.71 675.171,1294.3 677.17,1294.87 679.17,1295.45 681.169,1296.01 683.169,1296.57 685.169,1297.12 687.168,1297.67 689.168,1298.2 691.167,1298.74 693.167,1299.26 695.166,1299.78 697.166,1300.3 699.166,1300.8 701.165,1301.31 703.165,1301.8 705.164,1302.29 707.164,1302.78 709.163,1303.26 711.163,1303.74 713.163,1304.21 715.162,1304.67 717.162,1305.13 719.161,1305.58 721.161,1306.03 723.16,1306.48 725.16,1306.92 727.16,1307.36 729.159,1307.79 731.159,1308.21 733.158,1308.63 735.158,1309.05 737.158,1309.47 739.157,1309.87 741.157,1310.28 743.156,1310.68 745.156,1311.08 747.155,1311.47 749.155,1311.86 751.155,1312.24 753.154,1312.62 755.154,1313 757.153,1313.37 759.153,1313.74 761.152,1314.11 763.152,1314.47 765.152,1314.83 767.151,1315.19 769.151,1315.54 771.15,1315.89 773.15,1316.23 775.149,1316.58 777.149,1316.91 779.149,1317.25 781.148,1317.58 783.148,1317.91 785.147,1318.24 787.147,1318.56 789.146,1318.88 791.146,1319.2 793.146,1319.52 795.145,1319.83 797.145,1320.14 799.144,1320.44 801.144,1320.75 803.144,1321.05 805.143,1321.34 807.143,1321.64 809.142,1321.93 811.142,1322.22 813.141,1322.51 815.141,1322.8 817.141,1323.08 819.14,1323.36 821.14,1323.64 823.139,1323.91 825.139,1324.19 827.138,1324.46 829.138,1324.73 831.138,1324.99 833.137,1325.26 835.137,1325.52 837.136,1325.78 839.136,1326.03 841.135,1326.29 843.135,1326.54 845.135,1326.79 847.134,1327.04 849.134,1327.29 851.133,1327.54 853.133,1327.78 855.132,1328.02 857.132,1328.26 859.132,1328.5 861.131,1328.73 863.131,1328.97 865.13,1329.2 867.13,1329.43 869.13,1329.66 871.129,1329.88 873.129,1330.11 875.128,1330.33 877.128,1330.55 879.127,1330.77 881.127,1330.99 883.127,1331.2 885.126,1331.42 887.126,1331.63 889.125,1331.84 891.125,1332.05 893.124,1332.26 895.124,1332.47 897.124,1332.67 899.123,1332.87 901.123,1333.08 903.122,1333.28 905.122,1333.48 907.121,1333.67 909.121,1333.87 911.121,1334.06 913.12,1334.26 915.12,1334.45 917.119,1334.64 919.119,1334.83 921.118,1335.02 923.118,1335.2 925.118,1335.39 927.117,1335.57 929.117,1335.75 931.116,1335.94 933.116,1336.12 935.116,1336.29 937.115,1336.47 939.115,1336.65 941.114,1336.82 943.114,1337 945.113,1337.17 947.113,1337.34 949.113,1337.51 951.112,1337.68 953.112,1337.85 955.111,1338.01 957.111,1338.18 959.11,1338.34 961.11,1338.51 963.11,1338.67 965.109,1338.83 967.109,1338.99 969.108,1339.15 971.108,1339.31 973.107,1339.47 975.107,1339.62 977.107,1339.78 979.106,1339.93 981.106,1340.08 983.105,1340.24 985.105,1340.39 987.104,1340.54 989.104,1340.69 991.104,1340.84 993.103,1340.98 995.103,1341.13 997.102,1341.27 999.102,1341.42 1001.1,1341.56 1003.1,1341.7 1005.1,1341.85 1007.1,1341.99 1009.1,1342.13 1011.1,1342.27 1013.1,1342.4 1015.1,1342.54 1017.1,1342.68 1019.1,1342.81 1021.1,1342.95 1023.1,1343.08 1025.1,1343.22 1027.1,1343.35 1029.1,1343.48 1031.1,1343.61 1033.09,1343.74 1035.09,1343.87 1037.09,1344 1039.09,1344.13 1041.09,1344.26 1043.09,1344.38 1045.09,1344.51 1047.09,1344.63 1049.09,1344.76 1051.09,1344.88 1053.09,1345 1055.09,1345.12 1057.09,1345.25 1059.09,1345.37 1061.09,1345.49 1063.09,1345.6 1065.09,1345.72 1067.09,1345.84 1069.09,1345.96 1071.09,1346.07 1073.09,1346.19 1075.09,1346.31 1077.09,1346.42 1079.08,1346.53 1081.08,1346.65 1083.08,1346.76 1085.08,1346.87 1087.08,1346.98 1089.08,1347.09 1091.08,1347.2 1093.08,1347.31 1095.08,1347.42 1097.08,1347.53 1099.08,1347.64 1101.08,1347.75 1103.08,1347.85 1105.08,1347.96 1107.08,1348.06 1109.08,1348.17 1111.08,1348.27 1113.08,1348.38 1115.08,1348.48 1117.08,1348.58 1119.08,1348.68 1121.08,1348.78 1123.08,1348.89 1125.08,1348.99 1127.07,1349.09 1129.07,1349.19 1131.07,1349.28 1133.07,1349.38 1135.07,1349.48 1137.07,1349.58 1139.07,1349.67 1141.07,1349.77 1143.07,1349.87 1145.07,1349.96 1147.07,1350.06 1149.07,1350.15 1151.07,1350.24 1153.07,1350.34 1155.07,1350.43 1157.07,1350.52 1159.07,1350.62 1161.07,1350.71 1163.07,1350.8 1165.07,1350.89 1167.07,1350.98 1169.07,1351.07 1171.07,1351.16 1173.07,1351.25 1175.06,1351.33 1177.06,1351.42 1179.06,1351.51 1181.06,1351.6 1183.06,1351.68 1185.06,1351.77 1187.06,1351.86 1189.06,1351.94 1191.06,1352.03 1193.06,1352.11 1195.06,1352.19 1197.06,1352.28 1199.06,1352.36 1201.06,1352.44 1203.06,1352.53 1205.06,1352.61 1207.06,1352.69 1209.06,1352.77 1211.06,1352.85 1213.06,1352.93 1215.06,1353.01 1217.06,1353.09 1219.06,1353.17 1221.05,1353.25 1223.05,1353.33 1225.05,1353.41 1227.05,1353.49 1229.05,1353.56 1231.05,1353.64 1233.05,1353.72 1235.05,1353.79 1237.05,1353.87 1239.05,1353.95 1241.05,1354.02 1243.05,1354.1 1245.05,1354.17 1247.05,1354.25 1249.05,1354.32 1251.05,1354.39 1253.05,1354.47 1255.05,1354.54 1257.05,1354.61 1259.05,1354.69 1261.05,1354.76 1263.05,1354.83 1265.05,1354.9 1267.05,1354.97 1269.04,1355.04 1271.04,1355.11 1273.04,1355.18 1275.04,1355.25 1277.04,1355.32 1279.04,1355.39 1281.04,1355.46 1283.04,1355.53 1285.04,1355.6 1287.04,1355.67 1289.04,1355.73 1291.04,1355.8 1293.04,1355.87 1295.04,1355.93 1297.04,1356 1299.04,1356.07 1301.04,1356.13 1303.04,1356.2 1305.04,1356.26 1307.04,1356.33 1309.04,1356.39 1311.04,1356.46 1313.04,1356.52 1315.03,1356.59 1317.03,1356.65 1319.03,1356.71 1321.03,1356.78 1323.03,1356.84 1325.03,1356.9 1327.03,1356.97 1329.03,1357.03 1331.03,1357.09 1333.03,1357.15 1335.03,1357.21 1337.03,1357.27 1339.03,1357.33 1341.03,1357.4 1343.03,1357.46 1345.03,1357.52 1347.03,1357.58 1349.03,1357.64 1351.03,1357.7 1353.03,1357.75 1355.03,1357.81 1357.03,1357.87 1359.03,1357.93 1361.03,1357.99 1363.02,1358.05 1365.02,1358.1 1367.02,1358.16 1369.02,1358.22 1371.02,1358.28 1373.02,1358.33 1375.02,1358.39 1377.02,1358.45 1379.02,1358.5 1381.02,1358.56 1383.02,1358.61 1385.02,1358.67 1387.02,1358.72 1389.02,1358.78 1391.02,1358.83 1393.02,1358.89 1395.02,1358.94 1397.02,1359 1399.02,1359.05 1401.02,1359.1 1403.02,1359.16 1405.02,1359.21 1407.02,1359.26 1409.01,1359.32 1411.01,1359.37 1413.01,1359.42 1415.01,1359.48 1417.01,1359.53 1419.01,1359.58 1421.01,1359.63 1423.01,1359.68 1425.01,1359.73 1427.01,1359.78 1429.01,1359.84 1431.01,1359.89 1433.01,1359.94 1435.01,1359.99 1437.01,1360.04 1439.01,1360.09 1441.01,1360.14 1443.01,1360.19 1445.01,1360.24 1447.01,1360.29 1449.01,1360.33 1451.01,1360.38 1453.01,1360.43 1455.01,1360.48 1457,1360.53 1459,1360.58 1461,1360.62 1463,1360.67 1465,1360.72 1467,1360.77 1469,1360.81 1471,1360.86 1473,1360.91 1475,1360.96 1477,1361 1479,1361.05 1481,1361.09 1483,1361.14 1485,1361.19 1487,1361.23 1489,1361.28 1491,1361.32 1493,1361.37 1495,1361.41 1497,1361.46 1499,1361.5 1501,1361.55 1503,1361.59 1504.99,1361.64 1506.99,1361.68 1508.99,1361.72 1510.99,1361.77 1512.99,1361.81 1514.99,1361.86 1516.99,1361.9 1518.99,1361.94 1520.99,1361.99 1522.99,1362.03 1524.99,1362.07 1526.99,1362.11 1528.99,1362.16 1530.99,1362.2 1532.99,1362.24 1534.99,1362.28 1536.99,1362.32 1538.99,1362.37 1540.99,1362.41 1542.99,1362.45 1544.99,1362.49 1546.99,1362.53 1548.99,1362.57 1550.98,1362.61 1552.98,1362.65 1554.98,1362.69 1556.98,1362.74 1558.98,1362.78 1560.98,1362.82 1562.98,1362.86 1564.98,1362.9 1566.98,1362.94 1568.98,1362.98 1570.98,1363.01 1572.98,1363.05 1574.98,1363.09 1576.98,1363.13 1578.98,1363.17 1580.98,1363.21 1582.98,1363.25 1584.98,1363.29 1586.98,1363.33 1588.98,1363.36 1590.98,1363.4 1592.98,1363.44 1594.98,1363.48 1596.98,1363.52 1598.97,1363.55 1600.97,1363.59 1602.97,1363.63 1604.97,1363.67 1606.97,1363.7 1608.97,1363.74 1610.97,1363.78 1612.97,1363.82 1614.97,1363.85 1616.97,1363.89 1618.97,1363.93 1620.97,1363.96 1622.97,1364 1624.97,1364.03 1626.97,1364.07 1628.97,1364.11 1630.97,1364.14 1632.97,1364.18 1634.97,1364.21 1636.97,1364.25 1638.97,1364.28 1640.97,1364.32 1642.97,1364.35 1644.96,1364.39 1646.96,1364.42 1648.96,1364.46 1650.96,1364.49 1652.96,1364.53 1654.96,1364.56 1656.96,1364.6 1658.96,1364.63 1660.96,1364.67 1662.96,1364.7 1664.96,1364.73 1666.96,1364.77 1668.96,1364.8 1670.96,1364.83 1672.96,1364.87 1674.96,1364.9 1676.96,1364.94 1678.96,1364.97 1680.96,1365 1682.96,1365.03 1684.96,1365.07 1686.96,1365.1 1688.96,1365.13 1690.96,1365.17 1692.95,1365.2 1694.95,1365.23 1696.95,1365.26 1698.95,1365.29 1700.95,1365.33 1702.95,1365.36 1704.95,1365.39 1706.95,1365.42 1708.95,1365.45 1710.95,1365.49 1712.95,1365.52 1714.95,1365.55 1716.95,1365.58 1718.95,1365.61 1720.95,1365.64 1722.95,1365.67 1724.95,1365.71 1726.95,1365.74 1728.95,1365.77 1730.95,1365.8 1732.95,1365.83 1734.95,1365.86 1736.95,1365.89 1738.94,1365.92 1740.94,1365.95 1742.94,1365.98 1744.94,1366.01 1746.94,1366.04 1748.94,1366.07 1750.94,1366.1 1752.94,1366.13 1754.94,1366.16 1756.94,1366.19 1758.94,1366.22 1760.94,1366.25 1762.94,1366.28 1764.94,1366.31 1766.94,1366.34 1768.94,1366.36 1770.94,1366.39 1772.94,1366.42 1774.94,1366.45 1776.94,1366.48 1778.94,1366.51 1780.94,1366.54 1782.94,1366.57 1784.94,1366.59 1786.93,1366.62 1788.93,1366.65 1790.93,1366.68 1792.93,1366.71 1794.93,1366.73 1796.93,1366.76 1798.93,1366.79 1800.93,1366.82 1802.93,1366.85 1804.93,1366.87 1806.93,1366.9 1808.93,1366.93 1810.93,1366.96 1812.93,1366.98 1814.93,1367.01 1816.93,1367.04 1818.93,1367.06 1820.93,1367.09 1822.93,1367.12 1824.93,1367.14 1826.93,1367.17 1828.93,1367.2 1830.93,1367.22 1832.93,1367.25 1834.92,1367.28 1836.92,1367.3 1838.92,1367.33 1840.92,1367.36 1842.92,1367.38 1844.92,1367.41 1846.92,1367.44 1848.92,1367.46 1850.92,1367.49 1852.92,1367.51 1854.92,1367.54 1856.92,1367.56 1858.92,1367.59 1860.92,1367.62 1862.92,1367.64 1864.92,1367.67 1866.92,1367.69 1868.92,1367.72 1870.92,1367.74 1872.92,1367.77 1874.92,1367.79 1876.92,1367.82 1878.92,1367.84 1880.91,1367.87 1882.91,1367.89 1884.91,1367.92 1886.91,1367.94 1888.91,1367.97 1890.91,1367.99 1892.91,1368.01 1894.91,1368.04 1896.91,1368.06 1898.91,1368.09 1900.91,1368.11 1902.91,1368.14 1904.91,1368.16 1906.91,1368.18 1908.91,1368.21 1910.91,1368.23 1912.91,1368.26 1914.91,1368.28 1916.91,1368.3 1918.91,1368.33 1920.91,1368.35 1922.91,1368.37 1924.91,1368.4 1926.91,1368.42 1928.9,1368.44 1930.9,1368.47 1932.9,1368.49 1934.9,1368.51 1936.9,1368.54 1938.9,1368.56 1940.9,1368.58 1942.9,1368.61 1944.9,1368.63 1946.9,1368.65 1948.9,1368.67 1950.9,1368.7 1952.9,1368.72 1954.9,1368.74 1956.9,1368.77 1958.9,1368.79 1960.9,1368.81 1962.9,1368.83 1964.9,1368.85 1966.9,1368.88 1968.9,1368.9 1970.9,1368.92 1972.9,1368.94 1974.89,1368.97 1976.89,1368.99 1978.89,1369.01 1980.89,1369.03 1982.89,1369.05 1984.89,1369.07 1986.89,1369.1 1988.89,1369.12 1990.89,1369.14 1992.89,1369.16 1994.89,1369.18 1996.89,1369.2 1998.89,1369.23 2000.89,1369.25 2002.89,1369.27 2004.89,1369.29 2006.89,1369.31 2008.89,1369.33 2010.89,1369.35 2012.89,1369.37 2014.89,1369.39 2016.89,1369.42 2018.89,1369.44 2020.89,1369.46 2022.88,1369.48 2024.88,1369.5 2026.88,1369.52 2028.88,1369.54 2030.88,1369.56 2032.88,1369.58 2034.88,1369.6 2036.88,1369.62 2038.88,1369.64 2040.88,1369.66 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649.176,1286.08 651.176,1286.76 653.175,1287.44 655.175,1288.1 657.174,1288.76 659.174,1289.4 661.174,1290.04 663.173,1290.67 665.173,1291.3 667.172,1291.91 669.172,1292.52 671.172,1293.12 673.171,1293.71 675.171,1294.3 677.17,1294.87 679.17,1295.45 681.169,1296.01 683.169,1296.57 685.169,1297.12 687.168,1297.67 689.168,1298.2 691.167,1298.74 693.167,1299.26 695.166,1299.78 697.166,1300.3 699.166,1300.8 701.165,1301.31 703.165,1301.8 705.164,1302.29 707.164,1302.78 709.163,1303.26 711.163,1303.74 713.163,1304.21 715.162,1304.67 717.162,1305.13 719.161,1305.58 721.161,1306.03 723.16,1306.48 725.16,1306.92 727.16,1307.36 729.159,1307.79 731.159,1308.21 733.158,1308.63 735.158,1309.05 737.158,1309.47 739.157,1309.87 741.157,1310.28 743.156,1310.68 745.156,1311.08 747.155,1311.47 749.155,1311.86 751.155,1312.24 753.154,1312.62 755.154,1313 757.153,1313.37 759.153,1313.74 761.152,1314.11 763.152,1314.47 765.152,1314.83 767.151,1315.19 769.151,1315.54 771.15,1315.89 773.15,1316.23 775.149,1316.58 777.149,1316.91 779.149,1317.25 781.148,1317.58 783.148,1317.91 785.147,1318.24 787.147,1318.56 789.146,1318.88 791.146,1319.2 793.146,1319.52 795.145,1319.83 797.145,1320.14 799.144,1320.44 801.144,1320.75 803.144,1321.05 805.143,1321.34 807.143,1321.64 809.142,1321.93 811.142,1322.22 813.141,1322.51 815.141,1322.8 817.141,1323.08 819.14,1323.36 821.14,1323.64 823.139,1323.91 825.139,1324.19 827.138,1324.46 829.138,1324.73 831.138,1324.99 833.137,1325.26 835.137,1325.52 837.136,1325.78 839.136,1326.03 841.135,1326.29 843.135,1326.54 845.135,1326.79 847.134,1327.04 849.134,1327.29 851.133,1327.54 853.133,1327.78 855.132,1328.02 857.132,1328.26 859.132,1328.5 861.131,1328.73 863.131,1328.97 865.13,1329.2 867.13,1329.43 869.13,1329.66 871.129,1329.88 873.129,1330.11 875.128,1330.33 877.128,1330.55 879.127,1330.77 881.127,1330.99 883.127,1331.2 885.126,1331.42 887.126,1331.63 889.125,1331.84 891.125,1332.05 893.124,1332.26 895.124,1332.47 897.124,1332.67 899.123,1332.87 901.123,1333.08 903.122,1333.28 905.122,1333.48 907.121,1333.67 909.121,1333.87 911.121,1334.06 913.12,1334.26 915.12,1334.45 917.119,1334.64 919.119,1334.83 921.118,1335.02 923.118,1335.2 925.118,1335.39 927.117,1335.57 929.117,1335.75 931.116,1335.94 933.116,1336.12 935.116,1336.29 937.115,1336.47 939.115,1336.65 941.114,1336.82 943.114,1337 945.113,1337.17 947.113,1337.34 949.113,1337.51 951.112,1337.68 953.112,1337.85 955.111,1338.01 957.111,1338.18 959.11,1338.34 961.11,1338.51 963.11,1338.67 965.109,1338.83 967.109,1338.99 969.108,1339.15 971.108,1339.31 973.107,1339.47 975.107,1339.62 977.107,1339.78 979.106,1339.93 981.106,1340.08 983.105,1340.24 985.105,1340.39 987.104,1340.54 989.104,1340.69 991.104,1340.84 993.103,1340.98 995.103,1341.13 997.102,1341.27 999.102,1341.42 1001.1,1341.56 1003.1,1341.7 1005.1,1341.85 1007.1,1341.99 1009.1,1342.13 1011.1,1342.27 1013.1,1342.4 1015.1,1342.54 1017.1,1342.68 1019.1,1342.81 1021.1,1342.95 1023.1,1343.08 1025.1,1343.22 1027.1,1343.35 1029.1,1343.48 1031.1,1343.61 1033.09,1343.74 1035.09,1343.87 1037.09,1344 1039.09,1344.13 1041.09,1344.26 1043.09,1344.38 1045.09,1344.51 1047.09,1344.63 1049.09,1344.76 1051.09,1344.88 1053.09,1345 1055.09,1345.12 1057.09,1345.25 1059.09,1345.37 1061.09,1345.49 1063.09,1345.6 1065.09,1345.72 1067.09,1345.84 1069.09,1345.96 1071.09,1346.07 1073.09,1346.19 1075.09,1346.31 1077.09,1346.42 1079.08,1346.53 1081.08,1346.65 1083.08,1346.76 1085.08,1346.87 1087.08,1346.98 1089.08,1347.09 1091.08,1347.2 1093.08,1347.31 1095.08,1347.42 1097.08,1347.53 1099.08,1347.64 1101.08,1347.75 1103.08,1347.85 1105.08,1347.96 1107.08,1348.06 1109.08,1348.17 1111.08,1348.27 1113.08,1348.38 1115.08,1348.48 1117.08,1348.58 1119.08,1348.68 1121.08,1348.78 1123.08,1348.89 1125.08,1348.99 1127.07,1349.09 1129.07,1349.19 1131.07,1349.28 1133.07,1349.38 1135.07,1349.48 1137.07,1349.58 1139.07,1349.67 1141.07,1349.77 1143.07,1349.87 1145.07,1349.96 1147.07,1350.06 1149.07,1350.15 1151.07,1350.24 1153.07,1350.34 1155.07,1350.43 1157.07,1350.52 1159.07,1350.62 1161.07,1350.71 1163.07,1350.8 1165.07,1350.89 1167.07,1350.98 1169.07,1351.07 1171.07,1351.16 1173.07,1351.25 1175.06,1351.33 1177.06,1351.42 1179.06,1351.51 1181.06,1351.6 1183.06,1351.68 1185.06,1351.77 1187.06,1351.86 1189.06,1351.94 1191.06,1352.03 1193.06,1352.11 1195.06,1352.19 1197.06,1352.28 1199.06,1352.36 1201.06,1352.44 1203.06,1352.53 1205.06,1352.61 1207.06,1352.69 1209.06,1352.77 1211.06,1352.85 1213.06,1352.93 1215.06,1353.01 1217.06,1353.09 1219.06,1353.17 1221.05,1353.25 1223.05,1353.33 1225.05,1353.41 1227.05,1353.49 1229.05,1353.56 1231.05,1353.64 1233.05,1353.72 1235.05,1353.79 1237.05,1353.87 1239.05,1353.95 1241.05,1354.02 1243.05,1354.1 1245.05,1354.17 1247.05,1354.25 1249.05,1354.32 1251.05,1354.39 1253.05,1354.47 1255.05,1354.54 1257.05,1354.61 1259.05,1354.69 1261.05,1354.76 1263.05,1354.83 1265.05,1354.9 1267.05,1354.97 1269.04,1355.04 1271.04,1355.11 1273.04,1355.18 1275.04,1355.25 1277.04,1355.32 1279.04,1355.39 1281.04,1355.46 1283.04,1355.53 1285.04,1355.6 1287.04,1355.67 1289.04,1355.73 1291.04,1355.8 1293.04,1355.87 1295.04,1355.93 1297.04,1356 1299.04,1356.07 1301.04,1356.13 1303.04,1356.2 1305.04,1356.26 1307.04,1356.33 1309.04,1356.39 1311.04,1356.46 1313.04,1356.52 1315.03,1356.59 1317.03,1356.65 1319.03,1356.71 1321.03,1356.78 1323.03,1356.84 1325.03,1356.9 1327.03,1356.97 1329.03,1357.03 1331.03,1357.09 1333.03,1357.15 1335.03,1357.21 1337.03,1357.27 1339.03,1357.33 1341.03,1357.4 1343.03,1357.46 1345.03,1357.52 1347.03,1357.58 1349.03,1357.64 1351.03,1357.7 1353.03,1357.75 1355.03,1357.81 1357.03,1357.87 1359.03,1357.93 1361.03,1357.99 1363.02,1358.05 1365.02,1358.1 1367.02,1358.16 1369.02,1358.22 1371.02,1358.28 1373.02,1358.33 1375.02,1358.39 1377.02,1358.45 1379.02,1358.5 1381.02,1358.56 1383.02,1358.61 1385.02,1358.67 1387.02,1358.72 1389.02,1358.78 1391.02,1358.83 1393.02,1358.89 1395.02,1358.94 1397.02,1359 1399.02,1359.05 1401.02,1359.1 1403.02,1359.16 1405.02,1359.21 1407.02,1359.26 1409.01,1359.32 1411.01,1359.37 1413.01,1359.42 1415.01,1359.48 1417.01,1359.53 1419.01,1359.58 1421.01,1359.63 1423.01,1359.68 1425.01,1359.73 1427.01,1359.78 1429.01,1359.84 1431.01,1359.89 1433.01,1359.94 1435.01,1359.99 1437.01,1360.04 1439.01,1360.09 1441.01,1360.14 1443.01,1360.19 1445.01,1360.24 1447.01,1360.29 1449.01,1360.33 1451.01,1360.38 1453.01,1360.43 1455.01,1360.48 1457,1360.53 1459,1360.58 1461,1360.62 1463,1360.67 1465,1360.72 1467,1360.77 1469,1360.81 1471,1360.86 1473,1360.91 1475,1360.96 1477,1361 1479,1361.05 1481,1361.09 1483,1361.14 1485,1361.19 1487,1361.23 1489,1361.28 1491,1361.32 1493,1361.37 1495,1361.41 1497,1361.46 1499,1361.5 1501,1361.55 1503,1361.59 1504.99,1361.64 1506.99,1361.68 1508.99,1361.72 1510.99,1361.77 1512.99,1361.81 1514.99,1361.86 1516.99,1361.9 1518.99,1361.94 1520.99,1361.99 1522.99,1362.03 1524.99,1362.07 1526.99,1362.11 1528.99,1362.16 1530.99,1362.2 1532.99,1362.24 1534.99,1362.28 1536.99,1362.32 1538.99,1362.37 1540.99,1362.41 1542.99,1362.45 1544.99,1362.49 1546.99,1362.53 1548.99,1362.57 1550.98,1362.61 1552.98,1362.65 1554.98,1362.69 1556.98,1362.74 1558.98,1362.78 1560.98,1362.82 1562.98,1362.86 1564.98,1362.9 1566.98,1362.94 1568.98,1362.98 1570.98,1363.01 1572.98,1363.05 1574.98,1363.09 1576.98,1363.13 1578.98,1363.17 1580.98,1363.21 1582.98,1363.25 1584.98,1363.29 1586.98,1363.33 1588.98,1363.36 1590.98,1363.4 1592.98,1363.44 1594.98,1363.48 1596.98,1363.52 1598.97,1363.55 1600.97,1363.59 1602.97,1363.63 1604.97,1363.67 1606.97,1363.7 1608.97,1363.74 1610.97,1363.78 1612.97,1363.82 1614.97,1363.85 1616.97,1363.89 1618.97,1363.93 1620.97,1363.96 1622.97,1364 1624.97,1364.03 1626.97,1364.07 1628.97,1364.11 1630.97,1364.14 1632.97,1364.18 1634.97,1364.21 1636.97,1364.25 1638.97,1364.28 1640.97,1364.32 1642.97,1364.35 1644.96,1364.39 1646.96,1364.42 1648.96,1364.46 1650.96,1364.49 1652.96,1364.53 1654.96,1364.56 1656.96,1364.6 1658.96,1364.63 1660.96,1364.67 1662.96,1364.7 1664.96,1364.73 1666.96,1364.77 1668.96,1364.8 1670.96,1364.83 1672.96,1364.87 1674.96,1364.9 1676.96,1364.94 1678.96,1364.97 1680.96,1365 1682.96,1365.03 1684.96,1365.07 1686.96,1365.1 1688.96,1365.13 1690.96,1365.17 1692.95,1365.2 1694.95,1365.23 1696.95,1365.26 1698.95,1365.29 1700.95,1365.33 1702.95,1365.36 1704.95,1365.39 1706.95,1365.42 1708.95,1365.45 1710.95,1365.49 1712.95,1365.52 1714.95,1365.55 1716.95,1365.58 1718.95,1365.61 1720.95,1365.64 1722.95,1365.67 1724.95,1365.71 1726.95,1365.74 1728.95,1365.77 1730.95,1365.8 1732.95,1365.83 1734.95,1365.86 1736.95,1365.89 1738.94,1365.92 1740.94,1365.95 1742.94,1365.98 1744.94,1366.01 1746.94,1366.04 1748.94,1366.07 1750.94,1366.1 1752.94,1366.13 1754.94,1366.16 1756.94,1366.19 1758.94,1366.22 1760.94,1366.25 1762.94,1366.28 1764.94,1366.31 1766.94,1366.34 1768.94,1366.36 1770.94,1366.39 1772.94,1366.42 1774.94,1366.45 1776.94,1366.48 1778.94,1366.51 1780.94,1366.54 1782.94,1366.57 1784.94,1366.59 1786.93,1366.62 1788.93,1366.65 1790.93,1366.68 1792.93,1366.71 1794.93,1366.73 1796.93,1366.76 1798.93,1366.79 1800.93,1366.82 1802.93,1366.85 1804.93,1366.87 1806.93,1366.9 1808.93,1366.93 1810.93,1366.96 1812.93,1366.98 1814.93,1367.01 1816.93,1367.04 1818.93,1367.06 1820.93,1367.09 1822.93,1367.12 1824.93,1367.14 1826.93,1367.17 1828.93,1367.2 1830.93,1367.22 1832.93,1367.25 1834.92,1367.28 1836.92,1367.3 1838.92,1367.33 1840.92,1367.36 1842.92,1367.38 1844.92,1367.41 1846.92,1367.44 1848.92,1367.46 1850.92,1367.49 1852.92,1367.51 1854.92,1367.54 1856.92,1367.56 1858.92,1367.59 1860.92,1367.62 1862.92,1367.64 1864.92,1367.67 1866.92,1367.69 1868.92,1367.72 1870.92,1367.74 1872.92,1367.77 1874.92,1367.79 1876.92,1367.82 1878.92,1367.84 1880.91,1367.87 1882.91,1367.89 1884.91,1367.92 1886.91,1367.94 1888.91,1367.97 1890.91,1367.99 1892.91,1368.01 1894.91,1368.04 1896.91,1368.06 1898.91,1368.09 1900.91,1368.11 1902.91,1368.14 1904.91,1368.16 1906.91,1368.18 1908.91,1368.21 1910.91,1368.23 1912.91,1368.26 1914.91,1368.28 1916.91,1368.3 1918.91,1368.33 1920.91,1368.35 1922.91,1368.37 1924.91,1368.4 1926.91,1368.42 1928.9,1368.44 1930.9,1368.47 1932.9,1368.49 1934.9,1368.51 1936.9,1368.54 1938.9,1368.56 1940.9,1368.58 1942.9,1368.61 1944.9,1368.63 1946.9,1368.65 1948.9,1368.67 1950.9,1368.7 1952.9,1368.72 1954.9,1368.74 1956.9,1368.77 1958.9,1368.79 1960.9,1368.81 1962.9,1368.83 1964.9,1368.85 1966.9,1368.88 1968.9,1368.9 1970.9,1368.92 1972.9,1368.94 1974.89,1368.97 1976.89,1368.99 1978.89,1369.01 1980.89,1369.03 1982.89,1369.05 1984.89,1369.07 1986.89,1369.1 1988.89,1369.12 1990.89,1369.14 1992.89,1369.16 1994.89,1369.18 1996.89,1369.2 1998.89,1369.23 2000.89,1369.25 2002.89,1369.27 2004.89,1369.29 2006.89,1369.31 2008.89,1369.33 2010.89,1369.35 2012.89,1369.37 2014.89,1369.39 2016.89,1369.42 2018.89,1369.44 2020.89,1369.46 2022.88,1369.48 2024.88,1369.5 2026.88,1369.52 2028.88,1369.54 2030.88,1369.56 2032.88,1369.58 2034.88,1369.6 2036.88,1369.62 2038.88,1369.64 2040.88,1369.66 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      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#hide\n",
    "\n",
    "xs = range(1,5e4,1000)\n",
    "kms = xs./1000\n",
    "\n",
    "plt = plot()    \n",
    "plot!(plt, xlabel=\"Downwind distance (km)\", ylabel=\"Concentration SO₂ (ppbv)\", title=\"Downwind concentration at 2m elevation\", legend=:topright)\n",
    "plot!(plt, [0, 50], [172, 172], color=:grey, linestyle=:dot, lw=1, label=\"1-hr AAQO SO₂\")\n",
    "\n",
    "for s in sets\n",
    "    pl = plume(scn, GaussianPlume, s.eqn; plumerise=false)\n",
    "    plot!(plt, kms, pl.(xs,0,2).*1e9, color=s.color, linestyle=s.linestyle, lw=s.lw, label=s.name)\n",
    "end\n",
    "\n",
    "plot(plt)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8b88a432-da72-4fcf-8b75-4db4239d6067",
   "metadata": {},
   "source": [
    "Plotted below is the 172ppbv isopleth, the 1-hr [Ambient Air Quality Objective (AAQO)](https://open.alberta.ca/publications/9781460134856) for SO<sub>2</sub> in Alberta. As we would expect, the correlations that lead to a higher maximum concentration correspond to less overall dispersion and the isopleth is quite a bit smaller for the urban versus rural case and the TNO versus the remaining cases. The scale is in kilometers so this is quite a large difference in area."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "11ad4eeb-6c1f-47a1-9eca-830a4520fe91",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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9u3bt2r/oTPjUqVvfaPxn+Xd3H6ECUoQfLzdv3qypqXFzc9NoHQ4JCwubM2cOm82OjIzswA9d/fMTpqgYW9bU1GgUU5liaq80ZbGhQ4eam5uHh4dXV1cbGhpeuHABw7Avv/yyvRa2B41G27p169atW7OysmJiYi5fvhwXFzd8+HDoZQHbr95saASo0my4uKWiCzVeoALoXBEeHt7NnvI4jn/77bdEIjE+Ph6OtiG7d+++evXqWxa+fv36H374wcnJKSoqisvlvmVprwXeo0uXLsHlzDfK5ezsnJqa2rEkhmHTp0//7rvvLl68uHLlyosXL0okktmzZytULI7jq1evJpFI8fHxynMe27dv72BW/LVtUzc07fhZQrwNaI3w4wW6D86bN689gWvXrk2fPl1bW/vOnTvKr0t14PSUMtAMRCXgVifF0tLSVL5noZiyJiYQCNOnT5dKpWFhYc+ePUtPTw8MDLS2tu6gkR3j5OQUGhr66NGjkSNH1tTUPHr0CAAAndigeaqyMDS6UWl2W1ubYvIWUlxcXFdXZ2Zm1t6oCE5/PX78uOO2QTP6tx+oKWhsbCwuLnZ0dFS5reoeqG9a9ZYtW3bu3GlnZxcVFaU+pnkXwD6Mj49/o1z29vZ0Oj0jIwM6SnYMnGk4c+YM+Gte9IsvvlCc5fF4ZWVlzs7OKjP/7XWmTCbruDr4XCksoRRofOoQXQJShB8p5eXld+/epVAo0NBcndu3b0+bNo1Op9+9e1fZR1AjJ0+ehDNUkJSUlJiYGH19fWgBoeDOnTvKEUZqa2vPnj1LJBJVTHUKCgqUP6XFYvH+/fsBAJMmTVIWmzlzJoZhcP0GvKGZDEQgEKjPIEGTS2iG4+npaW1tnZmZeePGDYWAVCrdu3cvAGDy5MkqeVWiEMBDlWYrA9+wP//8c2VlpcopmUwmEAjgb+jpWFpa+gbX1iE6OjpaWlpVVVXK1kapqanqIxi4TlZWVtaZYv/zn/989913FhYWkZGRMGM3MH36dCKReOTIEfXlQLlc3traqjEXlUqdNm2aVCrdsGGD+lmVqOiWlpb+/v4ZGRknTpxIS0tT8W1nsVgUCqWqqkosFisSk5OTVUzAQKc7c9SoUTQa7fr168rfVY2NjYcOHQKanjrE24OmRj8crl27dvfuXfDX+nxFRYXCWm/z5s0qL6YzZ87IZLLJkydrjHCYn58/btw4sVjs5uZ26tQpOHZU8MUXX0BzPgU6OjrDhg3bvn27ra1tYmLiqlWrcBzfsWMHhUJRFjMzMxs1atTevXs9PDxycnLWrl3L5/OXLVumEgjG3Nx87ty5tbW1gYGB1dXVO3bsePXq1YgRI4YPH64sZmdnN3DgwMePH2dnZ+vo6ChbTnaSx48fz58/f9asWf369bOysmpra7t9+/a5c+c4HA6MNkcgEPbt2zdhwoQZM2Zs27Zt6NChVVVVe/fuTU5O9vLymjFjhnJpurq6V69e1dbWnj17NoFAuHDhwi+//MLlclWMOJTx8PBYvXr17t27+/btu3LlSg8PDzabXVRUlJiYePbs2fPnz8OFKBsbGw6HExkZ+fXXXzs4OFAoFF9f37eJmEoikQYNGhQZGTl58uTVq1dzudy4uLgNGzZYWFgUFBQoS8JvoOXLl6empsJHBfr8qRMeHg6NaZ2cnKC3jDJr1qxRjubThdjZ2W3btm3dunU+Pj4rV6709vbmcrnFxcXJycnnzp378ccflS2Qldm1a1d0dPQvv/xSXFw8ffp0e3t7Pp+fn58fHh6en5+vMp6bNWtWbGwstF5W+eQik8m+vr4xMTGfffbZqlWrOBzOw4cPN2zYYGlpqd6Zx44dW7JkycyZM7lcLoZhMASEClwud+PGjevWrRsxYsTu3bvd3d0LCws3bNhQW1s7derUAQMGvG2XIdTpOc8NRBezevXq9u7yy5cvlSXlcjkMgXbv3j2NRUGnq/Y4cuSIQhL6Ef7555+KgN0AABKJtGPHDuUC4ZvxwIEDyqbeAIA5c+ZIJBKFmGL3ifXr1ysvtg0bNkw9Zj/+l0MheJ37oAIVP8Jnz56p2+/Y2dmpRBI5f/48h8NRlgkODlb20lNElrl9+7byLKiFhUViYqJyURp3n9i/f79K+QAAT09PZTey27dvK5tZqkSWUblM6L/Y8W4GhYWFyq4sAIB58+bB/ty2bZtCTCqVhoaGKnt3tBdZ5sSJE+0/MuDJkycKSTi5pxL3YNu2bQCAEydOKCfm5OQAAIYPH97BhUCOHz+ubtPk5uaWkpICBTRGlqmoqPj0009VlnW1tbWVXT8h0KEQAECj0ZRdZiF5eXkq9q4hISGHDx8GAOzatUshJpFIQkJCFOYtHUeW2b59u7LpEIFAmD9/viKGA64UWUalMfBz5Pfff39tpyEUYDjaof5Dob6+vj1/ODMzM+XBmUwmKy4uBgBYWlpqNE0UiUTl5eXtVaSnp6dYsZ8xY8b58+cfPXrk6+ubkJCQmZlJpVIDAgJ69eqlnGXXrl3r1q07cuRISEjIixcvUlJS5HJ5//79nZ2dlcUEAkFVVRWLxYIf9Q8fPmxra3Nzc+vXr59Gc1CxWAwnmpSb1AEikaikpERHR0cRXQzH8fT09Ly8vJqaGhaLZWNj4+Xlpd4nra2tDx8+LC4uptPpffv2dXJyUj4rlUrJZLKdnV1OTg6fz4+KiqqpqTEzMxs6dKjKTiDQtt7a2lrFmlEoFCYkJEAnCmNjY1dXV5UOhLS1tVVVVcnlcni98DYxGAyV1Tgej9fU1GRkZNSxV4xEIomPj8/Ly6NSqQMHDrS2tubz+bW1tRwOR31RE9q+AgDaW4iFedury9TUVBFGrqysTCwWqzx7jY2N9fX1+vr6ygZWEokExneF89UdIxKJnjx5kp+fL5fLjY2NnZ2dVSLKqtx6BTCiUH19PZPJNDc39/b21rh/S3l5uUgkolKp6jH5YFMfP36cn59PpVJ9fX2trKw635l1dXUNDQ0mJibKHxwAAOiJC59MX19flYkT+PDT6XSVK4LvAUNDQ5XSEB2AFCHirVAowo7tHpUVYbe1rdtQVoQ93RYEAvHGIGMZBAKBQHzUIEWIQCAQiI8a4pYtW3q6DYj/Y8hkcp8+ffz9/TteooMzh4MHD1ZfofkwoNPpQ4cO7eQeeAgE4r0CrREiEAgE4qMGTY0iEAgE4qMGKUIEAoFAfNT0QGQZgUCQmpr6/PlzJpMJ3bHVaWxsPHz4cHl5eUBAQAcRqhAIBAKBeEt6QBEeOXLkxIkTdDqdQqFoVIQymSwgIMDJyWnIkCFr164tKSlR2cMTgUAgEIiuoseMZU6fPn38+HGNMeNv3ry5bNmy3NxcAoEQGxv7+eefFxcXw8DtCAQCgUB0Le/jGmFcXFxgYCAMv+Tn51dfX5+Xl9fTjUIgEAjEh8n7uPtEZWWlYqsEIpHI5XIrKipUojtC8vLyZsyYoXxq4sSJyjtHI7oNuVzeyR3VEe8UdCPeE9CNeE8gk8mvnVB8HxUhhUJR3rtSIpEowvWqUFdXV1FRobwbjr29fXvCiHcKn89X2Y8e0SO0tLQo71qA6BFwHG9tbUU3oseBm6W8Vux9VISmpqaK4MUCgaChoUFjuHcAAJlM5nK5Cxcu7MbWITRDJBJVdlRA9AjoRrwP4DiObsT7AIZhysOq9niPRu5RUVE8Hg8A8Omnn967d6++vh4AcPXqVZXtVBAIBAKB6EJ6YET4+PHjpUuX8ni82tpab2/vgICA//znPwCAcePG/fHHH8OHD/f09Bw7duyAAQO8vLzu3bt34cKF7m8kAoFAID4SekARuri4HD16VHGo2LUyISFBMfI7ffr006dPy8vL9+7d2968KAKBQCAQb08PKEIWi6UxSL+rq6vyoY+PT3e1CIFAIBAfL+/RGiECgUAgEN0PUoQIBAKB+KhBihCBQCAQHzVIESIQCATio+Z9dKhHIBCI/wtSUlIWLFig8RQKsdblEAiEK1euWFpadnnJSBEiEAjEv6SwsJDFYu3Zs6enG/JRMGfOnIqKCqQIEQgE4v1CV1dXoz8YosvR1tZ+RyWjkTsCgUAgPmqQIkQgEAjERw1ShAgEAoH4qEGKEIFAIBAfNUgRIhAIBOKjBilCBAKBQLwZYrG4p5vQlSBFiEAgEB8CGRkZU6ZMmTJlypw5c7777rs//vjjteoqKSnJ3t7exsYmLCzsjeoyMDAoLCwEADx58iQ/P//fN/r9AClCBAKB+BCoqam5d+/e5MmTP/nkE21t7fXr1/v4+PB4vA6y7N+/f9GiRfn5+VOnTv13lf7000/37t37d3nfH5BDPQKBQHwgUKnUyZMnw99LliwJDAzcuHHjoUOHAAB8Pv/IkSNZWVmOjo6LFy+m0+knT56Mj49vbGysrq5eu3ZtQUHB1atXy8vLzc3NQ0NDjYyMAADh4eFUKnX48OEAgPLy8osXL3777beK6uLi4tLS0hoaGoqLi/v16zdhwoSeuOguAClCBAKB6Bpqa2tnz56dlZXVDXURiUR3d/eTJ0/q6OhoFCCTybNmzfruu+8OHTokFAr79ev36aefTp48+fbt2yNGjHj48KGdnR2LxbKysvLy8iKTyQkJCTY2NoMHD46Lixs4cGBmZqaWltb9+/d1dHSgIqyurj5y5IiyIjQwMOBwOObm5l5eXhYWFt1w1e8IpAgRCASiazh37lxERES3VZebmzt69OgZM2a0J2BlZVVZWQkAOH36tIODw+7duwEAwcHBLi4uz5498/f3NzY27tevHxxEhoaGAgBqampsbW3Dw8MTEhICAwM7boC9vX2vXr08PT0Vw9D/U5AiRCAQiK5h0KBBNBpNKBR2T3UsFsvHx6cDgdraWjheTE9Pj42NtbGxgelVVVUFBQUqec+cObNp0yZzc3MajVZaWgo16EcCUoQIBALRNfTr16+ioqK+vr57qtPX129vXhQSHR3t6+sLAGCz2V9++eWBAwfakxSJRIsWLXr16hWc4fTx8ZHL5QAAMpmsMD3l8/ld2fr3CaQIEQgEostgs9lsNrtn2yCRSIqLi48ePXrp0qXY2FgAwLhx40aNGrVkyRI7OzsAQHFxsb6+Pp1OV2QRi8VSqZREIgEAHj16lJSUBNNtbW3Pnz8vk8kAACdPnlSvS09Pr6ysrBsu6p2C3CcQCATiA6GmpgbDMF1d3U8++aSmpubZs2fe3t4AgH79+u3bt2/IkCEeHh6Ojo4jR45sbW1Vzqijo7NmzRp3d3dvb+9t27bBcSQAYNq0aWKx2MbGpnfv3tCOFEImkzEMAwDMnz//5s2bRkZGy5cv78YL7WIwHMd7ug3/nuTk5AULFiQnJ/d0QxCAz+d3PEuD6B5aWlre3bZtCBV+//33y5cvX716tacb0lkqKipoNJqurq7Gs42NjUKh0NjYWCW9srKSxWIpjyB7BF9f37179w4cOLDzWeRyuUwmI5PJHYuhqVEEAoH4WDAxMengbHvzuuqq8QMDTY0iEAgE4qMGKUIEAoFA9DAikUggEPRU7WhqFIFAID4c0tLS9u3bl5qaymAwvLy8li5dCi1F6+rq/vOf/8TExIhEIgcHh/nz5w8bNiw/P3/t2rUAAAzDLCwsFi5caG1tDQCIjY394YcfCgoKmEyml5fXjh07VCwANm7cmJ2dDQCg0+lDhw6dNm0akUh8m2b/9NNPBQUFR48efZtC/jVoRIhAIBAfCA8ePPDz87O0tDxz5szBgwctLS03bdoEAKirq+vfv39OTs7evXvDwsLGjRu3dOlSAEB9ff2NGzcWLFgwa9ashoaGAQMG1NfXv3r1auzYsePHjw8PDz9w4IC+vr56iICYmBhTU9MFCxYEBgauXr163759PXC1XQcaESIQCMQHwqJFi1asWLFlyxZ46Onp2dbWBgDYunWroaHhtWvXYLqjo+P48ePhbyKROGzYMADAiBEj/vjjj7i4uJqaGmdn51mzZgEALCwsPD09Ndbl5OQEM5aVld26devbb78tKeiGjK4AACAASURBVCm5evXqN998AwX27t37+eefm5mZ/frrr4aGhk+fPk1OTt6/f39hYeGVK1cqKiosLCyWLl1qZmb2zvqjsyBFiEAgEF1DDV+0JOx5RWM3hViz1mf8PNWDqfU/34C8vLxXr17Nnj1bWUZLSwsAEBERsXr1avV0ZQQCQVtbG51Od3Jyev78+cGDB0eOHGllZfXaZuTn53O5XABAeXn5iRMnFIrw2LFjgYGBZmZm4eHhMTExX3/99axZs2g0Wnp6uq+vr7Gx8cOHDwcNGpSVlaXemG4GKUIEAoHoGv5MLX9S0NH+f11LSb0gMrN6ouf/RlRVVVUYhpmamqpLVlVV9erVS2MhEonk+++/FwgEN2/edHJy8vf3p1Aox44d++mnnxYvXmxhYbFo0aJVq1YRCKrraMeOHYuKiiouLhYIBK/1pAwKClJo4gULFojF4urq6qlTp165ciUxMXHQoEFvduVdDVKECAQC0TX42uhpU0ktImn3VMdhULwtOIpDFouF43h9fb2BgYGKJJPJrKur66AoNpu9adOmUaNGQd/zGTNmzJgxo6GhITw8/KuvvjI0NIQzpcoMGjRoxIgRycnJx44de63HurOzs+L3L7/8snfvXgcHBzabXVVV9T5E90aKEIFAILqG3ibMZ+uG1bWIuqEuMhHT06aSiX8P1JycnPT09O7cuaO+MdOgQYPu3Lkzffp0DeWQySqzpgp0dXWnT58eFRX15MkTdUXo5OQUFBQUFBTE5/MXL15869YtCoWiiNANAGhqalL8hlFMAQACgWDlypXFxcWGhoYAAA8Pj/chuhlShAgEAtFl0ClEc07PhCIjkUibN29evXq1qanp0KFDcRxPSkq6efPm1q1bN2zYMGDAgP3794eGhpLJ5MrKyvXr1586dUpjOfHx8SKRKCAgAMOwioqKx48fL1u2rIN616xZY2Vl9fDhQxcXl8rKypycHHt7+7CwsNraWnVhiUQil8slEgkA4M6dO2lpaV1y7W8Jcp9AIBCID4TFixd/9913c+fOZbFYHA5nzpw50ObTzc0tMjIyLCxMR0fH2NjYw8MDLhmSSCT1mGpisXj58uXa2tqWlpbOzs7BwcELFy5UkdHR0aFSqfA3m81evnz5zz//zOFwNm/e3LdvXxsbm6SkJE9PTzgQZDAYCnMYFou1YcMGV1fX3r17HzlyJDg4mEKhAAC0tLR6MJYpCrqN6BpQ0O33BBR0uzt5b4NuNzQ00Gg0dWvM1tZWmUzGZDJfW4JYLG5paeFwOK+VVM8oEok6fhuIRCKRSNSZZiiDgm4jEAgEorO0t78Eg8HoZAkUCuVfaEGYEQ7yOoBKpSoGlO8DaGoUgUAgEB81SBEiEAgE4p0gEAgqKip6uhWvBylCBAKB+HB4+vTpxIkT7ezs+vTpM2fOnPT0dJheWVn59ddf9+7d29HRccyYMTdu3AAAZGdnDx8+fPjw4cHBwaGhoa9evYLCd+/eHTZsmK2trbu7+9y5c5ubm1Vq+eyzz5SNM65cubJ+/Xr1xkRGRk6dOvWdXGeXghQhAoFAfCDcuXNn2LBhffv2DQ8Pv3Llire39/fffw8AqKqq8vHxaWhoOHfu3L179+bNmwfjkTY3N8fFxe3evXvDhg1EItHPz6+2tjYjI2Py5MkhISEJCQmXL1/u3bu3SKTqGfno0SMe7+8YOkVFRampqd14oV0MMpZBIBCIDwEcx7/++uu1a9euWbMGpsDtlgAAW7dutba2vnDhAkw3NzcfOXIk/E0gELy8vAAAAwcODAsLi4+Pr6mp6d279+TJkwEA+vr6Tk5OnW9DeXn5gQMHRowYcfjw4YEDB8JQpWFhYZcuXTIzM1u/fj2MABcdHR0WFlZZWWlhYbFy5Uoo9ueff4rF4srKysjISAcHh82bN7+pWem/BilCBAKB6BqqW6tWPVhe1lzSDXWRiGRrls2egB+YVBZMycvLy8vLUwkfAz0Hbt++rTJ1qe5R0NzcLBAIdHR0jIyMUlJS9uzZM2rUKCcnJ/Uoox3A4/EOHDiQnZ29ePFiDodTUlLy4sWLqKiojRs33rhxw9/fPysri0KhlJSUjB8/3tDQMCYmZsiQIZmZmTQaLTEx8fjx46tXr167du3OnTu//fbbI0eO/JuueXOQIkQgEIiu4W7h7cy69G6rrl7Iiy19MMb2U3hYXV2NYZiJiYm6ZE1NjcZg3AAAiUSyZs0asVh87949T09Pf39/Eol08eLFn376af369RwOZ+HChZs2ber8vrsikejkyZPQ9aKkpIRIJB48eJBKpfbt2/fmzZsRERHjx4+fPXt2a2trcXFxYGDgyZMnnz9/Dr0D/fz8VqxYAQBYt27dvHnz/kWf/DuQIkQgEIiuYaCp39n0U02ixu6pzoBu4GXUV3HIZrNxHK+trTUyMlKRZLPZGgOeAQAwDLO2tiYQCMHBwUOHDoXjv0mTJk2aNEkgENy+fXvevHlmZmZwilUBgUCQyWSKQ5lMphg46uvrKzsg2tjYKFwGnZ2dCwoKAAC7d+8+evSou7s7mUyur6+vqqqCAtbW1vAHh8NpbOymbgRIESIQCERXYatrd2fKfaG0m/YjZJAZROzvgZqTk5OBgUFERMTcuXNVJAcPHhweHq4ejBsAQCKRFixYoLF8Op0+ceLEGzduJCcnqyhCU1PT8vJyxWFZWZlimydFfG2I8q4XdXV1XC63qalpy5YtlZWV0Ovf2dlZEeAMw7DXXfQ7AVmNIhAIRJdBJpCZFGb3/ClrQQAAkUjcsWPHmjVrbt68KZVKpVLpw4cP4c4SGzduvHPnzq5du1pbWwEA+fn5HXg1PHz4MDw8HO4jUVhYGBsb6+7uriLz6aefHjp0CI4ys7Kyrly5MnbsWI2lFRUVXbt2DQCQnJz85MmTTz75RCaT4TgOXTKuXr2q8NnoQdCIEIFAID4Q5s2bR6PRVq9ePWnSJC0tLUdHx82bNwMAnJycHjx4sGrVqi1btmhpaenp6cFRIJVKVd+DHirUzz77jMFg4Dg+e/ZsleEgAGDFihV1dXVwl0EtLa1NmzYFBQUBACgUirm5uUKMwWCMGzcuLCzsm2++EYvFJ0+ehEuYW7Zs8fT0ZLFYAwYMmDRpEgz8pqurC3elgOVYWFi8o15SBwXdRnQNKOj2ewIKut2dvLdBt0UiEYlEUrdwkclkEolEPRi3RgQCwWt3hBCJRJ2JGtrW1qZSqUwmk8lkr41KqgwKuo1AIBCIztKeciISiZ23/+zMvkidjJ2trnrfqCXvGrRGiEAgEIiPGqQIEQgEAtHd8Pn89yceN1KECAQC8SGQkpKiCJyWnZ09YcIEc3Nzc3PzTz755PHjxzBdIBBs3LjR1dXVwMCgX79+e/bsEQgEAIAvvvjC3t7eyMjI398/OjpavfD169d7e3t7e3sHBwdv2bKFz+e/ZWtv3ryp7ubRU6A1QgQCgfgQaGpqSkpKAgDgOD5q1KipU6eeOHFCLpc/ffoUGkVKpdKRI0dKpdLjx4/b29sXFBTs378/JSXFz89v3Lhx27dv19bW/uOPP8aMGVNUVGRgYKBceGFhobu7+6JFixobG1etWlVSUnLq1Kmeuc53AFKECAQC8UFRXV2dn5+/bNkyGOFl1KhRMP3XX3/NyMjIy8tjsVgAAA6Hc/78eRggBobYBgAsWLBgxYoVhYWFKooQAGBsbAzDc69YsQJGLm1oaNi8efPPP/8MBX744YfAwEAPD48//vhDJBLl5eVFRUX98MMPYrH42LFjRUVFRkZGS5Ys6d+/f3f0wpuAFCECgUB0GVV8Ub1A/EZZuHSKoY5m28s2iayoQSBvx8fNQJuqx9DgfqCvr29ubh4SErJgwYIBAwYo9nC4e/fuyJEjoRZUoDDdTElJqa2tvXXrlru7O1R47ZGSkmJmZgYAaG1tPXXqlEIRRkREWFpaenh4JCYmHj58eNOmTXv27DEzM3v27NmUKVMsLS1fvHgxduxYRfb3B6QIEQgEosuIK+RJZPI3ykIhEia6aYiUDQDIqml5VdPuapw2lTTGWTWsKACASCRGR0dv27Zt+vTpDQ0NI0aMOHLkiJmZWW1trXqMGAW//vrrkydPsrOz169frxImDXLx4sUnT56UlZXhOP7bb791fFF+fn7Lly+Hv0ePHt3U1FRYWMjhcJycnO7fv68x2FsPouFqZTJZdHR0dHT0ixcv6urqSCSSgYGBj4/P8OHD+/btqy6PQCAQCIiPue6bjgg59Hadyu31GYT2o28aaLfrw2dra3v27FkAQGZm5sKFC0NCQiIiIjgcTnV1dXtZFFv49unTx8nJadiwYSoCQ4YMWbRoUXZ29qpVq5QjiGrEzs5O8fv48eM7d+7s27evrq5udXV1TU1Nx3m7n38owtbW1v379x8+fLisrIzBYNjY2HA4HKlUmpube+vWrfXr1/fp02f58uXTp09/ox2qEAgE4iOhF5vWi03rqtIYFFIfE9br5drH2dl5yZIly5YtAwAEBgZu2bJFKBTSaO220MjIyNnZOTc3V10RwjVCLy8viUQSEhKSkZGhpaUlFovlcjnUCPX19Qph5THlmjVr4uLi4Aa/wcHB72E4s7/1WXJysoODw7Fjx2bOnJmcnNzY2JiWlhYTE/Po0aPMzMympqb79+/3799/2bJl3t7ePB6vBxuNQCAQiPbg8Xjff/893B2isbHxwoUL3t7eAIAvv/xSX19/6tSpcC+kkpKSlStXJiQklJWVPXr0SCQSSSSSP/74IzEx0c/Pr4Pyv/zySyKRePbsWS6Xy+VyIyIiAADXr19/+fKlRnkCgQAb8+DBg/v373f59b49fyvChoaGbdu25eXlbd++3dPTU2WOmE6nBwYGHjlypLi4ePz48TCEOQKBQCDeE+h0OoygTaFQ0tLSfHx8dHR0bG1taTQa3OpdS0srOjra2Ni4f//+NBpt0KBBAABnZ+e2trYVK1aw2WwWi7V169bz58+7urqqFG5gYAB3TQIAEInELVu2XL58Gcfxo0ePhoSE6Onp3bp1a/LkyYrw2cpbEh48eHDGjBlmZmY//vjj/Pnz2Ww2AEBHR0fjHsI9Agq6jegaUNDt9wQUdLs7eW+Dbn+QvLug22ipD4FAIBAfNe26T9TU1Ny7d6+qqgq6WyqA2zwiEAgEAvFhoFkR/vbbb7NmzYIx6FRAihCBQCAQGhEIBPn5+epLjO85GqZGcRwPCQnx9fXNzs6WSqX4P+n+JiIQCATitSQmJgYGBsLf6enpQUFBenp6BgYGvr6+sbGxMJ3P569YscLKyorFYrm4uGzevBmGz54wYYKpqSmLxfL29g4PD1cvfNasWdevX1cc3r1797PPPlMXy87OHjNmTNdf2ztGgyKsra2FFqT29vbvz8aJCAQCgeiAlpaWjIwM8FfQ7UGDBpWWlhYVFW3btg1unysWiz/55JO0tLTr169XV1dfuXKlqqrqxYsXAIB58+alpKRUVVUtW7Zs0qRJVVVVKoW/evVK2Ym+vr4+MzOzGy/u3aJBEULXkIaGhu5vDQKBQCDekqqqqpKSkgULFtBoNDqdPmTIEBjn+vLly4WFhX/++aebm5uWlpazs/PRo0ehEebIkSMNDQ1pNNoXX3xBJpNLSko6WVdra+uUKVMePHgwYsSIxYsXw8SwsDB/f/+xY8c+ffoUpsTExEyZMsXHx2fcuHEPHz6EiZGRkT/++OO+ffsGDBgwefJk6N3YI2hYIyQSiTt27Ni4caO7u7uRkYZAdggEAoHQSI2woFlc+0ZZmBQDA5qVxlNtUn5ZaxYAmtekdKkmXK1e6umGhobW1tYzZ86cP3/+wIEDDQ0NYXpUVFRQUJCKdw2G/S+GW0pKSnl5+Y0bNwYMGNBx0G1lxGLxb7/9JhaLd+7cyWAwhEJhVVXV7du3z5w58+TJk6CgoMzMTGNjY5FItHjxYktLy9TU1MmTJycnJ5uZmeXn52/atGnr1q1nzpw5fPjwvHnzesrdXrOxzIIFC549e2ZjY+Pq6qriHBYZGdktDUMgEIj/P5Jrb0rlbxZrlEygBpkv0XiqgJ+c35TYXkYGiT3EbL56OoFAiImJ2bVr1zfffFNSUjJ48OCTJ09aWVnV1dV1EHT71q1bT548SU1NXbJkyZsuiu3Zs8fe3h4A8Pz5c5lMtn//fjabbW1t/fvvv1+6dGnFihVBQUG1tbU5OTl0Ot3BwSE2NvaLL74AALi6usLY3KtXr7axscFxXKGYuxPNinD16tWnTp0yNDTUGIP87ZHL5Q8ePKitrfXz8zM1NVUXSEtLk0ql8Leurq61tfW7aAYCgUB0LV76Y3htZW+UReOoDmKt40XEyHJcpvFse+NIAIC5ufnhw4cBAIWFhfPnzw8JCbl3756enp764p+CDRs2AAB4PJ6Li4ubm1tQUJDyWSKRqHgnAwCkUqmysrSxsVH81tPTg7FjAAB2dnZwlvWHH344ePBgQECArq5uQ0NDbe3/Bs2K/ZiYTKZQKJRKpa91fn8XaNBzAoHgp59+Wrp06b59+96FsQyO4+PGjSspKXFzcwsNDb127drgwYNVZIYOHerg4ECn0wEAgwcPhncIgUAg3nMMaNYGtC77cNci6Tiwfd+mBCsrq4ULF8Kg20OHDl27dm1raysMhAZRGYRxuVwHB4fCwkKVcnr16qW8cFhUVGRubq44VN6Gob6+XiQSQfOcyspKBwcHHMe3bNmSlpYGI8A9f/5c4YDQI+M/dTQYy7S0tEgkkhkzZrwjk9H79++npqY+fvz43Llz27Ztgzsdq3PmzJnIyMjIyEikBREIBKLz1NXVbd68OS8vTyaTVVZWnjp1asCAAQCAadOmmZubjx8/Pj09XSwWZ2dnh4aGJiQklJSU3Llzp7GxsaWl5eLFi0lJSeqDkylTppw6dSo5ORnH8dTU1OPHj2t0nwAASKXSnTt3yuXy1NTU69evT5gwAcMwKpWak5MDALh+/fqjR4/edQ+8KRpGhPr6+ra2tllZWZ6enu+iyhs3bowcORJ+kkyePPmrr77i8XhcLldFLC0trbq6unfv3opIrwgEAoFoD21t7d69ewMAqFRqeXl5cHBwVVUVm83+5JNP4F6DFAolMjJyy5Yto0ePrq2ttbCwmDJliqura21t7e7du1++fCmXy52dna9evers7KxS+IQJE2pqambOnFlSUmJmZrZq1app06YBAIhEorJlDZ1OHzlyJIZh5ubmVCr10KFDjo6OAIDjx48vXLhQJBINGTJk+fLl0H5HX19fsexFIBC8vLx6aoCoOeh2XFzc/Pnz9+3bN2zYMAql3U0j/x2TJk1yd3dXjPNoNNrTp0/d3NyUZaytrS0tLdva2tLT03/++edZs2ZpLCohIWHq1Klr165VpAwePBiu2SK6GRR0+z0BBd3uTq5du/brr7+ioNvdg6+v7/fffw9Ht51ELpfjOP5aLabZFmbu3LklJSWjRo0iEolMJlP5lPLWi/8OlVVWIpEokUhUZLKzs+GS6e3btydMmDBy5EgDAwP1otra2gQCQVJSkiLFysoKTkMjuhmJRKJ+HxHdD7oR3YlKKGbEu0Yqlb7R463YNLhjNCvC6dOnt7S0dL6yN8LIyEhhMtTa2tra2mpsbKwiozAcCg4O1tHRycjI0KgImUymubn5iRMn3lFTEZ1HIpFoaWn1dCsQQCqVohvRbfSIiePHDIVCeaPHG27D9FoxzYrwndqn+Pv7f//999BUKSoqyt7eHipCoVBIJBJVxrClpaX19fUKE1sEAoFAILoWzWNGRYRWFfbv3//2VU6cOFEkEs2YMePAgQNfffXV2rVr4QLp5MmTt27dCgC4f//+559//sMPP+zYsWPw4MHTpk2zs7N7+3oRCATiA+bp06e2mmhpaRk9erSHh0drayuUvHDhgsLwQi6X79q1y9ramkKhmJqarl27Vix+s4AAHwCaFeGsWbPi4+NVEo8dOwZDALwlVCo1Pj7e1dW1qKjo9OnTivuxaNEiGLa8T58+AQEBFRUVbW1tBw4cOHv27NtXikAgEB827u7u0dHR0dHRBw4cKCwsjP4LBoNRVlaWn5+vGMk0NzcrPOuXL19+5syZq1evikSi6OjoqKio6dOn99xF9Ayap0bHjh07duzY+Ph4hQXm+fPnFy1atH379i6plcPhfPvttyqJo0aNgj+4XG5ISEiXVIRAIBAfCVQq1cLCAgAAt0yAvxWsXLly3759ISEhyr5qpaWlBw8efPz4MXSWc3R0DAsLc3R0TE5O7ny40Q8AzYrwxx9/LCsrCwoKio+PNzIyunbt2pw5c9atW7du3bpubh8CgUD8HyEMDxe/ePlGWSh93Gh/DQNUkJaUtl66BORyjWep/X20hgzpZC2urq4jRozYs2cP9CmEPH/+3MDAwMfHR5ECQ0zHxMQgRQgIBMKFCxeGDBkyduzY5cuXz5w58+uvv962bVs3Nw6B+HfgLS0yHk9eXy9vaJQ3NcmbmnA+X87ny5v5uFCIt7XhLXxcJqd4uLNWq85MQNpiHzbv2QPkcoBhGJMFACCwWBiVgtHoBBYT09YmsFj/+9PVJerrETgcjEb7F02VyWTNzc3qvyEMBkNhPqb8G/He0rBylZz/Zib3BCazPUXYevYs/8jR9jIKwyOM4jurCAEAO3bs8PDw+PrrrxUp5eXlir0pFBgZGfF4vM4X+wHQbkxtGo0WHh7u6+s7bdq0OXPm7Nu3rzubhUC8KfwDvwjvRcqqquQ8Hi4SdSaLNDe3PUUoSUsTp6a9UQMwff3WfT/WMpk8Hq++vr6hoaGpsVHQxGtqampsbGxububz+UKhsLGxUSQSCQQCgUAg6lw7lSGTydra2oZcHUMOU0dHh0ajMRgMXbaOni5TW1ubyWTS6XQ214ity+FwOFwuV5erB4gUQKACAtpkuzvgnjguTnvxRlko7n3aO6W9cCHBwAAoRbtWhtrfR2N6e1hZWU2bNm379u2KACa9evWqqKhQEauoqBg+fPgblfz/zt+KMCkpST0+gpubW2VlJZfLVURv2b17d/e1DoEAABeLpfn50oJCaVkZbfgwUjtbkbReuiQtKYW/MQaDyOUQOFyCLpvAZBJYLIzJJDCZmLY2gU7DaDSMzsDIJLKTk1SGNwjE9QJxk0DSIBA3CSVNQklzm4RvNYSy1krSKhCKJFgLXyLFCS3NBLEICIVabQKqSKAtFuqIBUxRK0vUotvGZ7e1gPrGr3/NzObCSMQMABgAmAEiABygrS1c9fiMkGRYzGEVm+vlURgVFBobiDjEFg5RxCKLWEQxmyJhkSVMilyHJGNSsdtPi07dSAZqgZ8kEsm6qS7fTNEY/lACAA8AHgClAP/fTzin1iqSrbxYSWYamZiY9OrVy9LS0sLCwtTUlEgkApkIL7oDcDkg0QCJDsh0QGZgJAagaAOyNiCiMeibQfXzo/r5dVVpRH09nZAFXVUaAGDjxo2Ojo4wIjYAwMvLq6GhISYmJjAwEKZkZmamp6d/vIowJyfn2LFj6hJEIlHZYx0pQsQ7BZdIpNnZkuwcSXa2JDtHmpsjLS1TrJFIXrzgHPxFY0b9a7/LyssJBoZEA31MyeVWIpNXN4sqmoSVjW21LW2VTW11LaKqClF9q4gX+7y+tQNLcQwABgAAENmACAD1NS0nyWXSdkZdYxkF43wkRF0SkdWKMWVENpXA1MLICpttqnrpdr2doh034yI+LmiWC5pwYaOoqU7SVCPl11eKGbVNIr5ApNivVSKVtwj/DrehQyeTiP8rnEIiMrTIvGZh+K07FbxW5SrIZLK5ufnEoW67PjcH/+Rv9UukAAoTUHQwChNQWYDKBhQWRuMCHXOAvT5gB+J9w9jYODQ0dP/+/f7+/vBw9erVM2fOPHHiRP/+/V+8eDF//vzZs2e7uLj0dEu7lb8V4bRp02AQVQSiO5HzWyTp6ZL0l+KX6ZKMDGlePv7PiSCMRCJaWpJtbUjW1oxpn7dXDtHYuIauW8xrLU6vLa0XlDYIyhuEZQ3CGr5IrimgbheA43JRKwDASEusR5W84tMBIGIYhmEYgUDAMAxgBAkgkgjyLYGVJMxJNbdIKueLZU0ivEUsE4ibxaRqoF1KZBVQ9HPJBklNugDDMC0mpsUkcMwAAIoQJr8D8PsTQCRgbCqBqwV0KXJtTKQlbSG1Ncqba5qrSpqamng8Xl1dXXV1NTQg1IhEIsnPz99bkJ+bZWthpMNiUHV1qPpsei8jrrE+U4+lxSDjRJkYCOuAsE65B3EAMKtgzGJE13YnoqtgMBgqATmdnJwUewR+++23sbGxCufsbdu2mZmZrVu3rrCw0NTUdO7cuV3iJvf/xTvZdxeB6AzNe/8jiIiQ5hf8wyiOSCTZ2pIdHclOjmQ7W5KdPcnaClPbIFookeXVtOTXtuTVtBTUthbUtRbxWtskbxz4EQO4TNgsa22St7XIhM1yYYu8rUUuapGLBLhIIJe0ydtacIkIl0nkbS1ALnMw4w7sY+lmredozumlp6WvQ2CSxQQgAwBglkGYZZDGWuSVBuJWnpysU9lGaZJRW3C6oBUnVxWQC/Lo+dmM/BxGUR5BItEHQB8ATwCkWjSevcvTuSsEHIPcyua76Ro2U5XJcRGO6XJZMhleLZEJ5BwhyVTAcMRtcBMWzVWPYaXPsDPQ7sWiaMtb62sqKyoqysrKysrKSktLS0pKCgsLoScZjoM/HuW11z/aNLKjlXF/LxdvNztnWzNrU44unYBJBRjLRnMGHMezzuFiPkY3BAxDQDfCGCaAgoKAdyt2dnZxcXHKKZcvX1b81tXVVXETDwkJ+cg91v5+vzQ1NTGZzM7sgtHW1gYAQPEMEW+FXM4/cRJvacEoFLKzE9nVjeLSm+ziQnZ0wNQeLZkcL+K1ZlXys6qac6r42dX8sgZhJ8d5RAKmSyPpEMTylobWuvKaC19kXAAAIABJREFU4tz6iiJZC0/W2ihvbZIJm9TX4QAANBrNzs7O29u+n4t5b0uOOZfKpUu1ZE2YTKgk9T9TFymJISRxCgSG1a+qpXLc3YRlxv6HBSnB2AdeUkpauVSOAwAAGQAHV+DgCgUwmYxRmKeTk6mTncF89ZJWXmL4ItG2pphnY2Gtz/iir3lti6imWVTNb6tsaqtqbqtsFNa1iAOcDH3t9NQbL5bJW9ukzUJJclnj/VwJv01KBBQ23dbE2XVQgLajkY61vjaJgAmFwoKCgvz8/Ly8vNzc3Nzc3FevXpWXlysX1SKUJGWWJGX+vSMrk8ns27dv//4V/fv3HzBggOoGargUr88GUgHe+D/ligMAyNqYtglgmABtU0zHDNAN0bQq4r3ib0V448aNH374Yf369WPHjm3PSruxsfHcuXPff/99TEwM2u0I0TG4QCBKSibb2RLVgqoDAACBYHjnlryZT3Z2wtQiF0vleG41/0V508vypoyKpleVfGEnRnscBsWCS7fgMIy0ieL6yprCrPwXiWkJsQUVZR1nNDIy6t27t6Ojo7Ozs729vYOdtRn/Ad6UDyStAMgAqAUAADEAAEgJWnwipwnj8DE2n6jbQmC3EHQlGAUAqBYlAIDW9ps6yFqvSSghEjAyEcMwjETACBgGACATMczZGIwa9L+uq+fhpaXebn0AhjEoJCpJg9qQyOQFvNa8utYWobRVKhNL5TiOE4mYFplIIRIoDIouQ8N/MU8knXbyKV8ocTRi9jZhupiyXDwHB48aTf5rTbG5uTkrKyv9L1JTU+vq6pRLaG5uhvFKAAAYhjk5OQ0aNMjf3z8gIMDExAQQyASf9Ti/FAiqgaAab60CrZVA0oI35ICGHAD1IoEMtE0xnV6AaY7pWAK6HgDvxTbliI+WvxXhhAkT8vPzZ82apaWlNWbMmP79+zs4OHA4HIlEUltbm5GRERcXd+fOHQ6Hs337dltb2x5sNOL9RSYTv3zZFvtQFBsrTnmOSyTUAf31r/6mUZb0zw2zKhqFKSUNz0sbU0sbMyuaO9Z8JAJmqcewM9C21te21de21mMQhbznT+Pj4+PvP36ckZEhb8cHGQDAYDBcXFz69Onj5ubm4uLi6urK4XD+IdHWIC/KALgMJ9FrAbeZwGki6jcTOM1EbhvGAAAQMIxGJtDJRB0y0YBM1CITaWQilUTQIhFoZCKN3K6jgpEO1UjndVY3AAC6MTDT9PUAAABAcP1Gw/JvKH37mgaNsA0OIhr9IyR9RV1jtQAU8FrLGwR1reLmNolEhjO0SGwGRZdOBnBOVSpPK2tMK2uEWchEgrMJ07OXrrMZs5cu3dbFw9O7r0I1lpeXP3/+PCUlJSkpKTExURGaCwCA43hmZmZmZubRo0cBAA4ODkP/gmXmCBT6ra0Bb60ELeWgpQxvKQdCHmguwpuLQDkcLzIw+ymYfrsuBAjEu+ZvRchgMLZs2RIaGnry5MmzZ8+eOXNGWY5IJPbr1+/gwYNTp06l0+nd3UzE+42cx5PcvlOfkNAW+1CusM4gEikeHtozZ7SXSybHs6v5zwrrk4rrk4oaqprbOqjCmKXlaMR0NNZxMmLaG+rY6DPIREJubm5MTMzv5x7GxsaWlbU77GMymZ6enl5eXl5eXj5uNhYcjNBSKhdUN+kH1JDMSoRyhlT+j1GXli7BZz3ACG1EZmYhD8MwbSrRmEKyoxDpFBKD0pGq6wYwEhHIZKK4OFFcXOOmzRQvL/qY0bQxo4kGBgAAphbJRE/bw5ytkJfK8Py6ltxqflYVP7uKTyMTVexnJDJ5WmkjDoC9GbOwQVDYIAAA4DiuQyVbcGh6OtxhI4JHjx4NhUtLS58+fRofH//kyZPk5GTlAM3Z2dnZ2dmHDh0ikUg+Pj7BwcHBwcEeHh6Yli6mpQu4zgCqRqkQ55cCfiloLsb5xUDUBIS177rTPgbi4+MnTpyonp6bm4v2au4YzTvUAwAqKytfvHhRU1NDIpGMjY09PT1Vduh9H0hOTl6wYEFycnJPN+QjRZKT23bvnjAySvz8Ofhr0y+ShYVWwGCqvz/VdyBBbc96OY5nVjYn5POeFPCeFdXz2zR7CgMATNm0PmZsF1OmqymrtwmL89dEX3l5eWRk5P379+/fv6+yoKWARCK5uroOGDCgX79+Pn297Y21sJZiaUMB4BcSJX+7ELyk+mVq9QcADLDkWOr+P33eyZua2qLvC2/fbot5gAuFAABAJFIHDmRMmiD399fWtHmnMo0CSUZlU3p5c3pF08uypiJeKwCARMB8bLgmbLohW8uQpUUi/GO6kkTAjHS09LUpXDqFQ6cQCRgAQCgUPnv2LDY2NjY2NiEhQSgUqtdlYmIyZsyYsWPHDh06VOG+9g+kbYDUrsEBXp+FkehAp9f7uaz4+++/X758+T3ZoV4ikTQ2NgIA0tPThw0bphi76+npdcb44/3H19d37969AwcO7HwWuB/ha7eNbFcR/l+AFGEPgOPitDRhxC3hnbvSggKYhlGpxL7e2iNGaA0JJFlaqmcqqRc8yq2Ny6tLKOA1CjRvMK1NJbn3Ynua6/bpxXY3Y3O1/17iEgqFDx48uHfv3t27d7OysjRmZzKZAwcO9PX19fPz6+vlTpfWShtypfV55NZSAv53jW0EOo9owiMaN1LMZNpWLBqFQydbcuiE/883BS4QCKOihTdutEXfx+HgjE5njB5FnzqV6tOvk4U0CSVppY2pZY3PSxqflzY0CiREDNNjUo3ZWiZsuqkuzZRDVx4xYwDjMsj62lRjHS3Dv2Z6RSJRfHx8dHR0ZGRkcnKy+m6oOjo6o0aNmjRpUnBwcGdnlZpL5Ck/AAAAmYHp2gOOM8Z1AuT3aHDzXilCBampqV5eXvAWLF269IsvvujXrx8A4ObNmy9fvly3bl1eXt6WLVsGDx78888/f/rpp1ZWVi0tLZmZmdHR0Y6OjocOHTI3NwcAVFVVrVmz5unTp/r6+hs2bPjkk08AAGvWrHFycrp69WpmZmZKSgqLxeq263p3ihC5TyDeAHFKCm/RV7K/JiEJHA5t+DCtTz7R8h/UIpNp/3P81yaRJRTwHmTXxubUFv3TlVuBEVOrnxXH24LTz0rXzkCH+M9RSEFBQURExK1btx48eABtlVVgs9nQTGPw4MF93FyIrWV4Q46wLpWSEo7jUiIARAAAwJqI3DpiryaqqVzbksY0ZNPItnSyNuVDePgxOp0+dgx97Bh5c7MwPEJw9aroWWLrld9ar/xGsrPV/uIL+mdTCK+by2HRyP72+v72+gAAHAf5tS1JxQ2JRfWJRfWpxY0AAAzD9HUoZhyGOZdmoccwYGrVtYrrWsVZ1fzB1nomLC0AAJVKDQwMDAwM3L59O4/Hi4yMjIiIuHPnjsLWhs/nh4WFhYWFMRiMsWPHTp06NSgo6DXRU7VNMLMAnJcOhHV4zXNQ8xwHGGBaYHoumJ4roKsGyXwfwKsSQXPhm+VhWWGGfTWfEtTi5bEAb2fBm+OI6bl1XHZSUtJ/2TvPgCiONo4/s9c7HL33ooANC2rsGo2xa4y9xZIYE/MaY2+xazRqjNEYjV2jgr332EARUBGQJr0f/XrZfT/siQqnUo4Dzf6+OLc7t/Os3N1/Z+YpvXvrIz4zMzOfPXsGAOXl5cePHzc3N7906RKDwdi8efP27dsPHTq0evXq+fPnz50798iRIxqNpkePHlOmTNm6dWtMTMyQIUPI6MOoqKjjx48fOHDAzc3to9km+xh+CyhMhiY+QZeZSbO35/T9jNOnD6ttG6C93C0rLyf/zS1T3ojLvxqXF/qi0GBgn7WA1dHTMsjdop2b2NWCV+ksjuMPHjw4ffr02bNnY2Njq76dw+F88sknpEdGy5YtaS8NwCM24OWZAMAGIAArptlIGE5KrhvN3MNMIHLgMb0adGOvvsGEQt6okbxRI8vi4uDMWdnRY9rEpJJlP5eu/4U7ZLBowXysek/uCIGnNd/Tmj+ijRMA5JQqw14Uhr4ovJ8siUwtikwFAGAzMGcLnpsVj8OkrTwV08LJrEcT615NbZxeLi9bWFiMGDFixIgROp0uLCzszJkzJ0+eTExMJM/KZLIjR44cOXJELBZ/+eWX48aNCwoKestd0ZHnIOQ5CBQSoigOCmOJkiTS0YZ4cQ64NsiqGbJqAXyHuv73GQ8iKQS079rtNkD+47cJIZETSmTdNXgKAKA44b1C+DYQQr/88ktFFFz//v379u0LAFOmTBk9ejQA3LhxAyE0fvx4rVbr4+PTr1+/06dPz549GwCmTp1ao2lZ44cSQooawBs5gt2lM83ODqosJKYUyu88yrsSm/c0q6TqcjuXSWvvbvGJl9UnnpZe1gaWtjQazY0bN06cOHHmzJnX/RIr8Pf37927d+/evTt16mQwhhVxrAmCQGYeGeCkFbiLhUJvNuPDXO+sE5iTE3/uHOGPsxTXb8j27lXeuSs7eIjp78erVbVVOxF7cEuHwS0dACC9SH43SXI3UXIvWZKQW56Qq3/0uZcsuZcsWX4u1tdW2MfPpo+/ra+tsFihySxR2ApYHTp07Nix47p166Kjo0NCQo4fP17xfFNUVLR9+/bt27f7+vpOmjRp3LhxVSsh6OFYIodO4NAJ6dRE8XOQPCMKY0CeR6RdJdKuAscKWbdC1i2BZ1ub/zKjggVMI2Q5NXoL4tu/9ZRzD+Bav21GiISVc+NVH2tr69e/RxX/8zwejyxkn5qamp+fP3z48Io+LVu2JBvkwunHBCWEFG9AaDTqRxEMv6ZvW0+j2b/xpY3PKz//NOfCs5ykfAOlZ7xtBN18rLp4W7dxNa9wx38dtVp99erV4ODg06dPV00GxuVye/To0bdv3759+zo7OyulBXlSbWSuXCIrCbATuonfWJZBTceRqvexfUdrB53O6f0pp/en2uRk1f1Q7uBBdb+ks5g7qq3zqLbOOpx4kllyMz7/5vOCmJzSiuee57llz3PLNl9PdLXkje3gymXTn+UCm445iDjO5hx//4CAgIBly5ZFR0cfO3bswIEDaWlp+jc+fz5nzpxFixYNHDjw66+/7tat21udO2hMZNkMLJshAidKkqHgMSF5CooCIu0ykXYZ+I7IpjWyaQXMhvPsE7khkdv7u1UTBg/ZvWW6XD24XK5cLifbrz9iYtgb38eq/+FOTk6WlpZXrlypeurjcL15HUoIKfRok5Nlh4/IjgfjhYW8kSPMN/zyjs4pEtnZp9lnn2QnVtE/Bg0Lchf3bGLTw9fG0dxwiT4cx2/dunX48OETJ05U1T8bG5sBAwaQfoZsNrskP1mdF16Wvp+vlVgjzn3htwBQi2xq/03oHh50j7ekQ6stNAy1cjZv5Wz+Yy+fvDLljfj8a7F595JfrYSnSmRbryW297Rs4WIGHEZyoSy5UMaiY05mHBdzrn9AQEBAwPLly+/evbtv377g4ODS0lIAUKvVx48fP378eJMmTb799tvx48e/y+kfYcjcC8y9kNdQoiQZ8iOIgqcgzSSkmcSLM0jcBGzbIUs/QB/zenh1CAwM3Lt3b9euXRMTE/ft21f9Jc0ePXoghBYvXjxr1iwajRYWFubg4PCxJuN+jxCWlpaWlpZ+fBNhigoIrVZ58aJ0/0FVaCiZbIzh68sdOsRg5yKZ+uzT7FOPs6LSSyqd4jCw7r42vf1su/lYC9hv/VxFRUUdPHjwn3/+qVoFzdXVdciQIUOGDGnfvr0Ox4tynpfEhQilz0W4XmvViC3ht2jtaGYrZAtY1DNco8BGyB7ZxnlkG2e5WncrIf9yTO71uHypSlsiV198mn3xabatiO3vaNbGTSzkMpIksiSJjMuguYq5rmJup06dOnXq9NtvvwUHB//1118V6THj4uJmzJixaNGiyZMnf//9905OTu+y4JUiDiOKYiE3nCiKJQpjoDCGYAqQbVtk1wE4Fu+6wkeHQCDo0aMH2Z47d+706dPbtWvXokWLpUuX5uTkkB0+ea1WlIeHR4WXL4/H69SpEwCwWKzr168vWbKkU6dOOI77+/uvXr0aAFq2bGlr2/BL0MbFcPgEQRC//fbbxo0bMzIyHBwcyFDluXPnEgSxfv16kxv5Vqjwibqgyy+QHTggO3hIl58PAIjH4w4ayBs1ktmiRaWeWh1xIz7veETmrfgCje6N7Qoek96jiXXfALtAO7aV2AzeQl5e3sGDB/fu3Us6rb2Oq6vrl19+OWzYsNatWys1GknWcyR5bC6PY+P69RwFTSQTNKFbNTOz88Go6rLvQyqVVjN6Gi+X5nXrTrO2Ei2Yb8QSemot/m9iwfmnOVfj8mSqV3GiNiJ2K1dxOzcLFlO/KGfBY3pY8JzNuAwaAoDY2NgdO3bs37+fnCCSMBiMESNGzJ0718/Pr7oWaGRE3iMiJwz0e3UIiX3BoRMSN6m6t11HGmf4xMeKqeMI169fv2DBgokTJ1pZWe3fv58UwpCQkK+++qqgoOC9FzUZlBDWDvXTaOmuXYozZwmNBgAYvj68ceO4Q4Zggso/oC8KZEcfpYdEZkmkb9RSZ9Kxrt7WA5rb9WhiQ6ZZKS8vF1QJn9dqtRcuXNi9e/eFCxe0bxZXsrW1HTFixJdfftmuXTstjudkJUBepKU8lk3oAy3kdAulmR/XrhXXwtWod/+RU30hJGSyvE/7aFNTAYDdvbvZ0sV0o6ZOVGp015/nn36cfTM+v+L5CSFwtuB18rZq6iAiVYmOIRdzrpcV35zDIO3fv3//b7/9Fh8fX3EphNDAgQMXL17cqpXBisRvoSyVyL5P5EcBrgEA4Fgix67IoaMRU5tSQmhKTCqEOp3O2tp61qxZCxcu/Pfff0ePHk0KYVpamqur64sXL9zcjLcVXDcoIawZOK68fr38z52q0DAAABqN06c3f+IE1pulywBAo8MvPcs99DD9QUrh6x8QhCDQ2XxIS8fPm9mJOG98tioJYVpa2q5du/7+++9KS6A8Hm/o0KGjRo3q2bMnjUYDhYTIDVdmP2Rp9DuFCrpYLW7Gc2jNFL2RQpOimlRfCAGAUCqlu3aX/74NLy9HdDpv4kThj7OqPg/VkRK55uzT7JDIzMcZr1bUGTSsmZOol7+tiKsPJezlbW35Mn8QQRAXLlzYsGHDrVu3Kt6CEOrfv//PP//cosqixbvQyIncMCLrHigLAQAL/BEE71xrrQmUEJoSkwbU5+fnFxUVDRpU2c2MrLcikUgajxBSVBNCq5WfOCndvl2TkAgAmEDAGz2KP2kizaFyAFZumfLQg7QjDzMqTQHtROxhgY5DWzlWjfx7HRzHL1++/Mcff1y4cOH1tNcIoc6dO0+YMGHYsGGvfqY1Ujx8HeAaFoCaLlCZN+c5tuWJnN81AIVRQWy2YMa3vJEjSn/ZKDt8WPrXX4rTp0RLl3IHDTTiKGZcxtggl7FBLon50mOPMkIiM4tkao0Oj0gtjkgtthSy+vjb+TkIaa/N0xBCn3/++eeff/7w4cM1a9acOXMGx3GCIM6cOXP27NkvvvhixYoV1S2Aw+Aip+7IsRtR+AwUBY0q6JCikWBACLlcLkKosLCw0nFypcLKysoUdlEYlfx+AzTR0QBAc3AQTJnMGzkCVZk0PM4o2XU35VJMjlb3ag5Ip6GevjYj2jh39rZ8dxKysrKyXbt2/fHHH0lJb1R5tbOzmzhx4sSJEw1ULKFxkGUA0JhgE8gWebI/Op/sDwXMwsJ87Wr+2NHFCxerw8OLvp0hP37cbM0aurPRZk4kXtb8hX2bzOntczkm99CD9LCUQoIASZnq4P1UAPiFxxzTzmV8e9fXs+u1bdv25MmTMTExK1asOH78OCmHx44dO3ny5OTJk5ctW2b9vsSqehBClgHGvR2KjwbDe4Tt2rWzsLA4depUWFjYqFGjMjMzlUrl4MGDU1NT35bpsUGglkarScHwEXhZmWDyV9xBA+HNau84QVyJzdt5+0Vk+hthDHYizqi2zl+2cbJ+X9mg5OTkLVu2/P3332QcLgmGYb169Zo2bVr//v3VBEoplOWWq5rbiywNFcmjMCI1WhqtDEHIjh4rXbkKLy5GXK5o/jz+hPGA1Ve26+QC6b7Q1JDIrNd9alh07IvWTlM7uTuLK6fviomJWbJkycmTJyt+tYRC4aJFi2bOnPmeVG31BrU0akpM7Sxz//79Hj16uLq6+vv7X7169auvvjpz5kxKSsq5c+f69OlTM9vrk0YuhBpcw8Aai2NRVdRaPDgyc+edF6mSNxKBtne3mNDBtUcTm0r1B6oSFha2YcOGU6dOvZ5hWSwWT5o06euvv3Z398guU0iy4kpk0my6OwC0djLzsmxEGZM/SuokhAAAgBcWlixZKj91GgBY7duLN/9Kc6zH/VqpSnvsUcaee6kZxfKKg3QMDWzh8G1XT2cL7r2UQj6L3tRGQLplhYeHz58/n6wMTOLt7b158+bPPvus9kbI8/CYvUjcBDn3BEYN8mdSQmhKGqD6RGRk5MKFC2/evKlSqWg0WlBQ0MqVK7t27Vp9C0xAIxFCiaIguuBpQtHzPHmGTFuswZUAOgZGI/MvqHUaDNFxnE4QHCeBs7uZR1MLP09zb6zhysrI1brDD9P+upOS91oJQCYdG9TCYVJHV1/b92fluHTp0tq1a//999/XDwYEBHz//fejRo3CGKyUgmJ19kNnRYRIVwiAHjn96GxtaSt4a7UdCmNRdyEkUVy+UjJ3rq5AggkEZmtWGyU3zTvQ4cSlmNydd148ec2hhoahoYGOge4WOEHQMORjxW9qIyBTFF24cOGnn356PRvt0KFDt2zZ4lBl27talL7AH/8OBA50LnL9FNl3guoF6oSEhOzatWvbtm21GZSihnzxxRdbt25tgDJMGo2mvLycy+UazO7Y4DSgEOIEHpEbfjfrZkZ5PI+JOQmtbfhm79a2S0nhD7L0C8tcBq+VTWAHh0+6OHWzMVKCRHVkJN3T892lBuRq3f6w1L/uvCiUvqqnKuIwxga5jG/vavW+VVCCIE6ePLlq1arIyMiKgwihPn36fPPNN/3795fI1Gk5mbyCUDf1EwahBgAtQ4gcuzBcetTt5iiqi7GEEADwoqLiufMUFy4CAG/4F2a/rEf0es9jcD+5cPu/SXcSJRVH7M3YYzu6mfGYAMCiY/62Qk9LHoaQVqvdvn370qVLK5ITCYXCNWvWfPPNN7XJASbNJJLPEMUJAABcK+QxGFk0fe+bQkNDx4wZY/AUQRAfXyqyhgUhdPHiRS8vr+q/hapHWF9klWeGJBx/URrpLrZyEdlWuJAQBFGilBYqy8tVCoVGodRqECAdoWPTWSw6g01j/pv2pFBRVulqCFBz65Z9Pfr1dvuMV9tCa+qoqNLlK1QPw7lDBou3/mawj1KjO/ggbfu/ya9LoK2QPbmT28i2zrz31SQiCCIkJGT58uXR0dEVB5lM5qhRo2bPnt2kadPE3OLiwgy70lBHTQICHAA0fFemcxdk1YxKc2VKjCiEJLLDR0qWLCUUCsv9e9k9TPRA8zij5LcbiTee51cccbPmjW3vxmHRAEDIpgc6mpELDAUFBXPnzt27d2/FT1mXLl3+/vtvd3f3WoxLFMYSyadBngcAyNIfeQ4Btrg21yEImUxG1YVvcOokhD179vTw8Pjzzz9fP7h8+fLg4OCnT58a08y6YWIhjCuM3RP91630GxYcwfQ2AwEAJ/D00vy00nwGCO357m5mnk4CZ1uenRnbnEXTz650hK5UWSJRFGRJs1JLU+KL4qILnubJXmW/FbMFvb3a5JSX2HF9R/iOdRDUYD9Gl5NTumq1/NRpIAialaX5pk3sbl0r9dHixLFHGb9dT8x9bSHU0ZwzvYvnsEBHJv09K7Skz/rSpUufPHlScZDL5U6ZMuXHH3+0tXdILpQWZ0W7ycKstRkAQCAabtmS4dwVanIjFMbC6EIIANqkJOW/t3ljxyDT+qQ8ySjZcDXhTmJBxZHWbuaDA50wDAGAoxkn0MGMy6QBwJ07d6ZNm1bhysfn8zdu3Dh16tTajEroiKw7ROol0CqBxkQuvZFTN6jhRgYlhI2E2guhRqPhcrkXL17s2bPn68fj4+N9fX2zsrLs7d9aNMTEmEwI08vSfo/cfDPtOgEEACCEOjg2xRDTSdDkE4fuLaxbMmk1+4HIKs8Mzb53O+PWw5wwbwuHL5p2AQC1Tvs4N4mN2U8M+Nr+fdFOhEpVvuPP8q2/EwoFYrH406YKv51eNSjickzuusvPXxS8codxNOd8191raEtHOu396zY3b96cP3/+gwcPKo4IBIJvv/121qxZVlZW0dml0uwIb0WYuS4fAHAaG7PviDl2BpbpilZTVKI+hLBheZBSuO5SfIVXMw1D/Vvat/ewxAHoGGpmJ/K24iMEKpVqxYoV69atq8hhNGDAgN27d1taWtZmVHUZkXyayIsAAOA7Yr4jgF+DBztKCBsJtRfC7OxsBweHuLg4X1/f149LpVKBQBAeHt66dWsjG1tbTCCEKp1q15MdB2P2acgsTQAIUHuHjsN9R3Zw+KTuDi+lqpJLLy6E5V5zFgk9xPYIkBbXPcpOsGY3+arZN3ym4S+S8sbNksVLyORYnP79zRYtqOrXF51VuuJc7MPUooojNkL2d908v2zjZLAiUiWePn06b968ixcvVhzh8/nffffdjz/+aGFhAQSuyH6kSr4kxIsAQMcU6qzbs926A+09u4wU9c3HJ4Qkl2Jy1156XuHhLOQwvuriZi3kAICYy2znbG7GYQBARETE+PHjY2JiyG4ODg6HDh3q0qVL7QYliuOJ+GOgLAREQy69kEuvaq7zU0LYSKi9EEqlUpFIdOrUqf79+79+PCIionXr1gkJCTXaq6xX6lsIowueLr27IL1MXzUNAerl2nty82nuZsZMyUjyMOdBSMIBMReaWDkjQDKNMiwjoa/76E9d34iGmHphAAAgAElEQVRX0eXmlixZqjh/AQAYvj5mK1dUTZAmkarWXYoPiczEK8Kt2IxvunpM6ODKqUaV9tzc3EWLFu3du7ciKILNZk+fPn3evHn6dArKYvzpDnIfBWeJaS49kW3bcpmiaq5RCtPzsQohAGh1xP6w1M3XEsuU+qfSACezEUHOGEIYQgF2wibWAoRAqVTOnz9/y5Yt5I8bnU5fuXLlnDlzaum6olMTKeeIzDsABAicsCZjgfv+EH5KCBsJddoj7NSpU2lp6c2bN8m0agAgk8n69++fmpqanJzceFyh6k8ICSD2PNv1KOdKfGFGqUoGAM2tW85uO69JNRzJ6sKT/KgDsX+6mvNdRDYAkFKcI5HRZrVZYMYyB4KQHTxYumo1Xi5FPJ7opx/5EydWio7X4sT+0NRN1xLKlfrVIQYNGxvk8l13T3Pu+xdvVSrV5s2bV61aVV6uLz5Oo9EmTJiwbNkyx9dmnERhLBG9EziWyKUXsmlNPiMbTLpNYXo+YiEkKZKp119+fuyR/jmPSaeN6eDiZSsAACse8xN3SzYdA4CLFy9OmDAhP1/vbjN48OB9+/bV/iNakoQ/PwzKIqAxkdcwZNv23d0pIWwk1EkIw8PDu3TpwmKxBg4c6OTklJOTc/78eYlEcubMmTpFrRqbehJCuVa+KnShqznHlm8ekZN4KzX6h9azB3oNQcZLWv9urqZePv/iQJCTD4/BVunUd1LjJgq+cFi7X/XgIQBw+vQ2W7mCZmdX6V1R6SULTkXH5bxyTO3V1GbBZ03cLKuVvPPixYszZ85MTEysONK3b9/169cbLn8jzwOO1eseBJQQNhJMKYSK8+flJ06Kli2jO5naMSoqvWThqejYl592X3vBmA5uNAwFOpp5W+lvPzs7e8SIEXfu3CFfBgQEnD59uvapkrVKIjGEyAsHQFiH5cB816edEsJGQl3DJ548ebJ48eLr16/L5XI2m925c+elS5fWKJLRBNSHEObJcleHzevo7MlhsArlZU9y8+a2+9mWV1l16hu5RvZ75CaCltfUwsn6+BObHffoKh3N2sps5UrO530rdZaptOsuPz8Yll6xFuphxV/W36+TV7XcBDIzM2fOnHnixImKI/7+/r/++mv3Hj2f55enFSsCncxs+O/Z/KOEsJFgSiEsnjtPdvAQzcHB6vhRuouLaQatQIsTu++mbLqWoNToAIDLovVsavtdV08v61e3r9Vq58yZs2nTJvKltbX1qVOn2lfZTag+RH4UKAuRc49313KihLCRYLQ4wsb8A2d0IUwpffHroyXd3fzpGC2hMJOFXL5pOZPWcGFw97PuSmf90PRuHgBk9nS7Pbb9/7qvrJS27VZ8wfyT0TmlCvIll0n7rrvXlE/cq+MUiuP4tm3bFi5cWLEWam5uvmLFiqnTpmWWqZ9ml8o1OgDo4Cp2MX9P3qnG/Dn5T2FKIcTLpYXjxqkehtMcHKxCgk0/LwSA1ELZnOCnFU5hHAZt8edNR7Vzfr3PwYMHp0yZolQqAYDD4Rw5cmTgQGOW16gKJYSNBCqgvsYkFSdujfq5h1szhFB4dnyQ7aC+7v2McuW6kD3yS+nTiKQfO+m6Ny1TyR7n5i/rsJ4MvZeqtCvOxR59lFHRuYev9fKB/g5mnOpcOS4u7quvvgoNDSVfIoQmTpy4du1axBVFZhSblYa7qOOSxX09XTyt3zcdBEoIGw0m3iMkZDLJmLGqh+F0F2erkydoNjYmG7oCnCD23Etdf/m5Squv/PV5gN26oc34rFc76KGhoYMGDSK3DGk02s6dOydNmlR/JlFC2EioqxCGh4efPn06PT2dfIyq4NixY0azsc4YUQjTSlM3RSzs7tYcIXQ7/dlwr+lt7NrV/bJGAMc1WvWmyF/4nDInkXWJUno1Kf73Xn/GZWtnHXuSVaKfCFrwmT/39+vXrFohnjqdbuPGjUuXLq344/r5+e3YsaN1u/aPs0tLC14EKq6KdXkAgJqOR9Ytq3NNSggbCaZ3liGk0oIRo9RRUQxfH6sTIZioYaJIE/LKv//n8fNc/a6hqyVvx+hAX9tXn8nk5OTPPvuM3AVHCG3atGnmzJn1ZAwlhI2EOgnhqlWrFi1axOPxXF1dK2UZffTokTHNrBvGEsJ8ef7K0B97ugcghP5Ni57gN9vfsplRLDQi+5/tTi4LU+k0115EmNHdU56P02n1f5r+ze1/7u8nrl6FoxcvXowbN+7evXvkSxaLtWDBgrlz56WVqeOyC3xltz3VjxEQwDZHHoOQVfNqmkcJYSOhQbxG8ZKSgiFDNfEJrPZBlocPmTgBTQUqLb7yfOyBMH28E5dJ2/BF877+rzb48/Pz+/btW/GL8csvv8yePbs+LKGEsJFQeyEkCEIoFA4YMGDnzp08XqOuFm4UIZRr5fNuz+jm6k3HaHfTYsY0nRVg1ehUkORUYsjq0OU4gQOAVuFcmjHZjM1fNdj/9a/6uzlw4MCMGTPKyvRPzW3atNmzZ4+Du/fD9GJWWVyg4hoXLwdEQ05dkUtvqEm6HEoIGwkNFT6hy87O7z9Ql5vLHTZUvGWz6Q2o4NzTnLknnpI1DhGCn3r7WJpxfKz4ze1FAFBWVtavX78KV9LNmzcbZV5IZN0FaSbyHEzmlKCEsJFQTSE0kGEkPz9fKpX+8MMPjVwFjQIBxNqwJR2c3OkY7VF2wlDvrxutCgKAQNdJIxlOuqvROeku3scvzOxYTRWUSqXjxo0bN24cqYIMBmPFihV3793TiZ1uxqV7SU51kp3k4uUgdMVaz0bu/WukghQUNHt7ywP7EJ8vDw4p/2N7A1rSr5nd6ekd3a14AEAQ8E94plZHxOaVP8ooAQChUHjx4sWKinL/+9//du/eXfdBifwIIicMf7oDtMr396ZoZBgQQgsLC7FYXFhYaHprTM+BZ387iOg8BiupKCvQ+vO2dkENYgZeVlayaLHi4qW3diCITdcSJu8PLy5oIc3TO7xJIfpAXLUevWNiYtq0aXPgwAHypY+PT2ho6PRZc64lFRVmPvlUusdFEws0JvIcjLWcCSaPFaH4OGA0bSre+htgWOnadcrbdxrQEk9r/qnpHbt4WwFAeqFs390UHU4kSqQP04sBgMfjnTt3rlOnTgBAEMS0adPOnDlTxxEx3zHAFkNpCh79J+hUdb8FClNiQAjpdPqKFSuWLVv20Wvhk/yolPIH9gKLQkUZwu0HeNZv6dG3oU1Ly+8/ULpnr+zIPwY7SFXaqQcitlxPJJexxUS3fq7jyVPHnh85nXjC4LsqOHr0aFBQ0PPnz8mXEydOjIiI4Dh630jI8Si+1EV2goNLQeSOtZ6DHLtAo0kbRPEhwvm0l/CHmaDTFc34Tpeb+/431BtCNuPv8W3GBrkAQHxO2Z7bL7Q4kVwoe5RZAi+1MDAwEAB0Ot3IkSMfPnxYp/E4FliLGS+18C94mZqY4oPAcBW6qKiolJQUT0/PNm3amJmZvX6qUXmN1gWZRvp39K89PZppcd2z3Px1XZc1iBnqyEjJhEl4YSHDz8987eqqHbJKFF/tC3+eq4/z6+RlteXLFua8bmqUfyXlIgCse7C6iUVTb7Fv1ffiOL5o0aK1a9eSO8E8Hm/Hjh1jxozR6PCU59HdZWfNcAlgdOT6GXLqTkkghVEQ/u8HdVSU8uatohnfWx37B7C6JqavNTQMrRjo72jOXXspLjlfuu9OyoRObokFUiYNa2YnJNdIO3bsmJiYKJfLBw0a9PDhQ8cqyetrAFuMNf8Wf7wVSpIgbj+4DDferVDUL4Y/o2lpaU5OTh4eHkVFRS/exMT21R9bI35t7+wDAHfSY+e0W94gUfPKa9cKho/ACwvZ3btbnwyhValv9SSzZOC2exUq+HVnj70T2oh5TARoSYflpPi5mFmuCVui0CoqvVcmkw0ZMmTNmjWkCvr4+Dx48ICspk2XRPaRHTLDJcC1xlr9gJx7UCpIYTQwTLxlM83aWhUaWr59R0NbA9M6u28Y1pyGoaS88kP303ACYnLLEiVSALCysrpw4QJZpyknJ2fIkCGVosVqDMcCa/Y1MHiE5Bkz/ZxR7KcwAf/RgPrIvEdzbn73bduBqSW5/uLPern2rg/z3o38xMni/80itFreyBHma9dUSp8NALfiC6YfjpCrdQDAomPrhjYb1OKNIoUZ5elfX5nwdeBnUrU8s5j+U7uFFadyc3P79+9fEevSr1+/gwcPikQiACDSrhIp5wEA2bZBXl8YyymG8hptJDSSpNvKW/9KxoxFDIb1pYsMH++GNgcuPMv5/p8orY5o5WY+rI0zhqCLu6WdkA0At2/f7tmzp0ajAYCpU6dWKkheG0pT8Cd/AK5BnoORYy0rQFEYhdp7jX70aHHt2rCVJSrpr2HBueVYg6ig7NDhopk/EFqt8PvvzH9ZX1UFzz7JnnwgnFRBcy7z8OSgSioIAE4C5+ktfkgtyeUzuVqUHZEbTh5PSkrq2LFjhQr+9NNPp0+fFlWEOctzAWMgny+R72jKNZSinmB37cIbM4ZQqxUXLjS0LQAAff3tto1sRaehyJTiGzG5BAF3U4vKlFoA6Ny5c0Uy0p07d/7zj+Gt+hogcgPf0QCISD5NFMfX9WoU9c+7ZoRyuTwlJaXSWgG5vdxIqN2M8EjcwY0P1wEAj8EPHnTaqhrVxYyL7MDB4vkLAEC0aKHg62lVOxx7lDH/ZLQOJwDAyZy7f1Lbd1SQWHxndgt7CyaNfu3Fs1+6/JUQl9CrV6/c3FwAoNPpf/zxx5QpU954A4GDTgn09+QOrSnUjLCR0EhmhABAKJWKc+fYvXo1VK6Zqpx7mj3z6GOcIEYEuTRzMhOy6Z962zBoCABGjx59+PBhABCJRE+fPnV2dn7fxd4FQRDqxLOM7BvA4GGBs4FtbpwboKghdZoRFhUVDRo0iM/n+/v7t36TejDVpJSpy/56rA9ymtbimwZQwX+Okipo9vMygyp49FHGvBN6FfS2EQR/3f7ddZRmtp4bmhEHAIF2LpturO/atSupglwu99SpU+MmflX5DQgzugpSUFQFsdncYcMajwoCQL9m9isG+BMEhIRn5JYqy5Ta8Ixi8tSOHTs8PT0BoLS0dOLEiXXfM9LYdUMWTUEjw+P2A4HX1XSK+sSwEH799dd3797dsWPHp59+OmrUqODg4IkTJ/L5/B07Gn7ru47sf/Z3mboMAJyFLsN9R5l4dMX588Vz5gJBmC1dwv/KQM7fk1FZ809Ek9WUAhxER6cG2QjZVbu9jiXHqq1tn3xZiTlHkAXPSjWlAGBmZnblyhWfdl1PPsuOzCqpj3uhoPgQGdXO+bvunmotfuh+qkqrSyuWpxTJAUAgEBw8eJBOpwPAjRs3/vrrr7qOhBDyHQMsMyhNIdKu1N1yivrDgBASBHH+/PmNGzdOnTrV3t7e1dV16NChf//99+LFiz90ISxWFh+LO0K2v231PR0zHD1ST6hCQ4tmfA86nXDuHP6UyVU7XH+e/1PwE1IFmzmKDk1uV52y8gAwzGdEREYaAHRyC/Ac4SQWi69duybyCAjPKCYIELHfsyxAQfGfYlZPn37N7CTlqjNRWQDwML2Y3Ixv165dRerRuXPn5uXl1XUkBhdrMgYAEWlXoDzj/f0pGgjDKdbkcnm7du0AgMViVVSqmzRp0uPHj5OTk01qoFE5EntArpUDgLfYt7tLL1MOrUlMLJw0mVCr+ZO/En7/XdUOjzNKZhyO1OIEAPjaCvdPbCestoDl5uRe2xiWXJzNpjMHjPzk2IWjNFvP6JwyhKCts7mHxcefKo+CovogBL8Ma97EThiZUhyTVYoTxMOXC6RLly718vICgJKSknnz5hlhMDNP5NQFCByPPwKEzggXpKgHDAihSCRCCJH6Z29vn5CQQB7XarUAUKGLHxxyrfx4vN4fbHKzqeidBaaNC15SUjh+Il5Wxvm8r9nSJVU7ZJUoJu9/pNDoAMDFgntgUlszbnVVUCqV9uvXL/Fa8oXbYQDQ1sk3laGNyy930T4fIt/tQa/zUy0FxUcHh0HbProVn0U/FZFZrtQm5knJ42w2e9u2bWR7//79kZGRdR8LuX0OHEuQZhOlH08c9keGASFks9k+Pj7kJ6BXr17Xr1/ftm1baGjo9OnT+Xw++bj0IXIu6XSQk3dLOy9noUtX5x6mHFp26LA2LY3ZvJn4ty1VE20oNLop+x9JpCoAEPOY+ya2tRK8vxAuCUEQ48aNi4qKAoCIfc+Ti7OZNIaIgxy1yUHyC3R1MaGRGvdeKCg+DlwteKsGBUiV2vXnY9eei/03oYA83qtXL7J+PY7jxpkUYgzMfzJy74eE7ka4GkU9YHiTbNasWWQp5/bt248fP37GjBkAwGKxtm/f/uGWpAjLudrNzS+nvMiM0QxDJg2g5A4eRCgUvPHjEduA58uiU89ic8oAgEnHdo5t7VqTlcxVq1adPHmSbP8yY2OBsgxAY42etZNnA4Ej196o8RVWpPhvQkilimvXOX0/a6hqhVUZ2ML+2vO8s0+yAWDByeir/+vCZdIAYN26defPn9dqtVevXr1z5w6ZnrtO8GwRz7buBlPUE4b1YMqUKQsX6tOU7Nq1KzU19datW2lpaRMnTjShbcbkacETOwEfABKKsvt5DDDx6DR7e+HsH2lWllVPBUdkhkRmku3lA/xbu9Qg3ujWrVvLli0j2z/++OOnQ0c6s4ey1Nw2Bdl0QofsOyDXz+psOwWFcZD+vafo2xnl2/5oaEPeoKKidVaJ4o9bSeRBHx+fcePGke2VK1c2mHEUpsKwEJ49e/b10hMuLi5dunSh0+nHjx83lWFG5nLKGW8LB5zArdjuXEZjmdSmF8mXno0h28NbO41o41T99xYXF48dO1an0wFA165dF/y8KjS1CCNw/9w0lk6XToPH1DoMRWOC2ToQAGSHj4CuEfmMiHnMBZ81Idt/3XmRWazP2btgwQIylOLKlStPnjxpMPsoTMJbZ4Tx8ZUzAyUkJAwf/kHmU9fi2hx5Aoaw5KLs3m79G9ocPQQBc0P0dbQ9rfk/D/Cr0dt/+OGHzMxMALC2tt5/8ND9tGItTnSGO7a4WsagxdnZXk1rFKmtKChIWO3b011dddnZyjt3G9qWNxjayrGlsxkAqLT4pmt630APD49hw4aR7d9++63BjKMwCTXYKlMoFFzuB5mR5FHuQzczawDILC9pbt2yoc3RExyZEfqiEADoGPr1ixYcRg3KX1y5cmX//v1ke+fOnekadrlK60VLsymLIBDtFEOrpdNy5Ik6yl2bovGAEPeLYQAgP3mqoU15A4RgYd+mZPvU46wUiYxsz5w5k2z8888/paWlDWMchUl4w1kmISGBXARQKpU3btzIysqqOKVWq/fs2UOmIPrguJd1y9PSRkfgznw/U0ZNvAOpSrv2kr5S7pRO7s0ca5CGSq1Wf//992R79OjRzTv3Ck0t4iJ1y/LLAARy7xeRuKeHtaOzyOJxXmSgbRvjW09BUSu4gwaW/bJBeeUKodGg96V/NCWtXcy7eFv9m1Cgw4mdt1+sGRIAAEFBQS1atHj8+LFcLj969OjUqVMb2kyK+uINITx//vysWbPI9uLFiyt1tbS03Lt3r2nMMi6Z0gRvK7+UktxOjiMb2hY9f9xKLpSqAcDBjPN9j5pFpOzYsYNcuDY3N1+34dcHmSUA0BULQ5oyELljjl0dsu9nlkmyyiT3iDuUEFI0HuiuroymTTWxsarQMHbnOrtiGpUZ3Tz/TSgQsOnlGl12qdJexAaAiRMnkvPCI0eOGFMIcQ1gdGgcD+UUUGlpdNKkScnJycnJyZaWlsePH09+jaysrLy8vM8//7yhDK01meUZ5hw2AKSWFphoXRTHS1evkQcHv+18oVS9934K2Z7Xx7dGi6JyuXz1an0h+8WLF+fpmCot7skqExQ/AkTDvIcDQu0dOu2OunAr7cmD7LC63AcFhdHh9OwBAMobNxvakMq0cRU3dzILcDLr6G15LT6fPPjll1/SaDQAuH37thEyrpGoSvF7i4i4w8a5GoUxeEMIRSKRu7u7u7v79evX+/Tp4/4a9vb2WJVI8A+CyLwIV5E1APBolqZJLqq4crV82x/S3X+/rcOe+ylkbkM/e2G/ZpWr0r+bXbt2kV9IZ2fn6dOn85l0AYveUnMHCBw5fAI8WwBoZduahmgAkFgcT2YYp6BoJLC6dAEA1Z07DW2IAca0c07KKwcA/GV5OhsbGzKIEMfxC8YqrIjRANcQBZGgVb6/M4VJMKxtHh4er7+8fPny8uXLL168aBKTjEyc5Ik5R6DSajzNAkwzonTXbgDgvnQ5q4RSozv8MJ1sf9fdC9VkdQTH8S1btpDtefPmsVgsbyt+Pyc1VhwHdDZy+ZQ8xaVzfSyaAABO4M8Kntb2PigojA+zVUvEZmsSEvCSRlcU5fMAe5lSV1CuZNFpES+zj1Ysg12+fNk4wzD4IHIHXEcUPzfOBSnqjGEh7NKly6pVq8j2nj17+vTps3Tp0r59+65fv96EthkHiTITALKlkgCr5iYYTpuSogoLQ3w+70vDoSYXn+UWydQA4CzmftrUpkYXv3r16osXLwDAwsJiwoQJ5EEi4yYAIPtP4LX4yGYvbzZWElPje6CgqDcQk8ls3gxwXB31uKFtqQyXSevexPp5djkAPMnSu4l++qn++fLWrVvGGghZNAUAKKKEsLFgQAhVKlVUVFS/fv3Il+vWrevbt69SqdywYcPq1asrFaxv5GhxLUJqAMgpL/IV+5pgRHnICSAIbr/P0VuqhJ98rPfFHdnGGavRfBDgwIEDZGPcuHEcDgcAQF1OFDwFhCGHN1wPfC30McJJJQk1GoKCor5hNm8OAOqnjXGtondTm+R8KQCQGfABwN/fXywWA0BeXh75GFp3kJkXABAlSUa5GkXdMSCERUVFOI47ODgAwIsXL+Lj47/99lsWizV58uTS0tK0tDSTG1l70stSLbgCAFBpwTQJZRQXLgAAd9BAg2dLFZr7yRIAwBAa1NKhRldWq9Vnz54l22PHjtUfVRYCoUOWAcB6IwDDw0zviZpcTH3ZKBoXDD8/ANA+b4zzoY6elhmFcoIgRDymVKUFAAzD2rZtS5599OiRcYbhOwCNBYpC0MiMc0GKumFACIVCIQCQKdZOnTrFYDDI7WLSe0om+5D+cqmlqWKOEAB4jBrk8Kw1uqwsTXwCJhAw27c32OFukkSr09fdtRO9p/R8Je7du1dWVgYA7u7uLVu+dH8VumKtfkA+lcNCXESuZMRkZnkGTuA1vA8KinqE7uUFAJrExviIZs5lOos5hVI1HUOPM/S7mC1atCAbT401i0UY8B0ACEKaaZwLUtQNA0LI4/ECAgJ+/vnna9eu/fnnn126dBEIBACQlJQEAPb2NfNybFhyZNnmbD4AmLGsTTCcKuwBALDaByG6YffUByn6DK5dvK1qevHbt2+Tjd69e79xQugK9MqayqVzzTliANDgGomioKZjUVDUH3RXFwDQpqc3tCGGae5olluqBICUQv1Dv5+fPv1h1cSTtQbx7AAAZLnGuiBFXTDsLPP777/fuXOnV69ehYWFa9asIQ8eO3bMzc3N1tY4xUQKCgoKCt71Ay2Xy9PT03G8TrOZAnkei85Q67RWnJq5pdQO9ZMnAMAMDHxbh+iXO/CtXcQ1vXh4eDjZ+OSTT6rT30lgP6VV3/ZOTQvk+TUdi4Ki/sBEIsTnEzIZ3ijzlvnYCiTlSgAolKvJIxVe9CkpKUYbhmsNAKCQGO2CFHXAsBB27tw5JycnJiYmLS2tdevW5MHBgwefOHGi7kOqVKqhQ4f6+fn5+/sPGTJEpVJV7bN161YHB4fu3bv7+PjExcXVeqxiZXGZSp5YmGHBMVACyeho4hMAgNG0qcGzBAEJufoyuX72wppePCZG7//ZokWLfKmqYjP/bdgLbOwFlv7WbkXKopqORUFRr9CsrQEAf+ejcEPhasErlmsAQK3TP4U7OenLwmRnZxttGLY5AICq2GgXpKgDb42RZ7PZTZs2fb0Mb5s2bSrWyuvCrl270tPTMzIyMjIysrOzd+7cWalDWlra/Pnz79+/n5SUNGbMmIq8mrUAB4WQxRWx+EJWDZJ51hpdRjq8XPmpSpFMLVNrAUDIZpAl0KqPVqvNyMgAAAzDrJ1crycWPEh/z1eIReMAAIfGLFeX12gsCor6hhkYiAmFmLkpdu5rip2IXa7UAADxMgWatbV+Y0UiMdoEDjGFAECopca6IEVdeLWVlZ6eHhER4efn5+3tffHixbeFSQwePLiOQx4+fHjq1KksFgsApk6d+tdff3333Xevd/jnn3+6du3apEkTAJg+ffqKFStyc3NrtySrxTUAoCV0XLop6mboJIXw8mm3KgVS/dzXtoZuMgAgkUjI0oOWlpYqHINqpClk0bgAwKQx5JRnGkUjQ7xpI6Feg1ishjbEAOY8plKNAwAN03/JmEwml8uVy+UajUYulxunCA+dAwCgVRjhUhR15pUQXr9+fdKkSatXr54/f/6ECRPy8w1vLOlTD9WBlJQULy+9c7+Xl1dqamrVDt7e3mTbyspKKBSmpaW9TQgVCkVERETFyyZNmrz+McUJHQBocR2TVv9fORwnZDLAMMQzHKdBemMDgIBd40xvpL8oAIhEIo0OBwAm/T0Z7xgYAwAwDNNoNDUdjoKifkGocaogAHCZNA2OA8DrUb5sNlsul4MRq9FhDAAAnPpuNgpe/SIPHTq0Y8eOVlZWABAaGqrVautpyPLycn0wOACPx6ta6EsqlVpYWFS8NNiHRCKRpKWlTZ48ueLId99998UXX1S8JAgdABAEKBWK8vL6XSEkNBoAQBhWLjW83CGtiDzB8ZoaUyGECCG5UgEAOo323RdRqzUALAyQTKms73sHAOlb7prCxMhksro/rf6XUah1BE4AAAJU8UdCBQ4AACAASURBVMWpyLRcVlbGZL5/X4MgCLlc/o4/BFLLuQAErjPBd/O/DI7jDAaD8b6aX6+EUCgUkhGEAODu7l5/lllbW5e8TDNYXFxsY1PZn9Pa2rq4+NUGmME+JJaWlr6+vq/PCCuBIRoAYBhisVlkEEg9QhBlGEbodAIuF2gGCkqYCfTuLVpANTWGzG0BABqNhsfhACgwOl3A0BBFz5FdECADs0M6kw4AOIFz2dx6v3cAADDNKBTvBiHEf0tWI4rqoJWrMQwBAAFExUe6YmJgbm5enc85QRAYhr3rD6FQ4wCIRqe+NfUKjuPkptK7aYCCEs2bN3/48CHZfvDgQfPmlVOANmvWrKJDTEwMQqjWBYFpGB0AGDS6UmfAN9XIIIQJhUAQb3MKF7L1TyUlL92yq4+ZmRnZKCwsZNExAFBqdUTqZSLhGFH4zOBbtFoV6JeFa+aYQ0HxX0aq0rLoNADQ4a/mcxWJRIyzLgoA5C8SRn03GwWvZoTBwcFz58597xuSk5PrOOS33347YsSIoKAgDMM2b9586NAh8nhQUNDmzZuDgoKGDx8+b968DRs29OrVa/bs2RMmTOC9ZdftvTAwFgCwaAyZxhQLdzRbG7ykRJeXh4kNhAnaiPSbIjmlSpwgapRo1NzcnNyuLysrw1UKAJCqdMDmAADIDfugq3AFAFep01hyqfkBBUV1KZSqpUqNjiBkLzf1y8vLyY12LpdbnXXRakEKoUnyPlK8l1dCaG9v37Nnz4qXp06dKikpad++vY2NTWFh4YMHDxBCX375Zd2H7NGjx5YtW1avXk0QxKZNm3r16kUeb9KkCSl4XC736tWry5YtCw4O7tq169KlS2s9FofGBwAunVWsNEW8Dm/ECPn5CzRHJ8NnmXQbITuvTKnW4ulFcleLGnwHEEIeHh7R0dEAkJYYT+M6ydRarZkNDQBkhmOblFoZgIVSoxIxTRE6QkHxcZBZLM8tVa45E9vRUx98nJurz//ytj2a2iBwRA6fgIW/0S5IUQdeCWGHDh06dOhAtpctW+bs7BwVFVWRUK2oqGj06NHG2oQfNWrUqFGjKh3cs2dPRTsgICAkJKTuAwlYFgQoeExOXrkpQnf5Uybzp0x+RwcfW0FemRIAojNLaySEANC8eXNSCB89Cm/Sx6NAqiqh21gAEGWpBqeWalwBAFK1UsyxMHSegoLCAMkFMgCQqbSuYv0qaEWlAUdHR6MNgzGQl+GSpRSmx8AeoVqt3rhx46ZNm15PKyoWi7dt27Znzx6yPPqHgi3PVqZWYAgVyhtFTr9WzvoI4rCUGmd7CQoKIhu3bt2y4bMAIF1tBnQuKAoNJmrSgQoAytQyG64p0stRUFQXHC//c6f6caOrR0gSm6P30Pax1buxJCToa5lVqlhO8dFgQAglEolUKq3qyyQUCnEcJ/ObfCjY8x2KFVIAKFM3imROHTz0k7Ob8fk1nV336NGDbFy/ft2KgwFARqkKiX0BgJBUTopfqJAImCwAkKs1psmqQ0FRTVQPHpYuX1G28deGNsQwUS9zNvk76L845EoMADR9S/ZEig8dA0JoZWVlbm6+adOmSguhmzZtYjAY9RpZYXTcRO4SeSkAqPBGEeXWytncnMsEgOwSRVRGzbYtfX19Se/Z0tLSB/9eF7LoCo2ukO8PAERe5TJpKaUvLLkiAGDSKE8ZisaFJi4OAGh2dg1tiAGSC6T55SoAEHEYXtb6705kZCTZqOriTvFxYEAIGQzGqlWr9u3b17x58yVLluzYsePnn39u37796tWr586dKzbkD9losebZlKqUACBksfPlDb+oS8dQHz99ipzgiBqXIhs+fDjZ2Lt3r4clDwBiVPbA5IM0G0rfqJ2dWJxgwzMHADOWcaqFUFAYC82zZ/D23PQNy614/dJRe3cL0q9bLpc/fvwYABBCbdq0aUjjKOoNw3GE33zzTXBwMIvFWrdu3TfffLNy5UqpVLp79+4VK1aY2L46ggCxMCEA2PMtYiUxDW0OAMDQQP1+++nH2WXKmiVYGj9+PEIIAM6dO8eQFzEwlC3VKi3bAQCRcfP1nsklsRwGS6ZRuou8jWQ4BYVxUEdFAQCzRWOcXV2K0TsTdPPVZwy+d++eWq0GAD8/P/NGmSWcou68NaB+6NCh4eHhcrk8JydHLpdHR0dPmjTJlJYZC3u+h47Abfjm0QVRDW0LAEBrF/OmdkIAkKm1+0PTavReb29vMsRFq9Vu3rjBy4oPAJFEM6AxCckzKH+1fVukzAaAjNICP0vKP5uiEYEXFWkSkxCHw3hZ7bbxkFEsf5RWBAB0DPVqoncxu3z5Mtmo2KSn+Ph4T2YZGo1ma2v73kRtjZlmVi1zpUUYQunSBNONqtUqb94iDJVaBIDJnfT7rLvuvihX1iyn608//aR/765dQm0Zi45lyGlyqw4ABJ58mjyVK8tJK82QqZXxkkwfcZPa3gMFhfFR3b8PBMEMDESN71fl2KMMCz7ry3YufZvZVRRKO3PmDNno06ePcYYhCGgE2zQUr9MAKdZMTEubwMTCLACQyHPKVCaqiC0LDpGMGVu6YqXBswOa27ta8gCgRK7541ZSja7cq1cvMo5CqVQuXbSwlaOZkE3XOXYHBh9Kkoj8SAB4kB2aVpq/IfQYh2ZNx2pc6YKCov5Q3rwFAOwunRvakMqotfiRhxndmtq0cDHr0US/sx4ZGZmYmAgAQqGwW7duRhmISL2EP1xDSKKNcjUKo/DxC6GAKShRYNvDzzzLT72fdc80gzIDWwGNJj1wUJOYWPUsHUOze+m37nbfS0mR1Kxe4Nq1a8nGwYMHs2KjPm9iK+ILkUd/ACCSToBGeifzX7JDkEOH2t8DBYXR0ekU164DALt794Y2pTIhUZlSldbfUUQQRFdvfU6ZigSQAwcOZBmlbhShI3JC4WVhXopGwscvhADQ0bFTvryEAOJWxnXTjMjw8uKPHgVabcmiJWAoYPDzAPvWLuYAoNbiC05G1yimsEuXLkOHDgUAgiCmTp2qUqkAANm2ReZeoJZqnx8Jy75P9uzk2KXu90JBYSxUYWG4REJ3c2P4+jS0LW+g1RHbbyW3dhMzaZhOByI2AwBUKtWBAwfIDmPGjDHKQETBU1CXAc8OhC5GuSCFUfhPCGFXJ/3j573MOwpTlYQWzvkJE4tVd+/KjgdXPYsQLB/oT8cQAIS+KDz0oGZeM5s2bSIzHsTGxi5evFh/SZ9RQOdghTFdWCIA8DDzdKa+bBSNCfnJUwDAHdC/oQ2pzJHw9MwSeUdvSwDo4K6PEDt27FhBQQEAuLq6vp6HuS4QmTcBADl0MsrVKIzFf0II3c08PMw8AUChVdxKv2GaQTFzc7NlSwGgdOkyXbaBvNhN7YRTOuu9ZlZdiEvMr0HIv5OT0/r168n2xo0br169CgDANkc+IzUADIQBQG+3z+p2BxQUxoSQyxXnzgEAd+iQhrblDcqUmk3XElo4i824TBwn3F8mAd60aRPZmDZtWkVh3rpAFMdDWTow+ciWikdsXLzypEhNTQ0PD3/vG16v//4B8Zl7v98jNwPA2aSTn7l/bppBuUOHKM6fV1y+UvT9TKuj/1St1vu/Ht43nxc8zy1TaHQzDkeenN6RyzRQ0dcg06ZNO3369KVLl3AcHzNmTEREhKOjYx7XakD6TZzAMYT1ce9n7BuioKg98lOn8XIps00beiPL2LnhSnyJQt29qQ0AtHMWkynsL168GBUVBQA8Hm/KlClGGYhIvQQAyLErYI3OY/Y/zishvHnzZnUiBY1VgMLE9PXo/0fUbziBh+c8TC9LM9maofkv69VRj1WhYWW/bhL+NLvSWSYd+21Ei4Hb7ik0uvi88jkhT7eOaFnNMoUIob1797Zs2TInJyc/P3/IkCH//vtvSPwxUgXb2gXZ8+3ffxUKClMh3bMXAPjjxja0IW8QmV58MCw9yNPSgs/EEJAJmwiC+Pnnn8kOkydPtrAwQv0WQhINpSnA5FProo2QV/P9YcOGJb/k0qVLNjY2U6dOvXz58uPHj69fv/7jjz9aWVkdPXq0AW2tC9Zca9JzhADi+PN/TDYuZmEh3rYVaLSy37YqyQXMN/G2EawcpI95P/c0e+tNA16mb8PGxubo0aNklGd4ePjYSWMvvDhtwbEY4bnxU6cZH+QDC8VHivL2HU1sLM3amtPPROsx1UGh0c0OfsJmYj38bACgo5sF+Rh66tSpBw8eAACbzZ4zZ44RRsJ1RPIZAEAufYBmDO9TCqPySggFAoH7S5YuXfrDDz/8+eefn376afPmzbt3775hw4YNGzb89NNPOp2uAc2tC1/4jiAbp5NOlqnLTDYuq0MH0dw5gONF332viTcQ1D+0leO49voZ6qZrCSejsqp/8U6dOm3ZsoVs3y+5/YVfx2mt+1ixnWUK8/D0YkoLKRoJ5Vt/BwD+V5OQsSq8G4MV52NfFMh6B9hxmXQzDsNRxAEAlUpVIX7Tp09/vRpdrSEyboCiAHi2yJ6KaGqMGNgBLioqevDgwaBBgyodHzx4cHp6emxsrEkMMz7t7Nt7mHmObtZzfIsewc8Pm3JowfRvuAMH4OXSwvHjdfkGCkIt6ef3iaclABAE/BTypCLzb3X45ptvZs6ciTGx3lODLDjCUqWUzUmhYSi5UBaWVoR/mEvZFB8TqtBQ1f37mEjEGz++oW15xbmn2YcfpLta8dq4WQBAR1f9+uevv/6alJQEAGKxeOHChUYYSV5ApF0BQMhrKKD/hH/iB8db/yrPnz+vdCQuLg4AUDW3sBofCND4gK84dIY11yy68J5MY8LCTAiZb/qV2bq1NiNTMmYsXl5e6TwdQ9tHB/raCgFAqyO+PhQR9qKw+pf/9ddfP/2pe/cmLQHgZmxU0tnIrh6WDAylFsnvvCjU4ThR9Bx0hvO9UVDULwRRumYdAPCnTcUEjaUoWHxe+dyQaBadNqyNM0IQYCcUsukAkJycvHKlPiHUsmXLjFBsh8Dx+MOAa5BtW2TmVderUdQPBoRQLBZ37tz566+/PnPmDI7j5MGbN2+OGTPGx8fngy5N2dvts+cF+QDQ1sHzYOweUw6NWCzLPbvpHh6amJjC8RMIReVwRgGbvm9iGydzLgAoNbqv9j16WO0q9iWqYr+e9mZsfp6s+NIfYQvmLti99dduXlYsOpZdpnzyLIx4ugOP3ASqEiPfFQXF+1BcuKCOiKBZWQomf9XQtugpkqmn7H8kU2v7t7K34DNFbHpTGwEAEAQxZcoUuVwOAK1atZo+fXrdxyLSr0NpCrBEyHNg3a9GUU8YnhHu37/f0tJy4MCBHA7H2dmZw+F0795drVYHBwcbJZ6moaAhWm/XL7LKJXwm90VpRL4835SjY2Kx1eGDNHt71YOHkolfgbZyum0bIfvQ5Ha2QjYAyNTaCXsf3kmUVOfKO55sDnLyBoDrTx9LbhcDwIIFCzasWNrTy4rPoqdqrcrpViDLxSM3QXmNiyBSUNQaQqkkM+4KZ89GPF5DmwMAoNTophx4lF4kb+FiHugqxhDq6KYvPbhly5abN28CAJ1O37lzJ61KvFONKU0hUi8CIOQ7CujcuhtPUU8YVjUXF5eoqKiQkJC5c+f27Nnzf//73+HDh+Pi4vz9P/iaPr3dPkuQFAJAWwefPx9vNvHoNEdHq6NHaNbWqrt3tTm5VTs4i7lHpgTZCNkAIFfrvtofXlEg7W08yn2I0YpYNGZ8YcY3QXN6dNMXi1m7du2sGd90cxcL+KJr3BEFdGdQleKPfyMKnhj9vigoDCLdtVubkcnw8+ONHNHQtgAAaHFixpGoiLRiMy5zcKAjALR2MiMTqj158mT+/Plkt7lz5wYGBtZxLKSR4bH7gMCRUzdk3rhSylFU4q3TOwaDMWTIkOXLl//999+rV68eOXIkh8MxpWX1BIawMU2/ji1IY9LoTEZZeM4DExtAd3e3vnTBKiSY7uRosIObJe/o1CB7Mw4AqLX4t4cj35GATa6V74/53c/KVa3TSpXszm5dz549O2DAAPLs7t27vxg8sI0N297C/BZ3WArTH3RqImYvkXLBYAZUCgrjgpmZ0WxszNevq5pNwvTgBDH7+JNrcXkAIGDTmXTM3YLnYcEDgLKysuHDhyuVSgAIDAxcsmRJ3YejS8JBVQIid2SqDB4UteY965wymaz4TUxjVr3Syqa1Qi1Q49qmVi4HYrYptUoTG0CzsWG1a/uODq4WvOBp7d2teACgw4mFp56tvfjcoP/n1ogNHZy8AOBeeuyMVj8BAJvNDgkJmThxItnh0qVLXTp3siPKWjiKw7l9ojhdCUBE2hUi+k/Q1KzqBQVFTeGNGW0X+agxFKPHCeKn4KenHutjk/o1sxsSYN/O2RwACIKYMGFCQkICAAgEgsOHDzONEeOhFbdArp9h/2fvvuOaOvc/gH9P9t4k7I24EFQU3APr1rqw17q1alvrbR210962dln7q1t7rZ1aq1XrVawbNwoioIgbAdkjCYTscc75/XFsRIYi2+Z5v/wjOfMJMfnknGd1ngtY6/8IQJ6s9iAsKSmZO3euXC4XCASyx7Vw+ZrJom5LL+beAoBon6DNLX6DtD48Jdy9C3qH+0iop9+du//qjlSj7bFqxeM5R1lMLZ/FyS4vGuo3RcF1o5YzGIwffvjho48+opr4pqen9+jRoyDjckywWx4/6gx/kpXGI7W3iSurQZfVwq8LQVqegyCX/HFtX+rDCvLp0X7Lh7ZnMx5++3388cf79++nHm/durVdu3ZNclKSLcH8hwGzTdSMIk9W+6ytsbGxKSkpM2fO7NChQ9PMwtXGyLmKgd4Tcysv+IqUeZUPEvLP9/Fuc+MeyfisXfOi39x19fjNYgA4frN44hbjf6dF+sl5AJBVkRmfu6uvbyeTw1JhZg/vOrLqvhiGffLJJ8HBwfPmzbNarWq1etiwYV988cUbby1JymUeq5jRyxTnZi0grm7E/IZifkNR9ybkn8pixxftSjtx8+Gk8P/q4fPp2M7OXmA7duxYuXIl9XjJkiX/+lebqMtEWhhWc+xQk8kkFAq3bdvmvL3WZqWkpMyfPz8lJaVhu394fmmEp4xNZ53KTn+352oV371pi9ckSBJWHb393bn71FMxl/l/seGRgawV5//9QlAYAJzIyljVfwuvjh+eiYmJEydOLPx7+ouxY8f+9NNPpQ5memFFZ0tCe0sSAAkif1r7qcBza0w59Xo9NTMU0roMBoNA0Fa667W6CpN93vYryTkPeyJNi/ZbWSUFT5w4MXr0aJvNBgDDhg3766+/mqClKAAAkCRpNBrRG9HqCILAcZwah/IJarkOMJvNBEGEh7f+bf3m9nbPFedybgNAf79OXyZ9YG3tLue6VV9XrltfrVsFhsG7I9r/X2w4dSdHZ7bP/y3xjaNvDQzsiGHY+dyMxd0/qisFASA6OvrKlSt9+/alnh48eDAiIqLsztURHTw8wydiEQuBI4XKHCJlNZl/DrWgQf5JcjTGCd8lOFPwtYFBVVMwMTFxwoQJVAqGhYX98ccfTZWCyHOnliCUy+VRUVEXLlxo+dK0MDFb8krY0uTCOwwavaeX71eXPiKh9ZLA4TBs+6Hy69VlL08jNNWHlZnYzXvPgt5eEi5guG/wnlEdglg0xvXS7DGBswMlwU8+sIeHx6lTpxYvXkxVGebl5Q0aNGjVyo/5DMAkwbTIdzD3HoDbyMw/iasbwGFqrheIIC0o4b56/OaLWWVGDMP8FYKPRnd8Z1h7ZwqmpKSMGDHCYDAAgK+v75EjR0QiUWsWF2lVtdcMrV+/fsOGDZs2bcrMzPzntRqtqosyoov8hZyKYiGb5yWlr7/yTasVhcFQ/LaDrnSzJiSUDBthqzE3ZBdv8f6FUYGh+6b39BOwuNkVRfsuyjXqelXsM5nMb7/99sCBA9SEMjiOf/7559HR0RkZGcDgYO2nYp1fAbYYdFlkZZ1dNRDkycyHDuk++bTmSBEtb9uFrJk/Xi432Rh0bHofvwWDg3oFK5xrU1JShg4dWlFRAQBKpfLYsWNeXl6NOR1ZmECkrQfLP+3r0XXUUkcIAO7u7iUlJbXu0KbmI2xkHaHTt1e+kvAMbjxxTkUxGwueH/5akxSvAfCSEu1rr1uTLgODIX57mfD11+DvoXysuPXdM0vP558d264Xl8n5LYFWUfwCAIzs7PHZuM4yfr0afBcUFMycOTM+Pp56ymazV6xYsXz5ciaTCQ4LqX+ASdsRJGDPPqQsqiNsI1qrjtB89Jhm/gIgCI/kJLqHR8sXgGKwOpbvTT+cUQQAPBZjzoBALymXRacNDnaT8pgAkJCQMGrUKJ1OBwByuTw+Pr5x1UAkmXWIzI0HwGjd3gSR/99LUR1hm1DPOsLag3D79u3mGoNhUubPn98EpWsiTRWEBEl8nPBOiIJHw2hrE/fNC391fkQTDDPYQA6HbtXX+i3fAUmy+/WTrVtDV6l01oolp/59rTSN2mS438sXUnrlqB92BJQLWJ+9GDaic70a+5AkuW7duvfff9/5FoeHh2/bti0yMhIAbDhx6GYxh0Hv5i12F3LqX2oUhG1EqwSh9VKieuo00moVLX9b9Oa/W/jsTtfyK/69K+2BxgQAbkLO/EFBAg6Dx6IPCFRIuEwAOHz4cGxsLDWaqFwuP3nyZERERMPPR9jJ2zvJ0jTA6Fj7f2GqHs41KAjbiEYF4fOiqYIQAGy47Z2zbyUVJtpwOwD8q8PUJT2W01qvU4Hl9BntW4sJtZomldo+emsxY1+ePpdaNbfLgte6vmG0OT4/fOv3y7nON3B4J/dPX+ysFNaru8vt27dnz56dmJhIPaXT6QsXLly5ciVPIDx+p1RnsQOAl5gT4SmhRuV/KhSEbUTLB6EtLa3sXy+TBoNg5gzJF5+35KmdcIL877n7356868BJAGjvKZrW259Ow6Q85oBABZdJB4Bt27a99tprDocDANzd3Y8fPx4WFtbwU1p1xI0foDIXGBys0xxM+lglBQrCNqKeQUj/+OOPW6Q8zaKoqCguLm7BggWNPxSdRh/sOyRDnUHlTYb6+r3yu319BjBpT/kLNhNGgD9v0iTH3bv2W7dox87wi8ozAhkOFn1pz3dmh70CACw6Laa9qpuPNDFba7A6ACCzzLArOVfIYYZ5iZ96a1OhUMyePVssFl+4cMFut5MkmZSU9Msvv3h5er44MIpBp2lN9gqzPVNjMNtxBdNO12dhHAXUfVibzfaP7HL63LHZbE0yMEp9T3f1mvrlqaRez5s4Qfr1qif8D2k+2WrjvO1X9qbkEyTQMGxkuOfYbl40DPOVcgcEKlgMGkEQ77333jvvvENNpxMYGHjq1KkOHTo0/JS6LOLaFjCVAldOC1+IifxqbmK321vyjUBqRZIkSZJPbQ/86Irw0qVLv/7667hx44YNG/bOO+9UVtY+h/uWLVuauKSN0IRXhBQ7Yf/P+feP5xylngZKgr8e+K2/OKCpjv9MTHbjN5dX2XbumnXYwrGRFUKaZcW/I6curbaZ3uL48sit35MfXRp28RavfLFzuLekPmfJysp6/fXXjx075lzSv3//devWte/c5XqR7r7GSJLQy3zE13aD5HvSAkdj8trn4UJXhG1ES14R2lJS1FOnE3o9d/Ro+aYNwKjXzYMmhBPkL5dyVh+7Y7bjACDkMF4ZGKQUcTAMuniIqcmV9Hr91KlT4+LiqF26d+9+6NAhd/cGdxomyfyz5P04IHFM2g7rOLPWsWPQFWEb8cy3Rvfu3bts2bJ33nnntdde69GjR1lZ7ZOk5+TkNG1BG6PJgxAACJLYmLru14wfqadcBndJj+Xj2k3EoEV/6l4suPDbrS3llvK7mjwPDbHsAB6UaQQA3tgx4k8+oSurd35Pyta8t/96VtnDWkMahk2O9H57aHu5oF6/SXfv3r1kyRJnv3sajTZnzpyVK1fyJIprhTqrNjPKdJhP6ACAFAXSg0aDOLDaEVAQthEtFoTW8+fVc+eRRiNv7BjZhvUtn4K3iyvf+fP6tbyHs2x28ha/3MuPhmEcJr23n0wlZAPArVu3JkyY4JxmfOzYsb/99lvD/z52I3nnd1KdAYBhPoOwwNF1DcmEgrCNQHWEjXL4ftwXiZ9S43HzWZwe7j3fjHzHR+jb5CeqqdBQsOXqWjHXGir3IUjis/O/DQ8Y+W7P98nf9um+WkUajTSxWPLZSt6E8dV2tDmI787d33Q60+p4OJ2ykMN4Y1DI7N7+LMbTKzv1ev2nn366fv16qosxAAgEgrfffnvp0qVmYGYUaoXaxI6WJDZpBgCQtqcFjIAqd4RQELYRLROEpgMHy998i7Tb+ZNjpd+sbuHJJYxWx9r4ez8lZDsIEgBYDPq0Xn4hHkIAcBdyevlLOQw6AOzcuXPBggVUZ0EAWL58+ZdfftngGVXJ8jvk7Z1g1QGTh4W+jCmeNCcdCsI2AgVhY2WW33v/3PKsisw3oyYI2bzLBXe8eGEzOr8iZDXX173aXLb9xg9qy91Iz3YMGt3qsJ97cGN00PSh/sOpDfD8/PL3PrCcOoVxuV6Zd2s9SK7WtPLQzRO3HvV+8ZHy3h4WOqaLZ32qb+7cubN06dK//vrLucTd3X3FihXz5s3TWoibRWq5JiHUdoVJ2gCAlHWg+w+jmoyjIGwjWiAI9Zu36L78CghCOH+e+KMVLVkvSJJw4FrBl0dul1Q+nDSmo6fo5d7+dBpGp2HhHuJQpQAADAbDm2+++eOPD+/r8Pn877//fsqUKQ08K24js+LIggsAJIgDaR1nAPsp9Q4oCNuIRgXhyJEjw8LCYmJi+vbty+O13YmVmzUIAcCKW7ekbSg2ZfT26YhhmNFmSS68114aHdt+ioQtbcITZVVk7r2zU2vL6u4RwmGwSCAzSrNJ3O31roulnOonspw4AXQGZ/CgJxzw7N2ylX/dzCw1OJeEkYlZrwAAIABJREFUeYmXDwvtF1KvAUWPHz/+9ttvp6enO5cEBgZ+9NFH06ZNKzM57hSWyLUJIdY0JtgAAJOGgO8LBoYHCsK2oFmDkLTbK9573/j7LqDRxCs+FM6f10wnqlVabsVnh2+mPHjYb52GYfMHBvm58QFAxmNF+0mpKXaTkpJmzJhBTasEAKGhoXv37m3wpOJkRSZ5ZxeY1UCjY37DMd+Y+oxQj4KwjWhUEM6ZMycuLk6tVrPZ7Ojo6JiYmJiYmJ49ezJavBrgyZo7CCm3NDe3pa8Jlkm9xW4AYLRbUosyxUzf4QFju6q6N6aLhc5acerByYtF8SI22Vnpz6DRASCrvCi3wjir88Iwty6NKbaDIHcm5a6Nv6s12pwLowPlS19o18P/6dNpEQTxyy+//Oc//8nLy3MuDA0N/fDDD6dMmaIxO+4Vloo1CSG2VOrqEOd5MQKGYYqwVmk3iDg1XxDipWXaBQusl5MxLle2fh135IjmOEutHmhMq4/f+et6ofPrSiXivDeig5kk6DSss7uog1KIYWCz2T799NNVq1Y5/h7dZtq0aZs3b274T7TKHCJ1HQAJAi9a+5dBUN8BaFAQthGNvTVKEER6enp8fHx8fPz58+cNBoNQKOzfv/+hQ4eaobQN1DJBCAAkkCeyjx7O3h2qUHmLFABAkuT9iqLcCo0HLzjSvVeEspuMK6/PoWy47bb2VmrJlTvaNBIzdFT4SrlC6oD3tPlFesv44OlNOCeU3uLYcvb+TwnZVLM6Sr8Qt7diQrr7Pf2i1mKxbNq06auvvlKr1c6F7dq1e/fdd6dNm2bCgYZbBZpEMv8M2AwAAFwF5j0Q84iCVup2gjRTEDoyM8sm/wsvKaF7eip+3MZsTA+8Z1Gqt248fW/n5VyqgyAAsBi0uX0C3hgUzGczygxWLosuYDEAICkp6ZVXXsnIyKA2E4vFGzdunDZtWqNOb9ESt7Zjsg6Yb8wzza+LgrCNaLI6QhzHL1269MUXXxw5cgT+oUOs1RNBEidzjh3N2a8UMEPlPtQFHAlkiaE8r7LMYLXzmTIZ292N5y7hSDh0LrWXg3DorBVqc1mBoaDElC/jMjwEUl+xis14+N5UWk0ZpTlsutuLQf/qqurWmBI67t8nLRZmp07VlpdUWjacztyV/OjbBAD6BCkWDgruHfT0/Nbr9evWrfv222+rDjbr6+u7bNmyuXPn8ng8IOzm7LNsdSKY1QCA+cZggWMa80KQBmumIDT+sad88RJ2r17y7zbTFIqn79BoGoPtu3P3dyQ+cP6GwzAYFeaxfFh7X9lj9TWVlZUffvjh5s2bcfzhloMGDfrpp5/8/Grp3tcyUBC2EY0Nwlu3blGXg2fOnKmsrAwPD6dukA4fPrwZSttALRyETrc0N49lxz3QZ/iI5AFSdyoRnXIqin+5drzWHUeFREd6PhyBQmOuzNQW2Oys7qr+LwQMl3GefrvyqYoie+LFxdwRw0XLljFDq4/Hnas1bTiVuT8tn2prR4nwkbw2IOiFjira025p6nS69evXr1mzpmocKhSKhQsXLly4kMPhCAUCUp0OZVcxz742YUC2xqQUsqVcdGnYoprr1ihB2O/eZYaEtEAD0VK9deu5rJ2XH5hsj25jRAXI3xvRPsLnsVYqJEn+/vvvy5YtKyoqopYIBIIvv/xy4cKFzz5cblNCQdhGNCoIw8LCMjIygoODqfAbNGiQokV+Az6r1gpCCkES18uuXSq8kFN5y0HoFXyRgieWcoXFBu1PaUdr3UXBE4epAgmCLuf4hLtF9vLsU88bqvVk+H6b7uvVpMkENBpv/DjR4rcYAdVHA8jRGDeezvzf1YKqV4eBbvxX+gRO6ObFYT7la66ysnLz5s1r166tOiw7l8t96aWXli1b1unvi9F7asOVvAoAkPNZQXK+n5THoKG6w5bwXE/M+0Bj2no+a29KnrMLEIdJGxXuOaKTx5D2ymobp6amvvXWW+fPn3cuGTFixObNm/39/VuswHVBQdhGNCoIPT09NRrN4MGDY2JihgwZ0qVLlwZ3vmlWrRuEVeEk/kCXna3LKtAXqM1lOqvOij9s3k3HGGK2WMqReQg8fEX+QZIgPrMZPx54aal+3XrjbztJux0YDN64caK3/l0zDvPLzd+du7/nyqNvHACQ8Vkv9/SdHu2nEj1luG2z2fzTTz9988032dnZzoUYhg0ZMmTRokWjRo3CSbheXJmtMdlwAgCYNMxXyguSMuR0E/BUTfdykeqe0yC8mlfx/fmsozeK8b9vV3BZ9HHdvMJ9pSSAp4gzIOjRb/G8vLwVK1Zs376dGjINADw9PdesWTN58uRnPjFuIwvOk4UXMP/hmHtUU7wUABSEbUajgtBoNF66dOnkyZMnT55MTU2Vy+WDBg3q06dP3759u3fv3jwFboi2E4RtDZ6fX7l+g2n3H6TDAXQ678WxwoWvM9u3r7ZZmd7648Xs3xJzKy1250IGHRveyWNGL7+eT2tciuP4vn37vvnmm+THZ08MCAhYsGDBnDlzZHJFXoU5U2MsM1gBoI/poLf9rpWtpHlEsz17Agt9TTS95ysIHTh59EbRjwk5qbmP7rcLOYwJkT4dvMTUt5NKyO7uLaG6Rmi12q+++mrjxo3OuVNYLNabb765YsWKZ24aitvIwgQyL55q54UFjcV8BjfV60JB2EY0WWOZ4uLiU6dO7dixAzWWee448vL1Gzeadv9B2u2AYZwhQ4Svv8bu2aPaZkabY3dy3k8JOXnlj01P395d+HJPv/FdvYRPm4AiISHhm2++OXTokKPKpKxsNnv8+PHz588fOHCgwYZnaYz2oisdjfEcwgQAJNDNolC2dxRT0RloLTouyT9bY4LQ8eCB7vMv6Uo3yWcrm7ZUNZVUWnYl5+28nOvsGg8A7hLOpEgfr7/bwrgLOZ3dhW4CNgDodLq1a9euWbOGmkqQ8uKLL65evTokJOTZzu0wkwUXyPyzYDcAAIj8sYCR1aaPaCQUhG1EEwShTqc7c+YM1WTm5s2bABASEuLsptoWoCCsD7yoSL/lO+PO30mzGQBY3bsLF8zjDh9erdUDTpAnbpX8fDEnMUtTdTmPRR8Z5vFSpM+Tex/q9fry8vItW7b88MMP1QaqDQkJmT179owZMzw9vYorjRUF6aKKFJUtiwYEADjoXIukC8+7J0MaCC07oOs/UsOCkDSb9Rs26r/7L2m1MkKC3c+cbo6yAQBBkhfuqXdezj15q8TZaIuGYZ19xKPCPUVcJgBgGPiIuR1UQhmPBQBarXbDhg1r166l5pSn9OzZ8+uvvx4wYMCznd5aQeafJQsvAm4FABAHYH5DMVkjpqGoAwrCNqJRQfj5558fOnQoOTkZx3FPT8+YmBiqvtDHx6d5SttAKAjrj9BoDD/9bPj5F6K8HAAYvj6COXP4s2ZiNf6L3C7W/5qYcyCt0GhzVF0eoODHdvce39XLQ8yteXznEGsWi2XPnj1btmy5dOlS1Q3odPrQoUNnzpz54osv0pnsIk2ZtTBZpr8mxUupDXCWhOHeHVN2BYF3E75wV/PMQUgQpv3/0321Ci8sBAzjx04Sf/B+c3SQyC83703J25OSX1DxaNJvEZc5sL2yZ5CcTsMAgEnDAuT8UDeBgM0AgIKCgjVr1mzdulWv1zt36dix46effjphwoRnaxda+YDMP0uWXQMSBwBMGgp+QzDJM15K1hsKwjaiUUEYHBwcEBAwZMiQIUOGdOvWrXUbIj8BCsJnRZrNxj/2GL7f5sjOBgDZujW8SZNq3dJodfyZVvD75dybRY9NyEXDsOhA2fiuXiM6e1DfVpSaY41ev35969atv/32W9XuFgAgkUgmTJgwbdq0AQMG2AgoKc4mS64ojDd4xN8n4rlhbhGYW0T9B/JAnJ4pCK3nz+u++NKWfh0AWOFdJCs/ZTV1IwC9xXEko2hfasHlHI3zy4ZGg/aeohc6erhLHjbLErIZIW6CQBmPSacBwNWrV9esWbNr1y7nEPAAEBoaumLFiilTpjxD2z3CTpamkYUXoDIXAACjY8oIzGdQc//YQkHYRjQqCEmSbLPhVxUKwgYiCPPJeFtiouC11+huT/ntfy2/YveVvLhrhXrLYxeIbAZtcHvlmHDPwaFKDpNe16DbZrN53759P//88+nTp51t/Cg+Pj6xsbGTJ0+OiooCIEGXTZamkmXXwPb3z3+eihaxEFiiRr1YF1PPILSlpupWrbZeuAAAdA8P8bvLeRMmQNM1Drc6iNN3Sg9eLYy/XVK1ZTIAyPishUNCeGwGANAwzFvMCVII3IVsAHA4HAcOHNi4ceOZM2eq7hIWFvbee+9Nnjz5qTOsPmLWkAXnyZLLYDcBADD5mEcvzKvvU8fLbhIoCNuIppx9IikpKTk5OTIyMjo6uomK1zRQELYYix0/eqN4f1rBhUw1Tjz2f4bHog9urxoYJB4Z4cdj1fk99eDBg19//XX79u337t2rtsrf3z82NnbSpEk9evTAgCQr7kPZVVKdDnYTrcfyUkKSVqCT8ZgeQo5KyGHSn4OfaK3oqUFoS02tXLPWcuo0ANDEYuHC1wVzZmPcWm53N4DVQZy7W3Y4o+jEzRKD9bFfTgwaNjBUObGb95AOyuvFlWUGm7+U5yfjcRg0AMjPz9+2bdu2bdsKCgqq7tW/f//ly5ePHDnyWX+aE8mrwFgEACDyxTz7YsquLTnsHwrCNqJRQdirV6/evXv/3//9HwDs2bPnpZdeoq4RN2/e/OqrrzZLeRsEBWEzsSYm4YWFnBdeoAmrf5JL9daD1wr+l1aYUairtorDpPcPcRvaUTW4vVLGr3NC4MTExJ07d/7xxx9Vu+RTfHx8xo8fP27cuP79+9NpGBB2oLMz1cbkvEcTDij4LHch213IkfFYz8Nti5b2hCC0XrhQuX6jNSEBADCBQDh3juDVBTRRE1xw6y2O03dKj98sPn27rFrVMgB09hRP6OY1pounm5BdbZXNZouLi/vpp5+OHj3qHCANAJhM5qRJkxYvXtyjR/VGzvVEFl0CYwmmigRhK1Q5oyBsIxoehDabjcfjxcfHUy2ywsLCFArFzp07t2zZsmXLloKCAharXpOetwAUhM2kuHdfx4MHGIfDHTGcN2E8p3//mvOP3y8zxKUX/ZVeeK/KZE8UOg3r5iuN6aAcFKoMVdXeu8vhcJw6dWr37t379++vVokIAHK5fOTIkWPGjBk2bJhIJCo324sqLYWVFrXRSv2HDbZe9XfcMvP8QdZe5BYi5nNQJlJqDULzX39Vbthkv34dAGhCoWD2LMH8eTRpY6cSy9EYT98pi79VkpitcQ5UxKBhAUpBB0+RSsQRMGhjungFuvFr7puYmPjbb7/9/vvvGs1jrZQ9PDzmzZu3YMECT0/PRhavFaEgbCMaHoTFxcUeHh5ZWVkBAQF5eXm+vr7/+9//XnzxRa1WK5fL7969+8y9dpoNCsJmYjl7Tr9ps/XSJSAIAKDJ5bwxo7kvvsjuEVlzlqV7pYa/rhcdTi+4W2qseSgvCXdAqNvAdm69gxRVG9c42e32kydP7t2798CBA9W+EwGAyWT269dvxIgRI0eO7Nixox0nSgzW4kqrqmCfl+U6tY0DY6kZPiZBMF0WKpJ7y7gufaVYMwjxoqKiyJ4AQFe6UU2FaY2YOdJsxy9na8/eLTt9pzRb/egdlwvYIe6Cdu7CEJWQQX9Y1ziyg4rqCO+UkZGxe/fuXbt2ZWZmVl1Oo9FiYmLmz5//4osvPvVrCwicrLgH6nSwlGMdpkJzDtXUMCgI24iGB6FerxeJRGlpaREREZs2bXrzzTfVarVEIjGZTHw+/8qVK21ncBkUhM0KLygw7fvTtH+//e7DWj26hwd39Cje6FGsbt2qNazQ6/UaG+34zZITN0tSc8ur1SMCAIOGRfhI+gYregcruvpImPTq7TIcDsfZs2f/97//HThwoOokiE4+Pj7Dhg0bOnTo4MGD5TKpRX3XUprB0N3l2Uqd25gxvprpS0pC/AO6ALctDpDb3Gq5IiQI/X+30qRS3oTxWINu5+AEmVGou5ipuZCpvvJA62z8IuYyA5SCIKUgSCmU8h9910i5TE8x10fCdQ65npaWtn///r179966davawf38/GbOnDl79uynjxHqMJHa26DOILU3wUF1w8dokUvbYH8bFIRtRKPqCENDQ7t3775s2bJZs2ZJpdKzZ88CwPXr17t06VJQUNB2blmgIGwZ9ps3Tfv/Z46Lc+TlU0voKhV3+DDuiOGsXr0wBgMe7z6hNdpO3yk9faf03F111cHbnHgsenc/WXSArGeALKJGKJIkmZaWFhcXFxcXl5qaWvO/KI1Gi4iIoLq39u3bV8DEzWU3HZo7rMpMJl7lPi1bjEmCQRyEiQOBr3KR3vpNNcSagyBvFOqSc7SJWdqkbA3VZhjDQC5k+8v5AQqBnxtPLnhU58dm0NyFHHch20PE4TLpAGCz2c6ePXvo0KGDBw/m5ORUOz7Vi2b69On9+/d/UncIkgRDAVl+m9TchMocIP9ugCrwxBRhmFtX4Ls3/sU2ORSEbUSjgvDIkSOTJk2iLgGPHDnSr18/APj4449/+OGHWn+qtxYUhC2KJG1Xr5rjDpkPH3YmIk0k4gwayB071tGnd83uEw6CTM0tP3u37Py9soyCSqK2/2wcJr2Lt7iHv6y7r7Srr0TKe+ySpaio6MiRI0ePHj1x4kTVgUWcGAxGZGTkgAED+vXr16dPHwnT4tDeo+kyQXf/4QBaFCYfCxwDHtFX8srtOCnhMqVcpoTL5D5tto3nAqE3WI4fJ/R6wayZjQlCg9WRlluekluR8kCb+qCiarMXBg2L7ekb7C7gsR7d32bSaW58lkrIVgk4Eh6T+qGRk5Nz/PjxI0eOnDx50mCoXn8sEAhGjx790ksvjRgxgs2u3nbmEYuGLL8H5XfJ8ruP3keMjkmCQN4JU3QGTlNO29LkUBC2EY3tPqHRaG7duhUaGurm5kYtOX36NIPBoEKxjUBB2Frs16+bjxw1Hztmv32HWiKIOyjp1vUJu2iNtov3NRfvqy/e1+RoaqlNpAS68bv6SLt4i8O9JR09RCzGw2sFHMeTkpKOHz9+4sSJy5cvVx3U1IlGo3Xq1KlPnz69e/eOjo4K8RSRFZmgyyJ1WWCtwDz74MGT/rxeWPW2LZtBk3CYYi5TzGGKOAwxh8lmtMWJVmpFGo3m+FPmuDhL/CnSagUAj5Rks0BQ/+9fB07eLqlMz9Ndza+4lldxr9RQ648VAGinEswaEIgBxmbQVAK2QsBW8tkSLpOqji0rKzt79iw1HGPN7jEAIJVKR44cOXHixOHDh3Pr7qpBam5C2VWyIhMs2kdLOTJMGgryDpikHTCeMi9KG4GCsI1oyn6EbRYKwlbneJBrOX6c0Gph/jxRvVshFunMl7K0SVmayznaqg0uqmHQsVCVsLOnuJOnuKOnqIO7kM9mAEBlZeXZs2dPnTp15syZ9PT0av30nRQKRc+ePXv27NmjR4+eEe0VHgGAYQaro9RgLTfbK8z2CrOdmiUqzHKBSdq0dGUFXWlhKQUclojNFHAYQhZDyGY4r3XaCEKtNp84aTl+3HL2HJV/QKOxo6L4L0/hTRj/5CtCkw2/U6y/WaS7UViZUai7V2rgcxhKIcdNyFaK2FIB+/j1opyyh++Ip4QbFSCLCpBHBcgCFHyD1UHDMGdX0by8vAsXLly4cOHcuXM3btyoa4yq0aNHjx49un///vVoAmMnzi0HIAEAmDxMHAzSdpi0HfCqz0TY9qEgbCMaFYR//PEHj8cbPXo0AJSWls6cOTM5Obl79+4//vijl1cbGvUKBWHbUdfIMtZLiebDh1nh4exe0fTa/vOU6a0pueXJOdq03IrrBTo7XnuqATUWs5TX3l0U6i4IVQmDlYJAhcBQWXHhwoWzZ89euHAhNTW11itFiq+vb9euXbt16xYREREeHu7n5wcAJjteaTS6XfsEIx92YiMwmo7mVkFX6GjKCrpCR1f4q9y7eomf+S/StAjClp5uOXPWcjLedu0a1ZoXaDR2j0juyJHcMaPpqoezPFYNQjtO3C8zZpYa7pXqs9XG4kqr1UFIeEypgCnjc+RClpjHpD/exDYtu5zLoHXzlfYMkFYbVNZoNKampl6+fDkpKenSpUv5+fm1lpTP5w8YMGDYsGHDhw9v1+7xKR0IHMylwJEDvfY2O2RxEjgsmCQY+J412yc/R1AQthEND0KSJN3d3VevXj1jxgwAmDlz5p9//jljxozjx4/7+fmdPHmyuYr87FAQth11BaH2tddNB+Oox3QvL3ZUT1ZkJDuyOzM0tGbfRJuDuFFYmZZXnp6vu5ZfkaMxPvmGBZ2G+ch4QQp+oJsgQMF359PLc+/cTLmYlJiYmJhYszNGVRKJpEuXLp07dw4LC+vZwTNUhfEILanPB7P64UXJ3wgGjybwwHgq4LkDX4VxlcCRUE1vzt5Xl5vtHAaNy6RzGHQ2k8Zh0NgMOotOYzNoLDqNRceYdBo1onQDOLKzrRcSLBcSrAkJxN+9LTEOh92nD3foC5yhQ+nKhzUXBEkW6SwPNKY7BdpCgyOrzPCg3BzhK1EI2SIuS8xl1toehSBJg8WBEySfRfcSczu4izzFj3pkarXaq1evXrt2LS0tLTU19fbt21X7vFfFYrF69uw5aNCgmJiY6OjoR5V/Vh1pKgZDARiKSGMhGIuBxDFVd6zD9Ib9QZ4XKAjbiIYHoU6nk0gk6enpYWFhVqtVoVC8995777//flpaWrdu3UpLS521hq0OBWHbUVcQ4mVq059/Wi8l2pKTiSqtXTA+n9UljBURwYoIZ3YJZ/jWMrGJwerIKNDdKKy8WVR5o7Ays0zv7LX9BCwGzVvK9ZXxRDS7tbxI8+Deg9vX7qReMpQVkkSd14sA4Obm1rFjxy6dQqM7+3YKkPlI6SKGiWYuBYep+qZ0FhY8EfOIOnanVGuy1Xawx9AwjEnHmHQak4Z5ijhdPGu/vjRYHff/rj3FLBbxrJfo9+871+Je3qaevU1RvTVhkUY6y+YgHARhx4nEe+o7xfr8cnO1i2kvKfeNFx5dkBktjgqzXWeykSTwWXSViBOk4HfxEjtbJ2k0mtu3b9+6devWrVsZGRkZGRmFhYVPeFFCoTAqKqpv3779+vWLjo7mcdhg0ZCmUjCXgqmUNBaDqQQc5sf2wWjAdcP8hmKqttIFq5mgIGwjGh6ERUVFnp6eVIf606dPDx48mApFm83GZrNTUlK6devWbMV+NigI2466gvARgrDfvWe9fNmWkmK7kuJ4vD09TSJhhoWxOnVkduzI7tfPeaFTlR0nMksNd0r0d0r090oM90r1+eXmmh0W60LDMD4dZ9gNNp26oijXpC3CTTrCpMONFbi5kjDrCbOexB/r7EGj0by8vHqGh0aHB3QOUASoeG4CENJNdNyEBYzC/F4gASx23GzHzXbC6sAtDsLqIAS6awyLxkATGUBgAL6OFNjh0bWviM0Y1bH2Fv9X8iruqR+2kKSbTJELJgNJ6jp304V3K+/a0+Jey41lgoAtp+7ma801VwFAoJtAKWIr+CxfKS9YJQxVCUOUAjpGFhYW5uTkZGdn379/Pysr6969e5mZmU++gAYABoPRoUMHaszhqKiozp070+l0Mu8UaG+RZg1YKx71bXBi8oHvgfHdge+JCbyA71HXTdF/GBSEbUTDgxDHcT6fv3379tjY2FdfffXAgQMFBQU0Gq2wsNDLy+vWrVvt27dvtmI/GxSEbcfTg/BxhFZrS0uzXb1mu3rNfj0dL1M7VzE7dlSdOFafg1gdRFaZIUttzFYbs9XGHI0xR2PUGJ5+iVYX0m4hLAbCYiSsRsJmIm0WwmIkHVbSYSMsRpIkCKsRADi4icUXSaVSNzFfKpXK5XKpVCqTycRisVgsmkz7nQaPXXraMZYJE1qBpyf5ZjvDrDUTxVp6oZpZUHIpqE+CR3iJCas020mAUA9RzfuoZjtO3aw123EAMNtwB0HYHYTFQZisDrPt4e1KhYDtL+d5iVmBbkI5CxeSJqalXFNaXFxcXFhYWFhYWFBQkJubW1RU9ISaVAAQ8VgKMVcp5XqppOEdAjsE+5r4ocGde0RERPB4vGp/MOL8uw8nucVowJFhXDfgKal/GM8dWA0fwua5hoKwjahnENYy5BWdTp86deq8efN++eWXY8eOLV26lOruevnyZRaLRTUxQJBGoslknJgYTkwM9RQvLrZnZNhu3LTfuMnuEVnXXubjJ6ynT9M9Pem+vgwfb4a3dwd3tw4ejw0bbbQ58rSmPK05r9xUUGEuKDcXVVqKKsxlButTm0hjTA6dyaEL6zUkjQHAAJANAA6AMoAyADABmA7JwnvLtR4cqzfb6Mk2K7l2Jt0mJjUAGiUAMACUAEqALnQAz3DIfhWyj5QoF14NB4AyfVm1s3hzzYPc1A4CM+AMnMTMOJ0OwKHZcYykg4lBM2JQiRvLNcWF+nJtaUVFvsXwZ4k2v6x6Bz4KDcNiB4X4qUQ8DoPPYQp5LImALeazRHy2VMhRSPhiPoNRI4kxLx8spHetfzBa1zdJmw7jKoAtA9o/oVMm4oJqCUIA2Lhxo0qlSk1Nffvtt1esWEEtPHHixJgxY57QBwhBGozu7k53d+cMGfLkzQxbv7c+PvE9xmLR3VXU7jSlkq5S0d0U/nJ5oExO85XTw92wv3+VO3CyzGAt0pk1BltJpUVttGkM1jK9VWuylRtt5SZ7hdlWnzrIJxh9L6GDJkdu0rkbtUpjuchmBIAyAJqARZdyaBIOTcIhJTyjUm6TiQgxlyZgcQR0IdNhxh9GCInbCbOeMFfiZgNhKseNFUvGYuM61N3x/CEuQBBAEPUEJ8jwOTtuPdDW3G5QN5+dK0Y85WB0NjAFwBJgTAEw+cCWYB7Z1qhSAAAfWklEQVR1z78m8MSgrQw1hSANg/oRIk3jWW+NNgxeWGg+GY8/eODIy8cL8vGCgqr3VGvFbBeiPHEcq9FCFQDw0jLjzz+TDgfGZGI8HgDYHITVgVvshNVidRiMdpywWW2k0QR2B2E00q0WHCcSxs/NEbtbLBaz2VxutFgsVpvNZrPZ+DrNb3+tqXp8K41RwOYXsAX5bMEDBjuXJcgGWiGD5bCaSLuVdFgJq4m0GgmbmbCaCKuRsBhIu7VaISOC3WaN6MhhMUQ8Fp2GCXksBh0DAInwsa7l0r9nODKa7cVa01vfXWFwxUql0sPDQ6lUenl5qVQqX19fb0+VL9yh0zCgMYHOAjoHGBxgcDE6B5g8YHCBwUcXdo2Hbo22EQ2/Neqk0WgyMjLy8/M9PDw6dOjg4eHRpCVEkGdG9/QUzHis5T1pteJFRXhRMV5URGjUeFExrtEQWi2hVuPacqKi4gnd0Uz79lWuW19zOQvgCS06IuZN4U+uvdGj6UAwUV5O9/Sku6v0PJ4FgK/TuZWXs3Q6RWVle6PRaDSWl5fbbDaj0UhFKUmSVYeOMxgMdvujBjsSiQTDsEO3AACEQg6DweBwOFwul8vlcjgciUTC5/OFQqFQKKyUSCQSiVQqdeNwwj09by2r+wVA6BPWIYgLqj0IcRxfunTp5s2bnZ9JGo02bdq0LVu21KgtR5DWhLHZDH9/xlMnLqgNf+rLGJtNms2kzUaaH2t46bxGBDqdJhAAnU4TCjA2m6ZQsMLD6zog78WxzsdygFYZDbPm8J4IgjxZ7UH44Ycfrl+/fsaMGZMnT/bw8CgrK4uLi9u6dSuGYT///HPLlhBBmgtNJBLMmd3apUAQpJXVEoQOh2Pz5s0ffPDBypUrnQuHDh3aqVOnN95449tvv5XJZC1YQgRBEARpRrUMu1RaWlpZWRkbG1tt+eTJk3Ecz8rKavxZjx071qNHDz8/v/nz5xuNtYy5PHHixBf+9tlnnzX+jAiCIAhSq1quCIVCIY1Gy87O7tKlS9XlVARKJJJGnrK4uDg2NvaXX36Jjo6eO3fu+++/v27dumrbnD17dtu2bT4+PgAgrfecBgiCIAjyrGoPwgEDBixatEilUkVHP+w/dOPGjblz57Zv3z44OLiRp/z111/79es3fvx4AFi5cmVMTMzXX39dc4rOTp06hYSENPJcCIIgCPJktc9B+t133+E43qtXL19f3+jo6KCgoLCwsLy8vCZpKXPjxg3naKURERF6vb6goKDmZtOmTevTp8/ixYvV6qd0FEMQBEGQBqu91Wi7du0yMjK2bdt2/vx5tVrdvn37WbNmzZs3z9299sGCq9HpdLXO1jRw4EC5XK7RaDp16kQtodPpAoGgrKwsMDCw6pZfffVVeHi4xWJZtWrVsGHDkpKSGLV1iFar1enp6VXvnX7++efU7FFICzMajdjzPIHcP0atle5ICyNJ0mSqMWkJ0uIIgmAymQ3pUK/T6ebNm7dkyZK333777bffbsC5Kyoq/vjjj5rLO3fuTA1P7OzqRBCE0Wis2Qz1lVdeoR5ERkbK5fL09PRap7xQKBSdOnU6ffq0c4lIJKLT0bgYrYAkSTSORhuB3ohWR5IkhmHojWh11MgyT92sliC02Wx79uxZunRpg8/t5+e3e/fuutYGBQXduHGDenznzh0mk/mEWe85HA6bzbZYLHVtQKfTUWsaBEEQpMFqqSNUKBTBwcFXr15tplNOnz796NGj165dw3F89erVsbGx1Gg1W7ZsiYuLA4CcnJy0tDSCICwWy4oVK7hcbnjdY3kgCIIgSGPUEoQYhm3duvXLL7/ct2+f1Vp9CODGCwoKWrt27ZAhQ2QyWW5u7jfffEMtT05OvnPnDgCUlZXFxsZyuVy5XH7u3Lm4uDg+n9/kxUAQBEEQqGv2idDQ0AcPHlitVgzDqnUc1GprmdulYex2+xPqMB0OB41Go6ZCrAuafaLtaJnZJ5CnMhgMqGqq1aHZJ9qIRs0+MX369BYYuvfJhau1mSiCIAiCNK06B91u4XIgCIIgSKuofuOxvLy81mtBs9lcXl5OEESLlApBEARBWshjQXjo0CG5XJ6QkFBzu8zMTC8vr++++66lCoYgCIIgLeGxIFy/fv2YMWOGDRtWc7uwsLBXX311zZo1LVUwBEEQBGkJj4IQx/Hz589PmjSprk0nTZqUmZmZn5/fIgVDEARBkJbwKAgrKiosFgs181GtqFVFRUUtUS4EQRAEaRGPgpDqtF5eXl7XphqNxrkZgiAIgvwzPApCDocTGhp66NChujb966+/+Hx+4+cjRBAEQZC247HGMjNnzvz111/3799fc7ukpKRVq1ZNmTKFxWK1VNkQBEEQpNk91qF+8eLFBw8enDhx4rhx48aNGxcQEECj0fLy8o4ePbpz505vb+8vvviitQqKIAiCIM3hsSDkcDgnTpxYsmTJzz//XPW6EMOwcePGbd682c3NrcVLiCAIgiDNqPoQawKBYOvWrStXrjx37lxeXh6O456enn379vXz82uV8iEIgiBIs6p9rFGVShUbG9vCRUEQBEGQlvekSY4QBEEQ5B8PBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0lAQIgiCIC4NBSGCIAji0p7vILRarXq9vrVLgYDRaDx37lxrlwKBysrKCxcutHYpEKioqLh06VJrlwIBjUaTmJj41M1aIQi1Wm1cXNzKlSs3b95c1zZFRUVvv/32yy+/vHXrVoIg6tosKyuroKCgeYqJPINr166tXLmytUuBQEpKypdfftnapUAgMTFx9erVrV0KBBISEr755punbtYKQbhr166vv/46Pj5+x44dtW5gt9sHDBhgMBgmTpy4cePGzz77rIVLiCAIgvwDkCRZn81aIQhff/318+fPz5w5s64NDhw4QKfTN2/ePHHixK1bt27YsMFqtbZkCREEQRDX0RbrCJOSkvr164dhGABERUUZjcbMzMzWLhSCIAjyz8RojoOaTKbKyspqCzEMU6lU9dm9uLjY29vbuZdMJisqKurUqVPNLUtKSsxms1wudy7x9vZWKBQNLTjSQJWVlffu3YuJiWntgri6ioqK7Oxs9Ea0Oq1Wm5ubi96IVqdWq6lrqidrliDctWvXRx99VP1MDEZOTk59dudyuTabzfnUYrHweLxat5w7d+7NmzdDQ0OdS/z9/WUy2TOXGGkch8NRVFTk4+PT2gVxdeiNaCNsNltZWZmXl1drF8TVWa3WuuKjqmYJwjlz5syZM6fBu3t7e1+/fp16rNfrKyoqnBeI1Ugkkh9++KHBJ0IQBEGQNlRH+McffxQXFwPAxIkTT5w4UVRUBAA7duzo1q2br69va5cOQRAE+WdqlivCJztz5szcuXP1er1erw8KCnrhhRe+++47AJgzZ87+/fvd3d07deo0d+7cyMjIzp07p6Wl7du3r+ULiSAIgrgIrJ7dLJqQyWSirvwofD6fakRTUFCgUCjYbDa1PDMzs6CgICIiQiwWt3AJEQRBENfRCkGIIAiCIG1HK9wabSoEQcTHxxcUFPTr1y8oKKi1i+OijEZj1TEVQ0NDUZPFluRwOG7evFlWVlatpf6DBw/OnDmjUqleeOEFOp3eWsVzHQRB3L59u7CwsH///iwWi1p448YNqq0DANDp9EGDBrVeAV1FZmZmSkoKnU7v06ePh4eHc7larT5+/DiHwxk+fHjNdqTP8RXhxIkT79+/37Nnzz///PPnn38ePXp0a5fIFd2+fTs8PLx///7U04ULF44bN651i+Q6kpKSBg0axOfzKyo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1108.91,1056.81 1111.01,1056.84 1113.11,1056.87 1115.2,1056.9 1117.3,1056.92 1119.4,1056.94 1121.5,1056.95 1123.59,1056.97 1125.69,1056.97 1127.79,1056.98 1129.89,1056.98 1131.98,1056.98 1134.08,1056.97 1136.18,1056.96 1138.28,1056.95 1140.38,1056.93 1142.47,1056.91 1144.57,1056.89 1146.67,1056.86 1148.77,1056.83 1150.86,1056.8 1152.96,1056.76 1155.06,1056.72 1157.16,1056.68 1159.25,1056.63 1161.35,1056.58 1163.45,1056.52 1165.55,1056.47 1167.64,1056.41 1169.74,1056.34 1171.84,1056.27 1173.94,1056.2 1176.03,1056.12 1178.13,1056.04 1180.23,1055.96 1182.33,1055.88 1184.42,1055.79 1186.52,1055.69 1187.57,1055.64 1188.62,1055.6 1190.72,1055.5 1192.81,1055.39 1194.91,1055.28 1197.01,1055.17 1199.11,1055.06 1201.2,1054.94 1203.3,1054.82 1205.4,1054.69 1207.5,1054.57 1209.59,1054.43 1211.69,1054.3 1213.79,1054.16 1215.89,1054.02 1217.98,1053.87 1220.08,1053.72 1222.18,1053.57 1224.28,1053.41 1226.37,1053.25 1228.47,1053.09 1229.02,1053.04 1230.57,1052.92 1232.67,1052.75 1234.76,1052.57 1236.86,1052.39 1238.96,1052.21 1241.06,1052.02 1243.15,1051.84 1245.25,1051.64 1247.35,1051.45 1249.45,1051.25 1251.54,1051.04 1253.64,1050.83 1255.74,1050.62 1257.53,1050.44 1257.84,1050.41 1259.94,1050.19 1262.03,1049.97 1264.13,1049.74 1266.23,1049.51 1268.33,1049.28 1270.42,1049.04 1272.52,1048.8 1274.62,1048.56 1276.72,1048.31 1278.81,1048.06 1280.61,1047.84 1280.91,1047.8 1283.01,1047.54 1285.11,1047.28 1287.2,1047.01 1289.3,1046.74 1291.4,1046.47 1293.5,1046.19 1295.59,1045.91 1297.69,1045.62 1299.79,1045.33 1300.46,1045.24 1301.89,1045.04 1303.98,1044.74 1306.08,1044.44 1308.18,1044.13 1310.28,1043.82 1312.37,1043.51 1314.47,1043.19 1316.57,1042.87 1318.11,1042.63 1318.67,1042.55 1320.76,1042.22 1322.86,1041.89 1324.96,1041.55 1327.06,1041.21 1329.15,1040.86 1331.25,1040.52 1333.35,1040.16 1334.13,1040.03 1335.45,1039.81 1337.54,1039.45 1339.64,1039.08 1341.74,1038.71 1343.84,1038.34 1345.93,1037.96 1348.03,1037.58 1348.86,1037.43 1350.13,1037.2 1352.23,1036.81 1354.32,1036.41 1356.42,1036.02 1358.52,1035.61 1360.62,1035.21 1362.56,1034.83 1362.71,1034.8 1364.81,1034.38 1366.91,1033.96 1369.01,1033.54 1371.11,1033.11 1373.2,1032.68 1375.3,1032.25 1375.4,1032.23 1377.4,1031.81 1379.5,1031.36 1381.59,1030.91 1383.69,1030.46 1385.79,1030 1387.5,1029.62 1387.89,1029.54 1389.98,1029.07 1392.08,1028.6 1394.18,1028.12 1396.28,1027.64 1398.37,1027.16 1398.95,1027.02 1400.47,1026.67 1402.57,1026.17 1404.67,1025.67 1406.76,1025.17 1408.86,1024.66 1409.85,1024.42 1410.96,1024.15 1413.06,1023.63 1415.15,1023.11 1417.25,1022.58 1419.35,1022.05 1420.25,1021.82 1421.45,1021.51 1423.54,1020.97 1425.64,1020.42 1427.74,1019.87 1429.84,1019.31 1430.2,1019.22 1431.93,1018.75 1434.03,1018.18 1436.13,1017.61 1438.23,1017.03 1439.74,1016.61 1440.32,1016.45 1442.42,1015.86 1444.52,1015.27 1446.62,1014.67 1448.71,1014.07 1448.92,1014.01 1450.81,1013.46 1452.91,1012.85 1455.01,1012.23 1457.1,1011.6 1457.75,1011.41 1459.2,1010.97 1461.3,1010.34 1463.4,1009.69 1465.49,1009.05 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1383.69,1056.53 1381.59,1056.67 1379.5,1056.81 1377.4,1056.94 1375.3,1057.07 1373.2,1057.19 1371.11,1057.32 1369.01,1057.43 1366.91,1057.55 1364.81,1057.66 1362.71,1057.77 1360.62,1057.87 1358.52,1057.97 1356.42,1058.07 1354.32,1058.16 1352.32,1058.25 1352.23,1058.25 1350.13,1058.34 1348.03,1058.42 1345.93,1058.5 1343.84,1058.57 1341.74,1058.64 1339.64,1058.71 1337.54,1058.78 1335.45,1058.84 1333.35,1058.9 1331.25,1058.95 1329.15,1059 1327.06,1059.05 1324.96,1059.09 1322.86,1059.13 1320.76,1059.17 1318.67,1059.2 1316.57,1059.23 1314.47,1059.26 1312.37,1059.28 1310.28,1059.3 1308.18,1059.32 1306.08,1059.33 1303.98,1059.34 1301.89,1059.35 1299.79,1059.35 1297.69,1059.35 1295.59,1059.34 1293.5,1059.34 1291.4,1059.33 1289.3,1059.31 1287.2,1059.29 1285.11,1059.27 1283.01,1059.25 1280.91,1059.22 1278.81,1059.19 1276.72,1059.16 1274.62,1059.12 1272.52,1059.08 1270.42,1059.03 1268.33,1058.98 1266.23,1058.93 1264.13,1058.88 1262.03,1058.82 1259.94,1058.76 1257.84,1058.7 1255.74,1058.63 1253.64,1058.56 1251.54,1058.48 1249.45,1058.41 1247.35,1058.32 1245.4,1058.25 1245.25,1058.24 1243.15,1058.15 1241.06,1058.06 1238.96,1057.97 1236.86,1057.87 1234.76,1057.77 1232.67,1057.67 1230.57,1057.56 1228.47,1057.45 1226.37,1057.34 1224.28,1057.22 1222.18,1057.1 1220.08,1056.98 1217.98,1056.85 1215.89,1056.72 1213.79,1056.59 1211.69,1056.45 1209.59,1056.31 1207.5,1056.17 1205.4,1056.02 1203.3,1055.87 1201.2,1055.72 1200.22,1055.64 1199.11,1055.56 1197.01,1055.4 1194.91,1055.24 1192.81,1055.07 1190.72,1054.91 1188.62,1054.73 1186.52,1054.56 1184.42,1054.38 1182.33,1054.2 1180.23,1054.01 1178.13,1053.82 1176.03,1053.63 1173.94,1053.44 1171.84,1053.24 1169.8,1053.04 1169.74,1053.04 1167.64,1052.83 1165.55,1052.62 1163.45,1052.41 1161.35,1052.2 1159.25,1051.98 1157.16,1051.76 1155.06,1051.54 1152.96,1051.31 1150.86,1051.08 1148.77,1050.84 1146.67,1050.61 1145.22,1050.44 1144.57,1050.37 1142.47,1050.12 1140.38,1049.88 1138.28,1049.63 1136.18,1049.37 1134.08,1049.11 1131.98,1048.85 1129.89,1048.59 1127.79,1048.32 1125.69,1048.05 1124.03,1047.84 1123.59,1047.78 1121.5,1047.51 1119.4,1047.23 1117.3,1046.94 1115.2,1046.66 1113.11,1046.37 1111.01,1046.07 1108.91,1045.78 1106.81,1045.48 1105.14,1045.24 1104.72,1045.18 1102.62,1044.87 1100.52,1044.56 1098.42,1044.25 1096.33,1043.93 1094.23,1043.61 1092.13,1043.29 1090.03,1042.96 1087.94,1042.63 1087.94,1042.63 1085.84,1042.3 1083.74,1041.97 1081.64,1041.63 1079.55,1041.28 1077.45,1040.94 1075.35,1040.59 1073.25,1040.24 1072.06,1040.03 1071.16,1039.88 1069.06,1039.52 1066.96,1039.16 1064.86,1038.79 1062.77,1038.42 1060.67,1038.05 1058.57,1037.67 1057.24,1037.43 1056.47,1037.29 1054.38,1036.91 1052.28,1036.52 1050.18,1036.13 1048.08,1035.74 1045.99,1035.34 1043.89,1034.94 1043.31,1034.83 1041.79,1034.54 1039.69,1034.13 1037.6,1033.72 1035.5,1033.3 1033.4,1032.89 1031.3,1032.46 1030.13,1032.23 1029.21,1032.04 1027.11,1031.61 1025.01,1031.18 1022.91,1030.74 1020.82,1030.31 1018.72,1029.86 1017.6,1029.62 1016.62,1029.42 1014.52,1028.97 1012.42,1028.51 1010.33,1028.06 1008.23,1027.6 1006.13,1027.13 1005.64,1027.02 1004.03,1026.67 1001.94,1026.2 999.84,1025.72 997.742,1025.24 995.645,1024.76 994.179,1024.42 993.547,1024.27 991.449,1023.79 989.352,1023.29 987.254,1022.8 985.157,1022.3 983.173,1021.82 983.059,1021.79 980.962,1021.28 978.864,1020.77 976.767,1020.26 974.669,1019.74 972.579,1019.22 972.572,1019.21 970.474,1018.69 968.376,1018.16 966.279,1017.62 964.181,1017.09 962.359,1016.61 962.084,1016.54 959.986,1016 957.889,1015.45 955.791,1014.9 953.694,1014.34 952.481,1014.01 951.596,1013.78 949.499,1013.21 947.401,1012.64 945.303,1012.07 943.206,1011.49 942.915,1011.41 941.108,1010.91 939.011,1010.33 936.913,1009.74 934.816,1009.14 933.643,1008.81 932.718,1008.55 930.621,1007.94 928.523,1007.34 926.426,1006.73 924.64,1006.21 924.328,1006.12 922.23,1005.5 920.133,1004.88 918.035,1004.25 915.938,1003.62 915.891,1003.6 913.84,1002.98 911.743,1002.35 909.645,1001.7 907.548,1001.05 907.382,1001 905.45,1000.4 903.353,999.746 901.255,999.086 899.157,998.42 899.096,998.4 897.06,997.751 894.962,997.077 892.865,996.399 891.023,995.798 890.767,995.715 888.67,995.028 886.572,994.336 884.475,993.64 883.151,993.196 882.377,992.938 880.28,992.233 878.182,991.522 876.084,990.807 875.468,990.594 873.987,990.087 871.889,989.362 869.792,988.632 867.965,987.992 867.694,987.898 865.597,987.159 863.499,986.415 861.402,985.665 860.638,985.39 859.304,984.912 857.207,984.153 855.109,983.388 853.474,982.788 853.011,982.619 850.914,981.845 848.816,981.066 846.719,980.281 846.469,980.186 844.621,979.491 842.524,978.696 840.426,977.895 839.619,977.584 838.329,977.089 836.231,976.278 834.134,975.462 832.913,974.982 832.036,974.639 829.938,973.812 827.841,972.978 826.348,972.38 825.743,972.139 823.646,971.294 821.548,970.444 819.92,969.778 819.451,969.587 817.353,968.725 815.256,967.857 813.623,967.176 813.158,966.983 811.061,966.103 808.963,965.216 807.455,964.574 806.866,964.324 804.768,963.425 802.67,962.52 801.411,961.972 800.573,961.609 798.475,960.691 796.378,959.767 795.486,959.37 794.28,958.836 792.183,957.898 790.085,956.954 789.677,956.768 787.988,956.003 785.89,955.045 783.982,954.166 783.793,954.079 781.695,953.107 779.597,952.128 778.4,951.564 777.5,951.141 775.402,950.147 773.305,949.146 772.923,948.962 771.207,948.137 769.11,947.12 767.554,946.36 767.012,946.096 764.915,945.063 762.817,944.023 762.287,943.758 760.72,942.975 758.622,941.918 757.122,941.156 756.524,940.853 754.427,939.779 752.329,938.697 752.054,938.554 750.232,937.606 748.134,936.506 747.086,935.952 746.037,935.397 743.939,934.279 742.211,933.35 741.842,933.151 739.744,932.014 737.647,930.867 737.43,930.748 735.549,929.71 733.451,928.543 732.743,928.146 731.354,927.366 729.256,926.178 728.146,925.544 727.159,924.98 725.061,923.77 723.637,922.942 722.964,922.55 720.866,921.317 719.216,920.34 718.769,920.074 716.671,918.818 714.883,917.738 714.574,917.551 712.476,916.27 710.635,915.136 710.378,914.978 708.281,913.671 706.472,912.534 706.183,912.352 704.086,911.018 702.393,909.932 701.988,909.671 699.891,908.308 698.398,907.33 697.793,906.932 695.696,905.54 694.484,904.728 693.598,904.132 691.501,902.708 690.651,902.126 689.403,901.266 687.305,899.809 686.898,899.524 685.208,898.332 683.225,896.922 683.11,896.839 681.013,895.324 679.635,894.32 678.915,893.792 676.818,892.239 676.121,891.718 674.72,890.663 672.684,889.116 672.623,889.069 670.525,887.448 669.328,886.514 668.428,885.805 666.33,884.138 666.047,883.912 664.232,882.443 662.846,881.31 662.135,880.723 660.037,878.975 659.719,878.708 657.94,877.195 656.671,876.106 655.842,875.386 653.745,873.547 653.696,873.504 651.647,871.667 650.801,870.902 649.55,869.754 647.98,868.3 647.452,867.804 645.355,865.814 645.233,865.698 643.257,863.775 642.565,863.096 641.159,861.692 639.971,860.494 639.062,859.561 637.451,857.892 636.964,857.377 635.007,855.29 634.867,855.137 632.769,852.832 632.639,852.688 630.672,850.458 630.346,850.085 628.574,848.01 628.129,847.483 626.477,845.481 625.987,844.881 624.379,842.862 623.92,842.279 622.282,840.143 621.928,839.677 620.184,837.313 620.011,837.075 618.17,834.473 618.086,834.352 616.406,831.871 615.989,831.234 614.717,829.269 613.891,827.945 613.103,826.667 611.794,824.457 611.564,824.065 610.102,821.463 609.696,820.706 608.717,818.861 607.599,816.645 607.406,816.259 606.174,813.657 605.501,812.151 605.017,811.055 603.936,808.453 603.404,807.079 602.932,805.851 602.006,803.249 601.306,801.115 601.154,800.647 600.383,798.045 599.686,795.443 599.209,793.445 599.066,792.841 598.525,790.239 598.061,787.637 597.673,785.035 597.363,782.433 597.129,779.831 597.111,779.527 596.975,777.229 596.897,774.627 596.897,772.025 596.975,769.423 597.111,767.125 597.129,766.821 597.363,764.219 597.673,761.617 598.061,759.015 598.525,756.413 599.066,753.811 599.209,753.207 599.686,751.209 600.383,748.607 601.154,746.005 601.306,745.537 602.006,743.403 602.932,740.801 603.404,739.573 603.936,738.199 605.017,735.597 605.501,734.501 606.174,732.995 607.406,730.393 607.599,730.007 608.717,727.791 609.696,725.946 610.102,725.189 611.564,722.587 611.794,722.195 613.103,719.985 613.891,718.707 614.717,717.383 615.989,715.418 616.406,714.781 618.086,712.3 618.17,712.179 620.011,709.577 620.184,709.339 621.928,706.975 622.282,706.509 623.92,704.373 624.379,703.79 625.987,701.771 626.477,701.171 628.129,699.168 628.574,698.642 630.346,696.566 630.672,696.194 632.639,693.964 632.769,693.819 634.867,691.515 635.007,691.362 636.964,689.275 637.451,688.76 639.062,687.091 639.971,686.158 641.159,684.96 642.565,683.556 643.257,682.877 645.233,680.954 645.355,680.838 647.452,678.848 647.98,678.352 649.55,676.898 650.801,675.75 651.647,674.985 653.696,673.148 653.745,673.105 655.842,671.266 656.671,670.546 657.94,669.457 659.719,667.944 660.037,667.677 662.135,665.929 662.846,665.342 664.232,664.209 666.047,662.74 666.33,662.514 668.428,660.847 669.328,660.138 670.525,659.204 672.623,657.583 672.684,657.536 674.72,655.989 676.121,654.934 676.818,654.413 678.915,652.86 679.635,652.332 681.013,651.328 683.11,649.812 683.225,649.73 685.208,648.32 686.898,647.128 687.305,646.843 689.403,645.386 690.651,644.526 691.501,643.944 693.598,642.52 694.484,641.924 695.696,641.112 697.793,639.72 698.398,639.322 699.891,638.344 701.988,636.981 702.393,636.72 704.086,635.634 706.183,634.3 706.472,634.118 708.281,632.981 710.378,631.674 710.635,631.516 712.476,630.382 714.574,629.101 714.883,628.914 716.671,627.834 718.769,626.578 719.216,626.312 720.866,625.335 722.964,624.102 723.637,623.71 725.061,622.882 727.159,621.672 728.146,621.108 729.256,620.474 731.354,619.286 732.743,618.506 733.451,618.109 735.549,616.942 737.43,615.904 737.647,615.785 739.744,614.638 741.842,613.501 742.211,613.302 743.939,612.373 746.037,611.255 747.086,610.7 748.134,610.146 750.232,609.046 752.054,608.098 752.329,607.955 754.427,606.873 756.524,605.799 757.122,605.496 758.622,604.734 760.72,603.677 762.287,602.894 762.817,602.629 764.915,601.589 767.012,600.556 767.554,600.292 769.11,599.532 771.207,598.515 772.923,597.69 773.305,597.506 775.402,596.505 777.5,595.511 778.4,595.088 779.597,594.524 781.695,593.545 783.793,592.573 783.982,592.486 785.89,591.607 787.988,590.649 789.677,589.884 790.085,589.698 792.183,588.754 794.28,587.816 795.486,587.282 796.378,586.885 798.475,585.961 800.573,585.043 801.411,584.68 802.67,584.132 804.768,583.227 806.866,582.328 807.455,582.078 808.963,581.435 811.061,580.549 813.158,579.669 813.623,579.476 815.256,578.795 817.353,577.927 819.451,577.065 819.92,576.874 821.548,576.208 823.646,575.358 825.743,574.513 826.348,574.272 827.841,573.674 829.938,572.84 832.036,572.013 832.913,571.67 834.134,571.19 836.231,570.374 838.329,569.562 839.619,569.068 840.426,568.757 842.524,567.956 844.621,567.161 846.469,566.466 846.719,566.371 848.816,565.586 850.914,564.807 853.011,564.033 853.474,563.864 855.109,563.264 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758.622,997.078 760.72,997.817 762.391,998.4 762.817,998.55 764.915,999.278 767.012,1000 769.11,1000.72 769.961,1001 771.207,1001.43 773.305,1002.13 775.402,1002.83 777.5,1003.52 777.753,1003.6 779.597,1004.21 781.695,1004.89 783.793,1005.57 785.788,1006.21 785.89,1006.24 787.988,1006.91 790.085,1007.57 792.183,1008.22 794.082,1008.81 794.28,1008.87 796.378,1009.51 798.475,1010.15 800.573,1010.79 802.653,1011.41 802.67,1011.42 804.768,1012.04 806.866,1012.66 808.963,1013.27 811.061,1013.88 811.529,1014.01 813.158,1014.48 815.256,1015.08 817.353,1015.67 819.451,1016.26 820.73,1016.61 821.548,1016.84 823.646,1017.42 825.743,1017.99 827.841,1018.56 829.938,1019.12 830.285,1019.22 832.036,1019.68 834.134,1020.24 836.231,1020.79 838.329,1021.33 840.234,1021.82 840.426,1021.87 842.524,1022.4 844.621,1022.93 846.719,1023.46 848.816,1023.98 850.62,1024.42 850.914,1024.49 853.011,1025 855.109,1025.51 857.207,1026.01 859.304,1026.51 861.402,1027 861.491,1027.02 863.499,1027.49 865.597,1027.97 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983.059,1048.31 985.157,1048.56 987.254,1048.81 989.352,1049.05 991.449,1049.29 993.547,1049.52 995.645,1049.75 997.742,1049.98 999.84,1050.2 1001.94,1050.42 1002.1,1050.44 1004.03,1050.64 1006.13,1050.85 1008.23,1051.06 1010.33,1051.26 1012.42,1051.47 1014.52,1051.66 1016.62,1051.86 1018.72,1052.05 1020.82,1052.23 1022.91,1052.42 1025.01,1052.6 1027.11,1052.77 1029.21,1052.94 1030.46,1053.04 1031.3,1053.11 1033.4,1053.27 1035.5,1053.44 1037.6,1053.59 1039.69,1053.75 1041.79,1053.9 1043.89,1054.04 1045.99,1054.19 1048.08,1054.32 1050.18,1054.46 1052.28,1054.59 1054.38,1054.72 1056.47,1054.84 1058.57,1054.97 1060.67,1055.08 1062.77,1055.2 1064.86,1055.31 1066.96,1055.42 1069.06,1055.52 1071.16,1055.62 1071.73,1055.64 1073.25,1055.71 1075.35,1055.81 1077.45,1055.9 1079.55,1055.98 1081.64,1056.06 1083.74,1056.14 1085.84,1056.22 1087.94,1056.29 1090.03,1056.36 1092.13,1056.42 1094.23,1056.48 1096.33,1056.54 1098.42,1056.59 1100.52,1056.64 1102.62,1056.69 1104.72,1056.73 1106.81,1056.77 1108.91,1056.81 1111.01,1056.84 1113.11,1056.87 1115.2,1056.9 1117.3,1056.92 1119.4,1056.94 1121.5,1056.95 1123.59,1056.97 1125.69,1056.97 1127.79,1056.98 1129.89,1056.98 1131.98,1056.98 1134.08,1056.97 1136.18,1056.96 1138.28,1056.95 1140.38,1056.93 1142.47,1056.91 1144.57,1056.89 1146.67,1056.86 1148.77,1056.83 1150.86,1056.8 1152.96,1056.76 1155.06,1056.72 1157.16,1056.68 1159.25,1056.63 1161.35,1056.58 1163.45,1056.52 1165.55,1056.47 1167.64,1056.41 1169.74,1056.34 1171.84,1056.27 1173.94,1056.2 1176.03,1056.12 1178.13,1056.04 1180.23,1055.96 1182.33,1055.88 1184.42,1055.79 1186.52,1055.69 1187.57,1055.64 1188.62,1055.6 1190.72,1055.5 1192.81,1055.39 1194.91,1055.28 1197.01,1055.17 1199.11,1055.06 1201.2,1054.94 1203.3,1054.82 1205.4,1054.69 1207.5,1054.57 1209.59,1054.43 1211.69,1054.3 1213.79,1054.16 1215.89,1054.02 1217.98,1053.87 1220.08,1053.72 1222.18,1053.57 1224.28,1053.41 1226.37,1053.25 1228.47,1053.09 1229.02,1053.04 1230.57,1052.92 1232.67,1052.75 1234.76,1052.57 1236.86,1052.39 1238.96,1052.21 1241.06,1052.02 1243.15,1051.84 1245.25,1051.64 1247.35,1051.45 1249.45,1051.25 1251.54,1051.04 1253.64,1050.83 1255.74,1050.62 1257.53,1050.44 1257.84,1050.41 1259.94,1050.19 1262.03,1049.97 1264.13,1049.74 1266.23,1049.51 1268.33,1049.28 1270.42,1049.04 1272.52,1048.8 1274.62,1048.56 1276.72,1048.31 1278.81,1048.06 1280.61,1047.84 1280.91,1047.8 1283.01,1047.54 1285.11,1047.28 1287.2,1047.01 1289.3,1046.74 1291.4,1046.47 1293.5,1046.19 1295.59,1045.91 1297.69,1045.62 1299.79,1045.33 1300.46,1045.24 1301.89,1045.04 1303.98,1044.74 1306.08,1044.44 1308.18,1044.13 1310.28,1043.82 1312.37,1043.51 1314.47,1043.19 1316.57,1042.87 1318.11,1042.63 1318.67,1042.55 1320.76,1042.22 1322.86,1041.89 1324.96,1041.55 1327.06,1041.21 1329.15,1040.86 1331.25,1040.52 1333.35,1040.16 1334.13,1040.03 1335.45,1039.81 1337.54,1039.45 1339.64,1039.08 1341.74,1038.71 1343.84,1038.34 1345.93,1037.96 1348.03,1037.58 1348.86,1037.43 1350.13,1037.2 1352.23,1036.81 1354.32,1036.41 1356.42,1036.02 1358.52,1035.61 1360.62,1035.21 1362.56,1034.83 1362.71,1034.8 1364.81,1034.38 1366.91,1033.96 1369.01,1033.54 1371.11,1033.11 1373.2,1032.68 1375.3,1032.25 1375.4,1032.23 1377.4,1031.81 1379.5,1031.36 1381.59,1030.91 1383.69,1030.46 1385.79,1030 1387.5,1029.62 1387.89,1029.54 1389.98,1029.07 1392.08,1028.6 1394.18,1028.12 1396.28,1027.64 1398.37,1027.16 1398.95,1027.02 1400.47,1026.67 1402.57,1026.17 1404.67,1025.67 1406.76,1025.17 1408.86,1024.66 1409.85,1024.42 1410.96,1024.15 1413.06,1023.63 1415.15,1023.11 1417.25,1022.58 1419.35,1022.05 1420.25,1021.82 1421.45,1021.51 1423.54,1020.97 1425.64,1020.42 1427.74,1019.87 1429.84,1019.31 1430.2,1019.22 1431.93,1018.75 1434.03,1018.18 1436.13,1017.61 1438.23,1017.03 1439.74,1016.61 1440.32,1016.45 1442.42,1015.86 1444.52,1015.27 1446.62,1014.67 1448.71,1014.07 1448.92,1014.01 1450.81,1013.46 1452.91,1012.85 1455.01,1012.23 1457.1,1011.6 1457.75,1011.41 1459.2,1010.97 1461.3,1010.34 1463.4,1009.69 1465.49,1009.05 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630.346,850.085 628.574,848.01 628.129,847.483 626.477,845.481 625.987,844.881 624.379,842.862 623.92,842.279 622.282,840.143 621.928,839.677 620.184,837.313 620.011,837.075 618.17,834.473 618.086,834.352 616.406,831.871 615.989,831.234 614.717,829.269 613.891,827.945 613.103,826.667 611.794,824.457 611.564,824.065 610.102,821.463 609.696,820.706 608.717,818.861 607.599,816.645 607.406,816.259 606.174,813.657 605.501,812.151 605.017,811.055 603.936,808.453 603.404,807.079 602.932,805.851 602.006,803.249 601.306,801.115 601.154,800.647 600.383,798.045 599.686,795.443 599.209,793.445 599.066,792.841 598.525,790.239 598.061,787.637 597.673,785.035 597.363,782.433 597.129,779.831 597.111,779.527 596.975,777.229 596.897,774.627 596.897,772.025 596.975,769.423 597.111,767.125 597.129,766.821 597.363,764.219 597.673,761.617 598.061,759.015 598.525,756.413 599.066,753.811 599.209,753.207 599.686,751.209 600.383,748.607 601.154,746.005 601.306,745.537 602.006,743.403 602.932,740.801 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758.622,604.734 760.72,603.677 762.287,602.894 762.817,602.629 764.915,601.589 767.012,600.556 767.554,600.292 769.11,599.532 771.207,598.515 772.923,597.69 773.305,597.506 775.402,596.505 777.5,595.511 778.4,595.088 779.597,594.524 781.695,593.545 783.793,592.573 783.982,592.486 785.89,591.607 787.988,590.649 789.677,589.884 790.085,589.698 792.183,588.754 794.28,587.816 795.486,587.282 796.378,586.885 798.475,585.961 800.573,585.043 801.411,584.68 802.67,584.132 804.768,583.227 806.866,582.328 807.455,582.078 808.963,581.435 811.061,580.549 813.158,579.669 813.623,579.476 815.256,578.795 817.353,577.927 819.451,577.065 819.92,576.874 821.548,576.208 823.646,575.358 825.743,574.513 826.348,574.272 827.841,573.674 829.938,572.84 832.036,572.013 832.913,571.67 834.134,571.19 836.231,570.374 838.329,569.562 839.619,569.068 840.426,568.757 842.524,567.956 844.621,567.161 846.469,566.466 846.719,566.371 848.816,565.586 850.914,564.807 853.011,564.033 853.474,563.864 855.109,563.264 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962.359,530.037 964.181,529.566 966.279,529.028 968.376,528.494 970.474,527.964 972.572,527.437 972.579,527.435 974.669,526.914 976.767,526.395 978.864,525.88 980.962,525.368 983.059,524.861 983.173,524.833 985.157,524.356 987.254,523.856 989.352,523.359 991.449,522.866 993.547,522.377 994.179,522.231 995.645,521.892 997.742,521.41 999.84,520.931 1001.94,520.457 1004.03,519.986 1005.64,519.629 1006.13,519.518 1008.23,519.054 1010.33,518.594 1012.42,518.137 1014.52,517.684 1016.62,517.235 1017.6,517.027 1018.72,516.789 1020.82,516.346 1022.91,515.907 1025.01,515.472 1027.11,515.04 1029.21,514.612 1030.13,514.425 1031.3,514.187 1033.4,513.766 1035.5,513.348 1037.6,512.934 1039.69,512.523 1041.79,512.116 1043.31,511.823 1043.89,511.712 1045.99,511.311 1048.08,510.914 1050.18,510.521 1052.28,510.13 1054.38,509.744 1056.47,509.361 1057.24,509.221 1058.57,508.981 1060.67,508.604 1062.77,508.231 1064.86,507.861 1066.96,507.495 1069.06,507.132 1071.16,506.773 1072.06,506.619 1073.25,506.417 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      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# hide\n",
    "\n",
    "using Contour\n",
    "\n",
    "xs = range(1,2e4,1000)\n",
    "ys = range(-2e3,2e3,1000)\n",
    "c = 172e-9\n",
    "\n",
    "plt = plot()    \n",
    "plot!(plt, xlabel=\"Downwind distance (km)\", ylabel=\"Crosswind distance (km)\", title=\"172ppbv isopleth at 2m elevation\", legend=:topright)\n",
    "\n",
    "for s in sets\n",
    "    pl = plume(scn, GaussianPlume, s.eqn; plumerise=false)\n",
    "    pl_zs = [pl(xi,yi,2.0) for xi in xs, yi in ys]\n",
    "    ctr = Contour.contour(xs,ys,pl_zs,c)\n",
    "    pl_xs, pl_ys = coordinates(first(lines(ctr)))\n",
    "    plot!(plt, pl_xs.*1e-3, pl_ys.*1e-3, color=s.color, linestyle=s.linestyle, lw=s.lw, label=s.name)\n",
    "end\n",
    "\n",
    "plot(plt, xlims=(0,20), ylims=(-1,1))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "20e87393-a5c0-4a27-be18-acb95b2277f2",
   "metadata": {},
   "source": [
    "The above was assuming no plume rise, however the relative differences are much more pronounced when plume rise is included."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "35ccfbee-b694-4674-aae9-b4ac72d65c8f",
   "metadata": {},
   "outputs": [],
   "source": [
    "conc = plume(scn, GaussianPlume; plumerise=true);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bad07a56-571f-40b3-a808-8eafb600a543",
   "metadata": {},
   "source": [
    "Plotted below is the same downwind concentration plot as above, but incorporating the Briggs' plume rise model. Since this leads to a greater overall dispersion, the concentration is much smaller (everything is well below the AAQO at ground level, which is good news). However this adds another dimension along which the models can vary: plume rise is a function of windspeed, and overall dispersion is a function of plume rise. These different sets of correlations lead to the plume rising to a different elevation, and also dispersing to a differing degree, magnifying the differences between them. In this case there is up to a ~30&times; difference between the max concentrations predicted between the urban and rural case."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "c1ee8ac8-e76a-41b0-8a34-aa6194d22474",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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752.522,1182.85 754.553,1183.66 756.583,1184.45 758.614,1185.24 760.645,1186.03 762.676,1186.81 764.707,1187.58 766.738,1188.35 768.768,1189.11 770.799,1189.86 772.83,1190.61 774.861,1191.36 776.892,1192.1 778.923,1192.83 780.953,1193.56 782.984,1194.28 785.015,1195 787.046,1195.71 789.077,1196.41 791.108,1197.12 793.138,1197.81 795.169,1198.5 797.2,1199.19 799.231,1199.87 801.262,1200.55 803.293,1201.22 805.323,1201.88 807.354,1202.55 809.385,1203.2 811.416,1203.86 813.447,1204.5 815.478,1205.15 817.508,1205.79 819.539,1206.42 821.57,1207.05 823.601,1207.68 825.632,1208.3 827.663,1208.92 829.693,1209.53 831.724,1210.14 833.755,1210.74 835.786,1211.34 837.817,1211.94 839.848,1212.53 841.878,1213.12 843.909,1213.71 845.94,1214.29 847.971,1214.86 850.002,1215.44 852.033,1216.01 854.063,1216.57 856.094,1217.13 858.125,1217.69 860.156,1218.25 862.187,1218.8 864.218,1219.35 866.248,1219.89 868.279,1220.43 870.31,1220.97 872.341,1221.5 874.372,1222.03 876.403,1222.56 878.433,1223.08 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496.637,1308.58 498.668,1307.81 500.699,1307.03 502.73,1306.25 504.76,1305.48 506.791,1304.7 508.822,1303.93 510.853,1303.16 512.884,1302.39 514.915,1301.63 516.945,1300.86 518.976,1300.1 521.007,1299.34 523.038,1298.58 525.069,1297.82 527.1,1297.07 529.13,1296.31 531.161,1295.56 533.192,1294.81 535.223,1294.07 537.254,1293.32 539.285,1292.58 541.315,1291.84 543.346,1291.1 545.377,1290.37 547.408,1289.64 549.439,1288.9 551.47,1288.18 553.5,1287.45 555.531,1286.73 557.562,1286.01 559.593,1285.29 561.624,1284.58 563.655,1283.86 565.685,1283.16 567.716,1282.45 569.747,1281.74 571.778,1281.04 573.809,1280.34 575.839,1279.65 577.87,1278.96 579.901,1278.27 581.932,1277.58 583.963,1276.89 585.994,1276.21 588.024,1275.53 590.055,1274.86 592.086,1274.18 594.117,1273.51 596.148,1272.85 598.179,1272.18 600.209,1271.52 602.24,1270.86 604.271,1270.21 606.302,1269.56 608.333,1268.91 610.364,1268.26 612.394,1267.62 614.425,1266.98 616.456,1266.34 618.487,1265.71 620.518,1265.08 622.549,1264.45 624.579,1263.83 626.61,1263.2 628.641,1262.59 630.672,1261.97 632.703,1261.36 634.734,1260.75 636.764,1260.14 638.795,1259.54 640.826,1258.94 642.857,1258.34 644.888,1257.75 646.919,1257.16 648.949,1256.57 650.98,1255.99 653.011,1255.4 655.042,1254.83 657.073,1254.25 659.104,1253.68 661.134,1253.11 663.165,1252.55 665.196,1251.98 667.227,1251.42 669.258,1250.87 671.289,1250.31 673.319,1249.76 675.35,1249.22 677.381,1248.67 679.412,1248.13 681.443,1247.59 683.474,1247.06 685.504,1246.53 687.535,1246 689.566,1245.47 691.597,1244.95 693.628,1244.43 695.659,1243.91 697.689,1243.4 699.72,1242.89 701.751,1242.38 703.782,1241.88 705.813,1241.37 707.844,1240.88 709.874,1240.38 711.905,1239.89 713.936,1239.4 715.967,1238.91 717.998,1238.43 720.029,1237.95 722.059,1237.47 724.09,1236.99 726.121,1236.52 728.152,1236.05 730.183,1235.59 732.214,1235.12 734.244,1234.66 736.275,1234.21 738.306,1233.75 740.337,1233.3 742.368,1232.85 744.398,1232.41 746.429,1231.96 748.46,1231.52 750.491,1231.08 752.522,1230.65 754.553,1230.22 756.583,1229.79 758.614,1229.36 760.645,1228.94 762.676,1228.52 764.707,1228.1 766.738,1227.68 768.768,1227.27 770.799,1226.86 772.83,1226.45 774.861,1226.05 776.892,1225.65 778.923,1225.25 780.953,1224.85 782.984,1224.46 785.015,1224.07 787.046,1223.68 789.077,1223.29 791.108,1222.91 793.138,1222.53 795.169,1222.15 797.2,1221.77 799.231,1221.4 801.262,1221.03 803.293,1220.66 805.323,1220.3 807.354,1219.93 809.385,1219.57 811.416,1219.22 813.447,1218.86 815.478,1218.51 817.508,1218.16 819.539,1217.81 821.57,1217.46 823.601,1217.12 825.632,1216.78 827.663,1216.44 829.693,1216.1 831.724,1215.77 833.755,1215.44 835.786,1215.11 837.817,1214.78 839.848,1214.46 841.878,1214.14 843.909,1213.82 845.94,1213.5 847.971,1213.19 850.002,1212.87 852.033,1212.56 854.063,1212.26 856.094,1211.95 858.125,1211.65 860.156,1211.35 862.187,1211.05 864.218,1210.75 866.248,1210.45 868.279,1210.16 870.31,1209.87 872.341,1209.58 874.372,1209.3 876.403,1209.01 878.433,1208.73 880.464,1208.45 882.495,1208.17 884.526,1207.9 886.557,1207.63 888.588,1207.35 890.618,1207.08 892.649,1206.82 894.68,1206.55 896.711,1206.29 898.742,1206.03 900.772,1205.77 902.803,1205.51 904.834,1205.26 906.865,1205 908.896,1204.75 910.927,1204.5 912.957,1204.26 914.988,1204.01 917.019,1203.77 919.05,1203.53 921.081,1203.29 923.112,1203.05 925.142,1202.81 927.173,1202.58 929.204,1202.35 931.235,1202.12 933.266,1201.89 935.297,1201.66 937.327,1201.44 939.358,1201.22 941.389,1200.99 943.42,1200.77 945.451,1200.56 947.482,1200.34 949.512,1200.13 951.543,1199.92 953.574,1199.71 955.605,1199.5 957.636,1199.29 959.667,1199.09 961.697,1198.88 963.728,1198.68 965.759,1198.48 967.79,1198.28 969.821,1198.08 971.852,1197.89 973.882,1197.7 975.913,1197.5 977.944,1197.31 979.975,1197.13 982.006,1196.94 984.037,1196.75 986.067,1196.57 988.098,1196.39 990.129,1196.21 992.16,1196.03 994.191,1195.85 996.222,1195.68 998.252,1195.5 1000.28,1195.33 1002.31,1195.16 1004.34,1194.99 1006.38,1194.82 1008.41,1194.65 1010.44,1194.49 1012.47,1194.33 1014.5,1194.16 1016.53,1194 1018.56,1193.84 1020.59,1193.69 1022.62,1193.53 1024.65,1193.37 1026.68,1193.22 1028.71,1193.07 1030.75,1192.92 1032.78,1192.77 1034.81,1192.62 1036.84,1192.47 1038.87,1192.33 1040.9,1192.19 1042.93,1192.04 1044.96,1191.9 1046.99,1191.76 1049.02,1191.62 1051.05,1191.49 1053.08,1191.35 1055.12,1191.22 1057.15,1191.08 1059.18,1190.95 1061.21,1190.82 1063.24,1190.69 1065.27,1190.57 1067.3,1190.44 1069.33,1190.31 1071.36,1190.19 1073.39,1190.07 1075.42,1189.95 1077.45,1189.83 1079.49,1189.71 1081.52,1189.59 1083.55,1189.47 1085.58,1189.36 1087.61,1189.24 1089.64,1189.13 1091.67,1189.02 1093.7,1188.91 1095.73,1188.8 1097.76,1188.69 1099.79,1188.58 1101.82,1188.47 1103.86,1188.37 1105.89,1188.27 1107.92,1188.16 1109.95,1188.06 1111.98,1187.96 1114.01,1187.86 1116.04,1187.76 1118.07,1187.67 1120.1,1187.57 1122.13,1187.48 1124.16,1187.38 1126.19,1187.29 1128.23,1187.2 1130.26,1187.11 1132.29,1187.02 1134.32,1186.93 1136.35,1186.84 1138.38,1186.75 1140.41,1186.67 1142.44,1186.59 1144.47,1186.5 1146.5,1186.42 1148.53,1186.34 1150.56,1186.26 1152.6,1186.18 1154.63,1186.1 1156.66,1186.02 1158.69,1185.95 1160.72,1185.87 1162.75,1185.8 1164.78,1185.72 1166.81,1185.65 1168.84,1185.58 1170.87,1185.51 1172.9,1185.44 1174.93,1185.37 1176.97,1185.3 1179,1185.23 1181.03,1185.17 1183.06,1185.1 1185.09,1185.04 1187.12,1184.97 1189.15,1184.91 1191.18,1184.85 1193.21,1184.79 1195.24,1184.73 1197.27,1184.67 1199.3,1184.61 1201.34,1184.55 1203.37,1184.5 1205.4,1184.44 1207.43,1184.39 1209.46,1184.33 1211.49,1184.28 1213.52,1184.23 1215.55,1184.18 1217.58,1184.13 1219.61,1184.08 1221.64,1184.03 1223.67,1183.98 1225.71,1183.93 1227.74,1183.88 1229.77,1183.84 1231.8,1183.79 1233.83,1183.75 1235.86,1183.71 1237.89,1183.66 1239.92,1183.62 1241.95,1183.58 1243.98,1183.54 1246.01,1183.5 1248.04,1183.46 1250.08,1183.42 1252.11,1183.39 1254.14,1183.35 1256.17,1183.31 1258.2,1183.28 1260.23,1183.24 1262.26,1183.21 1264.29,1183.18 1266.32,1183.14 1268.35,1183.11 1270.38,1183.08 1272.41,1183.05 1274.45,1183.02 1276.48,1182.99 1278.51,1182.96 1280.54,1182.93 1282.57,1182.91 1284.6,1182.88 1286.63,1182.86 1288.66,1182.83 1290.69,1182.81 1292.72,1182.78 1294.75,1182.76 1296.78,1182.74 1298.82,1182.72 1300.85,1182.69 1302.88,1182.67 1304.91,1182.65 1306.94,1182.64 1308.97,1182.62 1311,1182.6 1313.03,1182.58 1315.06,1182.56 1317.09,1182.55 1319.12,1182.53 1321.15,1182.52 1323.19,1182.5 1325.22,1182.49 1327.25,1182.48 1329.28,1182.46 1331.31,1182.45 1333.34,1182.44 1335.37,1182.43 1337.4,1182.42 1339.43,1182.41 1341.46,1182.4 1343.49,1182.39 1345.52,1182.38 1347.56,1182.38 1349.59,1182.37 1351.62,1182.36 1353.65,1182.36 1355.68,1182.35 1357.71,1182.35 1359.74,1182.34 1361.77,1182.34 1363.8,1182.34 1365.83,1182.33 1367.86,1182.33 1369.89,1182.33 1371.93,1182.33 1373.96,1182.33 1375.99,1182.33 1378.02,1182.33 1380.05,1182.33 1382.08,1182.33 1384.11,1182.33 1386.14,1182.33 1388.17,1182.34 1390.2,1182.34 1392.23,1182.34 1394.26,1182.35 1396.3,1182.35 1398.33,1182.36 1400.36,1182.36 1402.39,1182.37 1404.42,1182.38 1406.45,1182.38 1408.48,1182.39 1410.51,1182.4 1412.54,1182.41 1414.57,1182.42 1416.6,1182.42 1418.63,1182.43 1420.67,1182.44 1422.7,1182.46 1424.73,1182.47 1426.76,1182.48 1428.79,1182.49 1430.82,1182.5 1432.85,1182.52 1434.88,1182.53 1436.91,1182.54 1438.94,1182.56 1440.97,1182.57 1443,1182.59 1445.04,1182.6 1447.07,1182.62 1449.1,1182.63 1451.13,1182.65 1453.16,1182.67 1455.19,1182.68 1457.22,1182.7 1459.25,1182.72 1461.28,1182.74 1463.31,1182.76 1465.34,1182.78 1467.37,1182.8 1469.41,1182.82 1471.44,1182.84 1473.47,1182.86 1475.5,1182.88 1477.53,1182.9 1479.56,1182.92 1481.59,1182.94 1483.62,1182.97 1485.65,1182.99 1487.68,1183.01 1489.71,1183.04 1491.74,1183.06 1493.78,1183.08 1495.81,1183.11 1497.84,1183.13 1499.87,1183.16 1501.9,1183.18 1503.93,1183.21 1505.96,1183.24 1507.99,1183.26 1510.02,1183.29 1512.05,1183.32 1514.08,1183.35 1516.11,1183.37 1518.15,1183.4 1520.18,1183.43 1522.21,1183.46 1524.24,1183.49 1526.27,1183.52 1528.3,1183.55 1530.33,1183.58 1532.36,1183.61 1534.39,1183.64 1536.42,1183.67 1538.45,1183.7 1540.48,1183.73 1542.52,1183.77 1544.55,1183.8 1546.58,1183.83 1548.61,1183.87 1550.64,1183.9 1552.67,1183.93 1554.7,1183.97 1556.73,1184 1558.76,1184.03 1560.79,1184.07 1562.82,1184.1 1564.85,1184.14 1566.89,1184.17 1568.92,1184.21 1570.95,1184.25 1572.98,1184.28 1575.01,1184.32 1577.04,1184.36 1579.07,1184.39 1581.1,1184.43 1583.13,1184.47 1585.16,1184.51 1587.19,1184.55 1589.22,1184.58 1591.26,1184.62 1593.29,1184.66 1595.32,1184.7 1597.35,1184.74 1599.38,1184.78 1601.41,1184.82 1603.44,1184.86 1605.47,1184.9 1607.5,1184.94 1609.53,1184.98 1611.56,1185.02 1613.59,1185.07 1615.63,1185.11 1617.66,1185.15 1619.69,1185.19 1621.72,1185.23 1623.75,1185.28 1625.78,1185.32 1627.81,1185.36 1629.84,1185.41 1631.87,1185.45 1633.9,1185.49 1635.93,1185.54 1637.96,1185.58 1640,1185.62 1642.03,1185.67 1644.06,1185.71 1646.09,1185.76 1648.12,1185.8 1650.15,1185.85 1652.18,1185.9 1654.21,1185.94 1656.24,1185.99 1658.27,1186.03 1660.3,1186.08 1662.33,1186.13 1664.37,1186.17 1666.4,1186.22 1668.43,1186.27 1670.46,1186.32 1672.49,1186.36 1674.52,1186.41 1676.55,1186.46 1678.58,1186.51 1680.61,1186.56 1682.64,1186.61 1684.67,1186.65 1686.7,1186.7 1688.74,1186.75 1690.77,1186.8 1692.8,1186.85 1694.83,1186.9 1696.86,1186.95 1698.89,1187 1700.92,1187.05 1702.95,1187.1 1704.98,1187.15 1707.01,1187.2 1709.04,1187.25 1711.07,1187.31 1713.1,1187.36 1715.14,1187.41 1717.17,1187.46 1719.2,1187.51 1721.23,1187.56 1723.26,1187.62 1725.29,1187.67 1727.32,1187.72 1729.35,1187.77 1731.38,1187.83 1733.41,1187.88 1735.44,1187.93 1737.47,1187.99 1739.51,1188.04 1741.54,1188.09 1743.57,1188.15 1745.6,1188.2 1747.63,1188.25 1749.66,1188.31 1751.69,1188.36 1753.72,1188.42 1755.75,1188.47 1757.78,1188.53 1759.81,1188.58 1761.84,1188.64 1763.88,1188.69 1765.91,1188.75 1767.94,1188.8 1769.97,1188.86 1772,1188.91 1774.03,1188.97 1776.06,1189.03 1778.09,1189.08 1780.12,1189.14 1782.15,1189.19 1784.18,1189.25 1786.21,1189.31 1788.25,1189.36 1790.28,1189.42 1792.31,1189.48 1794.34,1189.54 1796.37,1189.59 1798.4,1189.65 1800.43,1189.71 1802.46,1189.77 1804.49,1189.82 1806.52,1189.88 1808.55,1189.94 1810.58,1190 1812.62,1190.06 1814.65,1190.11 1816.68,1190.17 1818.71,1190.23 1820.74,1190.29 1822.77,1190.35 1824.8,1190.41 1826.83,1190.47 1828.86,1190.53 1830.89,1190.59 1832.92,1190.65 1834.95,1190.71 1836.99,1190.76 1839.02,1190.82 1841.05,1190.88 1843.08,1190.94 1845.11,1191 1847.14,1191.06 1849.17,1191.12 1851.2,1191.19 1853.23,1191.25 1855.26,1191.31 1857.29,1191.37 1859.32,1191.43 1861.36,1191.49 1863.39,1191.55 1865.42,1191.61 1867.45,1191.67 1869.48,1191.73 1871.51,1191.79 1873.54,1191.86 1875.57,1191.92 1877.6,1191.98 1879.63,1192.04 1881.66,1192.1 1883.69,1192.16 1885.73,1192.23 1887.76,1192.29 1889.79,1192.35 1891.82,1192.41 1893.85,1192.48 1895.88,1192.54 1897.91,1192.6 1899.94,1192.66 1901.97,1192.73 1904,1192.79 1906.03,1192.85 1908.06,1192.91 1910.1,1192.98 1912.13,1193.04 1914.16,1193.1 1916.19,1193.17 1918.22,1193.23 1920.25,1193.29 1922.28,1193.36 1924.31,1193.42 1926.34,1193.48 1928.37,1193.55 1930.4,1193.61 1932.43,1193.68 1934.47,1193.74 1936.5,1193.8 1938.53,1193.87 1940.56,1193.93 1942.59,1194 1944.62,1194.06 1946.65,1194.12 1948.68,1194.19 1950.71,1194.25 1952.74,1194.32 1954.77,1194.38 1956.8,1194.45 1958.84,1194.51 1960.87,1194.58 1962.9,1194.64 1964.93,1194.71 1966.96,1194.77 1968.99,1194.84 1971.02,1194.9 1973.05,1194.97 1975.08,1195.03 1977.11,1195.1 1979.14,1195.16 1981.17,1195.23 1983.21,1195.29 1985.24,1195.36 1987.27,1195.42 1989.3,1195.49 1991.33,1195.56 1993.36,1195.62 1995.39,1195.69 1997.42,1195.75 1999.45,1195.82 2001.48,1195.89 2003.51,1195.95 2005.54,1196.02 2007.58,1196.08 2009.61,1196.15 2011.64,1196.22 2013.67,1196.28 2015.7,1196.35 2017.73,1196.41 2019.76,1196.48 2021.79,1196.55 2023.82,1196.61 2025.85,1196.68 2027.88,1196.75 2029.91,1196.81 2031.95,1196.88 2033.98,1196.95 2036.01,1197.01 2038.04,1197.08 2040.07,1197.15 2042.1,1197.21 2044.13,1197.28 2046.16,1197.35 2048.19,1197.42 2050.22,1197.48 2052.25,1197.55 2054.28,1197.62 2056.32,1197.68 2058.35,1197.75 2060.38,1197.82 2062.41,1197.89 2064.44,1197.95 2066.47,1198.02 2068.5,1198.09 2070.53,1198.16 2072.56,1198.22 2074.59,1198.29 2076.62,1198.36 2078.65,1198.43 2080.69,1198.49 2082.72,1198.56 2084.75,1198.63 2086.78,1198.7 2088.81,1198.76 2090.84,1198.83 2092.87,1198.9 2094.9,1198.97 2096.93,1199.04 2098.96,1199.1 2100.99,1199.17 2103.02,1199.24 2105.06,1199.31 2107.09,1199.38 2109.12,1199.44 2111.15,1199.51 2113.18,1199.58 2115.21,1199.65 2117.24,1199.72 2119.27,1199.78 2121.3,1199.85 2123.33,1199.92 2125.36,1199.99 2127.39,1200.06 2129.43,1200.13 2131.46,1200.19 2133.49,1200.26 2135.52,1200.33 2137.55,1200.4 2139.58,1200.47 2141.61,1200.54 2143.64,1200.6 2145.67,1200.67 2147.7,1200.74 2149.73,1200.81 2151.76,1200.88 2153.8,1200.95 2155.83,1201.02 2157.86,1201.08 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      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#hide\n",
    "xs = range(1,5e5,1000)\n",
    "kms = xs./1000\n",
    "\n",
    "plt = plot()    \n",
    "plot!(plt, xlabel=\"Downwind distance (km)\", ylabel=\"Concentration (ppbv)\", title=\"Downwind concentration at 2m elevation,\\n with plume rise\", legend=:topright)\n",
    "\n",
    "for s in sets\n",
    "    pl = plume(scn, GaussianPlume, s.eqn; plumerise=true)\n",
    "    plot!(plt, kms, pl.(xs,0,2).*1e9, color=s.color, linestyle=s.linestyle, lw=s.lw, label=s.name)\n",
    "end\n",
    "\n",
    "plot(plt)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "342a7ad0-834e-4b19-8592-60f3ba6919e0",
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    "## Final Thoughts\n",
    "\n",
    "I think the above illustrates the necessity of picking a standard set of correlations for use when screening scenarios at a particular plant (e.g. using either the CCPS urban or rural correlations as appropriate for the area around the plant) and being careful to keep these consistent. It also shows how seriously one should take the exact values generated by the models: not very. The dispersion model results are highly sensitive to the choice of correlations, and they are also quite sensitive to the other assumptions that go into a release scenario (e.g. atmospheric stability, wind-speed, mass emission rate). The results are really order of magnitude at best.\n",
    "\n",
    "It is often the case that chemical plants are situated at the periphery of cities, in areas that blur the line between \"urban\" and \"rural\". Also, cities grow and industrial areas fill in. A plant that was essentially rural may, overtime, fill in such that the urban correlations better represent the area. I think it is worth comparing the urban/rural models for a range of plausible results and considering whether assumptions made in the past about the area around the plant are still valid given changes in the area.\n",
    "\n",
    "There are other correlations, for wind-speed and for dispersion, that take into account the local surface roughness which could be used instead and the sensitivity to the models to assumptions about surface roughness could be evaluated. This would likely lead to a smaller range of values, and give a path for updating the screening model as the area around the plant changes (update the assumed surface roughness and re-run)."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c90bed20-01b0-4185-8c53-d2e3beb4ff37",
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    "## References\n",
    "    \n",
    "+ <a name=\"ccps-1999\">AIChE/CCPS</a>. *Guidelines for Consequence Analysis of Chemical Releases.* New York: American Institute of Chemical Engineers, 1999.\n",
    "+ <a name=\"bakkum-2005\">Bakkum</a>, E.A. and N.J. Duijm. \"Chapter 4 - Vapour Cloud Dispersion\" in *Methods for the Calculation of Physical Effects, CPR 14E*, 3rd ed. Edited by C.J.H. van den Bosch and R.A.P.M. Weterings. The Hague: TNO, 2005. [url](https://repository.tno.nl/islandora/object/uuid:4928209c-5998-4261-9393-3d55073e6e87)\n",
    "+ <a name=\"briggs-1973\">Briggs</a>, Gary A. *Diffusion Estimation for Small Emissions. Preliminary Report.* Oak Ridge: Air Resources Atmospheric Turbulence and Diffusion Laboratory, NOAA, 1973. [doi:10.2172/5118833](https://doi.org/10.2172/5118833)\n",
    "+ <a name=\"epa-1995\">EPA</a>. *User's Guide for the Industrial Source Complex (ISC3) Dispersion Models, vol 2.* Research Triangle Park, NC: Office of Air Quality Planning and Standards, US EPA, 1995. [EPA-454/B-95-003b](https://gaftp.epa.gov/Air/aqmg/SCRAM/models/other/isc3/isc3v2.pdf)\n",
    "+ <a name=\"griffiths-1994\">Griffiths</a>, R. F. \"Errors in the use of the Briggs parameterization for atmospheric dispersion coefficients.\" *Atmospheric Environment* 28, no. 17 (1994):2861-2865. [doi:10.1016/1352-2310(94)90086-8](https://doi.org/10.1016/1352-2310(94)90086-8)\n",
    "+ <a name=\"hanna-1982\">Hanna</a>, Steven R., Gary A. Briggs, and Rayford P. Hosker Jr. 1982. *Handbook on atmospheric diffusion*. Springfield, VA: National Technical Information Service, 1982. [doi:10.2172/5591108](https://doi.org/10.2172/5591108).\n",
    "+ <a name=\"lees-1996\">Lees</a>, Frank P. *Loss Prevention in the Process Industries*, 2nd ed. Oxford: Butterworth-Heinemann, 1996\n",
    "+ <a name=\"spicer-1989\">Spicer</a>, Thomas O. and Jerry A. Havens. 1989. *User's Guide for the DEGADIS 2.1 Dense Gas dispersion Model*. Research Triangle Park, NC: Office of Air Quality Planning and Standards, US EPA, 1989. [EPA-450/4-89-019](https://nepis.epa.gov/Exe/ZyNET.exe/2000J5GU.txt)\n",
    "+ <a name=\"seinfeld-1986\">Seinfeld</a>, John H. *Atmospheric Chemistry and Physics of Air Pollution.* New York: John Wiley and Sons, 1986.\n",
    "+ <a name=\"turner-1970\">Turner</a>, D. Bruce. *Workbook of Atmospheric Dispersion Estimates.* Research Triangle Park, NC: Office of Air Programs, US EPA, 1970."
   ]
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