{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "# Variance Ellipses\n",
    "\n",
    "In this lab, you'll be working with current meter data, that is, observations of the horizontal ocean currents made from a fixed point. The main analysis tool we will learn are variance ellipses, a fundamental tool for analyzing velocity datasets or any kind of bivariate (or complex-valued) data.  You'll see their relationship to the two-dimensional histogram, and will learn some associated analysis and visualization ideas, in particular the value of finding a suitable coordinate rotation. \n",
    "\n",
    "For this assignment, we are going to use a mooring from the Labrador Current on the west side of the Labrador Sea known as the ‘m1244’ mooring. Please download my version of it [here](https://www.dropbox.com/s/4ljiai4zskcxvyf/m1244.nc?dl=0). (This is included in the full distribution of the course materials from Github.)\n",
    "\n",
    "Many thanks to Jan-Adrian Kallmyr for helping with translating the Matlab tutorial into Python."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "#You'll need to grab this global topography file for the final plot\n",
    "#https://topex.ucsd.edu/pub/global_topo_1min/topo_25.1.nc\n",
    "\n",
    "#Set this to the location where you put the topo_25.1.nc file\n",
    "ncdir = '/Users/lilly/Desktop/Dropbox/NetCDF/' \n",
    "\n",
    "#Set this to the location where you put the m1244.nc file\n",
    "datadir = \"../../data/\"  \n",
    "\n",
    "#pip install netCDF4 xarray numpy seaborn matplotlib scipy jupyter\n",
    "import netCDF4 as nc\n",
    "import xarray as xr    \n",
    "import numpy as np\n",
    "import datetime          #https://docs.python.org/3/library/datetime.html\n",
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "import scipy.signal as sg  #Package for signal analysis\n",
    "import scipy.ndimage as si #Another package for signal analysis\n",
    "from scipy.interpolate import interp1d  #for converting cell to grid-centered coordinates\n",
    "from scipy import stats    #Used for 2D binned statistics\n",
    "from mpl_toolkits.axes_grid1 import make_axes_locatable #For plotting interior colobars\n",
    "import time\n",
    "\n",
    "#timing this script \n",
    "tic = time.time()\n",
    "\n",
    "#function for coverting Matlab's datenum into Python's datetime\n",
    "#from https://gist.github.com/victorkristof/b9d794fe1ed12e708b9d\n",
    "#with modifications to support array input and output\n",
    "def datenum_to_datetime(datenum):\n",
    "    \"\"\"\n",
    "    Convert Matlab datenum into Python datetime.\n",
    "    \n",
    "    Args:\n",
    "        datenum: Date in datenum format\n",
    "        \n",
    "    Returns:\n",
    "        Datetime object corresponding to datenum.\n",
    "    \"\"\"\n",
    "    date=[]\n",
    "    for day in datenum:\n",
    "        date.append(datetime.datetime.fromordinal(int(day)) \\\n",
    "           + datetime.timedelta(days=day%1) \\\n",
    "           - datetime.timedelta(days=366))\n",
    "    date=np.array(date)\n",
    "    return date\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (10,8) #set default figure size"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "# A Quick Look at the Data\n",
    "\n",
    "Now let's load and examine the data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.Dataset> Size: 1MB\n",
      "Dimensions:  (time: 7371, depth: 4)\n",
      "Dimensions without coordinates: time, depth\n",
      "Data variables:\n",
      "    lat      float64 8B ...\n",
      "    lon      float64 8B ...\n",
      "    num      (time) float64 59kB ...\n",
      "    depths   (depth) float64 32B ...\n",
      "    u        (time, depth) float64 236kB ...\n",
      "    v        (time, depth) float64 236kB ...\n",
      "    t        (time, depth) float64 236kB ...\n",
      "    p        (time, depth) float64 236kB ...\n"
     ]
    }
   ],
   "source": [
    "filename = \"m1244.nc\"\n",
    "ds = xr.open_dataset(datadir+filename) #Load the dataset\n",
    "ds = xr.Dataset.transpose(ds)  #Enforce the convection that time is in rows\n",
    "print(ds)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "The variables are as follows:\n",
    "\n",
    "depths --- Depths of 4 different currents meters, in meters   \n",
    "num -- date in Matlab's \"datenum\" format   \n",
    "p --- Pressure in decibar   \n",
    "t --- Temperature in Centigrade   \n",
    "cv --- Complex velocity u+iv in cm/s, u = eastward, v = northward\n",
    "\n",
    "Before we proceed let's find out the sampling interval and duration of the time series."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2.0000000009313226\n",
      "1.6826484018263776\n"
     ]
    }
   ],
   "source": [
    "num = ds[\"num\"] #time in days starting from 0000-00-00\n",
    "delta = (ds[\"num\"][1] - ds[\"num\"][0])*24 #sampling interval in converted to hours\n",
    "T = (ds[\"num\"][-1] - ds[\"num\"][0])/365 #duration in days converted to years\n",
    "print(delta.data)\n",
    "print(T.data)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "So we have a roughly 1.7 year record of the currents sampled every two hours. \n",
    "\n",
    "Let's take a look at the currents the deepest depth. \n",
    "\n",
    "In what follows, we're going to take advantage of Python's very useful ability to define functions on the fly.  This will let us make efficiently re-use code in later plots. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def plot_complex_velocity(date,cv):\n",
    "    \"\"\"\n",
    "    Line plot of the real and imaginary parts of a complex velocity.\n",
    "    \n",
    "    Args: \n",
    "        date: Date as a datetime object\n",
    "        cv: Complex velocity u+iv in cm/s, with time in *rows*\n",
    "        \n",
    "    Returns:\n",
    "        Nothing\n",
    "    \"\"\"    \n",
    "    ax=plt.gca()    \n",
    "    ax.plot(date,cv.real, linewidth=1) \n",
    "    ax.plot(date,cv.imag, linewidth=1)\n",
    "    ax.autoscale(enable=True, tight=True) \n",
    "    plt.ylabel('Velocity (cm/s)')\n",
    "    ax.axhline(0, linestyle=\":\", color=\"grey\", linewidth=0.5)\n",
    "\n",
    "\n",
    "date = datenum_to_datetime(ds[\"num\"].data)      #date as a datetime object\n",
    "cv   = ds['u']+1j*ds['v']                       #complex-valued velocity \n",
    "\n",
    "fig, ax = plt.subplots(1, 1)\n",
    "plot_complex_velocity(date,cv.data[:,3])\n",
    "ax.legend(['Eastward Velocity', 'Northward Velocity'])\n",
    "plt.title('Currents at ' + str(int(ds[\"depths\"].data[3])) + ' m');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here a mean value is readily apparent in both the eastward and northward components.  In addition, we see a lot of small-scale variability, possibly with a greater amplitude in the eastward component.  Hints of multiple timescales of variability are present, with a fine noise-like variability superposed on somewhat longer timescales.\n",
    "\n",
    "It is a little difficult to make sense of this plot, however, because it is not rotated into the most useful coordinate system.  Let's figure out a sensible rotation angle. \n",
    "\n",
    "# Choosing a Coordinate Rotation\n",
    "\n",
    "To do this, we will look at the progressive vector diagram.  For a current measurement at a point, the progressive vector diagram is defined as a plot of its time integral.  In other words, the progressive vector diagram shows the displacement that would occur if a particle were advected with the given currents."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def provec(dt,cv,ticks = np.arange(-50, 50, step=1)*1000):\n",
    "    \"\"\"\n",
    "    Compute and plot the progressive vector diagram.\n",
    "    \n",
    "    Args: \n",
    "        dt: Sampling interval in seconds\n",
    "        cv: Complex velocity u+iv in cm/s, with time in *rows*\n",
    "        ticks: Tickmark locations in km (optional); defaults to every 1000 km  \n",
    "        \n",
    "    Returns:\n",
    "        Nothing\n",
    "    \"\"\"\n",
    "    cx=np.cumsum(cv, axis=0)*dt/100/1000  #complex displacement x+iy in kilometers\n",
    "\n",
    "    ax=plt.gca()    \n",
    "    ax.plot(cx.real,cx.imag,linewidth=2)\n",
    "    ax.set_aspect('equal')  #this sets the data aspect ratio to 1:1   <--------------\n",
    "\n",
    "    plt.xlabel('Displacement East (km)')\n",
    "    plt.ylabel('Displacement North (km)')\n",
    "    plt.xticks(ticks), plt.yticks(ticks)    #set x-tick and y-tick locations\n",
    "    ax.autoscale(enable=True, tight=True)   # tighten axes limits around the data\n",
    "\n",
    "dt=(date[1]-date[0]).seconds;     #sampling interval in seconds\n",
    "fig, ax = plt.subplots(1, 1)\n",
    "provec(dt,cv.data)\n",
    "strs=[]\n",
    "for depth in ds[\"depths\"].data:\n",
    "    strs.append('Depth ' + str(int(depth)) + ' m')\n",
    "ax.legend(strs) \n",
    "plt.title('Progressive Vector Diagram for m1244');"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "We see a strong mean flow at all depths directed to the east-southeast.  This matches what we saw above with the line plot, where the positive mean of the eastward currents is roughly twice as large as the negative mean of the southward currents. \n",
    "\n",
    "Please note, it is important to set the aspect ratio correctly in such plots.  Otherwise, the direction of the mean flow will be misrepresented.\n",
    "\n",
    "# Rotating by the Mean Flow Direction\n",
    "\n",
    "It's natural to rotate our current meter data so that the east-southeastward direction of the mean flow corresponds to the first velocity component, and the direction normal to that to the second velocity component.  In other words, we will rotate our $(u,v)$ data to become $)\\tilde u,\\tilde v)$ with $\\tilde u$ corresponding to the ‘downstream’ direction and $\\tilde v$ corresponds to the ‘cross-stream’ direction. We will take a little time to do this so we understand how rotations work.   \n",
    "\n",
    "Firstly we find the direction of the mean flow at the deepest current meter, where the flow is strongest."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "np.float64(-29.602806827016337)"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "np.angle(np.mean(cv[:,3]),deg=True) #angle in degrees"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "So the angle is about 30 degrees clockwise from due east.  That looks about right!\n",
    "\n",
    "Rotation of a complex-valued number $z=u+iv$ are straightforward. To rotate $z=|z|e^{i\\varphi}$ through some angle $\\phi$, we simply multiply by $e^{i\\phi}$.  This leads to a new version of $z$ , denoted $\\tilde z =\\tilde u+ i\\tilde v=|z|e^{i(\\varphi+\\phi)}$. \n",
    "\n",
    "In this case, we want to choose the rotation angle $\\phi$ as the *negative* of the angle of the mean flow.  Let's look at the mean real and imaginary components of the velocity before and after this rotation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(20.785806533575666-11.809328448895153j)\n",
      "(23.906275152459894-1.7394011201438374e-16j)\n"
     ]
    }
   ],
   "source": [
    "print(np.mean(cv[:,3]).data)\n",
    "phi=-np.angle(np.mean(cv[:,3]));\n",
    "print(np.mean(cv[:,3]).data*np.exp(1j*phi))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This shows that after the rotation, the mean of the cross-stream velocity (the imaginary part) is zero, as expected.  Now let's re-plot the progressive vector diagram. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "((0.0, 16200.0), (-1300.0, 1300.0))"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "cvr=cv.data*np.exp(1j*phi)  #rotated version of the velocity\n",
    "fig, ax = plt.subplots(1, 1)\n",
    "provec(dt,cvr)   \n",
    "ax.legend(strs) \n",
    "plt.title('Progressive Vector Diagram for m1244');\n",
    "plt.xlim([0,16200]), plt.ylim([-1300,1300])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "At first glance, this plot appears rather boring.  But actually, boring can be a good sign because it means we've found a way to look at our dataset in such a way that it simplifies!  \n",
    "\n",
    "Let's return to the line plot we made earlier, but now make it for the rotated velocity data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 1)\n",
    "plot_complex_velocity(date,cvr[:,3])  #line plot with rotated version of the velocity\n",
    "ax.legend(['Downstream Velocity','Cross-stream Velocity'])\n",
    "plt.title('Rotated Currents at ' + str(int(ds[\"depths\"].data[3])) + ' m');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "The downstream and cross-stream components are seen to be distinctly different. The cross-stream flow oscillates about a mean of zero, which is by construction, and also presents higher-frequency variability than does the downstream flow.  Or, perhaps more accuately, it appears that the cross-stream flow is *lacking* an intermediate-timescale component that is present in the downstream flow.  \n",
    "\n",
    "Let's take a closer look at the timescales present in this dataset with a simple lowpass filter. We'll use a 24-point filter, which corresponds to a 2-day running mean since the sampling interval is 2 hours.  For simplicity, we'll use a Hanning window."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "window = sg.windows.hann(24)      #24-point hanning window\n",
    "window = window / np.sum(window)  #normalized to sum to unity\n",
    "fcvr =  si.convolve(cvr[:,3], window, mode=\"mirror\")  #filtered version of velocity at deepest depth\n",
    "\n",
    "#note I'm using convolution from the image rather than the signal package because the former\n",
    "#allows nicer handling of the boundary condition.  When working with a 2D array of time series, \n",
    "#you'll want to use the signal version \n",
    "\n",
    "fig, ax = plt.subplots(1, 1)\n",
    "plot_complex_velocity(date,fcvr)  \n",
    "ax.legend(['Downstream Velocity','Cross-stream Velocity'])\n",
    "plt.title('Lowpassed Rotated Currents at ' + str(int(ds[\"depths\"].data[3])) + ' m');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "Here we can see clearly that the downstream flow presents an intermediate-timescale variability that is not present in the cross-stream flow.  \n",
    "\n",
    "Our rotation, designed just based on the *mean*, has thus also revealed distinctions in *variability*.  The variability of the flow is now seen as being *anisotropic*, that is, lacking the property of being the same in all directions.  This was not visible before the rotation because the downsteam and cross-stream components were mixed.\n",
    "\n",
    "In general, finding ways to \"rotate\" a dataset, perhaps in an abstract way, in such a way that variability presents anisotropic structure is a quite simple yet powerful approach we can use to unlock its information content.\n",
    "\n",
    "Here, the different timescales between the two components is not what one would expect if the variability were entirely due to the advection of eddies past the mooring; the timescales in that case would be the same.  So this plot informs the physical hypotheses we would frame regarding the nature of the variability. \n",
    "\n",
    "# Two-Dimensional Histograms\n",
    "\n",
    "Next we will summarize the statistics of the velocity through looking at its properties on the $u,v$ plane. First, we'll make a simple line plot of $\\tilde u$ versus $\\tilde v$---a type of plot known as a *hodograph*---for the rotated versions of the currents we created earlier.  We'll work with the lowpassed version of the time series for the moment.  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x700 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def hodograph(cv,ticks = []):\n",
    "    \"\"\"\n",
    "    Plot the velocity hodograph.\n",
    "    \n",
    "    Args: \n",
    "        cv: Complex velocity u+iv, with time in *rows*\n",
    "        ticks: [optional] Tickmark locations\n",
    "        \n",
    "    Returns:\n",
    "        Nothing\n",
    "    \"\"\"\n",
    "    \n",
    "    ax=plt.gca()\n",
    "    ax.plot(cv.real, cv.imag, linewidth=1) #plot u vs v\n",
    "    ax.set_aspect('equal')  #this sets the data aspect ratio to 1:1 \n",
    "    ax.autoscale(enable=True, tight=True)\n",
    "\n",
    "    #Next, plot the mean as a heavy line ending in a circle\n",
    "    ax.plot(np.mean(cv.data).real, np.mean(cv.data).imag, \"wo\", markerfacecolor=\"k\", markersize=8)\n",
    "    ax.plot([0,np.mean(cv.data).real],[0,np.mean(cv.data).imag],color=\"k\",linewidth=3)\n",
    "\n",
    "    ax.axhline(0, linestyle=\":\", color=\"grey\", linewidth=0.5)\n",
    "    ax.axvline(0, linestyle=\":\", color=\"grey\", linewidth=0.5)\n",
    "    plt.xlabel('Eastward Velocity')\n",
    "    plt.ylabel('Northward Velocity ')\n",
    "    plt.title('Velocity Hodograph')\n",
    "    \n",
    "    #set x and y to have the same axes\n",
    "    plt.xlim([min(ax.get_xlim()[0],ax.get_ylim()[0]), max(ax.get_xlim()[1],ax.get_ylim()[1])])\n",
    "    plt.ylim([min(ax.get_xlim()[0],ax.get_ylim()[0]), max(ax.get_xlim()[1],ax.get_ylim()[1])])\n",
    "    \n",
    "    if np.size(ticks)>0:\n",
    "        plt.xticks(ticks),plt.yticks(ticks)\n",
    "\n",
    "    return\n",
    "\n",
    "fig, ax = plt.subplots(1, 1, figsize=(7, 7))\n",
    "hodograph(fcvr,ticks=np.arange(-50, 50, step=10))\n",
    "plt.xlabel('Downstream Velocity (cm/s)')\n",
    "plt.ylabel('Cross-Stream Velocity (cm/s)')\n",
    "plt.title('Hodograph at ' + str(int(ds[\"depths\"].data[3])) + ' m');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The mean flow is plotted for reference.  Note that the time integral of this plot is the progressive vector diagram. \n",
    "\n",
    "At first glance, this plot is not very informative.  It basically tells us that there is varability about the mean, with greater variability along the downstream axis then the cross-stream axis, which we already knew.  But we can use statsitics to nicely summarize what we are seeing.\n",
    "\n",
    "To do this we will look at two-dimensional distributions of the velocity. Firstly, we plot the two-dimensional histogram at the deepest depth. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def plot_twodstat(xbins,ybins,x,y,z=False,statistic=\"count\",tickstep=False,axlines=(0,0),cmap = sns.color_palette(\"Spectral_r\", as_cmap=True),colorbar=True,meandot=True,meanline=False,axisequal=False):\n",
    "    \"\"\"\n",
    "    Compute and plot two a dimensional statistic.\n",
    "    \n",
    "    Args: \n",
    "        xbins: Array of bin edges for x-bins\n",
    "        ybins: Array of bin edges for y-bins\n",
    "        x: Array of x-values to be binned\n",
    "        y: Array of y-values to be binned; same size as x\n",
    "        \n",
    "    Optional Args:\n",
    "        z: Array of z-values for which statistic is be formed; same size as x \n",
    "        statistic: \"count\", \"log10count\", \"mean\", \"median\", or \"std\";\n",
    "            defaults to \"count\", in which case the z argument is not needed\n",
    "        tickstep: X- and y-axis tick step, a length 2 tuple; defaults to auto   \n",
    "        axlines: Axis origin locations for horizontal and vertical lines,\n",
    "            a length 2 tuple, defaults to (0,0), lines omitted if False\n",
    "        cmap: Colormap, defaults to Spectral_r\n",
    "        colorbar: Plots a colorbar, defaults to True\n",
    "        meandot: Plots a dot at the mean value, defaults to true\n",
    "        meanline: Plots a line from the origin to the mean value, defaults to false\n",
    "        axisequal: Sets plot aspect ratio to equal, defaults to false\n",
    "\n",
    "    Returns:\n",
    "        im: Image handle    \n",
    "        \n",
    "    The computation of the statistic is handled by stats.binned_statistic_2d.\n",
    "    \n",
    "    Note also that z may be complex valued, in which case we define the standard\n",
    "    deviation the square root of <(z - <z>)(z - <z>)^*> = <|z|^2> - |<z>|^2,\n",
    "    which will be real-valued and non-negative. \n",
    "    \"\"\"\n",
    "    \n",
    "    #plot just one twodhist\n",
    "    if statistic==\"count\":\n",
    "        q = stats.binned_statistic_2d(x, y, None, bins=[xbins, ybins], statistic=\"count\").statistic\n",
    "        q[q==0]=np.nan  #swap zero values for NaNs, so they don't appear with a color\n",
    "        clabel='Histogram'\n",
    "    elif statistic==\"log10count\":\n",
    "        q = stats.binned_statistic_2d(x, y, None, bins=[xbins, ybins], statistic=\"count\").statistic\n",
    "        q[q==0]=np.nan  #swap zero values for NaNs, so they don't appear with a color\n",
    "        q=np.log10(q)\n",
    "        clabel='Log10 Histogram'\n",
    "    elif statistic==\"mean\":    \n",
    "        q = stats.binned_statistic_2d(x, y, z, bins=[xbins, ybins], statistic=\"mean\").statistic\n",
    "        clabel='Mean'\n",
    "    elif statistic==\"median\":    \n",
    "        q = stats.binned_statistic_2d(x, y, z, bins=[xbins, ybins], statistic=\"median\").statistic\n",
    "        clabel='Median'\n",
    "    elif statistic==\"std\":   \n",
    "        if np.all(np.isreal(z)): #real-valued case\n",
    "             q  = stats.binned_statistic_2d(x, y, z, bins=[xbins, ybins], statistic=\"std\").statistic\n",
    "        else:  #complex-valued case\n",
    "            qr  = stats.binned_statistic_2d(x, y, z.real, bins=[xbins, ybins], statistic=\"std\").statistic\n",
    "            qi  = stats.binned_statistic_2d(x, y, z.imag, bins=[xbins, ybins], statistic=\"std\").statistic\n",
    "            q = np.sqrt(qr**2+qi**2)\n",
    "        clabel='Standard Deviation'\n",
    "\n",
    "    ax=plt.gca()\n",
    "    \n",
    "    im=ax.pcolormesh(xbins, ybins, np.transpose(q), cmap=cmap, shading=\"flat\")\n",
    "    if colorbar:\n",
    "        cb=fig.colorbar(im, ax=ax)\n",
    "        cb.set_label(clabel)\n",
    "    \n",
    "    if axisequal:\n",
    "        ax.set_aspect(\"equal\")\n",
    "        \n",
    "    if not(not(axlines)):\n",
    "        ax.axhline(axlines[0], linestyle=\":\", color=\"k\")\n",
    "        ax.axvline(axlines[1], linestyle=\":\", color=\"k\")\n",
    "\n",
    "    if meanline:\n",
    "        #plt.arrow(0,0,np.mean(x),np.mean(y),width=0.8,length_includes_head=False,facecolor=\"k\",edgecolor=\"w\")\n",
    "        ax.plot([0,np.mean(x)],[0,np.mean(y)],color=\"w\",linewidth=4.5)\n",
    "        ax.plot([0,np.mean(x)],[0,np.mean(y)],color=\"k\",linewidth=3)\n",
    "            \n",
    "    if meandot:\n",
    "        ax.plot(np.mean(x),np.mean(y), \"wo\", markerfacecolor=\"k\", markersize=8)\n",
    "\n",
    "    plt.xlim([min(xbins), max(xbins)]),plt.ylim([min(ybins), max(ybins)])\n",
    "\n",
    "    if not(tickstep==False):\n",
    "        plt.xticks(np.arange(min(xbins), max(xbins), tickstep[0]))  # set x-label locations\n",
    "        plt.yticks(np.arange(min(ybins), max(ybins), tickstep[1]))  # set x-label locations\n",
    "    \n",
    "    return im\n",
    "\n",
    "fig,ax = plt.subplots(1,1)\n",
    "bins = np.arange(-50, 50.01, 1)\n",
    "plot_twodstat(bins,bins,cvr.real[:,3],cvr.imag[:,3],tickstep=(10,10),meanline=True,axisequal=True)\n",
    "plt.xlabel('Downstream Velocity (cm/s)'),plt.ylabel('Cross-Stream Velocity (cm/s)')\n",
    "plt.title('Two-Dimensional Histogram of Velocity');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This plots shows the number of observations within each bin, which we have specified to be $1\\times 1$ cm/s bins ranging from -50 to 50 cm/s in both axes.  The white bins are never observed. \n",
    "\n",
    "The histogram of the velocity has a roughly elliptical shape, elongated along the x-axis.  We now have a picture of a \"cloud\" of possibilities, with, generally speaking, bins closer to the location of the mean flow occurring more frequently. \n",
    "\n",
    "Note this plot contains more information than was visible in the line plot, because while the line plot also showed us the *shape* of the distribution, it did not provide us with information as to the relative frequency of occurrence of velocity values. \n",
    "\n",
    "When making 2D statistics plots such as these, make sure to pay attention to bin size. Too large of a bin size leads to a blocky-looking plot, while too find of a bin size changes the cloud into a mist. In either case, we can't see much structure.  Thus, you'll want to play around with your bin sizes.  For this dataset, 1 cm/s bins seems to be a good choice.\n",
    "\n",
    "Finally, one useful trick is to plot not the number of observations per bin, but rather the *logarithm* of the number of observations, like so:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#same plot as earlier but with a logarithmic color axis\n",
    "fig,ax = plt.subplots(1,1)\n",
    "bins = np.arange(-50, 50.01, 1)\n",
    "im=plot_twodstat(bins,bins,cvr.real[:,3],cvr.imag[:,3],tickstep=(10,10),statistic=\"log10count\",meanline=True,axisequal=True)\n",
    "plt.xlabel('Downstream Velocity (cm/s)'),plt.ylabel('Cross-Stream Velocity (cm/s)')\n",
    "plt.title('Two-Dimensional Histogram of Velocity');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "This has the effect of allowing regions with radically different densities to be visualized together.  The logarithm \"flattens\" the plot, since for exmaple, log10(100)=2, log10(10)=1, and log10(1)=0.  \n",
    "\n",
    "In this plot, the structure on the flanks of the distribution, where very few data points occur, now appears more visible.  In general, you'll want to play around to see if linear or logarithmic histograms are more informative. \n",
    "\n",
    "# The Variance Ellipse\n",
    "\n",
    "Finally we are ready to look at a quantity called the variance ellipse.  We will study this more in the lectures; here we will just get a feeling for how it works.\n",
    "\n",
    "In the code below, first we form the terms in the covariance matrix.  Then the expressions for a, b, and theta amount to diagonalizing the covariance matrix with an eigenvalue decomposition."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "def variance_ellipse(u,v):\n",
    "    \"\"\"\n",
    "    Compute parameters of the variance ellipse.\n",
    "    \n",
    "    Args: \n",
    "        u: 1-D array of eastward velocities (or real part of complex variable)\n",
    "        v: 1-D array of northward velocities (or imaginary part of complex variable)\n",
    "            \n",
    "    Returns:\n",
    "        a: semi-major axis \n",
    "        b: semi-minor axis \n",
    "        theta: orientation angle counterclockwise from x axis, in radians\n",
    "    \"\"\"\n",
    "    \n",
    "    #compute terms in the covariance matrix\n",
    "    cuu=np.mean(np.multiply(u-np.mean(u),u-np.mean(u)))\n",
    "    cvv=np.mean(np.multiply(v-np.mean(v),v-np.mean(v)))\n",
    "    cuv=np.mean(np.multiply(u-np.mean(u),v-np.mean(v)))\n",
    "    \n",
    "    detc=np.real(cuu*cvv-cuv**2) #determinant of covariance matrix\n",
    "    trc=cuu+cvv #trace of covariance matrix\n",
    "\n",
    "    a=np.sqrt(trc/2+np.sqrt(trc**2-4*detc)/2)#semi-major axis\n",
    "    b=np.sqrt(trc/2-np.sqrt(trc**2-4*detc)/2)#semi-minor axis\n",
    "    theta=np.arctan2(2*cuv,cuu-cvv)/2#orientation angle\n",
    "    \n",
    "    return a,b,theta"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "Because the velocity consists of a *pair* of variables $u$ and $v$, its second-order statistics are not just the variances of $u$ and $v$ separately. One must also take into account their covariance.  \n",
    "\n",
    "The diagonalization of the covariance matrix expresses this same information in a different way. It will be shown in class that a and b are the semi-major and semi-minor axes of an ellipse, respectively, while theta is the orientation of the major axis of the ellipse with respect to the x-axis. \n",
    "\n",
    "This quantity is called the variance ellipse.  Just as the variance is the fundamental second-order statistical quantity for a single or univariate time series, such as $u$, the variance ellipse is the fundamental second-order statistical quantity for a pair of time series $(u,v)$. \n",
    "\n",
    "Now we return to the 2D histogram presented earlier, adding a plot of the variance ellipse."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#now we add a plot of the variance ellipse\n",
    "def plot_ellipse(a,b,theta,center=(0,0),color=(0.5,0.5,0.5),linewidth=3,outline=\"w\",aspect=1,transform=False):\n",
    "    \"\"\"\n",
    "    Plot an ellipse.\n",
    "    \n",
    "    Args: \n",
    "        a: Ellipse semi-major axis\n",
    "        b: Ellipse semi-minor axis\n",
    "        theta: Ellipse orientation angle in radians    \n",
    "        \n",
    "    Optional Args:\n",
    "        center: The ellipse center, a complex number or 2-tuple; defaults to (0,0)\n",
    "        color: Ellipse line color, a 3-tuple; defaults to (0.5,0.5,0.5)\n",
    "        linewidth: Ellipse line width; defaults to 3\n",
    "        outline: Color for an outline around the ellipse; defaults to \"w\"\n",
    "        aspect: Aspect ratio by which to adjust the ellipse; defaults to one\n",
    "        transform: Coordinate transform to apply for use with Cartopy; defaults to none\n",
    "\n",
    "    Returns:\n",
    "        h: Handle to ellipse object\n",
    "        z: Array of complex numbers describing the ellipse periphery \n",
    "    \"\"\"\n",
    "    phi=np.arange(0,2*np.pi+.1,.1)\n",
    "\n",
    "    if isinstance(center,complex):\n",
    "        x=center.real\n",
    "        y=center.imag\n",
    "    else:\n",
    "        x=center[0];\n",
    "        y=center[1];\n",
    "  \n",
    "    z=np.exp(1j*theta)*(a*np.cos(phi)-1j*b*np.sin(phi))\n",
    "    ax = plt.gca()\n",
    "    \n",
    "    if not(transform):\n",
    "        ax.plot(np.real(z)+x,(1/aspect)*np.imag(z)+y,linewidth=linewidth*1.5,color=outline)\n",
    "        h=ax.plot(np.real(z)+x,(1/aspect)*np.imag(z)+y,linewidth=linewidth,color=color)\n",
    "    else:\n",
    "        ax.plot(np.real(z)+x,(1/aspect)*np.imag(z)+y,linewidth=linewidth*1.5,color=outline,transform=transform)\n",
    "        h=ax.plot(np.real(z)+x,(1/aspect)*np.imag(z)+y,linewidth=linewidth,color=color,transform=transform)\n",
    "    \n",
    "    return h,z\n",
    "\n",
    "#same plot as above using 1x1 cm/s bins\n",
    "fig,ax = plt.subplots(1,1)\n",
    "bins = np.arange(-50, 50.01, 1)\n",
    "plot_twodstat(bins,bins,cvr.real[:,3],cvr.imag[:,3],tickstep=(10,10),meanline=True,axisequal=True)\n",
    "plt.xlabel('Downstream Velocity (cm/s)'),plt.ylabel('Cross-Stream Velocity (cm/s)')\n",
    "plt.title('Two-Dimensional Histogram of Velocity');\n",
    "#form ellipse parameters for rotated velocity at deepest depth\n",
    "a,b,theta = variance_ellipse(cvr.real[:,3],cvr.imag[:,3])\n",
    "plot_ellipse(a,b,theta,center=np.mean(cvr[:,3]));"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You can see that the basic shape of the velocity distribution is indeed capture by the variance ellipse.  Variance ellipses are a powerful tool for describing the basic features of velocity fluctuations, as we shall see.\n",
    "\n",
    "Next we will make the nicer version of the 2D histogram for all four depths, by just looping over the code blocks we have already used."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1100x1100 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,ax = plt.subplots(2,2,figsize=(11,11),sharex=True,sharey=True)\n",
    "ax=ax.flatten() # easier to iterate over\n",
    "\n",
    "bins = np.arange(-50, 50.01, 1)\n",
    "\n",
    "im=[]\n",
    "for n in range(len(ax)):\n",
    "    plt.sca(ax[n])\n",
    "    im.append(plot_twodstat(bins,bins,cvr.real[:,n],cvr.imag[:,n],tickstep=(10,10),meanline=True,axisequal=True,colorbar=False))\n",
    "    plt.text(-40,40,'Depth ' + str(int(ds[\"depths\"].data[n])) + ' m')\n",
    "\n",
    "    a,b,theta = variance_ellipse(cvr.real[:,n],cvr.imag[:,n])\n",
    "    plot_ellipse(a,b,theta,center=np.mean(cvr[:,n]));\n",
    "\n",
    "    #label only the leftmost and lowermost axes\n",
    "    if n==2 or n==3:\n",
    "        plt.xlabel('Downstream Velocity (cm/s)')\n",
    "    if n==0 or n==2:\n",
    "        plt.ylabel('Cross-Stream Velocity (cm/s)')\n",
    "\n",
    "    im[n].set_clim(vmin=0, vmax=40) #set colorbar limits identically on all plots\n",
    "    \n",
    "plt.suptitle('Two-Dimensional Histogram of Velocity') \n",
    "plt.tight_layout()    \n",
    "\n",
    "#make an interior colorbar in the last subplot\n",
    "divider = make_axes_locatable(ax[n])\n",
    "cb = fig.colorbar(im[n], cax=ax[n].inset_axes((0.05, 0.05, 0.9, 0.05)),orientation='horizontal')\n",
    "cb.ax.xaxis.set_ticks_position(\"top\")\n",
    "cb.ax.xaxis.set_label_position(\"top\")\n",
    "cb.set_label('Number of Observations')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This shows that as we proceed down in depth, the current variability becomes increasingly anisotropic.  \n",
    "\n",
    "Near the surface, the variabilty has no preferred orientation, and the variance ellipse is nearly ciruclar.  Moving downwards, the distribution becomes increasingly \"squished\" in the cross-stream direction, leading to variance ellipses elongated along the x-axis. Another way to say this is that the velocity fluctuations become increasingly *polarized* with depth. \n",
    "\n",
    "We can also see slight changes in the orientation of the mean flow relative to the mean flow at depth.  \n",
    "\n",
    "# Velocity vs. Temperature Fluctuations\n",
    "\n",
    "Let's move on now to take a look at the co-variability of temperature and velocity.  First we will make a simple time series plot. This is just the same lowpass-filtered rotated velocity signal we've been looking at, with filtered temperature at the same depth plotted underneath it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(2, 1, sharex=True)\n",
    "\n",
    "window = sg.windows.hann(24)      #24-point hanning window\n",
    "window = window / np.sum(window)  #normalized to sum to unity\n",
    "fcvr =  si.convolve(cvr[:,3], window, mode=\"mirror\")  #filtered version of velocity at deepest depth\n",
    "ft =  si.convolve(ds[\"t\"][:,3], window, mode=\"mirror\") #filtered version of temperature at deepest depth\n",
    "\n",
    "plt.sca(ax[0])\n",
    "plot_complex_velocity(date,fcvr)  \n",
    "ax[0].legend(['Downstream Velocity','Cross-stream Velocity'])\n",
    "ax[1].plot(date,ft)  \n",
    "ax[1].set_ylabel('Temperature (°C)')\n",
    "ax[1].autoscale(enable=True, tight=True)   # tighten axes limits around the data\n",
    "plt.title('Rotated Currents and Temperature at ' + str(int(ds[\"depths\"].data[3])) + ' m');\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Temperature and velocity indeed present variability on similar timescales, but it's difficult to ascertain what is going on from looking at this plot.  In particular, it's not clear whether or not there is meaningful co-variability. \n",
    "\n",
    "To examine this we are going to look at the two-dimensional mean of temperature $t$ as a function of the $(\\tilde u, \\tilde v)$ plane.  This is also known as the *conditional mean*, because the mean of $t$ is taken relative to a particular range of values of $\\tilde u$ and $\\tilde v$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#same plot as above using 1x1 cm/s bins\n",
    "fig,ax = plt.subplots(1,1)\n",
    "bins = np.arange(-50, 50.01, 1)\n",
    "im=plot_twodstat(bins,bins,cvr.real[:,3],cvr.imag[:,3],ds[\"t\"][:,3],statistic=\"mean\",tickstep=(10,10),meanline=True,axisequal=True)\n",
    "plt.xlabel('Downstream Velocity (cm/s)'),plt.ylabel('Cross-Stream Velocity (cm/s)')\n",
    "plt.title('Mean of Temperature on the Rotated Velocity Plane');\n",
    "a,b,theta = variance_ellipse(cvr.real[:,3],cvr.imag[:,3])\n",
    "plot_ellipse(a,b,theta,center=np.mean(cvr[:,3]));\n",
    "im.set_clim(vmin=1.75, vmax=2.15)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "This shows that there is a definite pattern to temperature fluctuations with respect to velocity fluctuations.  Warm temperatures tend to occur when the downstream flow is weak and the cross-stream flow is in the positive direction. Cold temperatures tend to occur when the downstream flow is strong and the cross-stream flow is in the negative direction. \n",
    "\n",
    "The meaning of this pattern is not entirely clear, but it definitely suggests a particular relationship between the currents and temperature anomalies, perhaps associated with coherent eddies.  \n",
    "\n",
    "Moreover, we see that there is a tendency for velocity anomalies to systematically transport heat toward the positive cross-stream direction, which as will be seen later is offshore in this case.\n",
    "\n",
    "Note that although a relationship is clear in the 2D histogram, it does not correspond to a simple correlation with downstream or cross-stream velocity. If we simply found correlation coefficients, we would miss the details of the pattern contained in this plot. \n",
    "\n",
    "Let's examine the hypothesis that this pattern of temperature and velocity variability is an artifact of mooring towdown. That is, we conjecture that the mooring is going up and down due in the water column due to changes in drag, and this could interact with a pre-existing temperature gradient to generate the pattern we saw above as an artifact.\n",
    "\n",
    "To examine this will make a plot as above, but this time with pressure as the variable we're taking the mean of. Because we don't have pressure at the deepest depth, we will substitute pressure at where we do have it, at the shallowest depth.\n",
    "\n",
    "Note, in this next figure we are plotting the mean value of the pressure observed *at the shallowest depth* as a function of the currents observed *at the deepest depth*."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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w/3VO4coXsYwHVvNYHb5A5LlyeAwF9+n/7rvvxDga5fXLjlXaZAu26qy8H9zCkLaVSZFR3357Zff9zs7z8mvlMTQ8/sHWYHZ7zw0+ZtzSw+OjMpswITN+/fVX0RLB41t4/BGfL8qAc2X8Vkac/b7yWBluueUbI/yZwj+5vjz+zrI+3Jph64I6O0G6I/HfJI/141YfHsPEr015vZkNtDPzeWKJ58LiIJSTJXCSE26R4sCKW3NkLSiPO/+V3+HXYSu1uTJeCwC0BcEMaB4PcOULsd27d4uBrrZwUMLdZ7hLTUYDgzm7Dndj4EHelvNOZJS5JytKlCghvqD5jqPSCsB4oCwHVPy4Gvg48R3izFy88J167hLDC78Wbq3hQb58EaNcaPJFDHch4YWfl48pD4BWghm+kyrropXZu//cUsB4QLq9F1yMjzOfF9yVybJ1RulOmFPvQ04ErfzecDYo7laTU0Fw4cKFafjw4WKwP/8NcXct5TXzoH/l+DLuesZ/B5bH2VY9eMA6/y7/HVluwwO3Ldn6fXveV66vrCsj1z+zuAWTW3V//vln8TfIXfq4+56S4p1vdvD5wUG2veeZ5fFMi88zzgzGLR38ucQ3UbgbmL0yOh+4padWrVriRg4HJpysgpMPOBK//5yUgbuoWeLPNn699lK6dvLxycrfOQC4LoyZAc3ju3HchYIvkPmi2hbuAsUXInyXMC3uy6+knFXuEFreEeeLOO4ukZO4jz5LO1eDctedU0OrgY8TTxLILS5p8TFS5vXhgM8S33VV7kwraYLTbsPvFQc5lmmE+SKFL+i4G4+CL9gzm26V7/hzaloOonhsQlqWz2vrfeDzgrPaWeIWJL5AzKlJAZVuOZapjbPy3vA4kR9++CHdYzx2TBnvYa8hQ4aI7kecUYrxxSIHqpypzfLvgC9MuSuP5bnJrytt10tbf0ecmYrPLUu8X9lxsed95feQAzHOkmb5uL2TgHJ3LO4OxzdH+Pctx9zw6+HxWjxuRhZsZHSeccDIrQncYmn5Ovl5uMVS+SzgvyFuyeJugJz1z57WP1vvg4K7d/K++POGu3k5erJLPl5p68sBYkbj1zLCYxv5s4JTpvNNEXv/zgHAdaFlBvKEjPpRK7jrGF+kcDcX7h7FYzz4ri/f0eUvWe7fzXdmOV0utxbwc/KgcL6g5fTI2e1GlFaNGjXEPrj/vdK1jS/G+IKHL2j4rqYauEsQdzfibijcTYgvIvgimdPU8t1WHkfAd1a5ZYUHafPda77byy0pfLeXL9qUlqbKlSuLC1J+Dm6h4Qs0fg7uf6/gbigcwHFXIk5xy+MOuBsa98tPO17JlunTp4u5UrgLFnc55Lv6fHedL5x5XEjauS0scQDMx5rT2/Jr4/eFL/q4axx3ibEc7J8d/DzcBZJfG9/h54tPHueRmfEjlhekPE5pwIABYrA/tzJyIMbBIJcrcwbZiy9uueWMA3Yek8PvH6fi5tYaHufE6aC5VYEf5/lyLAeO83vLLaI8IJwf44CVjymfP9wqwy2nHPxwiw6/dj4nLC9GuTWCy/g5uAsjnyfcksBLZt9X7hLJf6NcVx7joqRm5haRx41ds8R/g3wu83vP9VJSRSs42OPjzu8b14frzX8D3AWVW/d43RbuHsUBBCfi4PNcSc3MXb0s59Xh7ll8/nFdlPTbHMzxZxSn5LbVjdbW+6DgrnN8nHhcEKfCVtLQOwq//9xNl88r/kzlzw8OLi1b+uzBgR53U+VjyJ8N/Lw8XoqDI35PuMVGGQsGABqjdjo1AEemZs5I2tTMilmzZplq165t8vb2FmmdOfXre++9Z7px44Z5G05xW79+fbFNkSJFxONKilPLdKic2rRKlSqPTStsS1JSkmns2LEitai7u7spLCzM9MEHH1ilos1qaubHsXV82MOHD0U9ypYtK1L0FihQQKTD5TS+iYmJYpvFixeL1L2cbpa3KV68uEhfffPmTfPzcLrjevXqmYKCgsSxrFixomn8+PHm51D8+uuvptKlS4vn4RS2fKxtpWb+8ssvpXU+f/68SGvL6Yz5WBYtWtT09NNPi3o+Dr/e4cOHi/eaf5dTwPJ+LFPAMt7/oEGDpMfSMi2tLcuXLzdVrlzZ5ObmZpW6157ziI/dF198IbbnNLf58uUT5zOfR5GRkVk+N/j4cepty9fBqZj5PeNjwimVBw4cKNIrW4qOjjZ1795dvMf8mpT68rHjlOD8b65nrVq1TCtWrJC+pp07d4rXwO9/2jTNmX1fjxw5Io6jl5eX2IZTjM+ePTtTqZktjRgxQvzOCy+8IH389u3b4hzgv1WuD9eLUxXz54pClpqZrV+/3tSoUSPxt8Apxjt16mQ6ceJEun1cvnxZvOaCBQuKY8d/G7xPJXWxLDWzrffBUocOHcRjfLwzy9Y5n5YsNfM777wjUlnz6+XXvWvXrnSp2JXXsmjRIqvns3UMDx48aOrSpYspf/784tjwfvm92rBhQ6ZfEwC4Fh3/T+2ACgAAANTFrWTcQsKZ4gAAXAXGzAAAAORx3FWN5wfirooAAK4EY2YAAADyKB6rxMk0eLwJj5PhcYMAAK4ELTMAAAB51JYtW0RrDAc1nFxESTUNAOAqEMwAAADkUZyRkIfOcrZBztYIANo1ceJEkc2QM2ZyenvOjGprvi3+XODsgJyxlSfUtcRzUXEWSk6dz8/DWU6VaRnUgGAGAAAAAEDjuCV20KBBYt6tdevWiXmzeBoK2RxkPOeUbLJdTvfPgQzPr7dz507Rojt37lz6+OOPSS3IZgYAAAAAkMfcuXNHtKxwkNO0aVNzOc+1x3NB8dxvPKkvzz/FrThs1apV4rEbN25QSEiIKOM5wkaOHCmejydUdjYkAEjDaDSKN4ib4GQRKQAAAAA4F997f/jwIRUpUkRMkpqbxMfHi5YKtY6LLs31qqenp1geJzIyUvzkyYgVsbGxYhJdnpRYNoaOJyXmiYqVQIbxpNY82e7x48epVq1a5GwIZtLgQCYsLEztagAAAABAGlevXqVixYpRbgpkQr0DKZLUCWb8/PwoOjraqmzMmDH0ySefPPbm/bBhw6hRo0ZUtWpVc/nw4cOpYcOG9Oyzz0p/79atW1aBDFP+zY+pAcFMGtwio/yxBAQEqF0dAIAs4btryh2ygwcPioGaAACuKioqStxsVq7TcgtukeFAZjI1JG8nX1bHUTK9G70z3TVrZlpleOzMsWPHaPv27eayv/76izZu3Ci+M1wJgpk0lKY6PikQzACAqzIYDOa7ZPzl7+vrq3aVAACyLbcOAfDVu5O3zrmX1XqTjsho/zXr4MGDacWKFbR161arVi4OZM6fP09BQUFW23ft2pWaNGlCmzdvFl3P9u7da/X47du3xU+1UrsjmAEA0CAvLy/z3TVeBwCAvM1kMtGQIUPEgH4OTEqVKmX1+Pvvv0+vvfaaVRmPj5kyZQp16tRJ/LtBgwY0fvx4Cg8PF8kDGGdG42CqcuXKpAYEMwAAGm2ZqVmzptrVAACAXGLQoEG0YMECWr58uWixV1rvAwMDydvbW7SsyFpXihcvbg58OJUzBy082e6kSZPEc3z44YfiuTPTvc0REMwAAAAAAGSD3kCkd3IPOD1PrmLM/PYzZ84UP5s3b25VPmfOHDGBbmZvlHEXNc5exq003IW5d+/e9Omnn5JaEMwAAGgQT4Y2f/58sd6jRw9yd3dXu0oAAKAiUxamlpT9TokSJWjlypWUWyCYAQDQIM6w07dvX7HerVs3BDMAAA6k0+tI7+TkBDpOAAAIZgAAtIi7AnTo0MG8DgAAoEUIZgAANIgzmP3zzz9qVwMAIE/ge0YGJzeUGOzvNaZJerUrAAAAAAAAkBUIZgAAAAAAwCWhmxkAgAbFxsZSjRo1xPrhw4fJx8dH7SoBAGiWXoUEAHokABAQzAAAaBCn0zx37px5HQAAQIsQzAAAaDQBwPbt283rAADgOHq9SpNmAoIZAAAt4nTMjRo1UrsaAAAADoUEAAAAAAAA4JLQMgMAoEHJycm0dOlSsf7cc8+Rmxs+7gEAHEVvQAIAteDbDQBAgxISEuiFF14Q69HR0QhmAABAk/DtBgCgQXq9npo1a2ZeBwAAx+HB/87+qNUbnbu/3ArBDACABnl7e9PmzZvVrgYAAIBDIZgBAAAAAMjumBkn52Z29hid3Ap9DwAAAAAAwCUhmAEA0KC4uDiqWbOmWHgdAABAi9DNDABAg4xGIx0+fNi8DgAAjmPQpy5O3adzd5drIZgBANAgLy8vWrt2rXkdAABAixDMAABokMFgoNatW6tdDQCAPIEH/zs9AQAhAUDqcQAAAAAAAHBBaJkBANCg5ORkWrNmjVhv27Ytubnh4x4AALQH324AABqUkJBATz/9tFiPjo5GMAMA4EA6A3c1c/I+0ctMwLcbAIAG6fV6qlOnjnkdAABAixDMAABokLe3N+3bt0/tagAA5Al8z8j5CQAAxwEAAAAAAFwWWmYAAAAAALLdMuPkfTp3d7kWjgMAgAbFxcVRo0aNxMLrAAAAWoSWGQAADTIajbRz507zOgAAgBYhmAEA0CBPT09aunSpeR0AAByHB//rDc5OAIDczAzBDACABvG8Mp07d1a7GgAAAA6FYAYAAAAAIBsM+tTFqfs0OXd/uRWCGQAADUpJSaFt27aJ9SZNmpDBYFC7SgAAADkOwQwAgAbFx8fTU089Jdajo6PJ19dX7SoBAADkOAQzAAAapNPpqHLlyuZ1AABwHB78jwQA6kAwAwCgQT4+PnT8+HG1qwEAAOBQCGYAAAAAALJBr09dnLpPJAAQnHzYAQAAAAAAcgZaZgAANCguLo6eeeYZsf7XX3+Rt7e32lUCAND2pJl6J4+ZMWHMDEMwAwCgQUajkdavX29eBwAA0CIEMwAAGuTp6Um//vqreR0AAECLEMwAAGiQm5sb9ejRQ+1qAADkCToDp2d28j6du7tcCwkAAAAAAADAJaFlBgBAg1JSUujff/8V60888QQZDE6+ZQgAkIcgAYB6EMwAAGhQfHw81atXT6xHR0eTr6+v2lUCAADIcQhmAAA0SKfTUYkSJczrAAAAWoRgBgBAg3x8fOjSpUtqVwMAIE/Qq5AAAAPfU+E4AAAAAACAS0LLDAAAAABANhh0OjI4OQGAwYguxAwtMwAAGk0A0LlzZ7HwOgAAgBa5bDDz+eefi0Gtw4YNM5fxF/agQYMof/785OfnR127dqXbt2+rWk8AALVSMy9fvlwsvA4AAI6j16uzgIt2M9u3bx99//33VL16davy4cOH0z///EOLFi2iwMBAGjx4MHXp0oV27NihWl0BANTg4eFBs2bNMq8DAABokcsFMzxfQo8ePeiHH36gzz77zFweGRlJs2fPpgULFlCLFi1E2Zw5c6hSpUq0e/duql+/voq1BgBwLnd3d3r99dfVrgYAAIBDuVwDFXcj69ixI7Vq1cqq/MCBA5SUlGRVXrFiRSpevDjt2rXL5vMlJCRQVFSU1QIAAAAAkFl6g06VBVysZeb333+nf//9V3QzS+vWrVuiK0VQUJBVeUhIiHjMlokTJ9LYsWMdUl8AALUYjUY6efKkWOcWaj06VwMAgAa5TDBz9epVGjp0KK1bt468vLxy7Hk/+OADevvtt83/5paZsLCwHHt+AAA1xMXFUdWqVc3dc319fdWuEgCAZqkxIB/3qFwsmOFuZOHh4fTEE0+YyzhDz9atW+nbb7+lNWvWUGJiIkVERFi1znA2s9DQUJvP6+npKRYAAK0pUKCA2lUAAABwKJcJZlq2bElHjx61Kuvbt68YFzNy5EjRmsIDXjds2CBSMrPTp0/TlStXqEGDBirVGgBAHdwSc+fOHbWrAQAA4FAuE8z4+/ubu0xYflnznDJKeb9+/USXseDgYAoICKAhQ4aIQAaZzAAAAADAUXR6k1icvU9woWAmM6ZMmSIGuXLLDGcpa9u2Lc2YMUPtagEAAAAAgAO4dDCzefNmq39zYoDp06eLBQAgL4uPjxet1Yzn4MrJxCkAAGBNp09dnL1PcMF5ZgAA4PE4QQpPIswLrwMAAGiRS7fMAACAHM+7xV1vlXUAAAAtQjADAKBBnN1x2LBhalcDACBP0OlMYnH2PgHdzAAAAAAAwEWhZQYAQIOMRqOYZ4sVL15cZHoEAADHQAIA9SCYAQDQoLi4OCpVqpRYj46OFvNyAQAAaA2CGQAAjfLx8VG7CgAAeQJPYKnHpJmqQDADAKBB3BITExOjdjUAAAAcCr3tAAAAAADAJaFlBgAAAAAgG3Q6FRIA6Jy7v9wKLTMAABqUkJBAr7/+ulh4HQAAQIvQMgMAoEHJycn0448/ivWpU6eSp6en2lUCANAsHozv7AH5SACQCsEMAIAGubu702effWZeBwAA0CIEMwAAGuTh4UGjR49WuxoAAAAOhWAGAAAAACAbePC/0xMAYOS7gGAGAECDTCYT3b17V6wXKFCAdEh7AwAAGoSYDgBAg2JjY6lQoUJi4XUAAHAcvV6dxR4TJ06kunXrkr+/v/hu6Ny5M50+fdpqmzfeeIPKlClD3t7eVLBgQXr22Wfp1KlTVttcuXKFOnbsSD4+PuJ5RowYIZLOqAXBDAAAAACAxm3ZsoUGDRpEu3fvpnXr1lFSUhK1adOGYmJizNvUrl2b5syZQydPnqQ1a9aIVn7eJiUlRTzOPzmQSUxMpJ07d9K8efNo7ty59PHHH6v2unQmriWYRUVFUWBgIEVGRlJAQIDa1QEAAADI83Lr9ZlSr+NPtyZ/J2eOfJiURFVWrMvyMblz545oWeEgp2nTptJtjhw5QjVq1KBz586JFptVq1bR008/TTdu3KCQkBCxzXfffUcjR44Uz8fJZ5wNLTMAAAAAAC6KAyrLJbMTJXMQxIKDg6WPc4sNt9KUKlWKwsLCRNmuXbuoWrVq5kCGtW3bVuz3+PHjpAYEMwAAAAAALiosLEy0DikLj415HKPRSMOGDaNGjRpR1apVrR6bMWMG+fn5iYVbYrhLmtLicuvWLatAhin/5sfUgGxmAAAaxHfmuNmfffHFF+Tp6al2lQAANEvN1MxXr1616maWmc97Hjtz7Ngx2r59e7rHevToQa1bt6abN2/S5MmT6YUXXqAdO3aQl5cX5UYIZgAANIgzy0ybNk2sjx8/HsEMAIBGBQQE2DVmZvDgwbRixQraunUrFStWLN3jSgtPuXLlqH79+pQvXz5aunQpvfzyyxQaGkp79+612v727dviJz+mBgQzAAAa5O7uTqNGjTKvAwCA4+j0JrE4e5/24JxfQ4YMEYHJ5s2bxViYzPwOL8o4nAYNGogbZOHh4SJ5AONuaBxMVa5cmdSAYAYAQIO4fzN/4QAAAChdyxYsWEDLly8Xc80oY1y4FYbnlblw4QItXLhQpGLmOWauXbtGn3/+uXisQ4cOYlt+jIOWnj170qRJk8RzfPjhh+K51eoBgAQAAAAAAAAaN3PmTJHBrHnz5lS4cGHzwgEM4zEx27ZtE4FL2bJl6cUXXxRBD88no7TCGAwG0UWNf3IrzSuvvEK9evWiTz/9VLXXhZYZAAAN4m4BsbGxYp1nadbpdGpXCQBAs9RMAJBZj5taskiRIrRy5crHPk+JEiUytZ2zoGUGAECDOJBRUmsqQQ0AAIDWoGUGAAAAACAb9HpeTE7fJyCYAQDQJO5aFh0dbV4HAADQIgQzAAAaxGNkfH191a4GAECe4ApjZrQKhwEAAAAAAFwSghkAAA1KTEyk0aNHi4XXAQAAtAjdzAAANCgpKYkmTJgg1keNGiUm0QQAAMfQkYl0OpPT9wkIZgAANMnNzY2GDh1qXgcAANAifMMBAGiQp6cnTZ06Ve1qAADkCUgAoB4cBgAAAAAAcEkIZgAAAAAAwCWhmxkAgAbFxMSQn5+fWOfJMzHnDACA4+j0JrE4e5+AlhkAAAAAAHBRaJkBANAgHx8fCg8PN68DAIBjB+PrkQBAFQhmAAA0SKfTUcGCBdWuBgAAgEMhmAEAAAAAyAaMmVEPghkAAA1KTEykL7/8UqyPGDGCPDw81K4SAABAjkMwAwCgQUlJSfThhx+K9WHDhiGYAQAATUIwAwCgQW5ubvTaa6+Z1wEAwLGD8Z09IB8JAFLhGw4AQIM8PT3phx9+ULsaAAAADoVgBgAAAAAgG3Q6k1icvU/ApJkAAAAAAOCiEMwAAGhQTEwM+fr6ioXXAQAAtAjdzAAANCo2NlbtKgAA5Al6feri7H2CC7XMzJw5k6pXr04BAQFiadCgAa1atcr8eHx8PA0aNIjy589Pfn5+1LVrV7p9+7aqdQYAUIu3tzddvHhRLLwOAACgRS4TzBQrVow+//xzOnDgAO3fv59atGhBzz77LB0/flw8Pnz4cPr7779p0aJFtGXLFrpx4wZ16dJF7WoDAKhCr9dTyZIlxcLrAADgODq9SZUFXKibWadOnaz+PX78eNFas3v3bhHozJ49mxYsWCCCHDZnzhyqVKmSeLx+/foq1RoAAAAAACivBzOWUlJSRAsMD2rl7mbcWsOzXbdq1cq8TcWKFal48eK0a9euDIOZhIQEsSiioqIcXn8AAEfjz8Tp06eLde6C6+7urnaVAAA0C5NmqselDsPRo0fFeBieDG7AgAG0dOlSqly5Mt26dYs8PDwoKCjIavuQkBDxWEYmTpxIgYGB5iUsLMzBrwIAwPESExNF91teeB0AAECLXKplpkKFCnTo0CGKjIykxYsXU+/evcX4mOz44IMP6O2337ZqmUFAAwCuzmAwUPfu3c3rAAAAWuRSwQy3vpQtW1as165dm/bt20fTpk2jF198Udx5jIiIsGqd4WxmoaGhGT4nt/LwAgCgJV5eXjR//ny1qwEAkDfodUQGnfP3Ca7VzSwto9EoxrtwYMP9wTds2GB+7PTp03TlyhUxpgYAAAAAALTHZVpmuDtY+/btxaD+hw8fisxlmzdvpjVr1oixLv369RPdxYKDg8U8NEOGDBGBDDKZAQAAAIAj6fQ6sTh7n+BCwUx4eDj16tWLbt68KYIXnkCTA5nWrVuLx6dMmSLmUuDJMrm1pm3btjRjxgy1qw0AoArO9shzzLBLly6Rr6+v2lUCAADIu8EMzyPzuP7hnIZUSUUKAJDX3b17V+0qAAAAOJTLBDMAAJB53t7edOzYMfM6AAA4kEGfujh7n4BgBgBAi7jbbZUqVdSuBgAAgEMhmAEAAAAAyA4ejO/sAflIACAgmAEA0KCkpCSaO3euWO/Tp49IXw8AAKA1CGYAADSIJxLu37+/WO/evTuCGQAAB9IZeHFyamaDU3eXayGYAQDQIIPBQM8++6x5HQAAQIsQzAAAaBCnq1+2bJna1QAAAHAoBDMAAAAAANmBBACqQYJqAAAAAABwSWiZAQDQoNjYWKpcubJYP3HiBPn4+KhdJQAA7eLB/05OAOD0/eVSCGYAADTIZDLR5cuXzesAAABahGAGAECjCQD27t1rXgcAANAiBDMAABrE6Zjr1q2rdjUAAPIEnU5HOicPyOd9AhIAAAAAAACAi0LLDACABiUnJ9PChQvF+osvvkhubvi4BwBwGIM+dXH2PgHBDACAFiUkJNArr7wi1jt37oxgBgAANAnfbgAAGqTX66lVq1bmdQAAAC1CMAMAoEHe3t60bt06tasBAJAn8OB/pycAcPL+civcrgMAAAAAAJeElhkAAAAAgOww6FIXZ+8T0DIDAKBFsbGxVKVKFbHwOgAAgBahZQYAQINMJhOdOHHCvA4AAA6ElhnVIJgBANAgLy8v2rRpk3kdAABAixDMAABokMFgoObNm6tdDQAAAIdCMAMAAACQC83Rt5SW9zVucHpdIGNIzaweBDMAABqUnJxMK1asEOtPP/00ubnh4x4AALQH324AABqUkJBAzz33nFiPjo5GMAMA4EhIAKAafLsBAGiQXq+nhg0bmtcBAAC0CMEMAIAGeXt7044dO9SuBgAAgEMhmAEAAAAAyA6dnpvBnb9PQDADAAAAkBshaxnA4yGYAQDQoLi4OGratKlY37p1q+h2BgAAjqEz6MTi7H0CghkAAE0yGo20f/9+8zoAAIAWIZgBANAgT09P8zwzvA4AAA7EE1g6exJLTJopIJgBANAgnlemY8eOalcDAADAoZAGAQAAAAAAXBJaZgAANCglJYU2btwo1lu0aEEGg0HtKgEAaBcPxnf2gHwkABAQzAAAaFB8fDy1adNGrEdHR5Ovr6/aVQIAAMhxCGYAADRIr9dTjRo1zOsAAOA4Or1OLM7eJyCYAQDQJJ5X5tChQ2pXAwAAwKFwuw4AAAAAAFwSWmYAAAAAALLDoE9dnL1PQDADAKBFcXFx1L59e7G+atUq0e0MtGGOvqW0vK9xA+U1WTkWpouTpOW6Uu+RWh6+2Vpa7j9jndPrAto1ceJEWrJkCZ06dUp8JzRs2JC++OILqlChgnj8/v37NGbMGFq7di1duXKFChYsSJ07d6Zx48ZRYGCg+Xn4sYEDB9KmTZvIz8+PevfuLZ6b5zdTA4IZAAANMhqNtGXLFvM6AAA4EGe/d3pqZvs25++EQYMGUd26dSk5OZlGjRolsl6eOHFCZLy8ceOGWCZPnkyVK1emy5cv04ABA0TZ4sWLzWn/eULm0NBQ2rlzJ928eZN69epF7u7uNGHCBFIDghkAAA3y9PSkP/74w7wOAAB52+rVq63+PXfuXCpUqBAdOHCAmjZtSlWrVqU///zT/HiZMmVo/Pjx9Morr4jgh1teuNWGg5/169dTSEgI1axZU7TcjBw5kj755BPy8PBw+utCMAMAoEH8pdOtWze1qwEAkCfodCqkZtal7i8qKsqqnG9gZeYmVmRkpPgZHByc4TYBAQHmLmS7du2iatWqiUBG0bZtW9Ht7Pjx41SrVi1yNowcAgAAAABwUWFhYWJMi7Lw+JXH4e7Hw4YNo0aNGokWGZm7d++KVpf+/fuby27dumUVyDDl3/yYGtAyAwCgQdyveffu3WK9fv36ZDDY2bkaAABcwtWrV0XriSIzrTI8dubYsWO0fft26ePc2sNjY3jsDHcfy80QzAAAaFB8fDw1btxYrEdHR4vBnaANeTFrWU4eCzWzltmCrGUawIP/nZ4AIHV/HMhYBjOPM3jwYFqxYgVt3bqVihUrlu7xhw8fUrt27cjf35+WLl0qBvcreOD/3r17rba/ffu2+TE1oJsZAIAGcV/qsmXLikXpVw0AAHmXyWQSgQwHKBs3bqRSpUpJW2Q4wxkP5P/rr7/Iy8vL6vEGDRrQ0aNHKTw83Fy2bt06EUxxK44a0DIDAKBBPj4+dPbsWbWrAQCQN/DgfycnALB3f4MGDaIFCxbQ8uXLRauLMsaFx9nwvDNKIBMbG0u//vqr+LeSXIDnnOHuyvw4By09e/akSZMmief48MMPxXOrlTnTZVpmeDAT58Xmg89p5HgSn9OnT6frVsEHM3/+/GISn65du5qbvgAAAAAA8qqZM2eK7GTNmzenwoULm5eFCxeKx//991/as2ePaHnhVn3LbXhcDuOAhruo8U9upeG0zTzPzKeffqra63KZlpnHTfTDhg8fTv/88w8tWrRIRJnclNalSxfasWOH2tUHAAAAAFC1m1lGOMh53DasRIkStHLlSsot3LQy0Q9HmrNnzxbNZy1atBDbzJkzhypVqiQy+nA2HwCAvIJbqrl1mvEkaGn7PQMAQM7RGXRicfY+wYWCmcdN9MNBTVJSErVq1cq8TcWKFal48eJigh9bwUxCQoJYFGknHgIAcNXUzMqdM14HAADQIpcMZmQT/fAAJM68EBQUlG4in4wm8eGxOGPHjnV4nQEAnIk/D7l1WlkH7Th07ydpec38r1JuE5O0RFru697F6XXRkjn6ltJypO1WkV6fujh7n+CawczjJvqxxwcffEBvv/22VcsMz6QKAODKeF6APn36qF0NAAAAh3K5YMbWRD88UU9iYiJFRERYtc5wNrOMJvHhNHJqpZIDAAAAAA1wgdTMWqXXykQ/tWvXFnciN2x41MTKqZuvXLkiUscBAOQlPE7m0KFDYsGYGQAA0CqXaZl53EQ//LNfv36iyxgnBeCZSIcMGSICGWQyA4C8mM2sVq1aYj06Otqcwh4AAEBL3Fxpoh8lB7YlHuCq9AufMmUK6fV6kY6UM5S1bduWZsyYoUp9AQDUpNPpqEiRIuZ1AABwICQAUI3OlJnZcfIQTgDArTyc+plbdwAAwLX8cma+tLxn+R4O33fDaeuk5TuHtqbcZujOBdLyaQ27k1oWnZe/d9HlflIte9fDpEXS8u2l5HVqf22VprOWqVWn3Hp9ptTrwcLeFODj3MyRUbGJlO/FebnumDiby7TMAAAAAADkSmiZUQ2OAgAAAAAAuCQEMwAAGk0A0K1bN7HwOgAAgBahmxkAgAZxOubFixeL9blz56pdHQAAbeNEK86e9wXJXQQEMwAAGuTh4UHffvuteR0AAECLkM3MRbJlAACA87OZ2ZudLD7lb2m5l6ET5UX1JsszXO19V54Ry9EZt5yRdSs3ZiDTglyfzWzJaxTg6+RsZjGJlK/Lj7numDgbxswAAAAAAIBLQjczAAANMhqNdP78ebFepkwZMaEwAAA4CFIzqwbBDACABsXFxVH58uXFenR0NPn6+qpdJQAAgByHYAYAQKO4HzcAAICWIZgBANAgbomJiIhQuxoAAHmDXoXUzM7eXy6FYAYAADQlK1nLbLGVtcwWW1nLHiYtkpb7u3eza/uMfic3sjdrma3sZ3s67ZaW6yqMznXZxpyRtazVjyul5etf6+DwfQPkNghmAAAAAACy3TLj7AQAaJkRh8G5Rx0AAJwhISGB+vTpIxZeBwAA0CIEMwAAGpScnEzz5s0TC68DAABoEbqZAQBokLu7O02aNMm8DgAADoR5ZlSDYAYAQIM8PDxoxIgRalcDAAAg9wYz3A/b09Mz52oDAADgZA2nrbM7m5mt37G1/ct/yL8rV/RQL2NZmzn/SMtf7veValm6bGU/ix//tbTcy0Yysz6XOtrcx5O/VpeW97WxfcqCXtJyfYXi0vK5dXdJyytV87FZp/qH/5aWJxlXS8uRtSwXQmpm1djVPrVq1Srq3bs3lS5dWnRb8PHxoYCAAGrWrBmNHz+ebty44biaAgBAphmNRrp+/bpYeB0AACDPBjNLly6l8uXL06uvvkpubm40cuRIWrJkCa1Zs4Z+/PFHEcysX79eBDkDBgygO3fuOL7mAABgU1xcHBUrVkwsvA4AAE4YM+PsBTLXzYwHkU6ZMoXat29PesmBe+GFF8RPvgP4zTff0K+//krDhw/P+doCAECm8c0nAAAALcvUN92uXfL+n2kVLVqUPv/88+zWCQAAssnX15eSkpLUrgYAAIBDZfu2XUpKCh09epRKlChB+fLly5laAQAAAAC4CqRmdp1gZtiwYVStWjXq16+fCGR4vMzOnTtFMoAVK1ZQ8+bNHVNTAACwW70J66Xle0e1cuh+HyYtUi1Ll01xy6XFO4c+a/dT2cpaZkuDytHScuPaQdJyfZvpOfaeGpfI83S93O+KtNzt1KvS8pF7FtisU0SivLx+s9l2ZUarN9lGxjTdEGnxXhv1mVtSnqlN/I7xbWn5HH1Lu+pqa/s+4fIUddEf/0b2cte3s2v7yAHy8zIq3ENaHrbE9nECcBV2h3SLFy+mGjVqiPW///6bLl68SKdOnRJjZEaPtpEjEQAAnIpT5w8aNIgu//U1GZNtXGkCAECO0Ol0qiyQhWDm7t27FBoaKtZXrlxJ3bp1M2c64+5mAACgvuTkZJoxYwaF7/mbTMYUtasDAACQO4KZkJAQOnHihOhitnr1amrdOrVJMzY2lgwGgyPqCAAAduK5wMaMGUNFWvQknR5ZzQAAQJvs/obr27evSMVcuHBh0bzVqlVqH909e/ZQxYoVHVFHAACwk4eHB33yySe00sb4CgAAyEE6FRIA8D7B/mCGvxyrVq1KV69eFV3MPD09RTm3yrz//vuOqCMAAAAAAEA6OpPJZKJM6NWrFz377LPUtm1b8vPzI62KioqiwMBAioyMpICAALWrAwCQJfzRzp9jjD/TXGGgqFqZ1zJiK4PXF092z5HnX3rxV2n5l3+F2Pyd7WHyOum7zMmROg3dKX/+mo3lmcnYxpUDpOW3b/pIy9d0vC4t/ztWvn3bMPnUDx/vTz3H0/qcjtioKZHuSfl8eP87Ml9avnBt6jjhtPa+K89m1maOPEPYy/2+slknWxnTXMmGMh2k5S3Pr9T09ZlSr4jN71KAn6dz9x2dQEHNJ+e6Y+JsmW6fKlu2LE2YMIEKFixI7du3p5kzZ9L16/IPIwAAUBePY+S5v3jhdQAAgDwdzHz88cd04MABOnv2LHXq1ImWLVtGZcqUodq1a9Onn35Khw4dcmxNAQAAAAAALNg9cqhYsWL05ptv0po1a+jOnTs0cuRIOn36NLVo0YJKlChBgwcPpuPHj9v7tAAAkIN4IuPExESx8DoAADiQXqfOAvYHM5b8/f1FZrP58+eLwOann34SiQB27dqVczUEAAC78RgZTs/MiyuMlwEAAMiKHJt8gIOYli1bigUAAAAAIM/Qq5Ca2dn7y6XsPgr37t2jQYMGUeXKlalAgQIUHBxstQAAgPq4e9mIESPEwusAAABaZHfLTM+ePencuXPUr18/CgkJQfcFAIBcKCkpiSZPnmyeH4wn0cztcioF80f75KmFx9WVp1N+7o9lNp/r+rlC8geetC+99IgXb0vLu5V5RVo+M0Ce3jejFMxz9PKeEX2uPistb7u2jLR8dYWD0vIxe/rZrBPdkxc3qylPnTw3dKFdKYptpTvW6+XpaHWv2N9LJLjmT9LyvUnyOfQaTlsnLd85tKN8B31tlBNR8jz5ebC0cXtpeXQ5eV17TJWnsPZ4a7G0PGVBL5t1MnT/meyRUymYXZYaY1gwZiZrwcy2bdto+/btVKNGDXt/FQAAnITHyrz77rvmdQAAAC2yO5ipWLEixcXFOaY2AACQI7gl5ssvv1S7GgAAALlrzMyMGTNo9OjRtGXLFjF+hmc+tVwAAAAAAPJeNzO9kxd0M8tSy0xQUJAIWnheGUsmk0mMn0lJScm5EwMAALKEP5OTk5PFupubG8Y3AgCAJtkdzPTo0UP0v16wYAESAAAA5FKxsbHk5+cn1qOjo8nX11ftKgEAaBdSM7tOMHPs2DE6ePAgVahQwTE1AgAA1djKGhVxz0v+C4kmaXG1+nel5bNbvEQ5pc7n8sxXhqSC0vJxdeXPs/SFzjb3UW+yfB/2ZmSLS14uLY9I/E1a/tdVeUa2VD7S0pmffSAt7xscIy1fazO7lrx8XAY1spXFbcrb16XlBWxkLbMl4qanXcf75b//tPlcbZ6VZzrrvaKctHzonjvS8p1D5dnxbPnfkfk2H3un96/S8m62fsHYw65928p017St/FxiZex7eWS68a20XFdksF11spXRDsAWu0O6OnXq0NWrV+39NQAAcCIfHx968OCBWHgdAABAi+xumRkyZAgNHTpUTMRWrVq1dCk/q1evnpP1AwCALOAuwDzGEQAAnADzzLhOMPPiiy+Kn6+++qrVlyYSAAAAAAAAQK4OZi5evOiYmgAAQI5JTEykCRMmiPVRo0aJeWcAAMBBkADAdYKZEiVKOKYmAACQY5KSkmjs2LFinbsFI5gBAAAtsjuYmThxokjJbNnNjP300090584dGjlyZE7WDwAgz7GVGcpW5iYZnlvmzTffpGXHrlD7nzaQ3t06mNk8oJ2dGa5y3/HYb8fxYPWnyJ/HGGf7d2wdc1t1mvXGFWl5zfzW35mKGTYyXP0Z+JbNOvnNiZWW+wQb5L/g/ay0+F78z9LySYfllwb1Cxlt1umXjYuk5R1T5Jms/hkxT1o+ep/1OFyFT3CwtDx53ivS8t9sZAdj9T4LlJYfCgqXlo+tIx+XMOuk/L3rX0meaSw+xfb4BuP2d6Tl85oekpYHne8rLX+ulPx42FJm1d82H7M325itrGW22Hqe403l2QWjk5MoV9Op0DLD+wT7s5l9//33VLFixXTlVapUoe+++y6n6gUAANng6elJ06dPp3IvD0oXyAAAAOTZYObWrVtUuHDhdOUFCxakmzdvkiNt3bqVOnXqREWKFBHJBpYtW2b1OCch+Pjjj0X9vL29qVWrVnT27FmH1gkAAAAAAFwkmAkLC6MdO3akK+cyDjIcKSYmhmrUqCHuNspMmjSJvv76a9FCtGfPHjHjddu2bSk+Pt6h9QIAAACAPExJzezsBewfM/P666/TsGHDxODSFi1aiLINGzbQe++9R++8I+/zmVPat28vFhlulZk6dSp9+OGH9Oyzqf2Df/75ZzG+h1twXnop52adBgDI7fjmD88zk2I0UaOvFpPB00vtKgEAAKgfzHBWnHv37omBpZz6k3l5eYmB/x988AGphVNGcxc47lqmCAwMpCeffJJ27dplM5hJSEgQiyIqKsop9QUAcLTk5GS1qwAAkDcgNbPrBDM8VuWLL76gjz76iE6ePCnGppQrV04MNlUTBzKMW2Is8b+Vx2xlZ1PSlwIAPE7z71bbfMxWhrCG09ZJy3cObZ3trGW28GfztWvXxDqPI9Rn8ksvJzKpOctH+xZIy9dssf4eeMRGl4ws5EeYN/CStLxSvtek5XvC50jL/9xUTFru42t/5qYmte9Ly8cflB+n0bV6SctPXVwuLf/4CduTYn89OXVC7bSKX3woLV91RX75EX7TR1rerK78tTXd3ltavijmexs1JXq1s5+0/Pet+aXlgWXlGer6V+ovLd9+a660fOQR+d8Wm9f3pl0Zv0wXJ9l8LnueJ6d/xx72ZksTN5sD5ZnoIG/Lckjn5+dHdevWpapVq6oeyGQHtyZFRkaal6tXr6pdJQCAbOPgpWjRomLJbCADAADgajL1DTdgwADzHb7HWbhwIc2fL8+97kihoaHi5+3bt63K+d/KYzIciAUEBFgtAAAAAAB2zfmixgKZ62bGaZd5HplGjRqJ1Mh16tQRmct4rMyDBw/oxIkTtH37dvr9999F+axZs8jZSpUqJYIWTkZQs2ZNc5MkZzUbOHCg0+sDAKAmHtM4bdo0sT506FDy8MBcMwAAkEeDmXHjxtHgwYPpxx9/pBkzZojgxZK/v78YeM9BTLt28j7jOSE6OprOnTtnNej/0KFDFBwcTMWLFxdZ1j777DMxhoeDGx7Xw8FV587y2WQBALSKM05ylknGCVsQzAAAOJAaLSVombEvAQAPpB89erRYuDXmypUrFBcXRwUKFKAyZcqIxACOtn//fnrqqafM/3777bfFz969e9PcuXPFFzenI+3fvz9FRERQ48aNafXq1aIFCQAgL3FzcxOfjco6AACAFulMPEELmHHXNE7pzMkAMH4GAOxhb9YyW+pNlmfz2fuuPPtPROJvNp8ryONlUoO9ryGj4+fmbpSWp1gPkTTzLSlPSf3zizek5aE+r9ud3Y08bNzASzTZlQ2u/hT587/UysaLI6ID1+WtbD+3lWfjem+PPKPnO9VjpOWvLCgqLU9Otn0XODrCXVo+vsd1aXnbIoWl5ZEp96TlFx/GSsunHfSVls9pJc+ultEx79ZSfszfqd5DWj7mgDxLXPV88nOga2n58wgPF0mLPzolz2o3rm73HMkQlhXO2IcrXZ8p9Yo4+QUF+Dv35nnUw3gKqjQy1x0TZ0P7FAAAAAAAuCQEMwAAAAAA4JIQzAAAaFBMTDyVKPQaBQUFibGEAADgQDx23OmpmR0/Xt0VYFQoAIBGRUXKxxkAAADk2ZaZMWPG0OXLlx1TGwAAyBHe3h60/9j/6MyZM+Tt7a12dQAAtA2TZrpOy8zy5ctp/Pjx1KxZM+rXrx917dqVPD09HVM7AAAXYm/WspF75NmQ9r4rz1Rkb8ay4CpEU4/OJzq+N91jK/bkk/7O+tc6SMuP3J8tLR84rZi8TjYyir2xTf6aWXJSiI1yG1/Y/vLiUmXlGbFe+jlMWp6YIM+ixryCjHbVKazcQ2n59ltz5c/vHSotvxJtu/vI6WPB0vJxheRZyzZtlh/X0U+ES8vDSspfw9mT8nOGffKyPFPc4fsGafmSS3ek5Z/VTZCW34uXP8+cxj7S8t5r/7BRU6JdveQtlnML/iItP/tAvv3Y2vIseLdfaS8tr1dZ/j6wvaMKSMtfr3SW7PFc/Gt2bX/ywY82H4tsvlxannT8Vbv2AeBodod0PEnlvn37qEqVKmJW6dDQUBo4cKAoAwAAAAAAcJYstU/VqlWLvv76a7px4wbNnj2brl27Ro0aNaLq1avTtGnTRL5rAABQT1JSEk2fPp22/76OUpLkrSQAAJB3uplNnDiR6tatS/7+/lSoUCHq3LkznT592mqbWbNmUfPmzcW8NTqdTkxCn9b9+/epR48eYhtOMsM9taKjo0kt2epsx/Nt8hdmYmKiWM+XLx99++23FBYWRgsXLsy5WgIAgF34c3nw4MH054R5lIxgBgAgz9uyZQsNGjSIdu/eTevWrRPX8G3atLHKeBkbG0vt2rWjUaNG2XweDmSOHz8unmPFihW0detW6t+/P7lUNrMDBw7QnDlz6LfffhPjZXr16iXuAJYtW1Y8/s0339Bbb71FL75oewZeAABwHIPBQM8//zydjbxCegMGiQIAOJRen7o4e592WL16tdW/586dK1po+Lq+adOmomzYsGHi5+bNm6XPcfLkSfE8PLykTp065uv+Dh060OTJk6lIkSLkbHYf9WrVqlH9+vXp4sWLoovZ1atX6fPPPzcHMuzll1+mO3fkg/sAAMDxvLy8aNGiRdTnf2+Ru6eH2tUBAAAHiYqKsloSEuSJNNJShoUEB8uTisjs2rVLdC1TAhnWqlUr0uv1tGfPHnKJlpkXXniBXn31VSpatKjNbQoUKEBGozwDDAAAAACApqiRKvm//YWFhaWbRuWTTz7J8Ff5Op1bYXjMe9WqVTO9y1u3bonWHEtubm4iIOLHXCKYUcbGpBUXF0dffvklffzxxzlVNwAATfjlzHxp+bbd1l8IZk/a9/zNv7PuOmBp84Ae0vJh1Wz8QsI/0uLqwf1s/MIaaWnMJfnXy+EIG685A6XKyZPKxETL93H5QoC0PDbaXVqui8vg5luA/OLk/WdvS8u/Xi+/wzl9n0m+/QvXpeUTdwTZrFKBEHmq4MMX5PMJhZWWp1oeslF+/OLj5GmQp7wkrys79UDe+jeosrxOl1r+LC1PXCVPa9wyQH5cf78WJS1vXzqDm7Jb5eeHfukgaXnQffnx3nRD/ne9pLX8efb2bkX2Cou/KC1Pmv+StHzpQHmvmL5Gefr2SvkySOV8WP7YhoO206vLzNG3tFGnDXY9D9h29epVMRhfkZkpU3jszLFjx2j79u3k6uwOIceOHSvNWMADhvgxAABQX0piPO16/xXRis6fzwAAoE0BAQFWy+OCGU4OwwP3N23aRMWKyecKs4WnZAkPt56jKjk5WWQ448dcIpjhlhlO1ZbW4cOH7epzBwAADmQiSoy8J1Lo8+c2AADk7dTM/F3AgczSpUtp48aNVKpUKbtfZoMGDUS6Zk4aoODn4m5rTz5pZ7cCZ3cz465lHMTwUr58eauAJiUlRbTWDBgwwFH1BAAAO+jd3an2qG/px26NRDIAAADI2wYNGkQLFiyg5cuXi7lmlDEugYGB5O2d2iWUy3g5d+6c+PfRo0fFtsWLFxeNFpUqVRKpm19//XX67rvvRHpnDpBeeuklVTKZ2RXMTJ06VUR0PPifu5PxC1d4eHhQyZIlRbQGAADq0+kN5BdWhmrWrKl2VQAAtE/FBACZNXPmTPGTJ8W0xNOt9OnTR6xzgGI5bERJ2Wy5zfz580UA07JlS5HFrGvXrvT111+TWjIdzPTu3Vv85Caphg0bkru7fCAlAAAAAADkLqZMdDnmLGiPy4TGLTTcwpNb6EyZeGWcs1rJksDrGbHMpuCK+PVxqxPn3nb11wIArqnRGHmGsB1j20rL+238PV2ZMTmZzq/fQeG3fahQvadIb7C+d7V5QDvpcz09/y9p+Yoez9hVV1tSguSZskSd42w84JF+nKaQaN9YoBqN5Jmerl7yt/k7sTHudmVGK1FannktKDjBrufX622/tovnHvWMsLR64ANp+dRjydJydxs3dW/ZyBeRksHhLu4nf/B8lPy9K+orf56HifLyUbXkz6+zcWfaMOwn+RMRkc/09+S/Y5I/19cn5OlmS9p4zZ085ddJusJvkr1OR/woLf9st/wcaNHhO2n5KzMLSsvdu3e1ue85gd85NAuZvVnOcuv1mVKviIszKMDf27n7fhhHQaXezHXHJFe2zPB4mZs3b4q80jxRjiwBgJIYgMfPAACAulKSkmnbl6kXIwWfaEKUJpgBAICcpEI3M/vzeGlSpr7dOEuBkqmM12XBDAAA5B46g56KPVlT3PnX6fGFBwAAeTiYadasmXk97aAhAADIfdw8PKjNhJF0/oztyRcBMoNvX4qeF0jxDWAb3zRy9o0j3KgS7O53wNkM/Pz8qFu3blblixYtEhOzKYkCAAAAIPfx0LtRfk9/KugdQH7uXuTr5m3+6evuRQadO7nrDVaLItmYQikmIyUbjZRsMlJscgJFJyWQ0ZRAcckJFJuSQA8TY+hB4kOKSIgmHcWRiSc9AgDILcHMxIkT6fvvv09XzuNp+vfvj2AGAAAgV9CRXhdAtfIHUWGfYMrv5U/5PQPIz82LHjx4QPfu3aOH9x5SdPQduhoTI+aL4yUhIUHM6M3zRyg/eUI8g8FgXjgdq5ubG/n4+JgXnqfC19eXigQGUtXgYhRcJJj6VfSge/ExdDM2ki5H36cr0ffFTyJ5QgQAV8XJKHQ6g9P3CVkIZq5cuSKdMbREiRLiMQAAyJx6k+VZe/bayFpmy9XL6bNxpSTE064xQ6hogC8dPnxYXGxmhq2sZc/9sUxavmNsZ2l5vQnr5eX1wm3uOy5Bb1f2rui78kxg1erflZYf3ldIWl6mQoTNOkVFeErLvbzlGcLuhMuP8+Vz8kxDrz0jz5S154btr+cereTH8Oh9IwV6FKJAj8Lk716Q/NwLUGx0HJWJuUY3zl6mc3fvigDm/v37IjixF/8OBzaWOCjKCE/YymNu+YZnkcKFqU6RchRSIYSijYl0OfounY28JZYHCTFi+3F15Znl3t71UFreKET+OppMsu49YuniA/m1yp04+TF/q2KotPzTI/ek5Y2nL5eWe31ve0LBRBup/CoEvSYtn+f3jrRcbyMTmK3MYTRQnrGMvZI8ghwpp7KiAdgdzPAH0pEjR8QkmZb4yzJ//vw5WTcAAMiGuPCbdC48c3MLgGsKcPej4v5FqIRfESrmU5Du3rlP50+ep2vXTtL169fp4UN5EOAs8fHxdOPGDbEcOnRIlPH4m4IFC4oZxauWLk2dKtWgaEoSQY2e7pOROBi1P9gCgLzJ7mDm5Zdfprfeeov8/f3Ns4Ju2bKFhg4dSi+99JIj6ggAAHbSu7tT3Q8m0ZSODcXdcdAOb4MXlQssQeWDSlGgzpfOnz9Ph/fupz/PnRPdxHI7Dq7Dw8PFsn//fhHcFClShEqXLk13K1ak0NBaZKRbZDTd+C+wQTAOLoC7fDm72xe6mWUtmBk3bhxdunSJWrZsKfrLKk3PvXr1ogkTJtj7dAAA4AA6vYGCylWmRo0aqV0VyAF6nY5qFyxGjYuUooqB+enc2XO0eet6Onv2bJbnd+Ouhzx3HCf14bEu/JMXHvvi7u4uvuN54XUeI8P74YW/8/kndznjxD+WCwdT3PUsIiIi0y2CvB23IvGybds2MbddlSpVxFKoEAc2Vym/53G6919XNACAbAUzHh4etHDhQhHUcNcy/tCrVq2aGDMDAAAAOcfbzZ2aFSlNrYqXo4T7kbR/5z5aeeKEGKSfWdwyV7RoUQoNDaUCBQqILuH8083TnSISYyg6KZ6ik+LEz8ikOMofEEVGE2ctS6YkUwrFmFLIREb6/VAguel1ZODB/3o9ebkZyN/DgwKC/SikjIEKuHtSkKc3FfTyI1+Du5iVnMfn3L17V0y8zQuvPy7I4WBo+/btYuHuaHXr1qXR1dvRmeg7tOXmWToVcRNtNZD7oGVGNVmeErp8+fJUrlw5sY5JNAEAchdjSgrd+XcXLfKLpeeee87ckg6uwd/dkzqWqkSNQ0vS1QsX6a/f/sh0kh1ubSlTpgwVK1ZMLPmCgyjB+IBik+9SfEokJaScoIvxkfTHiWRpUODnnih93qPh1oP/LRUqHGv1by+Dmwhq/CkfheULoFIli1OzwHzkZzDQrVu3xGu5ePEiXb58OcOWpTt37tDKlStpw4YNVKNGDeperx7FlapJf18+QkfvX8/U8QAAbdOZsjAy9Oeff6Yvv/xSNG8rgc2IESOoZ8+e5OqioqIoMDBQ3FEKCJBnnwEAyO1iYmJElyHGXX+4G5GlhtPWSX9Pd18+8Nq3pDx7V8ylnAuS1nwoH+/RZob8szgxTn5X0pAkfw0pnvK0qUHB8TbrVKuqPNNZRILOroxpRqN8ew9P6wt5b3cDvVSrBPWoXYxOHTsuWicelzGMUyVzltGyZcuKxcPPj47duUsn796js/cf0Nm7UZQkyV5WpbS829b1CPl7Wjyf/Bxgp67Jx2WVK2p9bHk+m6K+wfRMiXzk7VaUDMZAunr1qhj3c/Lkyce+Vla1alUxgbe7P89zs5fiU9IHNTdjPWz+fmEfebBW4sYdafndEvIsZJuvy/eRaCN3Qdsw28dv/TX5Mfdq8LO0vN2twdLylHe/lpb7jLExbcbVczbrpKv2Cdmj+XerpeXrvX+Vlrv1lpe72vWZuV7X5lJAgI+T9x1LgcX65Lpj4mx2fwt99dVX9NFHH9HgwYPNfbH5w3bAgAGi+Xj48OGOqCcAANiBxzg0a9bMvA65G4c6naoUpdfql6Z71y/TnB9+FN+pGeGsotzNu3LlynQ1Jp4Ohd+i5UeOiQDGaHGfMtmYe95/7sp2OuIG3Q1JvRlq0HmRd2gRerJYCXqqZVMKv3WPjh07RidOnBAXaDL8+PHjx0VLDZ/jgX4P6V78dko2qZu5DfI4dDNznWDmm2++oZkzZ4oB/4pnnnlGDNT75JNPEMwAAOQCPJ5x8+bNalcDMqFooDd90KoyFXFLpL8X/ZZhdzJubeMxJHwh/5AMtPHCdfpm5U66+TCWfH1tdwPLrVJMPF7nglh0pKc/L1emhpUqUv/mzenWtWu0d+9eOn36dLrf404lnOr56NGj1KRJE2rQ8DmKTjlEUUlHkf0MII+xO5jhAXwNGzZMV85l/BgAAABkrjXm+Rph1L9+adq3awf9s327zcksCxcuTPXr16fylSrSlku36KPtR+nMXduTfboiTjKw/9ZNsXgaDNQkLIzat29P7dq1o3379tGBAwfSJT7g8TYctHNrTadOnahw0bJ0N34jEVmP4QFwOG4Bd3YrOFrdsxbMcH/cP/74g0aNGmVVzhnOlIQAAAAAYJufpxuNf7oylfZJol/n/kS3b9+WbscZyFq1akUFihWhzTfO05zd/9DJC+6kdQkpKbT+0iWxVMqfn95qUp4aN25MO3bsEK01nBbaEnfJmzNnDtWrV49atX6GYpL20L2Ei6rVHwBycTAzduxYevHFF2nr1q3mMTP84cKZRjjIAQAA9cXFxVGDBg3E+q5du0S3M8gdSgT70FddqtH9y2do9m//SLN5cUayFi1aUKkK5Wjl5ZO0cde/lGRUttN+MGPp5L17dOLBJfJ1C6ZajWuKFiqej4Zba9LmMOJA58aNG9StWzfy9y9Ilx/uFy0+AA6HMTOulc2Mm3qnTJkiMo+wSpUq0TvvvEO1atUiV5dbs2UAQO5Qb8J6u39n76hWObIPe57ncdnMWsxaJf29EqWjpOWVCsozMa3YUcCu5zl9LNhmnXVx8otOk0FnV9ayJBtZy7x85SmA9QbbX4PJSfKLBS9v+fGIjXHPMGtZ3bD8NKZVNdq5ZRPt2bMnfV30etEC8WTDhrTpxkVacfEkxSZbt0KcPZlPug83d/nxCCksz1oWEy2vq69fkt09WvR6+TEMCEqw67i2K5Hy2AxhBbwK0BMFnqDkiGT6+++/pV3ceULQ559/nvwLe9Lhe5vEvDmKJBuZ5fJ7yd/TOgWLyeuUIu/KZho5XVru8eU7ZMutF+RZyBaP6S4tL1hvrrxOCfYFbn1OtrD52L3Pt0rLC/zwtvwX3NpSTpijbyktjzMl0yDamuuuz8zXjbcWqJPNLLR7rjsmzpalnJq1a9emX3+1L6UeAAA4D0+UuHbtWvM6qK9eWAH6pFUVWvbnIpGKOK2QkBB69tln6a7eg8bs3UDhcfJU1Xnd3fi7tPbaWioXWI569OlFRw4cpI0bN1Jy8qNgJDY2VlyncEBTq3RLOnR3o5gEFADyaDDDUWdm5eXIEAAgt+C5R1q3bq12NeA/dYrlF4HMkkV/iMki03ryySepyVNP0bzDZ+if05eoQEicKvV0JWcjz9Lyy9fppQr1qF+pfqKru+U8NZxMYdGiRWLS2CfKt6KDdzdQssn1Mr6Bi0A3s9wdzHDfXZ1O3iyr4N5qvE1GM/kCAADkNdUKB9KnrauJFpm0gQwHnU8//TTlL1WWhq3eQdej5F3CQC4yMY5mndxCLYtWotdef42WL1tOZ86csbo2WbJkiQhoqpVvSgfvcqYzAMhzwcymTZscXxMAAMgx3OVmzZo1Yr1t27bk5palXsWQTcE+HjS+YzVateKvdF3LOClD9+7d6Qa50/BV2yg2Cd2gsoJH66y/fpIuR9+jvl07U8C6jbR//36rbZYvX059+vShckG16MSDg6rVFTQMLTOZxg0fc+fOFcnDwsPD06Wk526j9sjUt5syizQAALgGno+D7/grCQAQzDifXkc0tn1VunD8kJjR3hKPY+rZsyf9G5VAM/cdJCPmecy2s5Hh9PWxDTS41VPifN+9e7f5Mb5Y4ikk+vfvT0V8HtCN2Euq1hUgLxs6dKgIZjp27EhVq1Z9bO+vx8nStxunRPz+++/pwoULoj9q0aJF6ZdffqFSpUqJLCwAALlNTmQIy8r2bPzBBdLy5asKUU6oPyX9azMmJpBvWHlyczNSl99XkcHD0+rxfMHJGWbdSqt3efkYjsX/yDOHnf5XnnHrtedukS0/Lg2Rlhs5KpDwCbGR/SxOb1fWssJFbXftspW17PTx4Mcev161S1NhfSzNWbfOahtPT0965ZVXaNctI03ZfoZMZP3eMKONjFsZZQ7L6HXYw89fPq4k+qHtlNCJCfLz4LUn5M81a7+/tPxegvw8q5Ff/jz+7mkvYyLowJ119GTzVqKLmWXGOM7wx+NqXurZk3488oAiE60zrb1eQ56d7Gq0fL6aY/fl6c5D3n9ZXh57mWwp8sdb0vKhd+W/8+vhPtLySHnyOBqw9Hdpua7CaJt1KjDH9mP2iB//rLTca/RyaXlf4wab47cHBQbmSJ1AXb///rv4W+zQoUOOPJ/d7VN//vmn6LLAzeP//vuveTZeTgs3YcKEHKkUAABkj97Dk6oOn04Nx36VLpABxwvx86KXaxQX4zXSdqHo2rUrHbyvp4lrTokuUpCzYpKj6ddzm6hJi+ZUunRpq8euX79OJw4fppcq1FCtfqBRnLtcjcUFeXh4UNmyZXPs+ew+Cp999hl999139MMPP5C7+6O7NDyBJgc3AAAAeV3/+uXo8L8HrLJrMe69kOwfQhNWI5BxpPsJD2nZ5V3UpWsXypcvX7r++DUD81PF4IKq1Q8gL+O5KadNm5Zu0lundTM7ffo0NW3aNF05TxgUERGRI5UCAABwVRUKBlCjYkH09RLrSQeLFStGdRo0pl7z9lNiCmald7TzD2/S3ohz9Mwzz9C8efPM5dyjhAceP9+0EX22BwmOIIfwuA+nJwDI3lgTtWzfvl0kF1u1ahVVqVLFqnGEcYu2Pew+6qGhoXTu3DlpxdI25wIAgDp4zMzxr4fSrnHvUUqasQHgWN1qlKBdu3aZu2Er2rVrR9O3XqTrkfGq1S2v2XH7JPmEBFH16tWtyo8ePUrFPLypuD/GYAA4G0/5wunSOcFYgQIFRIOI5eLwlpnXX39dZCH46aefRPaBGzduiA/td999lz766CO7KwAAADnPZDJS9KXUDFo51ZQPj+fjbqDGJQrSdyusB1xXq1aN4j0Cafnh06rVLS8ymoy06up+6tq6NR0/ftw8Fx7/5K7xrUqWpZ+OH1C7mgB5ypw5c3L0+ewOZt5//30xmLFly5YUGxsrupxxZhYOZoYMGZKjlQMAgKzRu3lQub6fkH9AIundbGehgpzVvEwo3bx2hR4+fGhVzuNKJ209TykILJ3ucnQ43TPFihSwhw8fNpcfOHCA3qhfn34+cZCSTej2B9mEeWZUozNl8pZdnTp16LXXXhMTfAUEBFBiYqLobsbzF1SuXJn8/PxICzj1HzdxcXY2fp0AAM7WaEzqZJdpGeSZi8nHV562lj28IA9k8pWXdz17cMa+zGe+JeWpiyNu2p9BzZAkv6BMcbfvC9voJt/ezV3+/MlJGTy/rQlgbKSL/t9z1SjixE46dOiQVffsrj36UMeZO9MFM7ZSP2fEVvpsW+Vly0ZJy69f95GWe3k/eh53vZ6eLFKM6oQWIX8PHcUZU+jQ3Wu0/84VqwDg8gX596W/f6KNutoXPBQvJD9f24fZSCOd5j0t7FOCQhPL0I8//mhV/uabb9LWh//Srbi7VDZAfvxORsjTTj9IlJ8DBhvDGD6oKU/nzW7GXpGW+7p5ScsTjfIU1oUNxaTlr++WnwOzashfM5sbLL973ntxcWm5vkvO3m13leszc73uL6WAAF8n7zuGAoOfy3XHJDMWL14s0jNfuXJFxBSW7E0olulviBo1atB7771HhQsXpl69etHOnTtFEFOvXj3NBDIAAADZUTHUX6T/TdvFbNWJ2y7XKlM7pDB906ItDapVl5IuXKIj67ZS3Jkr1K9SA/q8bieqnr8IuYpbsVepYGgB8ve3nt+GL6QK++bMfE+QxyktM85eXNDXX39Nffv2pZCQEDp48KCIJfLnzy/mr2zfvr3jupnNnj2bvvnmGxFF8ayd3M2MJ8l89dVXqXfv3mLizNxi+vTp9OWXX9KtW7dEEMb15gMFAKB1ep2OCvp4kcmUQpEXzpExWk9+RSqQLs18BIG+8i9BzyAPu/bn4ye/s+sdaN/zML2NlhmjvS0zhhxsmbEVgEiyCAV4uVGwl4Hu3r1rVR4WFkZrjzykwgHp77J7etnfMuPuIX8dHh7y9yLYRotNoo980kdPrxSqWqAQvVa9Fq34+28aMWIEnT171vx4uXLlxHfsm5060cwT2+nwPevgLTcykZGiEu9TiRIl6NixY+byq1ev0lPVWtLhe6e4DVDVOgLkFTNmzKBZs2bRyy+/LGIKbizhJGIff/wx3b9/37FjZnx8fKhPnz5iOX/+vBjA8/3339OYMWOoTZs21K9fP+rSpQupaeHChfT222+LuXCefPJJmjp1qpjkk1NKFyqEuy8AoG0cyMzp8hTdu3ePqHkt+5+gkSNqlTdwetHw8PB0CRf47uPgJ73JVC+XzWtSwvZD3G3mnxUrxHd62kk/ObDhck6f2rNtazp+/ya5gujkKPFeWAYzR44coU6dOlE+D+6ic0/V+oGLw5iZTOMW0YYNG4p1b29v8xjDnj17Uv369enbb791bAIARZkyZcQEmuPGjaM///yT3njjDVq9erU5U4havvrqK5FxjZuvGAc1//zzj8i+xskLMismJkY0R3PGNsb9+ZKSksjNzU0kPLDcTnkz9P/d+eTteHuDwUBeXl5Z2paTK/AXIpfxYyw5OVmk+uTf5efIyrZxcXHii4lfA78Wxu9ZfHy8XdvyceHgVsFl/BjP6qrkC7dnW94P74/5+j7qc8qvgV8Lb8fb27stHxc+PozrkPb9tGfbzLz3OXGeyN7PnDhPlPczu+dJ2vczu+eJrfczu+eJ5fuZ3fPE1vuZ1fPkcZ8RnIlM99+XlDElmUwpyaJlxUCPWjtSEuP5djPpLfLzG1NSKDkxQQQyuHnjfJ07dxYtFpa4GzafywUL5rJAJgOvvPIK/fLLLyKxT9pARsHlfDf19LOnqXbB4nT+/H0yGVPImJQ6hsXg+ei8TklIEH9jfK7q//vs4XNVbKvTkZvF30tKYiKZjEbSu7mJhfG/E+NS01l7eD963uSERIqLTSR3dwO5ubuZ65UQn0TxSXry8nn0vEkJSZSUlJwu0OR/8+dBXEo8KVNrJiYkkTHFSAY3A7l7/FcHk4kS41LH7Xh4e5r/7lOSkiklOVm8LjePR3+LSn3dvR5tm5jIdUghNzc9eXo++luOiYmn2NgE8vJ2t/iMSKGkxGQyeOrJy8ty29Q6GDyN6bbVc4ukxZCN2Nh40bDo5WXxGZGcQilJSeLzxM2iDrz/1O8SDzL817KZYjJSMpmIa++hezRuKC4hmYwmE3nycVe2TTFSXEyMQ68jQDtCQ0NFCwy3lBYvXpx2794telJdvHgxS9k3sxXSbd682dxSwyccBxFq4osDzk7SqlUrcxn/YfG/OX20DF/Y8OAty4UVKVLEqqsAf0Hxl9LgwYOtfp8vGLico0zLbm5cxi1VlkqWLCnKT548aS7j5jUue+mll6y2VZIqWA6C4lYnLuMJwCzVrVtXlG/bts1ctmLFClFmeSwYZ5/j8jVr1ljNhsxlDRo0sNqW+y1y+dKlS81lfMJxGZ90lrp27SrK58+fb5XHn8u4S4Iljry5nJsYFdzSx2VpuytykMzlPFOs4ubNm6KM85Rb4hY5Lp8wYYK5jAfFcRkv/IWlGD16tCjjnwp+XNmWf0/Bz8dl/PyWeP9czvVRcD25jOttiV8Xl/PrVPDr5zI+Hpb4eHE5Hz8FH1cu4+Nsid8HLuf3RcHvF5el7XfK7y+X8/ut4POAy9JOhMvnDZfzeaTg84vL+HyzxOcjl/P5qeDzlsv4PLbE5zmX83mv4L8HLuO/D0v898Pl/Pek4L8zLkt7oc5/l1xueSHJf7/K+2lp5MiRomzs2LHmMg5klG2VoIbxNlzGv2NJ2dZRnxFxdx5te+fwOtrzeWc68+dEq20PjOtPO9/uTNFXH837dWvPNtox6k2r7cB5+GIt7RcxB6xp55txhaCM/94tu5bJnDlzhnbs2EG1CqQOOn9w5jhtHPg87Rln/Vm564uJ9FfP7nRt53Zz2YMLF2nxC6/QykHDrLbd+eUUUX5xw6PJLKOuXaepT/Wj75+z3nbV+B+oQ7k3aNncDeay8Ov3RNkrtQdZbfvdmJ9p46LtVt8DCr54jkt+9B79NPEP6lyxP82fusxcxoHM+/VfE4sS1LAts5bQ50360YZvrFNxj2/cTyyxEY+y2v1v8mLKF/AcDR0y02rboqEvUaXQt+j61Ufda36etUmUDR3wk9W2T1R8h0oU6E9nT90yl/3x604qW2goDextndygcs03yS//8/TvwUffOxc27aJ57V+ltaMmW21br+UY8i/2Om3b9Sh1+GG6RwNpC02mR8ksWPOPVlFAj/m05tCj7oUbj91y6nUEuLYWLVrQX3/9Jda58WH48OHUunVrevHFF8X8M/ayu2Xm2rVr4kKEFx6o06RJE9H3rVu3blbRuBr4woKDKm5GtsT/PnWK+8OmN3HiRKuLGgCAjNSbsN683mbqFnL3TQ2qb2xOP5lwViV7GCjJM/VOaMp/mbmMeh1tfbOteZuSk7zp8n2iWc83oEHrUoPvmAdIwax2MJO2JYPvKLvaPD98oyZtEoOMrgkqlCorspbF+6QGCnq9yZzFLCAokQzuqa/f2ydF/FtsE5H606A3Uf7gR8GBv1fq8QsNSqZKRVPLw+NTt+V7814WVy3K0Kj7CQa69DD1gbvR/7WkkI7uxj+6XxufohOtoLJght+jF8okkUGX+rtLfVJbAYr46KheIQNdiyGyaHQhf3ciT3eigZUDKT7EkzhEq1vQg0bVTJ3szzMmmsb8t+27pQxUsEDq3/Jn8ak3SnRJ8eQWZTmuKvX4rL3mQ/lNqU0rR++ntip5hN+lfFv3PKrrfy1f7npP8tCnXnMZdKktLNx2W+9/j1qjbkalvo7e8z3oxIxQsT7/WhBt5kAnnyf90CyU5ug/E+URpgjxc3WnVXRJl3pzrGodD6L9RIH59NS80aPruxm3SokuefqGw0nfsWPqvv3X8SsgeyQao+jkg0cBWHTSVfHz/EdTafeUP8X6mbjUz7bE8Hu0r+ELlKvx4XZ2A5KLNljNmjXL/Fk5aNAgMfifE4vxzdG0N4NzNDUzD/znrlobNmwQdxp50D8P/i9btizlFjyBJ98B5wNieXeAm8K3bNlCe/Y8+kBQ8B0zy7tm3DLDgzX5ubgZDN3M0M0M3czQzczy/eRgJiUxtQ56dy/ztsbkJNryTtMc+YxoPmWHecB+ajezJNLpDLR/TAfpe9/gi9S72Ca+meNvoDk9aqCbmQo6duwo+nrPmzfPXMbnA7fscdpU5dx1hZSpfP6kbbGV2b5jB1GxkvTV3j3i/EtJ03WMgxfuDsZdxQwej7qZeXskiS5lvC13xVLk0/+3rZsbGay6jiVKu5kV904R21l2M0v6b1tPn0fbJiUmUYtiTenM7tO0d+9eq9fAE37fT/zNnFI5ISGJkpNTyN3djTw83GjJRXk3s1fKBVl0HTOQJ0c4/wUz3HWM+fg86maWEB8nurpZbst425nX+Th4mD8juPtaclIyDQrfS17/dXUT28anBjPxrRpafJ4kU2JiChkMOnpuRknrrqhkEnNO7fsw9bOOX1dCQuJ/n/me5mAmwZQ6RMCd9CKJCGvc3pMSucufTkde/71vLPSPRTlyHXE6Yi55W3QF5O6Bortah5Xk9l83W84AmGhKIR3pRLe3VsfX5Lo0xI9SRv+tTmrmwE657pg4m5s9fWj5g5qbCjt06GD+I8pNChQoIC4Obt++bVXO/+bARIb/wCwvPBR88WPZR5MvepQLn7TbpcUXScrFV1a3tbwAVPAHgfJhkNVtZa1nfMxkdbNnW8sLsqxsy+eTbFvZ+2PPtvweyraVvZ/2bMuyu609731OnCey9zM3nCe23s/snie23s/snifM4JH+NfPElLLnyMpnhGXmMb3BjYiXTLz3OoOBDO5e4i4XD0QH5+LzPu35woEzD27llg5Zq0BuxH8ffGHEXXsy6mpWvnx5atSwIU3e8a/5/HOzuOhVWI7NUPD4Dr1FYKJwl22r11sFMZbP6+ljSretZRBjfl4Pd/L19E3XcqbcvNCL8Wj/BUGe7lbBhnhtOp30eT08+KaI7G9Ztm1qcCTb1vO/1iAFB2i8WAYyYtv/xr8kWnxGcNDFS1oGD8kxczOQm1v6zy9PizEx5m15XI3kWi+nvh+8E60/hz3/e21JFoPaDTodef/XYhaTkrsnNuWA19mtsK7W6muJu7JyEjHufs83ULgxgsfqcabkxo0bk0OCGW5Kzu13+vhLpHbt2qL1iPv8Mv7g4n+n7ccOAKBF4VEJ9BxPzpgUT8emvibKqg35QQQ5lkxe9t2Q8vaVX4j/3qOZtPzZ6Y/GR1ji7nL28oiX79svTF4eFSmfsNOYIt+3j5/tSUdTbPxOQlz6r09+ab/3fVIE4nznWcEt/XvjPGjtmcynMK5c8dG4vbTC78vTXt+/K59gMSHeYFeK56DAZPq8RSMxDkyWzUwJGr6YNIkiYuNox5UbpHeBHo5BHoFWYxxZrVq1KMV0n4wUT4bsDSMGgEzixGE8XrhHjx5inhmlhxS3MPE45ZUrV5JDgpncHsgoeJA2d4GrU6eOmFuGUzNz1w0luxkAgJZxt4ybkfGiy4+h3stiBvvbD1NIZ3h0cc1MifZduPkYbV/wy3AdciqY8YyTBy3+wfI6RUSZ7Apm/P67Iy+TnCw/TvGx8q/PKxExIoEMjym1THJRu1EL+uXfzI+rKpyQ2uVQ5q6N43EnWv664yWBF/OwMf9MrD6Rvtl3mD7o1In+XLKE3kszzwy3yHAgwymNx2/dR0ncjYhyN393P6Lk1MDSEs9tEZvMqZo5YEMwA+AMnA2Zsw336tWLfv/9UfKMRo0aicfsleXUzLkVZ0K4c+eOmHiHJ82sWbOmSBmdNikAAICWcZef/DVbki7FdbshuKI918KpUqVKVsEMZ/16ulMnCvHzptvRrjFuZt+N2/T59n00qHXr1KxlO3fStatXqVhYmOhaxi0yHMjsvW7drTu3qhRUQcwpY9kth7vYclrYyGTrMTQAWZ2YlRdn79MV8dyPsjF5PPYoIiI1GUWeDmYYdylDtzIAcIS9o6zTndubAS0zz2WrvNWP8qb3omVttyxcP2edmlpRqLD8zn/4TfkA1qSb8laNZ39fLi13T5B3eTJkcF8pxcZ1sZLZLS2jUd5CYbQRLxjd5K8hKsJ2u4JfgPzYBgTJ0y1vuXiDnmtTR3STUC6cOeHDoYMH6aWq5WncauvMml7e8tdw5oL8fWOeNlpUjEadXXV1d5dfCCkZx07FXqG3t1+juiHFqE7p4lSueFmKSTLSxM2HaOvFW5QkxjC4ZVinfL7ycl8bVx/35A16VCZAHpRXyid/f8oGPDpndOROge6laPru762fs0wZikiOpBWXuY5u1LTwo7TslvqVSU09ndZDY7S0fF+s/ARsRDZeHBGF+crf7+vfXZKW+zazToGsWP3Oo5TNlhJSlFl0rPVNsj3/3hz3z6Xlm/UtpeW9N1unWlbom34lLa+UL7UbbFrzzzxK828p1uQaY87g8Xgc+7lz59JNybB9+3bRWmovTQYzAAB5HU9gGHHhAkVf8yHfImVJp5cHBJCzLkdEU3hiirhQ5i9ry8GugwYPoZ/3+tDl+/KL5tyIu5DtvHlFLDevOTdTU07xdqtBJ0+epQcPHliV80zjpyMynksHILNM//3n7H26Ip6XcujQoSJLMifX4O6fPB8kT9TL2QWdGsxER0enGxiYl1PDAQDkFimJSbRl9Hti/Ykxf0kzsIFjLDtxiZ5v2tQqmOFU2rt37aTRbZ+ggb8fFGObwPHcdPmJkkrSmjXWE1UWLlyYChUNoW0X5RNqA4DjvP/++yJ+aNmypfhs5C5nnEWRg5khQ4bY/Xx2j3a7ePGiSNHMafW4b1u+fPnEwpNs8U8AAMgFOKVpwYLkERTiujOruai1Z6+RPjBYDJRP24WiID2kVxuUUK1ueYsb+bo3ovXrN4ibr5Y49evpyLNi7hKAnGAyGVVZXBG3xowePZru379Px44do927d4vx7uPGjcvS89ndMsPzzXA/YG4a4kH1lnOxAABA7sCTFrb9dpbNMTPgONzqMu/f09SvRQuRBUwZO8M/OSXp6/3foGM3o2jXxftqV1XDdOTv3pROHr9K//6bOg+OgufPKV62BC2/vEK12gHkRa+++mqmtuMYw6HBzOHDh+nAgQNUoUIFe38VAAAgT9hy8SZ1qliCmjVrRps3bzaX8zwKfy5eRBO7vUhDlxyj0/fvqVpPrfJxq0O3b5ho+fLl6eaj494le8I5pTQGlAM409y5c6lEiRJifqecnPDT7mCmbt26dPXqVQQzAAAOzIAmExUunywx+qG8nBUqEWtX1jL3h/ILvARv+dfF3ZPyrGVZYStrmS3RUbZft4w+2UaXDA/bPQyiI+SzQfoFyee4ibaY0PL9padofu/6onv25cuXzeX87xXLl9JXzz1H7/x9kE6FR9n1ngYGybNo6fXyiwNbmcbibMw/Ex0lf81Fi8v3y25el59PdyLl59PNJHkv9x7V5efrn2flx+PJQumzmZXwe5KiHxSg33+fSykp1q+9TZs2dDk5gjaI+Was3/cKQfLXPfmIdeIAxYMH8ix4ParbOI+N6d9nRcOP5FkBQxa+JS033TotLdcVKCUtT9bZuNzTt7ZZp74RNloOA14kR+oRt05aHhUVRf0DAym3QgKAxxs4cCD99ttv4jOQ53/k3l7BwcGUXXaPmfnxxx/piy++oHnz5okWGs7bbrkAAID6jEmJdOanMbR/ygRKSbSduhkc5/bDBJqw9gx16dKFfHx80s2zsH7VCpryTC1qXKqganXUEh3pqExAEzJGBNGcOXPEwOK0N2Or1ChPf13er1odAfKy6dOn082bN+m9996jv//+m8LCwuiFF16gNWvWZKulxu6WGR6gc/78eRFRKXjcDFeCf6a9CwIAAOqkZn5wbOd/6645SFQLNp65Q9WLBlKPHj3o559/poSER3O+8MBXvtv84Qsv0LwgH/rt4KPWG7CPu96bygY0o3vX4+n33+dRYpoAvmzZstSqTQs6+mAVxSbL590ByA6+Dnb2gPyc7KrlLJy17OWXXxYLt1hz17M333yTkpOT6fjx4+Tn5+f4YIYH73BfN24mQgIAAIDcSefmTqW6DReTPurdMKWYmqZtOkdBHSuKL+9ff/1VfGkrrly5Qj/Nni0eq1YkH03aeIIi4tCSZo9AjyJU2r8J7dt9kDZs2JDuAq9o0aLUpWsXOh21heJSIrlfoWp1BYBH9Hq9uUEkO40hdncz4yiKu5k9+eSTYuZOHshjuQAAgPr0Bjcq1KADFX+qDYIZlfGl9cR1J+lCoje99NJL5O5uPTaDJ3OcNWsWed65SD+/3ICali6kWl1diZfBjYr71aMw98a06PeltH79+nSBDM8m/krPHnQpbjdFJt5Ura4AkIpbp7lBpHXr1iJ9/dGjR+nbb78VN3ay0iqTpWCmRYsWIqMZAAAAZD5d88erjtKFZF/RTdvf39/qcW6tWb16Nf2z5A8a2bgUjWtbi4oGWo+zgUfqhYTR+Abt6d4FE3333XdWE5QqKlWqRC+8+Dydi9lG9xLQhQ+ckwDA2f+5Eu5OxhPWfv755/T000+LhGKLFi2iDh06iFaarNKZ7Oxwx3ePPvvsM9HdrFq1aunuMD3zzDPkyrj/Mk8GyukzAwIC1K4OALiQehPWOzSbmT14duWTJ0/SS3N2k1eh4qRL80Wx992W0t+rN3mDtLxQ4Rhp+Yoe8s/8RmPWSMt3jG1rs85PjpNnMcpfMl5afu+SPJOaySDv/qz3lu832UZmLcEo/4r08Lavb3xiXOo+uGb9m5Sml6oXEHcneTBsWvy92qhRI6r3ZH1afvIWzdlzgR4mPOqa5uYu33e+YPlxemgj65uXd7JdWdGiIuXZu1j7hvIU0/E2eo7YeIsowsZwluJ+qXUq4lOQGoRUJ+94N1q5cqXIiiTDM4o/2bg+bbqxle7E37V6rICX/Pi1KGodYCpO2cjqVe3PtdLyjR06SMvbFi1KtphO7pCWv3CmqrT81wu/SssvvCrfd5lfVkvLPfrazkw2J/A7aXmfky2k5boKoykvXp8p9Qq//wcFBDj3BkRUVCwVCn4h1x0TWzhgKV68uBiuktEwlSVLltj1vHb3PRgwYID4+emnn6Z7DAkAAAByh7i4OKpaNfVC6Inxf5PBw8aVPDgVX5J/v+0CXb4XQ+/37EXbNm+ivXv3Wm2TlJQk5qbhjKEtW7akxX0a0fJj1+mPQ1fpbkzeHLzOQUz9kGoUZPSlHdt2iGMju97w9fUV2eP8CwfQyitrKDpZHoQD5DQTGcXi7H26kl69ejlkrL1bVu72AQBA7legQAGKiJPPhwLqWn3iNp29E03jn20k5m3jyR35Dq+lhw8f0rJlyyh//m3UsGFDWtizPq0/d4cWH71EF+/bnvNFK9z1BqoeHEYNQ8tRfpNnhkEMK1eunOgdcjHhCm2/soeMLnahB6B1c+fOdcjzYlQoAIAG8R1qTqVvq9sYqO/8nRgatGwX9apdlvq/MYA2rF9HBw8eTLfdvXv3xJwMmzZtEsl3Zj7zBF2JTqLVp27Q+rM3KSpBWwFrqHcg1StUmuoUKEX3bt6mA+u20YkTJ2wGMdy9pl27dlSsTBjtvL2frsZct9mNDcBROC2z81MzI2DPcjATExNDW7ZsEZkH0uZyf+st+Wy1AAAAYC3JaKTZ+87Qzsvh9FajZlSvXj1au3atdCxIdHS0SD3MQQ1nAWpXowYNqN+E9l27Tzsu3aGTUdcoIt41u6GFeuejSvnCqEJgcfJJ0Yv5Jn5e9pMIyDPqf1+/fn1q0rQJnYm+QEsu/kPJJvk4IADQLruDGb5rxFkHeGZdDmqCg4Pp7t27YnbjQoUKIZgBAACw08nwCHpz6U5qVa4I9XuuG0XcvEobN26k27dvS7t7nzp1Siz83ctZu7qUL0+lSrWki1HRtP/GbToafofO3Y+gxJTceefW392bSvqHUEm/ECrlH0r6hBSRsGLlySViCoiMcBDzxBNPUOPGjSnGLY5WXl9PDxJ5/hgAyIvszmbWvHlzcUeIUyFy9gZO08yZV1555RUaOnSoGHjnynJrtgwAAHvEx8dTv379xPrs2bPJy0ue+Sutj/YtkJaPq9tdWv70/L+k5QaD/Kvl7knb9Ujwtc6O+bjsWnob+0hOkPcx8vKVd1NKirDdJ8lWJrWoCHlmL6Mx+/2bPN30NLZLQapToDzduHyNdu7caTNrlyU3NzcqVaqUGDvC877ly5+fzt17SJdjw+lcxD26Fh1Ft2IeijTR7N4d+XsRGCSftLNwAdutPv425qE8ct6HfN3dqWRQIJXOF0ilggKpQv5gyu/hLnp38Ou6dOmSNKtbWgaDgWrWrElNmjQhN59Yuhv/L/m6W2cqU2y5Yftebe2C8qQAJc5ckZbrajSRlt/uM1W+gx+6SotX+v5ms05B5/tKy5sXkZ9PK+VVpR7lekjL5+jl2Qv7GtXrhpqysLe03PDiPJe6PlPqdfPefFWymRXO3yPXHZNc3zJz6NAh+v7778WdEf5g4clveFKqSZMmUe/evV0+mAEA0AIeX7BgwQJzSn1wHQnJRtpx+xjtvXOSqgeXoWde6kKxd6No9+7dovWC56SR4fKzZ8+KhXl6elKxYsUoLCyM2hUtSgVLVSZfPz+6HRdDN6Kj6MKdOLoXG0/34uJTf8bG291NTUc68nZzp2BPD/Jx86IgD1/K5+lL+Tz8KMjTl/wrBorHuLvYrVu36NbJ47Ty+nW6ceNGugkubeEeIHXq1KEaNWqQyT2C7sZvp9jo1OCHAyUAyNvsDma4FUaZ2Ia7lfGdFW7i5qiUJ78BAAD1eXh40JQpU8zr4HqSjCl04O4Z+vfuWaoUVJzqtGksunnzYHjuFcHfvxnhm43nz58Xi4LPhYIFC4qlSHAwVfD3p4CC+cUknrxwAMTjeBJSkik+OZkSUlIoMSWF9DodebqnzpPDqVXddAbyduMAxkMEUZwKnLufR0REUMSdCLobcZvORUTQgwcPRCBjbyZUrif3AuHuZEWLF6HopHN0M2ElJSZEZPl4AjgSEgC4UDDDE93s27dPNGM3a9aMPv74YzFm5pdffjHPaQAAAOriG0/Dhg1TuxqQA3iW7xMRl8US5OFHBX3KUccXXiC3hATRUsMtMRzYZKalg5P2XL9+XSwy3OOCAwk+f/gnL9x9jYMRfn5eeJ1b/rgrIwcxtlqK7MWBFKeprly5sujxEZlyn65GX6AT13ZT6QDMFwMAORTMTJgwQeS+Z+PHjxcT4AwcOFAENz/99JO9TwcAAACZFJEYTZsvn6TFp09Sxfz5qXZoYWpdvRoFu7mLFhgObHgAPfehzwoOUjhA4cXRuJcHd4MrWbKkGOtTpGhRiky+SzdirtDGm8spwSgfrwQAkK1ghvutKrib2erVq+19CgAAcDC+e650QypevLi5ezBoA7fBnLx3Tyy/Hj9GIb6+VN4njOrWbkytOz5Nxvg4unbtmuj+zT/Dw8PTTaXgbPny5aPQ0FCxFC1aVJyXN2Li6fDNe/TLhXt0aOcZ6t0wXNU6AmSnBZX/c/Y+IYvzzHCT8ubNm8VdoO7du4t+tjyYjzMp+Pn55XwtAQDALnxnne92K/OT8CSaoF23Y2Lo2IXLtOTYZTGupUQ+P6oSko+qlKxC7Ro1oBBvX4qJjhbjV7hrOP/k1hvuacFLTrXE8HnGQUtQUJB5KVCgAIWEhFCiTkcXHkTSpYhI2n41kg7v20IP4lxzXhwAcOHUzNx8zTPt8h0/Hlx45swZ0beV0zLzvzllsyvLran/AMAx6k1YLy3fO6oVuTKeB4xbzxnflXeFYMbWe2GThzxtrS5OPijWNyTZrjTLGbGVLjq4YJxd6Y6Tk+SvIS7O9r3GeBuPJSfLW9+qVr9Hbjo9FfT2p1DvACrsE0ihPoHk78aZx7won5c36Ywmc1DDLThJSUniJy98A5Nb9njgPy+8zgun+/b29rb6mWQy0Z3YGAqPjRU/o0xRdDv2IV2NfkAPEh8dm3dryMfALLkkT23boFCStPxUhPxYdC9rO8tZglG+bx9DoLT8Wsx9aflPp+V1/bzwLWn53JL/2KxT/XsvS8t35//NrpTKZyN/kJYX9JbfaL7V7nebdar4z6vyB7yfJTXk1uszpV7X7s5VJTVzsQJ9ct0xyfUtMxy0cFczzqSSP39+c/lzzz1Hr7/+ek7XDwAAsoCDFw5oAFiyyUg3YyPFcvBeaubRh9GPLvj93D0on6c3+bi7U0F/HXkYDOTp6U4e3m7kpjeIgf8Fvf9LAkAmMpqMlJgSQQkpCZQQlUhbDukoJimR4tIkA/ALULdrGwBon93BzLZt28QEXmlTffIAPlvZUQAAACD3ik5KFAu7kyJvBakUZLsjx924zE3KCqBVSrY/Z+8TiOweEaqkZEyLBxjy2BkAAAAAAIBcGcy0adOGpk6dav4395/lwaVjxowRk3kBAID6eAwjd/3lhdcBAAC0yO5uZpMnTxYJAHhSK54wi7OZcV57zlby22/ygWoAAOBcPGj7xx9/FOt8A4onJAQAAMcwkVEszt4nZCGYCQsLE4P/Fy5cKH5yq0y/fv2oR48eIpsJAIArcUbWspzKmNZmjjwb0tq+HdOV8Qzun332mXk9u0buWSAt/+LJ7nY9z/+OzLf52N5RPezLcpYo7y9uMsgzhEXftXEcbGQmS31MZ9e+H16Q7yMiSD6mxMMzfbdt5uUtz7yWkYBAeQtcURuJ7PbfcLcrU5tvAflYGhYbI7+cKF5IXqdVV+XXCwHu8n3vCpfX9Y1K8os5L4PtaSJ+Py9/Hf1LGqTl5e/ckZa/VrGAtHzAkVBp+fc2MpBlJOKmfZdpZc9dlpabIqOk5UEbl9tdJ4Dcxq6/Ek7VWLFiRVqxYoUIXngBAIDch5O0jB49Wu1qAADkCZg000XGzPDdPe5aBgAAAAAA4HIJAAYNGkRffPGF6I8NAAC5E6fs5FneeUH6TgAAmDhxItWtW1dkH+ZJlTt37kynT5+22oYbLfhan+eS9PPzo65du9Lt27ettrly5Qp17NiRfHx8xPOMGDFC1bjA7jEz+/btow0bNtDatWupWrVq6WaVXrJkSU7WDwAAsiA2NlZ8yTAe25j2sxoAAHKOycSTyjo5AYCd+9uyZYsIVDig4eBj1KhRIkvxiRMnzN8Rw4cPp3/++YcWLVpEgYGBNHjwYOrSpQvt2LFDPM7Ts3AgExoaKuadvHnzJvXq1Uv03powYQK5RDATFBQkojQAAAAAAHANq1evtvr33LlzxU2vAwcOUNOmTSkyMpJmz55NCxYsoBYtWoht5syZQ5UqVaLdu3dT/fr1RWMGBz/r16+nkJAQqlmzJo0bN45GjhxJn3zyiRivmeuDGX5RAADg/IxpsqxltvBdtqx0L7OdMc2+rGW2vFO9h8OPX53P5Vmj3Dzlx8PH23aWrh9eviotf29NQWn59XPyLFoFCsRJy8NKPpSW+2bw7bx1mzxbVv6C8n3sOCaf0Dr6ofyio3qZWGn5LzuCbNbJVga0jsXlx/ZUhPwFHrgrzx5X0sac3EPWy7PE/dA2Uf4LnLWsVIC0/KOj8vfik0vW3XAUPh2CpeX1m82Wlt+KjrFZp1Cf16XlDUL6kD10tT+Tl5PjzdG3lJb3zUIWN1fEfwHOTwCQKirKOlsdp+LPTDp+Dl5YcHDqucxBDSf7atXq0WcuJ/4qXrw47dq1SwQz/JN7ZnEgo2jbti0NHDiQjh8/TrVq1aJcP2aGI7WIiIh05XwglSgOAAAAAAAcLywsTHQJUxYeG/M4RqORhg0bRo0aNaKqVauKslu3bomWFe6FZYkDF35M2cYykFEeVx5Tg90tM5s3b6bExPR3PHjA0LZt23KqXgAAAAAArkGFMTO8T3b16lUKCHjU4piZVhkeO3Ps2DHavn07ubpMBzNHjhwxr3NfOcvoiwcDcT+8okWL5nwNAQDAbgkJCaIPM+MMlJn5cgMAANcTEBBgFcw8Dg/q5zkjt27dSsWKFTOX86B+brDgHliWrTOczYwfU7bZu3ev1fMp2c6UbXJtMMMDfHQ6nVhk3cm8vb3pm2++yen6AQBAFnCmmmnTpon18ePHI5gBAMjjTCYTDRkyhJYuXSp6WpUqVcrq8dq1a4usZJy1WEn2xambORVzgwYNxL/5J3+nhIeHmzNmrlu3TgRTlStXzt3BzMWLF8VBKF26tIjIChZ8NPiR+9fxCzIYDI6qJwAA2IG/kDjtprIOAACOw4P/nZ8AwL79cdcyzlS2fPlyMdeM0suKx9lwowT/7NevH7399tsiKQAHKBz8cADDg/8Zp3LmoKVnz540adIk8RwffviheG61bprpTJhNLV0iA34zOcODPU12AAD2qjdhvUOznzmjru4JKdLyHWPb5ti+X1wun7+sfx159qmnisi7POt18uNab7LtbEvuD+UTwRmsx7+abX1T/rrnnp4vL9+UX1oeHWU7vWmvDjel5Uu2y5+rQ4N70vL1/8qzk4WVkB/XIv62xwM0DpUfpzrypG/03Un5vdQy/vJLkhfvHZWW6+rJj/fTC+SvgSUmym+8jn86XFr+1W75tcCEWfLsrqX+XkH2utjp6Rx5rrvx86TlBbx6k6swrh0kLY+KSaR8XX7MdddnynXjhdszyT/A26n7fhgVR6VDBmb6mHDvKluZivv06WMeA//OO+/Qb7/9Jrorc6ayGTNmWHUhu3z5sshexq07nDmzd+/e9Pnnn5Obm91D8XNEpvd65swZ0YeuXr165jJuhvrss88oJiZGzCKq3AUEAAAAAMgrTGQUi7P3aY/MtF94eXnR9OnTxWJLiRIlaOXKlZRbZDo1Mw8k5cFClt3OOnXqJLqYcfMTp4GbOnWqo+oJAAB2fmnxjSZe0AAPAABalemWmf3799N7771n/vf8+fOpfPnytGbNGvHv6tWriwQAnLMaAADUFRsbS35+qRM4RkdHi64AAAAAWpPplpm7d+9apW/btGmTaJlRNG/enC5dupTzNQQAAAAAyMW4BVyNBewIZjirwc2bN82zhnJLjZLZgHFeahxUAIDcwcfHR7TI8MLrAAAAebqbGbe8jBs3TmQ0WLRokQhouMxyIs2SJUs6qp4AAJrjyKxlnLUmK13LbGX2KlQiVlq+oscz0vKG09ZJy3cObW13nRY+28Wu7RuNSe3+nFbpBouk5dWekGdkY/2rxknLP/ondX6FtNZc/VlaPmt1YWl5WEl51q2QwvLjzTadkL+vJUpHScv/WCPfd9+O8qxobxrPSsu/0ZWzWadjD+QZwgp6J0jLe5SNl5YnPPePtHzuxmhp+bIFqXNfpOXubvvm6vst70vLfz0rTyv78+3F8n0sHkg5kRGQ7c1CBjQZ3/F/yB8Y5zrZzPRt5APP9VF8fv9IuZUrJACgvB7M8AQ5rVu3FhkMeD6Zr7/+2uqL8pdffpFOpgkAAAAAAKBqNzNudTl58iQdPHjQnF/a0tixY8WkOY7CwVTDhg1Fd4mgIHlufJ6htGPHjmIbnsRzxIgRYhZsAIC8hrv+jh49Wiy8DgAAjoMxMy4QzDCeDKdGjRpUpEgR8e8dO3aICXUYl+fPL5+wKyfwl3G3bt3SBVGKlJQUEcjwdjt37qR58+bR3Llz6eOPP3ZYnQAAcqukpCSaMGGCWHgdAABAi7I1VWf79u3p0KFDVLp0aXI0bvlhHKDIrF27VozbWb9+PYWEhFDNmjXFGB+eH+eTTz4R8+EAAOQVfPNp6NCh5nUAAAAtytY3XG5q3tq1axdVq1ZNBDKKtm3bipac48ePU61ataS/xy1LSusSixIDzAAAXJunpycmMgYAcBIkAFCPZm7X3bp1yyqQYcq/+TFbJk6caG71AQDI6/a+2zJHMjTtHSXPWtbhl79tPtfKno/mLsuMnqvl2cmK1JRn1vqlXTfKqexuto7T0/P/kpb7BSTalantbt+2Nuu05L1e0vIfl1p/Byr0HvIbj7+slW9/paFOWr59pe2u5LM2zZSWe/zdUVo+Zpd87OucN4Ol5XqD/DX0KbNHWj4ksaqNmhI1Du1jo9zGLzTsLi2eo5efA32NHZ2evVDhPU6eDQ5Ay+waM5PW999/ny6AsMf7778v0odmtJw6dYoc6YMPPqDIyEjzcvXqVYfuDwAAAAC0xWhSZ4Fstsx0795ddMtatmwZVahQgSpVqmTX77/zzjvUp4/8Dokis+NxQkNDae/evVZlt2/fNj+WUVcMXgAAtCQmJob8/PzEOk+cmZU5ZwAAADQXzLzwwgvUtGlTGjx4MMXFxVGdOnXo0qVLYvzM77//Tl27ds30cxUsWFAsOaFBgwYifXN4eLhIy8zWrVtHAQEBVLly5RzZBwAAAAAAuHA3s61bt1KTJk3E+tKlS0UQExERISbR/Oyzz8hReA4ZzpzGPzkNM6/zwnccWZs2bUTQ0rNnTzp8+DCtWbNGzHszaNAgtLwAQJ7D823xzR1eeB0AABwnxaRTZYEsBDM8riQ4OHWA3urVq0VLDH9R8hwvZ8+eJUfh+WI4I9mYMWNEAMPrvOzfv188bjAYaMWKFeInt9K88sor1KtXL/r0008dVicAgNyKxxwqrd+8DgAAoEU6k535lcuXLy9aYDh4KVWqlOha1qJFC9Ea0rJlS7p79y65Mh4DFBgYKII27qIGAABEzb9bLS3fPKAd5UWNxqyRlu8YK89C1maOPMvUyDby78yWRXvbXacko/w9cjudetMvrUZrn5SW6+7L072+3dv29/v//k7t3p3ZLG5r+8ozfnVbukRaHhAof57GrX6Qlpe70dPubGaOznQH2rw+U+p15NpU8g/wduq+H0bFUfViw3LdMcn1Y2aGDRtGPXr0EANLS5QoQc2bNzd3P+N5XgAAQH2JiYn05ZdfivURI0Zg4mAAANAku4OZN998k+rVqydSGLdu3Zr0er0565gjx8wAAEDmJSUliXGDyk0oBDMAAKBFWUrNzBnMeGE8GP/o0aPUsGFDypcvX07XDwAAssDNzY1ee+018zoAADiO0aQTi7P3CVlIAMB3+GbPnm0OZJo1a0ZPPPEEhYWF0ebNmx1RRwAAsBNncfzhhx/EgoyOAACgVXYHM4sXL6YaNWqI9b///psuXrxIp06douHDh9Po0aMdUUcAAAAAgFzLaOL0zM5deJ+QhWCGs5WFhoaK9ZUrV1K3bt1EhrNXX31VdDcDAAAAAABwBrs7UoeEhNCJEyeocOHCYp6ZmTNnivLY2FgxxwsAAKgvJiaGChVKTZfLE2f6+vpm6/nyagpmW5I87fu+e7nfV9LylkZ5et85etvpffva+J3nfpOnLw6/XF9aHlQ4QVoeESPvlti1dA+bder81jppuUFna8LWTdLSxAT5cf2xWuoE2WnNtfHsn64qaOMRTgtNOQIpmMESxsy4UDDTt29feuGFF0QwwxOxtWrVSpTv2bOHKlas6Ig6AgBAFvBNJgAAAC2zO5j55JNPqGrVqiI1M3cxUwaWcqvM+++/74g6AgCAnby9vcWYRmUdAABAi7KUr/P5559PV9a7t/2zFQMAgGPwHGAlS5ZUuxoAAHmCUYUB+UgAkMUEAGzLli3UqVMnKlu2rFieeeYZ2rZtW1aeCgAAAAAAwDnBzK+//irGyfj4+NBbb70lFu7C0LJlS1qwYEHWagEAADkqKSmJpk6dKhZeBwAAx0kx6VRZIAvdzMaPH0+TJk0S88ooOKD56quvaNy4cdS9e/ecriMAANgpMTHR/Dn9+uuvk7u7u9pV0hSf4GS7tp85aZS0vK+dGcsyEv3QQ1o+8MOJObKPepNtb1+izENp+aLnukjL39gmv/m5/CX5NYTprH2v4exe3FwFyCvsDmYuXLggupilxV3NRo2Sf1gDAIBzcVIW5eYS0uYDAIBW2R3MhIWF0YYNG8RYGUvr168XjwEAgPq8vLxo/vz5alcDACBPMP63OHufkIVg5p133hHdyg4dOkQNGzYUZTt27KC5c+fStGnTHFFHAAAAAACA7AczAwcOpNDQUPrf//5Hf/zxhyirVKkSLVy4kJ599ll7nw4AAAAAwKUZSUdGJw/I532CncFMcnIyTZgwgV599VXavn2742oFAADZEhMTY55n5tKlS+Tr66t2lQAAAHKczmQy2TXljp+fHx07dkyzk7FFRUVRYGAgRUZGUkBAgNrVAQDIcjDDn9csOjoawYyGzNG3zLEMaDLNv1stLU9MsJ1IYufQ1g7dd5Pa96Xlo/6SjwtrWWCYw+tqy8g98kxqXzyJbK9avD5T6rXlwrfk5+/t1H1HP4yjZqUH57pjkuu7mfF8MjxpplaDGQAALeD5v/jGk7IOAACgRXYHM+3bt6f333+fjh49SrVr1053t49TNAMAgLr0ej1VqVJF7WoAAADkrmDmzTffFD95ksy0dDodpaSk5EzNAAAAAABcQIpJJxZn7xOyEMwYjchqDQCQ2yUlJYmU+axPnz7k7u6udpUAAADUD2YAACD3S0xMpP79+4v17t27I5gBAHAgTqdlNDl/n2BHMLNx40YaPHgw7d69O13GBM6iwBNozpw5k5o2beqIegIAgB0MBoN57i9eh6xpNGaNtHzH2LakFnuzltmb/Szpprzrys6xOZcFzHTjW2n55gGD7XuiuvIMYckT1pNakLUMIJcGM1OnTqXXX39dmvqNU9K98cYbNGXKFAQzAAC5gJeXFy1btkztagAAADiUPrMbHj58mNq1a2fz8TZt2tCBAwdyql4AAAAAAC7BaNKpsoAdwczt27cz7HPt5uZGd+7cyal6AQAAAAAA5EwwU7RoUfMEbDJHjhyhwoULZ/bpAADAgWJjY8XkxrzwOgAAOE6KSZ0F7AhmOnToQB999BHFx8eneywuLo7GjBlDTz/9dE7XDwAAssBkMtHly5fFwusAAAB5OgHAhx9+SEuWLKHy5cuLrGYVKlQQ5adOnaLp06eLyTJHjx7tyLoCAIAdCQD27t1rXoesUTNrmb2env+XtHyFndnPcvI1J379vLTc463FOZJVzpa9LvS+gTaoMYYFY2bsDGZCQkJo586dNHDgQPrggw/Md/p0Oh21bdtWBDS8DQAAqI/TMdetW1ftagAAAOSeSTNLlChBK1eupAcPHtC5c+dEQFOuXDnKly+f42oIAAAAAACQ3WBGwcEL7vgBAOReycnJtHDhQrH+4osvioyTAADgGEZT6uLsfUIWgxkAAMjdEhIS6JVXXhHrnTt3RjADAACahG83AAAN0uv11KpVK/M6AAA4jhqpkpGaORWCGQAADfL29qZ169apXQ1wohU9nlFt382/Wy0tj40eIC1PzbOnzaxyAOBcuF0HAAAAAAAuCS0zAAAAAADZgHlm1IOWGQAADYqNjaUqVaqIhdcBAAC0CC0zAAAaxPOAnThxwrwOAACOg9TM6kEwAwCgQV5eXrRp0ybzOgAAgBYhmAEA0CCDwUDNmzdXuxoAAHkCj19JwZgZVSCYAQAAgGzZPKCd2lUAgDwKwQwAgAYlJyfTihUrxPrTTz9Nbm74uAcAAO3BtxsAgAYlJCTQc889J9ajo6MRzAAAOBASAKgH324AABqk1+upYcOG5nUAAAAtQjADAKBB3t7etGPHDrWrAQCQJ2DSTPXgdh0AAAAAALgktMwAAACAU52N/EFaXi7wdafXBQBcG4IZAAANiouLo6ZNm4r1rVu3im5nAADgGCmm1MXZ+wQX6WZ26dIl6tevH5UqVUp8IZcpU4bGjBlDiYmJVtsdOXKEmjRpIma7DgsLo0mTJqlWZwAANRmNRtq/f79YeB0AAECLXKJl5tSpU+LL+Pvvv6eyZcvSsWPH6PXXX6eYmBiaPHmy2CYqKoratGlDrVq1ou+++46OHj1Kr776KgUFBVH//v3VfgkAAE7l6elpnmeG1wEAwNGpmZ2dAMCpu8u1XCKYadeunVgUpUuXptOnT9PMmTPNwcz8+fNFS81PP/1EHh4eVKVKFTp06BB99dVXCGYAIM/heWU6duyodjUAAAAcyiW6mclERkZScHCw+d+7du0S/cM5kFG0bdtWBD0PHjzIcGI5btWxXAAAAAAA7J0009kLuEjLTFrnzp2jb775xtwqw27duiXG1FgKCQkxP5YvXz7pc02cOJHGjh3r4BoDADhXSkoKbdy4Uay3aNGCDAaD2lUCyHLWsqE7F0jLpzXsnkM1AgBXpWrLzPvvv086nS7DhcfLWLp+/broctatWzcxbia7PvjgA9HKoyxXr17N9nMCAKgtPj5ejCPkhdcBAAC0SNWWmXfeeYf69OmT4TY8PkZx48YNeuqpp6hhw4Y0a9Ysq+1CQ0Pp9u3bVmXKv/kxW3hgLAbHAoDW6PV6qlGjhnkdAAAcB6mZ82gwU7BgQbFkBrfIcCBTu3ZtmjNnTrov5wYNGtDo0aMpKSmJ3N3dRdm6deuoQoUKNruYAQBoFaex5yQoAAAAWuYSt+s4kGnevDkVL15cjJO5c+eOGAfDi6J79+5i8D/PR3P8+HFauHAhTZs2jd5++21V6w4AAAAA2pZi0TrjtEXtF51LuEQwwy0sPOh/w4YNVKxYMSpcuLB5UQQGBtLatWvp4sWLovWGu7B9/PHHSMsMAAAAAHne1q1bqVOnTlSkSBExLn3ZsmXphmfw8A9+3MfHR4xRP3v2rNU2PAZz0KBBlD9/fvLz86OuXbumG+bhbC6RzYwP7OPG1rDq1avTtm3bnFInAIDcLC4ujtq3by/WV61aJbqdAbgqZC0DyL6YmBgxlpInle/SpYvVYyaTiTp37iyGaixfvpwCAgLEXI08Gf2JEyfI19dXbDd8+HD6559/aNGiRaIhYfDgweK5duzYodKrcpFgBgAA7GM0GmnLli3mdQAAcByTCvO+8D7twTe4lJtcaXELzO7du+nYsWNi4nnGk9NzEq3ffvuNXnvtNZH1d/bs2bRgwQKR8p/xOPZKlSqJ361fvz6pwSW6mQEAgH04S+Mff/whFmRsBADQrqg0k7/zhPD2Un7Hy8vLXMbJtvj7Y/v27eLfBw4cEIm2uLVGUbFiRTGmnSevVwuCGQAADXJzcxPzcfHC6wAA4DhOH/xvkQo6LCxMdPlSFp4Q3l5KUMLzLz548IASExPpiy++oGvXrtHNmzfFNpx4i5NtBQUFpZuk3jIpl7PhGw4AAAAAwEVdvXpVjHFRZKU1nsfKLFmyRGQFDg4OJoPBIFpguFsaj6fJzRDMAABoUEpKiujDzLgfM38xAQCA9ibNDAgIsApmsoqzAfP8ZDw2hltmeC7IJ598kurUqSMe5/EzXB4REWHVOsPZzDKaoN7REMwAAGgQp89s3LixWI+OjjZnogFwpqfn/yUtX9HjGafXBQAyh7uqKUkB9u/fT+PGjTMHO9yCw1OlcEpmdvr0abpy5YqYvF4tCGYAADSI5xAoW7aseR0AAPK26OhoMW+jgudm5JYY7lbG42U43TK3xvD60aNHaejQoSJdc5s2bcxBDndD4wnp+Xe4NWjIkCEikFErkxlDMAMAoEE84Vnayc4AAEB73cwyi1tZnnrqKfO/OShhvXv3prlz54qB/lzG3cZ4YvpevXrRRx99ZPUcU6ZMEVnOuGWGM6C1bduWZsyYQWpCMAMAAAAAoHHNmzfPcDD/W2+9JZaMcOrm6dOniyW3QDADAAAAAJANRhUmzXT2/nIrzDMDAKDRBAAdO3YUC68DAABoEVpmAAA0mpp55cqV5nUANTKNIWsZADgaghkAAA3iWZrnzJljXgcAgLydAECrEMwAAGgQzwXQp08ftasBAADgUAhmAAAAAACyORjf2S0lSACQCsEMAIAG8TgZnvSMVatWjQwGg9pVAgAAyHEIZgAANIgzmNWqVcs867Ovr6/aVQIAAMhxCGYAADRIp9NRkSJFzOsAAOA4mGdGPQhmAAA0yMfHh65fv652NSAXQ9pkANACBDMAAAAAANmA1Mzq0atdAQAAAAAAgKxAywwAgEYTAPTs2VOs//LLL+Tl5aV2lQAANAstM+pBywwAgEZTMy9evFgsvA4AAKBFaJkBANAgDw8P+vbbb83rAAAAWoRgBgBAg9zd3WnQoEFqVwMAIE9IMenE4ux9ArqZAQAAAACAi0LLDACABhmNRjp//rxYL1OmDOn1uHcFAOAomDRTPQhmAAA0KC4ujsqXLy/Wo6OjydfXV+0qAQAA5DgEMwAAGhUYGKh2FQAAABwKwQwAgAZxS0xERITa1QAAyBMwz4x60IkaAAAAAABcElpmAAAAAACyORjf2S0lSACQCi0zAAAalJCQQH369BELrwMAAGgRWmYAADQoOTmZ5s2bJ9anT59Onp6ealcJAECzjMbUxdn7BAQzAACa5O7uTpMmTTKvAwAAaBGCGQAADfLw8KARI0aoXQ0AAACHQjADAAAAAJANSM2sHgQzAAAaZDQa6ebNm2K9cOHCpNcj3wsAAGgPghkAAA2Ki4ujYsWKifXo6GgxiSYAADhGigotJbxPQDADAKBZbm74iAcAAG3DNx0AgAZxS0xSUpLa1QAAAHAoBDMAAAAAANlgNKUuzt4nEGFEKAAAAAAAuCS0zAAAaFBCQgK9/fbbYv2rr74iT09PtasEAKBZSM2sHrTMAABoUHJyMs2YMUMsvA4AAKBFaJkBANAgd3d3GjNmjHkdAAAcBy0z6kEwAwCgQR4eHvTJJ5+oXQ0AAACHQjczAAAAAABwSWiZAQDQIJPJRJGRkWI9MDCQdDqd2lUCANAsTpPs7G5fSM2cCsEMAIAGxcbGUr58+cR6dHS0mEQTAABAaxDMAAAAAABkAybNVI/LjJl55plnqHjx4uTl5UWFCxemnj170o0bN6y2OXLkCDVp0kRsExYWRpMmTVKtvgAAavLx8aHExESx8DoAAIAWuUww89RTT9Eff/xBp0+fpj///JPOnz9Pzz//vPnxqKgoatOmDZUoUYIOHDhAX375pcjkM2vWLFXrDQCgBh4jwymZecF4GQAA0CqX6WY2fPhw8zoHLO+//z517tyZkpKSxJf1/PnzxR3In376SaQkrVKlCh06dEjMfN2/f39V6w4AAAAA2oV5ZtTjMi0zlu7fvy+Cl4YNG5ong9u1axc1bdpUBDKKtm3bipacBw8e2HyuhIQE0apjuQAAuDq+uTNixAix8DoAAIAWuVQwM3LkSJGRJ3/+/HTlyhVavny5+bFbt25RSEiI1fbKv/kxWyZOnCjSlioLj7UBAHB13Go9efJksfA6AAA4jtGoU2UBlYMZ7irGfbkzWk6dOmXenu8wHjx4kNauXUsGg4F69eol5lLIjg8++EDMxaAsV69ezYFXBgCgLm61fvfdd8WitGADAABojapjZt555x3q06dPhtuULl3avF6gQAGxlC9fnipVqiRaUXbv3k0NGjSg0NBQun37ttXvKv/mx2zx9PQUCwCAlnCXW06EAgAAjmdM0YnF2fsElYOZggULiiUrjEajecwL44Bm9OjR5oQAbN26dVShQgXzxHEAAAAAAKAdLjFmZs+ePfTtt9+K7GSXL1+mjRs30ssvv0xlypQRQQzr3r27uBPZr18/On78OC1cuJCmTZtGb7/9ttrVBwBwOu6Cyzd3eMlud1wAAIDcyiVSM/OEb0uWLKExY8ZQTEyMmDSzXbt29OGHH5q7iPHgfR5LM2jQIKpdu7bojvbxxx8jLTMA5EmxsbHk5+cn1qOjo0XyFAAAcAw1BuQjAYALBTPVqlUTrTGPU716ddq2bZtT6gQAAAAAAOpyiWAGAADsb9FW5tjidQAAcBy0zKgHwQwAgAZxavugoCC1qwEAAOBQLpEAAAAAAAAAIC20zAAAaFBiYiJNmDBBrI8aNUpkewQAAMdANzP1IJgBANAgTsk8duxYsT5ixAgEMwAAoEkIZgAANMjNzY3efPNN8zoAADiOiVtmUnRO3ycgmAEA0CSeg2v69OlqVwMAAMChEMwAAAAAAGQDxsyoB9nMAAAAAADAJSGYAQDQoJiYGHJ3dxcLrwMAAGgRupkBAGhUcnKy2lUAAMgT0M1MPQhmAAA0yNvbm65du2ZeBwAA0CIEMwAAGqTX66lo0aJqVwMAIE8wGlMXZ+8TMGYGAAAAAABcFFpmAAA0KDExkaZNmybWhw4dSh4eHmpXCQAAIMchmAEA0KCkpCR67733xPqbb76JYAYAwIGMKTqxOHufgGAGAECT3NzcqHfv3uZ1AAAALcI3HACABnl6etLcuXPVrgYAQJ6A1MzqQQIAAAAAAABwSWiZAQAAAADIBrTMqActMwAAGhQTE0NBQUFi4XUAAAAtQssMAIBGRUZGql0FAAAAh0IwAwCgQd7e3nTmzBnzOgAAOE5Kio70Tk6VzPsEBDMAAJqk1+upXLlyalcDAADAoTBmBgAAAAAgG4ym1AQATl1M9rXMbN26lTp16kRFihQhnU5Hy5Yts3o8OjqaBg8eTMWKFRMt+pUrV6bvvvvOapv4+HgaNGgQ5c+fn/z8/Khr1650+/ZtUhOCGQAADUpKSqLp06eLhdcBACBvi4mJoRo1aojvBZm3336bVq9eTb/++iudPHmShg0bJoKbv/76y7zN8OHD6e+//6ZFixbRli1b6MaNG9SlSxdSE7qZAQBoUGJiovgSYn369CF3d3e1qwQAACpq3769WGzZuXMn9e7dm5o3by7+3b9/f/r+++9p79699Mwzz4ikMrNnz6YFCxZQixYtxDZz5syhSpUq0e7du6l+/fqkBrTMAABokMFgoOeff14svA4AAI5jcnYXM6NO7JNFRUVZLQkJCZQVDRs2FK0w169fJ5PJRJs2bRKJZNq0aSMeP3DggGjpb9Wqlfl3KlasSMWLF6ddu3aRWtAyAwCgQV5eXqIbAAAAaFtYWJjVv8eMGUOffPKJ3c/zzTffiNYYHjPj5uYmEsn88MMP1LRpU/H4rVu3yMPDQ8xfZikkJEQ8phYEMwAAAAAA2aC0ljh7n+zq1asUEBBACk9PT8oKDma4uxi3zpQoUUIkDODB/pwwwLI1JrdBMAMAAAAA4KICAgKsgpmsiIuLo1GjRtHSpUupY8eOoqx69ep06NAhmjx5sghmQkNDxXjMiIgIq9YZzmbGj6kFY2YAADQoNjaWihYtKhZeBwAAsIXHwvDCXcss8ZhLo9Eo1mvXri2SyWzYsMH8+OnTp+nKlSvUoEEDUgtaZgAANIgHb3LKTGUdAAAcx5iiE4uz92kPnkfm3Llz5n9fvHhRtLwEBweLQfzNmjWjESNGiDlmuJsZp17++eef6auvvhLbBwYGUr9+/UQKZ/4dbg0aMmSICGTUymTGEMwAAGg0AcDBgwfN6wAAkLft37+fnnrqKfO/OShhnI557ty59Pvvv9MHH3xAPXr0oPv374uAZvz48TRgwADz70yZMkW03vBkmZw1rW3btjRjxgxSk86EW3ZWOKUdR56cSzu7/Q8BAAAAQLvXZ0q9mkxdTG7ePk7dd3JcLG0b9nyuOybOhjEzAAAAAADgktDNDABAg3gg5/z588U6dxngQZsAAOAYPEbe+amZnbq7XAvBDACABnH6zL59+4r1bt26IZgBAABNQjADAKBBnE6zQ4cO5nUAAAAtQjADAKBBnMHsn3/+UbsaAAB5Ancxc343M+fuL7dCAgAAAAAAAHBJaJkBAAAAAPh/e3cCZ1P9/3H8M8PMZChLRMpO1iSUJCRFKpH2/IoWS2lXoX6/ovwiiqTVr5JfJS2SNltZC2XfKSIKrcgwtpnzf7y///+9/3vHDMLMdc59PR+PU+eee++53+85d67v53y/388J+E0zg4qeGQAIoJ07d1qVKlXconUAAIKInhkACCDdD3n16tXhdQAAgohgBgACmgDgq6++Cq8DAHJPpheDBAAew8yEYAYAAkjpmBs1ahTrYgAAkKsIZgAAAIAjQGrm2CGYAYAA2rdvn40ZM8atX3HFFZY/Pz/3AIDg4V83AAig3bt32zXXXOPW09LSCGYAIBd5MUjNrM8EwQwABFJiYqI1bdo0vA4AQBAl+vFqY506dSwhIcEWLlwY9dzixYutcePGLnNPmTJlbMCAATErJwDEUoECBWzq1Klu0ToAAEHku2DmoYcestKlS++3/a+//rIWLVpYuXLlbN68eTZw4EDr3bu3DRs2LCblBAAAQHwlAMjrBT4bZjZu3DibOHGijR492q1Hevvtt23Pnj32+uuvW3JystWsWdP13AwaNMg6d+4cszIDAAAAiPOemV9++cU6depkb775pqWmpu73/KxZs6xJkyYukAlp2bKlrVq1yrZs2XLAYWvq1YlcAMDv0tPT3ZBcLVoHAOSiTC82C/wRzHieZx07drSuXbta/fr1s33N5s2brWTJklHbQo/1XE769etnhQsXDi+aawMAfpeZmWmLFi1yi9YBAAiimAYzPXv2dBP5D7SsXLnShg4datu3b7devXod9TJon9u2bQsvGzZsOOqfAQB5TYlQNCxXi9YBAAiimM6Z6d69u+txOZCKFSva5MmT3TCylJSUqOfUS9O+fXsbMWKElSpVyg1FixR6rOdyon1m3S8A+F2+fPnsoosuinUxACAuJGZ6bslLHsPMYh/MlChRwi0H89xzz1nfvn3Djzdu3Ojmw7z77rvWoEEDt61hw4b2yCOP2N69ey0pKcltmzRpklWtWtWKFi2ai7UAAAAAEAu+yGZWtmzZqMeFChVy/69UqZKdeuqpbv2GG26wPn362K233mo9evSwpUuX2pAhQ2zw4MExKTMAxNK+fftswoQJbl0Xf/Ln98XPPQD4UkKG55a8/kz4JJg5FJq8r7Hh3bp1s3r16lnx4sXt0UcfJS0zgLikTI2XXXaZW09LSyOYAQAEki//dStfvrzLcJZV7dq1bcaMGTEpEwAcSxITE8PZH7UOAMg9CTGYM5PJnBn/BjMAgAMrUKCAzZkzJ9bFAAAgV3G5DgAAAIAv0TMDAAAAHIFEL++HmekzQc8MAARSenq6NWrUyC1aBwAgiOiZAYAAyszMtJkzZ4bXAQC5mwBAS15/JghmACCQUlJSbMyYMeF1AACCiGAGAAJI95Vp27ZtrIsBAECuIpgBAAAAjkBihpY8TgCQkacfd8wimAGAAMrIyAjfRLhx48aWL1++WBcJAICjjmAGAAJo165d1qxZM7eelpZmBQsWjHWRACCwlJY5z1MzkwDAIZgBgABKSEiwGjVqhNcBAAgighkACKDU1FRbtmxZrIsBAHGBnpnY4aaZAAAAAHyJYAYAAACALzHMDAACKD093S6//HK3/vHHH1uBAgViXSQACKyETM8tef2ZIJgBgEDKzMy0L774IrwOAEAQEcwAQAClpKTYW2+9FV4HAOQeEgDEDsEMAARQ/vz5rX379rEuBgAAuYoEAAAAAAB8iZ4ZAAigjIwMmz9/vluvW7eu5cuXL9ZFAoDASszw3JLXnwmCGQAIpF27dtnZZ5/t1tPS0qxgwYKxLhIAAEcdwQwABFBCQoKVK1cuvA4AyD2JXgwSAHj0zAjBDAAEUGpqqq1bty7WxQAAIFcRzAAAAABHIgY3zdRngmxmAAAAAHyKYAYAApoAoG3btm7ROgAAQcQwMwAIaGrmsWPHhtcBALlHk//zPAEAw8wcghkACKDk5GQbNmxYeB0AgCAimAGAAEpKSrJOnTrFuhgAEBe4aWbsMGcGAAAAgC/RMwMAAZSZmWkrVqxw69WrV7fERK5dAQCCh2AGAAIoPT3datWq5dbT0tKsYMGCsS4SAARWQgzuM5Pn97U5RhHMAEBAFS9ePNZFAAAgVxHMAEAAqSfmt99+i3UxACAuJGZmuiWvPxMkAAAAAADgU/TMAAAAAEeAm2bGDj0zABBAu3btsvbt27tF6wAABBHBDAAEUEZGho0cOdItWgcAIIgYZgYAAZScnGyDBw8OrwMAck9ihueWvP5MEMwAQCAlJSXZvffeG+tiAACQqwhmAAAAgCOQ4MXgppkePTNCMAMAAZSZmWnr169362XLlrXERKZIAgCCh2AGAAIoPT3dKlSo4NbT0tLcTTQBAAgaghkACKjU1NRYFwEA4gL3mYkdghkACCD1xOzYsSPWxQAAIFcRzAAAAABHgJ6Z2GFGKAAAAABfIpgBgADavXu3derUyS1aBwAgiBhmBgABtG/fPnv11Vfd+rPPPmspKSmxLhIABFZihmeJiXk8zCyDYWZCMAMAAZSUlGR9+/YNrwMAEEQEMwAQQMnJyfbII4/EuhgAEB8yzRLyekJ+Zt5+3LHKN3NmypcvbwkJCVFL//79o16zePFia9y4sR133HFWpkwZGzBgQMzKCwAAABwrpk+fbq1bt7bSpUu7dvRHH30U9XzWdnZoGThwYPg1f/75p7Vv395OOOEEK1KkiN16663uxsyx5Kuemccff9xNZg05/vjjw+t//fWXtWjRwi688EJ7+eWXbcmSJXbLLbe4A925c+cYlRgAYsPzPPv999/devHixd0/SACA+E3NvGPHDjvjjDNc+7hdu3b7Pb9p06aox+PGjXPBypVXXhnepkBGr5s0aZLt3bvXbr75ZtfOHjlypMWKr4IZBS+lSpXK9rm3337b9uzZY6+//robXlGzZk1buHChDRo0iGAGQNzZuXOnnXTSSW5dV810E00AQPxq1aqVW3KStY09duxYa9asmVWsWNE9XrFihY0fP97mzJlj9evXd9uGDh1ql1xyiT399NOuxycWfBXMaFjZE088YWXLlrUbbrjB7rvvPsuf/3+rMGvWLGvSpIkLZEJatmxpTz31lG3ZssWKFi2a7T6VsjQybem2bdvCPT0A4Fe6Ahei37OMjIyYlgcAjkSoXaZe52PR3n3pMfvMv7K0WZW98kgzWP7yyy/22Wef2YgRI8Lb1NbWiKdQICMaEZWYmGjffPONXXHFFRYLvglm7r77bqtbt64VK1bMZs6cab169XLdXOp5kc2bN1uFChWi3lOyZMnwczkFM/369bM+ffrst11zbgAgCGJ1tQwAjrbt27db4cKF7Vihi+jq0Rg98d6YfH6hQoX2a7M+9thj1rt37yPar4IYjYiKHI6m9nSoxz9EnQpqm+u5WIlpMNOzZ0/Xc3Ig6tKqVq2a3X///eFttWvXdl+eLl26uGDkSKJPBUWR+966dauVK1fO1q9ff0z9seQmRfT6Q9iwYYOb0BUv4rHe8Vhnod7xU+94rHO81jse6xzP9VaPjAKZY+3ijJJOrV271k11iNVxScgyJ/Jo3FdM0zY0P0b1O9bFNJjp3r27dezY8YCvCY3Ty6pBgwbupnDr1q2zqlWruqhYXWKRQo9zmmdzoK44BTLx9CMhqm+81Tle6x2PdRbqHT/isc7xWu94rHO81vtYvcisBr8fGv2HasaMGbZq1Sp79913o7arPf3rr79GbVNbXBnODtTWDnQwU6JECbccDk3u1xi9UHdXw4YN3T0VlFkhdIM4ZVpQoJPTEDMAAAAA/++1116zevXqucxnkdTW1gimefPmuedl8uTJlpmZ6ToZYsUX95nRhKNnn33WFi1aZD/88IPLXKbJ///4xz/CgYoSAmjomVLILVu2zEWTQ4YMiRpCBgAAAMSjtLQ01xmgRTQ8TuuaWhE5jPH999+32267bb/3V69e3S6++GJ3m5Rvv/3Wvv76a7vzzjvtuuuui+nwP18kANAwsFGjRrnJTMo8pon+CmYiAxV1PU6cONG6devmokXdV+HRRx/922mZ9VmaOHU0xhv6RTzWOV7rHY91FuodP/WOxzrHa73jsc7xXG8cublz57pUyyGhdnSHDh3sjTfecOtqb2sezvXXX5/tPtShoACmefPmboSU7kHz3HPPWSwleMdqjjsAAAAA8PswMwAAAADIimAGAAAAgC8RzAAAAADwJYIZAAAAAL5EMPN/ypcv7+6gGrn0798/6jWLFy+2xo0buxsj6e67AwYMsKBQlrg6deq4eodS9gW53pdffrmVLVvW1enkk0+2G2+80TZu3BjYeuvmskpbrkyABQoUsEqVKrlsOFnvWBykOof8+9//tnPPPddSU1OtSJEi2b5GaSkvvfRS9xrdu+rBBx90NwLzsxdeeMH9rulcKv+/0mgGyfTp061169YuHah+tz766KOo55XbRhkt9fet7/yFF15o33//vflZv3797KyzzrLjjz/efU/btm3rbmwXadeuXS6r54knnmiFChVymYay3lDab1566SWrXbt2+CaRutfFuHHjAl3nrNQe0ff83nvvjat6A4eCYCbC448/bps2bQovd911V1Te7RYtWli5cuXczYIGDhzoUkUPGzbMguChhx7KNkd4UOut1ITvvfeeawiMHj3a1qxZY1dddVVg671y5Up3U6tXXnnF3Ydp8ODB9vLLL9vDDz8c2DqHKGC7+uqr7fbbb8/2+YyMDBfI6HUzZ860ESNGuBSVagj7le6zpZSbCljnz5/vbnzWsmXL/e7c7Gc7duxw9VLQlh0F4koXqu/5N998YwULFnTHQA1Av5o2bZprvM6ePdvdFFo3idbfrI5FiG5b8Mknn7j7ROj1ukjTrl0787NTTz3VNeb1u6TUshdccIG1adPG/ZYFtc6R5syZ4367FdBFCnq9gUOm1MzwvHLlynmDBw/O8fkXX3zRK1q0qLd79+7wth49enhVq1b1/O7zzz/3qlWr5i1btkxpur0FCxbERb0jjR071ktISPD27NkTN/UeMGCAV6FChfDjoNd5+PDhXuHChbP9/icmJnqbN28Ob3vppZe8E044IepY+MnZZ5/tdevWLfw4IyPDK126tNevXz8viPS7NWbMmPDjzMxMr1SpUt7AgQPD27Zu3eqlpKR477zzjhcUv/76q6v7tGnTwnVMSkry3n///fBrVqxY4V4za9YsL0j0W/Xqq68Gvs7bt2/3qlSp4k2aNMlr2rSpd88997jtQa838HfQMxNBV37UXXvmmWe6q9KRw0xmzZplTZo0seTk5PA2XeXTlf0tW7aYX6lLWndyffPNN90Qm6yCWu9If/75p7sJlIYiJSUlxU29t23bZsWKFQs/joc6Z0f1Pv30061kyZJR9VZPVejKr5+oh0lXsDWsKkQ3NtNj1TUe6K7WmzdvjjoGurGyhtsF6Rjob1hCf8c67+qtiax3tWrV3JDaoNRbPam6qZ96ozTcLOh1Vk+ceo4j6ydBrzfwdxDM/J+7777b/UBOmTLFunTpYk8++aQbehWifxgjGzsSeqzn/EgXNDt27Ghdu3a1+vXrZ/uaINY7pEePHm7oiQJYzZkYO3ZsXNRbVq9ebUOHDnXf9Xipc06CVu/ff//dNfiyq5Mf63M4QvUM8jHQsFHNn2jUqJHVqlXLbVPddDEi69ywINR7yZIlbl6I7nqvf7PGjBljNWrUCHSd1SbRMFHNlcoqyPUG/q5ABzM9e/bcb1J/1kVzCUTjy88//3w3JlU/lM8884xr7GlifFDrrfpt377devXqZfF2vkWTvBcsWGATJ060fPny2U033eQCvCDXWX7++We7+OKL3TwS9cr50eHUGwgSXbFfunSpa/DGg6pVq7rkNJr/pPlvHTp0sOXLl1tQbdiwwe655x43akBJPADkLL8FWPfu3V3Pw4FUrFgx2+0ajqBhZsoCpR/RUqVK7ZclJPRYz/mx3pMnT3bd0brSFUm9NO3bt3cToYNY75DixYu75bTTTrPq1au77F2aWKuhC36p99+tsyaIKvmBhtRlndjvlzof6d92Vqpb1kxfx2q9D4W+0wrOszuXfqzP4QjVU3VWNrMQPVbWRr+788477dNPP3UZ3TQ5PrLeGma4devWqCv2QTj36oWoXLmyW69Xr56bFD9kyBC79tprA1lnDSNTwo66deuGt6nHVef8+eeftwkTJgSy3sDhCHQwU6JECbccDl0B0jhzpb8UNXAfeeQRN0Y1NK9C2WQU6BQtWtT8WG9l+unbt29UQ1dzBZQJScFcUOud05ANCfXE+aXef6fO6pFRIKOGwPDhw933O5Jf6nyk5zor1Vvpm9VwCP29q95KAathLH5s9Okcf/nlly51b+j7rcdqBMcDpSBXg051DgUvmgMVuqrvV+o5VpZNDbGaOnWqq2cknXf97areStMrmvOmYbT6ngeJvtP6vQ5qnZs3b+6G1kW6+eab3bwYDZHWxbcg1hs4LH8rXUBAzZw502UyW7hwobdmzRrvrbfe8kqUKOHddNNN4dcoc0jJkiW9G2+80Vu6dKk3atQoLzU11XvllVe8oFi7du1+2cyCWO/Zs2d7Q4cOdfVct26d9+WXX3rnnnuuV6lSJW/Xrl2BrPdPP/3kVa5c2WvevLlb37RpU3gJCVqdQ3788Ud3rvv06eMVKlTIrWtRliDZt2+fV6tWLa9FixbuN2D8+PHu779Xr16eX+ncKXPXG2+84S1fvtzr3LmzV6RIkaiMbX6n8xc6l/rdGjRokFvX+Zb+/fu7OitT4eLFi702bdq47H3p6emeX91+++0uI9/UqVOj/oZ37twZfk3Xrl29smXLepMnT/bmzp3rNWzY0C1+1rNnT5exTf9G6VzqsbJPTpw4MbB1zk5kNrN4qjdwMAQznufNmzfPa9CggftH4rjjjvOqV6/uPfnkk+GGbciiRYu88847zzUSTjnlFPePZZBkF8wEsd76x7BZs2ZesWLFXJ3Kly/v/lFQIz+o9VZaYp3b7Jag1jmkQ4cO2dZ7ypQp4dcoqG3VqpVXoEABr3jx4l737t29vXv3en6mgF0NneTkZJeqWUF8kOj8ZXdedb5D6Zn/9a9/uQBd32cF8qtWrfL8LKe/Yf19hyhYu+OOO1zqYl2MuOKKK6IuWvjRLbfc4m6foO+yLjToXIYCmaDW+VCCmXipN3AwCfrP4fXpAAAAAEDsBDqbGQAAAIDgIpgBAAAA4EsEMwAAAAB8iWAGAAAAgC8RzAAAAADwJYIZAAAAAL5EMAMAAADAlwhmAAAAAPgSwQwAIOyNN96wIkWKHLP7y+rGG2+0J5980o4Ve/bssfLly9vcuXNjXRQAiAsEMwByTceOHS0hIcEtSUlJVrJkSbvooovs9ddft8zMTDtWTZ061ZV569at5hfz5s1zZZ49e3a2zzdv3tzatWuX5+W69tpr7bvvvgs/7t27t9WpU+eo7HvRokX2+eef291332154eabb7Z//vOfB3xNcnKyPfDAA9ajR488KRMAxDuCGQC56uKLL7ZNmzbZunXrbNy4cdasWTO755577LLLLrN9+/aZn+kq/LGiXr16dsYZZ7hAMSsd+ylTptitt96a5+UqUKCAnXTSSbmy76FDh9rVV19thQoVstyWkZFhn376qV1++eUHfW379u3tq6++smXLluV6uQAg3hHMAMhVKSkpVqpUKTvllFOsbt269vDDD9vYsWNdYKMhSCHr16+3Nm3auIbpCSecYNdcc4398ssv7rlt27ZZvnz5wkN31KtTrFgxO+ecc8Lvf+utt6xMmTLhxrt6KT788EMXPKWmprqG/qxZs8Kv//HHH61169ZWtGhRK1iwoNWsWdNd5dd79R7Rc9qPepjk/PPPtzvvvNPuvfdeK168uLVs2dJtX7p0qbVq1cqVXb1PGvr0+++/hz9r/Pjxdt5557nhVieeeKIL5NasWRN+PlTe9957zxo3buwCgLPOOsv1aMyZM8fq16/v9q3P+O2333I81gpW3n33Xdu5c2fUdh3nk08+2QWWu3fvdj0HOh+qd4MGDVxP1IG89NJLVqlSJdfrULVqVXvzzTejnlcPVpcuXVzdjzvuOKtVq5Zr+GcdZqb1Pn36uB6VUI+dtt1yyy3umETau3evC4Jee+21HIOLDz74wJ3DSKqfekX0XdB3r3LlyuF9hHrcJkyYYGeeeaY7zhdccIH9+uuv7vtYvXp199274YYb9juGM2fOdL2LOi8KYvU90DFVfcuVK2f9+vULv1bfm0aNGtmoUaMOeFwBAEeBBwC5pEOHDl6bNm2yfe6MM87wWrVq5dYzMjK8OnXqeOedd543d+5cb/bs2V69evW8pk2bhl9ft25db+DAgW594cKFXrFixbzk5GRv+/btbtttt93mtW/f3q2vXbvW089btWrVvE8//dRbtWqVd9VVV3nlypXz9u7d615z6aWXehdddJG3ePFib82aNd4nn3ziTZs2zdu3b583evRo9369b9OmTd7WrVvde1SeQoUKeQ8++KC3cuVKt2zZssUrUaKE16tXL2/FihXe/Pnz3X6bNWsWLvsHH3zg9vn99997CxYs8Fq3bu2dfvrprt5Zyzt+/Hhv+fLl3jnnnOOOwfnnn+999dVXbr+VK1f2unbtmuPx/uOPP7yUlBRvxIgR4W2ZmZle+fLlvYcffjh8nM4991xv+vTp3urVq90x1Xu+++479/zw4cO9woULh9//4YcfeklJSd4LL7zgjsczzzzj5cuXz5s8eXL43KmsNWvW9CZOnBg+lp9//vl++9u5c6fXvXt391odVy3a9vXXX7t9bty4MepzCxYsGD6/Wel46Jht3rw5avs111zjlSlTxr1fZfniiy+8UaNGueemTJni3qPyRh5TndcWLVq4xzouJ554ote/f/+o/T7wwANe586d3bqOmT5Dr123bp03Y8YMb+TIkVGv79GjR9T3FwCQOwhmAMQkmLn22mu96tWru3U1gtWYXb9+ffj5ZcuWuYbnt99+6x7ff//9LgCRZ5991r1fAdG4cePcNjVKhw0bFhUcvPrqq/vtTwGHKJjo3bt3tmULNXoVqERS4/TMM8+M2vbEE0+4hnCkDRs2hIOh7Pz222/u+SVLluRY3nfeecdt+/LLL8Pb+vXr51WtWtU7kOuuuy6qEa33az8KpH788Ud3nH/++eeo9zRv3twFY9kFMwp8OnXqFPX6q6++2rvkkkvc+oQJE7zExMQc65p1f4899pg7b1nVqFHDe+qpp8KPFfB17Ngxx3qOGTPG1UXBWojKoLpOmjTpgOdVAU7kMdU2BT4hXbp08Vq2bBn13ipVqrjAWO666y7vggsuiPrsrIYMGeKCSABA7mKYGYCY0MUUDfmRFStWuGFBoWFiUqNGDTc8Sc9J06ZN3TwEDS+aNm2aG/KlRUOHNm7caKtXr3aPI9WuXTu8riFBoiFFoknjffv2dcOBHnvsMVu8ePEhz02JpCFTmo+iYWChpVq1au650FCy77//3q6//nqrWLGiG8akbFehoXU5lVdDtuT000+P2hYqf040ZGv69Onhz9YcGh07DbdasmSJO36nnXZaVHl1PCOHvUXS8dcxiqTHofOycOFCO/XUU90+j8Rtt91mw4cPd+saXqhhX6pLTtLT090wstB3KFQWDUdUfQ8k63HWMESdm5yOs+qq75iSKIiGHeqzNORO36OJEyfu9xkawpZ1qBoA4OgjmAEQE2ogVqhQ4ZBf36RJE9u+fbvNnz/fNdYjgxk1xkuXLm1VqlSJeo/mOISEGr2hLGpqPP/www9ufosa+ZqXognlB6N5JpHS0tLcvA01biMXBTAqs+j5P//80/7zn//YN99845bsEghkV96s2w6WBU4N7rJly7q5KH/99ZebNxSa+K+yqrGvzGeRZdW5GDJkiB0ONdqPhptuusmdD81r0vwnfTc0fygnmrOkYCHyGB5qWbIe08jH2R3njz/+2GXh0/wY0dyvtWvX2hNPPOGCKs3vuuqqq6L2ofNdokSJQyoPAODwEcwAyHOTJ092AcSVV17pHmvi9YYNG9wSsnz5cjexXD00ol4aXVF//vnnXeNTvR8KFhYsWOAmmx/sanx21BPUtWtX1+Dv3r27CzZEE91FvRgHo4atslapt0W9H5GLAp8//vjDVq1a5VL6KtBQXbds2WK5JTEx0aUQHjFihI0cOdLVJdTQ1qR31Um9DlnLqiQN2VF5v/7666htehw6LzonP/30U1T65QNRebI7rkqM0LZtW9c7o0BMdTiQUHpnfU9C1IulIETB7dGkhBVKThFJPWxKO63vjJIujB492gUwIUoKoeMNAMhdBDMAcpWyS23evNl+/vln16uiGxyqYajsVboaLxdeeKFriCqlrV7z7bffuucUoKjHJEQ9MW+//XY4cFFGMzW21Zj8u8GMMpIpq5WusOszNVRM+xJlp9LVeQVJyh6mHo2cdOvWzTViNYxMmcc0XEv7VWNcjXZltlJDfdiwYW4onAK5+++/33KTPlvHW5njVK5Qj4WGgukY69gqgFPddayVieuzzz7Ldl8PPvigCy6U0Uy9TYMGDXLvVUY00XFXUKnAdNKkSW6fGiKmDG7ZUdCn16hHSBnf9P0IUW+ZgjD1FHXo0OGAdVSvhwJJDT2M3Lfep+FpH330kfsc9dwpS9zhUuCnLHqR2dZ0DN555x1buXKlC+Lef/99FwxG3hx0xowZ1qJFi8P+XADAoSGYAZCr1KjVfBU1NJUaWEHDc8895652a8iTKHDQYzX81TBWcKM5DApSIqnhrAAhcm6M1rNuOxR6jwIRBTAqlxr6L774ontOaYuVQrhnz55u/oTS8OZEw9vUU6H9qfGqoEyBkhq26iXRohS9GtqllMX33XefDRw40HKThpnpGKoHKOu8E/V8KJhRT5TmfKg3REGY3pMdPa8haE8//bRLX/3KK6+4fUQeb/VKKGWxAif12Dz00EM59mop6NHxVvprBSQKCkJUZn1XlPJax/VgFPwouI2koEs9UXfccYfrvevUqZPt2LHDDtcnn3xiZ599thvWFnL88cfbgAEDXKCteiu1ttJ661yLhsopnXjWoWcAgKMvQVkAcmG/AAD8LeoBUyCpYKldu3YHfb3mqyggU9DbsGHDXCmTbpKpewQpQDtUGn6m+xqpZwwAkLvy5/L+AQA4IM1z0ZCzZ555xvVoKYA4FBo+99///jfqBqVHmwIZ9TgdKiUkUO+ceuAAALmPnhkAQExpmJaylynFs+bnhFIgAwBwMAQzAAAAAHyJBAAAAAAAfIlgBgAAAIAvEcwAAAAA8CWCGQAAAAC+RDADAAAAwJcIZgAAAAD4EsEMAAAAAF8imAEAAABgfvQ//YnXOiN7wOgAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#same plot as above using 1x1 cm/s bins\n",
    "fig,ax = plt.subplots(1,1)\n",
    "bins = np.arange(-50, 50.01, 1)\n",
    "im=plot_twodstat(bins,bins,cvr.real[:,3],cvr.imag[:,3],ds[\"p\"][:,0],statistic=\"mean\",tickstep=(10,10),meanline=True,axisequal=True)\n",
    "plt.xlabel('Downstream Velocity (cm/s)'),plt.ylabel('Cross-Stream Velocity (cm/s)')\n",
    "plt.title('Mean of Pressure on the Rotated Velocity Plane');\n",
    "a,b,theta = variance_ellipse(cvr.real[:,3],cvr.imag[:,3])\n",
    "plot_ellipse(a,b,theta,center=np.mean(cvr[:,3]));\n",
    "im.set_clim(vmin=170, vmax=240)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This pattern is completely different. It shows that pressure is high when the speed is high, which occurs on the downstream fringe of the velocity distribution. This is just what we expect from mooring dynamics: when speeds are large, the instruments are dragged to deeper depths through the force of horizontal drag acting on the mooring line.\n",
    "\n",
    "Indeed, had we reflected upon what the pressure should look like, we could have anticipated such a pattern. Therefore whatever is happening with the temperature is not an artifact of towdown.  Rather, it appear to be physically meaningful.\n",
    "\n",
    "Further examination of the temperature/velocity pattern will have to wait until another time.  The point of this analysis has been to illustrate how simple plots, such as two-dimensional statistics, can be used to investigate physical hypotheses. \n",
    "\n",
    "# Summary Plots Using the Variance Ellipse\n",
    "\n",
    "Now we will see how the variance ellipse can be combined with mean flow vectors to generate a summary plot.  Here, we will plot the mean flow and variance ellipse of all four instruments at this mooring superposed on the bathymetry.\n",
    "\n",
    "For this plot you'll need [my NetCDF version](http://www.jmlilly.net/ftp/pub/sandwell.zip) version of the Smith and Sandwell one-minute global topography dataset.  See [here](http://www.jmlilly.net/doc/about_sandwell.html) for more details."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/24/lt32gtnn37vdn9n0qyfrntsm0000gn/T/ipykernel_64038/1611830685.py:3: DeprecationWarning: __array__ implementation doesn't accept a copy keyword, so passing copy=False failed. __array__ must implement 'dtype' and 'copy' keyword arguments.\n",
      "  lona_index=np.argmax(np.array(topo_ds[\"lon\"])>= -62.0) #index into westernmost longitude\n",
      "/var/folders/24/lt32gtnn37vdn9n0qyfrntsm0000gn/T/ipykernel_64038/1611830685.py:4: DeprecationWarning: __array__ implementation doesn't accept a copy keyword, so passing copy=False failed. __array__ must implement 'dtype' and 'copy' keyword arguments.\n",
      "  lonb_index=np.argmax(np.array(topo_ds[\"lon\"])>  -46.0) #index into easternmost longitude\n",
      "/var/folders/24/lt32gtnn37vdn9n0qyfrntsm0000gn/T/ipykernel_64038/1611830685.py:5: DeprecationWarning: __array__ implementation doesn't accept a copy keyword, so passing copy=False failed. __array__ must implement 'dtype' and 'copy' keyword arguments.\n",
      "  lata_index=np.argmax(np.array(topo_ds[\"lat\"])>=  52.0) #index into southernmost latitude\n",
      "/var/folders/24/lt32gtnn37vdn9n0qyfrntsm0000gn/T/ipykernel_64038/1611830685.py:6: DeprecationWarning: __array__ implementation doesn't accept a copy keyword, so passing copy=False failed. __array__ must implement 'dtype' and 'copy' keyword arguments.\n",
      "  latb_index=np.argmax(np.array(topo_ds[\"lat\"])>   58.5) #index into northernmost latitude\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "topo_ds = nc.Dataset(ncdir+'topo_25.1.nc')  \n",
    "\n",
    "lona_index=np.argmax(np.array(topo_ds[\"lon\"])>= -62.0) #index into westernmost longitude\n",
    "lonb_index=np.argmax(np.array(topo_ds[\"lon\"])>  -46.0) #index into easternmost longitude\n",
    "lata_index=np.argmax(np.array(topo_ds[\"lat\"])>=  52.0) #index into southernmost latitude\n",
    "latb_index=np.argmax(np.array(topo_ds[\"lat\"])>   58.5) #index into northernmost latitude\n",
    "\n",
    "lons=topo_ds[\"lon\"][lona_index:lonb_index] \n",
    "lats=topo_ds[\"lat\"][lata_index:latb_index] \n",
    "topos=np.transpose(topo_ds[\"z\"][lata_index:latb_index,lona_index:lonb_index])/1000\n",
    "\n",
    "#Also need to interpolate lat and lon to the cell edges, since topo is cell-centered, \n",
    "#while pcolormesh is expecting grid-centered. \n",
    "\n",
    "M=np.size(lons)\n",
    "flon=interp1d(np.linspace(0,M-1,M),lons,fill_value=\"extrapolate\")\n",
    "lons_gc=flon(np.linspace(-1/2,M-1/2,M+1)) #longitude values at cell edges\n",
    "\n",
    "N=np.size(lats)\n",
    "flat=interp1d(np.linspace(0,N-1,N),lats,fill_value=\"extrapolate\")\n",
    "lats_gc=flat(np.linspace(-1/2,N-1/2,N+1)) #latitude values at cell edges\n",
    "\n",
    "#latitude and longitude of mooring location\n",
    "lono=ds[\"lon\"].data\n",
    "lato=ds[\"lat\"].data\n",
    "\n",
    "fig,ax = plt.subplots(1,1,figsize=(10,10))\n",
    "cmap=sns.color_palette(\"Spectral_r\", as_cmap=True)\n",
    "im=ax.pcolormesh(lons_gc,lats_gc,np.transpose(topos.data),shading=\"flat\", vmin=-4, vmax=0, cmap=cmap) \n",
    "plt.contour(lons,lats,np.transpose(topos.data),0,colors=\"k\",linewidths=2)\n",
    "\n",
    "aspect=1/np.cos(np.radians(lato))  #Aspect ratio; don't forget to convert latitude to radians!\n",
    "ax.set_aspect(aspect)\n",
    "\n",
    "plt.plot(lono,lato,\"wo\", markerfacecolor=\"k\", markersize=8) #plot mooring location\n",
    "\n",
    "colors=('tab:blue','tab:orange','tab:green','tab:red') #colors for lines and ellipses\n",
    "factor=1/5 #scaling factor for converting cm/s into degrees; adjust for appearance\n",
    "\n",
    "#Next plot the ellipses and the mean flow vectors \n",
    "h=[]\n",
    "for n in range(np.shape(cv.data)[1]):\n",
    "    a,b,theta = variance_ellipse(cv.data.real[:,n],cv.data.imag[:,n])\n",
    "    \n",
    "    plot_ellipse(a*factor,b*factor,theta,center=(lono,lato),aspect=aspect,color=colors[n]);\n",
    "\n",
    "    cvbar=factor*np.mean(cv[:,n])\n",
    "    cvbar=cvbar.real+1j*cvbar.imag/aspect  #adjust vector for aspect ratio\n",
    "\n",
    "    #the comma is essential in the output argument below, as without it the output of the plot \n",
    "    #will be a tuple rather than a line object, see https://matplotlib.org/2.0.2/users/legend_guide.html\n",
    "    hn, = ax.plot([lono,lono+cvbar.real],[lato,lato+cvbar.imag],color=colors[n],linewidth=3)\n",
    "    h.append(hn)\n",
    "    ax.plot(lono+cvbar.real,lato+cvbar.imag,\"wo\", markerfacecolor=colors[n], markersize=8)\n",
    "\n",
    "labels=[]\n",
    "for depth in ds[\"depths\"].data:\n",
    "    labels.append('Depth ' + str(int(depth)) + ' m')\n",
    "\n",
    "ax.legend(h,labels)\n",
    "\n",
    "cb=fig.colorbar(im, ax=ax, fraction=0.03)\n",
    "cb.set_label('Ocean Depth (km)')\n",
    "\n",
    "plt.xlabel('Longitude')\n",
    "plt.ylabel('Latitude')\n",
    "\n",
    "ax.set_title(\"M1244 Mooring on the Labrador Slope\");"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": []
   },
   "source": [
    "Note that the mean flow is more or less aligned with the direction of the isobaths at the mooring location.  This is a not uncommon result, particularly at higher latitudes where the stratification tends to be weaker and flows are more guided by bathymetry.\n",
    "\n",
    "Then as we progress in depth variance ellipses are seen to become increasingly constrained to be parallel to the local isobaths as well, matching the orientation of the mean flow vectors.  Again, it is fairly common (for oceanic currents, anyway) for the variance ellipse orientation to match the mean flow direction.\n",
    "\n",
    "This plot is a good example of how the simple statitics of means and variances can be used to generate useful summaries of a whole dataset.  It also shows how those statitics become more informative when placed into some kind of context, in this case, the context of the local topography.\n",
    "\n",
    "# The End "
   ]
  }
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