diff --git a/docs/source/getting_started/idx_getting_started.rst b/docs/source/getting_started/idx_getting_started.rst
index ff65f5c..06ba306 100644
--- a/docs/source/getting_started/idx_getting_started.rst
+++ b/docs/source/getting_started/idx_getting_started.rst
@@ -262,11 +262,13 @@ This Jupyter notebook series describes how to convert Near Edge X-ray Absorption
 Both notebooks additionally include calculation code to predict binary contrast from pairs of complex 
 indices in real materials.
 
-The tutorial series has two notebooks (TODO:add links):
-# Scalar complex index of refraction determination from NEXAFS of poly(styrene) (PS) and poly(methyl methacrylate) (PMMA)
-# Tensor (uniaxial) complex index of refraction determination from NEXAFS of PM6 and Y6, common materials used in organic photovoltaic devices.
+The tutorial series has two notebooks:
+1. `Scalar complex index of refraction. <https://github.com/usnistgov/NRSS/blob/main/tutorials/kkcalc_for_NRSS/kkcalc_ps_pmma_xr.ipynb>`_ determination from NEXAFS of poly(styrene) (PS) and poly(methyl methacrylate) (PMMA)
+
+2. `Tensor (uniaxial) complex index of refraction. <https://github.com/usnistgov/NRSS/blob/main/tutorials/kkcalc_for_NRSS/kkcalc_orientation_Y6_PM6.ipynb>`_ determination from NEXAFS of PM6 and Y6, common materials used in organic photovoltaic devices.
 It is recommended to master the scalar notebook before attempting the tensor notebook.
 
+
 Core-Shell Radial Disk in the NRSS
 ^^^^^^^^^^^^^^^^^^^^^^^^^
 This Jupyter notebook is a basic introduction to the NRSS. It has two different versions. 
@@ -278,6 +280,7 @@ orientation of the extraordinary component of a tensor uniaxial index of refract
 * `Commandline / slurm queue version. <https://github.com/usnistgov/NRSS/blob/main/tutorials/coreshell_disk/CoreShell.ipynb>`_ 
 This tutorial describes how to create the radial disk morphology and serialize the model to hard drive,
 submit a CyRSoXS job via slurm, and examine the simulation result.
+
 * `Pybind version. <https://github.com/usnistgov/NRSS/blob/main/tutorials/pybind/MorphologyClass.ipynb>`_ 
 This tutorial describes how to create the radial disk morphology, submit the simulation job within Python, and examine the simulation result.
 This tutorial relies on index of refraction information stored in the commandline / slurm queue version subdirectory,
@@ -296,18 +299,23 @@ index of refraction effects and their manifestation in pure core-shell form fact
 might include multiple spheres, potential structure factor effects between them, dispersity in sphere and shell dimensions, etc.
 
 Tutorial notebooks in this series include:
-# `Basic model creation <https://github.com/usnistgov/NRSS/blob/main/tutorials/3D_polymer_adsorption/01_polymer_adsorption_model.ipynb>`_:
+1. `Basic model creation <https://github.com/usnistgov/NRSS/blob/main/tutorials/3D_polymer_adsorption/01_polymer_adsorption_model.ipynb>`_:
 describes how to create composition fields and Euler angle fields for radial and tangential chain orientation,
 run simulation within Python, and examine the simulation result.
-# `Models with functions <https://github.com/usnistgov/NRSS/blob/main/tutorials/3D_polymer_adsorption/02_polymer_adsorption_functions.ipynb>`_:
+
+2. `Models with functions <https://github.com/usnistgov/NRSS/blob/main/tutorials/3D_polymer_adsorption/02_polymer_adsorption_functions.ipynb>`_:
 Move model construction from Jupyter cells into functions with arguments for model creation and functions for running models.
-# `Model variable sweeps <https://github.com/usnistgov/NRSS/blob/main/tutorials/3D_polymer_adsorption/03_polymer_adsorption_sweeps.ipynb>`_:
+
+3. `Model variable sweeps <https://github.com/usnistgov/NRSS/blob/main/tutorials/3D_polymer_adsorption/03_polymer_adsorption_sweeps.ipynb>`_:
 Sweep model variables using Python loop structures, and save the results using pickle.
-# `Model variable sweeps - streamlined <https://github.com/usnistgov/NRSS/blob/main/tutorials/3D_polymer_adsorption/04_polymer_adsorption_sweep_streamlined.ipynb>`_:
+
+4. `Model variable sweeps - streamlined <https://github.com/usnistgov/NRSS/blob/main/tutorials/3D_polymer_adsorption/04_polymer_adsorption_sweep_streamlined.ipynb>`_:
 Advanced sweep infrastructure in which most of the code to run variable sweeps are functions imported from a library.
-# `Visualizing simulation results <https://github.com/usnistgov/NRSS/blob/main/tutorials/3D_polymer_adsorption/05_visualizing_simulation_results.ipynb>`_:
+
+5. `Visualizing simulation results <https://github.com/usnistgov/NRSS/blob/main/tutorials/3D_polymer_adsorption/05_visualizing_simulation_results.ipynb>`_:
 Examining and plotting NRSS simulation results using the matplotlib library.
-# `Visualizing sweeps as animations <https://github.com/usnistgov/NRSS/blob/main/tutorials/3D_polymer_adsorption/06_visualizing_sweeps_of_sweeps.ipynb>`_:
+
+6. `Visualizing sweeps as animations <https://github.com/usnistgov/NRSS/blob/main/tutorials/3D_polymer_adsorption/06_visualizing_sweeps_of_sweeps.ipynb>`_:
 Collate result visualization collections of variable sweep campaigns into mp4 video using ffmpeg.
 
 
diff --git a/tutorials/kkcalc_for_NRSS/alt_nexafs_theta.gif b/tutorials/kkcalc_for_NRSS/alt_nexafs_theta.gif
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diff --git a/tutorials/kkcalc_for_NRSS/conventional_nexafs_theta.gif b/tutorials/kkcalc_for_NRSS/conventional_nexafs_theta.gif
new file mode 100644
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diff --git a/tutorials/kkcalc_for_NRSS/kkcalc_orientation_Y6_PM6.ipynb b/tutorials/kkcalc_for_NRSS/kkcalc_orientation_Y6_PM6.ipynb
new file mode 100644
index 0000000..42a7d71
--- /dev/null
+++ b/tutorials/kkcalc_for_NRSS/kkcalc_orientation_Y6_PM6.ipynb
@@ -0,0 +1,3144 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Using Python and kkcalc to calculate δ, β, and RSoXS binary contrast(s) from NEXAFS data\n",
+    "## Part 2: uniaxial tensor complex index of refraction\n",
+    "This notebook authored by Dean M. DeLongchamp of NIST<br>\n",
+    "with some parts based on elements of a repository from Daniel Schick: https://github.com/dschick/kkcalc<br>\n",
+    "with some parts based on further modifications by Kristof Toth of NIST<br>\n",
+    "## Introduction\n",
+    "The goal of this notebook is to demonstrate how to calculate the soft x-ray index of refraction β and δ, where: $n(E) = 1-δ(E) + iβ(E)$, in situations where $n$ is an <u>anisotropic uniaxial</u> complex index of refraction. Unlike the previous notebook, the narrative here does not follow any particular publication as this challenge is not widely examined in the RSoXS community. The workbook will focus on two components of a popular modern organic photovoltaic (OPV) system, Y6, a small molecule electron acceptor, and PM6, a polymer electron donor.<br><br>\n",
+    "This notebook builds on Part 1, including re-use of some code pieces, so the user is advised to be familiar with Part 1.<br><br>\n",
+    "Much of the mathematical framework for NEXAFS analysis and manipulation will reference Stöhr:<br>\n",
+    "<a href = 'https://link.springer.com/book/10.1007/978-3-662-02853-7'>J Stöhr, \"NEXAFS Spectroscopy.\" NEXAFS Spectroscopy, Springer Science & Business Media, 1992.</a><br>\n",
+    "All RSoXS practitioners are advised to be deeply familiar with this important reference, often called the \"NEXAFS bible.\"\n",
+    "\n",
+    "Citation for kkcalc reference:<br>\n",
+    "<a href=\"https://opg.optica.org/oe/fulltext.cfm?uri=oe-22-19-23628\">Benjamin Watts \"Calculation of the Kramers-Kronig transform of X-ray spectra by a piecewise Laurent polynomial method\" Opt. Express 22, (2014) 23628-23639. DOI:10.1364/OE.22.023628 </a>\n",
+    "<br>\n",
+    "Pip page for kkcalc: https://pypi.org/project/kkcalc/ <br>\n",
+    "Benjamin Watts github: https://github.com/benajamin/kkcalc <br><br>\n",
+    "Citation for Y6 (not the NEXAFS shown here, but just the introduction of the molecule): <br>\n",
+    "<a href=\"https://www.sciencedirect.com/science/article/pii/S2542435119300327\">J Yuan, Y Zhang, L Zhou, G Zhang, H-L Yip, T-K Lau, X Lu, C Zhu, H Peng, PA Johnson, M Leclerc, Y Cao, J Ulanski, Y Li, Y Zou, \"Single-Junction Organic Solar Cell with over 15% Efficiency Using Fused-Ring Acceptor with Electron-Deficient Core.\" Joule 2019, 3, 1140.</a>\n",
+    "<br>\n",
+    "Citation for PM6 (not the NEXAFS shown here, but just the introduction of the molecule): <br>\n",
+    "<a href=\"https://onlinelibrary.wiley.com/doi/full/10.1002/adma.201502110\">M Zhang, X Guo, W Ma, H Ade, J Hou, \"A Large-Bandgap Conjugated Polymer for Versatile Photovoltaic Applications with High Performance.\" Advanced Materials 2015, 27, 4655.\n",
+    "</a>\n",
+    "<br>\n",
+    "\n",
+    "The NEXAFS shown here was originally published in:<br>\n",
+    "<a href=\"https://pubs.acs.org/doi/full/10.1021/jacs.0c05560\">Zhu, W., Spencer, A. P., Mukherjee, S., Alzola, J. M., Sangwan, V. K., Amsterdam, S. H., ...Marks, T. J. (2020). Crystallography, Morphology, Electronic Structure, and Transport in Non-Fullerene/Non-Indacenodithienothiophene Polymer:Y6 Solar Cells. J. Am. Chem. Soc., 142(34), 14532–14547.\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import kkcalc #this is the only library that you might not already have.\n",
+    "from kkcalc import data\n",
+    "from kkcalc import kk\n",
+    "#n.b. the dependencies of kkcalc GUI often cause probllems with installing the library. \n",
+    "#Try: \n",
+    "# pip install --no-dependencies\n",
+    "import numpy as np\n",
+    "import xarray as xr\n",
+    "import matplotlib.pyplot as plt\n",
+    "import os\n",
+    "from scipy import optimize\n",
+    "from matplotlib import rc, gridspec\n",
+    "import sys"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Y6 and PM6 formulas and densities\n",
+    "\n",
+    "Complex indices of refraction are based on atomic composition and mass density. These variables are for Y6 and PM6; densities are assumed. Note that different densities will change the contrast."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "Y6_formula = \"C82H86F4N8O2S5\"\n",
+    "PM6_formula = \"C68H76F2O2S8\"\n",
+    "\n",
+    "Y6_density = 1.1\n",
+    "PM6_density = 1.1"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Y6 NEXAFS data"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As in Part 1, we typically start from experimentally collected NEXAFS. This can be collected by the individual, or downloaded from a database or repository. <br> \n",
+    "In this exercise, since we are focusing on anisotropic \"tensor\" complex indices of refraction, the data set includes different incident angles.<br>\n",
+    "We will use Y6 and PM6 data from NIST that should be provided as separate files with this notebook.<br>\n",
+    "The Y6 file name is 'y6_nexafs.txt' and the PM6 file name is 'pm6_nexafs.txt'<br>\n",
+    "Neither data set is previously published."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "First we will examine Y6. Electron yield NEXAFS spectra of Y6 are provided in y6_nexafs.txt."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "<div class=\"alert alert-block alert-info\"><b>Tip:</b> The *.txt file is formatted with 1st column energy, second column intensity at theta = 20°,  third column intensity at theta = 55°, fourth column intensity at theta = 90°, tab-delimited.\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "pey = np.loadtxt(\"y6_nexafs.txt\").T\n",
+    "\n",
+    "# wrap in an xarray\n",
+    "θ_val = np.array([20, 55, 90])\n",
+    "\n",
+    "nexafs_exp_y6 = xr.Dataset(\n",
+    "    data_vars=dict(electron_yield=([\"cos_sq_θ\", \"energy\"], pey[1:4])),\n",
+    "    coords={\n",
+    "        \"cos_sq_θ\": np.cos(θ_val * np.pi / 180) ** 2,\n",
+    "        \"θ\": (\"cos_sq_θ\", θ_val),\n",
+    "        \"energy\": pey[0],\n",
+    "    },\n",
+    "    attrs=dict(description=\"Y6 NEXAFS\"),\n",
+    ")\n",
+    "nexafs_exp_y6.energy.attrs[\"unit\"] = \"eV\"\n",
+    "nexafs_exp_y6[\"electron_yield\"].attrs[\"unit\"] = \"a.u.\"\n",
+    "nexafs_exp_y6[\"θ\"].attrs[\"unit\"] = \"°\""
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Note in the cell above we use as a dim 'cos_sq_θ'; this is because NEXAFS absorbance should be linear with $cos^2\\theta$ (see below for more details). This dimension of the xarray becomes critical for extrapolation later."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# # adjust the plot style to your liking or disable the style.use and rc calls if you prefer the defaults.\n",
+    "\n",
+    "plt.style.use(\"dark_background\")\n",
+    "font = {  #'family' : 'sans-serif',\n",
+    "    # \"sans-serif\": \"DejaVu Sans\",\n",
+    "    # \"weight\": \"regular\",\n",
+    "    \"size\": 14,\n",
+    "}\n",
+    "rc(\"font\", **font)\n",
+    "h_size = 10\n",
+    "v_size = 7"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def show_nexafs(xmin, xmax, nexafs):\n",
+    "    fig, ax1 = plt.subplots(figsize=(h_size, v_size))\n",
+    "    # the xarray way of plotting\n",
+    "    colors = plt.cm.winter(np.linspace(0, 1, nexafs.θ.size))\n",
+    "\n",
+    "    for i, cos_sq_θ in enumerate(nexafs.cos_sq_θ):\n",
+    "        nexafs.electron_yield.sel(cos_sq_θ=cos_sq_θ, method=\"nearest\").plot(\n",
+    "            color=colors[i], lw=2, label=f\"{nexafs.θ[i].values}°\"\n",
+    "        )\n",
+    "    plt.title(nexafs.description)\n",
+    "    ax1.set_xlim(xmin, xmax)\n",
+    "    ax1.legend()\n",
+    "    plt.show()\n",
+    "    plt.close()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "show_nexafs(280, 315, nexafs_exp_y6)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "<div class=\"alert alert-block alert-info\">\n",
+    "<b>Tip:</b> This NEXAFS has been pre- and post-edge normalized such that the pre-edge intensity is 0 and the post-edge intensity is 1. Both normalizations are necessary when viewing and analyzing orientation-dependent NEXAFS.\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The variation in peak intensity with incident angle indicates that there are preferential orientations for some of the Y6 resonances. We will focus on variations in the 1s → $\\pi^*$ manifold for both Y6 and PM6. These variations describe the orientation of the 1s → $\\pi^*$ transition dipole moment. For a single aromatic plane, the 1s → $\\pi^*$ transition dipole moment describes the direction normal to that plane.<br><br>\n",
+    "We will analyze the NEXAFS using the equations proposed in Stohr Ch 9. The Figures below reproduce some aspects of Stohr Figure 9.2, including labels for $\\alpha$ and $\\theta$.<br>\n",
+    "<span>Conventional polarizing NEXAFS</span><br><img src=\"conventional_nexafs_theta.gif\" alt=\"Conventional NEXAFS E-field variation\" color = \"white\" text/><br><span>Alternative/modern polarizing NEXAFS</span><br><img src=\"alt_nexafs_theta.gif\" alt=\"Alternative NEXAFS E-field variation\" /><br><br>\n",
+    "TOP: Conventional polar NEXAFS data collection scheme where the angle $\\theta$ between the electric field vector and substrate normal is varied by changing the incident angle.<br>\n",
+    "BOTTOM: Alternative polar NEXAFS data collection scheme where the angle $\\theta$ between the electric field vector and substrate normal is varied by changing polarization at a fixed incident angle using a synchrotron undulator.<br><br>\n",
+    "In both figures $\\theta$ is the angle between the electric field vector (not always the incident angle!) and substrate normal and $\\alpha$ is the angle between a NEXAFS vector resonance and substrate normal. <br><br>\n",
+    "Stöhr uses surface science language to describe the optical properties rather than more traditional optics formalisms:<ul><li>Stöhr <em>9.4.2 Twofold or Higher Substrate Symmetry</em> refers to <i>biaxial</i> tensor indices of refraction. <li> Stöhr <em>9.4.3 Threefold or Higher Substrate Symmetry</em> refers to <i>uniaxial</i> tensor indices of refraction.</li></ul>Stöhr only references components on the diagonal of the matrix and the extraordinary axis is always substrate normal.<br>\n",
+    "Our use of Stöhr here will ignore \"$I^\\perp$\" and similar terms as they refer to contributions from the part of the electric field that is not oriented (i.e., $P<1$), which is common in bending magnet NEXAFS beamlines, which are increasingly rare. If your NEXAFS was collected on a a bending magnet beamline, these components should be taken into account. <br><br>\n",
+    "We will consider Stöhr's expression for uniaxial systems given in Eq. 9.16a:<br>\n",
+    "$I = \\displaystyle\\frac{1}{3}[1+\\frac{1}{2}(3cos^2\\theta-1)(3cos^2\\alpha-1)]$\n",
+    "\n",
+    "Where $I$ is the intensity of a single vector NEXAFS resonance and $\\theta$ and $\\alpha$ are defined in the figures and text above. Note that Stöhr 9.16a leaves out a scaling constant to the arbitrary units of absorbance / NEXAFS intensity. This equation indicates we should expect a linear relationship between absorbance and $cos^2\\theta$. This linearity is a centerpiece of uniaxial NEXAFS analysis.<br><br>\n",
+    "The extraordinary or \"para\" axis of the complex index of refraction underlying the data would be parallel to the substrate normal, whereas the ordinary or \"perp\" axis of the complex index of refraction would be perpendicular to the substrate normal. <br>Absorbance parallel to the extraordinary axis is thus measured when $\\theta=0$° and the ordinary axis is measured when $\\theta=90$°. $\\theta=90$° is accesible experimentally but $\\theta=0$° is not (refer to the figures above); though it can be extrapolated from Eq. 9.16a.<br><br>\n",
+    "We can re-cast Stöhr 9.16a into more conventional anisotropic optics language by defining the $\\beta$ tensor as follows\n",
+    "\n",
+    "$\\beta_{\\pi^*} = \\beta_{bare atom} + 3\\begin{bmatrix} \\frac{1}{3}[1-\\frac{1}{2}(3cos^2\\alpha-1)] & 0 & 0 \\\\ 0 & \\frac{1}{3}[1-\\frac{1}{2}(3cos^2\\alpha-1)] & 0 \\\\ 0 & 0 & \\frac{1}{3}[1+(3cos^2\\alpha-1)] \\end{bmatrix}\\beta_{\\pi^*-isotropic}$\n",
+    "\n",
+    "with a coordinate order of [x, y, z] where x and y are considered parallel to ordinary and z is parallel to extraordinary. <br><br>\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "It is instructive to evaluate this representation at several values of $\\alpha$ :<br>\n",
+    "$\\alpha = 0$°<br>This is equivalent to a \"perfect face on\" molecule with $\\pi^*$ parallel to substrate normal:<br><br>\n",
+    "\n",
+    "$\\beta_{\\pi^*} = \\beta_{bare atom} + 3\\begin{bmatrix} 0 & 0 & 0 \\\\ 0 & 0 & 0 \\\\ 0 & 0 & 1 \\end{bmatrix}\\beta_{\\pi^*-isotropic}$<br>\n",
+    "$\\alpha = 90$°<br>This is equivalent to a \"perfect edge on\" molecule with $\\pi^*$ parallel to substrate plane:<br><br>\n",
+    "$\\beta_{\\pi^*} = \\beta_{bare atom} + 3\\begin{bmatrix} \\frac{1}{2} & 0 & 0 \\\\ 0 & \\frac{1}{2} & 0 \\\\ 0 & 0 & 0 \\end{bmatrix}\\beta_{\\pi^*-isotropic}$<br>\n",
+    "$\\alpha = 54.7$°<br>This is for a \"magic angle\" tilt of the $\\pi^*$ vector :<br><br>\n",
+    "$\\beta_{\\pi^*} = \\beta_{bare atom} + 3\\begin{bmatrix} \\frac{1}{3} & 0 & 0 \\\\ 0 & \\frac{1}{3} & 0 \\\\ 0 & 0 & \\frac{1}{3} \\end{bmatrix}\\beta_{\\pi^*-isotropic}$\n",
+    "Note that the trace (sum of diagonal elements) is always preserved."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "It is further important to understand how the measured intensity varies with $\\theta$ at several important values of $\\theta$:<br>\n",
+    "$I(\\theta=0) = \\displaystyle\\frac{1}{3}[1-\\frac{1}{2}(3cos^2\\alpha-1)]$<br>\n",
+    "\n",
+    "$I(\\theta=90) = \\displaystyle\\frac{1}{3}[1+(3cos^2\\alpha-1)]$<br>\n",
+    "$I(\\theta=54.7) = \\displaystyle\\frac{1}{3}$<br>\n",
+    "\n",
+    "These expressions lead to the following important fact:\n",
+    "\n",
+    "$\\displaystyle\\frac{I(90) - I(54.7)}{I(0) - I(54.7)} = \\frac{\\frac{1}{3}[1+(3cos^2\\alpha-1)]-\\frac{1}{3}}{\\frac{1}{3}[1-\\frac{1}{2}(3cos^2\\alpha-1)] - \\frac{1}{3}} =-2$\n",
+    "\n",
+    "That is to say that the difference between intensity at $\\theta=90$° and $\\theta=54.7$° will always be 2x the difference between intensity at $\\theta=0$° and $\\theta=54.7$°, regardless of the value of $\\alpha$.\n",
+    "   "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We can use the above facts to do a little analysis of the NEXAFS data we've collected here. Here is a numpy version of 9.16a:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def i_nexafs(α, θ):\n",
+    "    return 0.3333 * (\n",
+    "        1\n",
+    "        + 0.5\n",
+    "        * (3 * (np.cos(θ * np.pi / 180)) ** 2 - 1)\n",
+    "        * (3 * (np.cos(α * np.pi / 180)) ** 2 - 1)\n",
+    "    )"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# define a function that will return the area under a region of the nexafs data\n",
+    "def int_area(e_min, e_max, nexafs):\n",
+    "    # make only positive:\n",
+    "    return (\n",
+    "        nexafs.sel(energy=slice(e_min, e_max)).integrate(\"energy\").electron_yield.values\n",
+    "    )"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "A hasty line fit shown below. Note rather than fitting peaks, I'm cheating by integrating the whole asorbance at the lower-energy side of the pi* manifold. This is a common trick when evaluating and manipulating pi* resonances because there are few other contributors to absorbance in this energy range. Best practice in NEXAFS analysis is to fit a system of peaks to the data and evaluate the orientation of the peaks separately."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "[33.84797174  2.73421229]\n"
+     ]
+    }
+   ],
+   "source": [
+    "e_min = 283\n",
+    "e_max = 285\n",
+    "pi_peak_areas = int_area(e_min, e_max, nexafs_exp_y6)\n",
+    "θ_list = np.array([20, 55, 90])\n",
+    "\n",
+    "\n",
+    "def mse_line(my_vars, pi_peak_areas, θ_list):\n",
+    "    α = my_vars[0]\n",
+    "    const = my_vars[1]\n",
+    "    return ((const * i_nexafs(α, θ_list) - pi_peak_areas) ** 2).sum()\n",
+    "\n",
+    "\n",
+    "bnds = [(0, 90), (0, 10)]\n",
+    "res = optimize.differential_evolution(\n",
+    "    mse_line, bounds=bnds, args=(pi_peak_areas, θ_list), tol=1e-6\n",
+    ")\n",
+    "print(res.x)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The best fit is $\\alpha=33.8$°. Note this is significantly tilted compared to the expectation $\\alpha=0$° for a perfectly \"face on\" molecule."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Y6 complex index of refraction from measured NEXAFS"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Below is a wrapped kkcalc function similar to what we used in Part 1. This wrapped function accepts an xarray of nexafs labeled as above, and creates a temporary *.txt file from it. This is a workaround to kkcalc's need to have a text file on disk as the input. Future versions of kkcalc may accept array arguments directly. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def run_kkcalc(nexafs_xr, x_min=270, x_max=325, chemical_formula=\"CH2\", density=1.00):\n",
+    "\n",
+    "    # save xarray as disposable text file 'scratch_nexafs.txt'\n",
+    "    np.savetxt(\n",
+    "        \"scratch_nexafs.txt\",\n",
+    "        np.c_[nexafs_xr.energy.values, nexafs_xr.electron_yield.values],\n",
+    "    )\n",
+    "\n",
+    "    # The output of kk.kk_calculate_real is f1 and f2 terms since they are calculated using Kramers-Kronig transform\n",
+    "\n",
+    "    output = kk.kk_calculate_real(\n",
+    "        \"scratch_nexafs.txt\",\n",
+    "        chemical_formula,\n",
+    "        load_options=None,\n",
+    "        input_data_type=\"Beta\",\n",
+    "        merge_points=[x_min, x_max],\n",
+    "        add_background=False,\n",
+    "        fix_distortions=False,\n",
+    "        curve_tolerance=None,\n",
+    "        curve_recursion=100,\n",
+    "    )\n",
+    "\n",
+    "    # Fitting to the Henke atomic scattering factors using the given stoichiometry and formula\n",
+    "    stoichiometry = kk.data.ParseChemicalFormula(chemical_formula)\n",
+    "    formula_mass = data.calculate_FormulaMass(stoichiometry)\n",
+    "    ASF_E, ASF_Data = kk.data.calculate_asf(stoichiometry)\n",
+    "    ASF_Data2 = kk.data.coeffs_to_ASF(ASF_E, np.vstack((ASF_Data, ASF_Data[-1])))\n",
+    "    # Conversion to delta and beta and making an xarray\n",
+    "    n = xr.Dataset(\n",
+    "        {\n",
+    "            \"δ\": (\n",
+    "                [\"energy\"],\n",
+    "                data.convert_data(\n",
+    "                    output[:, [0, 1]],\n",
+    "                    \"ASF\",\n",
+    "                    \"refractive_index\",\n",
+    "                    Density=density,\n",
+    "                    Formula_Mass=formula_mass,\n",
+    "                )[:, 1],\n",
+    "            ),\n",
+    "            \"β\": (\n",
+    "                [\"energy\"],\n",
+    "                data.convert_data(\n",
+    "                    output[:, [0, 2]],\n",
+    "                    \"ASF\",\n",
+    "                    \"refractive_index\",\n",
+    "                    Density=density,\n",
+    "                    Formula_Mass=formula_mass,\n",
+    "                )[:, 1],\n",
+    "            ),\n",
+    "        },\n",
+    "        coords={\n",
+    "            \"energy\": data.convert_data(\n",
+    "                output[:, [0, 1]],\n",
+    "                \"ASF\",\n",
+    "                \"refractive_index\",\n",
+    "                Density=density,\n",
+    "                Formula_Mass=formula_mass,\n",
+    "            )[:, 0]\n",
+    "        },\n",
+    "    )\n",
+    "\n",
+    "    n.energy.attrs[\"unit\"] = \"eV\"\n",
+    "    n.δ.attrs[\"unit\"] = \"a.u.\"\n",
+    "    n.β.attrs[\"unit\"] = \"a.u.\"\n",
+    "\n",
+    "    os.remove(\"scratch_nexafs.txt\")\n",
+    "    return n  # return an xarray"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "A version of the wrapped function that accepts and handles xarray with a 'cos_sq_θ' axis:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# wrap a function to run kkcalc on an xarray containing a cos_sq_θ dimension\n",
+    "def run_kkcalc_a(nexafs_xr, x_min=270, x_max=325, chemical_formula=\"CH2\", density=1.00):\n",
+    "    n = []\n",
+    "    for cos_sq_θ in nexafs_xr.cos_sq_θ:\n",
+    "        n.append(\n",
+    "            run_kkcalc(\n",
+    "                nexafs_xr.sel(cos_sq_θ=cos_sq_θ, method=\"nearest\"),\n",
+    "                x_min=x_min,\n",
+    "                x_max=x_max,\n",
+    "                chemical_formula=chemical_formula,\n",
+    "                density=density,\n",
+    "            )\n",
+    "        )\n",
+    "    n = xr.concat(n, dim=nexafs_xr.cos_sq_θ)\n",
+    "    n = n.assign_coords(θ=(\"cos_sq_θ\", nexafs_xr.θ.values))\n",
+    "    return n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Function to display complex index of refraction elements"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# wrap a function to plot δ and β for an angle collection series\n",
+    "def show_n(xmin, xmax, n):\n",
+    "    fig, ax = plt.subplots(figsize=(h_size, v_size * 2))\n",
+    "    gs = gridspec.GridSpec(\n",
+    "        nrows=2,\n",
+    "        ncols=1,\n",
+    "        figure=fig,\n",
+    "        width_ratios=[1],\n",
+    "        height_ratios=[1, 1],\n",
+    "        wspace=0.05,\n",
+    "        hspace=0.1,\n",
+    "    )\n",
+    "\n",
+    "    ax1 = plt.subplot(gs[0, 0])\n",
+    "    ax2 = plt.subplot(gs[1, 0], sharex=ax1)\n",
+    "\n",
+    "    # these are some colormaps I like that look good against black\n",
+    "    # this just discretizes the colors so they can be used on multiple traces\n",
+    "    colors = plt.cm.winter(np.linspace(0, 1, n.cos_sq_θ.size))\n",
+    "    colors2 = plt.cm.spring(np.linspace(0, 1, n.cos_sq_θ.size))\n",
+    "\n",
+    "    for i, cos_sq_θ in enumerate(n.cos_sq_θ.values):\n",
+    "        theta_value = np.rad2deg(np.arccos(cos_sq_θ**0.5))\n",
+    "        if not np.isnan(theta_value):\n",
+    "            myl =  f\"$\\\\theta$={theta_value:04.1f}°\"\n",
+    "        else:\n",
+    "            myl = \"\"\n",
+    "        if i == 0:\n",
+    "            myl += \"\\\"extraordinary\\\"\"\n",
+    "            c = \"dodgerblue\"\n",
+    "        elif i == len(n.cos_sq_θ) - 1:\n",
+    "            myl +=\"\\\"ordinary\\\"\"\n",
+    "            c = \"limegreen\"\n",
+    "        else:\n",
+    "            c = colors[i]\n",
+    "        n.δ.sel(cos_sq_θ=cos_sq_θ, method=\"nearest\").plot(\n",
+    "            ax=ax1, color=c, lw=2, label=myl\n",
+    "        )\n",
+    "        n.β.sel(cos_sq_θ=cos_sq_θ, method=\"nearest\").plot(\n",
+    "            ax=ax2, color=c, lw=2, label=myl\n",
+    "        )\n",
+    "\n",
+    "    ymin1 = n.δ.sel(energy=slice(xmin, xmax)).min()\n",
+    "    ymax1 = n.δ.sel(energy=slice(xmin, xmax)).max()\n",
+    "    ax1.set_xlim(xmin, xmax)\n",
+    "    ax1.set_xlabel(\"\")\n",
+    "    ax1.set_ylim(ymin1 - (ymax1 - ymin1) * 0.03, ymax1 + (ymax1 - ymin1) * 0.03)\n",
+    "    ax1.legend(loc=\"lower right\")\n",
+    "    ax1.set_title(\"\")\n",
+    "\n",
+    "    ymax2 = n.β.sel(energy=slice(xmin, xmax)).max()\n",
+    "\n",
+    "    ax2.legend(loc=\"upper right\")\n",
+    "    ax2.set_xlim(xmin, xmax)\n",
+    "    ax2.set_ylim(0, ymax2 + (ymax2) * 0.03)\n",
+    "    ax2.set_title(\"\")\n",
+    "    plt.setp(ax1.get_xticklabels(), visible=False)\n",
+    "    plt.show()\n",
+    "    plt.close()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Display \"measured\" Y6 complex index of refraction from measured NEXAFS"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_2969860/3424241902.py:14: MatplotlibDeprecationWarning: Auto-removal of overlapping axes is deprecated since 3.6 and will be removed two minor releases later; explicitly call ax.remove() as needed.\n",
+      "  ax1 = plt.subplot(gs[0, 0])\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x1400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "show_n(280, 315, run_kkcalc_a(nexafs_exp_y6, x_min=280, x_max=315, chemical_formula=Y6_formula, density=Y6_density))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "This index of refraction still isn't sufficient even to describe the unaxial function of the measured NEXAFS. That is because the extraordinary part of the complex index of refraction could only be measured by the NEXAFS measurement at a hypothetical $\\theta=0$° to describe the extraordinary part correctly, and our data only goes down to $\\theta=20$°. There is no experimental geometry that allows $\\theta=0$°, so it must be extrapolated."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Extrapolate Y6 NEXAFS to measured extraordinary index "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "\n",
+    "Intensity should be linear with $cos^2\\theta$, so we will fit the nexafs xarray to it. The below xr.polyfit function creates a linear fit function <em>at every energy</em> in the nexafs curve."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "nexafs_fit_y6 = nexafs_exp_y6.electron_yield.polyfit(\"cos_sq_θ\", 1)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Now that we have a fit at every energy, we'd like to evaluate it. The current xarray implementation of xr.polyval is 'clunky,' to put it mildly.<br>\n",
+    "This function wraps the polyval evaluation and returns a clean nexafs dataset with appropriate metadata. This may be updated or replaced for future versions of xarray.<br>\n",
+    "<ul>nexafs is the original nexafs dataset<br>\n",
+    "nexafs_fit is returned from the polyfit as above<br>\n",
+    "new_cos_sq_θ is an array-like argument of cos_sq_θ values where you want the fit to be evaluated<br>\n",
+    "new_θ is an array-like argument of θ values to assign to those results<br></ul>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def evaluate_nexafs_fit(nexafs, nexafs_fit, new_cos_sq_θ, new_θ):\n",
+    "    nexafs_dummy = xr.Dataset(\n",
+    "        data_vars=dict(electron_yield=([\"cos_sq_θ\"], new_cos_sq_θ)),\n",
+    "        coords={\"cos_sq_θ\": new_cos_sq_θ},\n",
+    "        attrs=dict(description=\"DUMMY NEXAFS\"),\n",
+    "    )\n",
+    "\n",
+    "    # nexafs_dummy = xr.DataArray(data=new_cos_sq_θ, dims = ['cos_sq_θ'], coords = {'cos_sq_θ':new_cos_sq_θ})\n",
+    "\n",
+    "    # this returns an xarray but it is unlabeled and has little of the structure, labels of the original one that was fit.\n",
+    "    nexafs_ep = xr.polyval(nexafs_dummy.cos_sq_θ, nexafs_fit.polyfit_coefficients)\n",
+    "\n",
+    "    # I re-form it into a good dataset here by resorting to .values\n",
+    "    nexafs_ep = xr.Dataset(\n",
+    "        data_vars=dict(electron_yield=([\"cos_sq_θ\", \"energy\"], nexafs_ep.values)),\n",
+    "        coords={\n",
+    "            \"cos_sq_θ\": new_cos_sq_θ,\n",
+    "            \"θ\": (\"cos_sq_θ\", new_θ),\n",
+    "            \"energy\": nexafs_ep.energy,\n",
+    "        },\n",
+    "        attrs=dict(description=nexafs.description),\n",
+    "    )\n",
+    "    nexafs_ep.energy.attrs[\"unit\"] = \"eV\"\n",
+    "    nexafs_ep[\"electron_yield\"].attrs[\"unit\"] = \"a.u.\"\n",
+    "    nexafs_ep[\"θ\"].attrs[\"unit\"] = \"°\"\n",
+    "    return nexafs_ep"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "new_θ = np.array([0, 20, 55, 90])\n",
+    "new_cos_sq_θ = (np.cos(new_θ * np.pi / 180)) ** 2\n",
+    "nexafs_interp_y6 = evaluate_nexafs_fit(\n",
+    "    nexafs_exp_y6, nexafs_fit_y6, new_cos_sq_θ, new_θ\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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84nhUdAOEEEIIIYQQvy8dOnRg2LBh/Pjjjzz++OPk5eUB8Nlnn7Fp0ybmzZtHhw4dHPVNJhM9evSga9eubNy4EYALFy4wePBgFi5cWBGPUCGk502IKs5oaIeP54t4eXQBKtdeJEIIIUpCQ8O3ykRZ/Kxp164d69evJyEhgZycHI4fP87UqVPx9vZ21Ln33nvJyMggNjaWoKAgp/MbN25MVlYWZ86cISAggIEDB3L27FkABg0ahFLKEZGRkQBMnDjR8XrAgAHs2bOHrKwsxxytgIAAXnvtNbZt28aFCxfIzc3lwoULLFu2jHr16rk8Q+HrDR06lEOHDpGdnU1sbCzTpk3Dy8vL7bN37dqVrVu3kpqaitlsZt++fbz88svoesl+LW/YsCHvvfcee/fuJTExkezsbGJiYnj33Xfx9fV1qquUciRAhd+T64eW3n///axcuZKLFy+Sm5vL2bNnmT17NtWrV3fbhiFDhnDw4EGys7OJi4vjvffeK/J5i/LCCy8AMGHCBEfiBrB161Y2btxIZGQkDRs2dJQbDAY0TXPaJ9FqtZb4fbtTSM+bEFWYh94Ek/EpAAz6PShlJs/yQwW3SgghRGlo+OBnmlDRzSixzJx3UGTd9PnDhw9n7ty5pKSk8NVXX5GQkEDr1q2ZMGECHTt2pGPHjuTn53P8+HHGjBnDwoULWbBgAb169QLA09OTlStX4unpSb9+/UhPT2f//v3MmjWLMWPGsH//fr788kvH/exJnd3f//53OnbsyPr169m0aRMFBQUANGnShClTphAVFcUXX3xBVlYWjRs3pm/fvnTt2pWWLVsSFxfn8jzjxo2jQ4cOrF69mq+//pqnnnqK8ePH06JFC7p06eJUd/To0Xz00UckJSWxYsUKsrKy6NatG7NmzaJdu3b07Nnzhu9f9+7dGTJkCFFRUWzbtg1d12nbti1vvPEGkZGRtG/f3vFMkyZNYtCgQdSpU4dJkyY5rrF//37Hx926dWPNmjVYLBbWr1/PuXPnaNq0KaNGjaJz5860adOG1NRUR/0JEyYwdepULl++zIIFC8jPz+fZZ591O8yxOB06dCAzM5Pt27e7HNu4cSNdunQhMjKSEydOAJCVlcW3337LypUr+fzzz6levTp9+vThlVdeKdV97wRKomTh7++vlFLK39+/wtsiIQEob2N/5W961ylAq/B2SUhISEi4RkREhPrss89URESEU7mGr8v/5ZU5NHxv+j1o0qSJysvLU3v37lXVqlVzOvb6668rpZQaO3asU/maNWuUUkoNHTpUAWrmzJlKKaUmTpzo8v4qpdSSJUvc3nvixIlKKaUyMjJUs2bNXI4HBAS4tAlQHTp0UAUFBWr+/Plur2c2m1XTpk0d5QaDQW3cuFEppdRzzz3nKK9bt67Ky8tTly9fVnfddZej3Gg0qqioKKWUUv369XO6h1JKRUVFOZWFh4cro9Ho0s63335bKaVU3759ncrt13b3nlSvXl2lpqaquLg4dffddzsd6927t1JKqdmzZzvK6tevr/Ly8tS5c+dUaGioo9zf318dPXrUbXvdhY+Pj1JKqQMHDrg9/tRTTymllHrvvfecyoODg9Xnn3+ukpKSVGxsrHrjjTfK/fu1cFREbvD76mcU4o6i42Fo6lJq0F2HdgghhBCVwfDhwzEajYwePZqUlBSnY++//z7x8fH06dPHqfyFF14gLi6OWbNmMWrUKF5++WW2b9/O1KlTb6oN8+fP59ChQy7l6enpLm0C2LZtG4cPH6ZTp05ur7d8+XKOHDnieG2xWHjzzTcBGDhwoKO8X79+GI1GZsyYwfnz5x3l+fn5vPHGG4BtyOeNXLx4kfz8fJfyjz/+GKDIdrozYMAAAgMDGT9+POfOnXM6tmrVKvbu3Uvv3r0dZX379sVoNDJz5kwSEhIc5RkZGbzzzjslvm9gYCAAaWlpbo+np6c71bNLSkriueeeIzg4mIiICKZPn17ie94pZNikEFWUQbvbbbnR0BKL9VQ5t0YIIYS4sbZt2wLw5JNPuk0y8vPzady4sVNZWloa/fr1IyoqitmzZ5Oamkq/fv2c5j6Vxu7du4s8FhkZyZgxY2jTpg0hISEYjUbHsdzcXLfn/PTTTy5le/fuxWw207x5c0dZixYtAFsyeL1du3a51C/O4MGDGTRoEM2aNSMwMBCDweA4Fh4eXqJrwLXPR9u2bd0uz28ymQgNDSU4OJikpCQeeOABwP0zuysTZU+SNyGqKIPhXrflHnoz4H9AntvjQgghKheFmcyckvdaVDSF+abPtS+AMWFC6eb47dmzh/Pnz1OnTh2++eYbYmNjb7oNV65ccVves2dPVq9eTWZmJhs3buTs2bOYzWaUUo55Y+7Ex8cXWV67dm3H64CAgGLvf339osyePZtRo0YRFxfH+vXruXTpkiOxnDRpUqkWDrF/Pl566aVi6/n6+pKUlOToCXP3zEU9lzv2Hrfre9bs7O9VUT1zv2eSvAlRRXno7pM3TfPEw9CMAstv5dwiIYQQN0dxKwuAVCX24XD+/v5kZmaW+LwZM2ZQp04dEhMT6dOnD8uWLWPTpk031YaiNqyeNGkSOTk5PPjgg5w8edLpWOGhg9erUaNGkeWFkw/7s4eFhbld+KRGjRqOOkUJDQ11bGr98MMPk52d7TgWFhbmtChJSdjv16xZMw4fPnzD+vbnqVGjhsszhIWFlfi+ZrOZixcvUrduXXRdd+lFta8yaV+sRFwjc96EqII0fDHodxV53EN3HfoghBBCVLRdu3YB14brlUS3bt0YMWIEW7du5aGHHiI9PZ1ly5YREhLiVM9isQA4DSEsjfr163P06FGXxK1WrVrUr1+/yPPatWvnUvbggw/i4+PjtKrjvn37AJz2LrNr3bq1S3136tWrh67rbN682SlxK6odcO19cbekvv3z8fDDDxd7X7vo6Ogi71XU/Yvyww8/4Ofnx6OPPupyrHPnzo46wpkkb0JUQQa9YbHHNc39MAQhhBCiIs2dO5f8/HzmzJnDXXe5/hEyMDDQad5XzZo1WbRoEUlJSfTv358zZ87w4osvUqtWLRYvXux0bkpKClar1e11SyI2NpYGDRo49aR5eXkxb948p7lv1+vfvz9Nm15bQMxgMDBt2jQAli1b5ihfsWIF+fn5jB07llq1ajnKPTw8HAtvLF269IZtBHjkkUfQtGv77dWuXbvIxTuSk5MB3L4vS5YsIT09nX/+859Oz2Dn7e1NmzZtnJ6hoKCAsWPHEhoa6ij39/cv9VDY+fPnA/DOO+84vb+PPfYYnTt35ocffpCeNzdk2KQQVZCHofjkTUeSNyGEEJXP4cOHGTFiBPPmzSMmJoYNGzZw6tQpAgICqFevHpGRkSxdupQXX3wRsCU/oaGhdO/enYsXLwK2VRC7dOnCgAEDGDlyJJ988glg2wfs119/pX379ixevJgTJ05gtVpZsWKFy0qK7syZM4ePP/6Yffv2sW7dOjw8PHj88cfRNI39+/cXuZjI5s2b2blzJ6tWrSI5OZmnnnqK+++/n++++47PP//cUe/06dO8/vrrzJw5kwMHDrBmzRqysrJ4+umnadKkCV9++aVTfXcuX77MunXr6NmzJ3v27GHLli2EhYXx9NNPs3XrVrc9hFu3bqVXr16sXbuWDRs2kJOTw8GDB9mwYYNjGOratWuJjo7mu+++49ixY5hMJiIiIoiMjGTHjh2O/epOnTrFlClTmDJliuMZCgoK6NGjBwcPHnRZbKY427ZtY8GCBbzwwgvs27ePb775hrCwMJ599lnS09MdXwPCVbntS1DVQ/Z5k6gs4eM50mnPHZOxt9NrP68pFd5GCQkJCQnnKMm+Ub+XaNWqlVqxYoU6f/68ys3NVfHx8WrPnj1q2rRpqlGjRgpQ48aNU0opl/3VAOXn56dOnjypzGazuu+++xzlDRs2VF9//bVKTk5WFotFKaVUZGSkgmv7stlfu4thw4apgwcPKrPZrC5evKgWLFigQkND3e6VVvh6L7zwgjp06JDKzs5WcXFxatq0acpkMrm9R7du3VRUVJRKS0tT2dnZKjo6Wr3yyivKYDC41HW3b5qvr6/64IMP1OnTp1V2draKiYlRb731lvLw8HBb32AwqOnTp6uzZ8+qvLw8t3vh3XvvvWrBggXqzJkzKicnRyUlJano6Gg1a9Ys1apVK5d2DRkyRB06dEjl5OSouLg49f777yuTyVTifd7soWmaeumll9TBgwdVdna2SkhIUGvWrFENGzas8K/RyrrPGxX9xlSlkORNorKEr9ebTsma0dDGzWbdPhXeTgkJCQmJayHJ250VJUkGJapuVNbkTea8CVHleKBr/k4lFqvrcBBdCyivBgkhhBBCiHIgyZsQVYy7xUisKgmryriuniRvQgghhBB3EknehKhi9OuSN6VygFyUSr+uniRvQgghhBB3EknehKhiNIKcXltVKgBKpV1Xz7WHTgghhBBlY/LkyWiaJnuRiXIlyZsQVYyuBTm9tidt1ut63mTYpBBCCCHEnUWSNyGqmOvnvF3reZNhk0IIIYQQdzJJ3oSoYlx73lIBsHJ9z5sMmxRCCCGEuJNI8iZEFePa82YbNuky50163oQQQggh7iiSvAlRxRTV8+Y6bNIX8CifRgkhhBBCiNtOkjchqhQTmublVGIl1fbvdT1vANp1m3kLIYQQQoiqS5I3IaoQ1143a6Eet1yUynWuL9sFCCGEEELcMSR5E6IK0a5P3sgEfNH4Hmjo0vsm896EEEIIIe4ckrwJUYVc3/NmUGk86fMxisd5wHMN3pidjsuKk0IIIYQQdw5J3oSoQq5Pxv7oFUCy9RE0FIfy7udxU2On47LXmxBCCFF1KaWIioqq6GaUWFVrb1UkyZsQVcj1PW+Pet7Fody7+JPPETw1C6kFf8ILzXFchk0KIYT4vYiIiEApxZIlSyq6KZVKVFQUSqmKboaLRx99lA8//JA9e/aQmJhIdnY2R48eZfr06QQGFj1yqFWrVnzzzTckJyeTmZnJrl276NOnT5H1BwwYQExMDElJSXz++eeEhITcjscpN5K8CVGFFO5589M0Uq11MSsv2phOE+kdww/Zjbjf41rCpuFbEc0UQgghhCjWunXrePnll8nIyOCzzz5j7ty5mM1mXn/9dfbs2UNoaKjLOZGRkfz888+0a9eOdevWMW/ePEJCQlixYgXjx493qd+lSxeWLVvGkSNHWLJkCR07duSLL74oj8e7bWQTKCGqkMI9b009vDiQezeBupkIj0R8vXP5znw/NbQ6QDQAmuZXIe0UQgghhCjOv/71Lz777DMuX77sVP7JJ58wYsQIJk6cyEsvveQoNxgMLFy4EKUU7du3Z//+/QBMnjyZX375hcmTJ7N27VpOnjzpOKd///6sWrXK0TO3aNEijhw5QsOGDTlx4sTtf8jbQHrehKgyNDSu9ardZ/QiOvdu7vc8j65BiCETHSueBFJTN9jOkORNCCEqPQ0NP82/yoRWaHj+zWrXrh3r168nISGBnJwcjh8/ztSpU/H29nbUuffee8nIyCA2NpagoCCn8xs3bkxWVhZnzpwhICCAgQMHcvbsWQAGDRqEUsoRkZGRAEycONHxesCAAezZs4esrCzHHK2AgABee+01tm3bxoULF8jNzeXChQssW7aMevXquTxD4esNHTqUQ4cOkZ2dTWxsLNOmTcPLy8vlHICuXbuydetWUlNTMZvN7Nu3j5dffhldL9mv5Q0bNuS9995j7969juGGMTExvPvuu/j6Oo+4UUrRoUMHx8f2uH5o6f3338/KlSu5ePEiubm5nD17ltmzZ1O9enW3bRgyZAgHDx4kOzubuLg43nvvvSKftyjvv/++S+IGMHXqVADH583uscceo0GDBqxYscKRuAFkZmYydepUjEYjgwcPdjrHYDBgtVodry0WC0CJ3+vKSHrehKgiNPzRNFtS5gFUI5TLliB6+O0FQNcUQbqZZKsvLY3ebMjNRNd8sf2NxlrkdYUQQlQsX82PWTU+quhmlNiY+JfJVBk3ff7w4cOZO3cuKSkpfPXVVyQkJNC6dWsmTJhAx44d6dixI/n5+Rw/fpwxY8awcOFCFixYQK9evQDw9PRk5cqVeHp60q9fP9LT09m/fz+zZs1izJgx7N+/ny+//NJxP3tSZ/f3v/+djh07sn79ejZt2kRBQQEATZo0YcqUKURFRfHFF1+QlZVF48aN6du3L127dqVly5bExcW5PM+4cePo0KEDq1ev5uuvv+app55i/PjxtGjRgi5dujjVHT16NB999BFJSUmsWLGCrKwsunXrxqxZs2jXrh09e/a84fvXvXt3hgwZQlRUFNu2bUPXddq2bcsbb7xBZGQk7du3dzzTpEmTGDRoEHXq1GHSpEmOaxROfrp168aaNWuwWCysX7+ec+fO0bRpU0aNGkXnzp1p06YNqampjvoTJkxg6tSpXL58mQULFpCfn8+zzz5LkyZNbtj2ksjPzwdwPIOdPQn9/vvvXc6xl12f8K1du5a1a9diMpk4ffo0vXv35tdff+X48eNl0taKIMmbEFVE4T3eGnp4ElcQBkATz4uO8moGM8kWX+71uvatreGL4uZ/yAohhBBlpUmTJsyZM4f9+/fTqVMnUlJSHMdef/11pk+fzqhRo5g5cyZgG+bWuXNnevXqxdChQ1m4cCHTp0+nefPmTJo0iR07dgAQHR3tlLxNnjy5yDZERkbSpk0bDh065FR+9OhRatWq5dQmsCUNmzdvZsKECQwbNszlep06daJVq1YcOXIEgLfeeosNGzbw5JNP8txzz/H5558DULduXT788EOuXLlCq1atOH/+PABvvvkm33//PT169KBfv378+9//LvY9XL58OTNnznQkOXZvv/02U6ZM4ZlnnmHFihWAbUhhhw4dqFOnjtv3pHr16ixfvpyEhAQeffRRzp075zjWu3dvVq5cyZQpUxg9ejQA9evX5x//+Afnz5+nZcuWJCQkALYkcffu3cW2u6Sef/55wDVJa9iwIYDb4Y6pqakkJCQ46titW7eOkSNHMm7cOP70pz+xZcsWRo0aVSkXcCmpqttnKMTvjF5osZL7PLxIsPgTpGdh0q/9ZaqankWK1YdqhYYDyNBJIYQQlcXw4cMxGo2MHj3aJUl6//33iY+Pd1k58IUXXiAuLo5Zs2YxatQoXn75ZbZv3+4YXlda8+fPd0ncANLT013aBLBt2zYOHz5Mp06d3F5v+fLljsQNbEPz3nzzTQAGDhzoKO/Xrx9Go5EZM2Y4Ejew9TS98cYbgG3I541cvHjRJXED+PjjjwGKbKc7AwYMIDAwkPHjxzslbgCrVq1i79699O7d21HWt29fjEYjM2fOdCRuABkZGbzzzjslvm9RHnjgASZOnMiVK1d4//33nY7ZV6BMS0tze256errbVSrnzp1L/fr1CQoKokePHly8eNHN2VWH9LwJUUUU7nmrbfDgSI4/oQZbj9rh3EPc59WM6oYszuVWp9rVOW+28/yg6v6BSQghxB2kbdu2ADz55JNuk4z8/HwaN3beszQtLY1+/foRFRXF7NmzSU1NpV+/fk5zmUqjuB6iyMhIxowZQ5s2bQgJCcFoNDqO5ebmuj3np59+cinbu3cvZrOZ5s2bO8patGgB2JLB6+3atculfnEGDx7MoEGDaNasGYGBgRgM137uh4eHl+gacO3z0bZtWxo0aOBy3GQyERoaSnBwMElJSTzwwAOA+2d2V1YaderU4euvv8ZgMNC7d2+SkpJu6Xp3KknehKgiCq80GawbSLT4U8OQDsCB3APc59WManoWyRZfTOiY0MhBoSE9b0IIUZllqUzGxL9c0c0osSyVedPn2hfAmDBhQqnO27NnD+fPn6dOnTp88803xMbG3nQbrly54ra8Z8+erF69mszMTDZu3MjZs2cxm80opRzzxtyJj48vsrx27dqO1wEBAcXe//r6RZk9ezajRo0iLi6O9evXc+nSJUdiOWnSpFItHGL/fBRe1dEdX19fkpKSHD1b7p65qOcqiXvuuYeoqChCQ0Pp0aOH2wTX3uNW1B5wAQEBRfbK3UkkeROiirDv8eaJhr9uIMHix32eFwA4nm+beFvdkEU+HmQpL6rpBi5ZC2TYpBBCVHIKdUsLgFQl6em2Pzr6+/uTmVnyJHDGjBnUqVOHxMRE+vTpw7Jly9i0adNNtaGo+U6TJk0iJyeHBx980Gm5ecBp6OD1atSoUWR54WTC/uxhYWFuFz6pUaOGo05RQkNDGTlyJNHR0Tz88MNkZ2c7joWFhTktSlIS9vs1a9aMw4cP37C+/Xlq1Kjh8gxhYWGlurddREQEUVFRhIeH06tXL7755hu39exz3Ro2bMhvv/3mdCwoKIjQ0FC2b99+U22oSmTOmxBVhL3nrbquk6s8SLf6OIZNXim4TJoljWqGLACSLb6OeW+6JG9CCCEqiV27dgHXhuuVRLdu3RgxYgRbt27loYceIj09nWXLlhESEuJUz74MfOEhhKVRv359jh496pK41apVi/r16xd5Xrt27VzKHnzwQXx8fJxWddy3bx9wbdXEwlq3bu1S35169eqh6zqbN292StyKagcUvzy+/fPx8MMPF3tfu+jo6CLvVdT9ixMREcG2bduoXbs2zz77LOvXry+y7g8//ADAE0884XLMXmavcyeT5E2IKsLe82YbMmlLyEIMGaRaUskjjyRrEtV1W/KWYvUhSPZ6E0IIUcnMnTuX/Px85syZw1133eVyPDAw0GneV82aNVm0aBFJSUn079+fM2fO8OKLL1KrVi0WL17sdG5KSgpWq9XtdUsiNjaWBg0aOPWkeXl5MW/ePKe5b9fr378/TZs2dbw2GAxMmzYNgGXLljnKV6xYQX5+PmPHjqVWrVqOcg8PD6ZPnw7A0qVLb9hGgEceeQRNu7bfXu3atR3XuF5ycjKA2/dlyZIlpKen889//tPpGey8vb1p06aN0zMUFBQwduxYQkNDHeX+/v6lHgpbOHHr3bu30/YO7mzZsoVTp07Rt29fx9w7AD8/P95++23y8/Nv+P7dCWTYpBBVgtHRgxasG0go8Acg1JBBoiURgGRLEnU8cjBgJdniS3V78iZz3oQQQlQShw8fZsSIEcybN4+YmBg2bNjAqVOnCAgIoF69ekRGRrJ06VJefPFFwJb8hIaG0r17d8cqgatWraJLly4MGDCAkSNH8sknnwCQlZXFr7/+Svv27Vm8eDEnTpzAarWyYsUKl5UU3ZkzZw4ff/wx+/btY926dXh4ePD444+jaRr79+8vcjGRzZs3s3PnTlatWkVycjJPPfUU999/P999951jmwCA06dP8/rrrzNz5kwOHDjAmjVryMrK4umnn6ZJkyZ8+eWXTvXduXz5MuvWraNnz57s2bOHLVu2EBYWxtNPP83WrVvd9hBu3bqVXr16sXbtWjZs2EBOTg4HDx5kw4YNjmGoa9euJTo6mu+++45jx45hMpmIiIggMjKSHTt2OParO3XqFFOmTGHKlCmOZygoKKBHjx4cPHjQZbGZ4mzbto06derwyy+/8Ic//IE//OEPLnUKb29gsVgYOnQoGzdu5KeffmLlypWkp6fTvXt36tWrx1tvveV2G4E7kZIoWfj7+yullPL396/wtkj8vkLTQpS/6V3lb3pX9Q+ao3r771RG8tWCGovV0IAXFKCe8XtWLQxbrIL1dPWUz371YrVPlL/pXeXjOarC2y8hISEhgYqIiFCfffaZioiIqPC2VHS0atVKrVixQp0/f17l5uaq+Ph4tWfPHjVt2jTVqFEjBahx48YppZSaP3++y/l+fn7q5MmTymw2q/vuu89R3rBhQ/X111+r5ORkZbFYlFJKRUZGKkBNnDjR6bW7GDZsmDp48KAym83q4sWLasGCBSo0NFRFRUUpZZss54jC13vhhRfUoUOHVHZ2toqLi1PTpk1TJpPJ7T26deumoqKiVFpamsrOzlbR0dHqlVdeUQaDwaWuUkpFRUU5lfn6+qoPPvhAnT59WmVnZ6uYmBj11ltvKQ8PD7f1DQaDmj59ujp79qzKy8tTSim1ZMkSpzr33nuvWrBggTpz5ozKyclRSUlJKjo6Ws2aNUu1atXKpV1DhgxRhw4dUjk5OSouLk69//77ymQyub1/UVES7s5r3bq12rBhg0pJSVFZWVlq9+7dqm/fvmX+NVqS79cKyg0q/hu4qoQkbxIVFQa9viN5e7n6XPUn78Mq3JCsFoYtVn/x/asC1J+8O6mFYYtVQ+Ml9bDphHoz+FPlb3pX+Xq9UeHtl5CQkJCQ5O1Oi5IkgxJVNypr8iZz3oSoArTrtglIsPgRcnWxkkSLbZPMJKttP5RquvnqgiWFh01qCCGEEEKIqk2SNyGqAHd7vIUabEss25O3ZMvV5M2QRbLVl0BNRwc0zQB4l3OLhRBCCCFEWZPkTYgqQCMQAF9NwxOdBIs/oR62nrcEx4IlttWkqhuySLH4oKERqNm3C/CtgFYLIYQQQoiyJMmbEFWAvectWDeQZvUmHw9C9AwKVAEpVlvSlqkyyVW5VNOzKMCDzKsbdYNsFyCEEEKUtcmTJ6Np2u9ibzFReUjyJkQVUDh5S7Bc3SbAI4NkSxIK5aiXbEmiumOjbr9re73JdgFCCCGEEFWeJG9CVAH2DbqrX53vBhBiyHTs8WaXZEkmSDcDkGr1ppquXz1fkjchhBBCiKpOkjchKjkNHzTNE7AvVuJHgG7GSytwzHezS7YkEaDnoGElzeJDdU2GTQohhBBC3CkkeROiknPdJsB1pUm7FGsKuqbw13NIs3oTIMMmhRBCCCHuGJK8CVHJFd4moLpmS96u3+PNLs2aBkCgnm1L3jQZNimEEEIIcaeQ5E2ISk7Xw23/AtUce7zZtwm4LnmzpAL25M0Hf92+VYAkb0IIIYQQVV2lTN7Cw8N5+eWX2bhxI7GxseTm5nLp0iXWrVvHQw89VOLrREZGopQqMtq0aXMbn0KIsmHQIgAI1HSsGEix+hbqeXOe85bq6HkzO3reNGTYpBBCCCHEncCjohvgzqhRo3jjjTc4efIkmzZtIj4+noYNG/J///d//N///R99+vRh7dq1Jb7etm3b2LZtm0v5+fPny7DVQtwOOgb9HsA23y3ZYkvCQgyZ5FhzyFSZTrXTCw2bPJZXC4Om4aNpZErPmxBCCCFElVcpk7fdu3fTrl07fv75Z6fyP/7xj2zZsoV58+bxv//9j7y8vBJdb9u2bUyePPl2NFWI20rXwh0rTVbXDSRZfAEI1jNd5rsBpFvTsSorgQbbnDelIEAzkKV5Ap5Ayb5nhBBCCFHxlFJs27aNjh07VnRTSqSqtbcqqpTDJr/44guXxA3g559/JioqiuDgYO6///4KaJkQ5cug13F8XP3qNgEaimoGs8s2AQAWLGSqTAL1bArwwKw8CbDv9YZPeTVbCCGEKHcREREopViyZElFN6VSiYqKQilV0c1wcTPTm86cOVNk/Xnz5rm9z4ABA4iJiSEpKYnPP/+ckJCQ2/1ot1Wl7HkrTn5+PgAFBQUlPqdhw4aMGjUKHx8fYmNj2bRpE0lJSberiULcMoNeH4PeAE9DW0dZdd3AhQI/gnQzHpqVJKtr8gaQbkkj8OpG3c4rTnqjVOptb7sQQgghREmVdnpTamoqs2bNcinfs2ePS1mXLl1YtmwZX375JadOnaJPnz588cUXtGvX7labXWGqVPJ2991306lTJy5dusTBgwdLfF6/fv3o16+f47XZbGbixIl8+OGHxZ7n6emJl5eX47W/v3/pGy1EKRkNj2AydnMpr64bOGDxI/jqHm9JbnrewLZoSQ1DNoBtxUlH8uYDle8Pb0IIIYT4HSvt9KbU1NQS1+/fvz+rVq2iT58+ACxatIgjR47QsGFDTpw4cVPtrWiVctikOx4eHixfvhyTycRrr72G1Wq94TkJCQm8+uqrNG7cGB8fH8LDw+nXrx/Jycl88MEHDBs2rNjzx48fT3p6uiMuXLhQVo8jhFse+gNuEze4Nmwy2LFBt/ve4zRrKoFXk7d0i3ehYZPet6HFQgghROm1a9eO9evXk5CQQE5ODsePH2fq1Kl4e1/7WXXvvfeSkZFBbGwsQUFBTuc3btyYrKwszpw5Q0BAAAMHDuTs2bMADBo0yGk4XWRkJAATJ050vB4wYAB79uwhKyuLqKgoAAICAnjttdfYtm0bFy5cIDc3lwsXLrBs2TLq1avn8gyFrzd06FAOHTpEdnY2sbGxTJs2zakDoLCuXbuydetWUlNTMZvN7Nu3j5dffhldL9mv5Q0bNuS9995j7969JCYmkp2dTUxMDO+++y6+vr5OdZVSdOjQwfGxPa4fWnr//fezcuVKLl68SG5uLmfPnmX27NlUr17dbRuGDBnCwYMHyc7OJi4ujvfee6/I561IBoPBKWewWCwAJX6vK6Mq0fOmaRqLFy8mMjKS+fPn8/nnn5fovCNHjnDkyBHH6+zsbFasWEF0dDR79+5l8uTJLFiwoMhxwO+++y4zZ850vPb395cETtw2Br0uJmNP98ewbRWQZPGjofEK4LpNgF26NR0vrQCTlkeq1ZsaBgNwtedNCCFEpaMB1b09K7oZJZacnXdLAzmGDx/O3LlzSUlJ4auvviIhIYHWrVszYcIEOnbsSMeOHcnPz+f48eOMGTOGhQsXsmDBAnr16gXYRkatXLkST09P+vXrR3p6Ovv372fWrFmMGTOG/fv38+WXXzruZ0/q7P7+97/TsWNH1q9fz6ZNmxxTcZo0acKUKVOIioriiy++ICsri8aNG9O3b1+6du1Ky5YtiYuLc3mecePG0aFDB1avXs3XX3/NU089xfjx42nRogVdunRxqjt69Gg++ugjkpKSWLFiBVlZWXTr1o1Zs2bRrl07evZ0/3tAYd27d2fIkCFERUWxbds2dF2nbdu2vPHGG0RGRtK+fXvHM02aNIlBgwZRp04dJk2a5LjG/v37HR9369aNNWvWYLFYWL9+PefOnaNp06aMGjWKzp0706ZNG1JTUx31J0yYwNSpU7l8+TILFiwgPz+fZ599liZNmtyw7e6UdnqTl5cXAwYMoHbt2qSkpLBjxw4OHDjgtu7atWtZu3YtJpOJ06dP07t3b3799VeOHz9+U22tDKpE8rZgwQL69+/P8uXL+dvf/nbL1zt8+DC7du2iffv2NGjQoMhu07y8vBKvaCnErTFiMvZC09x/SwZpBhQ6qVafGw+bvG6j7vrS8yaEEJVadW9Pjo9xP+qiMrp31lckZd/c70dNmjRhzpw57N+/n06dOpGSkuI49vrrrzN9+nRGjRrl+OP5okWL6Ny5M7169WLo0KEsXLiQ6dOn07x5cyZNmsSOHTsAiI6OdkreihtWFxkZSZs2bTh06JBT+dGjR6lVq5ZTmwA6dOjA5s2bmTBhgttRW506daJVq1aODoO33nqLDRs28OSTT/Lcc885Oh3q1q3Lhx9+yJUrV2jVqpVjTtebb77J999/T48ePejXrx///ve/i30Ply9fzsyZMx3rQNi9/fbbTJkyhWeeeYYVK1YAMHnyZDp06ECdOnXcvifVq1dn+fLlJCQk8Oijj3Lu3DnHsd69e7Ny5UqmTJnC6NGjAahfvz7/+Mc/OH/+PC1btiQhwbby9aRJk9i9e3ex7S5Kaac31apVi2XLljmVffvtt/Tv398l6Vu3bh0jR45k3Lhx/OlPf2LLli2MGjWqUi7gUlKVus9Q0zQWLVrEkCFDWLFihaMbvCwkJtp+8fXxkd4IUfE8PR5D16oVebyarpNi9cWKTrAhE7PVjFmZ3dZNK7TXm/OCJfK1LoQQomINHz4co9HI6NGjXZKk999/n/j4eMf8JLsXXniBuLg4Zs2axahRo3j55ZfZvn07U6dOvak2zJ8/3yVxA0hPT3dpE9jmZB0+fJhOnTq5vd7y5cudRnpZLBbefPNNAAYOHOgo79evH0ajkRkzZjgtxpGfn88bb7wB2IZ83sjFixddEjeAjz/+GKDIdrozYMAAAgMDGT9+vFPiBrBq1Sr27t1L7969HWV9+/bFaDQyc+ZMR+IGkJGRwTvvvFPi+8LNTW+yj8QLCQnB39+fNm3asGHDBrp06cL69evd3mfu3LnUr1+foKAgevTowcWLF0vVzsqm0va8aZrGwoULef7551m1ahX9+/cv0Ty3kjAYDLRs2RKr1eq2+1uI8qRrNfA0OK96VGA9TXbeQjz0B/DQ6+Ove5JksQ1HCDZkkVTEfDe4lrwF2JM3x7hu6XkTQghRsdq2ta2i/OSTT7pNMvLz82ncuLFTWVpaGv369SMqKorZs2eTmppKv379bvr3wuJ6iCIjIxkzZgxt2rQhJCQEo9HoOJabm+v2nJ9++smlbO/evZjNZpo3b+4oa9GiBYDblRV37drlUr84gwcPZtCgQTRr1ozAwEAMV6dIAISHh5foGnDt89G2bVsaNGjgctxkMhEaGkpwcDBJSUk88MADgPtndldWnJuZ3nR9wr57926efvppfvjhB9q1a8dTTz3Fhg0bStWOqqZSJm/2HrfBgwezZs0annvuuWK/QYODgwkJCSExMdGpu7Rt27bs3LnTqa7BYOCDDz6gTp06fPvtt27/wiJEefIy/gVNu/afrlIF5OZ/CSgKrPspsO6nmtf/kWTxAyDYkMnhXPdDJsG2YAlAkMHMxdwgTJqOJ5AvPW9CCCEqmH0BjAkTJpTqvD179nD+/Hnq1KnDN998Q2xs7E234cqVK27Le/bsyerVq8nMzGTjxo2cPXsWs9mMUsoxb8yd+Pj4Istr167teB0QEFDs/a+vX5TZs2czatQo4uLiWL9+PZcuXXIklpMmTSrVwiH2z8dLL71UbD1fX1+SkpIIDAx0tPV6RT1XaZV0epOdfQGWdu3a8eijj0ryVhH+8Y9/MHjwYDIyMjh+/Ljbb/Avv/yS6OhowPYFN2nSJCZNmuQ0nnflypUopdixYwcXLlwgKCiI9u3b07hxY2JjY8tk/pwQt0LXwvDQnVewyrP8iFUlOJUFG0JIsvjhr2fjqVmK3OMNnHveUq0+Vz82YLZKz5sQQlRGydl53Dvrq4puRokl3+R8N7ANTQTbInCZmZklPm/GjBnUqVOHxMRE+vTpw7Jly9i0adNNtaGoKTiTJk0iJyeHBx98kJMnTzodKzx08Ho1atQosjwtLc3x2v7sYWFhbkd+1ahRw1GnKKGhoYwcOZLo6GgefvhhsrOzHcfCwsKcFiUpCfv9mjVrxuHDh29Y3/48NWrUcHmGsLCwUt27OKWd3vR7mg5VKZM3+182/P39i/zLzNmzZx3JW1HmzZvHk08+SYcOHQgJCaGgoICTJ0/yzjvvMGPGDKeVc4SoCLpWy+m1VWWQVxDlUi/YEMzxPD+CdftiJUUPm8xVueRYcwjUszErL/KVjr+mc4U7/z80IYSoihTc9AIgVc2uXbt48MEHadu2LZs3by7ROd26dWPEiBFs3bqVoUOH8ttvv7Fs2TL+8Ic/OH5ph2vLwBceQlga9evX5/Dhwy6JW61atahfv36R57Vr185lJfQHH3wQHx8fx4IqAPv27aN79+506NCBX3/91al+69at8fHx4Zdffim2jfXq1UPXdTZv3uyUuNnb4U7h5fGvH8m2a9cuevTowcMPP1yi5C06OpoePXrQrl07l02xy2rj65uZ3tSmTRvAdWXRO5WSKFn4+/srpZTy9/ev8LZI3Bnh6fG48je96whv40C39d4LeV818bygHvQ6rRaGLVYtvVoWe91/Br+rXgn6ToFS74WsVn/0m6l8vd6o8OeVkJCQ+D1HRESE+uyzz1RERESFt6Wi4r777lN5eXnq6NGj6q677nI5HhgYqJo3b+54XbNmTRUfH68SExNVeHi4AlTv3r2VUkqtX7/e6VxfX19lsVjU1q1b3d574sSJSimlIiMj3R4/duyYSk1NVTVq1HCUeXl5qS+//FLZubue2WxWTZs2dZQbDAa1ceNGpZRSzz33nKO8Xr16Ki8vT126dEnVqlXLUe7h4aG2bNniUh9QSikVFRXl9H4opdSOHTuUpmmO8tq1a6uTJ0+61AfUmjVrlFJK3XPPPS7PHBISotLS0tSVK1ecnsEe3t7eqk2bNo7X9evXV/n5+ercuXMqNDTUUe7v76+OHj3q9v5FRdu2bV3KDAaDmjlzplJKqQ0bNjgda9KkiQoMDHQ559FHH1Vms1llZ2eru+++u8y+Vkvy/VoRuUGl7HkT4vdC10KcXluV63BIAwaq6dVJtPjR0svW41bUHm92adZUAvTsqx/bFi3RpOdNCCFEBTt8+DAjRoxg3rx5xMTEsGHDBk6dOkVAQAD16tUjMjKSpUuX8uKLLwKwbNkyQkND6d69u2OVwFWrVtGlSxcGDBjAyJEj+eSTTwDIysri119/pX379ixevJgTJ05gtVpZsWKFy0qK7syZM4ePP/6Yffv2sW7dOjw8PHj88cfRNI39+/cXuZjI5s2b2blzJ6tWrSI5OZmnnnqK+++/n++++86pR+706dO8/vrrzJw5kwMHDrBmzRqysrJ4+umnadKkCV9++eUN9zK+fPky69ato2fPnuzZs4ctW7YQFhbG008/zdatW932EG7dupVevXqxdu1aNmzYQE5ODgcPHmTDhg2OYahr164lOjqa7777jmPHjmEymYiIiCAyMpIdO3Y49qs7deoUU6ZMYcqUKY5nKCgooEePHhw8eNBlsZnilHZ60zPPPMNrr73Gli1bOHv2LLm5uTRr1ownnngCq9XK3/72txJ9nu8E5ZYpVvWQnjeJsg4fz9FOPW9Gw0MudUL0EDWvxjJloED19d+hFoYtVr6ab7HXHR74ovpX6L8VKDUycLN6NnCO8je9q8BY4c8sISEh8XsN6Xm7Fq1atVIrVqxQ58+fV7m5uSo+Pl7t2bNHTZs2TTVq1EgBaty4cUoppebPn+9yvp+fnzp58qQym83qvvvuc5Q3bNhQff311yo5OVlZLBannrYb9bwBatiwYergwYPKbDarixcvqgULFqjQ0FAVFRVVZM9bZGSkeuGFF9ShQ4dUdna2iouLU9OmTVMmk8ntPbp166aioqJUWlqays7OVtHR0eqVV15RBoPBpa67nixfX1/1wQcfqNOnT6vs7GwVExOj3nrrLeXh4eG2vsFgUNOnT1dnz55VeXl5SimllixZ4lTn3nvvVQsWLFBnzpxROTk5KikpSUVHR6tZs2apVq1aubRryJAh6tChQyonJ0fFxcWp999/X5lMplL1vL322mtq69at6vz58yonJ0dlZmaq/fv3q6lTp6qgoCCX+u3bt1erVq1Sx48fV2lpaSo3N1fFxcWpFStWqNatW5f512hl7XmjHG9U5UOSN4myDU35eU12St4Mel2Xeo2MjdWYoI0KlJoc/F81J/STG167t38fNb/GYmXAovr5b1cvVPtE+ZveVRoBleC5JSQkJH6fIcnbnRUlSQYlqm5U1uStUm/SLcSdTCMQTfN0KrO6WUUy3COc/bl3E2LIINyQWuxiJXZpljR0zbbiZLps1C2EEEIIcUeQ5E2ICqLroU6vlcpBkeFSr7GxCdG59/CA5zk0DeIKbry3jX2vN9tG3T6Ojbo1TbYLEEIIIYSoqiR5E6KClGSxEg0NP70dKVZfmnvZlss9knfkhte27/UWqGeTZinU8yaLlgghhBBCVFmSvAlRQUqSvNXxqENM/r14a7k09LwMwNG8oze8tj1589NzyFQmfDUdHel5E0IIIcrK5MmT0TSNH374oaKbIn5HJHkTooLomvOwSas14boaDWlo/APRuXfTzPMCHpriYsFFx5DI4qRZbMmbv55DptULXdPw02S7ACGEEEKIqkySNyEqiK5f3/N2LXm7x2MycJyt2f8htiCE5l62fUuOlmDIJECWygLAT88lw2oCwEfTQHrehBBCCCGqLNmkW4gKYUTXqjmV2IdNtvYayv7cN2lrOkldYyLxBQE0N9nmu5U0ebNiJcuaiZ+eg1l5YVEavtLzJoQQQghRpUnyJkQF0LVglzKrSqS+R3PiCj4gzCOdAQE78NQshY5bicmLKfE9MqyZ+Gm5AGQpL1vyJj1vQgghhBBVlgybFKICuMx3U6kE6b7cbVxAqtWXvwVGOSVuAGfyz5Ctskt8j0xrJv56ztWPvfDVpedNCCGEEKIqk+RNiArgMmTSmsjTvn9je3ZznvA5RE2PdJdzonP3l+oeWco2bBIg02qSnjchhBBCiCpOkjchKoLm3AMWoluJyx+Ap1bA4z6HAYgviCcm7xgWZeFQ7kG+N28s1S0yrdeStwyrCT9NQ9Ok500IIYQQoqqSOW9CVIDrhy8+aLyfrzIb0d1vLz56PmarmX8mTyVLZeGBBwUUlPoeGdYMfLQ8NKy2njcPHQ3peRNCCCGEqKqk502IClC4B8xX07iY/zT+ejYdfWwbcP+Y/YNjuf+bSdzA1vOma+Cn5ZJh9cJH09E0L8Bwy+0XQgghhBDlT5I3ISpA4eTtUU8fjuTdTTvv43hqFgpUAVvMm2/5HlkqE7Dt9ZapbHPeADT8b/naQgghhLj9lFJERUVVdDNKrKq1tyqS5E2ICmAfNmkAHvQIJFOZqGlIA2B3zi5SrCm3fI8Mqz15yyHT6oWfrgGga0G3fG0hhBCisomIiEApxZIlSyq6KZVKVFQUSqmKboZbtWvX5tNPPyU2Npbc3FwuXLjA4sWLueuuu4o8p1WrVnzzzTckJyeTmZnJrl276NOnT5H1BwwYQExMDElJSXz++eeEhITcjkcpN5K8CVEB7D1vEQYj2SoIgFCPDIBSL0xSlExroZ43a6GeN0nehBBCCFHB6tWrx969exk+fDjHjh3jo48+Yvfu3QwcOJA9e/ZQr149l3MiIyP5+eefadeuHevWrWPevHmEhISwYsUKxo8f71K/S5cuLFu2jCNHjrBkyRI6duzIF198UR6Pd9vIgiVCVAD7wiE1dA8SLLZhjDUM6ZzPP8/5gvNlco9Mqy0Z9NdziMuvjknTMSA9b0IIIYSoeB999BFhYWGMHj2aOXPmOMp79uzJ2rVr+eSTT+jSpYuj3GAwsHDhQpRStG/fnv379wMwefJkfvnlFyZPnszatWs5efKk45z+/fuzatUqR8/cokWLOHLkCA0bNuTEiRPl86BlTHrehCh3nmia7e8moQYD8RZ/fLRc/PQ8LlsuldldMq22BU9swyZNAFf3egsqs3sIIYQQN6Ndu3asX7+ehIQEcnJyOH78OFOnTsXb+9qqyPfeey8ZGRnExsYSFBTkdH7jxo3JysrizJkzBAQEMHDgQM6ePQvAoEGDUEo5IjIyEoCJEyc6Xg8YMIA9e/aQlZXlmKMVEBDAa6+9xrZt27hw4YJjGN+yZcvc9gIVvt7QoUM5dOgQ2dnZxMbGMm3aNLy8vNw+e9euXdm6dSupqamYzWb27dvHyy+/jK6X7Nfyhg0b8t5777F3714SExPJzs4mJiaGd999F19fX6e6Sik6dOjg+Nge1w8tvf/++1m5ciUXL14kNzeXs2fPMnv2bKpXr+62DUOGDOHgwYNkZ2cTFxfHe++9V+TzuuPl5UXnzp25fPmyU+IGsG7dOvbt28eTTz5J3bp1HeWPPfYYDRo0YMWKFY7EDSAzM5OpU6diNBoZPHiw07UMBgNWq9Xx2mKxAJT4va6MpOdNiHJWeLGSUN3A3oIAQg22XrIrBVfK7D5mlYVVWfHTcshQ15K3ZEnehBCiUtE0qB5cdX6ZTE6ycitTqIYPH87cuXNJSUnhq6++IiEhgdatWzNhwgQ6duxIx44dyc/P5/jx44wZM4aFCxeyYMECevXqBYCnpycrV67E09OTfv36kZ6ezv79+5k1axZjxoxh//79fPnll4772ZM6u7///e907NiR9evXs2nTJgoKbKs6N2nShClTphAVFcUXX3xBVlYWjRs3pm/fvnTt2pWWLVsSFxfn8jzjxo2jQ4cOrF69mq+//pqnnnqK8ePH06JFC6eeI4DRo0fz0UcfkZSUxIoVK8jKyqJbt27MmjWLdu3a0bNnzxu+f927d2fIkCFERUWxbds2dF2nbdu2vPHGG0RGRtK+fXvHM02aNIlBgwZRp04dJk2a5LhG4eSnW7durFmzBovFwvr16zl37hxNmzZl1KhRdO7cmTZt2pCamuqoP2HCBKZOncrly5dZsGAB+fn5PPvsszRp0uSGbbcLDg7GaDQSGxvr9viZM2do0aIFHTt25MyZMwCOJPT77793qW8vsyfqdmvXrmXt2rWYTCZOnz5N7969+fXXXzl+/HiJ21oZKYmShb+/v1JKKX9//wpvi0TVDV0LV/6md5W/6V31z5D5qpHxomrtdUotDFusHjE9Uqb3mhU6Ww0J+EGBUvNqLFMtfD9UPp4vV/h7ICEhIfF7jIiICPXZZ5+piIgIp/LgEF2l5tatMhEcot/0e9CkSROVl5en9u7dq6pVq+Z07PXXX1dKKTV27Fin8jVr1iillBo6dKgC1MyZM5VSSk2cONHl/VVKqSVLlri998SJE5VSSmVkZKhmzZq5HA8ICHBpE6A6dOigCgoK1Pz5891ez2w2q6ZNmzrKDQaD2rhxo1JKqeeee85RXrduXZWXl6cuX76s7rrrLke50WhUUVFRSiml+vXr53QPpZSKiopyKgsPD1dGo9GlnW+//bZSSqm+ffs6lduv7e49qV69ukpNTVVxcXHq7rvvdjrWu3dvpZRSs2fPdpTVr19f5eXlqXPnzqnQ0FBHub+/vzp69Kjb9roLb29vlZ+fry5duuT2+G+//aaUUmr69OkuXwctW7Z0e058fLy6cuWKS/mIESPUqVOnVGpqqvrPf/6jwsPDb+n7tXBURG5Qdf7MI8QdQtNsQxp0IFg3EG8JcCxWctlSdj1vYFu0xE/PASDD6oWvpqNr1cr0HkIIIURJDR8+HKPRyOjRo0lJSXE69v777xMfH++ycuALL7xAXFwcs2bNYtSoUbz88sts376dqVOn3lQb5s+fz6FDh1zK09PTXdoEsG3bNg4fPkynTp3cXm/58uUcOXLE8dpisfDmm28CMHDgQEd5v379MBqNzJgxg/Pnr81vz8/P54033gBsQz5v5OLFi+Tn57uUf/zxxwBFttOdAQMGEBgYyPjx4zl37pzTsVWrVrF371569+7tKOvbty9Go5GZM2eSkJDgKM/IyOCdd94p8X2zs7P54YcfqFmzJiNGjHA69te//pUWLVoAOA2XDQwMBCAtLc3tNdPT0x11Cps7dy7169cnKCiIHj16cPHixRK3szKSYZNClDP7NgHVdAMKD1KtPtQwpANwpeBymd4r05qBn5579WMTvrp9o24TkFOm9xJCCCFupG3btgA8+eSTbpOM/Px8Gjdu7FSWlpZGv379iIqKYvbs2aSmptKvXz+nuUylsXv37iKPRUZGMmbMGNq0aUNISAhGo9FxLDc31+05P/30k0vZ3r17MZvNNG/e3FFmT0i2bdvmUn/Xrl0u9YszePBgBg0aRLNmzQgMDMRgMDiOhYeHl+gacO3z0bZtWxo0aOBy3GQyERoaSnBwMElJSTzwwAOA+2d2V1acsWPH8vPPP/PJJ5/QrVs3Dhw4QIMGDfjLX/5CdHQ0DzzwgGOOmrhGkjchypmm2VeaNJBg8UOhUcOQQaY1kyyVVab3ylSZ1DbYkrTMqz1vYFtx0qrKNlEUQgghbsS+AMaECRNKdd6ePXs4f/48derU4ZtvvilyrlRJXLnifpRLz549Wb16NZmZmWzcuJGzZ89iNptRSjnmjbkTHx9fZHnt2rUdrwMCAoq9//X1izJ79mxGjRpFXFwc69ev59KlS47EctKkSaVaOMT++XjppZeKrefr60tSUpKjZ8vdMxf1XEU5cOAArVu3ZvLkyY65jidPnmT48OEEBQXxwAMPOPXu2Xvc3PWuge39LapX7k4iyZsQ5cze8xaqexBvsf1HXsOQXua9bmAbNumvXU3elAlfzbZRt6YFgSRvQghRKSQnWalf++aTkfKWnHRzPV5gG9oG4O/vT2ZmZonPmzFjBnXq1CExMZE+ffqwbNkyNm3adFNtKGrD6kmTJpGTk8ODDz7otNw84DR08Ho1atQosrxwMmF/9rCwMLcLn9SoUcNRpyihoaGMHDmS6OhoHn74YbKzsx3HwsLCnBYlKQn7/Zo1a8bhw4dvWN/+PDVq1HB5hrCwsFLdGyAmJsbte2tfDXPPnj2OMvvS/g0bNuS3335zqh8UFERoaCjbt28vdRuqGpnzJkQ5s682GaobSCjwx5MCAvVsrpTxfDewJW9eWgEeWJw26pa93oQQovJQCpISrVUmbmWlyV27dgHXhuuVRLdu3RgxYgRbt27loYceIj09nWXLlhESEuJUzz7ErvAQwtKoX78+R48edUncatWqRf369Ys8r127di5lDz74ID4+Pk6rOu7btw+4tmpiYa1bt3ap7069evXQdZ3Nmzc7JW5FtQOKXx7f/vl4+OGHi72vXXR0dJH3Kur+peXn50e3bt1ISkpyStB/+OEHAJ544gmXc+xl9jp3MknehChn9uSthuHaYiWaxm1K3mzX9tNzHAuW2NoQVOb3EkIIIW5k7ty55OfnM2fOHO666y6X44GBgU7zvmrWrMmiRYtISkqif//+nDlzhhdffJFatWqxePFip3NTUlKwWq1ur1sSsbGxNGjQwKknzcvLi3nz5jnNfbte//79adq0qeO1wWBg2rRpACxbtsxRvmLFCvLz8xk7diy1atVylHt4eDB9+nQAli5desM2AjzyyCNoV0fTANSuXdtxjeslJycDuH1flixZQnp6Ov/85z+dnsHO29ubNm3aOD1DQUEBY8eOJTQ01FHu7+9f6qGwJpPJJdH29PRk0aJFBAcHM3nyZKd5hlu2bOHUqVP07dvXMfcObMne22+/TX5+/g3fvzuBDJsUopwVHjaZYPEn9OpiJZdvy7BJ2xw6/6sbdftJz5sQQogKdPjwYUaMGMG8efOIiYlhw4YNnDp1ioCAAOrVq0dkZCRLly7lxRdfBGzJT2hoKN27d3esErhq1Sq6dOnCgAEDGDlyJJ988gkAWVlZ/Prrr7Rv357Fixdz4sQJrFYrK1ascFlJ0Z05c+bw8ccfs2/fPtatW4eHhwePP/44mqaxf//+IhcT2bx5Mzt37mTVqlUkJyfz1FNPcf/99/Pdd9/x+eefO+qdPn2a119/nZkzZ3LgwAHWrFlDVlYWTz/9NE2aNOHLL790qu/O5cuXWbduHT179mTPnj1s2bKFsLAwnn76abZu3eq2h3Dr1q306tWLtWvXsmHDBnJycjh48CAbNmxwDENdu3Yt0dHRfPfddxw7dgyTyURERASRkZHs2LHDsV/dqVOnmDJlClOmTHE8Q0FBAT169ODgwYMui80U58EHH+S///0vmzZt4ty5cwQEBNC1a1ciIiKYP3++y+bdFouFoUOHsnHjRn766SdWrlxJeno63bt3p169erz11luOoZV3unLbl6Cqh+zzJlEW4eM5QlU3vasWhi1WNQxp6gmfg2ph2GJ1l8fdZX6v5l7N1cKwxaqJ5wXVyuu0ej90gfI3vat8PP9W4e+DhISExO8tSrJv1O8lWrVqpVasWKHOnz+vcnNzVXx8vNqzZ4+aNm2aatSokQLUuHHjlFLKZX81QPn5+amTJ08qs9ms7rvvPkd5w4YN1ddff62Sk5OVxWJRSikVGRmp4Nq+bPbX7mLYsGHq4MGDymw2q4sXL6oFCxao0NBQt3ulFb7eCy+8oA4dOqSys7NVXFycmjZtmjKZTG7v0a1bNxUVFaXS0tJUdna2io6OVq+88ooyGAwudd3tm+br66s++OADdfr0aZWdna1iYmLUW2+9pTw8PNzWNxgMavr06ers2bMqLy/P7V549957r1qwYIE6c+aMysnJUUlJSSo6OlrNmjVLtWrVyqVdQ4YMUYcOHVI5OTkqLi5Ovf/++8pkMpV4nzdA3X333Wr16tUqNjZW5eTkqOTkZLV582bVvXv3Ys9r3bq12rBhg0pJSVFZWVlq9+7dLnvblUVU1n3eKMcbVfmQ5E2iLMLX81V1r88H6v/VWKIMWFQ//+1qYdhi5Ylnmd+rgbGBWhi2WD1sOqHqG6+oj2ssVP6md5Wv1xsV/j5ISEhI/N5Ckrc7K0qSDEpU3aisyZvMeROinGmaDzV0AxlWExZ0qhuySLYkk0demd8rw2pbySvYkEmSxReTpuMBaPgjU16FEEIIIaoW+e1NiHKlo2neVNcNZFpNgG0+2u1YrAQg3Wpb0jfYkEma1Yd8pROkG9A0HU0LuC33FEIIIYQQt4ckb0KUIw3bBt2+uk6msm2i6aflkmZJvS33y1bZmK1mQvRMFBrJFl+q67aVnXSCbss9hRBCCCHE7SHJmxDlyL5NgK+mO3re/PQcMlXJNyotrURLAtUNtusnW/wI1gxX2xJ02+4phBBC3OkmT56Mpmm/i73FROUhyZsQ5ci+TYCvppFh9cKAFW8tn0zr7UzeEqlusG0ZkGT1u9bzJsmbEEIIIUSVIsmbEOXpas+b39WeNz89B03jtidvRs1KoG4mqdCwSU2rftvuKYQQQgghyp4kb0KUI02zzXnzcSRvucDtTd4SLAkAhBgySbT4U123b9QtyZsQQgghRFUiyZsQ5ejasEnbgiV+Wg4AmdaM23bPREsiAMG6bbuAYPuwSV2SNyGEEEKIqkSSNyHKkab5oAE+muYYNgnc1gVLkq4mb9UNmSRb/PDXDXgCGoHIfwFCCCGEEFWH/OYmRDnS8MFH09CvLlhSHsMm7T1vIYZMUqy+WJRGdcdeb0G37b5CCCGEEKJsSfImRDnSNB98NNu3XabVhL+95+02Jm955JFuSSPYkIkFnVSrT6EVJ2XopBBCCCFEVSHJmxDlSMMHP0fyZut5y7HmUEDBbb1vgiWR4Kt7vSVZ/K7Ne9Oq3db7CiGEEEKIsiPJmxDlSNN88NV0cpWBPIz4aTlkqNu3WIldojWRYPteb7JdgBBCCCFElSTJmxDlyJa8aWRZTQD46TlkWbNu+30TLQl4aQX4aTkkWfxk2KQQQog7hlKKqKioW7pGREQESimWLFlSRq0qmYkTJ6KUIjIyslzvK6ouSd6EKEcatp63TKsXAH567m3dJsDOsV2AIZMka+Fhk5K8CSGEEFWBj48P/fr1Y/Xq1cTExGA2m0lJSWHbtm307t27yPM0TWPkyJFER0djNpuJj49n9erVNGjQwG19f39/FixYQEJCAidPnmTUqFG365HETfCo6AYI8fthRNOM+Oo6GVd73vz1HC4X3L7FSuyckjfpeRNCCHEHady4MWaz+ZauceHCBRo3bkxaWloZtarstWvXjs8//5zExES2bNnCf/7zH2rUqEH37t1ZuXIljzzyCKNHj3Y579NPP2XYsGEcPnyYOXPmEBYWxrPPPssTTzzBI488wtGjR53qL1y4kMcff5zly5cTHBzMv/71L7Kzs1m4cGF5PaoohiRvQpQTpw26Ldd63jJu40qTdomWBMCWvB3IvRtvTcdH0zDjA5iAnNveBiGEEOJ2iImJueVrFBQUlMl1bqdLly7Rt29f1q5dS0HBtYXO3nzzTXbt2sWoUaP47LPP2LNnj+NYhw4dGDZsGD/++COPP/44eXl5AHz22Wds2rSJefPm0aFDB0d9k8lEjx496Nq1Kxs3bgRsie3gwYMleaskZNikEOVE0wolb8qEkQI8KSDrNm7QbZdsScaqrAQbMkm2+KIUVNdkxUkhhBAVY8CAAfzyyy9kZGSQkZHBL7/8woABA1zqRUZGopRi4sSJtG3blu+++46UlBSUUo46Rc15i4iIYNWqVSQlJZGRkcG2bdto166d23lmRc15i4qKQimFwWBgwoQJnD59mpycHGJiYnjxxRdd7lmrVi0mTZrEL7/8wpUrV8jJyeHMmTN88sknhIaG3spbxoEDB1i5cqVT4gYQHx/P//t//8/xfhX2wgsvADBhwgRH4gawdetWNm7cSGRkJA0bNnSUGwwGNE3DarU6yqxWK7ouKUNlIT1vQpQTTfMGwFfTHNsEaBrlMufNgoUUazLBehb5eJBm9SZYN3DeWoCuVceqLt32NgghhBAAM2fO5JVXXuH8+fMsWrQIpRQ9evRg2bJlPPDAA4wbN87lnEceeYQ333yTqKgo5s+fzz333FPsPcLDw9mxYwfh4eF88803REdH06hRI77//vubWtxk5cqVtGnThm+//RaLxcIzzzzD3Llzyc/Pd+qRat++PePGjWPLli3s2rWL/Px8WrRowYgRI+jcuTMtW7YkPT291Pe/kfz8fACXxK5Dhw5kZmayfft2l3M2btxIly5diIyM5MSJEwBkZWXx7bffsnLlSj7//HOqV69Onz59eOWVV8q8zeLmSPImqiQNXzwMTbFaE7CosxXdnBJxGjZpNeF3dYPu8hg2CbZ5bzU8bD8w4i0BBOvxtnbJvDchhKgkvIHGFd2IGzgGZN/02X/84x955ZVXOHLkCA8//LAjkZk4cSI7d+5k7Nix/Pe//3VJNp544gmef/75Eq8GOX36dMLDw3n11VeZMWOGo3zgwIEsXbq01O2+++67adasGRkZtj+4fvTRRxw6dIhx48Y5JW9bt26lZs2aZGU5ryTdv39/PvvsM1566SWmTZtW6vsXR9d1BgwYgNVqZfPmzY5yHx8fwsPDOXjwoFNPmp09YSvc8wa29+ijjz6if//+ZGZm8vbbb/Pxxx+XaZvFzZPkTVRBXvh4vYyu+QOQnbeGAuu+Cm7TjRUeNplRKHnLLKfkLd6SQD1jOhpWLhcEEOIhi5YIIUTl0hj4raIbcQMtgZv/mTto0CAAJk2a5NQDlZ6ezuTJk1m1ahWDBg1ySd5+++23Eidunp6e9OrVi8uXLzN79mynY8uWLeP111+nSZMmpWr3+PHjHYkbwPHjx9m+fTsdOnTAz8+PzEzbz/KEhAS35y9fvpw5c+bQqVOnMk/epk6dyh/+8AcWLVrE4cOHHeWBgYEARS7CYn//7fXskpKSeO6558q0jaLsSPImqhxPQ1tH4gbgZexMQW4VSN7wQQO8NY1M5UWAdjV5K4dNugGuFFzGqFkJMWRyxRJIc0/bt7/MeRNCiMriGLbkqDI7dktnt2jRAoBt27a5HLOXNW/e3OXY7t27S3yPRo0aYTKZ2LNnj2M4YWG//PJLqZO3335zTarPnz8PQFBQkCN5A/jrX//K8OHDadmyJdWqVcPD49qv2+Hh4aW674288MILvPnmm/z222+8/PLLZXptUTlJ8iaqHA9DC6fXuhZYRM3KRdN88dE0dE0j02oi3JgKQGY5bNINcMVyBYAwQzpXLIGEOrYLCC6X+wshhLiRbG6lV6sqCAgIwGKxuO2hunLlChaLxaUnyH6sNPeAonvBSnMtO3fz1OzzywwGg6Ns7NixzJgxg/j4eL7//nvOnz9PdrZtmOmYMWPw8vIq9b2LMmjQID799FMOHDjA448/7jJU097j5u79hGvvU2XeHkG4kuRNVDmaVnb/8ZUnTbNt0A04FiwByCqnYZNXCi4DUNMjjUO5tQnSDXiikatVw/ZfQUGx5wshhBC3Kj09HYPBQGhoqEtyVaNGDQwGg9tEqfDqkiW5B1Dk6o5hYWGlaHHJGQwG3n77bS5cuEDz5s1JTEx0Ov7aa6+V2b0GDx7MggULOHLkCH/6059ITk52qWM2m7l48SJ169ZF13WXeW/2uW72uW+iapB1P0WVo1FFkzdsyZtSOBYsybZmU1BOSVO8JR6rshJmSCfB4o9FaYTqBjTNgK7VLJc2CCGE+H3bt8/Ws1h4bzE7+zL3+/fvv6V7xMTEkJOTw4MPPojRaHQ53rZt21u6flFCQkIICgpi586dLolbq1at8PHxKZP72PdcO3bsGI899pjLvQr74Ycf8PPz49FHH3U51rlzZ0cdUXVI8iaqIM+KbsBN0TRvfDWdXOVBAQb89NxyW6wEoIACkq3J1DSkYcFAosWP0KtDPQx62Y7BF0IIIdxZtmwZYFtd0t//2vx1f39/Jk6c6FTnZuXl5bFu3Tpq1arF6NGjnY4NGDCApk2b3tL1ixIfH4/ZbKZly5Z4e3s7yoOCgpgzZ06Z3OP55593StyKGhpqN3/+fADeeecdp0T2scceo3Pnzvzwww/S81bFyLBJUeVomsFNqSeQ56a88rD1vGlkKBMA/loOmeWwQXdhVwouU8sjwvaxJZBQ/RKQi67VLtd2CCGE+H366aefmD17NqNHj+bQoUP85z//QdM0unfvzj333MNHH33ETz/9dMv3GT9+PJ06deLDDz+kY8eO7N+/n0aNGvH000/z7bff0qVLF7fL598KpRRz587l1VdfJTo6mq+++oqAgAC6dOlCbGwsFy5cuKXrd+zYkQULFqDrOj/++KPbTcL379/P//73P8frbdu2sWDBAl544QX27dvHN998Q1hYGM8++yzp6eluryEqN0neRBXjvrNYwwtVyZM3rs55y7Takjc/PYfUcux5A9uiJU08s/Akn8sFgdQwSs+bEEKI8vXyyy+zb98+XnzxRYYNGwbA4cOHmThx4k3twebO+fPnefjhh3nvvfd44okn6NChA3v37uWJJ56gV69egPtFSG7V+PHjSU5OZtCgQYwYMYIrV66watUqJk6cyKFDh27p2vfccw+6bvs96G9/+5vbOkuXLnVK3gCGDx/OgQMHGD58OKNHjyYzM5OvvvqKt956S3rdqiglUbLw9/dXSinl7+9f4W35vYZGoPI3vesSmhZS4W0rPjTl5/VP1Tdojno5aKMCpT4IWaWGBAwt13b8ybuTWhi2WN3tkagivY+qCcGfKn/Tu8rPa6oCQyV4nyQkJCTu3IiIiFCfffaZioiIqPC2/J7jp59+UgUFBcrX17fC2yJReaMk368VkRvInDdRpWhagPtyTOXcktIyoWn6dT1v5TvnDeCyxbbiZJgh3dbzZrB1vmuaB7pWo1zbIoQQQtxONWu6LsbVt29f/vjHP7J582aXpfWFqApk2KSoUgpvzl2YpnnZ/h5RSWmabYUpX03notULLy0fo2Yp/zlvV/d6q+mRxsnsGvhoOr6aRpZSGPTaWC2XyrU9QgghxO1y6NAh9u3bx5EjR7BYLDRv3pyOHTuSnp7Oq6++WtHNE+KmSPImqhStiA25K/v2ARr25E0jU5nw13IAyr3nLcmSSIEqIMyQRqrVlxyrB6G6B1mWfHRN5r0JIYS4c3z66ad069aNVq1a4evrS0JCAv/+97+ZOnUqMTExFd08IW6KJG+iStGK6HmjsidvhXre7Hu8AWRaM8q1HQpFgiWeMA/bUBLbipNJnLXkY9DvKte2CCGEELfThAkTmDBhQkU3Q4gyJXPeRJWiF9XzplXy5I3CyZsXfnouUP49bwCXC65Q05B29eMAQnXb33AM+t0y700IIYQQohKT5E1UKRpFzHmrAj1vOuCtaU49bxkVkLxdsVzGR88nQDdz2RJIDcO1ffM8De3KvT1CCCGEEKJkJHkTVUpRq02iVe7VJjXNB29NQ9c0p563rHJesASuLVpS2yOV8wXVCdWvJW8ehuZoFPEeCyGEEEKICiXJm6hS9CK3CqjkPW/YNugGyFAm/CpowRKAKwW27QIiPBI5mx9CDd0De/qmaR54ejxS7m0SQgghhBA3JsmbqEKMaJq32yOVfs6b5o2fpmNVkGX1wl/PxWw1Y8FS7m05V3AOgDrGJFKsvpiVN7UN19YuMhraAMZyb5cQQgghhCieJG+iyihyyCRQ6VebxAcfTSdbeWJFx0/PKbNet673hjP36Vb0f6BOiepnq2wuFlwkwiMRgNj8YCL0a8mbppnw0BuUSduEEEIIIUTZka0CRJWhFzMXq9IPm9R8HNsEAPjpOWUy3+2xemF81uNhAJ69PwIPXWfJvtM3PO9M/mkeMYXjo+VyNj+Eu415kH/tuEFvQoH16C23TwghhBBClJ1K2fMWHh7Oyy+/zMaNG4mNjSU3N5dLly6xbt06HnrooVJdS9M0Ro4cSXR0NGazmfj4eFavXk2DBtKzUNUU1/OmVfoFS3zx022LlQD46bll0vM2IfI+p9ev/rExXoYbf1ufyj+FpkGEMZHYgmDqeDgnvx6GxoB2y+0TQgghhBBlp1Imb6NGjWLWrFnUq1ePTZs2MWPGDH7++Wf+8pe/sGPHDnr16lXia3366ad8/PHHGAwG5syZw4YNG/jzn//Mr7/+SpMmTW7jU4iyVvy8Ns9ya8fN0PDDV9PJUFd73rScW94m4E/1wnigZjWnspp+3vT5Q8QNzz2Tb+udi/BIIjY/hFBDAL7atWRN1/zRNdm0WwghROWnlCIqKuqWrhEREYFSiiVLlpRRq0pm4sSJKKWIjIws1/uKqqtSJm+7d++mXbt2NGzYkKFDh/Lmm2/Sq1cvOnbsiMViYd68eXh63viX9Q4dOjBs2DB+/PFHWrZsyeuvv86gQYPo2rUrAQEBzJs3rxyeRpSdohfRqNw9byY0zQOfqxt0A/jquWRaM27pqq8+6v6PD6PaNMKgFd9rdqHgArkqlzrGRFKsvqRZTNytm53q2HrfhBBCCFFZLFmyBKWU2zh61HW6Q2RkZJH1lVK0adPG5Rx/f38WLFhAQkICJ0+eZNSoUeXxaKKEKuWcty+++MJt+c8//0xUVBSdO3fm/vvvZ+/evcVe54UXXgBgwoQJ5OXlOcq3bt3Kxo0b6dKlCw0bNuTEiRNl13hx22jFJW+VeM6brtk2FvfTdM5ZTXhruXhoiiyVddPX/OM9oTx0V7DbY3Wq+fJ/Te7iP0fOFXm+FStn888SYbRdI7YghHt0M8cs11bz9NCbkMemm26jEEIIUR4aN26M2Wy+ccViXLhwgcaNG5OWllZGrbq9Zs2aRWpqqlNZYmJikfW3bdvGtm3bXMrPnz/vUrZw4UIef/xxli9fTnBwMP/617/Izs5m4cKFt9psUQYqZfJWnPx826oKBQUFN6zboUMHMjMz2b59u8sxe/IWGRkpyVtVoRXX8+aFbY6WKrfmlJR2NXnz1TQyrSbHBt0Zt9Dz9nzLesUe/2vT4pM3sA2dvNfYCF8thxN5YTTxMl23aEktNK06SiXfdDuFEEKI2y0mJuaWr1FQUFAm1ykvs2bNIjY2tsT1t23bxuTJk29Yz2Qy0aNHD7p27crGjRsBW2I7ePBgSd4qiUo5bLIod999N506deLSpUscPHiw2Lo+Pj6Eh4dz5swZrFary3F7wtawYcMir+Hp6Ym/v79TiIqj3fBvDZVz3puGPXmzDZv0129tg25dg8g6NRyvzXgwJKc1CVzrNXv4rhD0G6w3cvrqoiVtTaeJym5MTUMjqml5TnVMHt1uqo1CCCFEcQYMGMAvv/xCRkYGGRkZ/PLLLwwYMMClnn3Y38SJE2nbti3fffcdKSkpKHXtj7VFzXmLiIhg1apVJCUlkZGRwbZt22jXrp3beWZFzXmLiopCKYXBYGDChAmcPn2anJwcYmJiePHFF13uWatWLSZNmsQvv/zClStXyMnJ4cyZM3zyySeEhobeyltWLgwGA5qmOf3ubLVa0fUqlTLc0apMz5uHhwfLly/HZDLx2muvuU3ICgsMDAQosvs7PT3dqZ4748ePZ9KkSTfXYHEbFL9xtIYJRW45taXkHD1vuk6mMuGn2dp4s3PeHqhZjSDva4nqQsP9fBnYhpYF+Yy07AcgyNuT+2oEcvBK0cM/YvJiyFN5dPPbxy859fkqqzWPe55kTaG30MPQGA9rSwosv91UW4UQQojrzZw5k1deeYXz58+zaNEilFL06NGDZcuW8cADDzBu3DiXcx555BHefPNNoqKimD9/Pvfcc0+x9wgPD2fHjh2Eh4fzzTffEB0dTaNGjfj+++9vanGTlStX0qZNG7799lssFgvPPPMMc+fOJT8/36lHqn379owbN44tW7awa9cu8vPzadGiBSNGjKBz5860bNnS8TvorejatSv+/v7k5uZy4MABtm3bVuzvxg0bNmTUqFH4+PgQGxvLpk2bSEpKcqmXlZXFt99+y8qVK/n888+pXr06ffr04ZVXXrnlNouyUSWSN03TWLx4MZGRkcyfP5/PP/+8XO777rvvMnPmTMdrf39/Lly4UC73Fq6Km/MGtqGTqvKNmkTX/NABH00nw+pFmMH2n/bN9rwV7nVLx8i/9BagrPzHGsFI9juOPXpPaLHJW5bKYps5iid8O/MXv32symhDB9MDBGv7SVLXevFMHk+TZTmJ4tZ/2AghhPh9++Mf/8grr7zCkSNHePjhhx2JzMSJE9m5cydjx47lv//9r8uUlyeeeILnn3++xKtBTp8+nfDwcF599VVmzJjhKB84cCBLly4tdbvvvvtumjVrRkaG7Q+vH330EYcOHWLcuHFOydvWrVupWbMmWVnO89r79+/PZ599xksvvcS0adNKff/rffLJJ06vY2Ji6NOnD/v27XNbv1+/fvTr18/x2mw2M3HiRD788EOXugMHDuSjjz6if//+ZGZm8vbbb/Pxxx/fcptF2agSfaALFiygf//+LF++nL/97W8lOsfe41ZUz1pAQIBTPXfy8vIc3fn2EBWomDlvNpVz0RJN88fn6uqPhee8Zd7kJt2Fk7f/Z2iOGSNELeWAsTbxhYZO/vGeGw/P+DZrA7kql0jvY9Q0pPFFVmse93Se9K1p3piMf72ptgohhCgFoxfUali5w3hrP2sHDRoEwKRJk5x6oNLT0x1zsux1Cvvtt99KnLh5enrSq1cvLl++zOzZs52OLVu2zO2qjDcyfvx4p98Djx8/zvbt22ncuDF+fn6O8oSEBJfEDWD58uWkpaXRqVOnUt+7sB9++IHu3btz1113YTKZaNy4Mf/617+oX78+33//PbVq1XKqn5CQwKuvvkrjxo0dU4r69etHcnIyH3zwAcOGDXO5R1JSEs899xzBwcFEREQwffr0W2qzKFuVuudN0zQWLlzI888/z4oVKxg0aJDTGOfimM1mLl68SN26ddF13aUr2T7XTRYrqUqK/3LVNK8KWq/EiId+P5rmS4FlHwrnpEzDH1/N9neSTKsXflfnvGVZS7/apLeHgTZXV5lMwYtPDM2569gmzu5Zj+o4iI16XfpbjwDw8N22eW/WYt6TDJXBVvMWuvg+RSefw3ye8TAD/Vvgm/0dWXpTRz0ZPimEEOUg5B4YPr+iW1G8/zcMLt38704tWrQAcLvyob2sefPmLsd2795d4ns0atQIk8nEnj17HAvdFfbLL7+Ueq/f335z/flnX6kxKCiIzMxrP/v/+te/Mnz4cFq2bEm1atXw8Lj2+0t4eHip7nu963sNY2JiGDt2LGazmbfeeotXXnmF1157zXH8yJEjHDlyxPE6OzubFStWEB0dzd69e5k8eTILFiwo8e/XouJV2uStcOK2atUq+vfvf8N5btf74Ycf6NOnD48++ig//fST07HOnTs76oiqofCwSaUgt6AjnoZodD356vHy73nTtVp4G/ug67ZeLouhOea8T4BrX6uaZtug26I0zMoLPy0Hs9WMBUup79fmrmC8PAwAfKk3wIwR6/dLwJyG5/nDbAiv50jeSjLvDeC7rG/p6P0YD5piWZHRlt/y6vEHjxS2W9LRtQBHPRk+KYQQt1linC05qswS427p9ICAACwWCwkJCS7Hrly5gsVicTtq6sqVK6W6B+D2HqW9lp27eWr2lc8NBoOjbOzYscyYMYP4+Hi+//57zp8/T3Z2NgBjxozBy+v2/K6yaNEi3nrrLR599NES1T98+DC7du2iffv2NGjQQDozqpBKmbxpmsaiRYsYPHgwa9as4bnnnis2cQsODiYkJITExESnyZfz58+nT58+vPPOO3Tq1Mnx15fHHnuMzp0788MPP8gXa1XiNGzSi3xLG3QtDc+ryRvlulG3D54ej+JpaI+mXfs2MujhGPR6WKwnHWWaZut5MytPFBr+t7BBd+Ehkzv02jTMvcixFNu+LnmHfyTqruFkYMT/6pr/N5r3Bra5b7/m/ko773bc53mB3Tn16Ov/IFtSV+PjObDQc3jjZXyanPwVttf44WXsiq7VwqouYrGeBXQ0LQCrNZ4C6/6bekYhhPjdys+9pV6tqiA9PR2DwUBoaKhLclWjRg0MBoPbRKk0PUP284ta3TEsLKwULS45g8HA22+/zYULF2jevLnLvmuFe8TKmv1ePj4+t/UcUfEqZfL2j3/8g8GDB5ORkcHx48eZMGGCS50vv/yS6OhoAF566SUmTZrEpEmTnPaw2LZtGwsWLOCFF15g3759fPPNN4SFhfHss8+Snp7udolXUXkV7nmzKtsKjqpQb1t59bx56C0wGf9ydW85VwY9olDypqPhg6+mk2G1JZd+eg6ZN7lBd/uryZsCdujh1Lmy49rBYz+R/+RINup16Wk9DkCr8Ooluu6unJ20825HG9MZFqRH4qPfRw0tjRTLPoyGFo56RsP95BXcjVJp+HgOdfQ4GghzqgeQWxBGXsHGm3pOIYQQd6Z9+/bRsmVLOnTowNq1a52O2Zfu379//y3dIyYmhpycHB588EGMRqPL0Mm2bdve0vWLEhISQlBQEFu2bHFJ3Fq1anVbk6Q2bdoAcPbs2RLVNxgMtGzZEqvVSlzcrfWmivJVKZO3OnXqALbVHd0lbmD74rQnb8UZPnw4Bw4cYPjw4YwePZrMzEy++uor3nrrLel1q3Kufbmqq8mbpso7ebMt3qEVs3iKQatTqE2+aJqOr27boBvAT88lwVL6nrfq3p78oWYQAGcI5LLmR7Vje65VSL1CaNIJ1gbd60jeGocGuLmSq5i8Y6RaUnnAKw5PCvg1py4Pmdryv6yv8NAboWnXfuB4e/YDZUHXi08MPQ3tyLfsQqnUUj2nEEKIO9eyZcsYMmQIEydO5LvvvnMsAuLv78/EiRMddW5FXl4e69at47nnnmP06NFOq00OGDCApk2bFnP2zYuPj8dsNtOyZUu8vb0dwyWDgoKYM2fOLV8/LCwMX19fTp8+7VQeHh7uWJhl5cqVTsfatm3Lzp07ncoMBgMffPABderU4dtvvyUlJeWW2ybKT6VM3gYPHszgwYNLXH/y5MlF7hqvlOLjjz+WJU7vAPaeNw142BjG1nxoYQwkVffggrWgyJ6wsmTQ6xSbuNnq3I1tIVfrtT3erm7QDbaetzP5pV9p8tF7QtGvrlq5Qw9HV1ZORjv/h+x7LIqoR4YSjzc1yKZ+dX88dI2C4lYtARSK3Tm7eMK3Mw94xbEjuwEvBj7K/7K+ILcgCpOxq6OurgXaPgk3oGkGPA0dyS34otTPKoQQ4s70008/MXv2bEaPHs2hQ4f4z3/+g6ZpdO/enXvuuYePPvrIZZ2CmzF+/Hg6derEhx9+SMeOHdm/fz+NGjXi6aef5ttvv6VLly6lXkvhRpRSzJ07l1dffZXo6Gi++uorAgIC6NKlC7Gxsbe83VTjxo3ZunUrP//8M8eOHSM5OZk6derw9NNP4+fnx9KlS1mzZo3TOStXrkQpxY4dO7hw4QJBQUG0b9+exo0bExsbW+JV3EXlUaLkbcuWLbd8o6VLl7J8+fJbvo74HbuaNN3r4Ymvsk1mtiovOnn5siw7jfLYKsCWmDkz583Hx/PaBHNN80LXwrGq887Jm8WEhsJXy7upPd7a3h3s+Hi7XpuInEucMTv34CX9uhH9kSF8YWjIcMsBPA069av5EZN0456+XVeTt04+R5iR8iTLM57jD54bOJD3I54ej6Br1Yo812pNBs2IfvV57YyGB8kriEKRWrqHFUIIccd6+eWX2bdvHy+++KJjqfrDhw8zceLEm9qDzZ3z58/z8MMP89577/HEE0/QoUMH9u7dyxNPPEGvXr0A94uQ3Krx48eTnJzMoEGDGDFiBFeuXGHVqlVMnDiRQ4cO3dK1T506xaJFi3jooYfo2bMn/v7+pKWlsWPHDhYtWuSSuAHMmzePJ598kg4dOhASEkJBQQEnT57knXfeYcaMGaSmpt5Sm0T5K1Hy1qFDh1u6iVLK7ZKwQpSGveftaZMfmzN9ATArT5p7mliWnYZWDguWGLR7nF7nFkRhsZ7BYo3HoF9bTMSgR2C1nHckM76aTqLywlfLRdfUTSVv9i0CAH7Rw6lxZTdnrquTkZrMY3mnWWNsxHDLAQAahQaUKHmLLTjL5YLL1PeEcdW+Y05qJ3z0dVTT2pCRvwlvz2dczrFYL5GdtwiFbQ6fhj++Xn939E5qmgFPj0hyC/5X6ucVQghx51q6dGmJErUffvgBTSt+uEdRx8+ePcuzzz7rUj5t2jQsFgsnT15bXCw2NtbtdTp27Fjkfd2NFCsoKODdd9/l3Xffdalft25dl7LiRo9d7/z58273ZSvO+++/z/vvv1+qc0TlVuJNuidNmoTBYLipuNE3nRAlY/tbg4+mk2K1zcHKVteGMGp43ub7axj0u5xKLNZzV/8961Ru0OtcPcO2caevppFm8SFAt41/L+0G3b5GA/eHBQFwDn/OaQGYT7rfc61l4h7262Gc1Gz1G4eUbN4bwIasbwCo75nA+OrfkGn1obZxNcp6EIvVebhHfsEezHmfOhI3AEUG+RbnvXiMhlZoOPfICSGEELdbzZo1Xcr69u3LH//4RzZv3ux2M20hKrtKOedNCFeaozfHC40Ui63nLdtaKGG7zT1vuhbmMq/O6kjeYoGHHOUGPcLWpEI9b2lWbwINV5O3Um4V0DK8Oh667W8t23XbBp9no39xW9cnbh/U7sNeLYwGKrVUyduOnO0082rGQ6Y2hHmk84z/bpamt6OdaRI/57yHl7ErGj7kW3ZRYD3s9hrWgu0ow0OFet88MOgNKLDuK80jCyGEELfk0KFD7Nu3jyNHjmCxWGjevDkdO3YkPT2dV199taKbJ8RNKVHy9vjjj7usbFMat3q+EIW/VE2aRorVB08KyFHXFjG53atNXj/fzWpNRmHrQbOos07HdM0fTQt2JG8Buk6q1YdQgy1pSy9l8vbQdUMm6+Zd4UxGqtu6Zy4ncLdK56hmWw2ypCtO2n2WvowIjzqEeYTxqOkkO3PqczR/NPcZv+JQ/iqnutX0atQx1sVL8+Iuj7to7tWCmh41SbfmstCcyTnL1Q1M9QhJ3oQQQpSrTz/9lG7dutGqVSt8fX1JSEjg3//+N1OnTiUmJqaimyfETSlR8rZ169Zbusmtni8EhfZ4y1dGspUX93gkkmCxJSaeaFhud/J23Xw3i7q2L4pSyVhVOrp2LVGyrUzphxcaXld73hoY4wFItZRuWd7C8912aLUJSzzgMt/N7lhiOk2syRzTbOfUq+aHUdfIv8GKk3Y5KodP0+bxZvW3MGpG+vvvYFLS/9HCaw4XLU+SbLVtit7aqzXPBw7FeLWHLdPqxc6c+ixOr8vjPod53ucU72YkkgcY9HuKuaMQQghR9iZMmFDkllNCVFUlnvMmREWyL1ZiBFKstiGT4R6p5CgjVgXemga3easA/boExGKNu+51rNNrD70+uhZMoK6jFKRZfAjUzQCkWlNLfl8NWofbErEL+HJaDyL/dNG9WDGJGTRSSRy9ug+b0aBTv3rp5pydK4hjdYatly3MI4MnfA+zzdyCHv7j0NB40OtBhgQMY2NWK/52pT8jrvRnXEJv1ma0ItXiw5qMh/DVPPmTl+/VZwijPFYDFUIIIYS4k8mcN1E1XO3dCdINpFhsi5WEe6Si0MhRRkyahsbtnPNmclpNEq4tVnLt9RmMhvsdrz30+9E0DwI0nWxlJA8PAg3ZZFozKaCgxHe+r0YgASbb8/98dcGUuP07iqyfnptPLfMlzgc8SDpGAsinUYg/xxJLtyTytuwoGnk2prWpNV18DvBzdkMO5D7LmKAkGhib8HlGe37OuZdOPocJMWRixEILUyxmqyf/SPor28yN6OhzmF152SRj632zWE+Uqg1CCCGEEOKa29Lzdtddd7FlyxY2b958Oy4vfoe0q39nqKYZrvW8GVIByFGeeGv61QUybk9nskFzXrFKqQKs6pJTWYH1mHObNVubg3QDaVdXxwzSzaRaUkt179f/2NTx8U/6Xdybf4WExPhiz/FItPUKxtzkvDe7z9KXkmRJxKQX8H9+v7Erpz4Jlh58kPIXfslpwOCAn+jtv5tOPkeo6fE/TuZtp6ZHOo+YTrIh6w9YlJE/e9t6/a4fdiqEEEIIIUrntvS8+fj40KFDB5Qq2RwbIW7M3vOmk2LxxV/Lxl/PAWzbBXg7tqPwArLL/O667py8WVU8YHEqUyoFi/UyhuvqBlyd7wYQqGeTUIrk7amG4XS517a6pAJ+0mtz16W9Nzwv89Jp9LpWjmnBtFZXSrXiZGHZKptl6UsZW+1VHjWdZIu5KZ9nPMI9Hkm8Vm0D9T0TiDJv5d8ZnzvO6W3tQzc/X3bm1GezuSlP+x2glp7FOf2e698yIYQQQghRCrcleYuLiyt2U0MhSksrNGwyscCHagYz3noeAGarJyZNv1rPC6VuQ/KmOQ+ZtCVvrgqsR12St0DdQNrVoZ6BupmT+aklumejEH+mP/GA43UsAZzXAkjeGXXDc09dSaKuSru24uRNJm8AR/KO8IP5ByJ9IhkeuI1zBdVp5XUWXVNsM0exIuPfTvXXZ/6PNqa2tPeOYbP5Pp7yPUhToycXLfdgWxdU/qgjhBBCCHEzbssYs5ycHH788Ud+/PHH23F58bvk3PNWTc/CW8sHIFt5Yrra83a7tgvQ9TCn11brZbf1CixHXcps2wR446XlY9ILbjhsUgP+2ekP/Dz0cWoH+DjKf9LvAqsV8wn3m3MXFpOYTmOVzFH96oqT1f3wNNz8t/u6zDUkW5Kp5ZHGQ6Yz6Jrim6yv+TxjOeq6ZMyszPyas5tWprNkKhNxBdVp5OGFpplckmAhhBBCCFFystqkqBLsc96CNAMpVh+qGbLw1mw9bzkuwybL3vVz3izqitt6VnUeq3Lewy1Qs+3xFlTClSZHtb2Xv7VuiO54Jpv/mIPhUgzkZt2wvTGJ6TRRSY45bx66zj2BPjc4q2jZKpt/pczgZN4JLhVcYknaYr7I/G+R9Y/kHaaeMR4vLZ8jeeHUNRgxcm3zciGEEEIIUXqSvIkqwtbzVk03kGzxpbohCy+tAA0r2VZPTNiHTZb9SGANfzTNOfGxuiRvwUBDQGGxOG/8GaAbSLN6E6jbhnMWl7z5e3owum0jl/JTKZlsN9wNZ0q20XVGXgG1c65wRfMl6eoqnHWr+ZXo3KJcslxiesq7vJ30Fttzfi62bkxeDBoFNDJe5mheOB6aRn0PT9nvTQghhBDiFtzUb7qnTp0qUT2lFA0aNLiZWwjhxD7nLUDTyVIm/LQcNA28tXzMyoi/o5eq7JM3/botApTKQ6lU5zosQ9ECxV0UWI9gpJXjWKCmOe/xVsywySEP1qeat6dT2Qc/H2X2eQ+sA6vDid0lbrd3chz4wTGtOo+qi7ecvJVGtsrmTP5pmnpdZF3Gg+QpA/d6eHIkT3rehBBCCCFu1k31vOm6jqZpLhEUFESdOnWoU6cOXl5e6Lp07ImyYsSEhkGzJTZemm2fNG8tj2zl6Rg2ad/Muyzp2vUrTV6h8KIbTYzPYKUrinA6er9NgfUYBZbjtvah8Li62mSgwd7zluL2Pr5GAyMeauhU9k3MBab/dARz40hIT4C4AyVud35CHEZl4ah2dd5bNd8Sn1sWjuQdoYnnRQrw4EReGPd6eKLrIWiUbzuEEELc2ZRSREXdeDGv4kRERKCUYsmSJWXUqpKZOHEiSikiIyPL9b6i6rqp7Kpu3brUq1fPJYKDg6lXrx5ffvklZ8+e5b777ivr9orfKQ0PqukG8pQBAE/Ntua8t55PjtXoWG3ytvS8adcvVnJtyKQRI376ZKrrmQTqZgzaM9T1qEN2/hKycmfjWbAYgDTrtZ63dKv7zbKfb1mfYB/nOXsfbD8Kmg73dYDD26AU22/EJqfTQKVyTLfNeyvPnjewJW/hhlQCdTNH8sKpbTDip+noMnRSCCGEuGmdO3dm06ZNpKSkYDabOXDgAK+88kqRnSaapjFy5Eiio6Mxm83Ex8ezevXqIkfH+fv7s2DBAhISEjh58iSjRo26nY8jSqnMu8ZiY2N59tlnqVatGv/85z/L+vLi90ozEqTr5ClbcuZZRM8bt2HOm+G6lSYLL1bS1KsLv+XeyxO+h3nQ6yx7c+rwiKkdAFZ1iUDdi1xlIFt5EqRnk25Jw1LEZmd/bXqX0+slsbkcvJIGdR4Av+pwaGup2n02NYt7VTIntGoA1Cnnnrcz+afJUdk09bzIkTzbXnX3yrw3IYQQZaxx48YMGDDglq5x4cIFGjduzPjx48uoVbfHqFGj+O6772jdujVffPEFn376KQAzZ85k1apVbs/59NNP+fjjjzEYDMyZM4cNGzbw5z//mV9//ZUmTZq41F+4cCE9evRgxYoV7Ny5k3/9618MHTr0tj6XKLnbss9bQUEBmzZt4plnnmHs2LG34xbid8eIv6aT65K85V+3VcDtGDZ5Xc9boeTNoF7FpOXRzvs4Z/OD2ZrdlBoe3fBkFXnkEaRXc9rjrajFSrwMOk1DAx2v1+v1efXeLvBkBBhNkHIRLhwrVbvPpGTyiEpn39XkMyLQF4OmYSlF792tsGAhJv8YTTyb8UtOAzKsXjTy8GS3JG9CCCHKUExMzI0r3UBBQUGZXOd2Cg8P54MPPiA5OZkWLVoQFxcHgMFgYN26dfTq1Ytnn32W1atXO87p0KEDw4YN48cff+Txxx8n7/+zd97hUZRrH75nZvum90oIXXrvVaoidlQUVCzHXo766dGjYjt27PWICiqCAiqCVOm9Se8tCem9bp+Z749JISS0JBQPc1/XXJudnZn3nU12M795nuf3eDSn7u+++47Fixfz+eefM3DgwMrtLRYLN9xwAyNHjmThwoWAJmzHjx/PpEmTzt/J6pyUc1aUZrPZCAkJOVeH17nEEDBiEoTKyFtlzZvowaEYsZ6jtEmBIASheipjRdpkiNiU3d6eDLLtwyz4aG7MJkB0sMvTis6WzgAESUEUKdbyn08u3tpEBGIs78PmReQVqRdCQTr0vBE6Xwm7zj6X/0hBGQlqMWn44UPAKInE1aNdQF3Y495Da1M6AHs9MVrkTYhHN7rV0dHRubS5/fbbWbduHSUlJZSUlLBu3bpao2cDBgxAVVUmTJhAz549WbBgAQUFBajH3Yg8Wc1bQkIC06dPJy8vj5KSEpYvX06/fv1qrTM7Wc3bsmXLUFUVSZJ4/vnnOXLkCC6Xi/379/PAAw/UGDM6OpqXXnqJdevWkZWVhcvl4ujRo3z66aeEh4fX5y3jiiuuwGw2M2nSpErhBiDLMhMmTACoMad7770XgOeff75SuAEsXbqUhQsXMmDAAJo3r6q3lyQJQRBQFKVynaIouo/FRcQ5+U3069ePMWPGXPR3MHT+ThgwIdSaNumqFnlrWPF2YnNuVXWiotWsRRtewKeKDLJqETFRUOlsTq6WOhkoBlGkVETenCd1muwYHVz58xSxDUlCIOq052H22+Aqhe2LznruBU4Poe58ZEEkDa3eLfG8m5bsJkhyEiMVsMcdQ5AoESVZEIW40++so6Ojo/M/yXvvvceUKVOIi4vj66+/ZtKkScTGxjJlyhQmTpxY6z69e/dmxYoVAPz3v/89aYpgBTExMaxdu5abb76ZdevW8dFHH5Gbm8uiRYvo0aPHWc952rRp3HvvvSxatIivv/6akJAQPvvssxrphP379+fJJ58kKyuLadOm8fHHH3P48GEefPBB1q1bR0BAwFmPXUFkpHZNcvTo0RqvVazr3bs3JlOVa/XAgQMpLS1lzZo1NfapiKwdL2LLysqYP38+06ZN44MPPuC7777jqaeeYurUqXWet07DUqcr3SVLltR+MIOB2NhYGjdujCAIvPbaa/WanI5OBYJgxCgINQ1LBC9O1YgZAQEavOZNEk5W72YgzXcd3S1HK10kAbpakljuvAyL2I8w8VuCxCDyFRsGfNgEz0kjbx2iggAoxsg7hm70zNvEuuyjkH0Uti04K6OS4xEKM8APkoUAEtQSmgT7sfxodp2OVRcy5Uzy5Xxam9P5y5WAqmp1bylSazy+lNMf4BwjCuEYpX5IYjwCJlRK8Mpb8cqb4SS1iTo6Ojo6dadv377885//ZM+ePfTq1YviYu2G6IQJE1i/fj1PPPEEv/zySw2xMWzYMO66664zdoN88803iYmJ4amnnqomCO+44w4mT5581vOOj4+nbdu2lJSUAPDhhx+ya9cunnzyyWrphEuXLiUqKoqysrJq+48bN47vvvuOhx9+mNdff/2sxwfIyckBNOPAE6lYZzQaadKkCfv27cNmsxETE8POnTurRdIqOHjwIEC1yBto79GHH37IuHHjKC0t5YUXXuCTTz6p05x1Gp46Xekenxt7PKqqUlBQwOLFi3n//fdZtOjsowU6OrVTPW3SdFzapFMxIQoCZgTcDVzzJorR1Z5XpEw2NjxBki+AobaqNA236qaFMYsA0cFGVxN6W/sQJAWx0hlLI2M+gnDyBt0do7TI2yyxBYWYabJ9JusqXqxHjZojNx0hViVFCAA17bw7ToIWfbvM1J4/HW3IlgNoaXCzQmyLhwXnfS7HI4lNaWoez0hrKIGiiFtVKVRkdnhbsNPTH5eyA1XNxycfQKXogs5VR0fnEsFqhFZhF3oWp2ZfLji9dd79zjvvBOCll16qFG4AxcXFvPzyy0yfPp0777yzhnj766+/zli4mUwmRo8eTWZmJh999FG116ZMmcIzzzxTq1HHqXj22WcrhRvAgQMHWLNmDQMHDsTPz4/S0lKgSmCdyPfff8/HH3/MkCFD6izeFi9ejM/n4+677+bjjz8mNTUV0FIdK9ImAYKCggAIDNRq6YuKav8fVvH+V2xXQV5eHmPHjq3THHXOPXUSb5IkNfQ8dHROiYARIwLecvFmPMGwRFXBIggUN3DapHRCep+ipmmP3EMLYyaNjPmA5qx4xHuEwbYhdLccZaMrkWeC+yATy25PLHcEaP+EakubtBhEWoVraRS7xHBaqgUcOnqkQeafml9ENKUkC9rxE4POf4+1PZ493O6fiYTCHk8MvayFGMRQRCEaRc047/MBAaPUg86WG7jdHoK5ssG7RheTlVJrAIfkRLJkH3u9Tva7f8cr10w50dHR0WlQWoXBX/dd6Fmcms5fwta6f3d36tQJgOXLl9d4rWJdx44da7y2cePGMx6jZcuWWCwWNm/ejNdbU2iuW7furMXbX3/9VWNdhXgKCgqqFG8A1113Hffddx+dO3cmODgYg6Hq2iQmJuasxj2epKQkXn/9dV588UV27tzJL7/8QlFREYMHD6ZRo0YkJyeTkJCALOuZI//LnBO3SR2dhseASRBwl6dNGqlIm/QgI+JFKjctacg/aQuiWP0OqKykES81IdOXyDV+VV/kix2LyZVzGGwbQg/LEf50tCFPbsceTwwWwUM3y1F8qo/D3kM1RmkbEYShvBB4jxDKZWou87MKG+QMjpablqRUiLcLEHnb696DJdBHE2M2ezwxDLLto7nBxA5fOzy+8yveRCEGP+N1DLG2ZITZjigIHPREsM7VjEOeCAoVG0ZBxk90cZv/eoZbshhu8WOD+VamlQThVPahqmUoauZ5nbeOjs4lwr5cTRxdzOzLrdfuAQEByLJca4QqKysLWZZrRIIqXjubMeDkUbCzOVYFx0cJK/D5tBvJxwc1nnjiCSZOnEh2djaLFi0iNTUVp1Mrr3j88ccxm801jnM2TJgwgQMHDvDII49wyy23IMsyq1atYsyYMZV1gBXnXRFxq+39hKr36WSROZ2LE1286fwtEAQTRgRKMGDCh1geLLGKmnOSU9F6vQlCw6VNSmJsteeq6kNRs+hkeZHfyww0MWpfjoVyIVtcm5GRyZNzaWyACKmYNa7m7HHH0NtyGLPgY7NrK2VqWY1xKsxKVGCvEELnkn2UeRvmrtmRglIaqyUcEbQv7sbBdoTysc4XJWoJyd4k2pjSme9oh1Mx0tNoZa+nHR7OX2q1JDahs/V+brQFESoacCkGZpV0ZZm5MaGBRbQtyiJMKsGrGtjriWZiwXDuCFhDb+thepisJARdw17fCDJlH9s8xyjw/ICinr/6QR0dnUsAp7deUa2/A8XFxUiSRHh4eA1xFRERgSRJtQol9SxKCCr2P5m7Y4XxR0MjSRIvvPACaWlpdOzYkdzc6kL36aefbpBxpk6dWsNAxGQy0bx5c/Ly8khKSgLA4XCQnp5OYmIioijWqHurqHWrqH3T+XtwTtwmLRYL/fr1o1+/fufi8DqXJIbKmreKejfQ0iYBnKqx3HGy4e5HSEJ18aaoGVgFE3bhciQUEox5ACxzLq1svL3JtQlBgB6Ww2xwNaVEtTLAprlRrnKuqnWcCrOSdPwoEcwI2TVdpOrKkfzSapE3i0GiRah/gx3/TFntXE0f60G8qsRaVzPaGc0ESBGIQtQ5HVcUopHEFkhiC/rb7uc+vzCCBQPrnU14Me86VgsJ2O7eQOlduyDsDZoYZ3G13zaeDF5AT+shvukey5th3UnzBRElGRhktjPGFsiEwNZ0sz2JQWx9Tuevo6Oj87/G1q1bgdr9EypcD7dt21avMfbv34/L5aJLly4YjTVv6vbs2bNexz8ZYWFhBAUFsX79+hrCrWvXrths565dz4033ojFYqnhwrlixQr8/Pzo06dPjX2GDx9euY3O34dzIt4aNWrE8uXLWbp06bk4vM4liNbnjVrEmxZ5c6gmLILYoK0CRLF6vZuspNLE2JQkXxTxhjxMgoxX9bLCUfWlt8m1CYDuFk2AtTBmEGMoIl/OZ49nd63jVJiV7BFDAShMabgWGzkON/6OHLIEO060tI4e8ee/GH69ax12sZDO5mSWOi5DQKC70YJR6n7OxjQbrqKx9Z90td3HFX4PMcYWSpFs4a2CkUwqHkCCKYfL7l2E1c9BI0Mxh8ZeRVbzOZh6fUubEb/S+rYZ0PcYh0bnMGFQC95V+7Pc0ZJC2YpNELnXL5wb/e9HElucs3PQ0dHR+V9jypQpgJb+5+9fdTPR39+/0nSjYpu64vF4mDlzJtHR0Tz66KPVXrv99ttp3frc3HjLzs7G4XDQuXNnrFZr5fqgoCA+/vjjBhnj+PesglatWjFx4kSKiop48803q7323//+F4DXXnutmpC9/PLLGT58OCtWrNAjb38zzknapMPhYOXKlWcV4tbROSWCZlhSQ7yJWuTNpRixCgI0oNukdKJ4U9NINCayyRVOG5NmXJLkTaJUrXKfSvYlke3LJtoAI2w76WDW7PDXONeg1pKsaDVItAzTomJ7hRDsqodDRw432DkAFGamQACkCAG0VAvoERfKd9saLrp3JjhVJ5tcG7ncFs/bBVeyxxNDT1MKyzy9kJXD+JTahW1dkYQEbvQbziBzlUFLoWzl3YIROFUT/4r7jZSbUpnu35qZ3t+JoZQhpps4MuJZOnoX40NkqqkHd8s76OzL5umWA9nX2sC+I0H8uKsfNxUc4HJXEkMsfrjV+/it5HVUtQjwnXxSOjo6OjqsWrWKjz76iEcffZRdu3Yxa9YsBEHg+uuvp1GjRnz44YesWlV7psrZ8OyzzzJkyBDeffddBg0axLZt22jZsiVXXXUV8+fP54orrqjVPr8+qKrKZ599xlNPPcX27duZM2cOAQEBXHHFFSQnJ5OWllbvMSZOnEjnzp3ZtGkT+fn5NG/enFGjRqEoCtdee22liUoFy5cv56uvvuLee+9l69at/PHHH0RGRnLzzTdTXFxca6NxnYubcyLeUlNTGTRo0Lk4tM4lilDZKkCq7PEGVZE3Z0Wj7gbq8yZgRxSCq61TlFSipGFkyYGMMm4DNJfJE9ns3sSVhpHc6L+5ct0a1+pax2kdEYBUXsC3RwillZrH7uzCBjmHClKTDkOLKvHWPS60QY9/pqxyruSZ4L7EG/JY6riMR4PTaS6Z2G8cjcOTjaLWXlheF1pbb2SQ2Y5LMXDIG0G6L4gVzlZ4BJHRt03j28ZR5AiteVlZw4Ame8Ak88PBudwnDqeP+VbiLQWEeBy84F2Lf+scrmq3mN+SOvOD2I9NzWKYjsDs4ib8e24KIwnGKExgncdJrnwIp2cK4Gmwc9HR0dH5X+Oxxx5j69atPPDAA/zjH/8AYPfu3UyYMKFOPdhqIzU1lV69evHWW28xbNgwBg4cyJYtWxg2bBijR48GajchqS/PPvss+fn53HnnnTz44INkZWUxffp0JkyYwK5du+p9/EWLFtGqVStGjx6Nv78/mZmZTJ06lddff50jR2p3qr7vvvvYsWMH9913H48++iilpaXMmTOHf//733rU7W+Iblii8zfBUCPy5lbd5XVumnizNmDapFjDrMSDouYgoKX5JZablRz11oxgrXWuYZhtOIZyIbndvY1cuXZhcrz74z4hlKauNLY0kFlJBbsOH8GkyiShRfiaBPsRYTeTXeZu0HFOxyHvIdLlNC637eW74j5k+QK41SbzWZlMhvEmHJ7PgfrdBRXww2zoy/W2FvhUkbcKruSYLxQTPpqFHiPinrV8bWnCLco+nvBbQ7PRWxFiNBewAaXHWJ+xnocyRjEvMYBP1VUEhm9HsMoEAndctpDb+ywl+4uOPLnmduY2DefNK+N55bdkhuHHMIsfx+QgPi4qIN87s/5vmI6Ojs7/MJMnTz4jobZixQqEE1q6nMjJXk9KSuLmm2+usf71119HlmUOHapygE5OTq71OKcKRowfP57x48dXW+fz+XjjjTd44403amxfW3Ptl19+mZdffvmkY5zIzJkzmTnz7P7HqKrKJ598ojfa/h/hnNS86eg0NIJgqmFYUiQXIgkqZsGLQ2lYw5IT+7vJajohYjCZcgJ+gosISUuVPOqrKd4y5Uy+LprEEe8RNrk28m3RyZuKJpT3XfMhcEAIJqg49aTb1pW92QXEKlWmJQA9LlD0baVjBT0sRwgRS5lU1B+bYOQhezBRhgRMUt96HdtsuAa7+VkG2EYQLxmZW9aBdF8wz8X/wsT7X8b40CY2WcL53jibT/v8QLMH1lcKNwDBz4fSvIRdg4ugaSE/NwkFqyakfxEbs14IRwjwEjF2N5O7fc3YXVmUGoy8eUU8K71N+KJwIP4EcL29H/p9MR0dHZ0LT1RUTVOsW2+9lb59+/Lnn39SVlbTAVpH52KnXlcYZrOZbt26ERMTc9K+Fd9//319htDRoeLPVIu8VaVNFipFRBCJVfDgUk2ECgJCA9W8nRh5U5RUEo2JHPGGk2jMQRCgRCk5aURtk3sjm9ynbyha0TT7iBCIWzBgyk2u/+RPQFEhyJnDflsI5aaYdI8LY87+9AYf63SscC6np7Un9wct5638K5le0oNxAesYbwvifXkoBcoeVPXsewgZxNbEmPpwvcWfy4xmkr2hzCtrT8eRK/mwqx9lwmBaSTnM7/sR7XruQSi/beVDYIkQQ7FgYoCSwd2G/pRh5EPfWh4z9OZHsSm5WJhg6Eqw6mKd93eiYhxIYw7zftjnZM54mj8HSXzXogni+lhiDIWMsDsIkDpSLG8+9aR1dHR0dM4pu3btYuvWrezZswdZlunYsSODBg2iuLiYp5566kJPT0enTtRZvD344IO8+uqrJ238JwgCqqrq4k2nAdD+TE2CgAcDAbgAKFK0ppJWwYtTNWpNuhuo5q2GWYmSRqKlOQsdoQy0atb/Sd6keo/TuDxtcp+gRcK8mQ1rVlJBUNp2VrW4nhKM+OOl5wWKvPnw8V7BRP4Z/CRj/EP4vqQP0YZChtj2MtoWwvfqaByerzhb449Q4xAetgdjEczMLW3NAkc74psfYVtXhXHCfh4YPJdW3avy+g8QwFSpGdPFpmQJVdbNBlVhtm8RveRM1gqRPCH1wi1IPCjvZqbYhMcMvZjuW4rQtARj0338OOBJrvz2eY4NKaPN4XzW5TdllH0bfW3DmFeiizcdHR2dC8kXX3zBqFGj6Nq1K3a7nZycHKZOncqrr77K/v0N5+yso3M+qVPa5HXXXcfHH3/MsWPHeOqppxAEgdmzZ/Pcc8+xYMECBEFg1qxZ3HXXXQ09X51LEAEjAmA8MW1SKQS0Rt2VTbobIPIm4Id4XIohgKKmESG1p0SxEmcoAGo3KzlbGpdH3vYIoYSrDrKysup9zNoo3bEcjyCxREwAoF1kEFaDdE7GOh1O1cl7Be/SxLCE4badTC/pyTJHK7qZrPQxt8RiHA2cur7heCSxKSOsLfAXDPwn7yrmlHXkhharCbp5Ky3J551bJ9Gq+0FKMPCd2IzhhivobrqOKWILrlGS+dcv03nzx2/4wLOGH31LcSw4SsdWqRy+eg72nCLa/LSKZe1/442i1SwU4/lebFY5tumyAj545EOyDDbaXbeGHDmAw94I+pkbI+J3ilnr6Ojo6Jxrnn/+eTp06EBwcDAmk4nY2FjGjh2rCzedvzV1ClM8/vjjZGdn06tXL5xOJxMnTmTbtm28/fbbvP3224wZM4YpU6bw6aefNvR8dS5FytsEACfUvB0fedP6vDVErZEoRld7rqoeVDUPgQ4AxBnygdrNSs4Gi0Ek2l/rA7NXCOUyNY+kwtJ6HfNk7D6wn/ZKNnPFJlyrHMIoiXSOCWZNytmnKDYELtXFF8Wf8e/gMGREppb0QkLmRusBStVu/KUW4vbNP6NjRRpH0MtkZa8nmnQ5mEkDP6S0Tx5TDZczb9CHmBJKWClEcavhcsowcLmazmclyyiZupepXxSyY7vmDBn5ZBqSBOlpWm5pSnIhRH5Efvk4k6/dwuj5CfzL0h03EncpB5BQaRufwtAmO/jTFEFMYDZ7bGFc7cumreUKdrhmnIN3T0dHR0dHR+dSpU6Rt/bt2/P777/jdFYV+0tS1V38adOmsWTJEl588cX6z1DnkqeiQTdUiDft4roy8iZ4cKgNZ1giCtULnBU1kygpimw5ChNewsvNSpLqKd4SAqt6kO0VQmil5JNceG6Kpx1ema5Fu1kkNsZV3qx7UGLkORnrTMmSs5hS8g03+21kgHUfU0t6c8QbyR22QNpbhmAQO5/2GJLQmCttrTEIAqucLYg35zKy52resXbhxiab6N1zOxlYudvQn05qLiuzf6bt0z/zr7iVPPNAdqVwA8jKlCuFW22sWuFiWetZNNu4j/8z9GSY4QrWC+EAPNZrHrs9UWQ9tpu516lMGu2PYdiN0PUaSOwMfsEnPa6Ojo6Ojo6OzplSJ/FmNBrJyakyanA6nQQFBVXbZseOHXTufPqLLx2d03N85E2qjLwVVtS8iR5cFWmTgkh9TVSlEyJvspJBnCGOVF8wccYCRAHy5XxKjmvOXRcq6t3ciBwVAol1Z1HWwG0CjsdyaC1lgokVYjwA17eOP4vkxHPDFvcWFjrmM8Z/PU2M2XxRNIgyxcZ4WxAtLKMxiB0xiJ0QT3D/rCDRcj3djRZKFTPb3I0Y3WoVc7sFkuYL5PFBc/AhcLehPxIq72Yv4+6Bh/hwYhHFxTUbpp8JuUludvSchX34t+QUwAjjldxmGEREo0wWjfsPj7dcgnIoFEcg5HUxIY58FO6YiPDkz0T26Vaft0pHR+d/CFHUzb51dC52Kj6nqlq3a4ZzRZ2+PdLT04mOrrrATU5OplOnTtW2SUhIwOc7O9MBHZ3aEDBgEmqmTRaXizdLuWGJRRDLxUj9om+iUF28KWomccY4jvlCKuvd0nz1t/SvaBNwWAhGEUTshQ3fJuB4Vm7eRDOlgD/EJpXjX6iG3cczq3Qma5zLuS9wOQBfFg1AQuR2Wyjh5ltItIwhzPwgRqlC/JgRsGEU2zLG1hJRENjgaoIK3HXFr3yW04fW/bcyMboJVxpGsEGI4NOS5TwwKokD+7wNMueyRcmkhH/G2MUL2SGE0Mt4DdMTwnnkxpl0znUgLWjB+seeJeuZ+9hy378YmLgP76gXGHpz4wYZX0dH5+9JRVPosLCwCzwTHR2d0xEermXXlJTU72Z9Q1Mn8bZp06ZqUbUFCxbQp08fnnnmGVq3bs0//vEPrr/+ejZt2tRgE9W5hBGMNcSbR/VQpmgphkZBxqtqqYBm6mtaIiGWp8JVoCgZREsJZPgCK+vdUhtAvCUGa+Jtv6Cl1Ak5Dd8m4Hh2ZRXRq3QP88VEfOUyd3SbRg06xo1t4ll8xyB+uaUfD/doQfMQ/9Puo6LyQ8l37PEs4b7A5RzwRrPO1YwwycCrARE84x/GCwERdLDciMkwggjLv0m0vcRI/3tJMBgplSRmXWcg6tpNHLhMYmtmY3L75LBdDCUUFxOOLeeNodv5a7PntHM5K1SVmVevZ8q2n3lZ3sJMMZG+xlGMm/w2+/Y054G730USFJqGZPP1NV/iZ3aRNfAlPvmtB0/9O4zb7/KnUxcTZvOFjn/q6OicLwoKCjh27Bj9+/c/beNpHR2dC4cgCPTr14+UlBQKCgou9HSqUacQxYwZM3j99ddJSEggOTmZN954gxtuuIH//Oc//Oc//0EQBIqKinj66acber46lyBCedqkrAr4kCrFm0PVai5NyHjK/5St9ax7E4UIBKG6C6OsZmIS2iEjEV8u3o75jtV5jAoqIm/7hBAi1TKy82rvGdeQ+HavJL9XH9YJMfRT07j2sjie+3M7Hlmp97Ef6Nac14a0JxcLq8Q4SpvH0nGYkYczV7Fk1QrmH0jHq1SlHrRteRnpI/6Pxrtmc3DVH0wu/oangyPoYr6MuaUd6Gk5jE8V+am0O/2tB7jTDltNV9HNaMVQftGjqPBa71Z44h1kS15GJ40loXkSySYzn3pX0eRgEt3apaLU//RqxeVSuf/WDOb9CdeEJ3O/oS9PtG5Oz70v89srNxH0yWNMfPRDQmxl/HDDJ1w19RkeznoTo9nHBw9M4aP2aygpUXjhX/lMnnRx3dnT0dE5N/z+++88+OCDPPHEE6xatYqcnByUc/UlpaOjc1aIokh4eDj9+vWjffv2fPbZZxd6SjWo01Xub7/9xm+//Vb5PDc3l44dO3LPPffQpEkTkpOT+f7770lPP/9NgHX+F9EibxXRNZMg41E9uFUXiqpgFHyVr2m93oxQx/TkE50mFSUfqyBSomiphrENmDZZ0aB7vxBCCzWfpIJzY1ZyPKvWryamZwlzpab086URbDUxpEkU8w7W77N6d+cmvDakPXPEJjxkGEKZYKK5ko9PEJkRey+9b7qSq+VibGW5DCvdSlMr3B48jlIhgJ19H+G7bo0xJW1h6uYZDKUtbxXcwlJHK7a6EzjojeKwJ4IXQ2fTy2RjuzuOPe5YuliSWNQyhNy2Dm7bm8H9rZbwXHwXoi7fQa4aSj81g/teyD9nwq2CA/u8dGufyrARNga3Taf5qK5satoavprDZBGmKbfRgTzGRR9k68P/x6HsGN5afQ3v/TWMOZ3M+AV5+fKjlaxb7WJ/A6V16ujoXLxs2LABgFGjRvHwww9f4Nno6OjURkpKCp999lnl5/ViomE6GgOFhYW8++67DXU4HZ0qBANGhMromgkt8gaa5bzp+LRJQUDAUFfthnRCvZusVpiVhBAmlmATvfhUH5m+zDqfDmhdzBodJ976q6nsPEdOk8eTWuRgVOFu/ghqyxusRARuatuoXuLtyuYxvDm8E69LPZho6MbV8iHe8K0kCgcyArPFZswQW5IuBbAnMJEfAvsSRRkuDCz3TmeC1Ie7zSN5vlkICc1srHWVYHWu4WeLiGmqmXFla/ihpBdLHG1oaszm88JBSILKkoBGMGQL7ZJdfNRkFjQtYM7NSxlmuIJBajqiR2bpYufpT6ABKMhX+OnH8jYPzy1CZCX/bv4OX7XojX+PowT9YxmPRPbhFbuT6xOO0s24gaWmDhwV41CBl6UtTHgtmFtvzD4v89XR0bmwbNiwgQ0bNhAcHIy/v7+eQqmjc5GgqiolJSUXXark8TSYeNPROVcI5ZE3j1ou3gQfHtUNgFf1YhR8yEgoakU77/qkTZ5oVpJBnLHKaRIgw5eBTP1cIaP9rVgMEh5EjgiB3CvvYM55iLwBuHevIKNvT7YKEXRRsxnePJpwm5kch/usj2WSRF4f2p5vxHa8J3XlBd9aHpP/YuHBDDpGBRHlb+V65SDXKwcBcGBgltiCX6VmPO3bREu1gG98C7jFOIrnDP2JVktpZitguLqP390tka5ZTttfjjHIF8xv5paYPC1INOby8eWfcV+X7ng9EvMjJwMgtCwiBwubhHA+lteyeqWLkpIL4xCl4GJmyhJGZ1/Gp3/cwFNLMnnlwUV80y+Y30MTyYi3IhZ6uX6dm7m9DMwQm/D4KAc9e5tZv/bsfw86Ojp/TwoKCi7qi0QdHZ2LjzO6yr333nvZvHkzW7durdMg9d1f51LHiAkBzwlpkwAePJV93zyqhFHQ3Cnriiie0ONNySDO0IWt7hD6WQ8ADZMy2bg86nZECMQnSCR4c8gqc9X7uGfC+jXLCOnzCHPFpnSRszFJImM7NOb9dfvP+lh3dkokMtCfjwyduVHZz+PyX7y+cjcT1+xDEgRGtYrlvq7NKl0tbfgYp+xhnLIHAEVVseBltvdXHBiwU+5Qa4LFynpuCbmVJcPW0EFeztJmbfB5Re7PWM3spoFkCmaWjn4dW1Ep6uYwhBZFLBIbAzBcSeWdPxwN8n7Vlf3uOfS19Ke5sQ0vrh5H021DcZolpoz8L5aOB5nk6MJiQytG9pjNdLEpjym7ePn1EEYMyuAicyXW0dHR0dHRuUg4I7fJL774gquuuqrOg9R3f51LGwEjxhqRN028eVUvxvIomBcJoyBoNW91GseOKNirrZPVTILFVhQptuOcJutvVlIh3g4IIQDYCut/zDOl2OmmZe5O5opNK9NL7+iUiHiWWTt2o8QTvVsxQ2xJmuDP4/JfrE3JYeKafQDIqspve1O54vvlNHn/d26YvoqH527m4bmbeXDOJgZ8/Sfhb/7C8Hnz+NVvM74uR6BpMZi13+dQSyEPKDtY0uxK3m/Vmqu9h+ltSOHpxB58rnbhxUEzadMkGbFTHtK9+xFsMgvEeLqpOYTjYsEFFm8g82PJN7SzrEBCpshpJzUvgmfn3EPrDBe3lhwmoyyYJimwTwyi/7wnibwsjtfeCrnA89bR0dHR0dG5WDnjEEVQUBDx8fHnci46OrUj1EybdFeKN09l3zePqtXG1TXyJgrV++6oqg/UQmTaARznNFn/yFt0gBXQ6t3CVAfFBXn1PubZkLVpMUeu7ME+IYTL1HziA+0MbRrNwkMZZ3yMp/pcRojdyodSF0bKh2ml5nPF8t21blvk8rL8aPV6rlvH+THlX3E0bWakGCNuSpHIRVWAfUEovyXwrGc9+8VghqlHuaf1KmRV5G25FxlBJq7rtobvxOaMVQ4iAqnYWCzE8qy8jR3b3KQkX/g+k05lF7+VPoEkNqWj5QYGi234JHcIv27sz3U9VtJILeKd7+9AeGIdRxupDPvu3/x80wc8V7qNt18vRG+VqaOjo6Ojo3M8Z3yV+9hjj/HYY4/VaZCLrTO5zt8LASMmqB55ozxtUvViLE+b9Krlkbc6ijdBrN6wWlHzCRVDSPXF4Se4iJA0K/eG6PEWbjMDWo+3lmoB2aX1TJk0iOA7c1vFI1tWYhvh5iexFS/JawF4cWBbtmUUnFH65hXNo3m0V0t+EltwWAziC88iFh7KYGPamYnQR54I5NU3tAjTNiGEsYZBFGDmJXkLd7MfsXUhglvE/kcjZnb+GqFfJoKfDwPwAofJwcJI43AOCEHskwN5Xd7MK1JnAvByU9Fe7v2//DN+L841ipqOIqezqGQf3YJfpYmxPa+vuoVBTbbxfOR6NgWF4JX28lvHeKJ2mxn+/XN0a3yI26cdpavvV2xqMTu2ufnso2JcLv27VEdHR0dH51LmjK5yp0yZUu+Btm3bVu9j6FyqGDAJAu5a0yY92MTqkTfq2KT7xMibouYSZ4zjiDecxsZcBAFKlVKKlMI6n0kFYZXiLYQeaga5dTALqaRXPCwaB/+3CL7YfGb7yF6a7J/P561GcY1yiE5qNq3CA/hj3ABu+XkNh/JLT7pr0xA/PruqG8UYednQm6vlQ7TzZTJo+a4zGvq6G+2Vwm262ITHpV60VgsZrKbzf4ae/Ko05iffEvw75aO2KEawVw8/5WHmOsNQijDxhLyD96T2ODDws9SUe7cuZ8jVSaSl1s9Q5lygqDnMcm7hOr8EJhaM4OPfbuLBUb9wg3KQrAWlLLo2GunWHTy9bis70hKZeWggWQlRTL3hE669wc4119u5fUw2yUf1cJyOjo6Ojs6lyhmJt7vuuutcz0NH56QIgtak21PZDkCudJv04CGwWuQNBKGh0iZziZHiWOEMY4hNM9hoiHo3gHC7BR8Ch4Rgbpd3c7Su4s3PBD9cr0XdPrkS0kpgzpkZjxz89TOa/l8PHjQMYan3J6zIJAb7seqeoXy95TDvrd1HvtNTY7/PR3UjwGLkeakHJZh4zbeaF5bsYG9O8WnHbNvOxBffhJOKjacNPZgnNuJW+RBPJq8mP83NtV2PMNoyjKliM+5X9oHdx/tiW9IFOwF42CGEsFyIxh8vc30Lmf9mEqbAUiY/2hvLwWy+6rpC69x9kbLX9Qs32bvS0pjB7MIutJ+fSlyvlXQFfgjazciBnWnaK4Vv5C/4bU837p59P8uPtmZg4h46dDKzYl0MLzybz4/flSJffPpUR0dHR0dH5xxzRoYlOjoXlqqaNwEVA3I1wxJTuUOhB0O9WgWIwolpk3kEi90oUy0kGnOAhkmZBAi3m8nGhkeQSKCY3LK6iTfh4yswxdqZmTWbDilHYfqN0CL09DsCbo+X4mmvkCQE8B+pV+V6kyTyQPfmbHvwCl4f0oEYf2vla6NaxtIlJoQ9Qij/ldrzlLyJtbv28NWWw6cdz2iEz78OI9dsp7fxGv4SwpjsXU74v+bQpWkSQ/tn8NO9uxilJPO11AoVmCkm8rKhC2uESH4Sm1CqGHhV3sxa7++kzk/nzVcL8Dy+GJ5ZjGv0Lxe1cANQ1Tw2uTO5wr6TJF84e92xHFs7kE17TXRYbOWTZYeYJSZyuWEkka2TSRjxF6Oje/Fc9kD+veRm1uV25uMvwln7Vyw9epkv9Ono6Ojo6OjonGd08aZz0VPhNunFgEnwIQhUtQpQPTVq3hrKsERRc1HpDkCiMReAo96jdT2NaoTZzOQJmigKU53k1KVNwM1tUe/sxHvSJoYkulgQu44g2QXP9TvjQ2Qc2Ydp2dd8bujIKiG22mt2k4H7ujVjw33DuKtzEwyiwPMD2gDwvtSFRhQzPGc1/5z/1xmN9dS/gmjXwczLUmfMyKzzzib3i518+G5R5TbTp5bSYtk2DgqBLBDimCB1YZSSzBuLfyK2z8f85fclv/Zfyp2DDnPztVl4vYCqwttrYHv9GqefLza61nGZMZU4Qz4LytoBAmnrB5OeHMm1f3qZ/8URlDwLV5lGkNqtGK/LxGfhTZiS1I07fn2Q9anNaNnKxG/zo+jSTRdwOjo6Ojo6lxK6eNP5G2Co7PNW0RagWuTt+D5vdax5EwhAEEzV1gWjkCEnECUVYhe18Y54Tx9hOh2SIBBqM5PLceLtbNMm20UiTb6a0fIRblMOAWBF5v/Me+HWdtAo8IwPVbrqJ8SkbdyhDCDHJ9V43WY08M7wThx47CqahfpTjJF5YhPGyXt4a8UOnL7T5+916GjiyX8FsVkI42epKS/IW0nbUcKzT9Y0OPnshh3EFudzt6E/OYqZjDHzuGZEJhvWuXG7VTasc7N+rftv2wst17eZQ7KHEbad7PLEkeQNZbcrlo/n3cCRvY3okuxkyQdHmPpdEhsn7mf2pCPEKmW0/scSusQe5raZj5BUEI7VKjJtViSNEure11BHR0dHR0fn74Uu3nQuegShqs9bVVuA4yNv2jqvaijv83b2F7PiCU6Tquoh0RjJUW9YZdStRCkhR86pz6kAVWYlueWRt1CcZ5c2GWxFmnMzLaQSPpTXcnx7tjs5iL/igad6n/nxVBXl1zcpEsx0yOvFu4e8+JSazpWBFk3c/iE2xSUYaJWxkd/3pZ328IIA738ahmQQeFbqRlsln5vcB3nwnlwtcnYCJcUqac+uwyEY8b6xls0/Z535ufwNUNVcNnmy6Wo5SohYyn/yR/Fe4Qj+W3g57y25iUUzBnJsfywj9pXQuMBL39IcvpqSxmYhHOnGHQhd0rlu7sPkOvyJiJRYvy2WAymNmPdnNFdfa7vQp6ejo6Ojo6NzDtHFm87fACMmNLfJ2sSbAQUBtTLyJtQh8lYzZTKPRoaWHPOF0qS83q0hom4AYXZNvOUJVmyqF6vqJc95FuLt++uwRduYpi7HRvWolx0fD0v7EP/RGcLO4kK+KAtmvorbP4I32vyTxsc6M3lbUq2bzpBa0EdJ44s/157Roa+53k7nrmZmiYlsEiN4Xd7EB28WsGN7TTOUSr7ZCg/9Aa+vOvNz+BuxxbUeGZnxAau52r6VF0NmM9S2i+kl3dmY35ytqzuwb1uzyu17pDj48JdUnIV+5F+eQdKYFEbNeZQilxWbTSQiUqJ3Pwvf/RTJjzMjuONufz2lUkdHR0dH538QXbzpXPQIxxmWVIk3Tex48SIIYMSHFwNGAepiWFJbvZtd7IOMWGlWcsR7pF7nUUFFj7ccrITiJM/hPnOfjV7xMLIFnwrraEztdv73KvsRTBL221uf3cQOboCPx8Hst3G26MuTObHcOH01GSXOyk0ysLNKiCPowHJWJp8+CmkwwAuvBONA4iWpM1cpyUTvT2HiW4Wn3tHlg882gbOW0Nz/AGXydmY4S2huSudK+zaOKak0Mq2igzmVL4sGssbZnN1bWrJjfWtkRYut3vpXIYs+P8LO93YTbijjwOUF3DTrURxeE3mYKUCLjF45ys6Hn4WxZHUMf66KpmlzPa1SR0dHR0fnfwVdvOlc/ByXNmmuJfIGYBLkqshbHdImhROcJkU1H4faDiM+4gxaw+fD5yDyFqY6z6rHW8BzPUiUi7lKTalcl5Lk5cXnqppSh+Cmp5pNy/9riyDUdpRToCiwdT78NQ8uv4tlmU66f7mQMTPWcONPqxmwLwRF9vHHb9PO6HB33xdA02ZGPhHbkIWVV31beOX5glrTJS8lFDWdje7DPFeczYSSHGY4c5la+gcJ5nm0NaXwbXE/3iwYyaadbVk9rydZJVVRyqg8le9+OoIQXcLmTjJ9MsbS2jiaXsZr2CkEVxuna3cLKzfEMm683/k+RR0dHR0dHZ1zgC7edC56BEyY0AxJKsxJ3FQ16QYwCjJeVcIk1K1VwImRt1hJJMUbSSNjHgZBRVEVkhrQaRK0yFuYeub1blKMHceVl3G3ur/yg6soKg/ck8sn7xexbElVhGy4ksreyDhGjw+q2ySXfAWiBIPvxuGVWZRcwLJO95LX4RpY8R24yk57iIREAy+8EkwaNj6Q2vKAspfcDTnMme2o25z+x3B6f8Qhb6PQtxOH50tcvj/4o/QTUvgv9wXOJVf24/fSjuRnh/Dhz5EsP1pV+9dtr4///JGO3DGHo9EiwfNLCfM6uNIwgkekXvQxjGKQYSTFGLHbRT7+IpzvpkcQHFL1ld+0uYGhI6wEBur/BnR0dHR0dP4unNFV7uHDdYs4qKpKs2bNTr+hjs4pOZVhiRbCMQk+PGpd+7wJNXq8JUr+7HCHcJkpA4B0XzoutQ52/rUQYbcAWuStmVpI9qkiby1C4Y/bYOYeWnYwc1RQGVvuLgnw6YfFrFmlzeu+8Tms2hhDZJSB4UoqLxq6ctnDLeCbjWc/ybJCWPYtXPEItB4AqgJGC/z8EuxZcdrdBQE++SIMu5/I3YaeBODlSXkHY54rOPu5/I+iqvm4vD9VW+dTdpPt3kuuOYzBtmjmlnbgRv/NtKErY36azLMDWvFor5YA3L2ugDYZbn4+0pTvrFdT9PEnxL5RwNLGoXQXc1jin8hDhj5851uOAFx9nZ1uPcy8+2Yh3XtauPlWLRpXWqowdUoJ771dRFam3vlbp2EQBLDZBOx+InY/AT+79iiKAslJXtLT5JM6xgoCRMdIhIdLeL0qbo+Kxw0ej4rbrVJWqlzy0XsdHZ1LlzO6yhVFEfWEb1mTyUR0dDQAPp+PvLw8QkNDMRi0Q2ZkZODxnMKQQEfnjBAQBGN5qwADNlGL2lS1CqgeedP6vJ2dYYkgBNZItYw3xLDYEcAww26g4cxKoCryloeVnmrGqSNvT/WGUCs83J09fibGygcJKo867t3j4bUJVWIoO0vmmSfymfxjBC0oorFaQkrbJgQGbaaosKZ75GnZ+BuU5kNwNFj8YcdiyD599DE2TuLFV0PoN9DKDDGRhWI8U71LmfnfPNaubhgB/L+NwhrXBp4JjGNOaQdWOVtwhX0nnc3deHn5OuICbVzfOh4B6JXkoKe4E58czo89H+boz6XIK6cy/6+fuGVGVyaPHMlHYhseVXYjANExBiZ+VD3K7Ocnct9DgVx7g51xN2fz2JOB9B9kZfkSJ089lleroEtINHD5ECu7dnjYtKFuDeZPh8EAIaESISEiTqdKcpLvnIxTG7FxEu07mmnfwUT7jiZCwyTy82SysmRysqoefbLWfN5sFjCZBExmAUGA/DyFvFyZ3ByZ3FztZ7mOulgQIDJKIjpGwulQycmRKchXONEQ1miE8AiJiEhtsdtFrFYBi1XAahUwmwWKihQO7veyf5/3lEI9MEgkNEzEYtb2t1hEzBYBgwEK8hVysmWys2SczqrrgtAwkR69LPTsbaZnbwsdOpkxm0+et+10Khw57OPwQS9HDnux2QQSEo00TjSQ0NiAxXLyiLDXq2p/exvdbN7gYtNGN0cPV/19CAKV515UqNT5vdfR0dG5GDkj8ZaYmFjteWBgIH/++ScHDx7k3//+N+vWrUNVVQRBoHfv3rz22mvY7XaGDBlyTiatcylhRAJEQcCLVMOwxMMJkTeBs24VIArh1Z6rqgur0AkVkTijVkvWUGYlUFXzliNohiW5jpMImnA7jOsALy1neMZe+nzdixuUKvH0/DP5uN3Vb6osnOfA6VSwWkWGKanMM8QzeJiVX34+fZpjDVQFdi8/q13ufcCfV98MwWwROUAAz0jduV4+Svuko9z3bP7pD6ADQLZ3PRnKULpbjrLM0Yphtl3cEXAnCgqPz9vMZeEBXBau9fITgI99S3lM/ov/Sm35euh9uKx+TL5qEokzwphwYw/eVDuSoJbSTc2mn5qJTfWRIdhwI9FdzaGjmkdklIFFK2Iq5zDqWjvde5q55/YcVq2o+hu9/+EAXn0zBKPmDsSGdS7efK2QZX9qabsGA7RpZ6JrdzNdu5np0t1MXLyBbVs83HNHNulpMtExEsVFCmVl1f9+E5sauP+hAHr2tnBZGxMmU9XF/6GDXmb9VMraNS4OHfDidqsoChQXKagqjL3Tn4cfDyAi0sAvM0pZOM/BLbf5M2CQheQkH7//WsaO7R5sVgGHU7v4b9bcyMP/DKRLVzMup0pWlo/GiUbCwmv2O6wvRUUKjjIFh0PFUaadu9NZ9bPDoeAoU3E4VIJDRBIaG2iUoC0nChlZVsnLVcjJkRFFiIyUCAk9uzkXFcoc2O/lyCEfNrtAZJRUuZxKOB1Paakm5BQFmjY7u5tmVqtIm7Ym2rQ1nX7jEzAaBTp1MdOpi5l/PBBQeT6KAlabUG3+ZWUKv84o46vPi9m+Tb+hrKOj8/enTjZkb731FhaLhR49eqAcd/tPVVXWrFnDkCFD2L59O2+99RYPPPBAg01W59JDKG8TAGitAmo06S6PvCHjpW6tAk5MmbRTSLGSiIBCrEGLbDWkeAu3mXEjUiKYCVOdHD5Z5O2BriArDDy8m5eft9FK2V350o5tbpYsctbYxelUWbncxfArbIxQUvmvdBl33xbHLz/vb7D5n4wrR9l464MwHpV6M1dsRKFgJlx18pa8kXsfyKG09G/aVfsCoKjprHPlcLltL2tdzVnnakpf6yH+EXgfv5SEcfusFfwypi/xgfbKfZqphbwtryaREp7vexsdmjbh8HM/E/jLNK59Nh5D6zDWCZF8L7UAwKjKGFBxCgZi1DIWeecRR/V6xMgoA7/Nj+LbSSVs2ejmqmtsjLzaXm2bHr0s/PpHFN98VUxxkcL4ewNqraPr3c/CtFmR7N3t4Zax/siyyuxfyvhwYhE7tnm4/S5/Xn8nBLu9duHQrLmRZ54PrrFeUVTKylT8/av2G39PAOPvCah8Hhwi0bHz6VsnxJ/DhueBgWKD1RdKklAZYavzfIIkuvWQ6Naj7vPw8xPx87s4aiYDg2p/L+x2kbF3+jP2Tn/Wr3Xx1efF/P5rmZ52qaOj87elTv+prrnmGiZPnlxNuB2PLMvMnTuX22+/XRdvOvVDMJabkFAeWau95s0oyOWvn33NmyBUd+KLlVRSfSFESsWYBRmX4iJDTq/niVQRbjeTh9agOwwnObWJN7MB8ZHuXFt6kG+mBtV4+f13ik56/AV/OBh+hY0+aiZ21YtjUHMMhv34zmHWWWiYyAefhjFFbMEPUnOelHfQQ8nmspIsXn4ig+VL9HTJs2Wjew1dzOH0tBzix+JexBsKSDDmcb3/DUwrdtP/6yXc3jGRe7o0qSbiHpC3Y1V9vBbVi9LbeiGW5jGl/0MM7FLEZ6+FEN85AJ8C877NZcrkEh6Y3IpXWw1lrGEQ830LWCFEM1NM5EX5LxpRhiQJ3HNfAPfcd+r53nVvwKk3ADp0MtOhkyaiJEng+tF+XD/aD0VREcXaU+yO4o8KNKGk1tdFUcDf/2xtVc8MGYEtQhhpgo1eSjZR1LxhonN6FCDbZyLZacFrNNDWUlqZ/l3btkfx5y8xjCTFTqzopJFaSrxaSiwODNT9JlDP3hZ69raQmeFjxvQyNq5zsXmTm4x0Pa9SR0fn70OdxFtAQACBgYGn3CYwMPC02+jonA4BU7kgo9ZWATVq3hAQzla8lQupCuIlC3tcIcSXtwg45juGWo8LhhMJs1k4KGhjhp6kVYDhltb4wuw85zlQ47Ujh738/uvJ0yAXztOiJ2YUBqnprLQ3omdvC6tXnjsB9f4nYRBp5yWpM2Plg7wgb2Xy18U89FIBOdl1qLfTwSNv5Juy3oyy/Emm7wY+KRzM8yG/Eyi5GBNwK84iJ59sWMPnGw/yRJ9WPN33MsTyz8qdym7GefbwlxDB7ZZh5F31BMt/eIaBS9Jp1iKHgnyZvFzt9/Lq8F18vEHg1qir6Gi8nizBhkX1sVUMZb53ARHU/LvxIrBAiCdJ8MeJxL3KPoJPuBj3ILJXCKKZWoydU985OFG4JeHHV1Ir/hAbkST4I6gqtyiH+Ze87ZQX8Ifx56jgz+VqeqUjqwsRC6f+G0zBTghu/PCRgZUlYiwLfNEsl2IoNVoqt4vMy6NjXiq93elcbspGBY4IARyWAkgyBpJiCqTUaKGVUkBXQz597AU0pQSpAb4/PB61WhopgAoUYCZDsJKFjUzBSppiJdlpocwrIPvA51ORZZBlSDA56BdURBdTIXGUUZvkVYFcLGQKVooVA/leI4U+AwVeAx4kWtrKaGUsJYFSTCe8rxllEj8fCmRJUQh7LOEUB/rjDbOjhvuBTQRb1bbG/DKCc/KJdxTSXC0i32Blvz2c9KgIvOWmTuQ7IeS472efgpRRjD2vmFhfKa1sZXSLctHG30Gs6sCCDzMKZmTMyJhQaj3HqGgDj/wzEP6pXaOkp/nYssnNpo1u1q9xsXWLW4/M6ejoXLTUSbzt3r2bW265hXfffZcjR2qmkzVr1oxbbrmFXbt21XuCOpc6VWmTFa0CFFXBR4WIq6p5K1NMGISz7/MmCLZqz+MlPxb5gmlnTwUg2ZdUz3Oows9kwGqUKiNv4aqTnFrEW+PXuhGlZNCM4mrr3W6Vfz2Zd8oC/PQ0me1b3XToZGaYksrjUi+euTGE1SsbLnp4PNfdaOfq6+zcK3XDgMor8hbmzSnj8Qfzzsl4lwqqWkCZ90dmM4YeltlsdtzKxIIRPB68iBDJwe0Bd3DMl8Ix3zHeWb2XdSm5vHx5OzpGa6mFEird1CzeU1cxttlVmDsMxr19CYcOVL8qTT0mM+GKPbw42485cW25dv5ipjyTROa6u7nOPpQ/5AUEldeWqsAiIZbnhK4cNgRhcHkwmEXWiJHM8v2JAZXD+DNJasU0NZFCgxVBVmhHPu8oG+mh5lQeB6hxYX2IAF41dOJ3IQGpyInhl92Icw4R1zOY3x/pzzSb5l5sUX3EU0aCWkJnNZdBSgbLxGjeF9vhFSS6KDlcqyTxuzeWTeZoovPyuEk5TKnZygJbY0IED9+oq0ikhEccXZgW1EY7brEDV4ANFBW2p8H89bDgECQXwoDGZA1pwsKhTVjYogMTZAWk41IGM0thfy4UlrGlfTxTE9tr51jmwbI/C3t2EQZBxSiqGAUFkwRmQSbA5STY4yDM5yRccRKJk1K3wL5iK0fdFtKxkWuyUxbghxBmRYqwIYZYUIKtyH4WVOmEtMU8hzYX1wmCWRSgcRO+9tO+ewwlTiIyc4kvK6BMNJJr8aPY3w9nqD+q6bjv0OOzTb0yGMvTE2UFc2YRATmF2MqcZEWF40oMg24CFLlgUzrsStPmcvzikaF5CN5WYWSXL1tatYKcMticDpsPaI9bMqDACRYDNAqExkGQEITcOIjixkEUJwSyNzqOX0NOHfGNSMvmCdNe7gpMqSE2K4iJNRATa2DUtVoE2+lU2LLRzbq1btatcbF+jQuHQ0/71tHRuTiok3h77bXX+PXXX9m6dStff/01q1evJjs7m4iICPr168ddd92F3W7ntddea+j56lxinBh504xJqu7wV6t5Uw3lP59dAfyJkTd/oRFO1Uxceb1bsje5zvM/kQqnydyKyBtOcsqqRzb6jo9mdVw8/+dbVbkuJcnLV1+W8NvMMo6lnD7/ccEfjnLxloZiELFe1wIePTfi7aHHAlgrRDBDasLnvlUoOQ4eezD3nIx1qSEr+3F4Pmc9d9DTNoutjut4M38kjwcvIsZQxN0B9/Ja/iv48LE6JYfBk5fSJiKQSdd0p0WYdlF7hZLEVfJh1l39OG1LD7HlcPnfs38oxLWBvSvZsd3DjsarEcXVrK24vu39HXtX3Uln4yiGWzIpwcgqJZIioxXjqqPw6HR82zKJHNeU1ZNv41mpO1FKGW+IHVEKXSjfboW5B1BbhJL1fFdGxw9htm8RMgLjDQMoLVEYrR7hSls2mYKV9UIE34vNMeaUoP57Dr4fduArFyApvwH/2QrDmoK/CTHawrFGQSQ3CWFpz5a8HdBRExZvrIblyez4cBh/tewMK4/C/IVk9I7nw2u6QIkHJu8lrX8C3eOuxLQ/G3eHWHhqEWSV4moWAvtyYfERTQQdz0+7tAWgaQgMbAxOL+zPg4N5UHzCTZhgK3SKQu0cjbNzNM7YAJAETfAZRO1niwEi7BBa/QZSNZxeSCuB9BLUnDJ8f2VpEakCp/aY64D0EsgoF0fu03w/xAdCh0h87SNJ7xBFeqtIKHRBaiEcS4bUYm1JL9HOqditvW9lHk11x/hDsxBoHoK7WQg5zUIg0g8WJcGGNbAhVXtPTtYHAGBrxqnneDwuHxzI05baMEnaOcX6g9UIZgnMBu3RZiT7mlb868oBvJRfys35u3mp0ZEaUeITsVpF+g6w0neA9j3tcCgsWeRk9i9lLJznoKREF3I6OjoXDgHqls8xbtw4Pv74Y/z9/au1ERAEgeLiYh599FG+//77hprnRYG/vz/FxcUEBARQUlJ7/YVOwyKJLehgvY9/2EO4P/tOxgesop1pC0/k/hOAADGA98I/4MfiHuz3RvFy6Gz+XXSMLNeEMx7DZnoQSYwHwE8QuN7UlU+LBvNO2E8ESw5ezH2e9AaqeesWG8KC2wfxudSB16We7Cv9lEYTZ1fbZvThq1mY2Jb93p+xIlNWpjC4Tzr79p55Hk/HziaWr4sFYJBhJIlqCVuaTyX5aMMWvjVKMLDjQDwPSH3YJIazyfsb94zLZlZd3C11ToogBGMzPcAIczPWO67FoZh4OfQ3bKKHBWXzmVk6o9r2CUF2Ft0xqPJmQTp2+pnG0FbJYcDqiUzen0vRre9S6hdF4Lx3Kdr4R+0Dt42AB7sh9oyFMi/KsiT48wisPOGGxv1d4fOrQFbg3bXw0vLqkR9/E40P3EV+ZAguJAIOZZK7LBNGt9ZEDmDMKYEP1uOduOH0AuR4RAE6R2siJqmw4g3TLt6Pn4PVqEV9ZAX8TPDlKBjRDG6aAUsazpCoTpgkTcRF+UG0vzbPtGJNtBXodXb15rJweLwn3N4BQVXotGsfVwipjEosoaW/q9bUypPhdqss+9PJb7PKmPNbWQ3HVB0dnUuLC6EN6myt9f333/Prr79y7bXX0qFDBwIDAykqKmL79u3Mnj1bFzc6DYKAEZNAZVTNJPhwc3zkrcqwpCrydpZ93o6LvMVJRlJ9wfgJLoJEB27VTYZ8FneJT0O4TavlyMVKGDXr3Zq1NrE6sRU3KUewljtrPvd/+Wcl3AC2b/WQnSUTESkxXEnlM6k11w6z892XJzc6qQtXX2/DicRcsREPyXvIz5WZ/Ysu3BoaVS3A6ZnCn9zLXf7z+LxwND+XdOPOwDUMsw1nj2cPezxVbqTJhWXcNnMtM27qS4DFSAxl/OD9g+uN1xLa9yEC+oUgC2YGyIdZesVjtCk9xu49O2oOvCsbHvzjNBVjwBebwenTtt9Sy42OEg9JrSZj+uNmhP255D6wQBMoj8zT0uFSi/E66lhkpKhamt3xqGrNtEHncccv9cBts7QomHwR1GR65KqIl07DszcH7psDzy9Fvb8rfz3Yjb+i2vMfQCx0EJaeSytPHkMC8rklLrfWOs8KzGaBESNtjBhpY+LHocz5tYwffyhl1XLXKYONOjo6Og1FvXyRS0tL+eGHH/jhhx8aaj46OiegpU16jhNvx6dNVvxsEnx4Va0WwyQaOJug8vE1b/GSkWRXCHGGAgQBUjwpDWtWYq9Km6zNrKTPK22YItgYqxwEICdbZtr3Z38jRFVh+VInN43xY7iayptCR2JHJ8KX2+p9Dsdz3Q1+LBJiKRFM3KgcZe5sxzl1tbyUUdQ0yryzmOsexw1+m5ha0odulqO0MafzQOCDvFXwJqm+Y5Xbb07LZ8A3f/LZqG70ig+jl5rBF75F3GW8gjDVwRzvL8SppQw1jsZ1w4u0djzJnqRkCImBnjdCXiokbdMas5/JVemUbad+vciFp++U6us88snT4c4HF4Nw0zl/5JTBqyu0JSEIOkSidIgiu0Mk2R0TWNmkEy8C9uRcWuekMdyaxbjEPCINtadZ2u0it4z155ax/hxL8fHTj6VM+6GEwwf1L0EdHZ1zx8XRoEVH5yQIgmZY4qFcmAlyNfEmoxmYaK0CtG2MnE27AAGocpOLkwxk+AKJNhQCDWtWAlqPN9Aib+Gqk+zj6t0sFgH/4QlEqQ46qprT5Q9TSvDUsa/siqVaulUHNY9I1UFOz6aIDfiJb5RgoEs3M7OkRDooeTSjmF9nlTbcADo18Ck7Oeb9iyK2cJkpnSnFfShTTFhFK48FPU6wWL0PWkqRg6unruClpTvxyArXKIf52fM7f3h/oYVaiA0fU3zzKRUtuMZNJLbftXDvF9BmEAy9Dx74Gh78FsIaVZ9IdHO4/G6wnr49gI7ORUlyIfy+XxNyN/4MzT6CmIlw6yzKFiWzKSie19oMo6VtDI2zrmTMsU78JsdTeJKa6vhGBp76VxBbdsUzdUYEnbueffNxHR0dnTPhjK5wx40bV+cB/tfq3nTONydE3qgeeQPNcdJ0fNpkZa+3M0nDMiMIVYomRjSRJQcw0LAPaFizEtB6vAHkCVaaqYXkHtfj7bob7STZgmmlFlaum/x13dOPly3RxJsIjFBS+dPWmA6dTWzdXEc1eALXj7ZTjJGFQjzPy1vJy5VZtVzv53aucXl/Z7nYhOssS5lVMpo38kfyaNCfRBjgqeCnea/gXfKUqmiWosLHGw6w9GgWn4/qxuCIFAC8soJREmmmFjLH+wvXGa8lbfBjjJCP8Kl3MRsOZ/L4Lg/Z/e6Bez+HXUu1A4Y1ggTNSRH/UJj99vl+C3R0zg0ZJTBtp7YAxAXAoEQKBzVm/qBE5lvbg6LSuDiXMbZjjOdgrSmWI6+2M/JqO8uWOHnvrUJWrdC/F3V0dBqOMxJvkydPrmZKciYIgoCqqrp406kXQnmrgOPTJh1KdfHhxYMRHx4MqCoYy/dTz6Ch7vEpkxYEfGoQMhLRklYb1tDiLaK8f1GuYKWnklEtbfLGW+z8SwjiciUNgCWLHfUyGElPk9m/z0PLViauVZKYIrWg7+0JbN18sH4nASQ0NvDEM0F8ILXFg8h15SmTp2phoNNQOHB6f2Wu4M/YwF+ZXXIFr+dfxUNBS2hugmdD/s0Hhe+R6kutttfu7CIGfbOEHnGhuHwy+3OL+e6GXgxMjKSpWsR8zyzWijHcoBxAFGB441A2RHl5ePFr/NHkeohuAYoMzmL4aQL4hcDIx2DLXEjdc4HeCx2dc0hqMXy/XVtAS7Uc1JikIU1447p2vGXqwOCiIzwVcJDuak4N45NBg60MGmxlwzoX771dyMJ5uvmMjo5O/Tkj8TZ+/PhzPY8a3HbbbfTr148uXbrQrl07zGYzd955J1OmTDn9zuUMGDCA5cuXn/T1nj17smHDhgaYrc45QzBiEoTKlEgtbbJ6nVhF5A3Ah6RF3gTDGZW8Ccd1jY2UDGT6tKat0YZCfKqPLDmzgU5EIzZAM0epMCxJLqn6Z96inYUj+POgqgnHH7+rfwri8iVOWrYy0U/NJER14bqqNTxaP/EmivDFN+HMD2rGe1J7Jvi2EIeDaT/oJkXnC1nZi8O3mtlugbsDZzOzZCgfFA7jiaCFNC0XcD8WT2WNa3X1/VSVtceq2jiMnbmO6Tf1oW9COLGUMlqp3hQ+wGLku1Gd2JbxFysPLiDP4cEjy0RGWPC3lPJG/lEKRj0JKTuhaVcozII9y+HAeijO0f5Yul4NfW+Fue/DgXXn4+3R0Tk3JBfC5G3aEmRBGd+JxQ92Y3Foc6KzcnjUsp87rEnYqH4Xq0cvCz/9GsWuHW4mvlXE7F/KUPRySx0dnTpyRuLtu+++O9fzqMFrr71G48aNycnJISMjg8aNG9f5WMuXL69VxKWmptbcWOeiQjiNYQlovd6MQkXTbgkjAgKGM7IZEYQqp8lIUSJDDsIqeAgUnWTK2cg0bCgpLtCGG5ESwUyo6mRNsdZLKiBAoCQ6BFkQaVmeNrlzR/3TG5ctcXLfQ4EYULlaSWZZQjPCIkRys+t+5fDIPwOR+sbziNSb2+SDPK7s4ofJJaxfW7PZuM65w+2bT7EYyxSnwPiA+fxUfCUfFg7lyeCFJBjzGB94F42MjZhW8uNJj+H0ydw6Yw0zbulLj7iwk27XMTq4svl3tfXCJq4w3oBqsqAc3AihsXDlY3DVE1CUBV43hMZBUTaMfByObgWfR/vZWQxrpoFLdyfV+RtS6IL318EH62FYUzIe6sazI/vwkqsrt/gO8ZjlAE2ofkOrbXsz306N4NBBLx++W8j0qaV462iyqqOjc+lSL7fJc8k999zDwYMHSUlJ4ZlnnuHNN9+s87GWL1/Oyy+/3ICz0zl/1EybrFnz5qmMvHlV6biat9NzfOQtQjKQ7NLMSgQBMnwNG3UzSSJRflbSylsThOHkWJEm3po2N3IALerXSi1CllWOHq7/f/XVK1y4XAoWi8i1SjKTjS2586VmTH7wwOl3rgWbTeCxZ4K5SupJBzWP9+X1JB3x8q8nL6Bj4CWLgsszjULzw/y3TGWs33xmlYziP/lX0dtyiKv9tjHYNoTd7t3s8Gw/6VHKvDKjp6/m0V4taRrsx9GCMkY0j6Z1ROBpZ9BFzeaIZxIOtYRP8w4yZckRSkSbVhMX3wYCI+CX1zWh9uC3MGAcCCJ0vlITcV2ughXfw8ZfQS2/odCyDxiMcHA9ePRaIZ2LHFWFhYe0pXEQ7ge6MeXuTkwJaEvvsmM8YjrAMDUN6bjbic2aG/n4y3CefTGYH78v5YcpJSQd0R0qdXR0zox6ibeOHTsyZswYWrVqhc1mY+jQoQA0atSIHj168Oeff1JQUFCnYy9ZsqQ+U9P5H0EQjFrkTTld5E0Tbx7VUB55O7Neb8fXvEWIEut9QZVOk5kN2N8NqlIm88qjfWGqk9Ry8da8hZF9QhBhqpMQ3BxJ8jXIHdnSUpWZ08sYe6c/fdVMQlUXxrFtMf/zIG732bdAuPEWPxYGN2WPGMKf3j8wKDL3jc+htFRvcHQhUCnB6ZkMprv41qky0j4Tn9KJP0rbs9MTxxthM7nO73p25u84ZcuLMq/MGyur6tb+s3I3t7RrxCuXtye03CH1ZPjhxc9u4eXL2/Hy5e0ocnlwemXMhnSMYgYFEYnkOty8lrqY5b1vBlGCBZ/ArmUwaDyMeBDaDYYV30Hv0ZDYWTuw1wV/zYOlX4Pb0RBvl47OuSWpEJ5ZDBOWwc1tWftwN9Z2HUy0p4T7xf2MVQ4RSlWGQkys5lD51L+CWLnMyfeTS5jzmwOXS/8+1dHROTl1Fm9vvfUWTz75JIKglegeb2giCAI//vgjTz75JB999FH9Z1lPmjdvziOPPILNZiM5OZnFixeTl3f6SIHJZMJsrrpw8ff3P5fT1KkVEyYESlQDAgoGlJqRN7yY0O5aepEwCpxFzVtV2mSEYCBTDqSzRTMpyfA1rHiLD9CEYk55tM/sKqLEo827eQsje4RAWpbXux080HC5NJ99VMTYO/0xoDJKSWahXyIjHolh9rtpZ32ssfcFcZfUiauVJLqquSxY4GTjej1d8kKiqBk4PV+B6W5mu6GvaT3/CjnG83k3sN7ZlP42mW6W7mx0nV197/SdKfyyJ5XejcIYlBhJtL+VIIsRi0FCEgR6xteeZhloMRFY1X0DP7OR+EA7UzlGb3c2Suoe3ojLoDSiKX/sn8aC7QvxjnoKbntD6y33/f8h5KcidRiGr/ctcFk/WPMTuErBWQSHt4Bcy+dDECGmJZgsWnomaM/7jtHSNg9vgqPbqva1+EFkU0jdDbIe9dBpQFw+re/hlG3QLZaMh7rx8q0dec3QkRvVJO5V9tFZrX4N0n+Qlf6DrBQWyPwwpZQP3i0kN0cvjNPR0alJncTbnXfeyVNPPcWcOXP497//zZgxY/jXv/5V+XpycjIbN27k6quvvijE22233cZtt91W+dzhcDBhwgTefffdU+737LPP8tJLL53j2emcCgEjRgHcqoRJkBEE8FAz8mYXq0feOMvImwQY8MOpmoiWCgHIbGDxFlcu3tIFPwRVxVOYU/la0+ZGfhWC6KVmAXCoAcXbnt1eli91MvByK2OVQ0wVm5Hyzr3wVCn8c2GVLfaJXNUCXrsc3l4DP+6k40B/vuvSnwxsvODTLo6/+W9xg81Tp+4oajYOzxdYjbezxhNFb1MBHc0pLHK0oa/1ANfar2Oba2uNz87p8MgKy49ms/xodo3Xwm1m3ruiM1e2iDmjY1mQ2SzOQmwEEA3A6DaNKHZ5+eXA58zYH8mN5kyuGhlJuD0BKGOPayoPKn3YecXDVQdyFMH+tSAZwOoPkgkkCcIbg6081fPYLshJgU4jNEEYexn0Gg25KTDnPW2b65/T0jodRbB3lWaw4nFCab72c3EOFOdWiT2zDcITICJRGyssXjNoObhBE4tePcVTpxY2pcGdaShPLUK5uzO/Pt6NaVHN6KzkMk45yHVKEkHHfS6DgiUefjyQ8ff688UnxXz8fhGFBbqI09HRqaJO4u3BBx9k79693HDDDciyjKeWLsL79u1jyJAh9Z5gfcjJyeGpp55i7ty5pKSkEBQUxKBBg3jrrbd45513KC4u5r///e9J93/jjTd47733Kp/7+/uTlnb20QqdelDepNutGjEL2kVU7W6T5ZG38po34Uxr3ipSGEWJbFkzZIgyaNGvzAZ2mowL1MRbquBHJGVkFlcZNSS2MHFQCODOcre/Qwcbtor9s4+KGHi5la5qLvu8M9gshPGpXwvWfz0SZflhfBknpKX9qy/8ZzAcyoepN8Bt7Tl6eSwHRCNvyRtpTjEpSV7+XKhbX18sqGoBDs/nWI23Mc/VjmG2XbxVMJKdnjg6mOGF0Al8VfQlKb6UBhkvx+Fm3Kx1dIoO5onerRjWLArDabrA1/ZqgMXIne3juBOA+GqvtTa7WM4SVPcS8l0yP6R6mGluz9H4lngdpfgcxZrhiSJD0naCU7fh5+fHse5joXV/mP8JMfsXkVPqxBvRFK54BMZ/oNXXJe+AX1+HZj2gRS+w+oHZDiZr9QmWFYDPqwk90PbNT4PcY5rDZrdrtPq9lJ2akEvbCxZ/rZXC8YsoaccqKwRHofboKtUihpJRE6CSEUSDNgeLXYsOmu3azyarJhK3LdD21fl7keuAt1bjemcNjGzBgae780TvHjwjdWeEeoyb5SMMVdMwoQk1u13kyWeCuOf+AD79oIjPPy6ipERPp9TR0amjeGvdujVfffUV8imaOmVlZREREVHniTUEe/bsYc+eqjoOp9PJjz/+yPbt29myZQsvv/wyX3311Ul72Hk8nlqFqc75Q8CESRBwqwbM5QLNfcqat7oZlkSKBjLkQAzIhEslFMgFONWGFSbx5eItTfAnTi0ltdxpUhBAahmCV5AqnSYbMvIGsHiBkwP7PbRoaSIUN8PVNLoac+lsvI4e60ayrPkMrcYu0IL/jGspGdqKPsvWM2j1BhbaE9l//2AGG7N4xbuZOLR5fzupRLe7vujw4PL+wk6xKZebUkk05LCwrC3tTalEG6J5LuR5vin++qxTKE/F1owCxs1ah90oEeNvI9LPglEScflkZEVlUJMInu7bul5jCECoReKxZlYe4yBwEPyhzONjf24x647l0joykEE9mwCQWfo7h4+VENPZSuLgEZR6fCw6lMHCDe+y+mBXsn0iyvpfQFUQkrYTvGYyxW4vPkXVRFJAGASEVy1GM+QkQ3aSFr3zHfcdFBILzXtAs+5w+d3atqCJvLJCLZJXmg+KAlFNwRYEfsFgtHBSvC5NlLpKwV3+qChajeDld2mRws1zIGlbvd7Xc0JgJEQ1g8hEbc5lhZporRCsZYVahLOuWP2147r/pi6ligpz9lM6Zz9E+SHf3p4VD3Tk98aXE6K6uEE5yiPybhqhnV9goMhzE4K5/+EAPphYxKTPi3E4dBGno3MpUyfx5vP5MJlMp9wmJiaG0tL696k6F+zevZsNGzbQv39/mjVrxsGD9W9arHOuMFa2CjBVtgM40W3y+MibQYu8CWcXeYuQDGR4goiQipEEtcFTJqEqbTJV8CNWLal0moyNk0i2hgDQqly8NWTNG2iGaG//p5BJ31XdUAnFzbPyNp5t1J0bVw/ht+nF+E/ogy/AyvfeZYzqkwJ9gniKAlRmIhx3r6a4WOH7yXpft4sRlSK88l/MdPViiH07XxUN4bm8G+hjOcRg2x7uCbgXi2BhpXNFg45b5pU5mF/Cwfzqfxcb0/LYmJrPj6N7Y5K02Fup28uOrEJ6xochCie2Nj5z7CYDnWNC6BwTUm19lJ+FKL8qceRnMnB963iub61F9jyyzIHLBlHg8tAhMpgAixFFVckqdeFTFMwGCYskYTaImA1OFNVBdpmJjJJ40ovDyCh1kV7sIKvMRU6Zm9zkpeTsmU+OR8UbGK0JFUcRp7y7YbRo0T5F1mruZC/IMig+7QNbG1Z/6DAcuo6CO9/XhGTSdmoW+ApamqfVX4sCWv20R9mrOX86issfi8BZos3hRFRVE6k+t/bo9Wj7S0YwmLTFWP5o8dfEWlQzsAZo+zu0DIbKVNbj8brLBV1ReTSyCFwlmjGNuwzcTu1RVSEkRms3ERoHofHa8WQfHNkCu5fBvjWauP07klmK/PZait5eC20j8D3SkWnjOjLF0oK7lP08Ke8kHC0dNyRU4pXXQ3jo0QAmvlXE5EnF6PeWdXQuTeok3nbu3MmgQYMQBKHWqJXVamXIkCFs2bKl3hM8V+Tmao1qbTbbabbUuZAIggkzWuTNUineqqdNevFg5LjImwhnWvNGuWFJpCixVw6sdJrMaOCUSahKm0zHn/ZqbmXkrWlzIweEQAJVNxG4KClRyMxo2P5yADN/KsPhyOLxpwLp3lO7sL1b2c+vYiIzuvfF0E2huZrLl94/aUz1i6HjL6+9XpX7xufoxfQXMR55OWlyF5awldsDnBzytGJeWTvWuZryUNASbg+4g1H2qzngPcASx2KOeI+c0/ksO5rF9dNW8VCP5uQ7PLy3dh9JhWXE+Fu5vnU8N7SOp01EILuyC5m1+xirknOQVZVe8WFc0yq23iLvREySSNvIoGrrREEg2t9a6/aiIBDlZyXKz0qn6FMfu8jlIcfhJrfMTa7DrYk7h5tClwePrFQubp+M26dQ6FIpcEKBS6XA58Nby/9UoyhgEEWczhJYP1NbGneALqMgpkXtE3E7NGFWnKM9ukrL6wQDNAFkC4CgaE3g1ZbuKohVIs1g0tI+K1AVTYD5PNricUL2UVg3AzIPQcYhKClvBi9K2lj2YLAHaZFHezDYA7VHW6AWvbT4gdmqpYmabdr4oInM3GNaqurBDVoNoy0Q2gyEa56GUTIc2qQtRlPNdFVHkZZumrQNUvfWbnZzMbArm+L7FsETywl5rTdTHuzFD8bmPKDs4WF5N4Fo846MMvD2+6E88s9A3nmjkB+/K8Gn++3o6FxS1Em8ffPNN0yaNInPP/+cRx55pNpr/v7+TJo0iaioKB577LEGmWRDI0kSnTt3RlEUUlIapv5D51xhLE+bNGIqr3lznyjeVG9VnzcMWDiLtEnhuLRJXxD9rFrNWYYvvYHmXz4OEOtvRQXSBD9iKWHDcW0C9guBtFKLEIDDDVzvdjzz5jiYN8dBvwEWpv8aid0ussA3H5Xa65FORJZV7r0jh/lzdev2ixlVzcenbCNH6Mxsz26utaQw0h7FZ0WX85/8Udzot5l+1gP0sPSgo7kjr+a93OA1niey7lgu647lVluXXuLkkw0H+GTDAQRqxo92ZxcxacthovwsXNUylh5xobSNCKRJiN9p6+suFJrbpolmIXVzJy51e/EoCiZRxCiJmA1VoqnY5dWim3nly85vyCpzISIgiQKSICAKIIoCoqA919Zp60s8PlKLHaQVO3D5zvLmi2TQFp+39khdOaIAjYP8aNwkEoMo4JVVfIqCVy7C5yrEVSpXilr5ZBFGAJMFUTQgecoQKs6r/FxcPhnfptngHwqtB2hCbuRjmkAtzYfSAu0xJ1lLe+15g5Zy6nVByi5NzKXsgPQD1VNgLwbKPOT/czm8uoHQd/rzwR3dmGRsyRPyTu5R9mMtv1EZ38jAR5+H8fhTgbz8fD6zf9G/k3V0LhXqJN6+/fZbBg8ezL333suYMWMoLCwEYMOGDVx22WXY7XYmT57MrFmzGnKuJyU0NJSwsDByc3OrtQDo2bMn69evr7atJEm88847NG7cmPnz59e5D53O+UEoF2+eU9S8eVQPoqAiIeNRJfzPxrCkPPIWIFgoUmxESefGrCTCbsFskMjFgkswEKuWVqZNNm9hZKoQRIdy6+iGTpmsjVUrXNwxJpvpv0RiMAicGNNwOBT+XOjEz1+kTz8LZrOAw6Hw+IO5/Dbrb1prconh8s5FFKJBjOYXVwkjzArPhcxlWnEPfizpyUJHW27w20w3SxLX+F3Ll0VfXND5nqqKJ7PUxaQth5m05TAAkiAQ5W+hWYg/PeND6RwdgtMrs/BQBkZJ5N4uTYnyt7D4UCbTdibTJNiPYc2iaRcZSGzAxZ1t4Wc+edZAgMVIl5gQupyQJloXch1u0oodpJc4URQVoyRiksTKR4OofSsoqtYKSAVkRcXhlSlxeyn1+MoXLyrQLMSfFqH+NA3xqyY4T4aiquQ7PWSXaqmnggABZiP+ZiMBZgP+Zq0tRW34FIV9OcVsyyxgW8Y2ts9fxq6cEjwnC0EJolZv2LgjJHaCfreC+V4tCpdxUBN0x3ZD2h7NYfRiIN9J3t0L4YW1iB9dzoTruvC51Jpn5O3cphzCUP6JadLUyJRpkWze6OLFZwtYu1p3PdXR+V+nzn3exo4dy/Lly3n44Ydp27YtgiDQtWtX9u7dy0cffXRKF8cz4e6776Zv374AtGvXDoB77rmHgQMHAvDbb78xe/ZsAB5++GFeeuklXnrpJV5++eXKY0ybNg1VVVm7di1paWkEBQXRv39/WrVqRXJyMvfff3+95qhzrhEQBFO526SBIFETO261+j8nb7mYMwmyVvOGAMKZpE2aEQSJQEHEpWoXdEGSNkZD17zFVzpNanfjI3xFZJdp59GshZFkwY/rlCSg4c1KTsafC51cPzKTV98MoUOnqn6GyUlebrsxm107tffV31+gRSsTqcd8ZGU2fDqnzrnCicPzGWbDCEyGPixwl1GgyFznv5Kh9t38UtKFL4sGESnNppulO3+UzSXVl3qhJ31GyKpKWrGTtGInK5JqtjH4btvRas9XJecwpXxdoMVI6/BAWocHEGA2sj+3hN05RQSYDUT5adFxt0/GVZ7W6PbJGCSRaH8rMccvAVbCbGbCbWbC7OaLNhJ4MsJsZsJsZjpEBV+Q8UVBqJzD2WIQtbTXtpFBjO2grVNUFa+sIKsqiqKiqNrfSXaZi+VHs1l8OJO1G2fhXjdDSxONSIT4ttpyWT/ofZN2oJI8SN8HafurHp0XsCVKegl5N86GZqtwfzaEx4b25iO1Dc/LW7lGSa7MmOja3cK8JdHMn1vGS/8uYP++izQ9VEdHp97UWbwBTJo0iUmTJmGxWAgODqa4uJiysoa5K9+3b1/uvPPOGusqBF1SUlKleDsZn3/+OSNGjGDgwIGEhYXh8/k4dOgQr732GhMnTqyMGOpcrBgwoN1lr+42WbNVAIBR8FW6TZ5J5K3CrCRSMlCqaDVgfoIbl+KiQGnYiGxsgDZWmuAHgFiSUxlpiG5ho0gwE1vuLtbQbQJOxcrlLgb0TCehsYGBg60IAsz6qbSaJXVJicqWTXoj7r8nPty+ucjKMSzGm9jgdbHB6yJKLOChwALezL+eGaVdeTJ4EVfbr+Wzok8u9ITPOUUub60pnAA7s4pOut/u7JO/JqCJwnCbhTC7JkjCj3sMt1nwNxu0NEhJxFRuhmI1SARZTARYzrRGV+dkiIJQa8Qv2GqiZVgA93VrRpnHx8rkbP48nMma5GwOb56Nsqn8OsI/FGJbQUwriG2p9QW0lqe+Ju+AnUtgz4oqI5bzzaF88ob9DB2jyP9iKON7DKS9ksdz8jaGq6mV2RNXXGVn2BU2Zv9SxgfvFLFj+0WWFqqjo1Nv6iXeKnC5XGRkNGykYvz48YwfP/6Mtn355ZerRdwqePvtt3n77bcbdF4654+KNgFAec3bSVoFlDc4NSFrfd6AM/nTrmgTECFKlKra3V9/0UWG3PBOk/GBdkCLvJlVH2UF2oWjxSJAI82dLU4tF2/nKfJ2PMlJPqZ8rbtH/q/iU7bj8oLFeBOCIJKpyKz0lHGD3xY+LRrMbncMnS1ws3wLM0p/RkE3ozkbVKDQ5aWwvCbtbDGIAsEWE8FWbREFAe9x5iZeRUFVoVGQjRah/rQIDaBZqB/NQ/zxMxmQVVWLOKlaaqOiaot8XARKRSXUaibYemqn6IYi3+mmxO3TzFYkEWN5DZ/VICGJDWc+czbYTQauaB7DFc21xvJOr8y+3CJ2ZxexO7uYnVn72b5qPQ5veYZBSAw0aq/V1F35qLYc3gy7lsKhjRem3962TAp6fg99G5H6xVBuaTOYjkouz8jbGVEu4iRJ4PrRflw/2o/FCx188E4Ra1bp6ZQ6Ov8rNIh409E5N2gNuoFqkbfamnQDGAUZD4Yz7vNWEXnzF0RKyiNvdtHFQW/eqXarE/GVTpN+xKqlpJU7TTZpaiBD1KJxleLtPEbedC4dfMp2nF4HZsMVSGI0K90OnvdLorkxk59KuvOMcR5D7cNoZGzE10WTyFfyL/SULxl8ikqOw02O49QR7iMFpSw/WjNN9GywGyViA2zli5VIPwuoaEJRUfDK2iIr5dF3AQQEBEETmXajAT+zAT+TEX+TAT+TAbNBIqWojAO5JRzIK+FAbjF5ztojPqIAIVYzEXYzEXaLFpm0W5BVlRKXl2J31VLmkctFqVZzp6gqqqplMnSMDqZjVBAdo4JpFupfJzdSq1GiU3QInaKragh9isLu7CK2pOezOS2fzSmrObxtgeZw2XoAtBsM1z2rbVyUrdXMZRzQlvQDmlHK+WB1Cvltv0Yc3JjMzwYzpsVgOih5PCNv5wr1WGUkbuhwG0OH29iwzsU7bxTy58KG7V+qo6Nz/jkj8Xb48GFUVWXIkCEkJSVx+PDhMzq4qqo0a9asXhPUuXQRBGNl5E0zLDmZ26R2kWAUfOWRNwHhDGreKiJvdkGkRLZgFdwYBJVSpeEjUBVpk6mCPzFUmZU0bmIkVbAjqCrROMhI91FWpjdg1Tk3yMpBHJ6DiEIcqukB5rhLuNV/Pe8WjOCN/JE8FrSYlqZWvBT6Cj+W/MB61/rTH1Tnb0WZV9YEVt6FibQrqmaWkutwsyenbrVkqcUONqRW3WTzMxlICLJr7ppilTOlWZLoHhfC0KbRdI0NOSOBZxBFOkQF0yEqmLs6NwUgp8zFumO5rE3Zzeq5y9nrNmm1ctHNtaXH9VX97FJ2wpJJWqrleUBZkkRmy6+xjGhMwWdDuDXxclor+Tys7OFG5Sim8ih6j14WZv4exYplTl78Vz7bt+nplDo6f1fOSLyJolitn9uJz0+G0IB9eXQuRYyYheqRN6/qrZHSVRF5MwkyHrUi8nYG4q088mYXRTIUC/6iJgpLlIZv+Bpf7nCXJvjRVC0ktVy8JTQ2cEywE40DIyrJSXrDHp1zj6Km4lN2stHbAZUkng6ey6dFw3g9/yoeDlpCU1MO9wT+gw7mTvxQ/B1lqu4wqnPxUurxnbQmcXVKDu+t3U+I1cSgxEiGNo2iX+Nwovxq7+lXG+F2C1e3iuPqVnEA5DncrE3JZcmRxSzZ8APpJU4IjIT41tD7Fhj/oZZWueRrLSJ3HnAtSCKlySTsVybifLcfD17Wl1fVztwv7+EO5QBB5X3iBgyysmJDLD9NLeW1lwo4lqL/z9HR+btxRuItMTHxlM91dM4FAprTpKIKeNHE24lRN6gZeTMhIHD6uo7jI2+lihk/UasJaOjImwAkBmupkamCP/2VVDYWV4m37diJLb841sWbzvnC41uBUerAJq+LLCWJB4Nm80PxMN4tGME9gSvpYkmmm6Ub3SzdKJKLyJVzmV32G3s8uy/01HV0zpp8p4dZe44xa88xQHPbbBMRSOvwQNpEBNAuMojLwgPPqB4v1GZmVKtYRrWKBWBPdhF/HslkyeFdrJ90P75W/WDQXXDfl5rJybLJkJN0Ds+uirJ5Rzk67yjmTuEEfNyf13p14h2pA3coB3hc3kU42v+5m2/z45obbHz5aTHvvV1EUaFe56qj83dBr3nTuXgRTJgFAY+qOYiZTiLeKiNv5X3ejILWYuC0h6+IvAkCJYoFP6FcvKkNG3mLC7RhNxnwIpKFjTi1hB9yNYGY0NjAH4K9st4tJUmvd9M5PyhqBj55PwapJSmyj0/L0rna/hs7nUP5omgQo+VNDLXtRhAgUAokUArkCdOTLHcsY0bpz7V+FnV0/i7kOtysSMqu1mrCbpToEBVMl5gQusZqy5lE6FpHBNI6IpBHe7akyOVh5u5jfD/rCXZGdYOBd8JD32qNwTf/DvtWg3zub9K5t+awv+8spNiFJHzWh+9GduY7Y3MelXfzoLIHOz4sFpHHngzizrv9+fj9Yr74pIjSUj1tX0fnYqdOjWkeffRRgoKCGngqOjrVqWjQ7Va1FEiz4K098kZF5E3Gi6G8Tu7Ma978BJFS1YJfedpkQ0feWoRqdtOZ2FEEkSBPIVnlPd4aJRhJE+zEoUfedM4/Lu8sZEW7eHWh8rOrAKNhNpdbd/BzaXeml/RAUQUyfQE4FO2GyEDbIF4ImUCQGHQBZ66j0/CUeWXWHsvl4w0HuOOX9bT5eB6dPpvPw3M3M21HEsmFp08fDrSYuLtLU5aPH8TSTl7uXD0B6+zXtUbhoyfAP3+CwfdAUNR5OCOQ00rZfc1CPI0+pPmqnbwjtaeL8Tomi83xlduaBAZJPP9yMNv3x/PwPwOwWvWSFx2di5k6ibf333+f9PR0fvjhBwYMGNDQc9LRKUdzm3SpWoD4ZGmTnsom3b7KKJ2RM2j8KlRPm/SvTJts2Mhbi1CtFUBFjzdPflUrgvjGBtKOS5tMSdbFm875Q6UEh+dTvPK2ynU7ZDf7WMhg20qWOlvxaM6tPJ93A//Ou54dbq3mJ8oQxVPBTxMgBlygmevonB9SihxM25nMw39sofPnC+jwqSbmftlzjIKTOGpW0CEqmIlD23FwsJ1vi6YxaN7TSHuWQ7dr4LGpcOf72s/2c98o3Z3u4K8Bc7B1+YTofSk8buhNb+PVzBXiK3uOhoZJvPZmKFv3xnHXP/zRbQt0dC5O6iTeHn74Yfbu3cuYMWNYsmQJBw4c4OmnnyYyMrKh56dzCSMIxvK0SU28aeKstpq3qlYB3vJtjeLpxZsgWLEgIFWkTZaLt4Y2LGkRpkXeUgXtsSgrHYCQUBG3vw23IFWmTeqRN53zjweX9yfc3oWVa4pVhY3KWppYZhFl3MYw+x80MuTyUeFQphVr0bgoQxRPBv8ffuU3JXR0LgVSizUxd+/sjbT8cC4jvlvGu2v2si2j4KT7WI0SV7eKY+bgRhy9LIVP9r1Jh/X/RfB5YMTD8OQMuGMidB0F9qBzOv/CrQVsbT2dmGsmYcgsYazxcq4wjGCDEF65TVS0gfc+DmPekmiatdAbyOvoXGzUSbx9/vnndOnShU6dOvHFF18QGhrKG2+8QXJyMrNmzWLEiBENPU+dSxLTCWmTZx55M51B5E3Ahl0U8akCDtVc6TZ5rtImUwU/AlQ3KTlag+6ExgZSBa15dxxl+Hwqqcd08aZzYfDIy3F5Z6GqcuW6bA6TJy5lnbyTUmk6V9nXsNTZihmlXQGINcTycNAjGM8gTVlH538NWVXZlJbPGyv3MHjyUjp8Op+3Vu2pdBOuDbvJwJjLolja2UdS5Fo+3fcGPbZOwYQKVz4GT86E29+FLleB7dxFttN/T2VPzNck/ONH0oslhhuvZKxhIAepGrNXHwurN8Xw+FOBSNI5m4qOjs5ZUifxVsGOHTt4+OGHiY6O5vbbb2fdunVcc801zJ07l+TkZCZMmEB8fHxDzVXnEkMoT5t0l0fTLCereasWeStPmzyTPm+CFbsgUKZoQs9PdOFRPXho2P43FZG3vUIoLdV8DuRpvY0aJRhIpVy8qWWkpfqQ5ZMeRkfnnOOVN+P0fIWi1GxUn6/KbFPWcJV9HYsdbVnmaAVAM1NzPo/8klv8x9DD0hMBPddK59IktdjB26v30unz+dw4fTWz96bikU/u4uhnMnBLs2DmtXWQEbOOGcfeY+i+aVgNEox8HJ76Bca9DZ2vBIv9nMw5+asDpIR8SsILs9ngCqan8RqekHqSX34D1GIReek/ISxZHUPbdqc3AtPR0Tn31Eu8VeDxeJg6dSqDBg2iX79+ZGRkEBcXx4svvsiRI0f4/fff6datW0MMpXMpUek2WZU2WbthyXFuk1RsKwGnvlUoYKs0KwHwF1wNXu8WZjMTYtX+Ce4Uwmir5nKgwmkyUWvQbVF9hOImRU+Z1LkIkNVkyjwf4fFtqPFakaqwTVlDP+tOfizpwTJHSypafg6xDeXewH9wZ8D48zxjHZ2LC0WFZUezuOu3DbT++A8em7eF5UezkJVTOzleHmVletNCUiNX82PKe3Tb9j2iKMFVT2gRuWufgbjWDT9hVSX5ta3khHxEwufL+ZnGdDdewwwxsbIermNnM8vWxfDqmyEEBjbIpaOOjk4dabBP4PDhw5kxYwZLly4lJiaGY8eO8cYbb7Bo0SKuvPJK1q5dy7hx4xpqOJ1LgCq3yVMblqioeFVvZZ834AwadRsRBAN2QaRE0cSbn+iud8qkSRJpHxlEgFkbuyJl0onEQSGYy3xZpBRp9W0VaZOxlCGg17vpXEx4cPt+o9T9NmXuz3F6fkRVtVSwQlUhk0X0t+5laklvphT3oUi2VO7Zx9qXa+zXXqB56+hcXBQ4PfywPYkbpq+m9cd/8OSCv1iVnI2inlrIDY+2sqBNKUdDV/DStleJ3ToTEtrDPZ/CA19D9+saPhrn9nHkoZX4mn9C1P5j3Gvoz2jDYJLLM0SMRoFH/hnIlt1x3H2fv55KqaNzgahXn7f4+Hjuuusuxo8fT1xcHIqiMH/+fL788kvmzZtXuV3r1q2ZM2cOL774It9//329J61zaSAKoZgQKFUNCKgYkSvr207Eo3oxHW9YUt6oWy1vSHoiJzboBvAXXeR56x55C7aaWHTHIJoE+5FZ6uS2GWurpUwqgkhAQTIVN18TGhtYhV03K9G5aFHVAlQKUFQo86RiMz2AKPiTqXoJkBZyu38e00p6s9bVjNamdG7w20y8sYBRflfTyNiIXe5dbHFvplgpvtCnoqNzwcl1uJm89SiTtx4l1GpiSNMohjWLZnCTSPzNtd9s9DMbeaRNGI9QyO6cb3nrgI1FQd3wDn8Qhv4DNv4Gq6eBs+E+Y66jJey67Eea/rMNO968gl7Ga3hO3sb9yl4MqISFS0z8KIx77g/g30/ns3Sxs8HG1tHROT11irxdf/31zJ8/nyNHjvDiiy8iCAKvvPIKjRs35pprrqkm3AD27NnD999/T0JCQoNMWufSQBITKiNvJsGHIIBLrV2MeVUPRsGHjIisClrk7RSNuqsadIuUKhZEFKyCh5J6NOi+o2MiTYI1570oPyvf3dCLXvFhAOwSwpBUBTnzSOX2jRK0yFuVeNMbdOtcvKhqAS7Pj5WGJgdkD2vkDQz2/y9DbL+TL9t5t2AEab4gADqYO3JbwFjeCHuLUfarMaHXy+joVJDn9PDTrhTu/m0DzT+Yw3U/ruTLTYfILqv9fxxAm/BAvutoJCX+LybufYuEPfOg69Va24H+48B0+obiZ8Ph93dTEP0RrTfs4gWpKwMMV7FciK58/bLWJn6ZG8VPv0XStHm9YgE6OjpnQZ3E24wZMxg8eDDz58/n6quvpnHjxrzyyiukp6efdJ99+/axevXqOk9U59JCEMIQBBvmcrdJs6AJm9paBWjrPZgE7aLSq0qVkbeTH7888iZWtQkQhPo5TXaNDan2PDbAxo1tGgGwUwyjuVpAUm5B+fiaeEsrT5sEvcebzsWPrCbh9s2tfJ6tyKzxFrNO2UdL63RCpDImFgznsCccn6r9ezELZq7xu5bXwl6nl6W3bmiio3MCXkVlZXIOz/25nXafzGPczHUsPJRx0ho5kyRyZ/NA/mqVzp+Fk2iXvg76j4XHfoSeN4Kh4W6UePM9bO41m+gbvsWT7+Za4zBuMgxmH4GV2wy/wsa6v+KY8Fowdrv++dbROdfU6VbJK6+8wqRJk0hLSzvjfaZPn8706dPrMpzOJYgkalHaCrdJs6AJG/dJ0ia9eDCiiTcPBozCacQbVZG3JMWCn1DRJqDukbeOUSdvtLpTCC83K9FSWyKjJCSLRCZWPW1S52+FV16PJMRiNHSttn6zr4iell/Y5byRNwquQkIh3pDHHQFriDcWECKFcHfgPdzqfxu5ci6FSgFJ3mSOeo+w27MLGd1qVUfHp6jMO5jOvIPpRPtZGNM+gVvbNyYxuPZ+ip2CRJYH7Wev4yiPlrbhr2H3w4BxsH0RbJkLOckNMq/0X1Pg1y9p9UIHdj03mD7mq7lDOciz8jbCcWEyCfzz/4K4aYwfLz6bz6yfyxpkXB0dnZrUKfL28ssvn5Vwq+DRRx/l8OHDdRlS5xJDEsrFW7nbpKlSvJ0s8uat3EaLvAGnaBdQEXnT3CbN+Jc36K6reAuzmYn2rz1lRUZgjxBKC28Wy45mA1q9WyY2VEEgRnXgcilkZugXrzp/D1y+2chKao316315KMZvaGf5mJ6Wn5ARebNgJNtcVS1jrKKVeGM87cztGeU3ikeDH+Pl0FeJkWLP5yno6Fz0ZJS6eG/tfrp9sZBrpq5kxu4UXL7a/09cZvawOHQr690/MKxoC8YOQ+GhyTD+Q2g/tMGicfte3U5G8Id0mLaCmTSms/E63hPb4ix3d46NM/D19xH8sTiKzl31VGkdnXPBefV7DQoK0uvedM4ISdTSDc3lNW+WSvF2qpq38sibenaRt4q0Sah72mS7yCAAijEyyngdu4TQyteOCoGUCSamLvyTYreW/pnQ2EBWNrU7tAAArNdJREFUed1dJE6Opfg4jfmYjs5FhA+n5wdkJbvGKw68JFHGFvk3FG4k3rCXT4sG837BUFY7m1Mo17zJEWWI4rmQfzPQOohg8eQRbB2dSxEVWJ2Sw/2/b6L1x3/wzKJt7MwqrHXb5mIJ04J3kyJO5a3C2TT2N8H1z8ETP8PQ+yAoqv7zccn8ddsK5CYf0mbzbl6XOtHNeC0/i4lUdLXr09/K0jWxzPg9kq7dzfUeU0dHpwq9wlTnIsSKJEYCFWmTRkzlNW8nS5v0qB78xOMjbwKcyiBBON5t0kK4URNtdTUsaR+p5f/vECJYK8byiDSIu7ZMJN/h4itXPIyA5P3bK7ePjTOQWS4go1QnO1P0qJvO3wuVIhyejxCFcEQhFKtpbLXXjVInioF8+VtiDDE4lNFMKe6DikCYWEKsoYBwQwkJhlx6WI5gES2MDRjHWMaR7ctin2cf2z3b2e7edkHOT0fnYqTI5WXSlsNM2nKY3vFhPNi9OcObRyMK1WvNTCjcYz3GPRzjiHsTb3qaMKfbVXh63wT718HGX+HIlnrNpSzFwfrus2k0dB3RU0bwj+j+fK605j/yJnqr2o2docNtDB1uY8liB2+9VsjG9bVnz+jo6Jw5unjTuYgwY5DaYhSrmpBWpE2azyBtskbk7VRpk1gRAJsgUKrUP22yfXm92wEhGFFV2ClG8HhuPCTvgFvvgOyj4Kiyco6KlsgSbBhUhVBcZKTp9W46f0dkFDUTRc3E4fkOm+n2GlsYpEiKVA8++T7iDU4keuJSO5EltyTN14g/lTascrZkfMAqwg3a5y/CEEmEIZL+tgFsdW3ly6LP8aF/RnR0jmftsVzWHsulaYgfD3Rrzi3tErAaazZfa0IR/8/efcfHUZ+JH/98Z2a7pFWv7h0XMGBsOqYkJDlILiEJSQgJpIdLuyR3+aVcgJB65HKXHLmUy13qpZLCEZIjQDAdY4rBvduy1ftK2j7z/f0xsyutLcnS2pYNPO/Xa187Ozs7OwJZ0rPP832e74eeI6438dPEPL41cxntS74O3c2w4X9h8wMw3F/0dTTf10lz40847/8tInbzFbwm+Gpe7TTz/+znOUP3AnD5K8Jc/oowf70/wef/Xy+bN439QawQ4uimtWxSiPEpwv73E/K9Ectc6u1x57WNblgyXrfJjE7jZ/KZN6XChJTC8IK3EiPXsKS4ssnT68sB2KUqmK/7WbBvHVz+Hnj3v8PwAPz0HwuOr60zaVch6khgAB0dknkTL262s41k5o/5UQKjKWXisy6l17yCNrWfbu6gS7+JAWcBV4a/Rq8d4eaev+W/Bi5iU6qJtB75A/TM4Jn8XfmHseSzRiHGtKd3iE/e+xynf/tPfP6BF9jaOTDmcWGyvN/cyWbr9/wx/VvO98dQr/wAfOJOeNtXYPml4Cu+xPGJr+5kd+V3eMXP/sQ2O8olvqt5q3UpG9VIJ+bLrgjx0PpGvv6tKioq5U9QIYohvw3FKcFQTZhGQ8E+H2CowuAtOV7mjcyopiYWfsVR17xFlEFKm6TxEVHFZ95KA1Z+vttOo4JFuo99D/4XXLMUWrbDH74KmcLrrquz+Csh6rQ73LSjXYI38eKXsR8j62zBZ5yOZZ6VL3/OUcqPzzwLn3lWft+jdh+L/B/Dp1/P3sz5PJFcAECJSrImuJc3lz7FisAKvlr9zzyd2sD29Db2Z/bT7/RP55cmxCmvN5Hm20/t4ttP7eL0unLesmI21yybSXW4MCBTwHm6jbsDbfRmn+Qnmdn8V+18Wt/4eUgNw9aH4bFfupm5KUolNPdd/xTBDz7NFd85h23Xns9a39W82mnmU/bzrNS9mKbiPe8v45o3RfjiLX386AeD2PIrUIhJk+BNnBIMFT1in9+r4XfXvB098xY0svnj3SHdE3ebjCiDYScIQKmRIukkiyrNWlFbnt/eqSp4o72dv7S0wTevA+2M+Zo6r2yyjjggwZt46dC6n7T9MGn7UfzWpfjNS1HqyFKuHEOVs5tyMs5PSNp/S515OdXm5TSYV/BgYiXtdhkfiK6j3CznivAruCL8CgBasod4NvkcT6eeoiU79e7HQryUvdDRzwsd/dz81xd4xfwG3nnmXC6bV3fE2rhKknzMt4OP+XawO1nKV/ub+NPCc0id8UrY9AA89GPoHX+G73iSQw73X7+e4Ac3cNl/nMPWt7hB3N/a+7nNfpqZDFNRafIv36rmXe8t41Mf7+HRh8cfUC6EGCE5a3FKUCpyxD4fbvvF1KTWvKXxkUWhSU6m26QXvA057ieSJUaSQX1sJZOD+GhVpYQHWsg4etzADbyySULU5zNvsp5HvNQ4pLMPEE/fQcbeOGY55Wg+8yxC/vfQo1vYkv4MezJv4gPRu9mbqeHW3tfxUHwRGT3yK6vJmsHVJVdza9VtfLj8I5wfPJ/Xl7yB10ZexwKfm72ba83lvOD5LPMvw2T8AFKIl6qMNzfu2l8/xjnfvZdvPbmDnvjYv0cXqEF+ULGdfb5f88nYfYQWnQMf+gm87h+L7lKZHHL46zvW017xTV595194QtWy2ve3fM04PT9eYNkKP3+8r4Ef/k8NM2bKv1MhjkYyb+KUoCgM3rL2dmz9APAFr2GJ220yPUG3SUOBX2VJaYvySYwKiHjr3QAiRqr4ZiXemIBdym1akm7fN+HxkYiitNSgQ4Woc7zgTda8iZcoR7eTzPwKxZ+xzBWYRiOGqsNQtUc0FbKMOVj+OWgdp83eyh/jt3N96V6eSf0tPxs8nzuHVlFnxqizYpwb3MMyfyuG0pwRWMkZgZX587yW1x1xHXEnznOpZ/m/4T/TZred6C9biFPO/v5hbn1wM199eCuvXdLEjWfNY82M6iOOC+Dw6dBuPsY+/nVoId8+7XySp78CXrgPnvwtdEx9Xm9q2OHPb3qcxiXPsfY3V/D1ZSv5mbmQL2U3cLVuRgGvf2MJV74mzDe/PsA3/2WAZFLm5wgxlmkN3pRSqMNS9kIAKFVS8NjRgwSUG3zlMm8pnUIz9g/zXEYuoDJumSUK1HjBm4VSfm9At1c2qZJ0FN1pshxwSyYBug7smvD42noTG0UXQeq9sslOKZsUL3GaGBn7MTL5b3WFZSwh6HsL6rB/q0qF8Vmr6AV+HH+Ucv3PXBJ6HRn9t9jM4mC2gW/2z6fSGOLVkU1cEtqBoSb+Qy9shLkgdCHnBc9nQ/IptqS3cDDbTEu2BYfxs+RCvNSkbIffbDnIb7YcZFltlBvPnMebls+ixF/4J2EIm88EtvNRdvPN5BK+u2QNw2e+GvZvhPW/gx2PgTO1fzut2xO0rribs976NMH/eBXvKL+Ui502vmA/zUrdSzhs8OnPV3DdO0r43P/r5X9/Hz+OX7kQLw3TGrz98Ic/5MEHH5zOtxQvEoeXTWqG8asAjlZkGAnexjMSvGVJaR8BpVCMveYtP6DbMBiyA5jYBFS26MxbrlnJLlVBkx5kR+uRg4tHq6sz6SKIowzqdIKhIYehIfmEUbzcaLLONuLp/yTkf/uY614B/NY59GcTrEt8D/geCsVcax6Xh97MgHM9/zN4Ho8kFnGav5XdmTrS2uSy8DaW+VvYm6llf6aaOb5uVgQOElA2hjJYEzqXNaFzAUg4CXZndtOWbaXH7qHVbmVPejdppJW5eOnb0jnAJ+99jlsf3MSbls/iXWfN47Sawn+LEbJ8xtrMP7CV3yVmc3vlaey79gvQ3w5P/QGeuRtSUwuynv1FG+avf8gr/vV09n7wMtb6rubN9h7+yX6OmQwza46Pn/yyjg3rk3zp1j7WPSDr4YTIOabgzTRNFi9eTHl5OaY5dp3yI488kt9ubm6muXnq3YvES9/hZZNaDxNQgXzLcP8kg7egynjdJscfFaBGDejucIKUGCmUgsEigrdo0EfAcq9xp3I7Te4cnPiXWG5MAEA9CTqlZFK8jDn6EMOpb2CZK/CZZ2MZc484xm9dDATJ2E/j6EPsze5hb/YrBNQ3ODfwQQ5mP8GTydnUmbspM8r4cezC/GtL1RD/F19BQGVYGWjmnOA+lvlb8Ck3YxAyQqwIrGBFYEX+NVmd5UBmPzszO9mZ3snuzC4S3vpUIV6KBtNZ/vvZvfz3s3u5ckEDHz9/MauaqgqO8eFwrbGPawP72Jiu4SvmYv56+btxLnwbPP5Ld/B3evJBlm3DfR95gfLbtvCGX17AukvP4y5jDh9wtvL39ibKyXDOmiB/+FMDjz2c4Eu39vP4oxLECVF08PaFL3yBD3/4w5SWlk78BpYsqxNHd0TmzQveUtrNngVUZtxOkwAp7f5Az61586OOKMXKv1cu8+Y1LCnJDeguomFJbTiY396pKrncOcDjw+NfJ0B9g0U7bgBZpxMckJJJ8bKXJms/Q9Z+BqXK8ZlrCFhrC47wW6vxW6vROonttJB1tpO2n+fJ1L8B/wbAgAMmJkt9r8NQp9OV/V86nGcpVWfSZH2C5syrWJ+8gnJjmKsiz3NhaCfWGOWWlrKY71/AfP8CXh15DQD9dj+ddidddidddheddicHMwdps6feiU+IU9m9u9u4d3cbF8+u4ePnL+GiObVHHLNSd/Erfxct2ef4qnEmv7zsXejz34x+9Jew4S7ITD7I6u+y+d3lD7Nk9TNc/vNL+c95Z/BTYyEftzfxbmcHIWwuuDjEnx4I8df7E9z2+V6ee0Yy4+Llq6jI6p/+6Z/47Gc/S39/Pz/5yU84dOgQ2ax0yxPFG6tsMqBKSWr3WzSgsiSd8YOiZD7zNlI2yXhlk/nMm2JIByhRuQHdU8+81UTchidpDPapKDMy3aTsidcA1NaZdKgQSmtqSfCUBG9C5GndTzp7L47TRcj/piOeVyqIZc7HMuejrVdjO7tIZe/H0YcAsLHZmvkd8Lv8awb1c2zPvJ0SVcL5wevott/F/wyex++Gzias0vhVlipziDorRqPZxyxfL01WXz47B1BullNulrOIRQXX02f3sS29lS3pLWxLbyXmxE7MfxghptnDB7p4+EAX5zRV8qE1i3jVwgYso7BJeRPD/Lt6lE9lNvLP1ln84or3wgXX4jxxJzz/FxjsnvT7bX9qmO0L/siV73mK8D9fxs3lZ/NtcxmfsF/gemcXARwuuyLEZVc08ZtfDnHb5/toPiB/e4qXn6KCt3e9610cOHCAVatW0dvbe7yvSbzsqDHKJocKMm9+lSU1QfCWy7wFVIaktrw1b+M0LFGjM2/BkcybM/XMWy5426ui2Mqgerj9qK+przdpIUQ1SSw0nR3yy0eIw2WdZ0lmggSs14w7J04pA8tcjGUuxnaaUUTQ2NjOLmznAIbRgKFq0HqIrLOFIWcvjyfdtXOwHJs3Y6kZhIw6BpwZtCQbecA5DY2BiUOD1c8sq4fZvh4W+jqYYfUd0Rilwqzg/NAFnB+6AIBDmUN02Z0MOAMFt4QTx1AmBgYmBoYy0VrT6/TQme2UNXbilLWhpZd3/u5JGkqCvH3lXN65ci4NpaGCY2YwxLf0w3wy8xxfD5zNry+7gcxl74K9z8DG/4Ptj0F2ct/j9/6gE+tHv+SqT8zA/sxa/qF0Dd80l/MP9vO81dmDD82b3lLCa18f4XvfHuBfvjbAQL80HRIvH0UFb3V1dXz3u9+VwE0cJ8Ej/jjLlU0eylag0NSaMXZPGLyNNCwZdIITdptUjKx5G3IC1PjcoK2YzFttxC2b3KkqASiJHb2Eqrbe5FkVpl67a+Pa2yTzJsRYMvbjZJ0d+MyVWMbpmMaR5Vs5pjFr1HYtcEHB837OxdGDpLP3k7E3AJtJ6c2024A9+rgKGq0rKTPWAitpyc7lqeQ8spiEVIoFvk4W+TtY6Otgtq8Hnyr89zvDN4MZvhlT/lp77V467Q46sp3uvd1BZ7aDTruTLPIBjzj52oaS3P7oNr7x2HZetbCBd501j7Vz6wqOmcUg37LX8UX7ce4yFvDDWQt5fsHnUckh9OYH4em7oP3oowayWbjra4fw/+vPeMNnZjP8yUv4SOQCvqmX84XsM7xGHyQQUHzk4+Vcf0Mp//r1AX78X4MSxImXhaKCt3379lFWVna8r0W8TI01oNstmwywI11Pk9VHiZEmNc6MNxgpm3Qzbz4MpfDjZ3jM9wth4HWb9BqWQHENS3KZt12qnAqdJB07+gcadV7DknrcBgjSsESI8WndQzr7AGkeQFGKYczAZyzFMpejVPDoJxjFUKUEfa/HZ55L1tmO47SRdXYDI81I0vSxP/tL4JcAWFjUGLOImGvRXESXfRbbh5aTYRUmDo1WXz47N9vqYYavl4Ca+r/pSrOSSrOSJf7TCvY72qHP6aUj28mB7H62pLewO71LAjpx0thac8/OVu7Z2crSmjI+fO4i3rB0ZkFJZRlprne2cj1b2ZOO8ktrMT854yK6V12N2vkE+uGfwaGtR32vdBp+e8sBgl/9KW/54nxaPnwp1/kv40KnjS/ZT3OG7qWi0uQLX67kU58t51c/H+L7346xfVvmRP4nEOKkKip4u+OOO7j55pupqamhq6vreF+TeJkxjiiZTAFZgirEzkw9K/zuWpaUM/4C6NxzuVEB7vb4mbewN29wWAcoUcfQsMTLvB1SZczWA3THJ25WAlBXb9JBiNN0PyADuoWYLM0gtrMN29kG2f/FZ55LwLoUpUJHf/EoptGAaTS459RZbGc3ttOMowdwdCuOHil/zpKlzdkLzl7gv3NnAFYSVpeR1RezM30GTyZXY2Oi0FSbgzSYAzRY/TRY/TRa/ZSqJGksMtokra18J916K0aVMcR4I1ANZVBlVlNlVrM0sJRXR15DSqfYmd7JlvRmdqS302l3TtiNV4gTZWtXjA/e/TRfemgrH1y9gOvPmEvksHlx8/UAn7Wf4lNs4HeZhfzzvLPYt+jbGPs34jz8U9j77FHfJ5nU/PKTuyn/8l7e+f0zeOL1l7DWuoq3Onv4J/tZGkgQiRi8671lvOu9ZTz8YILv/UeMP/8xPtVRdEKc8ooK3v74xz+ydu1aHn/8cb7whS/w3HPPMTAwMOaxBw8ePKYLFC99Y3WaBKgwVtBll7HY7/4hNeCM/T0GR44KcLdN3KYlhZ/AKRUiogzS2iSlffnM27AzVp5uYjVe8NZNkGqdoHN44g5bhgE1tW7Dkkt1GwAdUjYpRBEyZOxHyNrPYBpLMFQpju7HNGbiM1ehVADb6cB29mIaMzCNmWOeRSkLy1yCZS7J73N0H1l7O1lnO7azF47IctnAMwzqZxi0bwfAIMgM60rC6nxsFtJjz2V/ZgYxvQwwmEhQpWm0+mmy+rybu11mjP3zJKACR4w3iNkDdNld3q2bYT1EWqdJ6zQZnSatM+427nbGey6t08R1HI3MmhTFOxSL89n7X+Drj23n+jPm8LbT57CwqrAbuYXmzc5O3shO7tHz+OcZZ7H1Hf+C0bod56Gfws4nQE/8fdjf6/DjNz7H7IWbefv/XMifVq3h98YcrnH28U5nJ6t0Nwq4+NIQF18aYueONF+9rZ/f3zl8tFML8aJRVPC2f/9+tNYopfjhD3847nFaa3y+sTv+CZGjVEnBY43brCShzwFgkRe87crsHPccadI42vEyb+63td9rWqIPD94I59e7AZQYSeJOHJupB1G1XtlkrwoxS8foHJo4eKuqNlCmooMQdd6aN8m8CVE8TZysM/LJfdZ5nlT2zygCaEZmLprGXALW1fmM20QMVYHfOg8/56F1iqyzG0e34zg9OLoHrbsLzg3gkORQ9i7grsPOFgIWA5W45Zlx7z4BmFisIKDW0G+vpDu7mMf02Thep9xSI+EGc+bowK6PoHFkyWSZGaXMjDKfBZP4r1Yoq7PEnBj9Tj/9dj/9Th8DzgDDzjBxHXfvnTgJHUehUBgYysDwtk1l4MOPX/nxKx9+FcCnfAw5Q3TZXXTbXTIn72WiL5HmW0/u5FtP7mRVYyVvPX02bzhtJmXBkb8FDeBqZy9XsZe/OrO4vfZsNrz1S/i69pF56Kew5SHQE6fLDuzK8NPVD3L62qeZ928Xsm7FMn7mW8hpTh/XO7u41tlLFSkWLfbz3z+r5RP/L81Xbu3jj/87tWHiQpyKigrefvKTn6DlIwxxnIw1oHu+bwG7Mo00mn2UGimyOsvu9O4Jz5PSqXzZpNa44wKUj8M/UM5l3obzwVuqqE6TMLLmrZsQZ+kO9h5txlu9RS8BMsqkTiewbU1XpwRvQhxf9hHBle3sI56+A9NYjGnMwlSNmMZclJr4A0alAvjMZcCygv1aJ/Lz5rLOVrTuG+cMCWDjuOfPsp8B5+5Re0xgPrCcuLOSA5mz2Z9ZSlIv9p6DKmMwn6GrtwaoNgepNoeoMOJHdMOcDEtZ+TV340xYOWa5QK7P7sMZ44OylE4x7AwzrN1AcVgPk9IpQipISIUJG2FCKkRIhdE4tGXbaMkeoiXbwmARJe/ixHu6tZenW3v57P3P8zeLmnjvqvmcM2rwtwIu181cbjfzhNPAv1Su4sE3fp7gK9pIrvsZvPAXsCde2/nCukFeWPln6mfcx1u/vJT+a87k5tDZ3GKezWudA3zM2cxy3cey5X5+9ps6Nj6b4mtf6ufeP0k5pXjxKip4u/HGG4/3dYiXsbHKJhf7F/N4sp6lfrd744HM/qO20naDtwwaRRozPy7g8D9llApT4o0JAChRSWJFNCuBkbLJXhWkkiTr4xNn3mrrTdq9OXP1JOjusuUXiBDTxhlZMwdAAMs4DdOYg6HKMYxaDFUxqTMpFcIyF2CZC4CrsJ02ss5WsvY2HN0FRbf+t4GdwE5sfkci/wMsACzBzyosdRE9zkoOJOcy4Iw0DzOxqTKHqTYHKTGShFSGoHcLGRmCKp3fFzLS7r3KUGoksdSJ/UFUYpRQYpQw1zf3uJ875sRozbbQZ/cx6AwScwaIOTEGnBhDziBxHfcyhwkc5AfudEtmHX679SC/3XqQ82dW87HzF3P5vPqCY87TbdyZvZvn7Fr+teRs7nndPxC48v3YG+8l+8yfoGv/hO/RfijLL97xAoH3buJvbqym8dNn8ceZy7nQfC1XOQf4B/sFztC9rDwrwC9+W8eB/Rn++/uD/OzHg/R0y/eEeHEpKngT4ng6vGzSYYgG6xI67Ch/63fLoXZOUDKZk9RJAsr9lC6lfe64gDFmvSlCRAzFoPaCNyNFqz314K00YBG0TGwUffk1bxNn3urqTFq9UQX1Oi6dJoU4qVJknY1knY35PYaqwzLcNXCGmoVSE69Xy8k1QQlYlwNu4yWtB3EYROtBtE56I1Hcm/KyaI7ux9Hd7s3pQjPAEeUC3rXC86R5ng77v/J7LUqpMFYSMZbjV0tQzCPpNDHolJLRpaR1kLQOkNIBMhOk1SIqSdRIUGYmiBoJSo0kITUS4AUNN+gzcbCUjYnGVA4mDqZyyGqTrDbIYpDVJjYGYZWmwhwmaiROaHBYZpRR5p9cB+ykkySu4ww4/XTb3QW3DruDbluasJ1Ijx/s5vFfdXN6XTkfPW8xr13ShDGqW8+ZupOfZP/MDruCn1rL+NXqv6H33DcR6dzJ8Pq7YfODkBp/fXoqpfnDd7vgu/fymtc/xtu/cQ6/mH0ml/iu5lXOQf7Rfp6zdA+z5/i49cuVfObmCv5w5zA/+F6MDeul6Y94cTjm4O28885j5cqVRKNRYrEYGzdu5PHHHz8e1yZeJkaXTSbSryPrvJ+fDbrliIt8HQDsSO846nlSOkVQZbxtb1D3EWWTJkoF3bJJO4CJQ1BliiqbzHWa7COAVopKEnQdpWFJXb3JdlVORGeYwTA72iV4E+JU4ugO0nYHafshFBFMYxGm0YihqjFUFUpVjjs0fDSlAigVwKB6Su+vdQZHd+E4rdi6LX/vBm9HyjJIl/MIXc4jkzi7CZQCZZhUYlKBX9UQUDPxqVkoGhm06+i3q0nrSjI6RBo3+NOM0w5zkkqNBBVGnFIjiUJjoFFolAKFzgeFFg4+ZXsBooP7LDju0Tha4Vc2VV6paJV3m+x4hqARJEiQSrOSub55Rzwfd+Icyh7iYLaZQ9mDHMwcpNPuJK5lrdTx9EJHP+/+w3rmlEd4z9nzefsZcygNjHy4sFj38UX7UT5vP869xhz+p2opD1z19xiv+TDmtodIbbgHDjw/4Xv86fdD/PkPD/K6N2/gnbefzc9mnMVlvqu42GnjJnsrr9SHCAQU115XwrXXlbBlU5r/+ckgv/r5kGTjxCmt6OBt9erV/PjHP2bhwoUAKKXy6+B27drFjTfeyJNPPnl8rlK8pI0um7Sd2ZQbuzg/BBVGnKiZwNEOuzO7jnqelE7iz2XeHB9+dWTmTeG2FI8og3YnQImRRKniBnTXhL31bl6b8nB6iGR24h/4dfUmz6oKluo+DKBTgjchTlmaYbLOc2Sd50btNVCqHFM1YBlLMM3TMMaYVVkspXzeerzGgjyZ4/Ri6wNeF8ydwMQfFI3NBvqBfmyasYG0hqGjLpNTQAkG5TjkuviOvlm4ZaIp75bG7fJbicEsImoxQTWfjJ5Nr13tBYJq1L2BwgcE0fjRBNDa572Xg8bBXcfo3mwdYlgvRTMSRJcaCaqMoXxAl7svN+KUGCkiRnJSAV7YCLPIv4hF/kUF+5NOkj6nlz67j16nlx67hw67g65sJ512J8N66t2KBezvH+ZzD7zA1x7ZyltPn817Vy1gXsVINY4fh6udvVzt7KWVCL8yl/A/S89h3/JXEIy1k9zwR9h4Lwx2j3l+reEPvxri7jsf4pq3Psvbbz6Du+edwVt8l7NAD3CTvZW3OHsIY7NshZ8v317FLV+q5P/uifOzHw/ywF8S2PJrWpxiigrelixZwv33308kEuHee+9l3bp1tLe3U1dXx9q1a3nVq17Fvffey7nnnsu2bduOfkLxspYL3l7hL+V3yTCvKxnkotBIsHYge4CkPvofKimdptIclXnDXfNW+F4jwdvoAd1FBW+59W5eQKiHxx9lkNM0w+KnqoLV2i3NkU6TQrzYOGjdS1b3knW2QNbAVLOwzKVYxmkYxtQybZNlGJUYVOIzz0RrG9vZT9bZhu3swtHdcELXcmnALQGdmjYctjCo/8zgcf9RZwJNlBsrKTPOwK8WYOuZtGbr2ZVpYNCp8IK/ET6ylBgpSgy3RLTCHKbCiHv3wzRYA1Qaw2PO3AsaQRqMRhqsxjGvZtgZotPupDXbyt7MXvZm9tCSbZE1dpM0mM7y/af38INn9vCK+Q2866x5XDq3DtMY+Z/RyDB/bz/Dx+xneEI18j+R0/jDpe8gddm7sHavJ7P+D7Dn6TE7Vdo2/Ppng/CzRzl79Qb+4Z8Wsu3KVXzSWsNt5pnc6OzkWnsvixnA71e89vURXvv6CK0tWb5zR4wffj/G0NE/5RBiWhQVvN188834/X6uvPJK7r///oLnbr/9di6//HLuuecePv/5z/PWt771uFyoeOlSRKhQBuf7q/gdUGYUtpTeOYmSSXAzbyNr3qyRbpMF7+WuN4sogyEdIHJMA7rdzFuPcoM4e2i8bnMj5i8LsFNFudFx1/Dt3Z05yiuEEKc2B1vvx87uJ8WfAB9KlWJQilKlKFXm3uMjlz1C20AWlOWVY7o35f0sORqlTCxzPpY5H3AHjbvr5jrdm9OJ1kNoskDGvdcZIOuNTslyYoO96WADzfQ7zfQ7/zvG8wbQCNRjUY9PNeCjDqgl7tSRcBppydaT0vOI61Jys/jCKsUsq5eZvh5mWr3MtHopN+OEVRpzgk6eEaOEuUYJc33zuCB0IeBm6/Zn97E/s59Ou5Meu4deu4ceu+eoDbherhwN9+5u497dbTSWhrh2+SzedsacgmycAs7XrZyfbeUrPMzvjEX8cP5yNi/8GpHhLrIb7ia14Y8wPPbv5GeeSvHM1Zupqt7K9X/fhP3B1fygfAnfME9nhdPDm5x9vMHZxwziNDZZ3PaVSj7+D1G+/x8xvvvtGH29L/Z/O+LFrqjg7dJLL+XOO+88InDLeeCBB/jtb3/L5ZdffkwXJ14Ogihl0mBaxBw3g3X4YNqNqY2TOlOu26S77cvPeSvgZd5KDMWQE6TUy7wNHkPmrYcQhnaID06ceQsGFfb8KjLKZJnXVnzrFvkFLsRLSwate7HpHbvvyAQUJRhGDYZqwFQNGEYjhqpFqYl/VStlYap6TOonPG40rR33Wsm4jVV0H1r3efe93v2wN3LhxVgh4ACHgENkgax2hzaM/f/EBzQRUaspMS6kzzmL1uQi7nOWFxwVVql85q7aGKLRG9fQaPVRYw4dMaYhaARZ4j+NJf7TjnjHmBOjK9tJh91Bh91Be7aNDruDzmynBHae1sEE//rEDv71iR2cO6OK61fO5XVLZhDyjWRUy8hwg7OFdzpbeFbV8qPgcn53yTswL3knDYeepvuhX5Pc/eyY5+/pdvjxZw+iPneQC14RYfmnlnHootP4knUmn7dWcZ7TwTudnVzj7KOi0uRTn6vgQ38f5Uc/GOTnPxlk29aMdIsWJ0VRwVs0GmX//v0THrNv3z6i0WgxpxcvI7lOk6XKGBW8uZm3hJPgr/EHJhzOPdrobpPJXMOSI9a8jcq8OQGqfG7QVlzZ5EjmrZIkPfGJh9AuXuJjm1UJwFIveNu+VTJvQgiXZgjbGcJmHyM/GUwMVYtpzHbX2BnzjjqbbjLcLpoBFAFQJZiMP7xc66QXyCVw8x4GYLgdM5VZ+NjbBgPNMI7T5WUEc/e5bEiu42buNSkcPcjEa/kU7sgEzXgNXIqTAfYzrPczbP961P4yDE4nouYSMmYSUA1Y1AM1tGRnsCm9lIR2f2/5ydJg9efn7zVZfTRafVQY8THLMHMdMscaqt6Z7aQl20JrtoUWu4WW7CHas+3YL8og+vh48lAPTx7q4bP3P8+1K2Zzw8q5LKoe6TCqgLN1J2dn/8ptPMavzMX8sGk5ybf/C7WJToIb/0Tzw7+DxJFVNlrDo38Z5tG/PEU0+jTXXF/BjA8v46kFS/iAdRFf1GfyIXsL1zu7iUSy/N1Ho/zdR6PEYg5PP5Viw5NJ1j+Z4pmnUgwMSDQnTryigrfW1lbOPffcCY9Zs2YNra2tRV2UePkwvE6TpYbBwKjgbVd6F1/v++cp/bJK6RQ+bBQOKe2jVClQR655M4GgF7yVeFm+Y+k22UOIqkmMCThtmZ8tqoKZeogoGfbtzRCPSw29EGIiNo5uw7HbyNhPAj4sYwGmsQTLXIyhTvyHpEoFJ13SWfA6ohhmFMYIUMajtZsJ1OTGKwSBEEqFUYTzoxscHcNxvDJR3eFt96MZ5PhlCmM4PMqgfnTcNXsGTZQa5xFSZ5PRZ7Ars5ink2eQ9j44DKkU9WaMqBknaiS8m9uMq9oYosYazH/omFNr1VJr1XImZ+b3ZXWWDrudlmxL/taabaHL7kJPNcX7ItafzPC9Dbv53obdnD+zmhvOmsdrFjYWZOPKSfF++wXeZ7/A46qRH/mXc/e51+M/9+3Ma91Ax4b76du+HpJHNpkZGHD4+R09cMfDnHn2k3z5S/PYeMU5fNY8h382z+C9znbeZ2+nihRlZQaXXRHisivcv12yWc0ffjvMP3+5n53b5YNZceIUFbzdddddfOQjH+ELX/gCX/rSl0ilRv5oDQQCfPrTn+bSSy/lW9/61nG7UPHSlGtWUqpMYnaIsErhUw7t9tQ/ZUzpFEpBUGVJaYsqpbx1JqPfL0zE++U/pIOU5Na8HVPmLUQVyaOOCVi63MdDqnKkZHKzlMYIIaYqQ9bZRtbZRirrVhMYqtYrt6zztqsBv/fzz5r0rLpTgVI+lKoEKic8zlBlGGYZYwWGjh5E65h7I4HWNngDB3I3rYfdYE8P4NCP1jGKCfocWhhw7mSAO0d/FURYSq11KSG1Boe5DDk1dNmVDDklxJwgmpH/J2VGnBpzkBpzkFpzkJlWL7N93QVZO0tZNFkzaLJmFLz/gD3A5vQmNqc2sSW95WU10uDxg908frCbEr/FlQsaeP1pM7hsXh0Byw3kFHCBbuWCbCtdhPi5eRr/03AafX97HoZ2qO3fR2LHega2PgGHtoFT+P//uWfSPPeq7Sw5bQ9fuHkGB95wDv9uLeNfjRWs0L2crbs5W3ezyuliHoNYluKN15bwhjdFuPNXbhC3e6cEceL4Kyp4u+2227jqqqv4zGc+w/vf/36eeuopOjo6qKur45xzzqGmpoa9e/dy2223He/rFS8xueCtTBm0OcF8yWTMOXrnxsMlHTd4CqgMKe1zG5aMMSogogwy2iSlfZQYKRztFNXmuSbsZd6Um3nrmkTm7T9UBW93dgOwdYv8UBdCHBtN3G2YYu+f4CgD8KGwAAtUbtuHUn6UKsdQlRiqAqUq3HtKX1RB32iGKgVVCjRN6XWO7sNx2rF1O47T5mb0iurkqRlmC/uyW4A7Cp4JqAB1Ri3l5iJKjOX41BJgHindRLddzebUDIa0+7ul1Egw2+phjq/bK8Psp9aM4Rs18DxqRrkgdCEXhC7E0Q57M3vYmt7K/sx+9mf3EXNiU7z2F5+hdJbfbj3Ib7cepCzg49ULG3j90plcNqpbZQ0JPmo/y0ftZ2mmlHXGTB4sm8XDa94A576NQCZOcNdjDGz4M+x/vqBj5fZtGT77ln3MnnOQT/5jLZk3LGNPdT1/NRr5vnLXM5brFGudNv7ReZ6lRj9vfmsJ17w5wp2/HOZ7/zHAs0/Lh7Xi+CkqeOvr62PNmjXcfvvtvOUtb+E1r3lN/rlkMskPf/hDPvWpT9HXd/Tue+LlLTd3rcRw17zlmpXE7Kn/wklpN3gKeJm3AAbqiLLJMBGlGHIC3vumGNbDRZWd5DJvvQSZTYwtR8m81a8oo12FWaZ7Acm8CSGmiwOk0Ll1YnpU345xf/QZqHy5YsT9oE0FvT9q3blro2ewgQPa9h47gMZQFaOygu7t8J/JWrudLw/ffzIYqgLDrMBipMGI1lkvgzfsdvDUwzgMedv9ODqG1gNeuebRf4+kdIp2fZB25yDwQMFzfvzUmfUstM4kqM7D1iuJOQt5OLGImOOu1zZwqDEHabT6abT6WejrYIGvg6CRxVAGC/wLWeBfmD9nr93LgcwBDmT3e6WWrXTZnS/ZEQaxVIZfbW7mV5ubqS8J5rtVLqgszR8zi0He4WzlHc5WbBTPqxruNeZw52mrGVj6CkpT/QS3P0zXk3+EtlFji/Zn+cJNrXBTK3X1JqvXBHjj2jJKL51JbEkDv/Iv5ALjtbzZ2cun7Y3MMYfyA8APHshy913D/O/vh1n/RAr98ql0FSdA0UO6+/r6eM973sMHPvABlixZQllZGbFYjO3bt5PNZo9+AiEg38q/TOWCt+Izbymdy7xlSXqZt1xwmH87QpQYxqjgLVlUyWTEZxLxu/98ulWIKmfizFu03KC3yZ3/tMxxP9TYJp0mhRCnLMcLWIaBril3zgRwdIu7ka9GU7idHZ1RtxwLpUpQlGLkRiwQ8Moe4yP3Oo5SfjcoVHUYRq23XX1cGrkcTilrUmWcWttoBnF0L47Thq3bvOxdJ+5ohqNLk+ag3cxBuxm4K78/pELMsZYSNc7Dr87AZjHDziweTSzknuEzMHGY6+tiib+NJf425vq68gPJK81KKs3KMdfPtWbbaMkeYld6F3sze8jw0qoGaR9K8s0nd/LNJ3eyZkYV150+h6sXN1EWHPk+MdGcpTs5y+7k/9lP8bSq405rMX84/Qo447XUxNsJbnuQQ4/eje5ry7+uo93m7rvi3H1XHGgnWm7wwY+XU/r3q/hWZCW/M+Zwg7OTf7BfoJYkM2db3PSRKDd9JEp7W5Z77o7zwF8SPPpQglhMIjkxNUUFb3v27OFPf/oTH/7wh8lms2zevPl4X5d42XB/iJZ6mbcGXz8AA8WUTeYzbxnS2nJHBXhlmTm5NW+5spQSlWLgGMYEgJt5qyIx4Zq3pct8bFEVBHWWeQySTmt273pp/aIUQoiJaRi3DX4WrfvR9OMc5W9ZrcHRXcCWw5aphTBUGUpF3XuiXkBnFNwUpjd/L4qhylEqcMxfmVIminIMVQ7GvFHXauPonnwg7AaicS8QjeVHNGiGGC9CTugE+7PPAM8U7K8xalkTeDVh42/od85iXXwJfxxeicKhzowxy9fjzqyzepnl68mPxhm9fu4czgEgozPszexhe3o729PbOZDZ/5IaWbD+UA/rD/Xwif97lovm1HLVoiZes6ih4He5As7RHZyT7eBLPMJDaia/CSziT2ddgz77rcwe3I9/64Pse+RusofNdR3od/jq53up+Lf7ee8nn0N9ZA3fCZ/Oj4xFXKzbucpp5jVOM3UkqW+wePf7ynj3+8rIZjXPbEix7oEEDz6Q4OmnUkj+QxxNUcFbdXU1g4NT784nxOEUPnxASBkM2CHKAm7mbaCIOv3DM29+FIrDgjdvzdvozFtLdurfy7mSyTgWCeWjJDPMcGb8xe6nLfPznKpmue7DQrNlR0Z+QAshxHGVwNEJ0B1TbD0S9Eo86zCMekxVj2HUH5dOnkqZmKr2qMe55Zn97rq7/My9/pHZe2OUZXY5nXSlfgz8GB8+FvqWMMN6FYZaTdxZTItdy/OpWaS0+yFpiUpSbw1Qbw7QYA1Qb/Uz0+ql0ozjUz4W+5ew2L+E1wGOdhuHNWcO0JxtpjlzgIPZg0WtDz+VZBzNX/d28Ne9HXzyXjh3RjVXLW7iqsWNNJWF88dZaC7XzVyebWYYi/8z5nJneDF/Xf0O7NU30JTqpLJ3D07zZjq2P0v3gV2gHfp6Hf75M11U/sufeNcnNmDdcAbr6+bySXMNHzfP5RzdxVVOM1c6h1jEAJalWHNekDXnBfnU5yoYHnZ45qkUTz6e5InHUzy9PsngoGTmRKGigreNGzeyaNGi430t4mXJokQZ2FoxrAPHWDY5knlLaL9bNjle5s0OYOIQUhmGivhlNHpMAICRmDjYXLrcz38Y1bzCOQTIcG4hhDh1JN1xDLqtoJLT7eRZg1Lumj9FibddglJlGES9DF7RK1BG3ktZKFWNQfWYz7vB3cCo4C4X6LXg6E4yZNia2cTWzCbv2hX1Zj0r/XOpNNdgqTPJ6Pn0OXU0Zyt5KjmXtFf5Um/2s8zfyrJAC4v97QSUu36u0Wqk0WrkXM7LX8ewM0Sn3UlHtoNOu5NOu4MDmQO02W1jXvepzNEjHSs/c//znNlQwdWLm7hqcRPzK0vyx0XIco2zi2ucXfQQ5C/GHJ721fN0/UK2NZyLc65BxEkxf3g/gd1PsvWRP9Hb08m/faYDPvMXli7z8aG3VVHytiU8N2seXzZX8nlrFXU6zoVOBxfpNi50OphPjEjE4OJLQ1x8qfu3hW1rtmxKu8HcYynWP5GkteXlO+9PuIr6ifO1r32N3//+96xdu5Z169Yd50sSLydK+SgzTAadIBpFmZkkozMk9MQDr8eSHNWwpN+J4FMKUwVxh8DagEKpEBGlaHWCRIwkShU34230gG4AHe+f8PgZp5eyV5Vxtu4GpFmJEEKc6txOngeOst5PeQ1dykZl7xowVQOGUXXcrsUN7qowOPKcjh7CdvZiO/uwnT042p391ma3eUHV4/ljIypCg9XImmAT5eZy/OpCOrNn8FxqFg8klmJiM9/XyWxfDzOsPmZavTRYA/i8NXQRo4S5RglzffMKriFmD7Azs5Od6Z3szOygJdvyops/91xbH8+19fGFdZtZUl3GVYsbuWpxEyvqyvPHVJHkrc523upsB2AIHxtVLRuMetZFZvLEyutxVr6D+fFmfDseY88T97J1SzNbP9sOn21n/sJHefcbo1S/YS69K2bxhK+BPxjnYlsGjXqY85xO1mj3tlz3YZpw+soAp68M8L6b3Gto3p/hicfdQO7Jx5Js25qRBigvM0UFb1VVVfzlL3/hvvvu4/e//z0bNmygo6MDPcZ3z09/+tNjvkjxUmZR6jUrAXdAdzHr3WCkbDKoMqS0+62dK53UxMDLkkWUwbAOUKLcYK+4GW+FmTd7qH/cYy0LMmc1ArDKcYO3bVsleBNCiBc/jfa6Tzq6lcJ1eH4MVe+NYAiP6tzp3rvr7cqPOXNnqBIM83R85unuFek4tu7EcTpGDTHvQjPIsB5md2YXuzO7gHXAHYRUiIXWItYEL0XzCjrs09iYmsV98eXu+XG8Ust+aswhasyYO5fOGqTSGMZUmjIzyirzHFYF3TV0cSfOoewhWrzboWwLLdlDRX0wezJs746xvTvG1x/bztyKCH+zyC2tPKepMHguIcOFuoUL7Rb+3n6GXoLca8zhnuA8HjzzzWTOehuV6X6qOrYwvGMDe154jG9/pRu+0kMo9AznXRjk/706SvnfzObg/Jk8qWr5X2MVGWVSojOco7tY43Ryru7kbN1FKVlmzfExa46Pa9/mZgf7+2yeWp/iyceSPPl4imefTpFMSjT3UlbUT4wf/ehHaK1RSnHNNddwzTXXABQEb0optNYSvIkJKXxesxI3GIoaiaLWu8GRowLcbbd0UusYSnnBm2Ew6AQpMYoP3upywZuXeUsO9I577Okr/WwJ1VKhk8zFzfJtWD/xTDghhBAvdmkc3Yyjmyc4RnnlmBVe5q58ZNaeKvfup9ZFU6kwlpoDxpyC/bmxBw4DXgnmAFr3knIO8UJmEy9kngf+DT9+Zvhmsti3mFLjXGAlQ3o+XXY5B5LV9DiR/JBxE5vZvh7m+zpZ4N2iZoKwEWaRfxGL/IVLbDqyHWxLb2Vreivb09teFEPF9/UNc8f6ndyxficNJUHOm1XNGfUVrKyv4Iz6ckoDI/9/Kkdl5oaxeNSYwaNGEw83LWLXzAvgio9Rn+qismMb6X3P88Rz6/nrfS3w8Xaqqje4a98uDFPxipn0LZ3BBl8t3zOX8FW1EkM7rNB9rNFuMLfG6aSJOOUVJq98VZhXvspds5dOazY+666be9LL0PV0vzRHQ7xcFRW8vetd7xozyybE1PkoVQYD3gybMiNJc6a4zFtau9msXMMSd1uhVBi0u34ByDcsKfFmyh1b2WSIiE7TPzQqAHzlfDAUdMXhuTYuuDjEM0Y1Z+tuFLB9W1p+kAohhMDN3A2i9eC4Qd5IcJcL5rxAz6hzu1tOUm7sgTHG2AOtM9i6BcdpxnYOsj/bxd7MfcCfADAwqDKrqLPqWGY0UmIuxcdiNItps2fxbHJ2PlNXbQ4yz+qiydfHDKuXGVYflcYwSkGdVUedVcfa8KU42uFAdn9+qPiBzH56nfE/CD0VtA0l+d3WQ/xuq7t+XQHzKks4u7GSqxc3ccX8evymG9hGyHKls58r2Q829BDkMaOJh60ZPDFjGbtnXQyXfJjq7CAzB/bgb9nC7r2bWXfbVuKfeo5gcCNnnu3nnRcEmfnKejLnzOT5SD33G0354eAz9FBBqeVS3Y/fD6vPDbL63CAf+bh73YcOZtmxPc2ObRm2b8uwY1uaHdsz9PfJ3yIvRkUFbz/+8Y+P93WIlyml3OAtZgcJqRQ+ZRMrMvNmY5PRmfyoAPCCN0q89xoJ3oadAFU+t1HJoC6mbNIL3ghRSTI/JsBaUkn23utHDvzDds5lHf+jqnmPVyP/2CMTD/MWQgghckbKMg8e8ZxSFZjGPCxjHqYxb0rBXOF5fGNm6xw96HW87GVA99NvD7Ej24lmL1r/Eq2HqDJDLPEvpslajcXFdDoLOJCpYvNwE3Ht/q4MqTRNVh/zfZ2c5m9job+DgMoy1zevYP3coDM4qsNlM212Gx3Z9lN2Bp0G9vQOsad3iF9vbqY86ON1S2bwxmUzOX9WTcGxVSR5rbOH1zp7AOgjwFNGA0+qBp6saOTZyhVkTjcBqLdj1MXbUH3NPL55L3337ODg3keZO9fmkguCfPCyCoyLZ7G3roH1qpY/GLPJKJMynWaV7uJcL6BbpbuJkGXGTIsZMy0uf0Xh9Xe0Z92AbrsX0G3LsH1bmu4uCepOZUUFb9dffz0bN25k06ZN4x6zdOlSzj77bCmbFEdhUWYYtDghyrxMWDGdJnOSOklAZUhpH4721rx5HScVIXy4Ad2QE6REHUvmLVc2GaJKJ+gcTlFeYXDz7+fx98A9yT/x8G4//3z1ZfzQCdOrgvn1bo9L8CaEEOI40LqPrP0MWdudAacoxzDqMPMDzOswVC1K+Ys6v6FKQZViMmvcY5I6zrN2KxuyW3Gc+yhTw8wwS7k42ESFuQLFGcT1fFqz1axPzuPe+AqvMUoXp/lbWejvoMnqo9RIUWqUsiywnGWB5fnzO9qhx+6hzW6lLdtGW7aNdtu9P9VGF/QnM/x44z5+vHEfjaUhLplTy/mzqjlvZjVzK0oKjq0gVZCZS2GwS1WwTVWxTVWxPVzJ1pI1HJz1ClgNhnYYtvvYNNzGrv9rJv3DPTjD25jddC9/e0GAsitm0rGwiQ1mHd82l/JldSamdliu+1ii+1mkB1ioB1hIjHk6RgCHunqLunor390yp6fb9oK6kYBu5/YMba3S6fJUUPSat1tuuWXC4O2qq67iy1/+sgRvYkLKK5uMOaH8mIBiG5aAu+4taLgD1NLaKhgXkBsTADCkA0SOYc1bbTiXeQtS5WXern1bCf4F5QCcbfRwwSKH2fpxbvJdCMBZXqfJxx+V4E0IIcTxp+nHdvqx2TGqcYpCUToyvFyVY6io97ge0zj6HLqJKBXGMhdgsQCADLBXp9ht9+BkD6H1CyjdT4NpsTpQRb11Lkl9AbsyM/lLfBl3DZ8FQJkRp8nqp8nqo9H07q1+QkaGGquGGquG0wNnFLx3zB6gzW7jUPYQzZlmmrPNtGVbyXLyB6m2Dib4xaYD/GLTAQAaS0OcN9MN5M5urGRpbRmWYeSPD+CwXPewXPcUnCeGjx2qku2qim2qkm2lVWwvu4TOua8B4AVt80JHN1XfbyUc209lcC83zXyShosc4mfOYFOwhl0qyr3GDPq9gfSGdpjNkBfQxdygTg+wSA9QRYqqapPzLzI5/6JgwbUMDDj5DN2O7Wl27cywd0+W/XszZE7N5OhL0rEPJxmHaZo4jqRdxVHkyiad4KgZb8WVTYLbcdKvst62zyubdMsl3TEBBhltkNR+SowUtran3P0qZJmUeAuUe1SImTrG/niKJUsDtBKhWicIesOC3ubsYTDr4ylVSzUp9u6RT66EEEJMJ40m5jYrGbNdQQjTmOne1EwMowFDlR3TOyoVwFSNmDTm93UD3RqcdD/K+R5zzCRXhssoM07DYBndTgMt2Qo2pWbwgH1avilKpTFEozUSzDVa/TSY/QSNLGVmlDIzymL/kvz7ZHWW1mwrB7PNtGRbaMu20pptpdfpPanjC1oHE/x260F+u9Utfw1ZJsvropzZUMlZjRWcWV/B3IoSTEMVvK6MDOfoDs7RHe4O70+IboL5gG67WcW2aB0bypcyqAKQhsj9aWb/uZN6p4U5vhbOLd9F3ZxuSpelycyOsM9Xzi5Vxj3GTA5wGo734Xa5TrFID7BAx0aydXqAuQwSjRr59XSj2bbm0MEse3Zn2bsnw97dGfbuybBnd5YD+zKkpcH2cXXCgrczzzyT3t5Te+GpOBVYlBomMSdEg8/NuB1T2aSTIqjcj39S2sKPMapsMkzEcNe7AZQaSYadoSn/MM+tdwPoIsTZuoPO4SQNDRFeUGGaDuue9X5nO+/HXe8mJZNCCCFOLQlsZye2s3PUPt+o5iiVGKoSpUoLB5UTRilj3LOOx1BRMKMcAA7YoLMptL6fcjXEDFNzoT9Ag1mFyTyGnNm0ZCtozZbzTHIO9zql+fNUGkM0jArmGqwBGq1+IgbM8s1ilq+w1DOlU7Rl22jNtroBnd1Ka7aFbrv7pAR1iazNhpZeNrSM/K0cMA0WVpWypKaM06rLWFxTxpLqsiNKLgGqSbpjCnRLfri8BlopYZtR6ZZfmlVst+bytFpJbDAAm4BNUKPjzFA9NPg6uDTSTmPNHkoXDhBcmKarJMhuVcYOFeWPxixiXsmtpR3mMJjP0C3QMRboGPN1jBozyew5PmbP8XHZFYUlmLnAbu+eLHt2Z9i3J8Oe3SMZOwnspm7SwdsDDzxQ8PiGG25g7dq1RxxnmiYzZsxgzpw5/PrXvz7mCxQvbQH8BJQiZocoC7iBzbGWTYaMXObt8LLJkNdp0v3EKKJSRTUrqY2MfOLUqcJUOEMMprLUN5i0qjCNjF+DLyWTQgghTn0ZHN0JupPxa0UUiiim0YhhNGGqJgyjCUMdGWhMRCkTpWqIUcNWB7Y6uLWXtOKnlWojTZ0/y6KgokJFMJlBymmk3a6kzS7n+dQs7reX5jN1USNOg9VPg+kGc7kAr1TBHN8c5vjmFLx/WqdpzwV1tnvfmm2ly+7EYXoryFK2w+bOATZ3Fv4dFPaZLPKCuiXVUe++lJnRSMFxCmhiiCZniCsY6V6qgT6C7FVR9qko+1WUvSrKfqeJDemldPWHYZd7bJQkc/y9zAp1cU60jeqZzYQWxMhUZ+kI+tlllPEHYw7NlKCVmyUs1Wnm6UEW6BjzcAO6+V5wV2Gm84HdpZcXBnaOoznUnGXPntEZOzeoa2+36euVCr6xTDp4Gx2oaa2ZM2cOc+bMOeI4x3Ho7e3lN7/5DR/72MeOwyWKl7IyI4CtFUP6+JVNlnuZt6T24VfukG5wM28lSjHkdb8qMZL0FzWg2319ApNBFSCYdH/INjSatBDhXN0JwIff38W731/GyrPc4/v7bP70x1N/po0QQghxdBpNP1mnH5yt+b2KMgyj2svWVeUzd4aqys9bnaw00Or4aXVyDVccoBmDZqoMkzqfxYVBi1pl4KeapK6jNVtOWzbKjnQ9DycWY3tBXUQlvWBuYFS2rp8KA2b5ZjPLN7vgvTM6Q7fdRa/dS6/T697bvfQ4PXRmO6Z1rEE8Y7OxvZ+N7f0F+0v9Foury1hcXcZpNWVeUFdGQ2nhf2eFO4OuUidZlSu/HCWGjwNeYLdXRdlvR9mXrOKZ/nm0NpfCY+5xYZVmTqCX5WXdvLKmneCMPnRdiniZTV/IoDUQ5jGjjnavuzdAhU4yXw8yL5ep84K7eXqQMiOTHzp+eGAHkEppOtqytLXZdLTbtLfbtLdm6Wi33X3ec709L68gb9LBm2ma+W3btrnlllu47bbbTshFiZcLkzLDIqH9aBQRI0XSSeWHbRcjpVOElZuDj2s/AcbPvJUYKQ5li+802eWtpbOG+7EsqKk1aVFhGh038/bcM2lefVkb735/KU0zLH70g0GZqSKEEOIlTRPDdmLY7D3sGYWhqjGMWZhqFqYxG9OoK+o9HKDLselybDZnc38zDBJkP42mRVPAYmXYolr5MHUlfU4lbdlyWu0o+zLVPJ6YT9b7Ezio0jRa/dR7mbpctq7KGKLBaqTBahzzGpJOkg673e2AabfR4QV0fXYvA87AtGTtBtNZnm7t5enWwkAyGvSxpNoN5BZWlTIrGmZmNMKsaJjy0JGdR8vIsEJ3s8JrrDZaApMDqoz9ueAuG2V/PMr9HTNo21xCUhWGElErzqLyPkqbegjUD0CVQbIszLMlYe4NzmTAHHn/Wp3wArmRbN18BpmphygjQyCg8sHdRNJp7QZ3baMDO/dxe7u73daWpbfH4aXQjqOoNW+XXnop+/fvP86XIl5+LEqVMWomW+aYsm7gjgrIDd8edEIEjFzDEvc+ogyG7AAGDiGVLqrTZC7z1ul9sqSHeqmtM0kaFn0qSCNudq21NUsiobnj347taxJCCCFe/DSO7sKxu8jyjLcviKFqMVSVl62rdrdVNUoFJjzbWJJo9toZ9tqjWx/2UqYM6gyLer/JsqBFjeHDTzn9uaDOuz2TmkNKu4GCnyzV5iAVZpwKY5gKc5gKI06lOUytGaPaVMz2zWH2YWWY4I43iDkx+pxe+ux+776PfqePPruPPqePfrufNCdmwddAMsP6Qz2sP9RzxHNlAR8zo+GCgG6md5sVjVBxWHAXwmaJ7mOJ7jviXBqI4adNReggQruK0J6N0N4eoaMjTLtZTbsRpl2XkPL+1iOQhao4kbp+nPp+9lZH2VGeZrhUk/KNNGvxa5sanaSOBDUkqNUJaklSM/peJ6klQbk/zcxZFjNnHT2sSSYd4sOa4WFNPO5uJ+KaYW87PuwwHHfv48O6cHvYIR7XBduGMo/6nsdbUcHbo48+SiQSQSmF1kcu8jQMg0gkwvDwsHScFONS+Cg1DNLa/cb3H8OA7pyUTmEpTUQliTlBqk2FUoa3sDpKRBm0OEEiRgpDFTkmwMu85YK3bKyH+gaTNi8T16SHSaf1yy6NL4QQQkxNEkc34+hmjkxUBUeNNChDqSiK6Kh9UZQKjnXSI8S0Q8xOs6tgAV8vJWqfF9RZLApa1BkWAcoYdKpozZbTY5fQ54RpyVawOd3EgBNG4wYYFjY15iD11gB1Zoxac4Bqc4gqc5hKc4hys5xys5y5EySNhpwh+r1grtfuY8gZJKHjxHWChBMnruMkdIK4M3J/rAPLY6kMWzoH2NI5dn+B0oDFzDI3kJtVXhjgHR7cKSBKmqhOs4Q+juj74k1s0MAAAdpVhLZ0hPahCB2tIdoDQdqtctpVmHa7hHYjRKYiA9EU6UialpIMHaUJ/NE4qiSNE86SDjrYZmFHTks7XoDnBnM1h93X6gQ1JCnXacLBLOFglooqB8XxMLU1nsdDUcHbzTffzD/+4z8yc+ZMuruPTLFWVlbS3NzMV77yFSmtFONTPoJK5TNvfpVlwDm2gZu5tv+lRpKYE2K21wnLMOpQykfEcNe8lShvxpsuomzSm/HWSdgdmjnQQ0OjRYtXntmk47S3nvwZM0IIIcSLVxJHJ0F3TNA0JYChyjFUjZvBM2q97epJDSYf0pohO8OegkxdH2HVTJ1hUWGZzDIMTlcmFYZJqTIxKaPfLqfDjtKeLaPDjvJ0cg49Tkk+sAO3cUqVOUTUSFBuxCk340SNuLttJCg340QUlPhKmMHMSf9XyeqsG9Q5iVGB3WEBn5M4bJ97n9AJ4jo+YXfNwVSWrV0xtnaN/WH66OCuoTREQ2nQuw/RUOI+jgYL/9sroJwU5TrFEnrdaC7l3UbRQF9vkE4zSEcoQGcgSKc/SKcRpkuF6HBK6MhG6NARei0LSrIQyZAtSdMWSdMbjbOnLIEqSeGEs6SCmqw1doimtCZEljBZQtiEyBLStvfY26dHtsNkvcd2wb5S7eeNk/6/d3wUFbxdddVVPPDAA2MGbgDd3d3cf//9vO51r5PgTYxL4cNPYfCW1sfWjTGXuSszEsScICVe8GYq9weju+YtMKq0sviyyS4VpoYEPcNJGpa6690AGojzQpvMchNCCCFOrBSO7sA5bAZabjC5O+6gHEOVe2MPyr3HFRMGd3Gt2Wdn2GePleXqIaoMag2LOp/JqoBFnWlShg9NGf1OKT12hB67hF47woATZlemjv5kmCFdmCm0sN2AzkwQNeKUGClCKk3YSLv3Kk3I8O5VJr+/VFmUWcXP4ks6SS+rFyeeC/RGBXcJ57D70UFgKj5hcAdud8zRwdzhwV1DaYi6kmDBkHIY1VjFTrJkCJjgT7QMBt1GkK6wj85QkA5fkC4rRIcRplNH6MyW0JUuod2OMOi3oCTtlmz6HLActM8m7nOI+2yMQBbLn8HyZzACWQy/jfJ5x/octOXgWBrH0mRNsE2wvXl8pbxIgrd58+bx4IMPTnjMjh07uOCCC4q6KPFyYeFTqqBsMq2Prf47N2agzEgy6IQoNXKZtxkA+YYlJYaXeTuGsskOFaZGx+kcTrKiwaKVCJU6SQibdgnehBBCiJPEHUxu6xjoA+McE/ayduUorxum21ClCkV0whl2A9ph4IgyTIAuIkoRVSblhkHUb9KkDKKGSbkyiCgfihKSToR+J8yAE6bfDtHvhOl3wvRkSkhoP3HHT0L7850yD6dw3GDOC+5GAr5MYcDn3QdVhpDh3gdVhpDyUW4EqVSVRf3XzeosCZ0gpd0mc2nvPqXTI9uZFOneNImeFNt1mufzx8ZI6S4ypCkJOZSXKKoiiqoSk+oSi/rSAFVh91YZ8lMVClAWPLL21IdDgxOnYQgYmnjEVMIw6BryE/NbJEyTuGWSMNzthGGRMEziyiKBRUJZJLSPOBYJHSShfSQcH3HHR8L2k7B9xLN+4raPhLIg4IePFPWfsWhFBW+WZR11LZvWmmBwcrXI4uVprMxb6hiDt5g9knlry5RTmsu8GW7mrcTLvM30uZ2Zhpxiuk16mTfC1BKnazhFQ4PJsypMozegu03KJoUQQohTWBxHx3F06xjPWe6oAyLueAMVQhFCqZCb0TO8QE8dmf0a1pphnaV13D+TuwigiBoG5cokahrU+UwWKYOwMggpRUgpAhhYykLrIFkCJLyALq79JBw/ce0r2Bd3/HQ5pfnAL679+eYr4wmq0QFdhqCRJqiyhPIBXyZ/jPt8xnsu6+3PUmJk8KssRrELyLLAgHfDDQy7dJoWnc4Hh1mVxAzEsQIpfMEU/kCaYDBDMJglHHQIhxxKgpqSkKIspCgLmYR8I4FvyHGYNXQC5uwaGicSAC4//ueeQFHB2549e7jssssmPOayyy5j3759RV0UwHXXXcdFF13E2WefzYoVKwgEAtxwww38+Mc/ntJ5lFLcdNNNvO9972PhwoUMDQ3x4IMP8tnPfpbdu3cXfX3iOFDuHLZ88EaW9DGMCQCIjcq8xewgPqUIokiqKAEUlnJnyuXXvE0x8xYwjXwtd6cKM1cP8OxwivrGMC0qQpM3oLutVTJvQgghxItT1h1SDkc24SgQ8DJ2NShVhlIBFAEggFJBL+CLuDciKK8zYQpNp2PTic0EC/ryDCCkFEFlEEIRVIqQMgiZiogyqPICvmA++HPvfdrwrsdPWgdIaB8p7ctnk5LaT0L7SHq3hOMnqX0MOmXufsdHQrv7nHGygDl+sgRUhoDKEjBGbavR26P3jbffDQb9yiZkZPFhu4GhDcS92yi5XYcv5DJNG38wjT+Qxh9MEwimMS0b07QxTBvl3ee2zVGPDdPxjnUKbpal3XtTY1kaHIWRfpF0m/ztb3/LzTffzK233sqtt95akIUzDINbbrmFlStXHtN6ty9+8YvMmTOHrq4u2traxhwIPhnf/e53ed/73seWLVv493//d+rq6rj22mt55Stfyfnnn8+2bduKvkZxrHz4lGIon3k79rLJ0WvehnQQRytKDYOkYxNR7sdCw04gXzY5qKcWvFVHRloXd6kQa5xWOuNJ6hvKaCXMKm9GipRNCiGEEC91KRzdOk72bixBlCrBIHJYUFfizaT1o/ChlC+/jfKh8TOkfQyriTNpE/Gj8lm9XJAXVAYhQxFRimqMfFAYVCofBAa9D8ENdWTAl9IWqcPvndH73O0+J0xaWyS1r+A+y+QCHx9ZfMomoNx7n8rix8bvPXaDPTfg8zHy2BezR+3PYikHA41SGgP3ptAYSmPgjOwb9byBxsi9Ln+se7xl2oSiBu+/uej/LUUpKnj7xje+wbXXXstnP/tZ3vKWt/Dggw/S0tJCU1MTl156KfPnz2fbtm18/etfL/rC3vOe97Br1y6am5v51Kc+xVe/+tUpn2Pt2rW8733v4+GHH+YVr3gF6bQbGPzkJz/hvvvu4zvf+Q5r164t+hrFsVFYXtmkiYWNofQxB28ZMiScBKVGEo1i0AlQqgy6sIkYBlltkNB+SowkGZ0hNcUGKQsqS/PbnYQpt4cYSGZobDRpURFe67i19W1tUjYphBBCiNGSaJ3EpvsoGb3xKMBC4Yd8kOdzHyufG+zhH7XfB8qPwk8aP8PK7z6P35uj5/Puc/vGDw4NGMn4edm/gFL4lMKPu+03FCWmotLb51febYztgFKY2iCLn6S28kFdyttOa4uMNt1tTDLaIu09zu3P4N6ntMWQExx5nsLjJhskFqM0Du8/YWcfW1HB2/DwMBdffDHf+c53uOaaa1iwYEH+OcdxuPPOO7npppsYHi6+7fsDDzxQ9Gtz3vve9wLwuc99Lh+4Afz1r3/l3nvv5dWvfjULFy5k165dx/xeogjK5zUssfArN9iZbPB2Wk0Zb14+i13dg/x8U+Fi5AFngDLDHRkw6ITy695ynSYBIkaqqGYlp9W49e1D+BhWfrKxHoJBRajSR8+oAd2SeRNCCCHE8aWBDNqb9VYwarmoYPBwBiPBYAAv1MoHgMPKjyLgBYUBFBbgAyyUstz7gse+kX3K8o63Cjp9GjAS/E0U9Hm3klH7fEd5XcCruHK0IoNJVhs4KByt0Cgv1+Y+7+A9V/B87vHIc1qP2o/CX+ID1h6P//iTVlTwBtDb28u1115LTU0Nq1atory8nP7+fp5++mm6urqO5zUWbe3atQwNDfHYY48d8VwueLvkkkskeDtJFD58MOXgrb4kyL3vuJSI3/32rQj5+fZTI/8PY06MCjPhbQfzHSdLlMGwdoO3UpUsKnhbWhMFoIuQe/6eTuoaTNrIzXjz1ry1SOZNCCGEEC8mDu6KvBTowZF48LgEhoczGR3sucFdYeCXDw5HB34Fj3PH54JEyzuXL7/tx4/f8BNUfkwMDBQGBoZyt01lYoB3Uxhq1HZuvxq1fdjjiA7wognecrq6uvjzn/98PK7luAqHwzQ2NrJp06YxO2PmAraFCxeOew6/308gMLLGqbS0dNxjRTFGGpb4lZupSnP04O0D5yzMB24AN54174jgbbYv6W0XZt4GHbcDaomRoteeeqfJpbVu5q3Tm+nW1dFGQ8PIjLcmHWdoyGFw8IT8pBNCCCGEeAmwAdsNFAE0JyRYjB/9ENxy1NzNKNhWY+xDjewrowz4wPG74Ek4puDN5/NxxRVXsGTJEiKRCF/84hcBCAQClJWV0d3djdYn54/YaNTNkAwMjD37IRaLFRw3lk9/+tPccsstx/3ahEth4fPWvE0l83bjmXMLHs+tKCl4HHNi+Y5FMSdIqS8XvKlRZZNJmrNTy7wZChZXFwZvh1oPUb/conXUgO42KZkUQgghhHiR0IxEjPYRz4x5uMc5xi7pxZi47+cErr76apqbm7n77rv5+te/XhDknH766bS1tfGWt7zleFzjSfOVr3yFsrKy/K2pqelkX9JLixqdeZt88FYSOHJBbdg3shg1Ny6g1Eh6mTf3uYgyGHaCKBzCKj3lssk55SWEfe7nHZ2EsbTNzoOtNDaZtBChXKeIkKVdZrwJIYQQQogToKjg7fzzz+fOO+8klUrx0Y9+lJ///OcFz2/YsIHdu3dzzTXXHJeLLEYu4zZeZq2srKzguLGk02kGBwcLbuL4UbmySUz83icdRwveZkbDY+8vG9k/elzAoBMcKZs03LLJEpXCUFOf8ba0ZmQYZ5cKU6XjdMeT1DeYtKkwDd6A7laZ8SaEEEIIIU6AosomP/e5z9Hf38+qVavo7u6mqqrqiGOeeeYZVq9efcwXWKx4PE5raytz587FMIwj1r3l1rpJs5KTyeeVTY7OvE2cfl7ddOT3GsCMaJgdPW5wPTKoO+Fm3oyRNW/ddglVphu0TTV4O6125IOAThUmknbfr77BYjN+yr31eu0yJkAIIYQQQpwARWXezj33XO666y66uw+fZz7i4MGD1NfXF31hx8NDDz1ESUkJF1xwwRHPXXnllfljxMlh4sOaYtnk6hljB2+jM3IjmbdkQcOSEmXQaZdSa7pB16CeWiZ1dOatkzBWvA+AhgaTAeWn3Ft0K2MChBBCCCHEiVBU8BYIBCYsNwS3XHGsLo8nQlVVFYsXLz4iA/j9738fgC9+8Yv4fCPrpC677DKuvPJKHnroIcm8nUR+5TYPmUrwdk5T5Zj7C8om7cKySZ9SBFFEDYMuu4xay31+0Jlq8DaSeWtTEexYDwD1jSYx/ES9a2+TskkhhBBCCHECFFU2uXfvXlatWjXhMeeddx7bt28v6qIA3v3ud3PhhRcCsGLFCgDe8573sHbtWgD+8Ic/cNdddwHwoQ99iFtuuYVbbrmFW2+9NX+OdevW8Z//+Z+8973v5bnnnuOee+6hrq6Oa6+9llgsxgc/+MGir08cO59y2/antYlPHX3NW8Rnsry2fMznZkyQedMaGkwLEx99ToQaL/PWle2c9LUGLSPf1VIDu1QF0fb9ANTVWwzgJ+qVTXa0S/AmhBBCCCGOv6Iyb7/97W+56KKLuP7668d8/hOf+ATLly/nV7/6VdEXduGFF3LDDTdwww03cPbZZx+xb+XKlZM6z/vf/34+/OEPo7XmIx/5CH/zN3/D3XffzerVq9m2bVvR1yeOXUD5gcln3s5sqMQ01JjPjS6bTJMm4SQoNRJkMUloP3OMNF22O6ev1oyR0Rl6nJ5JX+vyuvL8e7dSwrDy03NgB6YJZWUGA2okeOvuluBNCCGEEEIcf0Vl3m6//XauueYafvjDH/L2t7+dYNDNoHzta1/jvPPO4/zzz2fjxo3ccccdRV/YjTfeyI033jipY2+99daCjNtoWmvuuOOOY7oWcWL4RgVvAS94y5AZ9/j5lSXjPje6bBLc7FuZkfC2g8w22+nMug10as1Buu0u9BSmQI5ulLJTVQCQat9HRdT9/GMAP1HtXntsYHrKhYUQQgghxMtLUcHb8PAwF110EXfccQdvfvObMU13jtYnP/lJtNb8+te/5qabbiKdPvrMLvHydXjmLa0zEwZUVWH/uM/Vl4bwGYqM474+5sQoNZLedogFvoU8migloDKUGQn2pydfMgmFwdsOoxLLyZDt7yA61yCLYkj58pm3gX4J3oQQQgghxPFXVPAG0N/fz9vf/nY+8pGPcM4551BZWUksFmPDhg10dk7tD2Px8uRXbhOZtDbxK5u0nrjFfmUoMO5zhlI0loU50D8MuOMCGiw38zboBIkYEbrsUmrMQZSCjmzHlK51dJfLnaqCklgr/dohGnXXuwFEdZp0WpNITD6jJ4QQQgghxGQVHbzl9Pb2cu+99x6PaxEvM378aA0ZLPy4mbeJTJR5A7d0Mhe8DTgxIiqNiUPMCQHQaZdRa8a87ckHb7PLI9SVBPOPd6hKMh07AYhGjXzwVk5Ksm5CCCGEEOKEKaphiRDHg9/wkcVEo/CpowdvozNvGQyu9L2RR1RTfl/hrLcBlII6c4B9mWrADd5ynSY77clnh1ePGk+ggW1UMNyyB/CCN6/8M0qaWEyCNyGEEEIIcWJMKvP2X//1X0WdXGvNe97znqJeK176/FiktLte0i2bnHiN5OjM2wZVz9NGPY8ZTVxktwBjjws4O7if++PLSDpP0mNH8pm3qZRNji6Z7CbEgBGCrmYAouVGQdlkj2TehBBCCCHECTKp4O2GG24o6uQSvImJ+JVFWrvfggGVPWrwNjrzdr8xG4B9amRw9uiOkwN2PwCrg/u4e/hMHkwsQWNQaw2S0Rl6nd5JX+dYnSbp2g8cFryRZq90mhRCCCGEECfIpIK3uXPnnujrEC87qiB486ssaY6SeQuNZN5ywdve0cHbqMzbnswesjpLgzXATKuHv8SXA+6Mt6mMCSj1WyytHXmPHaoS5WTRvW62LzfjTWlNGRlZ8yaEEEIIIU6YSQVvzc3NJ/o6xMuOhU+pguAt7qTGPTpgGpQE3O6UrUTYYlRTM9jCvpKRrNjosskhPcTW9BZOD5zB6uBefjt0DhY2FUacF9KTL5k8u7ESQ40MBt9OOfS0gOMO4s5l3krJYCAz3oQQQgghxIkjDUvESeLDD2S8NW8+ZZPW4wdvlaOybg8YszG0Q83W/6NPBenDLaecURZGjXrNk8knAbd0EqDaHMRQms7s5JuVrJlZVfD4mWwZuutA/nE0atCv/JTjXvuABG9CCCGEEOIEKTp4M02Tj33sY6xfv56BgQEymZFOgWeccQbf/va3Wbhw4XG5SPHSo8bIvKUmCt7CI+vd7jNmc7Zup3PnRmBk3ZvfNKgf1dL/+dRGUjpFlTnMQl87jVY/MLUxAa9e2JjfdoBtvgZo25nfl8u8RbUM6BZCCCGEECdWUcFbMBjkwQcf5Otf/zqzZ88mFouhRpWW7du3jxtvvJF3vOMdx+1CxUuM8uFHkfIqd905b8lxD89l3jTwsDGD81P76D7kZtRGNy1pGtW0JKVTPJd8FoCbyv/K9WWPA9AxyTEBcysirKgrzz/epSpIWSE4tC2/r6zMC9689XoDA/akzi2EEEIIIcRUFRW8feYzn+GCCy7g05/+NPX19fzgBz8oeD4Wi/HQQw9x5ZVXHpeLFC89Cl9B5i2gsmQmUTY5iJ9BFaAm0QmpYSqd4YLgrTxUOMj76dQGAEqNFKWGe/7OSY4JuHpxU8HjdelK0A60bs/vi5a7DUuiuJnn2MDkGqEIIYQQQggxVUUFb9deey3r1q3j9ttvB9yRAIfbu3cvs2bNOrarEy9hPvxKkS5Y8zZ+t8kqr2yymxAARmIAgIZMH3tVef64iqCv4HWbUptozbbmH+/N7KXH6ZnUFR4evP3vUNSd75aK5/dFo4eVTUrmTQghhBBCnCCT6jZ5uFmzZvH73/9+wmNisRjRaHTCY8TLl1IWPhQZbWFhYyo9qYYl3coN3hh2g7eaVDf7fHX54yoOy7zZ2NzR/y2uDL8KQ5n8efieSV3fjLIwZzVWFuzb7GuA5m0F+/Jr3pA1b0IIIYQQ4sQqKngbHBykpqZmwmPmz59PV1dXURclXg5ymTcLn8oCkJpM5s0L3uxBd8h2RbyLLaWL8scdHrwBdNqd/HTwJ1O6uqsWNxY8bknYDFXMgsd/l9+nFJSWud0mo44Eb0IIIYQQ4sQqqmzyySef5Oqrr6asrGzM55uamnjNa17Dww8/fEwXJ166FD58uGWTfuWWGk5UNpnLvPV4ZZOpoX4ASoY66FJhYrjlkhXBI4O3Yrx2SWHJ5A9aTTDMgmYlpaUKw1AMMDIqIBaT4E0IIYQQQpwYRQVvt99+O5WVldx///2cd955WJabwAuFQlx22WX85S9/wefz8Y1vfOO4Xqx4KXEzbylt4fcyb5Na86ZCVOgkfcMJAAIDbQDs95qWHN6wpBiNpSHWzKgu2PenRAWkE9C1L78vWm6SwiChLCmbFEIIIYQQJ1xRZZOPPPIIf/d3f8e3vvUtHnnkkfz+wcFBAGzb5qabbuLZZ589PlcpXnKUsvArSI8O3phc5q1KJ+hNuMcafW4zkn0qyum6+7hk3v72tBkFj/sTafaEZ0LrTnBGgrNo1CCG+35RncG2NUND0m1SCCGEEEKcGEUFbwDf+973eOihh/jABz7AmjVrqKysJBaLsX79ev7jP/6DrVu3Hs/rFC85btlkBpPAZDJvoVzmLUgNcXoSbpliYrCfCp3Md5ysPA6ZtzcsLQze/rizBb347bD5rwX7y7xOkwBR0sQGHMZovCqEEEIIIcRxUXTwBrB9+3Y+9rGPHadLES8no+e8+citeZug22TYy7ypEFU6SXvcDfT6k2nm6v78rLdjLZucWxHhzIbCLpO/3D8Mq2vhUOEHErkZb+AFb7LeTQghhBBCnEBFrXkT4tj58KMKyybHybyFLJOwz/2coYcQ1STymbfeRJp5eoC9XvB2rGWTrz+sZLJrOMmToYXg2HDghYLnoqMzbzot692EEEIIIcQJJcGbOCkM5cNUhwdvmTGPzWXdALpU4Zq3vkSaRj1EmyoBIBr0Yajir+v1p80sePy/21vQyy+Ffc9CfKDguWi5OyYA3MybBG9CCCGEEOJEkuBNnBQBFQQ4bFTA2GWTuXVsGjfzVuHEiSXdQK8/maGSJH24a+IMpSgL+Iq6psbSEEtrCwfL/2LfIMxZCZvXHXF8WZmbeTO0QykZBgYkeBNCCCGEECeOBG/ipPDjBm+TGRWQa1YyhI+UsgimB8n1BelLpKnQSQZUkCxuyq3SO36qLppdOHi+L5HmuYrT3ZLJ7Y8ccXy03A3eoqRRQEyCNyGEEEIIcQJJ8CZOioDhBliZSQRv+WYl3oBuKxHLP5fI2pTYcQD6vexbRai4zNvhwdujB7pg+aWw52lIDB5xfDTqNiyJ4mYBJfMmhBBCCCFOJAnexEnh99aKjS6bzDD2mreRMQFu8Kbi/QXPW0k3sOrzSjHLi2xactHs2oLHf+7IwKwVsPnBMY/PZ960DOgWQgghhBAnngRv4qTwe1myXMOS1DjNSqBwTACAHuoveF55WbE+rxSzoohxAXMrIsyIhgv2/TW8FLJp2PHYmK/JzXmLesPFJfMmhBBCCCFOJAnexEmRz7xh4SdLWmfHPTafefPKJtNDvQXPa6+MstfLvBUzqPvwrNu+IZuu06+GrQ9DKj7ma9yySV8+eJM1b0IIIYQQ4kSS4E2cFH4VQOuRzNtEwVsuGOtRQaI6ycBwsuB5e9ht4Z/LvBVTNnnhYevdbk2dBuEoPPjf474mWm7QT0DKJoUQQgghxLSQ4E2cFH7lI4uBRnnB2/hlk1XhXOYtTLVO5gd058TiCSI6nV/zVkzZ5OhmJa1E+FPtJbD+d9DXNu5rcg1LyqVsUgghhBBCTAMJ3sRJ4Vc+0trytu1xO03CSOatW4WoIkFfovDYvmSaSpL05ta8TTHztri6lNpIMP/4W+ZZ6HQSHvnZhK/Lr3mTzJsQQgghhJgGEryJk6IweMuO22kSoDriZt56CFKlE3QOF2be+hNpKnWSPuUeVz7FzNsFswpLJu9lJs7mByE5PO5rwmGFz6cKG5bEJHgTQgghhBAnjgRv4qTwK6sgeBsv86aA6vDIqIBqEnTHC9e89SUzlJPMr3mbasOSpTXR/HYbEZqtSti/ccLXRMsNkhiklDkSvEnmTQghhBBCnEASvImTwodFWptArmwyNeZxFSE/luF+m/aoENU6Qfdhmbc+L/PWW+Sct0XVpfntx41Gd+PACxO+JuqVTAL5sslBybwJIYQQQogTSII3cRIY+JVZkHlLjRO81XhZN4Aecpm3I4O3CpL05+e8+aZ0NYury/LbjxlNRAYOwXDfhK8pGx28kSYWc7DtKb2tEEIIIYQQUyLBmzgJfPiVO+MN8Oa8jRO8eY1E4ljElY9gapCMowuO6UumqdCpgsybmuSVVIcD+bJMgMdUE8aB54/6umi5Qb+3xi5KWma8CSGEEEKIE06CNzHtFH78SpEq6DaZHPPYkWYl7oBuKxk74pi+hNttMrfmzVCKsuDksm+LR5VMthNmt1HB0M5njvq60WWT5TotYwKEEEIIIcQJJ8GbmH7Khw+VL5sMqAxpnRjz0FzZZJdygzc9RjljfzJNhU4SVz6SuOvoJtu0ZHTJ5BPeejd9lGYl4GbeBtRI2aQ0KxFCCCGEECeaBG9i2il8R2TeUuNk3mpymTcveLOHjgze4hmbiB0HyGffJjvrbcmo4O1Ro4m6ZCeM8R6HKytzM2+WdgiTJSbNSoQQQgghxAkmwZs4CXz4vcybjyyG0uOOCqgOu8FYt1c2mRroHfuMyUEA+nLr3iaZeSvoNKmaqOvaPqnXRcsNBvARJY1CxgQIIYQQQogTT4I3Me2UGsm8BVQWYPxuk5GRGW+lOkXfcHzsc3pr4fpwj59s5i1XNtlLkJ1GJUbzpkm9Llc2mZ/xJmvehBBCCCHECSbBmzgJ3IYlaW3hn2Tw1kWYWh0/YsZbjjPsBm+5jpOTWfNWGfJT63Wz3KKqAOjZu3lSX0E0atBPID/jTTJvQgghhBDiRJPgTUw75ZVNpkYFb+OXTbrBW4cKU0ecruGx18Zl44MorfNr3iZTNrmoaqRkcqtRRUBnadm3a1JfQ27OW7mXeZM1b0IIIYQQ4kST4E2cBLmySd/Ryya94K1TuZm3rvjYx/UnkkRJ5de8TaZscsGo4G2bqmJWphvHmdyk7WjUK5uUzJsQQgghhJgmEryJaaeUj8Bha97GGtIdskxKAu68ts5c2eQ4wVtfIkOlHpn1NpmyyQWVozJvqoqaodZJfw1uw5JRa976Jxf0CSGEEEIIUSwJ3sRJ4M93m5xozVtuQDd4mTfidI2z5q0nnqKCZH7N2+jXjmdBVQkADrBdVRLqPTDpr8DNvPmkYYkQQgghhJg2EryJaWcRwPQalgRUBoDUGGveciWTaQx6VYhKe4hYKjPmObviSSp0Mt9tMteIZCILvcxbM2UMKz/Z9j2T/hpya95yZZMxCd6EEEIIIcQJJsGbmHZ+ww2sjlY2WZ3vNOnOeAsk+8c9Z8eQm3nLrXmrOUrmzTIUs8sjgNusBKDvwI5JXX8goAiGDiublOBNCCGEEEKcYBK8iWkXVGGAgm6TY5VN1ngDujuVG2SZw/3jnrNrOEmlTtLrrXmrDrvZvfHMLo/gM91v/62qinKd5MDByZVNlkUVcSwyyhy15k2CNyGEEEIIcWJJ8Camnd8rbUwfZUh3LnvW6QV7zlDvuOfsHE5SQYp+L/NmKEVVePymJaOblWxTVSzMdjGQHLsk83DRcpMB3HOXS9mkEEIIIYSYJhK8iWkXGFU26VdZbO1gc2S3xrkVbsatkzBKazKxnnHP2R1PEXUS9BJEe/smWve2oLIkv71NVVI33Dbp6y8rUwwoN3iLkiaRcEiPPaZOCCGEEEKI40aCNzHtAqow85bS2SOOifhMXrdkBuAO6K4iwb6e2LjndDT40oNklMkQ7niBmomCN2/GWxbFXlVOoP/QpK/fzby57xHVaSmZFEIIIYQQ00KCNzHtcsFbrmFJWh9ZrnjNslmUejPeulSYGh3nN1uaJz5xfBCAfm/dW13J+E1L5nuZt4OUklEmdtdRzj1K1Os0CW7mTZqVCCGEEEKI6SDBm5h2fuUnqxU2Jn6VJcWRwdsNZ87Nb3cSxoz30RJLTHhee3gAID/rLdfwZCy5NW+7jQoABg7tnfT1R8uNgrJJybwJIYQQQojpIMGbmHYB5SOtfd52ltRhmbezGys4o74i/7hThenuOPqatPSg29Ak13GytmTs4K00YFHnPbdblRPSGQ4dmvyA7tyMN7+2CWITi0nwJoQQQgghTjwJ3sS0C+AjpS0A/CpLetSA7tnlEb71mlUFx7c4QdrbW4963mS/29Ck3RstMN6st4WjOk3uVhXM1f3s7xuc9PVHowb9BIiSRiFjAoQQQgghxPSQ4E1MO7/ykfaCt4DKkPKCtzUzqrjvnZeypKas4Ph2wjDBmICcvqEhKnQyH7zVjdOwJNesBNzMW0Oqm4yjxzx2LLmyyXIZ0C2EEEIIIaaRBG9i2gWUlc+8uQ1LUpQGLH75pguoChdmy3bE0mSs4KSCt67hJPV6+KiZt/mjxgTsVuWUDrVP6frdhiU+oloGdAshhBBCiOkjwZuYdn5VWDaZ0inOn1lDWdBXcNzWzgGuuXuL+2Co76jn7RxOUc8wHbhDvceb85ZrVjKIj3ZVgtkz+TEB4K15U36iyIBuIYQQQggxfSR4E9POr8xRZZNZUjrJ6fXlBcds6xrg1T9dR1vlIndHz8GjnrfzsMxbVTiAZagjjssN6N6j3PdMtO+f0vXnRgXkM28SvAkhhBBCiGkgwZuYZiYBZRyWeUtyel15wVHr9nUylM7Cqqth91MQ6zrqmTuHCoM3gJrDyjAVMO+w4K3n4O4pfQXRcoNWFaEGd3SBlE0KIYQQQojpIMGbmGY+/EoVrHlLOUcGby909EP9fJixFJ6+e1Jn7k2kqXGGaCdCrv3I4eMCmsrChH3ue+9WFdTqYfa3d07pKwhFLfZSymm6H5DMmxBCCCGEmB4SvIlppfDjR5HWFgqNDxtfIM6MaLjguOfb++Dsq92M284nJnVuDYST/WSUmZ/1VnPYurcFhzUrmWP30TGcnNLX0FVZga0MlnjBm6x5E0IIIYQQ00GCNzG91Ejmza+yKAVNNYVDuhMZm12DNpz+Cnjuz+DYkz69b9htbJIrnaw9rOPk4WMCqhNTy7qZJjSXVALkgzcpmxRCCCGEENNBgjcxrRQ+AijS2kdAuUHbrJrC4GdzZz/O2hvAF4Bn75naGwx2A9BBLngbO/Omcde8BQeOPvx7tLKowXZVToOOU457/VI2KYQQQgghpoN1si9AvNz4R2Xe3Iza3NqRzxA08OXgxXDepfDnO2BgapmxdMwN3tpUBPQYwZuXeWsjwrDyo7uap3T+aLnBNlWez7qBZN6EEEIIIcT0kMybmFZqVNlkQGUBmFczMt/tS+a5PNx4Kfzpm7D+t1M+f+/gMFU6Qbty19DNKi9cS5fLvO32Ok0Otu6b0vlnz7HYrqL54G1oyCGR0BO/SAghhBBCiONAgjcxzXz5hiUBlcHyZZhZ6QfARvF983RqNv4envpDUWff3h0rGBewsr4i/1zQMpgZdffvVJX4tE1b854pnX/+8hD7RnWa3LUjM/ELhBBCCCGEOE4keBPTSnmjAtJew5JoZSz/3A5VybDy0/f8w0Wff2NbP/UM0+6teWsoDVHvjQuYVzHSaXK7UckC3c++3tiY5xlP9NxanFGdJndul+BNCCGEEEJMDwnexLRSKoAvVzZJlrLKwfxzT6s6DO2QPbS96PPv7h2kKjtYMKj7DC/7NrrT5E5Vyax0F/HM5DtZAhjLagFY7AVvO7ani75WIYQQQgghpkKCNzGtgioEQAp3zVswlMo/97RRz4xkO2SmNndtNA0w2EPHqOBtZUM5AAsrR4K3HaqCisGpdZoEGJpdRZMeJup1mpTMmxBCCCGEmC4SvIlp5ccN3nJlk/7ASObqaVVH48D+Y36P4d4OOgiT6wGZW/c232tW0k2QbhXG6p16p8nm0sqCTpM7ZM2bEEIIIYSYJqd08LZq1Sruueceent7GRoaYv369bz1rW+d9OsvueQStNbj3tasWXMCr16MJajc9Wcp7XODt6Ab/MTws1NVUt07tQYiY+nuaCWrTHq8QHFlQ2HZ5E7lDtlOtU3tvRYt9fOkquVM7Y4jyGQ0+/ZI8CaEEEIIIabHKTvn7ZJLLuHee+8lnU7zy1/+koGBAd7whjfw85//nDlz5vCVr3xl0udat24d69atO2L/oUOHjuMVi8nwG17ZpDcqIJd5e1bVopUi3LnzmN/j4CE3o9auItToBLWRIAsqS1heGwXckklL23Qe3Dul81a9agYbVJArnBYA9uzOkM0e8+UKIYQQQggxKadk8GaaJj/4wQ/QWnPxxRezceNGAG699VaeeOIJbr31Vn7zm9+we/fuSZ1v3bp13HrrrSfwisVkBbzMW1qbBFQWX8Bd8/a0UU9UJ9HdB4/5PVqb3aBsl6pghZcl+8A5CwlYJgDbjSrm6QGePTi1AeCpSxcQ1SlWeeeU9W5CCCGEEGI6nZJlk5dddhkLFizg5z//eT5wAxgaGuK2227D5/Nx4403nrwLFEULqACQK5vMEPDKJp9R9ZytO+iNF9+sJC8+QGOqmyeMhvyuG8+al9/eoSqoibczmJ5a2uzQ0jlc6rRhuW1R2CHBmxBCCCGEmEanZOZt7dq1APzlL3854rncvksuuWTS51u4cCEf/vCHCYfDHDhwgPvuu4+enp6jvs7v9xMIBPKPS0tLJzhaTEZABdAab0h3lkAwjQaeNup4j72J+xLHp/V+Xe9OnqhbPOZzO1Ul8zo3Te2ElSF2V9TxEfvxkfPImAAhhBBCCDGNTsngbeHChQDs2rXriOf6+/vp6urKHzMZ1113Hdddd13+cTwe5+abb+brX//6hK/79Kc/zS233DLp9xFH51d+MphoFEErjWlqOgnRq0Is09386jgFb/rAJrY1nE8fASoYGUfQR4AOFaFk344pnc/3N/PJKMXlzsh4ASmbFEIIIYQQ0+mULJuMRt3GEgMDA2M+H4vF8sdMpKuri09+8pMsWbKEcDhMY2Mj1113Hb29vdx+++28733vm/D1X/nKVygrK8vfmpqapv7FiAIB5Sel3c8MSvwJAHq82W+1Ok5vPDXuawtE/HDw4/C3S8Z8euezjwKwflTpJMBO5Xae3L9r85Suu/wti1jm9NJIPL9v104J3oQQQgghxPQ5JYO342Xr1q38y7/8Czt27CCRSNDW1sbPf/5zXvWqV5FKpbj11ltRSo37+nQ6zeDgYMFNHJuA8pP2grdIwF3flmvpX2bHJ78O7boVMKMM3nDamE/HOw8RSfbxpGos2L9dVaG0g901hcYoShG/aD5X6Jb8rk3Pp4jH9eTPIYQQQgghxDE6JYO3XMZtvOxaWVnZuFm5ydiyZQvr16+nvr6eBQsWFH0eMXV+5RvJvAVzmTe3A6VK9E/+RDedA46Gy+eNe0hiz3M8pOsL9j1uNFIROwT2FLJmq5sYLo0UlEz+9f7E5F8vhBBCCCHEcXBKBm+5tW5jrWsrLy+npqZmzPVwU9Hd7bZ7D4fDx3QeMTUBrHzmrTToliD2EMLUDtnhSWY2z58JZ9TDN56AxlJYXD3mYc7+F9hk1jLsLe3MYPAXYw5sf2xK1+z7+GpmO4NcoDvy+x58QII3IYQQQggxvU7J4O2hhx4C4JWvfOURz+X25Y4phmmanHXWWTiOQ3Nzc9HnEVPnN0Zl3kJe8KZCVJGgb7LNSm46B3b1wC3rIG3D5XPHPu7AC2jD4he9boD+mGokpgL0PvfXyV9wfQnZ1y/jvc52TG9EQDLp8ORjk1ybJ4QQQgghxHFySgZvDzzwAHv27OFtb3sbZ5xxRn5/SUkJ//RP/0Qmk+FHP/pRfn9VVRWLFy+mqqqq4DznnnvuEec2TZPbb7+dOXPmcO+999LX13fCvg5xpAAmKe0DIBoaBqBbhajSSXoTkwiIfCa8cSn857MwnIYnD41fOtm1H4b7+FxnDV94cBO3tkVRAx3QPrnh7gB88Bx82LzdGcn0Pv5oimRS1rsJIYQQQojpdUqOCrBtm/e85z3ce++9PPLII/ziF78gFovxhje8gXnz5vHZz362oGzyQx/6ELfccgu33HILt956a37/L37xC7TWPP7447S0tFBeXs7FF1/MkiVLOHDgAB/4wAdOxpf3suZXFmnH/bYrC7vBWy9BqkjQO5nM25JqCFjwWDOBgCL1wF742LlgKHcN3Ghaw0M/JfPqD/HN9XfB+cth68OTv9iABR9YxeuHdlEeGVkjJyWTQgghhBDiZDglM28A69at48ILL+TRRx/lzW9+MzfddBM9PT1cd911fPnLX57UOb7zne+wf/9+1q5dy0c/+lGuu+46UqkUX/ziF1m5cqWUTJ4EAWXmyybLIkNALvOWoDc+ieBtRS0AX3mXTUvvbL7/jkGoCMHK+rGPf/ou6NwH194KZTWw/dHJX+y1y6A2wicjOwt2r5NmJUIIIYQQ4iRQgNR/TVJpaSmxWIyysjIZG1AUi09V3cGh9On8cnA1m995E7WNPVzsewtrdCv+//t3vrvhKCWNX7mCyPtOp6Xk9wCkMZhpvIXUZ9bB7eM0Ipl9Otz4TUjE4PbXg+NM7nKfeT8zfAk2L34kv6uzw2bx7Ga0/KsRQgghhHhZOxmxwSmbeRMvRX78KFLaIqCy+ANuKWKPClKtk5NqWGKurOX86MiYCD8OFxkdWK8af2QAB16AJ++Ep/4w+cDtwllwVgN/H9hesHvdXxMSuAkhhBBCiJPilFzzJl6aFH78yg3e/CpLIJhG444KqNQJnp1E8BY5t56lHCjYt8bp4uHVSyZ+4f99e2oX+9FzCTf38K45XQW7//Db4amdRwghhBBCiONEMm9i2igVwK8U6XzmLc0gfjLKpJoEfUfpNlkxN0SsvIylur9g/1LdR7okBPUlx+dCZ0Xh9Uu4fnALatTuXTvT/PmP8ePzHkIIIYQQQkyRBG9iGo0qmzQymJZDD0EAqnSCnqM0LFn97pmAG6yNlgvmgqvrjs9l/t1qzOEUn194sGD3t74xICWTQgghhBDipJHgTUyb0Zm3oOEGat0qBEAVSXqOknmLnFePqR0W6YGC/bMZJKwzLHj9jGO/yKAF7z6TKw5tJ0I2v7u9Lcuvfy4lk0IIIYQQ4uSRNW9i2hgECHhr3kKW26yk1wveotlhBlPZiV5OZnEtC4gRoLDpiAEs0QOELhpnXMBUvGU5VIT4aum+gt3fvSNGKiVpNyGEEEIIcfJI5k1MGx8RAFLaR8hys2zduMEbidiErzUM6KytZqkzUjJ59x9GMmFLdR+Ds6sJBNRYL5+8v1vNuYMHmctIu9dYzOGH/ymjIYQQQgghxMklwZuYNkHDDd6S2keJ3x103aOClOkUQ4nkhK+dM99ip1Ve0Kzkq7f14ThuNuw03c8us4IzVweKv8DVTbCqkb8PFw7l/uptfQwMTHLEgBBCCCGEECeIBG9i2gSVG7wlRgVvvYSo1omjrndbtLaSPhXkNK9ZSXtbli2bM2zd7K6dW6r7SCiLmWtrir4+4yOrmZkd5Ardmt+3ZVOa73174qygEEIIIYQQ00GCNzFtgkYYgJTjozTgBm/dKkQVCXqP0mmycm0DAMu8zNumF9zjt2xy187lOlCWnFfkurfqMLx5Ge9lByYja9s+8ZFubLu4UwohhBBCCHE8SfAmpk1IucFbQvsoC7rr1XoIUaWT9B5lQLd5Rh1hnWG2txbthY3u8Zs2uRm7WpJU6iT2abXFXdy7z8Iy4O3O7vyuB+6L8+TjE2cEhRBCCCGEmC4SvIlpE1YhtIak9lMe8oI3FaRqEgO6++fUslz35b9hNz1fmHlTuNm33oZq1FR7lhgK30dW8Ub2U8nIdfz396VJiRBCCCGEOHVI8CamTdAIkcHExqA8PARAjwpRpRN0xccP3mrrTHaHqlihe/P7XnjePX7LppGM3Wm6n53+CmbPneIEjL9ZRKaxnPc62/O7Dh3M8n/3xKd2HiGEEEIIIU4gCd7EtAmpIAnHB0B5xM1qdROiiiTdEwRvy1aH2ami+eBtcNBh3x53Jlxnh01Xp7sobZnuYw9lLD0rNKXrMj9yDmdmuzhT9+T3/eS/B2WtmxBCCCGEOKVI8CamTVD5SWo3eKuIDJLCYEj5qdIJuofHD97qr2jAVgYrvKYkm19Io0fNy97idZw8TfdjK4O6tVNoWtJYin3ZfG5kZDxAJqP5yQ+lZFIIIYQQQpxaJHgT0yakAiS1H4CK0hg93oDuaiYumwysqcfQTn5MQK7TZE6udDLXcdK3avLBm3r7CgLYvM45kN93z//GaW+TtJsQQgghhDi1THFxkBDFCyofCS/zVhZI0KuCAFQeJfMWX1jHQmKEcQOqTc8XHrvZC+ZKyTJPxxhcWDfpayq96Uwu1weJksnv+86/D0z69UIIIYQQQkwXybyJaRM0fCS9NW+lgTjducybToy75q28wqC5vJrlTl9+38Znxs68AZzu9HKgvJpIZBItJ0+vIza7hmudvfldG9YnWf+EjAcQQgghhBCnHgnexLQJKiufeSsNJOjy5r4Z8X7s0YvYRlm5KsBmVZlvVpJIOGzbWhi87dieIZt1X3+G7mGzqmTJcv9Rr6fmk2dSrRNcrlvy++74N8m6CSGEEEKIU5MEb2KaGISUSVL7sZRNwMzQqcKU6DTx+PC4r5r16gaGlC8fvL2wMU02W3hMKqXZtdMtezxd9xJTfmZfVnOUy1EkX7+cNzj78eEGfs37M/zxLhkPIIQQQgghTk0SvIlpEiCoFEntI2ymUAo6CVOn43SNt97NUKx/+xXM1oOcpzsA2Pjs2MfmSidP94K8yEVNE16NumwOgyUlBSWTv/r5kIwHEEIIIYQQpywJ3sS0UAQIoEhoHxFfEoAOFaaW4fFnvH30/7d35+FRlWf/wL9nZjJZZ7InEAIhQNiKslMwaDAuqIAWqyAKRcGq9dVWrb6i4C9Rf6Kt8ora1xYXUGpFFLgQiw2ohFUFZE/CkgAJBLJvk2S2zMz9/hFmdJgkbJlMBr6f67qvNs95zjnPmdun7d1zznNG40hMV/yvbZtrsZLdP1lb7OpctCQWZnQVI+xXtb3iZNf/GoREacAwqXS1ff5Z63cAiYiIiIh8jcUbdQhF0SJIUcHsCECY1gQAKFdCECfGlou3gbHA/BvwB0cexp656wYAu3e1XOjt2vlz+9VShdIusQgKan3REuNN/TDBcQLOHnt3W5B/uKnV/kREREREvsbijTpI82OTJtFC5yzeEIo4MaKi0ezeNSIIWH0Pwspq8IJ9j6u5rs6BgiMtF1h7dllgtze/u3aVVCNHHY2rh7S8aIn2mgTUhoZhguOkq+2Lzxou5eKIiIiIiLyOxRt1iAAlBAFn3nnTBTYvClKuhCAOZ915U6uA5XcDUcF4blcWgvHzS2j7dlvQyqKUaGgQHMo7s2iJoxrlSjAG3hTVYt+eT16FCLHgmjN39BwOwcrP+cgkEREREXVuLN6oQwQrOgCASQIQHtyIJqhQpQQ3Pzb5ywVLXrsRSE/Gr99cg/+a6HA7xo/fn3WH7iw7dzRvHy6VUETQNGlAi/2MN/XFLY6T0JxZZXLzRjNKS7hSCRERERF1bizeqEMEKWEAALMjAPrgRtcHuuNgRLmzeEuKAJ4YjeD52fjnw+5L9tfV2rH4/fo2z7FrR/NxusGI+xwFWDtsVPMjmL+gGxaN4vBo90cml/GRSSIiIiLq/Fi8UYcIVoUCAMwIQHiQEeVnPtDttmDJU2OAWjPeGXQUcfFqt/3n/Ln6nHfHdm7/+Q7ePPse2FRqhLw2zq1PyvNDECQ2pMvp5vGYHfhqNR+ZJCIiIqLOj8UbdYgQZ/F25p23XxZvFUYzEBMCPDgMI3buw10TA932zVprxLJPzn137MjhJhgMzY9adoEJT9oPwDR7JJAS3dxBq0bhxGG4y3EcobCdObYJBkMrL9IREREREXUiLN6oQwSdKdbMEgCd1oRyNP+ttzWg3mIDHhsFlQr45LpCt/2qKu144r8qzz5cixwOYPdPP999e9SRh2hTA/DB7YBKQcQTQ1GjDcGf7DmuPiu4yiQRERER+QkWb9QhgpUQOESB2aGFLtCEMiUE0WJCndEEBKiBx0bhHvMRdAn4+SPcDofgoQcqLmgxke2/WNQkGHYsDfoeGNsDeO5ayNOpmCRFSIEBAFBbY8f6LGNrhyIiIiIi6lRYvFGHCFaCYBYNADQ/NomQM994swD9Y4DoEMwIPeG2z4LXavHdetMFnWfpknrU1/+8SuU1Uo4/Nu0H/n866mIj8eQv7rp9ucoIq7WloxARERERdT4s3qhDBKuCYJbmj2brtKYz33hrRKXRgojrugAABkiNq/+2zSa8+nLtBZ/nVLEdjz/s/pjlPGU/htnKMd5xEkOlytX+OVeZJCIiIiI/wuKNOkSQEgiTBAAAws4Ub7FiQqXRgl8/2B1dxYgINH9k224X/PmPVXA42jpi61avbMQ//lbn+lsLB9Y7svBP20ZX2/YfzNi2pe3vxhERERERdSYs3qhDBCtamB3NxZvzscl4McIeY4T6qji3u24fL67HoYNNl3S+F+ZUY8ePPxdnGgi0+LkanPvf1Zd0fCIiIiKijsbijTpEkBLguvOmC3Q+NmlE1+EWHFRFoL/UAgDq6x149aWaNo50fpqagAfuK0dlhediJ6u+aMBPOywt7EVERERE1HmxeKMOEaTSut5502itqFcCESeNCO4tKITOVbwt/7QBFeUX+bzkWU4V2/HgzHI4HD9/x81iEbw479KLQyIiIiKijsbijTqAGsFKAMxn7rw1Bjb/YxcnRpgGREAUBQPPFG/79rTvHbGN35nxyKwK1NXaUVNtx6zp5SgqtLXrOYiIiIiIOoLG1wOgy5+iRCBIUcHk0CBUa0KVKhgAEK9pwP6ESABAvzPFW87+9l+7//Nljfjis0aInLsvEREREVFnxTtv5HUqJQrBigKjSouIoAaUKSEAgLiYahxWRyBRGqCDDXa74FDepS1U0hoWbkRERETk71i8kddplGhEKGpUShiSI8pQjhBoxI6ILtU4pES4Hpk8WtAEk4lVFhERERFRS1i8kdfFqhOhVhSU2cLRO+o0ypUQxMAES5QBeUqka7ESbzwySURERER0uWDxRl4Xr0mACHDaEoFeUaWoUJq/8dbQtQknlTBX8ZZ7gMUbEREREVFrWLyR18WrY1DnCIbZEYhekSUoRQjixIiixOaFSwae+UB3Dos3IiIiIqJWsXgjr4tTh6PMrgcA9I46jSIlHN21tTgUEgmVONBX6gDwsUkiIiIioraweCMvC0GcWosymx4qxYEeEWU4roSjt74c+5Ro9Jc6hMCO2ho7ThXbfT1YIiIiIqJOi8UbeZVKiUKMSoMyezi66SpRrQmCWdGgd2wp9itRuFqqAPCuGxERERHRubB4I68KVGIRpVKj3K5Dn+jTOKqEAwCSkk4hR4nCYKkGwPfdiIiIiIjOhcUbeVWcJgkAUCE69IoswTElAmpxwNKvDhZFjcFn7rzt28PijYiIiIioLSzeyKviNQlwCFDWFI7eUc3FWw/FgLxwHQDgqjN33nbusPhymEREREREnR6LN/KqeHUsahyhaBINekeV4KgSjl7BldinRKGP1EEHG2qq7Tia3+TroRIRERERdWos3sir4tXhKLU1v+fmfGyyd1QZ9ivRGOxovuu26ycLRHw5SiIiIiKizo/FG3mRGrHqEJTb9dAodnSLqEChEo7krqexX4lyve/203Y+MklEREREdC4s3shrFCUCsSo1yux6JOoqUKoKgVVRIzilAo1KgKt44/tuRERERETnxuKNvCZUlQi9So0ym961WAkAGOObV5a8+sxiJbt2sngjIiIiIjoXFm/kNV00QwAAFRKGvrHFOKpEQAM7ToVq0UPqEQkr8o9YUVvj8O1AiYiIiIj8AIs38poBgQNRZQ9FaVMkhnQ9ip2qLhioL8FuVQyG8H03IiIiIqILwuKNvEKlJGBIQAR2m5MQoGrCDX12Y4OqB67tewA7lVikOUoB8H03IiIiIqLzxeKNvCI+YASSNAHYZemJ65P34VhQGKqVYEQNK4JNUeEGxykAvPNGRERERHS+WLyRVwwPHIEaewgKmuJxx4AfsEGVBL3ahOJYFXqJAT3RgLpaO/Jyrb4eKhERERGRX2DxRu1OgR7DtPHYbUmCRrHhlj4/4TtVD4zrcRDZ6gTc4DgNAFi1ohE2m48HS0RERETkJ1i8UbvrEjAWPTQB2GXuidRueZBgG3ap4jF4SC4KFR2uP1O8Lftng49HSkRERETkP1i8UbtSEIbxoeNRYQ9DflM8Jl+1FRtV3eGACpZeBmjEgWulBEcLmrDjR77vRkRERER0vli8UbsaFHQvxgbq8Hn9KMQE1WHywO/xbVAi+ncpwtLQXrjTcRw62PDZJ7zrRkRERER0IVi8UbsJVQ3BfWEjkGtJwB5LEuaPXwKjVsE6VTIirz+CKgTiefteWK2CZZ/U+3q4RERERER+RePrAdDlIAh9g+7D78J+jQiVFu+YRmBMtzzcMWAbpoRNgEpvxoE+CmY7DqMnGvC/fzeg+KTd14MmIiIiIvIrLN7okujUozEx7G6MC4xArYRgkW0kSq0RWHbLfCzUD8YmaxIm3PsFNilReNq2H9VVdvx1fq2vh01ERERE5HdYvNFFCVASkB42G7cGJSFEUeMH6YnPa0cjrGcZxjz1L9yrTUUxwjDgge/w76guyLDtQgwsePaVWtTVOnw9fCIiIiIiv8Pijc5BDb36KkSre8DkqIRKAYYGXYdrApMRpwpAkTYcy+tGI78+Adfc/zV29dbgVJwKCeN2oTZZhVK1YJFtC6Y4jiH/iBUfLjL4+oKIiIiIiPwSizdqUbAqEVcFpmNM8AgM1IQiNMSCPtfnIXrUCRzcZ8fWH6PwafEI5FZ2Q8+xBzBmwjp8X9cTI27fjJyrbCiFCvc5CvDfTfsQBzNKTtvwu6nl/Cg3EREREdFFYvF2BVNBi18F3oKU4N7o3dWGlAENsJZFwloWj4EJRvS4rgCnbYewfOt4fF8yAA0/3YjywEqY1vWH6kQYUqZtQ2i/wyi0B0KnFwz/3Vr8FKXDw/YjeNa+H1GwwGx24I2FBix8vRYNDeLrSyYiIiIi8ludungbMWIEXnzxRYwZMwZarRa5ublYuHAhli1bdt7HUBQFjz76KB566CGkpKSgoaEB2dnZmDt3LgoKCrw4+o4VqIQjMWAIQpRwmMQIi6oRL2dakHqLGaePqrH472roLPG45SYVuvU2ITzBjBC9DWoUQxV6HOW6AOwvT4LS2AicqMOKfSOxLu82nKyPRmCMCQm35qB01hFYupgBrIfmuA6HS8LRq1sx9AnVyNfooCAIHzdtxE0Nx7HoXQNy9luxKduEygq+40ZEREREdKkUAJ3ydkhaWhrWrVsHq9WKzz77DHV1dbjzzjvRq1cvPP/883j11VfP6ziLFi3CQw89hNzcXKxduxbx8fGYOnUqzGYzrrnmGhw8ePC8x6TT6WAwGKDX61Fff/7fKVOrgfHjQ/CbCeEoOW3H396vREW548wxFVw9JBABWmDPLivqah1QIxDJgSMQq0mATokGFAW1tioEaa0Yd7UOffs1QRdjRkS8Gd3610PfswEqtQOKQ4EYNWjYF4+gAVVoGlqDtzEII6sbYK3UITKoEeEaI7IqB2Cr0gUnreGo2NMThsZQoH810LUeqA0CTuqAaDPQtwqacBO0TQJLrAWaJgX9NoYjsGsdTvWxQAltQjdNPZKkAVdJNSY5TsCeX40ZU8pwMK/pvH8fIiIiIiJ/c7G1waXolMWbWq3GoUOHkJiYiDFjxmDv3r0AgLCwMPzwww/o168fBg4ceM47Z+PGjUN2djY2b96Mm266CVarFQCQnp6Ob775Blu2bMG4cePOe1zOBE0Zk45uySdQY2xEeZUNAfW9EGFKgcUQhJy6QiCgEkP7hGPEKOBX11VjULoJwZEOFCIMMTAj1GaHuVAHbaQF6mgLGqBBFQLRw94IU0E4AlSAJtoEiIKywngYavXo0qMEusRamDUK9pUkw2AKRp0xFFsae+DbqBiYa0JhOREFORaJmFwd9IEmHPx/B2DvVwNY1MD6XkCIDRhzsvlfawOBxgCgawOgAhQHEFPnQF2YAmuAAkUEw+2V+JVSg2olEHqx4mX7LoQ3WaAOcP9djh9rQl6OFd9vNePjD+v5eCQRERERXfZ8Ubx1yscm09PT0adPHyxevNhVuAFAQ0MDXn75ZSxfvhwPPPAA5s6d2+Zxfv/73wMA5s2b5yrcAGDDhg1Yt24dbr31VqSkpCA/P/+Cxvf+pkoADgDBZ1oqYDIZYDEHIjy0AdA4UGEC9pUmoVIdjhcd0VjV2APlkSqoLCr0Pa5CwmkVjuVHozauCeYR5TAHqNCnwYi+jVocPZ6EQrseNoca9oYgQO0A6s1AWSMQZQaCbECEFehpAXRW4IQKiDIBqYcBrQMnGgKARi0QYcKgjxJRnmxB+aR8KE0K+uZqMbzMggCTGcEB9bhXm42mCBv6SS3CQm2wi4IjTeGIETNiHGbUVwNhkQKLGfgmy4i5c6phsQh+PToQDgF2bregvIwf3CYiIiIi8rZOWbw574atX7/eY5uzLS0t7byO09DQgG3btnlscxZvaWlpF1y8Je17CobepVAcClRmNaRRC3tdENCohdYGQGOHVaM0F1YDKwCNAzgcDXzQF46+VTiUXohDv7ICKAHMamBnD+C0DgW/KkfByGpg9CkAp5pPZlYDpgDAGADFooJeZUU0zIgw2hBRY8cQaw00tbUYEHsa6VEHcEQJwwptL+zQdEEmdiDt3lIAwJ6maMSJCV0Tm1DXEI7a2mBUFatReMiAMlMV3trRgC3bjEjupcGIYVWoNdiQvcGEinIHNBpABLD/okb76kvjBf1mRERERER0aTpl8ZaSkgIALRZVtbW1qKiocPVpTUhICBISEnDgwAE4HJ4LZjiP3dZxtFotAgMDXX/rdDoAgKpPFcJ2x8BhU8EW5IBKb4Yqqh72rg40BQBQOaBVBAFmBdFfdEdkVnfc1nsf7rjubXS/+jiKqyNhqAxEmMYCY2U49h7+FXKru6G7nEK3xpMY0/cg9EEmhMAGu0ONCpsemiAH9OFGhGqtcJhVsNVpYbNpYagJRkGOFifKG/CZUo9fDTMiM60KweGCqpMKxt9Tgl17zRg5sBImmw1780xt/m411Vbs/snq1sbl/YmIiIiIfK9TFm/h4eEAgLq6uha3GwwGJCYmXvIxftmvJc899xwyMzM92gtCl0I1wtj8tmCQHYqq5f0lREHT1eFodMTjxHd9sOz9EZCYLhj/21KERFpwvEiP+qJ4xBfq0SeoDvrR5Qitr0TRVh1+OFiPCnMtoqJV0Ghq0WAQVFc7sGVnPY4Xtr0YiFoNRMeoUV1ldxVeP+zvmOdwiYiIiIjIOzpl8dZZvPrqq/if//kf1986nQ6nTp3CjFursG2jIFAVightGKxBJdCEGRATHYDusSEwGgV7CmpRUmaDSkIRqqpBvSMbAgtwGnh7/9lnUgHQAlvN7TJuux18D42IiIiI6DLTKYs3592y1u6K6fX6Vu+oXcgxftmvJVar1W2hE6ctOw2od9QDDqDcBsAIoBooOGHFj2h062tHIwyORo9juHMAaJ/CjYiIiIiILk+tPPDnW229jxYREYHY2NhzLjJiNBpx+vRpJCcnQ6XyvMy23qsjIiIiIiLqbDpl8bZp0yYAwM033+yxzdnm7HOu44SFhSE1NdVj2/jx48/7OERERERERJ2BdLZQq9VSUFAgJpNJBg8e7GoPCwuTAwcOiNVqlZSUFFd7dHS09OvXT6Kjo92OM27cOBER2bRpkwQEBLja09PTxW63y8aNGy9oXDqdTkREdDqdz38jBoPBYDAYDAaD4bvwUW3g+wtvKcaNGycWi0UMBoMsWrRIXn/9dTl69KiIiDz//PNufTMyMkREJCMjw+M47733noiI5OTkyF/+8hf56KOPxGQySU1NjQwYMMAfEsRgMBgMBoPBYDA6WfiiNuiUj00CwMaNGzF27Fhs3boVU6ZMwaOPPoqqqircd999mD9//nkf5+GHH8bjjz8OEcEf//hHTJgwAV999RVGjRqFgwcPevEKiIiIiIiI2o+C5iqOzoNOp4PBYIBer0d9Pb+bRkRERER0pfJFbdBp77wRERERERHRz1i8ERERERER+QEWb0RERERERH6AxRsREREREZEfYPFGRERERETkB1i8ERERERER+QEWb0RERERERH6AxRsREREREZEfYPFGRERERETkB1i8ERERERER+QEWb0RERERERH6AxRsREREREZEfYPFGRERERETkB1i8ERERERER+QEWb0RERERERH6AxRsREREREZEfYPFGRERERETkBzS+HoA/0ul0vh4CERERERH5kC9qAhZvFyAqKgoAcOrUKR+PhIiIiIiIOoOoqCjU19d3yLlYvF2A6upqAEC3bt06LEHUPnQ6HU6dOsXc+SHmzj8xb/6LufNfzJ3/Yu78kzNvzhqhI7B4uwj19fWcWH6KufNfzJ1/Yt78F3Pnv5g7/8Xc0blwwRIiIiIiIiI/wOKNiIiIiIjID7B4uwAWiwWZmZmwWCy+HgpdIObOfzF3/ol581/Mnf9i7vwXc+effJE3BYB02NmIiIiIiIjoovDOGxERERERkR9g8UZEREREROQHWLwRERERERH5ARZvREREREREfuCKKt4SEhLwpz/9CevWrUNRUREsFgtKSkqwYsUKjBo1qsV9+vTpg8WLF+PIkSMwGo0oLi7G+vXrMWnSpFbPM23aNGzfvh0NDQ2orq7G2rVrMXz4cG9d1hXB27lLSkqCiLQaU6dO9fYlXrYuJnejRo3C6tWrUVFRAbPZjMOHD+PFF19EUFBQq+fhvGtf3s4b55z3hIeH46233sL333+PkpISmM1mFBcX47vvvsOdd97Z4j46nQ4LFixAYWEhzGYzCgsLsWDBAuh0ulbPwznX/rydO84777jQvA0ePBivvPIKsrKyUF5eDhFBdnb2Oc/DOdf+vJ07b8y5K2q1yVdffRVz5sxBQUEBNm3ahPLycqSkpOA3v/kNFEXBtGnT8MUXX7j6jxo1CtnZ2QgICMCaNWuQn5+PuLg43HnnnYiIiEBGRgZeeuklt3M899xzmD9/PoqKirBixQqEhYXhnnvuQVBQEMaPH49NmzZ19GVfFrydu6SkJBQWFmLv3r1YvXq1x/lXrFiB3NzcjrjUy86F5m7y5MlYvnw57HY7Vq5cidLSUqSmpmL06NHYunUrbrjhBlitVrdzcN61P2/njXPOe3r37o29e/fixx9/REFBAaqrqxEXF4dJkyYhPj4e7733Hh5++GFX/5CQEGzduhVDhw7F+vXrsXv3bgwePBi33nor9uzZg7Fjx8JoNLqdg3POO7ydO84777jQvGVkZLiWlz9y5AiuuuoqbNy4Eddff32r5+Cc8w5v585bc06ulJg8ebKMHTvWo33s2LFisViksrJStFqtq33t2rUiIjJp0iS3/t27d5fa2lppbGx069+nTx+xWq1y6NAh0ev1rvaBAwdKQ0OD5Ofni1qt9vnv4I/h7dwlJSWJiMiSJUt8fq2XW1xI7oKCgqS8vFwsFosMGzbMrf8777wjIiLPPvusWzvnnX/mjXPOe6FSqVr8Zz4sLExycnJERGTgwIGu9szMTBERee2119z6O9szMzPd2jnn/Dd3nHedI28DBw6UoUOHikajkfj4eBERyc7ObvX4nHP+mzsvzTnf/3CdIbKyskREZPjw4a62gwcPit1ul4CAAI/+W7duFRGR6OhoV9srr7wiIiIzZszw6P/uu++KiMhNN93k82u93KI9csf/QuscubvhhhtERGT58uUefcPDw0VE5Pjx427tnHf+mTfOOd/EggULRETk9ttvd7UVFxeLwWCQkJAQt76BgYFSVVUlJ0+edGvnnPPf3HHedY68/TLOpwDgnPPf3Hljzl1R77y1pampCQBgs9lcbbm5uVCpVLj55pvd+iYmJmLQoEHYv38/qqqqXO3jxo0DAKxfv97j+OvWrQMApKWltffQr3jtkTunhIQEPPLII5gzZw5+97vfoVu3bt4d/BXu7NzFx8cDAI4fP+7Rt66uDtXV1ejZsyd69erlaue863jtkTcnzrmOExgYiPT0dDgcDuTl5QEAUlJS0K1bN2zbts3j0UiLxYLNmzcjMTERffr0cbVzznW89sqdE+ddx2gpbxeDc67jtVfunNpzzmkueTSXge7du+PGG29ESUkJDhw44Gp/4YUXMHbsWKxatQpffvklCgoKEBsbizvvvBNFRUWYMmWK23FSUlJQX1+PsrIyj3Pk5+e7+lD7aa/cOd18881uBV9TUxPefvttPPPMMxARr1/PlaSl3FVUVAAAkpOTPfrr9XpERUUBAPr27Ytjx44B4LzraO2VNyfOOe8JDw/HE088AZVKhbi4ONx2223o0aMHMjMzUVBQAODnueGcK2f75Rz65T6cc97lrdw5cd55x/nk7WJwznmft3Ln1N5zzue3JX0ZGo1GNm7cKCIi06dP99jes2dP2blzp/xSVVWVPPHEE6JSqdz6WiwWj0cUnJGYmCgiIllZWT6/5ssl2jN3sbGxkpGRIVdffbWEhYVJTEyMTJw4UXJzc0VEZP78+T6/3sspWstdaGio1NbWisVikSFDhrjt89Zbb7nyeM8997jaOe/8M2+cc94P5+M6ThaLRf785z+79Zk2bZqIiLz88sstHmPevHmcc5dR7jjvfJ+3s+N8Hr3jnPPf3Hlpzvn+B/NVKIoiS5cuFRGRRYsWeWwfPny4FBcXy7p162To0KESHBwsPXv2lL/+9a8iIrJy5Uq3/pxc/pu71iI+Pl4qKirEbDZLRESEz6/7cohz5W7WrFkiImIymeSf//ynvP7667Jt2zYxm82Sl5cnIiJ33323qz/nnX/mrbXgnGv/UKlUkpSUJM8++6yYzWZZuXKl6wV9Fm+dO9o7d60F513H5a2l357FW+eJ9s5da3GJc873P5Sv4oMPPhARkaVLl4qiKG7bNBqNFBQUyMmTJyU4ONhj32XLlomIyLhx41xt5eXlYjAYWjzXwIEDRaTlF/oZvs9dW/Hxxx+LCF8G7ojcOeOWW26RDRs2iMFgkMbGRtm0aZOkpqbKmjVrOO8uk7y1FZxz3ounn35aREQeeeQRASC33XabiIi8/fbbLfZ3/h9et956q6uNc85/c9dWcN51TN7OjvMpADjn/Dd3bcXFzrkrcsESRVHw4YcfYvbs2fj0009x//33ezxv2r9/f/Tu3Rvbt2+HyWTyOMaGDRsAwO3jiPn5+dDpdK6X93/pXM+m0/nxVu7aUllZCaD5ezp08c4nd05ZWVlIT0+HXq9HaGgo0tLSsG3bNgwaNAh2ux27d+929eW88y5v5a0tnHPe41zwwLkAwrnel2lpDnHO+UZ75K4tnHfecXbeLgbnnG+0R+7acrFz7oor3hRFwQcffIBZs2bhs88+w4wZM+BwODz6abVaAEBsbGyLx3G2WywWV5vzA4lnr3AIAOPHj3frQxfOm7lry6hRowAAhYWFFzFqAs4/d2255pprkJycjKysLBgMBlc75533eDNvbeGc856EhAQAP68Ump+fj1OnTiE1NdXjf0AEBgbiuuuuw6lTp9xe2Oec8432yF1bOO+84+y8XQzOOd9oj9y15VLmnM9vS3ZUKIoiixcvdt1ebuuDhlqtVmpqasRms3nczuzatasUFxeLiMigQYNc7SkpKfyIop/mbuTIkaLRaDyO9eSTT4qISE5Ojs9/A3+NC8kdANHpdB5tXbt2lby8PLFarTJ06FC3bZx3/pk3zjnvxeDBg93mgjMiIyNl9+7dIiJy3333udov9EPPnHP+mzvOu86Rt1/G+Tx6xznnv7nzxpxTzvybK0JGRgYyMzNRX1+Pt956q8VKevXq1di3bx8AYNasWfjwww9ht9uxdu1aHDx4EPHx8Zg8eTLCw8Pxt7/9DY8//rjb/s8//zxeeeUVFBUVYcWKFQgNDcW0adMQHByM8ePHY+PGjR1xqZcdb+cuOzsb/fv3x6ZNm3Dy5EkEBwdjzJgxGDZsGKqrq3HjjTdiz549HXa9l5MLzd3cuXMxffp0bN26FeXl5ejevTvuuOMOhISEYPbs2Vi6dKnH/px37c/beeOc854333wTDz74ILKzs1FUVITGxkYkJSVhwoQJ0Ol0WLFiBaZMmeJ6/DUkJARbt27F0KFDsX79euzatQuDBw/Gbbfdhj179mDs2LEe3xHjnPMOb+eO8847LjRv/fr1w5w5cwAAwcHBmDp1KkpLS5GVlQWg+XG6Z555xu0cnHPe4e3ceWvO+bzq7ahYsmSJnMvMmTPd9klPT5c1a9ZIWVmZNDU1SW1trWzatKnFr9w7495775UdO3ZIY2Oj1NTUyNdffy0jRozw+fX7c3g7d7Nnz5avv/5aTpw4IUajUYxGoxw8eFDefPNN6datm8+v35/jQnN3/fXXy/r166W0tFQsFoucPn1ali1b5rEE/dnBeedfeeOc816kpqbK4sWLJS8vT2pra8VqtUppaal8/fXXra48qNfrZcGCBVJUVCQWi0WKiopkwYIFLf4/0s7gnPO/3HHedY68paWltfmfrcePH2/xPJxz/pc7b8y5K+rOGxERERERkb+64hYsISIiIiIi8kcs3oiIiIiIiPwAizciIiIiIiI/wOKNiIiIiIjID7B4IyIiIiIi8gMs3oiIiIiIiPwAizciIiIiIiI/wOKNiIiIiIjID7B4IyIiIiIi8gMs3oiIiHxo5syZEBFXLFu2rMPHMHv2bLcxLFmypMPHQERE58bijYiIqBNYvXo1MjMzsWLFiovav2/fvhAR5OXlnbPvG2+8ARHBk08+CQDYvXs3MjMzsXDhwos6NxERdRxhMBgMBoPhm5g5c6aIiMycOfOSj7VlyxYRERk9enSrfTQajZSWlorFYpGYmBi3bUlJSSIismTJEp//LgwGg8HwDN55IyIiukx8+OGHAIBZs2a12mfixImIj4/HmjVrUFlZ2VFDIyKidsDijYiIvOraa6/FmjVrUFFRAbPZjCNHjuDll19GcHCwW7+0tDSICDIyMjB06FBkZWXBYDCgtrYWq1atQlJSUovH79mzJ95//30UFRXBbDbj9OnTWLJkCXr06OHRV0SQnZ2NhIQELFmyBCUlJbDb7UhLSwMAqNVqzJkzBwUFBTCZTMjPz8ecOXOQnJzs9i6Yoig4duwYKisrodVqWxzX9u3bYbFYEBsbeyk/HwAgLCwMmZmZyMnJgdFoRE1NDf7zn/8gNTXVrd/nn38Og8GAqVOnevy+Ts7CzlnoERGRf/H57T8Gg8FgXJ7x8MMPi91ul8rKSlmyZIn89a9/lezsbBER2bp1qwQEBLj6pqWliYjIV199JQ0NDfLvf/9bXn/9dfn2229FRCQ/P18CAwPdjj9q1CipqakRq9UqK1eulL/85S+yfPlysVqtUlpaKsnJyW79RUT2798vRUVFsmfPHlm4cKG8++67MnToUAEgH3/8setcb7zxhrzzzjtSWloqX375pcfjhM8995yIiEybNs3jugcNGiQiIl988cU5f6NzPTYZGRkpBw4cEBGRTZs2yYIFC+SDDz6QiooKsVqtcscdd7j1f++990REZMaMGR7Hio+PF6vVKidOnBCVSuWxnY9NMhgMRqcPnw+AwWAwGJdhDBgwQKxWq+zatUsiIyPdtj377LMiIvLUU0+52pzFm4jIlClT3Po7i6qpU6e62jQajRw7dkzq6urk6quvduufmpoqTU1NsmbNGrd2pw8//NCjeElPTxcRkR07dkhQUJCrPT4+Xk6fPu1R1DgLoe+++87j2hcuXCgiIuPHjz/n73Su4u2TTz4REZH777/frT0uLk6KioqkrKzMraj99a9/LSIiGzZs8DjWM888IyIiL730UovnYvHGYDAYnT58PgAGg8FgXIbhLGBSU1M9timKImVlZbJz505Xm7N427hxo0d/57Y33njD1fab3/xGRETmzp3b4vlXrFghNptNdDqdq01ExGw2S3R0tEf/xYsXi4jIpEmTPLY5i82zi5oVK1aI3W6XXr16udq0Wq1UVlZKYWGhKIpyzt+preItOjpampqa5Jtvvmlx38cee0xERCZMmODWnpOTI3a73ePOY15eXovtzmDxxmAwGJ07NCAiIvKC0aNHAwBuueUW3HjjjR7bm5qa0L9/f4/23bt3e7QVFxcDACIiIjyO379/f2RkZHjs06VLF6jVavTt2xe7du1ytR8/fhxVVVUe/QcPHgwA+P777z22tdQGAIsWLcJvf/tbzJ49G3PnzgUATJ48GdHR0Xj77bchIi3ud75GjhwJjUaDoKCgFq8xJSUFQPNvsHbtWlf74sWLsWDBAtx///2u/caMGYMBAwZgw4YNOH78+CWNi4iIfIPFGxEReUVUVBQAYN68eRe0X11dnUebzWYD0LygyNnHnz59epvHCw0Ndfu7rKysxX56vR52u73Fwq61fb755hscO3YM999/P1544QU4HA48+OCDsNvtWLx4cZvjOh/Oaxw7dizGjh3bar+zr3Hp0qV49dVXMXPmTGRmZkJEuFAJEdFlgKtNEhGRVxgMBgCATqeDoiitxqUef+LEiW0ef/PmzW77tXY3zGAwQK1WIzo62mNbfHx8q+N4//33kZCQgAkTJqBnz55IT09HVlaW627hpXBe4xtvvNHmNb700ktu+1VWVuKrr75CUlISbrjhBgQHB2PKlCmoqanBqlWrLnlcRETkGyzeiIjIK7Zv3w7g58cbvXX8MWPGtMvx9u3bBwC45pprPLa11Oa0ePFiWK1WPPjgg5g1axZUKhU++OCDdhnTzp074XA4LuoanXfYHnjgAdx9993Q6/X49NNPYTab22VsRETU8Vi8ERGRV7z77rtoamrCO++8g8TERI/t4eHhGDJkyEUf/8svv0RRURGeeuopXHvttR7bNRqNx3fQ2vKvf/0LAPDCCy8gMDDQ1R4fH48//elPre5XXl6ONWvW4LbbbsNDDz2EkpISfPXVVxdwJa0rKyvD559/jtTUVDz99NMt9hk1alSL33Rbt24diouLMXnyZDz++OMA+MgkEZG/4ztvRETkFbm5uXj00Ufx97//HYcPH8bXX3+No0ePQq/Xo1evXkhLS8NHH32EP/zhDxd1fKvVirvuugv/+c9/sHnzZnz77bfIyckBAPTo0QPXXnstqqqqMGDAgPM63nfffYdPPvkE06dPx4EDB/Dll18iMDAQU6ZMwfbt23H77bfD4XC0uO+iRYtw1113IT4+Hq+99hrsdvtFXVNLHn30UfTr1w+vv/46ZsyYgR9++AF1dXXo3r07hg8fjr59+6JLly4wmUxu+zkcDnz00UeYN28eRowYgT179mDPnj3tNi4iIvINny95yWAwGIzLN0aMGCGffvqpFBcXi8VikfLycvnpp59k/vz50q9fP1c/5+cAMjIyPI7R1hL2CQkJ8uabb8rhw4fFZDJJbW2t5ObmynvvvSfXX3+9W18Rkezs7FbHqlarZe7cuXL06FExm81SUFAgc+bMkZEjR4qIyJtvvtnqvidPnhS73S69e/e+oN/nXN95AyBBQUHy9NNPy86dO6W+vl4aGxvl6NGjsmrVKpk+fbqo1eoW90tOTha73S4iIo899tg5x8JPBTAYDEanD58PgMFgMBiMTh2zZ88WEZFHHnmkxe1du3Zt9YPd54rzKd46Kli8MRgMRucOvvNGRER0RkurSiYkJGDevHmw2Wz497//3eJ+TzzxBAICAvCPf/zjos/90UcfQUSwbNmyiz7GxZo9ezZEBIWFhR1+biIiOn98542IiOiMOXPmYMKECdiyZQvKy8vRo0cPTJw4EXq9HhkZGW7L/+v1evzhD39AUlISfv/73yMnJwcrV6684HPu3bsXmZmZrr+d7+11pN27d7uNYe/evR0+BiIiOjcFzbfgiIiIrnjjx4/HU089hcGDByMyMhJmsxn79+/Hu+++63FHLCkpCYWFhTAajdi+fTseeeQRHDlyxEcjJyKiKwGLNyIiIiIiIj/Ad96IiIiIiIj8AIs3IiIiIiIiP8DijYiIiIiIyA+weCMiIiIiIvIDLN6IiIiIiIj8AIs3IiIiIiIiP8DijYiIiIiIyA+weCMiIiIiIvID/wfWrVFLHBc0ywAAAABJRU5ErkJggg==",
+      "text/plain": [
+       "<Figure size 1000x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax1 = plt.subplots(figsize=(h_size, v_size))\n",
+    "# the xarray way of plotting\n",
+    "colors = plt.cm.plasma(np.linspace(0, 1, nexafs_interp_y6.θ.size))\n",
+    "colors2 = plt.cm.winter(np.linspace(0, 1, nexafs_exp_y6.θ.size))\n",
+    "for i, cos_sq_θ in enumerate(nexafs_interp_y6.cos_sq_θ):\n",
+    "    nexafs_interp_y6.electron_yield.sel(cos_sq_θ=cos_sq_θ, method=\"nearest\").plot(\n",
+    "        color=colors[i], lw=3, label=f\"extrapolated {nexafs_interp_y6.θ[i].values}°\"\n",
+    "    )\n",
+    "for i, cos_sq_θ in enumerate(nexafs_exp_y6.cos_sq_θ):\n",
+    "    nexafs_exp_y6.electron_yield.sel(cos_sq_θ=cos_sq_θ, method=\"nearest\").plot(\n",
+    "        color=colors2[i], lw=1, label=f\"original {nexafs_exp_y6.θ[i].values}°\"\n",
+    "    )\n",
+    "plt.title(nexafs_exp_y6.description)\n",
+    "ax1.set_xlim(280, 315)\n",
+    "ax1.legend()\n",
+    "plt.show()\n",
+    "plt.close()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Note that the extrapolated 90° is very close by the original 90° (this is good. it should be identical), and the extrapolated 0° has a somewhat higher pi* than the original 20°\n",
+    "\n",
+    "Note that extrapolation in this manner is mathematically identical to applying a weighted difference spectrum to calculate the expectation at θ=0°. In fact it is superior because difference spectra are typically between two different θ, whereas this linear extrapolation uses all the θ information. We will exploit this sameness more later when extrapolating to the molecular frame. "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Display Y6 complex index of refraction extrapolated to measured extraordinary index\n",
+    "The extrapolated NEXAFS can be the basis of a uniaxial complex index of refraction that represents material at the voxel level that is oriented the same as the material in the film. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_2969860/3424241902.py:14: MatplotlibDeprecationWarning: Auto-removal of overlapping axes is deprecated since 3.6 and will be removed two minor releases later; explicitly call ax.remove() as needed.\n",
+      "  ax1 = plt.subplot(gs[0, 0])\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x1400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "show_n(280, 315, run_kkcalc_a(nexafs_exp_y6, x_min=280, x_max=315, chemical_formula=Y6_formula, density=Y6_density))\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Y6 complex index of refraction from extrapolation to \"molecular\" frame.\n",
+    "But there is more we can do. The molecules at the voxel level may not be limited to the orientation extremes measured on a whole-film basis. The whole film represents an ensemble and is likely never similar to what an individual molecule or voxel is capable of unless it is sigle crystal like highly oriented pyrolytic graphite (HOPG). To develop a \"molecular\" complex index of refraction, we must manipulate the NEXAFS beyond what was measured. \n",
+    "\n",
+    "This manipulation requires making an assumption about how one or more resonances should behave with energy; implicit in this assumption is typically an assumption about the conformation of the molecule.\n",
+    "\n",
+    "For this exercise we will assume that the molecule Y6 has a rigid and planar conjugated structure, such that the pi* resonances should follow Stohr 9.16a for $\\alpha=0$°\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Develop a NEXAFS peak area fitting strategy based on comformational assumption"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The function below develops a mean squared error for the area between e_min and e_max for a specific extrapolation of the nexafs curves, and a target area. The target area will be developed from our knowledge of how I should vary with $\\alpha$ and $\\theta$ described above.<br>\n",
+    "Note there is an additional contributor to mse below: if the extrapolation produces negative values for absorbance it imposes a stiff penalty because such values are unphysical."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def mse(cos_sq_θ, e_min, e_max, nexafs, nexafs_fit, targ):\n",
+    "    # compose new extrapolated nexafs based on proposed cos_sq_θ\n",
+    "    nexafs_new = evaluate_nexafs_fit(nexafs, nexafs_fit, [cos_sq_θ[0]], [0])\n",
+    "    # evaluate the difference in area between the extrapolated nexafs and the taget targ\n",
+    "    mse = (int_area(e_min, e_max, nexafs_new) - targ) ** 2\n",
+    "    minval = nexafs_new.sel(energy=slice(e_min, e_max)).electron_yield.min().values\n",
+    "    if minval < 0:  # impose penalty for negative absorbance values\n",
+    "        mse = 1e10 * mse * (-minval)\n",
+    "    return mse"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Determine best fit of Y6 NEXAFS to assumed conformation"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "For our first fit, we will attempt to make the pi* manifold absorbance zero; this would correspond to $\\alpha=0, \\theta=90$°"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_2969860/296200672.py:8: DeprecationWarning: Conversion of an array with ndim > 0 to a scalar is deprecated, and will error in future. Ensure you extract a single element from your array before performing this operation. (Deprecated NumPy 1.25.)\n",
+      "  cos_sq_θ_mol_o = float(res.x)\n"
+     ]
+    }
+   ],
+   "source": [
+    "# these are integration bounds; we will extrapolate to \"perfect\" values of integrated intensity within these bounds\n",
+    "# which bound you choose will adjust the result slightly.\n",
+    "e_min = 283.7\n",
+    "e_max = 287\n",
+    "res = optimize.differential_evolution(\n",
+    "    mse, [(-50, 50)], args=(e_min, e_max, nexafs_exp_y6, nexafs_fit_y6, 0), tol=1e-6\n",
+    ")\n",
+    "cos_sq_θ_mol_o = float(res.x)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "For the next fit, we will attempt to make the pi* manifold maximized to correspond to $\\alpha=0, \\theta=0$°.<br> For a perfectly oriented $\\alpha = 0$° molecule, the target would be exactly 3x the magic intensity. But our fit prefers some small amount of intensity so that absorbance doesn't go below zero. We will instead determine our target using the math above:<br><br>\n",
+    "$\\displaystyle\\frac{I(90) - I(54.7)}{I(0) - I(54.7)} = \\frac{\\frac{1}{3}[1+(3cos^2\\alpha-1)]-\\frac{1}{3}}{\\frac{1}{3}[1-\\frac{1}{2}(3cos^2\\alpha-1)] - \\frac{1}{3}} =-2$\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_2969860/4116864685.py:18: DeprecationWarning: Conversion of an array with ndim > 0 to a scalar is deprecated, and will error in future. Ensure you extract a single element from your array before performing this operation. (Deprecated NumPy 1.25.)\n",
+      "  cos_sq_θ_mol_e = float(res.x)\n"
+     ]
+    }
+   ],
+   "source": [
+    "magic_int_y6 = int_area(\n",
+    "    e_min, e_max, evaluate_nexafs_fit(nexafs_exp_y6, nexafs_fit_y6, [0.33333333], [0])\n",
+    ")\n",
+    "ord_int_y6 = int_area(\n",
+    "    e_min,\n",
+    "    e_max,\n",
+    "    evaluate_nexafs_fit(nexafs_exp_y6, nexafs_fit_y6, [cos_sq_θ_mol_o], [0]),\n",
+    ")\n",
+    "e_targ = magic_int_y6 + 2 * (magic_int_y6 - ord_int_y6)\n",
+    "# For perfectly face on, the extraordinary intensity should be exactly 3x magic intensity\n",
+    "res = optimize.minimize(\n",
+    "    mse,\n",
+    "    1,\n",
+    "    method=\"Nelder-Mead\",\n",
+    "    args=(e_min, e_max, nexafs_exp_y6, nexafs_fit_y6, e_targ),\n",
+    "    tol=1e-6,\n",
+    ")\n",
+    "cos_sq_θ_mol_e = float(res.x)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "mol_fits_y6 = [cos_sq_θ_mol_e, cos_sq_θ_mol_o]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "nexafs_mol_y6 = evaluate_nexafs_fit(nexafs_exp_y6, nexafs_fit_y6, mol_fits_y6, [0, 90])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Display Y6 complex index of refraction for \"molecular\" frame"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 24,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "show_nexafs(280, 315, nexafs_mol_y6)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The NEXAFS looks fairly reasonable with this extrapolation.<br><br>Calculate complex index of refractions next:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 25,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "n_mol_y6 = run_kkcalc_a(\n",
+    "    nexafs_mol_y6, x_min=280, x_max=315, chemical_formula=Y6_formula, density=Y6_density\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 26,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_2969860/3424241902.py:14: MatplotlibDeprecationWarning: Auto-removal of overlapping axes is deprecated since 3.6 and will be removed two minor releases later; explicitly call ax.remove() as needed.\n",
+      "  ax1 = plt.subplot(gs[0, 0])\n",
+      "/tmp/ipykernel_2969860/3424241902.py:23: RuntimeWarning: invalid value encountered in arccos\n",
+      "  theta_value = np.rad2deg(np.arccos(cos_sq_θ**0.5))\n",
+      "/tmp/ipykernel_2969860/3424241902.py:23: RuntimeWarning: invalid value encountered in scalar power\n",
+      "  theta_value = np.rad2deg(np.arccos(cos_sq_θ**0.5))\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x1400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "show_n(280, 315, n_mol_y6)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "This is the complex index of refraction extrapolated to \"perfect\" molecular orientation."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 27,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# I'd also like to create a spectrum of indices of refraction at evenly spaced values of cos^2theta\n",
+    "# create an array with evenly spaced values of cos^2theta\n",
+    "# note the limits go between the extrapolated molecular params, not 0 and 1. These values map onto 0 and 1 for the new function however.\n",
+    "angle_spread_cos_sq_θ = np.linspace(mol_fits_y6[0], mol_fits_y6[1], 90)\n",
+    "angle_spread = np.degrees(np.arccos(np.linspace(1, 0, 90) ** 0.5))\n",
+    "# evaluate the nexafs fit function across angle_spread\n",
+    "nexafs_mol_y6_as = evaluate_nexafs_fit(\n",
+    "    nexafs_exp_y6, nexafs_fit_y6, angle_spread_cos_sq_θ, angle_spread\n",
+    ")\n",
+    "# evaluate the angle spread nexafs to index\n",
+    "\n",
+    "\n",
+    "n_mol_y6_as = run_kkcalc_a(\n",
+    "    nexafs_mol_y6_as,\n",
+    "    x_min=280,\n",
+    "    x_max=315,\n",
+    "    chemical_formula=Y6_formula, \n",
+    "    density=Y6_density,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 28,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
+       "<defs>\n",
+       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
+       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
+       "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
+       "<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
+       "</symbol>\n",
+       "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
+       "<path d=\"M28.681 7.159c-0.694-0.947-1.662-2.053-2.724-3.116s-2.169-2.030-3.116-2.724c-1.612-1.182-2.393-1.319-2.841-1.319h-15.5c-1.378 0-2.5 1.121-2.5 2.5v27c0 1.378 1.122 2.5 2.5 2.5h23c1.378 0 2.5-1.122 2.5-2.5v-19.5c0-0.448-0.137-1.23-1.319-2.841zM24.543 5.457c0.959 0.959 1.712 1.825 2.268 2.543h-4.811v-4.811c0.718 0.556 1.584 1.309 2.543 2.268zM28 29.5c0 0.271-0.229 0.5-0.5 0.5h-23c-0.271 0-0.5-0.229-0.5-0.5v-27c0-0.271 0.229-0.5 0.5-0.5 0 0 15.499-0 15.5 0v7c0 0.552 0.448 1 1 1h7v19.5z\"></path>\n",
+       "<path d=\"M23 26h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 22h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "</symbol>\n",
+       "</defs>\n",
+       "</svg>\n",
+       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
+       " *\n",
+       " */\n",
+       "\n",
+       ":root {\n",
+       "  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
+       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
+       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
+       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
+       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
+       "  --xr-background-color: var(--jp-layout-color0, white);\n",
+       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
+       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
+       "}\n",
+       "\n",
+       "html[theme=dark],\n",
+       "body[data-theme=dark],\n",
+       "body.vscode-dark {\n",
+       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
+       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
+       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
+       "  --xr-border-color: #1F1F1F;\n",
+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block !important;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-index-preview {\n",
+       "  grid-column: 2 / 5;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name,\n",
+       ".xr-var-dims,\n",
+       ".xr-var-dtype,\n",
+       ".xr-preview,\n",
+       ".xr-attrs dt {\n",
+       "  white-space: nowrap;\n",
+       "  overflow: hidden;\n",
+       "  text-overflow: ellipsis;\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name:hover,\n",
+       ".xr-var-dims:hover,\n",
+       ".xr-var-dtype:hover,\n",
+       ".xr-attrs dt:hover {\n",
+       "  overflow: visible;\n",
+       "  width: auto;\n",
+       "  z-index: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data,\n",
+       ".xr-index-data-in:checked ~ .xr-index-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-index-name div,\n",
+       ".xr-index-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2,\n",
+       ".xr-no-icon {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 1MB\n",
+       "Dimensions:   (cos_sq_θ: 90, energy: 738)\n",
+       "Coordinates:\n",
+       "  * energy    (energy) float64 6kB 10.0 10.16 10.33 10.49 ... 1e+05 1e+05 5e+05\n",
+       "  * cos_sq_θ  (cos_sq_θ) float64 720B 1.0 0.9888 0.9775 ... 0.02247 0.01124 0.0\n",
+       "    θ         (cos_sq_θ) float64 720B 0.0 6.085 8.621 10.58 ... 81.38 83.92 90.0\n",
+       "Data variables:\n",
+       "    δ         (cos_sq_θ, energy) float64 531kB -0.1809 -0.1997 ... 9.634e-10\n",
+       "    β         (cos_sq_θ, energy) float64 531kB 0.294 0.299 ... 9.207e-16</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-405c09de-5cda-403e-8abe-308a2c13ddef' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-405c09de-5cda-403e-8abe-308a2c13ddef' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>cos_sq_θ</span>: 90</li><li><span class='xr-has-index'>energy</span>: 738</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-c75320d0-3fc9-45b5-b8f8-c9a449d7d5ea' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c75320d0-3fc9-45b5-b8f8-c9a449d7d5ea' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>energy</span></div><div class='xr-var-dims'>(energy)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>10.0 10.16 10.33 ... 1e+05 5e+05</div><input id='attrs-651332ed-f400-4871-858b-8d158dd4c36c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-651332ed-f400-4871-858b-8d158dd4c36c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-95af5e0a-6ce9-4cb2-89c8-f966e86099b9' class='xr-var-data-in' type='checkbox'><label for='data-95af5e0a-6ce9-4cb2-89c8-f966e86099b9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>unit :</span></dt><dd>eV</dd></dl></div><div class='xr-var-data'><pre>array([1.000000e+01, 1.016170e+01, 1.032610e+01, ..., 9.999990e+04,\n",
+       "       1.000001e+05, 5.000000e+05])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cos_sq_θ</span></div><div class='xr-var-dims'>(cos_sq_θ)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0 0.9888 0.9775 ... 0.01124 0.0</div><input id='attrs-2aaff838-76f2-4267-a46a-7e715c2d7be6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2aaff838-76f2-4267-a46a-7e715c2d7be6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4520e736-1b6f-487f-94a2-17ed2745ce57' class='xr-var-data-in' type='checkbox'><label for='data-4520e736-1b6f-487f-94a2-17ed2745ce57' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1.      , 0.988764, 0.977528, 0.966292, 0.955056, 0.94382 , 0.932584,\n",
+       "       0.921348, 0.910112, 0.898876, 0.88764 , 0.876404, 0.865169, 0.853933,\n",
+       "       0.842697, 0.831461, 0.820225, 0.808989, 0.797753, 0.786517, 0.775281,\n",
+       "       0.764045, 0.752809, 0.741573, 0.730337, 0.719101, 0.707865, 0.696629,\n",
+       "       0.685393, 0.674157, 0.662921, 0.651685, 0.640449, 0.629213, 0.617978,\n",
+       "       0.606742, 0.595506, 0.58427 , 0.573034, 0.561798, 0.550562, 0.539326,\n",
+       "       0.52809 , 0.516854, 0.505618, 0.494382, 0.483146, 0.47191 , 0.460674,\n",
+       "       0.449438, 0.438202, 0.426966, 0.41573 , 0.404494, 0.393258, 0.382022,\n",
+       "       0.370787, 0.359551, 0.348315, 0.337079, 0.325843, 0.314607, 0.303371,\n",
+       "       0.292135, 0.280899, 0.269663, 0.258427, 0.247191, 0.235955, 0.224719,\n",
+       "       0.213483, 0.202247, 0.191011, 0.179775, 0.168539, 0.157303, 0.146067,\n",
+       "       0.134831, 0.123596, 0.11236 , 0.101124, 0.089888, 0.078652, 0.067416,\n",
+       "       0.05618 , 0.044944, 0.033708, 0.022472, 0.011236, 0.      ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>θ</span></div><div class='xr-var-dims'>(cos_sq_θ)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 6.085 8.621 ... 83.92 90.0</div><input id='attrs-aa82bca7-fd19-4cd0-ab9f-39f4b2ddb2c3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-aa82bca7-fd19-4cd0-ab9f-39f4b2ddb2c3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-86c9f9fe-8659-4d4c-879c-eac4cc22aa08' class='xr-var-data-in' type='checkbox'><label for='data-86c9f9fe-8659-4d4c-879c-eac4cc22aa08' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0.        ,  6.08477167,  8.62149874, 10.5793465 , 12.2395583 ,\n",
+       "       13.71088593, 15.04902209, 16.28700891, 17.44635234, 18.54197796,\n",
+       "       19.58474661, 20.58285472, 21.54267   , 22.46925802, 23.36672873,\n",
+       "       24.23847309, 25.08732943, 25.91570359, 26.72565757, 27.51897624,\n",
+       "       28.29721841, 29.06175657, 29.81380816, 30.55446048, 31.2846909 ,\n",
+       "       32.00538321, 32.71734115, 33.4212996 , 34.11793401, 34.80786823,\n",
+       "       35.49168134, 36.16991333, 36.84307011, 37.51162783, 38.17603663,\n",
+       "       38.83672399, 39.49409768, 40.14854839, 40.80045212, 41.45017238,\n",
+       "       42.09806212, 42.74446561, 43.38972018, 44.03415783, 44.67810683,\n",
+       "       45.32189317, 45.96584217, 46.61027982, 47.25553439, 47.90193788,\n",
+       "       48.54982762, 49.19954788, 49.85145161, 50.50590232, 51.16327601,\n",
+       "       51.82396337, 52.48837217, 53.15692989, 53.83008667, 54.50831866,\n",
+       "       55.19213177, 55.88206599, 56.5787004 , 57.28265885, 57.99461679,\n",
+       "       58.7153091 , 59.44553952, 60.18619184, 60.93824343, 61.70278159,\n",
+       "       62.48102376, 63.27434243, 64.08429641, 64.91267057, 65.76152691,\n",
+       "       66.63327127, 67.53074198, 68.45733   , 69.41714528, 70.41525339,\n",
+       "       71.45802204, 72.55364766, 73.71299109, 74.95097791, 76.28911407,\n",
+       "       77.7604417 , 79.4206535 , 81.37850126, 83.91522833, 90.        ])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4a1a6519-319a-4af4-995d-5a98530c614f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4a1a6519-319a-4af4-995d-5a98530c614f' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>δ</span></div><div class='xr-var-dims'>(cos_sq_θ, energy)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-0.1809 -0.1997 ... 9.634e-10</div><input id='attrs-8e20211a-4b7c-4d23-8d44-d150c1d9c23c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8e20211a-4b7c-4d23-8d44-d150c1d9c23c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-baa64ef6-d6e7-4708-8d92-7d53e888e680' class='xr-var-data-in' type='checkbox'><label for='data-baa64ef6-d6e7-4708-8d92-7d53e888e680' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>unit :</span></dt><dd>a.u.</dd></dl></div><div class='xr-var-data'><pre>array([[-1.80853749e-01, -1.99738847e-01, -1.50445910e-01, ...,\n",
+       "         2.40860706e-08,  2.40859742e-08,  9.63360434e-10],\n",
+       "       [-1.80814144e-01, -1.99700490e-01, -1.50408763e-01, ...,\n",
+       "         2.40860706e-08,  2.40859742e-08,  9.63360434e-10],\n",
+       "       [-1.80774598e-01, -1.99662190e-01, -1.50371671e-01, ...,\n",
+       "         2.40860706e-08,  2.40859742e-08,  9.63360434e-10],\n",
+       "       ...,\n",
+       "       [-1.77617718e-01, -1.96604812e-01, -1.47410701e-01, ...,\n",
+       "         2.40860704e-08,  2.40859741e-08,  9.63360433e-10],\n",
+       "       [-1.77582837e-01, -1.96571029e-01, -1.47377984e-01, ...,\n",
+       "         2.40860704e-08,  2.40859741e-08,  9.63360433e-10],\n",
+       "       [-1.77548004e-01, -1.96537295e-01, -1.47345313e-01, ...,\n",
+       "         2.40860704e-08,  2.40859741e-08,  9.63360433e-10]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>β</span></div><div class='xr-var-dims'>(cos_sq_θ, energy)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.294 0.299 ... 5.939e-13 9.207e-16</div><input id='attrs-c2e8587d-9712-4c85-b77d-e99cb4894040' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c2e8587d-9712-4c85-b77d-e99cb4894040' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b1928527-4b0a-481a-b1e1-fb493eced578' class='xr-var-data-in' type='checkbox'><label for='data-b1928527-4b0a-481a-b1e1-fb493eced578' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>unit :</span></dt><dd>a.u.</dd></dl></div><div class='xr-var-data'><pre>array([[2.93975812e-01, 2.99000873e-01, 3.04117720e-01, ...,\n",
+       "        5.88041955e-13, 5.93945155e-13, 9.20723873e-16],\n",
+       "       [2.93975812e-01, 2.99000873e-01, 3.04117720e-01, ...,\n",
+       "        5.88041955e-13, 5.93945155e-13, 9.20723873e-16],\n",
+       "       [2.93975812e-01, 2.99000873e-01, 3.04117720e-01, ...,\n",
+       "        5.88041955e-13, 5.93945155e-13, 9.20723873e-16],\n",
+       "       ...,\n",
+       "       [2.93975812e-01, 2.99000873e-01, 3.04117720e-01, ...,\n",
+       "        5.88041955e-13, 5.93945155e-13, 9.20723873e-16],\n",
+       "       [2.93975812e-01, 2.99000873e-01, 3.04117720e-01, ...,\n",
+       "        5.88041955e-13, 5.93945155e-13, 9.20723873e-16],\n",
+       "       [2.93975812e-01, 2.99000873e-01, 3.04117720e-01, ...,\n",
+       "        5.88041955e-13, 5.93945155e-13, 9.20723873e-16]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-95673c20-d989-431a-9c12-e526b46220d5' class='xr-section-summary-in' type='checkbox'  ><label for='section-95673c20-d989-431a-9c12-e526b46220d5' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>energy</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-830cc0d4-2bae-4ae0-8ee8-eca45be4d4a6' class='xr-index-data-in' type='checkbox'/><label for='index-830cc0d4-2bae-4ae0-8ee8-eca45be4d4a6' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([              10.0,            10.1617,            10.3261,\n",
+       "                  10.4931,            10.6628,            10.8353,\n",
+       "                  11.0106,            11.1886,            11.3696,\n",
+       "                  11.5535,\n",
+       "       ...\n",
+       "                  27687.3,            28135.1,            28590.2,\n",
+       "                  29052.6,            29522.5,            30000.0,\n",
+       "       30000.199999999997,            99999.9,           100000.1,\n",
+       "                 500000.0],\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;energy&#x27;, length=738))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cos_sq_θ</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0a1e77e8-866d-452e-aa98-9e80a1c35ba3' class='xr-index-data-in' type='checkbox'/><label for='index-0a1e77e8-866d-452e-aa98-9e80a1c35ba3' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([                 1.0,   0.9887640449438202,   0.9775280898876404,\n",
+       "         0.9662921348314607,   0.9550561797752809,   0.9438202247191011,\n",
+       "         0.9325842696629214,   0.9213483146067416,   0.9101123595505618,\n",
+       "          0.898876404494382,   0.8876404494382022,   0.8764044943820225,\n",
+       "         0.8651685393258427,   0.8539325842696629,   0.8426966292134832,\n",
+       "         0.8314606741573034,   0.8202247191011236,   0.8089887640449438,\n",
+       "          0.797752808988764,   0.7865168539325843,   0.7752808988764045,\n",
+       "         0.7640449438202247,    0.752808988764045,   0.7415730337078652,\n",
+       "         0.7303370786516854,   0.7191011235955056,   0.7078651685393258,\n",
+       "         0.6966292134831461,   0.6853932584269663,   0.6741573033707865,\n",
+       "         0.6629213483146068,    0.651685393258427,   0.6404494382022472,\n",
+       "         0.6292134831460674,   0.6179775280898876,   0.6067415730337079,\n",
+       "         0.5955056179775281,   0.5842696629213483,   0.5730337078651686,\n",
+       "         0.5617977528089888,    0.550561797752809,   0.5393258426966292,\n",
+       "         0.5280898876404494,   0.5168539325842697,   0.5056179775280899,\n",
+       "         0.4943820224719101,   0.4831460674157304,   0.4719101123595506,\n",
+       "         0.4606741573033708,    0.449438202247191,   0.4382022471910112,\n",
+       "         0.4269662921348315,   0.4157303370786517,   0.4044943820224719,\n",
+       "         0.3932584269662922,   0.3820224719101124,   0.3707865168539326,\n",
+       "         0.3595505617977528,    0.348314606741573,   0.3370786516853933,\n",
+       "         0.3258426966292135,   0.3146067415730337,    0.303370786516854,\n",
+       "         0.2921348314606742,   0.2808988764044944,   0.2696629213483146,\n",
+       "         0.2584269662921348,   0.2471910112359551,   0.2359550561797753,\n",
+       "         0.2247191011235955,   0.2134831460674158,    0.202247191011236,\n",
+       "         0.1910112359550562,   0.1797752808988764,   0.1685393258426966,\n",
+       "         0.1573033707865169,   0.1460674157303371,   0.1348314606741573,\n",
+       "        0.12359550561797761,   0.1123595505617978,    0.101123595505618,\n",
+       "         0.0898876404494382,   0.0786516853932584,   0.0674157303370787,\n",
+       "         0.0561797752808989,   0.0449438202247191,  0.03370786516853941,\n",
+       "       0.022471910112359605, 0.011235955056179803,                  0.0],\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;cos_sq_θ&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-60ea8c8b-6c85-4616-ae22-769f9e1e6bbb' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-60ea8c8b-6c85-4616-ae22-769f9e1e6bbb' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset> Size: 1MB\n",
+       "Dimensions:   (cos_sq_θ: 90, energy: 738)\n",
+       "Coordinates:\n",
+       "  * energy    (energy) float64 6kB 10.0 10.16 10.33 10.49 ... 1e+05 1e+05 5e+05\n",
+       "  * cos_sq_θ  (cos_sq_θ) float64 720B 1.0 0.9888 0.9775 ... 0.02247 0.01124 0.0\n",
+       "    θ         (cos_sq_θ) float64 720B 0.0 6.085 8.621 10.58 ... 81.38 83.92 90.0\n",
+       "Data variables:\n",
+       "    δ         (cos_sq_θ, energy) float64 531kB -0.1809 -0.1997 ... 9.634e-10\n",
+       "    β         (cos_sq_θ, energy) float64 531kB 0.294 0.299 ... 9.207e-16"
+      ]
+     },
+     "execution_count": 28,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# replace unphysical extrapolated cos^2theta values with ones that are correct for the new frame\n",
+    "cos_sq_θ_new = xr.DataArray(np.linspace(1, 0, 90), dims=\"cos_sq_θ\")\n",
+    "n_mol_y6_as.update(dict(cos_sq_θ=cos_sq_θ_new))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Save \"molecular\" Y6 complex index of refraction in NRSS-compatible form"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 29,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# save data to a txt file in a format that could be imported into CyRSoXS\n",
+    "# note that 0° is extraordinary and 90° is ordinary as those are the θ values where the measurement only perceives one or the other.\n",
+    "# the order of the columns is thus the order described below\n",
+    "# note for this, we only need the para and perp components\n",
+    "\n",
+    "np.savetxt(\n",
+    "    \"y6_molecular.txt\",\n",
+    "    np.c_[\n",
+    "        n_mol_y6.energy,\n",
+    "        n_mol_y6.δ.sel(\n",
+    "            cos_sq_θ=cos_sq_θ_mol_e, method=\"nearest\"\n",
+    "        ).values,  # extraordinary, para\n",
+    "        n_mol_y6.β.sel(\n",
+    "            cos_sq_θ=cos_sq_θ_mol_e, method=\"nearest\"\n",
+    "        ).values,  # extraordinary, para\n",
+    "        n_mol_y6.δ.sel(\n",
+    "            cos_sq_θ=cos_sq_θ_mol_o, method=\"nearest\"\n",
+    "        ).values,  # ordinary, perp\n",
+    "        n_mol_y6.β.sel(cos_sq_θ=cos_sq_θ_mol_o, method=\"nearest\").values,\n",
+    "    ],\n",
+    "    header=\"Energy\\tDeltaPara\\tBetaPara\\tDeltaPerp\\tBetaPerp\",\n",
+    "    delimiter=\"\\t\",\n",
+    "    comments=\"\",\n",
+    ")  # ordinary, perp) #ordinary, perp"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Y6 Contrast: (oriented Y6):vacuum contrast\n",
+    "\n",
+    "Because the Y6 complex index of refraction is anisotropic, there is not a single vacuum contrast but rather a series of contrasts depending on the mixing of the ordinary and extraordinary complex index of refraction elements. Otherwise the calculation is identical to the calculation discussed in Part 1."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### A function for calculating binary contrasts between two complex indices of refraction"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 30,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# this wrapper function is the same as described in Part 1\n",
+    "# this will accept and return xarrays\n",
+    "def binary_contrast(n1, n2=None):\n",
+    "    if n2 is None:\n",
+    "        # second component is vacuum\n",
+    "        n2 = xr.zeros_like(n1)\n",
+    "    else:\n",
+    "        # second is interpolated to match the energy array of the first component.\n",
+    "        n2 = n2.interp(energy=n1.energy)\n",
+    "    return n1.energy**4 * ((n1.δ - n2.δ) ** 2 + (n1.β - n2.β) ** 2)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 31,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "contrast_n_mol_y6_vac = binary_contrast(n_mol_y6_as)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Display (isotropic Y6):vacuum contrast "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 32,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# plot the contrasts\n",
+    "xmin = 270\n",
+    "xmax = 320\n",
+    "fig, ax1 = plt.subplots(figsize=(h_size, v_size))\n",
+    "# xarray way of adding to a plot\n",
+    "contrast_n_mol_y6_vac.sel(cos_sq_θ=0.3333333, method=\"nearest\").plot(\n",
+    "    ax=ax1, color=\"goldenrod\", lw=3, label=\"isotropic Y6 vs. vacuum\"\n",
+    ")\n",
+    "ax1.set_xlim(xmin, xmax)\n",
+    "ymin = contrast_n_mol_y6_vac.sel(energy=slice(xmin, xmax)).min()\n",
+    "ymax = contrast_n_mol_y6_vac.sel(energy=slice(xmin, xmax)).max()\n",
+    "ax1.set_ylim(ymin * 0.75, ymax * 1.2)\n",
+    "ax1.set_yscale(\"log\")\n",
+    "ax1.set_ylabel(\"contrast\")\n",
+    "ax1.legend()\n",
+    "plt.title(\"Y6 contrast with vacuum\")\n",
+    "plt.show()\n",
+    "plt.close()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Display (oriented Y6):vacuum contrast\n",
+    "\n",
+    "Because the complex index of refraction for Y6 varies depending on the dot product of the incident electric field vector with the oriented Y6, the vacuum contrast can range from vacuum:Y6-ordinary to vacuum:y6:extraordinary. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 33,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# plot the contrasts\n",
+    "xmin = 270\n",
+    "xmax = 320\n",
+    "fig, ax1 = plt.subplots(figsize=(h_size, v_size))\n",
+    "# xarray way of adding to a plot\n",
+    "colors = plt.cm.plasma(np.linspace(0, 1, contrast_n_mol_y6_vac.θ.size))\n",
+    "for i, cos_sq_θ in enumerate(contrast_n_mol_y6_vac.cos_sq_θ):\n",
+    "    contrast_n_mol_y6_vac.sel(cos_sq_θ=cos_sq_θ, method=\"nearest\").plot(\n",
+    "        ax=ax1, color=colors[i], lw=3\n",
+    "    )\n",
+    "ax1.set_xlim(xmin, xmax)\n",
+    "ymin = contrast_n_mol_y6_vac.sel(energy=slice(xmin, xmax)).min()\n",
+    "ymax = contrast_n_mol_y6_vac.sel(energy=slice(xmin, xmax)).max()\n",
+    "ax1.set_ylim(ymin * 0.75, ymax * 1.2)\n",
+    "ax1.set_yscale(\"log\")\n",
+    "ax1.set_ylabel(\"contrast\")\n",
+    "plt.title(\"Y6 contrast with vacuum\")\n",
+    "plt.show()\n",
+    "plt.close()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "This envelope properly describes the possibilities for vacuum contrast with Y6.\n",
+    "## PM6 NEXAFS and its anisotropic complex index of refraction\n",
+    "Repeat the process for PM6:\n",
+    "### PM6 NEXAFS"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 34,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "pey = np.loadtxt(\"pm6_nexafs.txt\").T\n",
+    "\n",
+    "# wrap in an xarray\n",
+    "# we have a different array of angles here than for Y6\n",
+    "\n",
+    "θ_val = np.array([33, 44, 55, 70])\n",
+    "\n",
+    "nexafs_pm6 = xr.Dataset(\n",
+    "    data_vars=dict(electron_yield=([\"cos_sq_θ\", \"energy\"], pey[1:5])),\n",
+    "    coords={\n",
+    "        \"cos_sq_θ\": np.cos(θ_val * np.pi / 180) ** 2,\n",
+    "        \"θ\": (\"cos_sq_θ\", θ_val),\n",
+    "        \"energy\": pey[0],\n",
+    "    },\n",
+    "    attrs=dict(description=\"PM6 NEXAFS\"),\n",
+    ")\n",
+    "nexafs_pm6.energy.attrs[\"unit\"] = \"eV\"\n",
+    "nexafs_pm6[\"electron_yield\"].attrs[\"unit\"] = \"a.u.\"\n",
+    "nexafs_pm6[\"θ\"].attrs[\"unit\"] = \"°\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 35,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "show_nexafs(280, 315, nexafs_pm6)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Extrapolate PM6 to its measured extraordinary index\n",
+    "It is only subtly oriented. We can fit as before:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 36,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "[58.16524345  1.79161823]\n"
+     ]
+    }
+   ],
+   "source": [
+    "e_min = 283\n",
+    "e_max = 285\n",
+    "pi_peak_areas_pm6 = int_area(e_min, e_max, nexafs_pm6)\n",
+    "θ_list = np.array([33, 44, 55, 70])\n",
+    "\n",
+    "bnds = [(0, 90), (0, 10)]\n",
+    "res = optimize.differential_evolution(\n",
+    "    mse_line, bounds=bnds, args=(pi_peak_areas_pm6, θ_list), tol=1e-6\n",
+    ")\n",
+    "print(res.x)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We find that there is a subtle \"edge on\" orientation with $\\alpha=58.1$°<br>\n",
+    "We can run the same linear fit at each energy:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 37,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "nexafs_fit_pm6 = nexafs_pm6.electron_yield.polyfit(\"cos_sq_θ\", 1)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We now must choose extrapolation targets. The consideration is different this time because this PM6 is preferentially edge on. It is not correct to \"flip\" a measured NEXAFS from edge to face because it is not possible to separate the 2 contributors to the ordinary axis. So we will extrapolate this NEXAFS to \"perfect\" edge on behavior. Thus for the extraordinary axis, we would expect zero pi* intensity:  "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 38,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_2969860/2231388600.py:8: DeprecationWarning: Conversion of an array with ndim > 0 to a scalar is deprecated, and will error in future. Ensure you extract a single element from your array before performing this operation. (Deprecated NumPy 1.25.)\n",
+      "  cos_sq_θ_mol_e = float(res.x)\n"
+     ]
+    }
+   ],
+   "source": [
+    "# these are integration bounds; we will extrapolate to \"perfect\" values of integrated intensity within these bounds\n",
+    "# which bound you choose will adjust the result slightly.\n",
+    "e_min = 284\n",
+    "e_max = 286\n",
+    "res = optimize.differential_evolution(\n",
+    "    mse, [(-50, 50)], args=(e_min, e_max, nexafs_pm6, nexafs_fit_pm6, 0), tol=1e-6\n",
+    ")\n",
+    "cos_sq_θ_mol_e = float(res.x)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The ordinary axis intensity is once again guided by our distance relationship between magic and the extremes. In this case the difference is halved rather than doubled because we started with extraordinary rather than ordinary."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 39,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_2969860/1520926771.py:17: DeprecationWarning: Conversion of an array with ndim > 0 to a scalar is deprecated, and will error in future. Ensure you extract a single element from your array before performing this operation. (Deprecated NumPy 1.25.)\n",
+      "  cos_sq_θ_mol_o = float(res.x)\n"
+     ]
+    }
+   ],
+   "source": [
+    "# For perfectly face on, the extraordinary intensity should be exactly 3x magic intensity\n",
+    "magic_int_pm6 = int_area(\n",
+    "    e_min, e_max, evaluate_nexafs_fit(nexafs_pm6, nexafs_fit_pm6, [0.333333333], [0])\n",
+    ")\n",
+    "extra_int_pm6 = int_area(\n",
+    "    e_min, e_max, evaluate_nexafs_fit(nexafs_pm6, nexafs_fit_pm6, [cos_sq_θ_mol_e], [0])\n",
+    ")\n",
+    "\n",
+    "e_targ = magic_int_pm6 + 0.5 * (magic_int_pm6 - extra_int_pm6)\n",
+    "res = optimize.minimize(\n",
+    "    mse,\n",
+    "    1,\n",
+    "    method=\"Nelder-Mead\",\n",
+    "    args=(e_min, e_max, nexafs_pm6, nexafs_fit_pm6, e_targ),\n",
+    "    tol=1e-6,\n",
+    ")\n",
+    "cos_sq_θ_mol_o = float(res.x)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 40,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "2.496118031315653"
+      ]
+     },
+     "execution_count": 40,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "cos_sq_θ_mol_e"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 41,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "mol_fits_pm6 = [cos_sq_θ_mol_e, 0.333333333, cos_sq_θ_mol_o]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 42,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "nexafs_mol_pm6 = evaluate_nexafs_fit(\n",
+    "    nexafs_pm6, nexafs_fit_pm6, mol_fits_pm6, [0, 55, 90]\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 43,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "show_nexafs(280, 315, nexafs_mol_pm6)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 44,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "n_mol_pm6_as = run_kkcalc_a(nexafs_mol_pm6, x_min = 280, x_max = 315, chemical_formula = PM6_formula, density = PM6_density)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 45,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_2969860/3424241902.py:14: MatplotlibDeprecationWarning: Auto-removal of overlapping axes is deprecated since 3.6 and will be removed two minor releases later; explicitly call ax.remove() as needed.\n",
+      "  ax1 = plt.subplot(gs[0, 0])\n",
+      "/tmp/ipykernel_2969860/3424241902.py:23: RuntimeWarning: invalid value encountered in arccos\n",
+      "  theta_value = np.rad2deg(np.arccos(cos_sq_θ**0.5))\n",
+      "/tmp/ipykernel_2969860/3424241902.py:23: RuntimeWarning: invalid value encountered in scalar power\n",
+      "  theta_value = np.rad2deg(np.arccos(cos_sq_θ**0.5))\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x1400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "show_n(280, 315, n_mol_pm6_as)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "tags": []
+   },
+   "source": [
+    "## PM6 NEXAFS and complex index of refraction recast as \"face on\"\n",
+    "\n",
+    "Ddescribing the orientation of PM6 in NRSS models is more straightforward if the extraordinary direction is parallel to the conjugated plane normal, so we \"recast\" the NEXAFS to describe a \"face on\" PM6. Tpo do this this leans sharply into the assumption that the NEXAFS can be treated as uniaxial, because we are assuming that the measured extraordinary direction for \"edge-on\" PM6  describes both the long and short directions of the conjguated plane of the molecule correctly."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Recasting PM6 NEXAFS\n",
+    "We develop a new series of NEXAFS based on recombining the ordinary and extraordinary elements, then construct a NEXAFS xarray from it."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 46,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "nexafs_inv_0 = (\n",
+    "    nexafs_mol_pm6.sel(cos_sq_θ=cos_sq_θ_mol_o, method=\"nearest\").electron_yield.values\n",
+    "    - 0.5\n",
+    "    * nexafs_mol_pm6.sel(\n",
+    "        cos_sq_θ=cos_sq_θ_mol_e, method=\"nearest\"\n",
+    "    ).electron_yield.values\n",
+    ") * 2\n",
+    "\n",
+    "# magic is same\n",
+    "nexafs_inv_55 = nexafs_mol_pm6.sel(\n",
+    "    cos_sq_θ=0.3333333, method=\"nearest\"\n",
+    ").electron_yield.values\n",
+    "\n",
+    "nexafs_inv_90 = nexafs_mol_pm6.sel(\n",
+    "    cos_sq_θ=cos_sq_θ_mol_e, method=\"nearest\"\n",
+    ").electron_yield.values"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 47,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "θ_val = np.array([0, 55, 90])\n",
+    "\n",
+    "nexafs_pm6_inv = xr.Dataset(\n",
+    "    data_vars=dict(\n",
+    "        electron_yield=(\n",
+    "            [\"cos_sq_θ\", \"energy\"],\n",
+    "            np.array([nexafs_inv_0, nexafs_inv_55, nexafs_inv_90]),\n",
+    "        )\n",
+    "    ),\n",
+    "    coords={\n",
+    "        \"cos_sq_θ\": np.cos(θ_val * np.pi / 180) ** 2,\n",
+    "        \"θ\": (\"cos_sq_θ\", θ_val),\n",
+    "        \"energy\": nexafs_mol_pm6.energy.values,\n",
+    "    },\n",
+    "    attrs=dict(description=\"PM6 NEXAFS\"),\n",
+    ")\n",
+    "nexafs_pm6_inv.energy.attrs[\"unit\"] = \"eV\"\n",
+    "nexafs_pm6_inv[\"electron_yield\"].attrs[\"unit\"] = \"a.u.\"\n",
+    "nexafs_pm6_inv[\"θ\"].attrs[\"unit\"] = \"°\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 48,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "show_nexafs(280, 315, nexafs_pm6_inv)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 49,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "n_mol_pm6 = run_kkcalc_a(\n",
+    "    nexafs_pm6_inv,\n",
+    "    x_min=280,\n",
+    "    x_max=315,\n",
+    "    chemical_formula=PM6_formula,\n",
+    "    density=PM6_density,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Display PM6 complex index of refraction for recast \"face on\" PM6"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 50,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_2969860/3424241902.py:14: MatplotlibDeprecationWarning: Auto-removal of overlapping axes is deprecated since 3.6 and will be removed two minor releases later; explicitly call ax.remove() as needed.\n",
+      "  ax1 = plt.subplot(gs[0, 0])\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x1400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "show_n(280, 315, n_mol_pm6)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Save \"molecular\" PM6 complex index of refraction in NRSS-compatible form"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 51,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "np.savetxt(\n",
+    "    \"pm6_molecular.txt\",\n",
+    "    np.c_[\n",
+    "        n_mol_pm6_as.energy,\n",
+    "        n_mol_pm6_as.δ.sel(cos_sq_θ=1, method=\"nearest\").values,  # extraordinary, para\n",
+    "        n_mol_pm6_as.β.sel(cos_sq_θ=1, method=\"nearest\").values,  # extraordinary, para\n",
+    "        n_mol_pm6_as.δ.sel(cos_sq_θ=0, method=\"nearest\").values,  # ordinary, perp\n",
+    "        n_mol_pm6_as.β.sel(cos_sq_θ=0, method=\"nearest\").values,\n",
+    "    ],\n",
+    "    header=\"Energy\\tDeltaPara\\tBetaPara\\tDeltaPerp\\tBetaPerp\",\n",
+    "    delimiter=\"\\t\",\n",
+    "    comments=\"\",\n",
+    ")  # ordinary, perp"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Display (oriented PM6):vacuum contrast"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Just as before, run extrapolation finely divided within fit extremes. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 52,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# run another quick fit; this is just with the three points\n",
+    "nexafs_pm6_inv_fit = nexafs_pm6_inv.electron_yield.polyfit(\"cos_sq_θ\", 1)\n",
+    "angle_spread_cos_sq_θ = np.linspace(1, 0, 90)\n",
+    "angle_spread = np.degrees(np.arccos(angle_spread_cos_sq_θ**0.5))\n",
+    "# evaluate the nexafs fit function across angle_spread\n",
+    "nexafs_mol_pm6_as = evaluate_nexafs_fit(\n",
+    "    nexafs_pm6_inv, nexafs_pm6_inv_fit, angle_spread_cos_sq_θ, angle_spread\n",
+    ")\n",
+    "# evaluate the angle spread nexafs to index\n",
+    "n_mol_pm6_as = run_kkcalc_a(\n",
+    "    nexafs_mol_pm6_as,\n",
+    "    x_min=280,\n",
+    "    x_max=315,\n",
+    "    chemical_formula=PM6_formula, \n",
+    "    density=PM6_density,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 53,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "contrast_n_mol_pm6_vac = binary_contrast(n_mol_pm6_as)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 54,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 1000x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# plot the contrasts\n",
+    "xmin = 270\n",
+    "xmax = 320\n",
+    "fig, ax1 = plt.subplots(figsize=(h_size, v_size))\n",
+    "# xarray way of adding to a plot\n",
+    "colors = plt.cm.plasma(np.linspace(0, 1, contrast_n_mol_y6_vac.θ.size))\n",
+    "for i, cos_sq_θ in enumerate(contrast_n_mol_pm6_vac.cos_sq_θ):\n",
+    "    contrast_n_mol_pm6_vac.sel(cos_sq_θ=cos_sq_θ, method=\"nearest\").plot(\n",
+    "        ax=ax1, color=colors[i], lw=3\n",
+    "    )\n",
+    "ax1.set_xlim(xmin, xmax)\n",
+    "ymin = contrast_n_mol_pm6_vac.sel(energy=slice(xmin, xmax)).min()\n",
+    "ymax = contrast_n_mol_pm6_vac.sel(energy=slice(xmin, xmax)).max()\n",
+    "ax1.set_ylim(ymin * 0.75, ymax * 1.2)\n",
+    "ax1.set_yscale(\"log\")\n",
+    "ax1.set_ylabel(\"contrast\")\n",
+    "plt.title(\"PM6 contrast with vacuum\")\n",
+    "plt.show()\n",
+    "plt.close()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Explore contrasts between Y6 and PM6"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 55,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_2969860/3269874752.py:1: DeprecationWarning: dropping variables using `drop` is deprecated; use drop_vars.\n",
+      "  n_mol_y6_as_combi = n_mol_y6_as.rename_dims(dict(cos_sq_θ=\"cos_sq_θ_y6\")).drop(\"θ\")\n",
+      "/tmp/ipykernel_2969860/3269874752.py:4: DeprecationWarning: dropping variables using `drop` is deprecated; use drop_vars.\n",
+      "  n_mol_pm6_as_combi = n_mol_pm6_as.rename_dims(dict(cos_sq_θ=\"cos_sq_θ_pm6\")).drop(\"θ\")\n"
+     ]
+    }
+   ],
+   "source": [
+    "n_mol_y6_as_combi = n_mol_y6_as.rename_dims(dict(cos_sq_θ=\"cos_sq_θ_y6\")).drop(\"θ\")\n",
+    "n_mol_y6_as_combi = n_mol_y6_as_combi.rename_vars(dict(cos_sq_θ=\"cos_sq_θ_y6\"))\n",
+    "\n",
+    "n_mol_pm6_as_combi = n_mol_pm6_as.rename_dims(dict(cos_sq_θ=\"cos_sq_θ_pm6\")).drop(\"θ\")\n",
+    "n_mol_pm6_as_combi = n_mol_pm6_as_combi.rename_vars(dict(cos_sq_θ=\"cos_sq_θ_pm6\"))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 56,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "n_mol_c = []\n",
+    "for cos_sq_θ in n_mol_y6_as_combi.cos_sq_θ_y6:\n",
+    "    n_mol_c.append(\n",
+    "        binary_contrast(\n",
+    "            n_mol_y6_as_combi.sel(cos_sq_θ_y6=cos_sq_θ, method=\"nearest\"),\n",
+    "            n_mol_pm6_as_combi,\n",
+    "        )\n",
+    "    )\n",
+    "n_mol_c = xr.concat(n_mol_c, \"cos_sq_θ_y6\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 57,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
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+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-index-preview {\n",
+       "  grid-column: 2 / 5;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name,\n",
+       ".xr-var-dims,\n",
+       ".xr-var-dtype,\n",
+       ".xr-preview,\n",
+       ".xr-attrs dt {\n",
+       "  white-space: nowrap;\n",
+       "  overflow: hidden;\n",
+       "  text-overflow: ellipsis;\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name:hover,\n",
+       ".xr-var-dims:hover,\n",
+       ".xr-var-dtype:hover,\n",
+       ".xr-attrs dt:hover {\n",
+       "  overflow: visible;\n",
+       "  width: auto;\n",
+       "  z-index: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data,\n",
+       ".xr-index-data-in:checked ~ .xr-index-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-index-name div,\n",
+       ".xr-index-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2,\n",
+       ".xr-no-icon {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;energy&#x27; ()&gt; Size: 8B\n",
+       "array(285.1)\n",
+       "Coordinates:\n",
+       "    cos_sq_θ_y6   float64 8B 0.3333\n",
+       "    cos_sq_θ_pm6  float64 8B 0.3333</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'energy'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a3974f83-92fb-4f4e-84eb-cd3a6213bdf6' class='xr-array-in' type='checkbox' checked><label for='section-a3974f83-92fb-4f4e-84eb-cd3a6213bdf6' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>285.1</span></div><div class='xr-array-data'><pre>array(285.1)</pre></div></div></li><li class='xr-section-item'><input id='section-a7415ae9-99a9-42f0-b091-46b840566aaa' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a7415ae9-99a9-42f0-b091-46b840566aaa' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>cos_sq_θ_y6</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.3333</div><input id='attrs-27e047df-71f3-40e7-a246-c44bf2603635' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-27e047df-71f3-40e7-a246-c44bf2603635' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-52dfc090-e5e3-4545-81ef-469f35d6f68e' class='xr-var-data-in' type='checkbox'><label for='data-52dfc090-e5e3-4545-81ef-469f35d6f68e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(0.3333333)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cos_sq_θ_pm6</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.3333</div><input id='attrs-4ca5b01f-cebe-4caf-83f1-91adb7308509' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4ca5b01f-cebe-4caf-83f1-91adb7308509' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f68a8d0f-f995-4cb1-ad58-f3abd0b4ffb3' class='xr-var-data-in' type='checkbox'><label for='data-f68a8d0f-f995-4cb1-ad58-f3abd0b4ffb3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(0.3333333)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-35bf1fed-7c62-4593-924d-e79efdaad8df' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-35bf1fed-7c62-4593-924d-e79efdaad8df' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-7f5ae585-16ca-4275-a34c-30a2f70ed5f6' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7f5ae585-16ca-4275-a34c-30a2f70ed5f6' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.DataArray 'energy' ()> Size: 8B\n",
+       "array(285.1)\n",
+       "Coordinates:\n",
+       "    cos_sq_θ_y6   float64 8B 0.3333\n",
+       "    cos_sq_θ_pm6  float64 8B 0.3333"
+      ]
+     },
+     "execution_count": 57,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "n_mol_c.interp(cos_sq_θ_y6=0.3333333).interp(cos_sq_θ_pm6=0.3333333).sel(\n",
+    "    energy=slice(283, 286)\n",
+    ").idxmax()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Display (isotropic Y6):(isotropic PM6) contrast\n",
+    "Contrast between isotropic Y6 and isotropic PM6"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 58,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1244.44x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# plot the contrasts\n",
+    "xmin = 260\n",
+    "xmax = 315\n",
+    "fig, ax1 = plt.subplots(figsize=(1920 * v_size / 1080, v_size))\n",
+    "# xarray way of adding to a plot\n",
+    "n_mol_c.interp(cos_sq_θ_y6=0.3333333).interp(cos_sq_θ_pm6=0.3333333).plot(\n",
+    "    ax=ax1, color=\"xkcd:greenish cyan\", lw=3, label=\"PM6 vs. Y6 Composition Contrast\"\n",
+    ")\n",
+    "ax1.set_xlim(xmin, xmax)\n",
+    "ymin = (\n",
+    "    n_mol_c.interp(cos_sq_θ_y6=0.3333333)\n",
+    "    .interp(cos_sq_θ_pm6=0.3333333)\n",
+    "    .sel(energy=slice(xmin, xmax))\n",
+    "    .min()\n",
+    "    * 0.75\n",
+    ")\n",
+    "ymax = (\n",
+    "    n_mol_c.interp(cos_sq_θ_y6=0.3333333)\n",
+    "    .interp(cos_sq_θ_pm6=0.3333333)\n",
+    "    .sel(energy=slice(xmin, xmax))\n",
+    "    .max()\n",
+    "    * 1.3\n",
+    ")\n",
+    "\n",
+    "for e in [270, 282, 283, 285, 285.2, 285.8]:\n",
+    "    gtop = (\n",
+    "        n_mol_c.interp(cos_sq_θ_y6=0.3333333)\n",
+    "        .interp(cos_sq_θ_pm6=0.3333333)\n",
+    "        .interp(energy=e)\n",
+    "    )\n",
+    "    xy = [e, gtop]\n",
+    "    ax1.annotate(\n",
+    "        \"\",\n",
+    "        xy=xy,\n",
+    "        xytext=(xy[0], ymin),\n",
+    "        xycoords=\"data\",\n",
+    "        arrowprops=dict(\n",
+    "            arrowstyle=\"-\",\n",
+    "            linestyle=\"--\",\n",
+    "            linewidth=1,\n",
+    "            zorder=0,\n",
+    "            color=\"xkcd:baby blue\",\n",
+    "        ),\n",
+    "    )\n",
+    "\n",
+    "ax1.set_ylim(ymin, ymax)\n",
+    "ax1.set_yscale(\"log\")\n",
+    "ax1.set_ylabel(\"contrast\")\n",
+    "ax1.legend()\n",
+    "plt.title(\"\")\n",
+    "plt.show()\n",
+    "plt.close()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Display (isotropic Y6):vacuum, (isotropic PM6):vacuum contrasts"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 59,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1244.44x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# plot the contrasts\n",
+    "xmin = 260\n",
+    "xmax = 315\n",
+    "fig, ax1 = plt.subplots(figsize=(1920 * v_size / 1080, v_size))\n",
+    "# xarray way of adding to a plot\n",
+    "n_mol_c.interp(cos_sq_θ_y6=0.3333333).interp(cos_sq_θ_pm6=0.3333333).plot(\n",
+    "    ax=ax1,\n",
+    "    color=\"xkcd:greenish cyan\",\n",
+    "    lw=3,\n",
+    "    label=\"isotropic PM6 vs. isotropic Y6\",\n",
+    "    zorder=1000,\n",
+    ")\n",
+    "contrast_n_mol_y6_vac.interp(cos_sq_θ=0.3333333).plot(\n",
+    "    ax=ax1,\n",
+    "    color=\"xkcd:bright yellow\",\n",
+    "    lw=3,\n",
+    "    label=\"isotropic Y6 vs. vacuum\",\n",
+    "    zorder=1000,\n",
+    ")\n",
+    "contrast_n_mol_pm6_vac.interp(cos_sq_θ=0.3333333).plot(\n",
+    "    ax=ax1,\n",
+    "    color=\"xkcd:bright pink\",\n",
+    "    lw=3,\n",
+    "    label=\"isotropic PM6 vs. vacuum\",\n",
+    "    zorder=1000,\n",
+    ")\n",
+    "ax1.set_xlim(xmin, xmax)\n",
+    "ymin = (\n",
+    "    n_mol_c.interp(cos_sq_θ_y6=0.3333333)\n",
+    "    .interp(cos_sq_θ_pm6=0.3333333)\n",
+    "    .sel(energy=slice(xmin, xmax))\n",
+    "    .min()\n",
+    "    * 0.75\n",
+    ")\n",
+    "ymax = (\n",
+    "    contrast_n_mol_pm6_vac.interp(cos_sq_θ=0.3333333)\n",
+    "    .sel(energy=slice(xmin, xmax))\n",
+    "    .max()\n",
+    "    * 1.3\n",
+    ")\n",
+    "\n",
+    "\n",
+    "for e in [270, 282, 283, 285, 285.2, 285.8]:\n",
+    "    gtop = np.maximum(\n",
+    "        n_mol_c.interp(cos_sq_θ_y6=0.3333333)\n",
+    "        .interp(cos_sq_θ_pm6=0.3333333)\n",
+    "        .interp(energy=e),\n",
+    "        contrast_n_mol_pm6_vac.interp(cos_sq_θ=0.3333333).interp(energy=e),\n",
+    "    )\n",
+    "    gtop = np.maximum(\n",
+    "        gtop, contrast_n_mol_y6_vac.interp(cos_sq_θ=0.3333333).interp(energy=e)\n",
+    "    )\n",
+    "    xy = [e, gtop]\n",
+    "    ax1.annotate(\n",
+    "        \"\",\n",
+    "        xy=xy,\n",
+    "        xytext=(xy[0], ymin),\n",
+    "        xycoords=\"data\",\n",
+    "        arrowprops=dict(\n",
+    "            arrowstyle=\"-\",\n",
+    "            linestyle=\"--\",\n",
+    "            linewidth=1,\n",
+    "            zorder=0,\n",
+    "            color=\"xkcd:baby blue\",\n",
+    "        ),\n",
+    "    )\n",
+    "\n",
+    "ax1.set_ylim(ymin, ymax)\n",
+    "ax1.set_yscale(\"log\")\n",
+    "ax1.set_ylabel(\"contrast\")\n",
+    "ax1.legend(loc=4)\n",
+    "plt.title(\"\")\n",
+    "plt.show()\n",
+    "plt.close()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Display (oriented Y6):(isotropic PM6) contrast"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 60,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "a = [] * 10"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 61,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import matplotlib.pyplot as plt\n",
+    "import matplotlib.lines\n",
+    "from matplotlib import colormaps\n",
+    "\n",
+    "fig, ax1 = plt.subplots(figsize=(h_size, v_size))\n",
+    "a = []\n",
+    "label_thetas = np.array([0, 54.7, 90])\n",
+    "for i, cos_sq_θ_y6 in enumerate(n_mol_c.cos_sq_θ_y6.values):\n",
+    "    fracval = i / (n_mol_c.cos_sq_θ_y6.values.shape[0] - 1)\n",
+    "\n",
+    "    y6_theta = np.rad2deg(np.arccos(cos_sq_θ_y6**0.5))\n",
+    "    pm6_theta = np.rad2deg(np.arccos(0.33333**0.5))\n",
+    "\n",
+    "    do_label = np.abs(y6_theta - label_thetas) < 0.2\n",
+    "\n",
+    "    if any(do_label):\n",
+    "        trace_label = f\"Y6 $\\\\theta$={y6_theta:04.1f}°\"\n",
+    "        trace_label += f\"\\tPM6 $\\\\theta$={pm6_theta:04.1f}°\"\n",
+    "    else:\n",
+    "        trace_label = \"\"\n",
+    "\n",
+    "    line = (\n",
+    "        n_mol_c.interp(cos_sq_θ_y6=cos_sq_θ_y6)\n",
+    "        .interp(cos_sq_θ_pm6=0.3333333)\n",
+    "        .plot(\n",
+    "            ax=ax1,\n",
+    "            color=colormaps[\"cividis\"](fracval),\n",
+    "            lw=2,\n",
+    "            label=trace_label,\n",
+    "            zorder=1000,\n",
+    "        )\n",
+    "    )\n",
+    "    a.append(line)\n",
+    "ax1.set_xlim(xmin, xmax)\n",
+    "ymin = contrast_n_mol_y6_vac.sel(energy=slice(xmin, xmax)).min()\n",
+    "ymax = contrast_n_mol_y6_vac.sel(energy=slice(xmin, xmax)).max()\n",
+    "ax1.set_ylim(ymin * 0.05, ymax * 1.2)\n",
+    "ax1.set_yscale(\"log\")\n",
+    "ax1.set_ylabel(\"contrast\")\n",
+    "plt.title(\"Y6 contrast with isotropic PM6\")\n",
+    "\n",
+    "plt.legend()\n",
+    "plt.show()\n",
+    "plt.close()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Display (oriented Y6):(oriented PM6) contrast"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 62,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1333.33x750 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1333.33x750 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1333.33x750 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import matplotlib.pyplot as plt\n",
+    "import matplotlib.lines\n",
+    "\n",
+    "\n",
+    "# build figure here\n",
+    "# subplots(figsize=(h_size, v_size))\n",
+    "xmax = 330\n",
+    "\n",
+    "label_thetas = np.array([0, 54.7, 90])\n",
+    "plot_thetas = np.array([0, 54.7, 90])\n",
+    "\n",
+    "for i, cos_sq_θ_pm6 in enumerate(n_mol_c.cos_sq_θ_pm6.values):  # n [[89, 0]]:  #\n",
+    "    pm6_theta = np.rad2deg(np.arccos(cos_sq_θ_pm6**0.5))\n",
+    "    do_plot = np.abs(plot_thetas - pm6_theta) < 0.2\n",
+    "\n",
+    "    if any(do_plot):\n",
+    "        fig, ax1 = plt.subplots(figsize=(13 + 1 / 3, 7.5))\n",
+    "        for j, cos_sq_θ_y6 in enumerate(n_mol_c.cos_sq_θ_y6.values):\n",
+    "            fracval = j / (n_mol_c.cos_sq_θ_pm6.values.shape[0] - 1)\n",
+    "            y6_theta = np.rad2deg(np.arccos(cos_sq_θ_y6**0.5))\n",
+    "            do_label = np.abs(label_thetas - y6_theta) < 0.2\n",
+    "            if any(do_label):\n",
+    "                trace_label = f\"Y6 $\\\\theta$={y6_theta:04.1f}°\"\n",
+    "                trace_label += f\"\\tPM6 $\\\\theta$={pm6_theta:04.1f}°\"\n",
+    "            else:\n",
+    "                trace_label = \"\"\n",
+    "\n",
+    "            line = (\n",
+    "                n_mol_c.interp(cos_sq_θ_y6=cos_sq_θ_y6)\n",
+    "                .interp(cos_sq_θ_pm6=cos_sq_θ_pm6)\n",
+    "                .plot(\n",
+    "                    ax=ax1,\n",
+    "                    color=colormaps[\"plasma\"](fracval),\n",
+    "                    lw=2,\n",
+    "                    label=trace_label,\n",
+    "                    zorder=0,\n",
+    "                    alpha=1,\n",
+    "                )\n",
+    "            )\n",
+    "            a.append(line)\n",
+    "        ax1.set_xlim(xmin, xmax)\n",
+    "        ymin = contrast_n_mol_y6_vac.sel(energy=slice(xmin, xmax)).min()\n",
+    "        ymax = contrast_n_mol_y6_vac.sel(energy=slice(xmin, xmax)).max()\n",
+    "        ax1.set_ylim(1, ymax * 1.2)\n",
+    "        ax1.set_yscale(\"log\")\n",
+    "        ax1.set_ylabel(\"contrast with E ∥ X\")\n",
+    "        plt.legend()\n",
+    "\n",
+    "        plt.title(\"\")\n",
+    "        plt.show()\n",
+    "        plt.close()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The combinatorial contrast is a function of both Y6 orientation and PM6 orientation."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### An interactive widget to explore (oriented Y6):(oriented PM6) contrast"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 63,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "805b198ea03f4a06835619904a92b4e0",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "interactive(children=(FloatSlider(value=54.7, description='Y6 θ', layout=Layout(width='8.0in'), max=90.0, read…"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<function __main__.f(y6_diel)>"
+      ]
+     },
+     "execution_count": 63,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "from ipywidgets import interact, widgets, Layout\n",
+    "from IPython.display import clear_output\n",
+    "\n",
+    "def f(y6_diel):\n",
+    "    y6_diel = np.cos(np.deg2rad(y6_diel))**2\n",
+    "    fig, ax1 = plt.subplots(figsize=(h_size, v_size))\n",
+    "    label_thetas = np.array([0, 54.7, 90])\n",
+    "    # xarray way of adding to a plot\n",
+    "    colors = plt.cm.plasma(np.linspace(0, 1, n_mol_c.cos_sq_θ_pm6.size))\n",
+    "    for j, cos_sq_θ_pm6 in enumerate(n_mol_c.cos_sq_θ_pm6.values):\n",
+    "        y6_theta = np.rad2deg(np.arccos(y6_diel**0.5))\n",
+    "        pm6_theta = np.rad2deg(np.arccos(cos_sq_θ_pm6**0.5))\n",
+    "        do_label = np.abs(label_thetas - pm6_theta) < 0.2\n",
+    "        if any(do_label):\n",
+    "            trace_label = f\"Y6 $\\\\theta$={y6_theta:04.1f}°\"\n",
+    "            trace_label += f\"\\tPM6 $\\\\theta$={pm6_theta:04.1f}°\"\n",
+    "        else:\n",
+    "            trace_label = \"\"\n",
+    "        n_mol_c.sel(cos_sq_θ_y6=y6_diel, method = 'nearest').sel(\n",
+    "            cos_sq_θ_pm6=cos_sq_θ_pm6, method=\"nearest\"\n",
+    "        ).plot(ax = ax1, color=colors[j], lw=3, label=trace_label)\n",
+    "    ax1.set_xlim(xmin, xmax)\n",
+    "    ymin = n_mol_c.sel(energy=slice(xmin, xmax)).min()\n",
+    "    ymax = n_mol_c.sel(energy=slice(xmin, xmax)).max()\n",
+    "    ax1.set_ylim(10, ymax * 1.2)\n",
+    "    ax1.set_yscale(\"log\")\n",
+    "    ax1.set_ylabel(\"contrast\")\n",
+    "    plt.title(\"Y6 contrast with PM6\")\n",
+    "    plt.legend()\n",
+    "    # fig.canvas.draw()\n",
+    "\n",
+    "interact(\n",
+    "    f,\n",
+    "    y6_diel=widgets.FloatSlider(\n",
+    "    value=54.7,\n",
+    "    min=0,\n",
+    "    max=90.0,\n",
+    "    step=0.1,\n",
+    "    description=f'Y6 θ',\n",
+    "    orientation='horizontal',\n",
+    "    readout=True,\n",
+    "    readout_format='.1f',\n",
+    "    layout=Layout(width=str(h_size*0.8)+'in')\n",
+    "),\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "What does this mean?\n",
+    "\n",
+    "The representations above define the binary scattering contrasts that are <em>possible</em> in this PM6:Y6 blend, if we don't consider vacuum scattering. It's even broader if we do consider vacuum scattering! Any number of these traces, in any weighted combination, could contribute to the total scattering intensity (TSI) or \"scattering invariant\" that you measure in a PM6:Y6 system experimentally. \n",
+    "\n",
+    "A key takeaway is that it is essentially impossible to choose an energy at which the TSI will be dominated by <em>composition</em> with no orientation effects. This conclusion tends to be ignored in the analysis that is routinely done in OPV systems as measure of \"relative phase purity.\" Going forward, it is important for the community to understand that orientation effects are likely present in these measurements, and there very likely scenarios where they <em>dominate</em> the response. Rather than being a \"bad thing\" for the technique, this conclusion emphasizes its unique sensitivity to molecular orientation. \n",
+    "\n",
+    "Frameworks to disentangle orientation effects from composition effects are under development. One demonstrated approach is to model data using the NIST RSoXS Simulation Suite, of which this tutorial is a part.\n",
+    "\n",
+    "...creating models that have both composition and orientation fluctuations and fitting those models to RSoXS data at several energies.\n"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "deand",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.11"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/tutorials/kkcalc_for_NRSS/kkcalc_ps_pmma_xr.ipynb b/tutorials/kkcalc_for_NRSS/kkcalc_ps_pmma_xr.ipynb
new file mode 100644
index 0000000..84d953c
--- /dev/null
+++ b/tutorials/kkcalc_for_NRSS/kkcalc_ps_pmma_xr.ipynb
@@ -0,0 +1,1019 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Using Python and kkcalc to calculate δ, β, and RSoXS binary contrast(s) from NEXAFS data\n",
+    "\n",
+    "This notebook authored by Dean M. DeLongchamp of NIST<br>\n",
+    "with some parts based on elements of a repository from Daniel Schick: https://github.com/dschick/kkcalc<br>\n",
+    "with some parts based on further modifications by Kristof Toth of NIST<br>\n",
+    "## Introduction\n",
+    "The goal of this notebook is to demonstrate how to calculate the two components of the soft x-ray index of refraction β and δ, where: $n(E) = 1-δ(E) + iβ(E)$, and then to demonstrate how to calculate binary contrasts from these values. The narrative roughly follows the materials systems of Ferron et al. cited below, which includes polystyrene (PS), poly(methyl methacrylate) (PMMA), and vacuum (vac).<br><br>\n",
+    "For kkcalc reference:<br>\n",
+    "<a href=\"https://opg.optica.org/oe/fulltext.cfm?uri=oe-22-19-23628\">Benjamin Watts \"Calculation of the Kramers-Kronig transform of X-ray spectra by a piecewise Laurent polynomial method\" Opt. Express 22, (2014) 23628-23639. DOI:10.1364/OE.22.023628 </a>\n",
+    "<br>\n",
+    "Pip page for kkcalc: https://pypi.org/project/kkcalc/ <br>\n",
+    "Benjamin Watts github: https://github.com/benajamin/kkcalc <br><br>\n",
+    "For RSoXS Contrast Calculation Reference: <br>\n",
+    "<a href=\"https://journals.aps.org/prl/abstract/10.1103/PhysRevLett.119.167801\">T Ferron, M Pope, BA Collins, \"Spectral Analysis for Resonant Soft X-Ray Scattering Enables Measurement of Interfacial Width in 3D Organic Nanostructures.\" Phys. Rev. Lett. 2017, 119, 167801. DOI:10.1103/PhysRevLett.119.167801 </a>\n",
+    "<br>\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import kkcalc #this is the only library that you might not already have.\n",
+    "from kkcalc import data\n",
+    "from kkcalc import kk\n",
+    "#n.b. the dependencies of kkcalc GUI often cause probllems with installing the library. \n",
+    "#Try: \n",
+    "# pip install --no-dependencies\n",
+    "\n",
+    "import numpy as np\n",
+    "import xarray as xr\n",
+    "import matplotlib.pyplot as plt\n",
+    "from matplotlib import rc, gridspec"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Starting Point: NEXAFS Data"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We typically start from experimentally collected NEXAFS. This can be collected by the individual, or downloaded from a database or repository. <br> \n",
+    "We will use PS  and PMMA from NIST that should be provided as separate files with this notebook.<br>\n",
+    "The PS file name is ps_nist.txt<br>\n",
+    "The PMMA file name is pmma_nist.txt<br>\n",
+    "These files are the PS and PMMA NEXAFS that was previously published in <a href=\"https://pubs.acs.org/doi/full/10.1021/la062707q\">TH Epps, DM DeLongchamp, MJ Fasolka, DA Fischer, EL Jablonski, \"Substrate Surface Energy Dependent Morphology and Dewetting in an ABC Triblock Copolymer Film.\" Langmuir 2007, 23, 3355</a>."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "First we will examine polystyrene. An electron yield NEXAFS spectrum of PS is provided in ps_nist.txt."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "<div class=\"alert alert-block alert-info\"><b>Tip:</b> The *.txt file is formatted with 1st column energy, second column intensity, tab-delimited. The cells below show one way to visualize this data, although such visualization isn't strictly necessary for the workflow shown here.\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ps_energy, ps_pey= np.loadtxt('ps_nist.txt').T\n",
+    "\n",
+    "#create xarray Dataset with the NEXAFS data:\n",
+    "ps_nexafs = xr.Dataset({'electron yield':(['energy'],ps_pey)},coords={'energy':ps_energy})\n",
+    "ps_nexafs.energy.attrs['unit'] = 'eV'\n",
+    "ps_nexafs['electron yield'].attrs['unit'] = 'a.u.'"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "#adjust the plot style to your liking or disable the style.use and rc calls if you prefer the defaults.\n",
+    "\n",
+    "plt.style.use('dark_background')\n",
+    "font = {#'family' : 'sans-serif',\n",
+    "        # 'sans-serif' : 'DejaVu Sans',\n",
+    "        'weight' : 'regular',\n",
+    "        'size'   : 14}\n",
+    "rc('font', **font)\n",
+    "h_size = 10\n",
+    "v_size = 7"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax1 = plt.subplots(figsize=(h_size, v_size))\n",
+    "#the xarray way of plotting\n",
+    "ps_nexafs['electron yield'].plot(ax=ax1, lw = 2, color='magenta', label='normalized PS NEXAFS')\n",
+    "ax1.set_xlim(280,315)\n",
+    "ax1.legend()\n",
+    "plt.show()\n",
+    "plt.close()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "<div class=\"alert alert-block alert-info\">\n",
+    "<b>Tip:</b> This NEXAFS has been pre- and post-edge normalized such that the pre-edge intensity is 0 and the post-edge intensity is 1. You should get similar results with kkcalc with data having only the pre-edge normalized.\n",
+    "</div>\n",
+    "<div class=\"alert alert-block alert-warning\">\n",
+    "<b>Alternative approaches:</b> Other NEXAFS modes such as transmission or fluorescence yield are possible to use here. Alternatively, density functional theory calculations could also be used. Orientational P-RSoXS and P-RSoXR will use multiple NEXAFS curves at polarization extremes (e.g. s-polarized, and as close to p-polarized as can be approached), or NEXAFS that has been manipulated to exhibit \"perfect\" orientation with respect to a molecular reference frame, in either uniaxial or biaxial representations. These approaches will be covered in a future tutorial.\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Converting NEXAFS to complex index of refraction elements β and δ for PS"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Running kkcalc"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "<div class=\"alert alert-block alert-info\"><b>Tip:</b> This cell runs the kkcalc machinery. Be sure to adjust the chemical formula and density. It prefers input NEXAFS as a *.txt file with 1st column energy, second column intensity, tab-delimited. Nothing special has been done here to change the working directory, so be sure that the file is in the current working directory.\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Specify the minimum and maximum energy to fit to Henke database\n",
+    "x_min = 270\n",
+    "x_max = 325\n",
+    "\n",
+    "chemical_formula = 'C8H8'\n",
+    "density = 1.05 # g/cc\n",
+    "\n",
+    "# The output of kk.kk_calculate_real is f1 and f2 terms since they are calculated using Kramers-Kronig transform\n",
+    "output = kk.kk_calculate_real('ps_nist.txt',\n",
+    "                              chemical_formula,\n",
+    "                              load_options=None,\n",
+    "                              input_data_type='Beta',\n",
+    "                              merge_points=[x_min, x_max],\n",
+    "                              add_background=False,\n",
+    "                              fix_distortions=False,\n",
+    "                              curve_tolerance=0.05,\n",
+    "                              curve_recursion=100)\n",
+    "\n",
+    "#From https://pypi.org/project/kkcalc/\n",
+    "    # add_background is for replacing the background (by extrapolating the pre-edge region) that may have been subtracted from the user-supplied data. This function has not been reimplemented to work with the internal data format currently used by KKcalc\n",
+    "        # it is possible that this option should always be set to False\n",
+    "    # fix_distortions option will skew the data to fit the slope of the scattering factor data. This is useful for working with data recorded using detectors with an uncalibrated energy dependence. \n",
+    "        # we don't encourage the use of this option; it is better to manipulate your NEXAFS manually if necessary\n",
+    "    # if curve_tolerance is not None, kkcalc code will run an \"improve_accuracy\" code, where curve_tolerance and curve_recursion affects its behavior as follows:\n",
+    "        # tolerance : float Level of error in linear extrapolation of data values to be allowed.\n",
+    "        # recursion : integer Number of times an energy interval can be halved before giving up.\n",
+    "        # we find that enabling these features does not incur a major performanc penalty with the advantage of conferring greater accuracy\n",
+    "    \n",
+    "# Fitting to the Henke atomic scattering factors using the given stoichiometry and formula\n",
+    "stoichiometry = kk.data.ParseChemicalFormula(chemical_formula)\n",
+    "formula_mass = data.calculate_FormulaMass(stoichiometry)\n",
+    "ASF_E, ASF_Data = kk.data.calculate_asf(stoichiometry)\n",
+    "ASF_Data2 = kk.data.coeffs_to_ASF(ASF_E, np.vstack((ASF_Data, ASF_Data[-1])))\n",
+    "\n",
+    "##Plot of f1 and f2 along with Henke f2 values\n",
+    "##enable these lines if you want to see the f1 and f2 components plus the bare atom\n",
+    "# plt.figure()\n",
+    "# plt.plot(output[:, 0], output[:, 1], label='f1 kkcalc')\n",
+    "# plt.plot(output[:, 0], output[:, 2], label='f2 kkcalc')\n",
+    "# plt.plot(ASF_E, ASF_Data2, label='Henke f2')\n",
+    "# plt.legend()\n",
+    "# plt.xlim(x_min, x_max)\n",
+    "# plt.title('{:d} eV - {:d} eV'.format(x_min, x_max),fontsize=16)\n",
+    "# plt.xlabel('Energy [eV]',fontsize=16)\n",
+    "# plt.ylabel('f1, f2',fontsize=16)\n",
+    "# plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "kkcalc natively produces \"scattering factors\" f', f\" (f1 and f2); these are just a differently transformed version of our target optical constants β, δ. The hard X-ray anomalous small-angle scattering (ASAXS) community prefers scattering factors f1, f2 (or f', f\"), whereas the RSoXS community tends to use β, δ. The quantities are related by material-specific scaling factors:\n",
+    "\n",
+    "***\n",
+    "$\\mathbf{\\text{Relations between  $f'$, $f''$ and $\\delta$, $\\beta$}}$<br>\n",
+    "$\\delta = Kf'$<br>\n",
+    "$\\beta = Kf''$<br>\n",
+    "\n",
+    "$K = \\displaystyle\\frac{r_{e}\\lambda^2}{2\\pi}\\frac{N_{A}}{A}\\rho$<br>\n",
+    "\n",
+    "where $\\displaystyle\\frac{N_{A}}{A}$ is the number of atoms per gram, $r_{e}$ is the classical electron radius in cm, $\\lambda$ is the wavelength in cm, and $\\rho$ is the density in grams per cm$^3$\n",
+    "***\n",
+    "\n",
+    "For those interested in more information on ASAXS analysis approaches, we recommend <a href=\"https://www.tandfonline.com/doi/full/10.1080/14786430802279760\">D Tatchev, \"Structure analysis of multiphase systems by anomalous small-angle X-ray scattering.\" Philosophical Magazine 2008, 88, 1751. </a>\n",
+    "\n",
+    "<div class=\"alert alert-block alert-info\"><b>Tip:</b> Commented-out functions in the cell above will show the f1, f2 components and the bare atom; enabling these can be useful when troubleshooting kkcalc.\n",
+    "</div>\n",
+    "\n",
+    "<div class=\"alert alert-block alert-info\"><b>Tip:</b> kkcalc can fail if the NEXAFS has the pre-edge higher than the post-edge or other baseline anomalies. In those cases it will likely \"flip\" β so that the peaks become negative. If β gets flipped the results are incorrrect and should not be used. Good NEXAFS with beginning and ends that are roughly proportional to the bare-atom expectations is necessary for kkcalc to work. In principle, perfectly correct NEXAFS should have a baseline exactly identical to the bare atom.\n",
+    "</div>\n",
+    "<div class=\"alert alert-block alert-warning\">\n",
+    "<b>Alternative approaches:</b> Other elemental edges also work with kkcalc; heteroatoms are already included in this calculation and a different energy range of input NEXAFS will produce N, O, S-edge, etc. In principle the KK is more accurate if you input a survey scan, that is a continuous scan across the relevant edges, but in practice that approach may exaggerate an erroneous slope compared to the bare atom. For these reasons, generally the community eschews adding fine structure significantly outside of the region of interest, even though it could in principle produce more accurate optical constants.</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Conversion of f1 and f2 to β and δ"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ps = xr.Dataset({\n",
+    "    'δ':(['energy'],data.convert_data(output[:,[0,1]],'ASF','refractive_index', Density=density, Formula_Mass=formula_mass)[:,1]), \n",
+    "    'β':(['energy'],data.convert_data(output[:,[0,2]],'ASF','refractive_index', Density=density, Formula_Mass=formula_mass)[:,1])},\n",
+    "    coords={'energy': data.convert_data(output[:,[0,1]],'ASF','refractive_index', Density=density, Formula_Mass=formula_mass)[:,0]})\n",
+    "\n",
+    "ps.energy.attrs['unit'] = 'eV'\n",
+    "ps.δ.attrs['unit'] = 'a.u.'\n",
+    "ps.β.attrs['unit'] = 'a.u.'"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Plotting β and δ"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<function matplotlib.pyplot.close(fig=None)>"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "xmin = 280\n",
+    "xmax = 315\n",
+    "fig, ax1 = plt.subplots(figsize=(h_size, v_size))\n",
+    "ps.δ.plot(ax=ax1, color = 'xkcd:baby blue', lw = 2, label = 'δ PS')\n",
+    "ps.β.plot(ax=ax1, color = 'xkcd:bright sea green', lw = 2, label='β PS')\n",
+    "ax1.set_xlim(xmin,xmax)\n",
+    "ymin = min(ps.δ.sel(energy=slice(xmin,xmax)).min(), ps.β.sel(energy=slice(xmin,xmax)).min())\n",
+    "ymax = max(ps.δ.sel(energy=slice(xmin,xmax)).max(), ps.β.sel(energy=slice(xmin,xmax)).max())\n",
+    "ax1.set_ylim(ymin - (ymax-ymin)*0.03, ymax + (ymax-ymin)*0.03)\n",
+    "ax1.set_ylabel('optical constant value [a.u.]')\n",
+    "ax1.legend()\n",
+    "plt.show()\n",
+    "plt.close"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Observations:\n",
+    "- δ and β are the two components of the soft x-ray index of refraction for polystyrene, where: $n(E) = 1-δ(E) + iβ(E)$\n",
+    "- δ and β are variously called \"optical constants\" or \"dielectric function,\" but they are really just parts of the complex index of refraction. Note they are scalars in this workup but they can be unaxial (two elements, \"ordinary\" and \"extraordinary,\" or \"perp,\" and \"para\"), or biaxial (three elements, xx,yy,zz)\n",
+    "- δ and β are unitless but the magnitude is meaningful; correct magnitude is required to compare material to material.<br>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "<div class=\"alert alert-block alert-success\">\n",
+    "<b>Important:</b> The δ and β results from this calculation are what you want to use to compose CyRSoXS \"MaterialX.txt\" complex indices of refraction. More details are given in CyRSoXS documentation for parsing these results into the CyRSoXS-compatible format, but they assume you have calculated smooth functions of δ and β as done here.\n",
+    "</div>\n",
+    "<div class=\"alert alert-block alert-info\"><b>Tip:</b> β is a specially baselined and rescaled version of the NEXAFS absorbance; notice that it is offset slightly from zero in the pre-edge (<283 eV); this is close to the bare-atom absorbance at that energy. It is scaled in the post-edge to match the bare-atom absorbance at those energies. Essentially kkcalc takes the NEXAFS and \"grafts\" it onto the atomic cross section (which is devoid of peaks) by matching the NEXAFS and the bare atom absorbance at your specified min and max energy. δ is calculated from scratch using a piecewise Kramers-Kronig formalism enforcing consistency with beta. There are other calculation schemes for δ. QANT, for example uses a different algorithm that produces slightly different results. All KK calculations are approximate and vary based on the details of the numerical method used.\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## PS:Vac contrast\n",
+    "We can already calculate one significant contrast: that of PS with vacuum:"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Calculating contrast"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ps_vac_contrast = np.power(ps.energy,4)*(np.power(ps.δ,2) + np.power(ps.β,2)) \n",
+    "#notice this follows the math of Ferron at el cited at top. This formula is in the Fig 1b caption."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<function matplotlib.pyplot.close(fig=None)>"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "#plot the ps:vac contrast\n",
+    "xmin = 270\n",
+    "xmax = 320\n",
+    "fig, ax1 = plt.subplots(figsize=(h_size, v_size))\n",
+    "ps_vac_contrast.plot(ax=ax1, color = 'xkcd:pink purple', lw = 2, label='ps:vac')\n",
+    "ax1.set_xlim(xmin,xmax)\n",
+    "ax1.set_yscale('log')\n",
+    "ax1.set_ylabel('contrast')\n",
+    "ax1.set_xlabel('energy (eV)')\n",
+    "ax1.legend(loc='lower right')\n",
+    "plt.show()\n",
+    "plt.close"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "tags": []
+   },
+   "source": [
+    "Observations:\n",
+    "- Notice the similarity of this contrast function to the Ferron et al Figure 1 b PS:Vac trace. It will look a little different because our PS NEXAFS was a little different than Ferron's.\n",
+    "- It is customary to plot contrast on a y log scale.\n",
+    "- Units on contrast are not especially meaningful.<br><br>\n",
+    "<div class=\"alert alert-block alert-info\">\n",
+    "<b>Tip:</b> There are discussions across the RSoXS community about how variations in NEXAFS (particularly the ratio of peak intensities to post edge intensities, and the post-edge decay slope) are common due to different electron yield detection schemes but these differences are artifacts and there is only one correct underlying complex index of refraction. At some point, however, you have to trust your data! \n",
+    "</div>\n",
+    "<div class=\"alert alert-block alert-info\">\n",
+    "<b>Tip:</b> Another thing to look out for is energy miscalibration betweeen your reference NEXAFS spectra and your RSoXS data. Sometimes you have to shift one or the other to get them to agree. Note that the contrast function contains features that are extremely narrow in energy, that would require nearly perfect agreement in energy calibration to fit.\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Wrapping in functions\n",
+    "\n",
+    "For future uses we will wrap the calculation machinery in a function:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def run_kkcalc(nexafs_file, x_min = 270, x_max = 325, chemical_formula = 'CH2', density = 1.00):\n",
+    "    # The output of kk.kk_calculate_real is f1 and f2 terms since they are calculated using Kramers-Kronig transform\n",
+    "    output = kk.kk_calculate_real(nexafs_file,\n",
+    "                                  chemical_formula,\n",
+    "                                  load_options=None,\n",
+    "                                  input_data_type='Beta',\n",
+    "                                  merge_points=[x_min, x_max],\n",
+    "                                  add_background=False,\n",
+    "                                  fix_distortions=False,\n",
+    "                                  curve_tolerance=0.05,\n",
+    "                                  curve_recursion=100)\n",
+    "\n",
+    "    # Fitting to the Henke atomic scattering factors using the given stoichiometry and formula\n",
+    "    stoichiometry = kk.data.ParseChemicalFormula(chemical_formula)\n",
+    "    formula_mass = data.calculate_FormulaMass(stoichiometry)\n",
+    "    ASF_E, ASF_Data = kk.data.calculate_asf(stoichiometry)\n",
+    "    ASF_Data2 = kk.data.coeffs_to_ASF(ASF_E, np.vstack((ASF_Data, ASF_Data[-1])))\n",
+    "    # Conversion to delta and beta and making an xarray\n",
+    "    n = xr.Dataset({\n",
+    "        'δ':(['energy'],data.convert_data(output[:,[0,1]],'ASF','refractive_index', Density=density, Formula_Mass=formula_mass)[:,1]), \n",
+    "        'β':(['energy'],data.convert_data(output[:,[0,2]],'ASF','refractive_index', Density=density, Formula_Mass=formula_mass)[:,1])},\n",
+    "        coords={'energy': data.convert_data(output[:,[0,1]],'ASF','refractive_index', Density=density, Formula_Mass=formula_mass)[:,0]})\n",
+    "\n",
+    "    n.energy.attrs['unit'] = 'eV'\n",
+    "    n.δ.attrs['unit'] = 'a.u.'\n",
+    "    n.β.attrs['unit'] = 'a.u.'\n",
+    "    \n",
+    "    return n #return an xarray"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "A function to calculate binary contrasts:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "#notice this follows the math of Ferron at el cited at top. This formula is in the Fig 1b caption.\n",
+    "#this will accept and return xarrays\n",
+    "def binary_contrast(n1, n2=None):\n",
+    "    if n2 is None:\n",
+    "        #second component is vacuum\n",
+    "        n2 = xr.zeros_like(n1)\n",
+    "    else:\n",
+    "        #second is interpolated to match the energy array of the first component.  \n",
+    "        n2 = n2.interp(energy=n1.energy)\n",
+    "    return n1.energy**4 * ((n1.δ-n2.δ)**2 + (n1.β-n2.β)**2)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## PMMA complex index of refraction elements β and δ\n",
+    "Run the same set of calculations for PMMA:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "pmma = run_kkcalc('pmma_nist.txt', x_min = 270, x_max = 325, chemical_formula = 'C5O2H8', density = 1.18)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_2761936/1530841187.py:13: MatplotlibDeprecationWarning: Auto-removal of overlapping axes is deprecated since 3.6 and will be removed two minor releases later; explicitly call ax.remove() as needed.\n",
+      "  ax1 = plt.subplot(gs[0, 0])\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x1400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<function matplotlib.pyplot.close(fig=None)>"
+      ]
+     },
+     "execution_count": 13,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "#plot the PMMA  δ and β\n",
+    "xmin = 280\n",
+    "xmax = 315\n",
+    "fig, ax = plt.subplots(figsize=(h_size, v_size*2))\n",
+    "gs = gridspec.GridSpec(nrows=2, \n",
+    "                   ncols=1, \n",
+    "                   figure=fig,\n",
+    "                   width_ratios= [1],\n",
+    "                   height_ratios=[1, 1],\n",
+    "                   wspace=0.05,\n",
+    "                   hspace=0.1)\n",
+    "\n",
+    "ax1 = plt.subplot(gs[0, 0])\n",
+    "#xarray way of adding to a plot\n",
+    "ps.δ.plot(ax =ax1, color = 'xkcd:baby blue', lw = 2, label = 'δ PS')\n",
+    "pmma.δ.plot(ax =ax1, color = 'xkcd:dodger blue', lw = 2, label = 'δ PMMA')\n",
+    "ymin1 = min(ps.δ.sel(energy=slice(xmin,xmax)).min(), pmma.δ.sel(energy=slice(xmin,xmax)).min())\n",
+    "ymax1 = max(ps.δ.sel(energy=slice(xmin,xmax)).max(), pmma.δ.sel(energy=slice(xmin,xmax)).max())\n",
+    "ax1.set_xlim(xmin, xmax)\n",
+    "ax1.set_xlabel('')\n",
+    "ax1.set_ylim(ymin1 - (ymax1-ymin1)*0.03, ymax1 + (ymax1-ymin1)*0.03)\n",
+    "ax1.legend(loc ='lower right')\n",
+    "ymax2 = max(ps.β.sel(energy=slice(xmin,xmax)).max(), pmma.β.sel(energy=slice(xmin,xmax)).max())\n",
+    "ax2 = plt.subplot(gs[1, 0], sharex = ax1)\n",
+    "ps.β.plot(ax =ax2, color = 'xkcd:bright sea green', lw = 2, label = 'β PS')\n",
+    "pmma.β.plot(ax =ax2, color = 'limegreen', lw = 2, label = 'β PMMA')\n",
+    "ax2.legend(loc='upper right')\n",
+    "ax2.set_xlim(xmin, xmax)\n",
+    "ax2.set_ylim(0, ymax2 + (ymax2)*0.03)\n",
+    "plt.setp(ax1.get_xticklabels(), visible=False)\n",
+    "plt.show()\n",
+    "plt.close"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Remaining contrasts - PMMA:vacuum and PS:PMMA"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Now we can calculate the rest of the binary contrast functions in the system.\n",
+    "<div class=\"alert alert-block alert-info\">\n",
+    "<b>Tip:</b> For a system of N components (be sure to include vacuum!), there will be N(N-1)/2 binary contrasts. In the PS:PMMA:vac system, 3(3-1)/2 = 3.\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "pmma_vac_contrast = binary_contrast(pmma)\n",
+    "ps_pmma_contrast =  binary_contrast(ps, pmma)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x700 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<function matplotlib.pyplot.close(fig=None)>"
+      ]
+     },
+     "execution_count": 15,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "#plot the remaining contrasts\n",
+    "xmin = 270\n",
+    "xmax = 320\n",
+    "fig, ax1 = plt.subplots(figsize=(h_size, v_size))\n",
+    "#xarray way of adding to a plot\n",
+    "ps_vac_contrast.plot(ax=ax1, color = 'xkcd:pink purple', lw = 2, label='ps:vac')\n",
+    "pmma_vac_contrast.plot(ax=ax1, color = 'yellow', lw = 2, label='pmma:vac')\n",
+    "ps_pmma_contrast.plot(ax=ax1, color = 'xkcd:baby blue', lw = 2, label='ps:pmma')\n",
+    "ax1.set_xlim(xmin, xmax)\n",
+    "ymin = min(ps_vac_contrast.sel(energy=slice(xmin,xmax)).min(), pmma_vac_contrast.sel(energy=slice(xmin,xmax)).min(), ps_pmma_contrast.sel(energy=slice(xmin,xmax)).min())\n",
+    "ymax = max(ps_vac_contrast.sel(energy=slice(xmin,xmax)).max(), pmma_vac_contrast.sel(energy=slice(xmin,xmax)).max(), ps_pmma_contrast.sel(energy=slice(xmin,xmax)).max())\n",
+    "ax1.set_ylim(ymin*0.75,ymax*1.2)\n",
+    "ax1.set_yscale('log')\n",
+    "ax1.set_ylabel('contrast')\n",
+    "ax1.legend(loc='lower right')\n",
+    "plt.show()\n",
+    "plt.close"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Observations:\n",
+    "- Note the similiarity of the plot above with Ferron et al. Figure 1b. \n",
+    "- Small differences are due to the use of different NEXAFS data as discussed above. <br><br>\n",
+    "\n",
+    "<div class=\"alert alert-block alert-success\">\n",
+    "<b>Important:</b> The binary contrast functions show you how you should expect total scattering intensity (TSI) or \"invariant\" in RSoXS to vary with energy. Because the contrast units are meaningless, there should be a scaling factor between this calculated contrast and the measured TSI. In a two-component system, it should be exactly proportional. We emphasize Ferron et al. because it is the first RSoXS paper to demonstrate this proportionality quantitatively. \n",
+    "</div>\n",
+    "\n",
+    "<div class=\"alert alert-block alert-info\">\n",
+    "<b>Tip:</b> In a system with more than two components, the pairwise binary contrast functions must be combined with volume fraction information to yield an expectation of how the whole sample TSI should behave with energy.  All of the binary contrasts are operative in RSoXS, all the time. To isolate one component or pair from the others is very challenging, but the binary contrasts give us a guide. More conceptual information about the invariant is provided on the <a href=\"https://www.sasview.org/docs/user/qtgui/Perspectives/Invariant/invariant_help.html\">SASView webpage </a> but be aware that for conventional SAXS and SANS energy dependence will not be discussed.\n",
+    "</div>\n",
+    "<div class=\"alert alert-block alert-info\">\n",
+    "<b>Tip:</b> Note that vacuum contrast is typically higher than composition contrast for most energies. This is why <em><b>sample roughness</em></b> cannot be ignored in RSoXS. Roughness and porosity will produce vacuum contrast, and vacuum contrast can dominate even for fairly smooth films because the films will be <em>thin</em>. For example, for a sample with 4 nm peak-to-valley thickness fluctuations on a 40 nm thick film at an energy where vacuum contrast is 10x greater than composition contrast, the vacuum contrast can contribute more than half of the contrast in the sample.\n",
+    "</div>\n",
+    "<div class=\"alert alert-block alert-warning\">\n",
+    "<b>Alternative approaches:</b> For orientation-sensitive approaches, one would calculate δ and β for each part of the tensor from separate NEXAFS, meaning extraordinary and ordinary for uniaxial or xx, yy, zz for biaxial. Which NEXAFS one chooses for these parts of the tensor will affect what the complex index of refraction represents. These ideas will be covered more thoroughly in a later tutorial.\n",
+    "</div><br>\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Bonus: comparison with optical constants from a database\n",
+    "A small database of soft X-ray optical constants is provided in <a href=\"https://github.com/EliotGann/Optical-Constants-Database\">Eliot Gann's github</a>.<br><br>\n",
+    "Here we download some of those constants directly from github into your working directory:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import requests\n",
+    "with open('ps.oc', 'wb') as f:\n",
+    "    f.write(requests.get('http://github.com/EliotGann/Optical-Constants-Database/raw/master/Optical Constants/ps.oc').content)\n",
+    "with open('pmma.oc', 'wb') as f:\n",
+    "    f.write(requests.get('http://github.com/EliotGann/Optical-Constants-Database/raw/master/Optical Constants/pmma.oc').content)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Eliot uses HD5 format to pack these so we must use h5py to read them: "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import h5py\n",
+    "f_ps = h5py.File('ps.oc', 'r')\n",
+    "f_pmma = h5py.File('pmma.oc', 'r')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Exploring hd5 records is enhanced with a little helper function:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def print_attrs(name, obj):\n",
+    "    print(name)\n",
+    "    for key, val in obj.attrs.items():\n",
+    "        print(\"    %s: %s\" % (key, val))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "entry\n",
+      "    NX_class: NXentry\n",
+      "    default: dielectric_function\n",
+      "entry/dielectric_function\n",
+      "    NX_class: NXdata\n",
+      "    beta_axes: energy,orientation\n",
+      "    database_accept_hash: untracked\n",
+      "    database_name: NIST Optical Constants DB\n",
+      "    delta_axes: energy,orientation\n",
+      "    signal: delta,beta\n",
+      "entry/dielectric_function/beta\n",
+      "    long_name: delta\n",
+      "    units: \n",
+      "entry/dielectric_function/delta\n",
+      "    long_name: delta\n",
+      "    units: \n",
+      "entry/dielectric_function/energy\n",
+      "    long_name: Energy [Ev]\n",
+      "    units: electronvolt\n",
+      "entry/dielectric_function/orientation_vector\n",
+      "    orientation_details: isotropic\n",
+      "    orientation_type: isotropic\n",
+      "entry/optical_constants_origin\n",
+      "    corresponding_author: Eliot Gann\n",
+      "    corresponding_author_email: eliot.gann@nist.gov\n",
+      "    publication_doi: N/A\n",
+      "    submitter: Eliot Gann\n",
+      "    submitter_email: eliot.gann@nist.gov\n",
+      "    time: 3672736800.0\n",
+      "entry/optical_constants_origin/type\n",
+      "    facility: NSLS-II\n",
+      "    instrument: SST-1 RSoXS\n",
+      "    normalization_method: projected based on atomic spectra\n",
+      "    technique: TEY\n",
+      "    technique_details: measured with a channeltron detector with 1900V acceleration bias\n",
+      "entry/sample\n",
+      "    NX_class: NXsample\n",
+      "entry/sample/chemical_formula\n",
+      "entry/sample/density\n",
+      "    units: g/cm^3\n",
+      "entry/sample/description\n",
+      "entry/sample/name\n",
+      "entry/sample/thickness\n",
+      "    units: nm\n",
+      "entry/sample/type\n",
+      "entry/title\n"
+     ]
+    }
+   ],
+   "source": [
+    "f_ps.visititems(print_attrs)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "<div class=\"alert alert-block alert-info\">\n",
+    "<b>Tip:</b>  Note that most of these keys refer to helpful metadata. The <b>entry/dielectric_function/...</b> series has the info we need.\n",
+    "</div>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "#wrap these database values in xarrays\n",
+    "ps_db = xr.Dataset({\n",
+    "    'δ':(['energy'],f_ps['entry/dielectric_function/delta']), \n",
+    "    'β':(['energy'],f_ps['entry/dielectric_function/beta'])},\n",
+    "    coords={'energy': f_ps['entry/dielectric_function/energy']})\n",
+    "ps_db.energy.attrs['unit'] = 'eV'\n",
+    "ps_db.δ.attrs['unit'] = 'a.u.'\n",
+    "ps_db.β.attrs['unit'] = 'a.u.'\n",
+    "f_ps.close()\n",
+    "\n",
+    "pmma_db = xr.Dataset({\n",
+    "    'δ':(['energy'],f_pmma['entry/dielectric_function/delta']), \n",
+    "    'β':(['energy'],f_pmma['entry/dielectric_function/beta'])},\n",
+    "    coords={'energy': f_pmma['entry/dielectric_function/energy']})\n",
+    "pmma_db.energy.attrs['unit'] = 'eV'\n",
+    "pmma_db.δ.attrs['unit'] = 'a.u.'\n",
+    "pmma_db.β.attrs['unit'] = 'a.u.'\n",
+    "f_pmma.close()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Plot the optical constants from the database vs. the ones that we made in kkcalc"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_2761936/276188020.py:14: MatplotlibDeprecationWarning: Auto-removal of overlapping axes is deprecated since 3.6 and will be removed two minor releases later; explicitly call ax.remove() as needed.\n",
+      "  ax1 = plt.subplot(gs[0, 0])\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x1400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<function matplotlib.pyplot.close(fig=None)>"
+      ]
+     },
+     "execution_count": 21,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "xmin = 280\n",
+    "xmax = 315\n",
+    "\n",
+    "fig, ax = plt.subplots(figsize=(h_size, v_size*2))\n",
+    "\n",
+    "gs = gridspec.GridSpec(nrows=2, \n",
+    "                   ncols=1, \n",
+    "                   figure=fig,\n",
+    "                   width_ratios= [1],\n",
+    "                   height_ratios=[1, 1],\n",
+    "                   wspace=0.05,\n",
+    "                   hspace=0.1)\n",
+    "\n",
+    "ax1 = plt.subplot(gs[0, 0])\n",
+    "\n",
+    "ps.δ.plot(ax =ax1, color = 'xkcd:baby blue', lw = 2, label = 'δ PS from ps_nist.txt and kkcalc')\n",
+    "ps_db.δ.plot(ax=ax1, color = 'xkcd:light mustard', lw = 2, label = 'δ PS from Eliot Gann github database')\n",
+    "\n",
+    "ymin1 = min(ps.δ.sel(energy=slice(xmin,xmax)).min(), ps_db.δ.sel(energy=slice(xmin,xmax)).min())\n",
+    "ymax1 = max(ps.δ.sel(energy=slice(xmin,xmax)).max(), ps_db.δ.sel(energy=slice(xmin,xmax)).max())\n",
+    "\n",
+    "ax1.set_xlim(xmin,xmax)\n",
+    "ax1.set_xlabel('')\n",
+    "ax1.set_ylim(ymin1-(ymax1-ymin1)*0.03,ymax1 + (ymax1-ymin1)*0.03)\n",
+    "ax1.legend(loc ='lower right')\n",
+    "\n",
+    "ax2 = plt.subplot(gs[1, 0], sharex = ax1)\n",
+    "ps.β.plot(ax =ax2, color = 'xkcd:bright sea green', lw = 2, label = 'β PS from ps_nist.txt and kkcalc')\n",
+    "ps_db.β.plot(ax=ax2, color = 'tomato', lw = 2, label = 'β PS from Eliot Gann github database')\n",
+    "\n",
+    "ymax2 = max(ps.β.sel(energy=slice(xmin,xmax)).max(), ps_db.β.sel(energy=slice(xmin,xmax)).max())\n",
+    "\n",
+    "ax2.legend(loc='upper right')\n",
+    "ax2.set_xlim(xmin,xmax)\n",
+    "ax2.set_ylim(0, ymax2*1.03)\n",
+    "\n",
+    "plt.setp(ax1.get_xticklabels(), visible=False)\n",
+    "plt.show()\n",
+    "plt.close"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/tmp/ipykernel_2761936/4004102838.py:11: MatplotlibDeprecationWarning: Auto-removal of overlapping axes is deprecated since 3.6 and will be removed two minor releases later; explicitly call ax.remove() as needed.\n",
+      "  ax1 = plt.subplot(gs[0, 0])\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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mk1KdixR2BGvLEelThAjfIkT6FCPStwgRPsWI8CmCVuHa9zItFnv9+5+1KCwxoqDYiIISo7hdWL9dVWNGrdHqNUGU4ZI6hOGSiIi6O4VCimljozDr8t64fGJMk1lUzyY124wPvsnFl9/uhtFgaHJMqYuELmo4VP49IFfpIJWrYTVVw1hyDLWFh2E1lsNut0Cu0kOjD8WwpFhcmBSCC/ppMDTOikh/53+IrTT5IrMyCqkVPZBa3gOpFT2QVxMKAVJYDGWozt2FquydKE/9HdV5e+A1P6ESuZtUBoUmCAqf0Prw2TSMyrVBUGiDINcEQqENgkITdI53QwX4q6oQ6VOMCN9iMYBG+BQjRFMOhcwChdQGhdQCpczqlq9jrLOi1miFwdjwa1WNGady64fs1g/XTc+uRmW12S01AAyX1EEMl0RE1F3IlL7QBCdAqYuoH2YXjktHSvDk9AKE+TX/YSy/Wo8/0wZhU+6F6Btahuv6rkFPv6Y9fmV1enx/+AJsONkbeVUBkGpCoNA2n5G1gYAe+jwMCz2KoaFHMTjkBDTyc4fJYkMA8mpDkFcTivzaUOTXhCCvNhR5NSEwWB1DYgW7HYbiI6jM+gvV2TtQlb2D700StZFUoYFCE9Q8eGqDINcEQaENdBzTBEGuCXDsVwec0UMqQC6xQS61QiGzQqeoRYi2HMGacoRoyhy/aut/1ZTDT1Xj8u9RWmFBek41CgprYLefPZaVV5mQllWNjGzngynDJXUIwyUREXkTqUIDTVACtMHxUPnFQK4JhFwTALnKD5BIYTEUw1SZDbvFCKlCA6VvBLQhCdAGJ0Id0FO8T5i2BA8MWYpREYea3L/C5IvNOSOwIWsUjpbFwfFjzWkCRoQfwnV9f0dSyIlmtVnsMuRWhyGrOgJZVZH1v0ag1qrF4ODjGBp6FENDUxCkqTzr96uzKnG8rBeOFMfgQLYe+9PlKCk1wG41QiKVQ64JdPSE1lXAaihFbdER1OTvR3XeHtjqzn5fInKT+qVZFNqgM4JnoCOQagIcf09pA+vXCQ1ssl6oQmqBv6oKgepKBKorEaCuQqC6AoHqKgSoK6GRm6CSmaCWm6CWmet/NUEtN0MqcX3kKq0wIT2rSpwtt3GvaGGJkeGSOobhkoiIPE2pi0DY0NsQ0Gcq9NEXQip3/v3DM8kkVlwbvw439fsFannDv9DvLhiIn9ImYW9hf1gsNthtZghWE+w2M2ymKljrKmGtK4fVWAFrXTn6R5TjjsnVuLh/CWTS9v/YU1ylwPbjSuw+asDO/cXYfzADhoocBkWi7k4qg0LdOHi2LZQCAnwUxvp3Qh3vhUaKQ3aLEawpd3n4NJikyCnzweCL32O4pPZhuCQiIk+QqXTQx1yE0KTZCBlwXYcCJQBY66rQR74ejyX/iT5hRnF/fokFT76bgZXrMmEzVcFmqW3Te4m9YnS44YreGNDHHwm9/dG3lx5Kheys59cYLNiyuwDrt+dj/fY8HD1Z0ZGvRUTnm3OG0oYgqtX5IdBfC7k6AHKNP+RqfbNbBaorESFOXNQwiVGItvwcz1dDnfhfhktqH4ZLIiJyN9/ACEy+eAT6xPeE2i8aKr8YKHxCm51ntKpQUFSDU2knkH0qG0W5mbAYSmE1lsNaVwEIAhS6cKj9YiCRKqBVGKBX1sBXyMHsSwJwx3UJ4r1sNjs+WnYMz7+/D9W1Fpd9F5lMgt4xOiT29kdinB8Se/sjOFCNvw+X4M+/8rDrYDEslrYvd0BE1CFOhlK5NhA+vnrEhErRI9iC6EBDowBajDBdDXT9P2C4pPZhuCQiIleSqf2gj7kICYNHYMroIEwYYMAFkRlNhqg6q85kE6frLyozwkcjR3CAGsEBagQFqM7ag/j34RI89MJ27D3C9R2JiM7pjFAaHBqN9D0rOjUbtD5/NxEREZ03tKEDET7kRkwYNxjj+9ViZOQh9PbLApDVofuqVTL0iPJFjyhfp86vqjHj+ff24aOvj51zBkUiIqpnt8FiKIHFUAKUAqjQdXoJ3TZcDh8+HM8//zxGjx4NpVKJI0eO4J133sHXX3/t9D0kEgnuv/9+3H333YiPj0dNTQ02bNiAZ555BidPnuzQc+VyOa666ipceeWVGDVqFGJjY2G323H06FEsWbIEH3/8Mex2DsUhIiI3k8qgixyOgLiLETxgJsYPluGewcvR0+/7Fk8vrVVj02EVduwvQW1ZFsw1BThzEJQEgJ9OifAQDcKCNQgPrv81RIuQwIa16UxmG0rK6lBcXofSchNKyutQWl6H3EIDvvk1HXlFTdekJCIi79Yth8VOmDABa9asgdlsxjfffIPKykrMmDEDvXv3xtNPP42FCxc6dZ+PP/4Yd999N44cOYJVq1YhLCwMs2bNQl1dHS666CKkpKS0+7kJCQk4duwYqqqqsH79ehw/fhx+fn648sorERUVhZ9//hnTp09v0/fmsFgiIjoX38jhCOx7KXzDB0Opi4TSNwxKXQSkchUifQpx9+AVGB25v8k1djtwIM2G3zaewqp1R7DvaGlb5tBpRi6XIMhfjRqDBbUG9yxgTkREnssGQndqMplMSE1NFYxGozBkyBBxv6+vr3Do0CHBbDYLffr0afU+ycnJgiAIwqZNmwSlUinunzRpkmCz2YSNGzd26LmRkZHCvffeK2g0mib30Wq1wq5duwRBEISZM2e26bvrdDpBEARBp9N5/L8DGxsbG5t3NIlcJUSPeVQY/tARYfwL1mZt2is1wuc/fCNUHrxTMB6ZI7Yty6cLN02PE0IC1R7/DmxsbGxsbW+eyAZSdDOTJk1Cnz59sGzZMuzfv1/cX1NTgxdffBEKhQJz585t9T533XUXAODZZ5+F2dwwccH69euxZs0aTJgwAfHx8e1+bl5eHj766CMYjQ1TrAOAwWDA22+/DcDRE0pERNQuEgmC+l2N4fMOove016ENTmh6GHZMDP8dn01+HLMSfodS5uhFzC8y4PYnN2P8DT9h6U9pKC6r80T1RETUBXW7dy6Tk5MBAGvXrm127PQ+Z0JbcnIyampqsG3btmbH1qxZg0svvRQTJkxAamqqS58LABaLY5p1q5XDhYiIqHVyTSC0wQmQqfRQ+ATDr+d4BPaZCpVfjHiOYLejJmsjgiq/wYCgVFx3sT8uGBgkHq8z2fDu54fxxmeHOFyViIjapduFy9O9iadDX2MVFRUoLi5u0uPYEq1Wi8jISBw6dKjFSXVO37vxfVzx3NNuv/12AC0H1caUSiVUKpX4Wafr/BmhiIio8w0aFIe7bhmDXj3DUIkeKLf3QLEhECXGABQbA1Fq9IdVkEMjr0NiYDripOvQV70NF1yuga9WASCuyf1WrsvEU2/uQWZOjWe+EBERdQvdLlz6+fkBACorK1s8XlVVhejo6A7fo/F5rnou4BiOe9lll+HPP//Eb7/9ds5zn3rqKSxYsKDVexIRUdcmVfogNG4Mrp8+DLMvliApMr/+SHF929PkfLsgQaXJFzplDeRSoX6vvtl9D58ox2Ov7sLGnfnNjhEREbVVtwuXXdlll12GDz74AJmZmbj55ptbPX/hwoXi+5mAo+cyNzfXnSUSEVEn8Y28AMH9r8GgoUm4fnQFpvbcAb2qwKlrpRIBAermMwPmFtRi295C/LW3CNv3FeHQ8bIOzfxKRETUWLcLl6d7Dhv3Kjam1+vP2rvYlns0Ps8Vz506dSq+//57FBYWYtKkSSgoaP0HCLPZ3GSyISIi6vr8eoxDzykvY9ywQNzc7xckhTZfbzK9NADLNsjw629/Q21KQXSoGtHhPogK1yI63AfR4T6IDNWirNKE7fuKsH1vEf7aW4is/FoPfCMiIjpfdLtw2fh9yL179zY55u/vj5CQkBYn6WnMYDAgLy8PvXr1glQqbfbeZUvvV3bkudOmTcOPP/6IkpISTJw4ERkZGU58UyIi6k6kcjXiLn8XERfcjulxf+KepMWQSRq6FU0WCX7dbsbHX+zClu1N3+/f2dnFEhERtaDbLUWyadMmAI6ewDOd3nf6nNbu4+vrizFjxjQ7Nm3atGb3ae9zp02bhpUrV6K8vBwTJ05EWlpaq7UREVH3IlP7YdCtvyFq+Bw8MGQZ7h/yjRgsU0/V4onXd6H3hGW4+b6lzYIlERGRN/H4Ap+ubDKZTDh58qRgNBqFpKQkcb+vr69w6NAhwWw2C/Hx8eL+oKAgISEhQQgKCmpyn+TkZEEQBGHTpk2CQqEQ90+aNEmw2WzCxo0bO/RcAMK0adMEo9Eo5OXlCX379u2SC6WysbGxsXWsqfTRwrD79wqXLqwStqx/QzAemSO2BQ8NFSQSz9fIxsbGxtb1mieygaR+o1tJTk7GmjVrYDKZ8PXXX6OqqgozZsxA79698cwzz+CVV14Rz50/fz4WLFiABQsW4Pnnn29yn08++QR33XUXjhw5glWrViEsLAyzZs1CXV0dLrroIqSkpLT7uQkJCdi/fz/UajW+/vprHD9+vNn3yMzMxJIlS5z+3jqdDlVVVdDr9aiubj6RAxEReZegftPRd/oniAmx44WL3kMPvWPWVrPFhvv+7y8s+5mjWYiIqH08lQ08nqrd0UaMGCGsXr1aKC8vF2pra4Vdu3YJs2fPbnbe/PnzBUEQhPnz5zdP3hKJMG/ePOHQoUOC0WgUiouLhW+//bZZD2R7njthwgShNRs2bPD6f51gY2NjY2t7k6v9hYRrlwjjX7AK932YIhTsnSf2VmZvvUEYMyzU4zWysbGxsXXtxp5L6hD2XBIReb+A+EvQd/rHUOmjMDn2L/xj2BdQyqwAgGNpFZjxwJ/IyObf4URE1DGeyAbdbrZYIiIibyRV+qD3tNcROeIeAAJmJ/6C2wb8JB7/Y1subv7nJlRWc4kpIiLqmhguiYiI3EwXcyESZyyGJigegIC5A37ADYm/icc//uYY/rVwJ6xWDiYiIqKui+GSiIjIjSJHPYC4S96CRCYHIODugV/h2oSGpamefH033l1yxHMFEhERuQjDJRERkRtIZAr0ufx9RAy/0/EZdtwT/zauSTgmnvPQC9vx6fLms4UTERF1RQyXRERELiZT+2HADd/Bv/dEAIAUdtwV/S9cM7gKAGC3C7j3uW34cuVJT5ZJRETkUgyXRERELqTyi8HAm3+BT9hAxw5rDe6NfhDTR8kcH6123PHUFny7OsODVRIREbkewyUREZGL+IQnYeDNv0CljwQACMZ8/KPnP3D5GD0AwGyx4dZ/bcJPf2R5skwiIiK3YLgkIiJygYC4Keh3w7eQq3QAAFtFCh7v/wymjg4EANSZbLjx4Q34fXOOJ8skIiJyG6mnCyAiIurq/HtNxIDZP4rBsjbnLzzS5zExWBqMVlz7wB8MlkRE1K0xXBIREXWALnoUBsz+EVKFGgBQevRH3NfrOVw+IRwAUGOwYPq967B+e74nyyQiInI7hksiIqJ28us5AYNuWQWZyhcAUJLyE+b0fBM3XdULAGAy23DdvPXYuqfQk2USERF1Cr5zSURE1A4hg25AwjWLIJWrAADlaX9iesDLmHfLYACAzWbHrf/ahI072WNJRETnB/ZcEhERtVHMuMfR77qvxGBZemI1xtoew/89MFg85/75f+HnPzkrLBERnT/Yc0lEROQsqQx9LnsHkSPvE3fl7/4EF+BtvP3qWHHfE6/vwhc/nvREhURERB7DcElEROQEqUKLftcvQ1DCFeK+jHXPYKB0KT59b5K477WPD+C9JUc9USIREZFHMVwSERG1Qt9jLPpO/xja4AQAgN1qxomVdyBesR5LP5kCudzxlskn3xzDgvf2ebJUIiIij2G4JCIiOgufsEHoMfH/ENz/GnGf1ViBI9/MRIR0H75fejk0asf/lX67Oh2PvLzTU6USERF5HMMlERFRI1KFFqGDb0TEiLuhi7ygybGqnN04/v2t0Fiz8P03l8NPpwQArNmSgzuf3gq7XfBEyURERF6B4ZKIiAiANnQAIkbcjbCkmyFX+zU5ZqrOx6k/56Ng/xLIpXb8+OlU9I7VAwD2HS3F7Ec2wmKxe6JsIiIir8FwSURE5y2pXI2gflcjcuS98Osxttnx6tw9KNz3BQr2L4HdXAsAePvZ0ZgwMgIAUFBixPUP/gmD0dqpdRMREXkjhksiIjqvqAN6Qx9zIQLipyEo8SrIVbomx21mA4oOfY383Z+gJu/vJsfuuTERd81yTOpTZ7Jh1oPrkVNg6LTaiYiIvBnDJRERdV8SCXRRIxHY91Loo0fBN2IoFD7BLZ5aW3QU+bs/RuGBr2Crq2x2fNLoCLz55Ejx8/3zt2HXwWK3lU5ERNTVMFwSEZFHSeQqqHRRUPlFQ6mLhEzpC6lcBQCwW4ywW+vqmwl2qxGW2hKYawthM9dAsFkg2MxN7ifXBMKv5zgEJVyBwL6XQekbdtZnW4zlKD36IwoPfIXKzM1nPa9PDz2+eitZXHLkzc8O4etf0l3w7YmIiLoPhksiInIbbegA+PecAG1of8hUOkggASQSyFQ6qPRRUOqjofQJ6dAzbBYjzNV5sFsMUOqioNAGnvVcc00hqvP+RnX2TlTl7ERl5uZm4fRM/nolvv/wYgT4OQLvrxuyMP/dvR2qmYiIqDtiuCQiIpeRyBTw730xgvtNR2Dfy6HSR7r9mTKFBprAuBaP2cy1KE/7A2XHf0X5yXUwVeW07d4yCb54cwL69nLMHnv4RDnmPr6ZS44QERG1gOGSiIhcIrj/DPSe9hrUAb2cOt9us8BcnQdTVS5MlTkwV+XCVJ0Lq7ECgs0EwDGbq1SugVRR/6vSBwptEJQ+oZAqNJDIlFBoAqHUR0Em18BUnQdTVQ5q8vahPO0PVGZsgN1a167vI5dL8M6zF2LKmCgAQHFZHWbO+xM1Bs4MS0RE1BKGSyIi6hC5Ngj9rv8aAb0nNdlvMxtQkbkRFWl/oCp7JyyGEkAQAAiwW4ww1xYBgneuDRkZqsUXb07AmAsc72uaLTbc+PAGnMqt8XBlRERE3ovhkoiI2k3lF4NBt/4GbUiiuK887Q/k7fwPytPWwW4xerC69pl4YQQ+f308QoM0AACLxY57nt2GbX8XergyIiIi78ZwSURE7aIJTsTg236Dyi8GAGCqykPqL/ej7PivHq6sfaRSCZ68ZzCeuX8IpFIJACA7vwY3P7qJS44QERE5geGSiIjaTBc9EgNv/gUKbRAAwFByAoe+uBSmilMerqx9ggNUWPzaeEyuf78SAH7fnIM7ntyCskqTBysjIiLqOhguiYioTfzjJmPADd9BpvIFAFTn/Y3DX14BS23X7N27aFgovnhjAqLCfQAANpsdz7+/D29+dsjxiigRERE5heGSiIicFtj3MvS/YQWkcseajxXpG3Dk6xmwmao9XNnZadQy9IzSITrCB1FhWkSHN/waHe6DPj30kMulAICCEiNue2wTNu8q8HDVREREXQ/DJREROSWo33T0u+5rSOVKAEDJ0R+R8t3NEKzeOWw0JsIHj8wdiDnXxkOjbv3/7jbvKsBtj21CQUnXm4SIiIjIGzBcEhFRq4IHXIt+M5dCInP830bRwW9w/Ic5EOzet+ZjXKwO/7pzEG66qg8UCuk5zzUYrcjOr8XXv6bhzc8OwWbjOFgiIqL2YrgkIqJzCux7GRJnfiUGy8J9X+D4yjvbvEZlgJ8S4cFahAVrEB6iQXj9r2HBGgQHqFFrsKKkog6l5SaUlNehpLzRdlkdCkqMMFvO/sx+cf54/O5BuO7SXpDJGkJljcGCX9dn4VRuDXIKDMgpqEVuYS1yCmpRXmlu328KERERNcNwSUREZ6WPHYN+s5ZDKlMAAPL/XoTUn+/F2Wa6kUiAy5JjMKRfEGIifBo1X6hVsg7XU1Jeh4JiI/KLDcgvcrTCEiMmjIzA9Ck9mpxbUWXGf5el4MMvj6K0wjuH7hIREXUnDJdERNQiTXACBt70E2QKDQDHUNhzBcuwYA0+fWUspjRazsPVggPUCA5QY2DfgLOeU1xWh/e/OIKPvz6GqhqL22ohIiKiphguiahbk6n9YLfWee2kM95KrvbHgNk/Qq7xBwCUpa7B8R/nnjVYTh0bhU9fGYvQIE2zY9W1FmTl1SCvyICCYiMKih29jYUlRuQXO34tKa+DVi1HUIBKDJCnt4MCVAgLOj2UVouIUG2LvaD5RQb8e/FhLFpxAgaj970LSkRE1N0xXBJRtxV54YPoPfU1mGvycfB/F6OuItPTJXUNEikSr1sKbXBfAEBNwQEcXX49BFvLvYD339QPbzw5ElKpBIAj5D395h4cTi1Hdn4tKqude6+xosqMvCKDU+cG+CkREeIImpGhWlTXWvDbphyYzDanriciIiLXY7gkom5JpY9G3CVvQiKVQe3fAxEj70PG2ic8XVaX0CP5WQTGTwMAmGuLcWTZDNjNtc3Ok0iAlx69AI/ePkjct3pjNu55ditKyt3bU1xeaUZ5pRlHT1a49TlERETkPIZLIuqWggdeB4m0YeikX8/xHqym69DFXIjYCc8AAASbFSnLZ8FUcarZeVKpBB+/NAY3T+8j7lv40QG88P6+TquViIiIvAvDJRF1SwF9pjT5rIsYCpnSFzZzjYcq8n4ypS8Sr10ihvJTG19EZebmZudJJMB/nr9IDJY2mx0Pv7QTn317vFPrJSIiIu9y7tWliYi6IokE+qiRTXfJ5PCPu9hDBXUNvaa9Bk1gHACgMusvZG15tcXz/v3shbhtRjwAwGKxY/YjGxksiYiIiOGSiLofTWC8OMupYG+Y4CV2/FMeqsj76aJHIXLEPQAAq6kax7+/DbA3nxznmfuH4J4bEh3nWe249bFN+PnPrE6tlYiIiLwTwyURdTvakERxO2vTK6jO2wsA0EUNh3/vSZ4qy3tJZYi/8kPx46n181FXntHstL69/PDE3YMBAHa7gDuf3oKV65q/j0lERETnJ4ZLIup2NEHx4rah5Diyt7wufo4e+y9PlOTVokY9AN+IIQCAmvx9yN35YYvnvfXUSCgUjv/beO2Tg1i+qnkAJSIiovMXwyURdTuaoIYZTI2lJ1GS8iOMZWkAgMA+U6HUR3mqNK8jU/uhR/L/iZ9Tf5nX4nDYqy6OxeQxjt+3rLwavPHpwU6rkYiIiLoGhksi6nYa91way1IBuw2F+78U9wX3u8YTZXml6NEPi++nFuxbguqcnc3OUatkeP2JhgmSHn9tF4x1zQMoERERnd8YLomo2zkdLs01RbDVVQIASo78IB4PGXCtR+ryNlKlD6JGPwQAsNssyNrwYovnPTx3AHpE+QIA/vwrDz/9wQl8iIiIqDmGSyLqVqQKLVT1w16NZSfF/YbiozAUpwAA9LFjoPAN80h93iR04PWQq/0AAEX7v0RdRWazc8KCNfjnHYMAOGaH/efC5j2bRERERADDJRF1M5rAxu9bpjY5VnL0RwCARCpFcL+rO7MsrxQ+/C5xO2/3xy2e88z9Q+CrVQAAPvv2OI6nV3ZKbURERNT1MFwSUbeiDuwlbhtLTzY5Vnzke3E7MP6STqvJG/mEDYY+2vEeZU3+PtTk/d3snMQ4P9w+0zHEuKrGjJf/s78zSyQiIqIuhuGSiLoVla5hJlhTZXaTY7UFB2AxlgMAfKOGd2pd3iZ8+B3idv6ez1o856VHh0Mmc/zfxJufHUJJualTaiMiIqKuieGSiLoVpT5S3DZX5zc7frqHTqWLgFIX2ez4+UCq0CJs8E0AAJu5FkUHv252ztjhYbg8OQYAkJNfiw++PNqpNRIREVHXw3BJRN2KStc4XOY1O16d2zD8U3ee9l5GjrxXXH6k+PC3sJmqmp3z/D+GNWx/sI9LjxAREVGrGC6JqFtp3HNpqsptdrw6d7e4rYsa0Sk1eROZ0hcxYx8HAAh2O3L+eqfZOVPHRuGiYY7ZdFPSKrDs57TOLJGIiIi6KIbLbijpjvUIG3ILJDKlp0sh6nRKXQQAx3DPlnrkanL3iNvnY89lzISnofAJBgAUH/oGhqIjzc6Z/9BQcfvFD/bBbhc6rT4iIiLquhguuyHf8KFImLEYIx9JRdRFj0Cq9PF0SUSd5vSEPi0NiQUAU1UOzDWFAADfyAs6rS5voAnqi+jRDwMA7FYTMjc83+yc6ZNjMWyAI3zuTynFynWnOrNEIiIi6sIYLrsxlT4KcZe8gVGPZqDHxPmQa4M8XRKRW0kVWvFdQlP9ZD5XXRyLBQ8NRViwRjyvur73UqENhDqgd6fX6Slxl78DqdwxoiFn21uoK2s63FUiAZ6b19Br+fx7+yCw05KIiIicxHDZDR364hKUHF0pflZoA9Fj4nO48F9ZSLxuKQLipjh+iiTqZhrP/mquysXQ/kH4+p2JeOKeJGz95gpEhmoBNIRLANBFnx/vXQb1uxqBfaYCAOoqTiFr88Jm51wxMRYD4gMAADv2FeH3zTmdWiMRERF1bQyX3VBV9k4c/WYm9rw/CIX7voDdZgEASOUqhA6ahUG3/YaRD6cidsIzUGiDPVwtkeuoGk/mU52P/3twKKRSxz+kREf4YN4t/QEA1Tm7xPP00aM6t0gPkKv90eeK98XP6b//C3aLsdl5/7xjoLi98KMDnVIbERERdR8Ml92YoTgFx3+8HbvfSUDOtn/DXFssHlMH9ETPi5/HyEfT0PuSN6HwDfNgpUSucXoyHwAYGJqFS8ZHNzk+boTjz3l1zk5xny7mws4pzoN6X/ImVPW/N6XHf0XJ0R+bnXPRsFCMGhIKADh8ohxrtzafaZeIiIjoXBguzwOmyiykr3kMO9+MxZGvZ6LsxG8Q7HYAgEzpg+iLHsbIh0+gx8T5kCl9PVwtUfspfcPrtwQ8clVls+ND+gXBVyuHta4ChuIUAIBv+BBI5KpOrLJzBfSZivBhcwAA1rpKpP58f4vnPXJ7Q6/l2/871BmlERERUTfDcHkeEWwWlKasxOGvrsSuf/dB7vb3YKsfGidT+qDHxOcw4uHjiBhxLyRSuYerJWo7Rf2kVUNDUzC6vwwAkJpZiUUrjgMA5HIpLhzq6J2rynb0XkrlSugihnmgWvdT6qOQMGOx+Dn998danEW3X5w/rpgYCwDIzq/Bit8yOq1GIiIi6j4YLs9TpsospP32KHa9HYfcHe+L72UqfcMQf+UHuGDeQQT3n+HhKonaRq4JBCBgzoCGYZ8vfbgfG3fki5/HXtDS0Nju996lRK5C/xtWQFk/5L0sdQ0K9v6vxXMfnjtA3H7/i6OwWjlFLBEREbUdw+V5zlJbhLTVj2DP+wNRdOhbcb82uC/63/Athty1DX49xnmwQiLnKbTBGBVxAImBjp63wyfKseK3DGz7u1A8Z+xwx9DZquwd4j59dDd771IiRd+rPoI+eiQAoK48A8e+u6XFU6PCtLjhCsdyLGWVJvzvuxOdViYRERF1LwyXBACoK0vDsRWzse/j0ajI2CTu18eMQtIdGzDgppXQhg44xx2IPE+hDcLk2O3i5xfed6zTmF9sxMlTVQCA4YOCoVbJUFt0BDZTDQDHn/PuQiJTIHHmlwgb4giTNrMBR76eCauxrMXz593SH0qFYwjxJ98cQ63B2mm1EhERUffCcElNVOfuxsHFF+PwV1ehtvCwuD8o4QpccP8+9L1mEVR+MR6skOjs5NpABGvKxc+/bc4Wt7fsLgAAqJQyjBgcAgh2VOfuduzzi4FSH9W5xbqBVKHBgBt/QOigWQAAu82C4z/MQW1By8uK+OmUuOP6BABAncmG/y5N6bRaiYiIqPthuKQWlZ1Yjb//MwzHf7wTpkrHQuoSqRThQ2/DiIdS0Gva6/XvtxF5D4UmCP6qagCOIZ6N3x3c2mRorOM9xKZDY7t276VMpcegW1YjsO+lAACbxYijX1+LkqM/nPWau2YlQOejAAB8ufIkikrrOqVWIiIi6p4YLunsBDsK932O3e8mIn3NE7AYHT1CUoUaMWMexchHUhEz7glIFRoPF0rkINcGwa8+XBafEZS21vdcAsC40+Gy0aQ++tgxnVCheyi0wRg89w/49XS8H22tq8LhLy9H2YnVZ71GpZTh/pv7AQDsdgHvfH74rOcSEREROYPhklplt9YhZ9tb2P3veGRteV1cvkSu9kOvKS9jxD+OI/yCOwGpzMOV0vlMqtBCrZLDR+EIlSXlTcNlVn4tsvIc71iOSgqFQiFFVdY2cc1X/14TOrdgF1Hpo5F0x0boIh3LqVhqS3Bw8WRUZm4+53Wzr+qNiBAtAGDlulNIz6p2d6lERETUzTFcktOsdRXIXPc0dr+biPy/F0Gw2wAAKn0k+k7/CMPnHURw/2s8XCWdrxTahiGxAFBS1nyI59Y9jqGxWo0cw/oHwWosR03BPgCAb8QQyOvXyewqNEF9kXTnJmhDEgEApsoc7F+UjJr8vee8TiqV4OE5A8XPb//vkFvrJCIiovMDw2U39OZTIzFuRDgkEvfc31yVi9Sf7sGeD5JQcnSluF8bnID+N6zA4NvXQxs68Ow3IHIDuaZhSCwAFLUQLrfsaTQ0doRjSZKK9I3iPv+eXaf30q/neAy5ayvU/j0AAMbSVOxfNAHGkmOtXnvFxBj07eUHANi0Kx9/Hy51a61ERER0fmC47IZuvSYeaz+/BLt/nI5Zl/eCTOaelGksOYaj38zEvk/HojJzi7jfv+d4XHDfHsRd+jZkaj+3PJvoTApt03B55rBYoKHnEgDGXOB477IiY4O4z7/3RDdW6DqhSTdh0K2/Q6F1TKpVk78f+xclw1Rxyqnr/3nHIHH77UV815KIiIhcg+GyGxsQH4DPX5+A/b9cg9tmxEOhcM9/7ursHTjwv4k4vPRqGEtTAQASmRxRox/CiIeOOtbbc1c3KlG9M4fFFpcam51z8lQVCkoc+y8aFgqpVIKqU1tht1kAAP69vD9c9pj4f0i8dgmkciUAoCz1dxxYlAxLTWErVzqMuSAMI5NCAACHjpdh7dZct9VKRERE5xeGy27o3me3Yce+IvFznx56fPTiGBz5bQbuuTERapV7Jt4pO/4r9nw4BBl/PAeb2QAAUPqGIWHGYiTdsQk+4UlueS4R0HSmWAAoKTe1eN5f9UuS6H2V6BfnB5u5RlzvUhuSCKUu0v3FtoNU6YPEa79Aj4n/J+7L2/URDi+dDpu5xun7PHp743ct2WtJRERErsNw2Q39sDYTE29ejWlzf8eGHXni/pgIX7zz7IVIWTsTD88ZAB+t3OXPFqwmZG9eiD3vD0Txke/F/X6xF2HYvbvQa+prXLqE3EKhDYKfsvE7l817LgFg98FicXvEYEcPXkX6enGff69kt9TXET5hgzHsnp0ITZoNABDsdqT9/hhO/joPqJ9YyxkD+wbgsuQYAEB2fg2++z3DLfUSERHR+YnhshvbvKsAl92xFsmzV2H1xmxxf3iwBgsfG4Hj62biyXsHw0+ndPmzTZVZSFk+C4eWXApDyXEAgEQqQ8zYf+KCB/bDv/cklz+Tzm9ytT90ylrxc1lFyz2XLYfLxu9detefzYjhd2Po3X+JM8JaTdU4uvx65P717zbf640nR4rb7y05CqtVcFmdRERERAyX54GdB4px7QN/4sJrf8YPazJhtzt+oAzyV2P+g8NwfN1MPP+PYQgOULn82eVp6/D3h0OQ8cezsFscE6xoAuMweM5a9L36M8g1AS5/Jp2fZCodtPKGSXyqay0tnrf3aCmsVsfaliMGBQMAqnJ2iEO5A/pM9Yp3hCUyBeKv+gjxV/0HUoUaAFCdtxd7/zsCpSkr23y/mZf0RPKoCABARnY1Pvv2uCvLJSIiImK4PJ8cOFaGmx7diGHTV2LpTyfFH7D9dEo8fvdgHFs7E689PgIRIa4dtirYLMje/Cr+/s8wVDRa2D182BwMf/AwwobeBkjd8x4onT/kKj3U8obeylqDtcXzjHU2HDlZAQDo38cfapUMgtWEigzH0FiVPhK+4UPdXu+5yDWBGHzbWkQMv1Pcl7vjfez/dCzqyk62+X6+Wjlee3yE+Pmx13ahzuT8cFoiIiIiZzBcnoeOp1fizqe3YvAVP2LRiuMwWxw/ZPpoFXjotgFIWTsT7zx3IWIjfV36XGPpCRxcfDFSf74P1rpKAPUT/lyzCMMfOICwIbfwfUxqN5naz6meSwA4kOJY11Emk2JAvD8AoOz4KvF4YMLl7inSCQptMAbP/QN+PccBAOyWOqSsuBlpqx+BYDO3655P3ZeEyDAfAMDqjdlYtSG7lSuIiIiI2o7h8jyWkV2NeQu2Y8Al3+PDL4/CWOfo6VEpZbjnhkQcXj0DH780Bn166F33UEFA/p5P6yf8+UHcrQ1JRMKMxbjwsVzEXfYO18ekNmvcc2mz2c/ZM3fwWJm4PSjBsVZk6YnV4r6ghMvcVOW5KXxCMXjuH/ANHwwAMFcX4MD/JqL40DftvufgxEA8eMsAAECdyYZ/vbrLJbUSERERnYnhkpBTYMC/Xt2FxKnf4c3PDok9PgqFFLdeE48Dv16DL96YgPierguZ5up8pCy/HvsXJaPy1FZxv1ytR9SF8zD8gQMIiJvisudR9ydT6aBVOHouq2tbHhJ72oFG4TIp0REuzVW5qMnfBwDQRY2A0jfcTZW2TOkbjqTb/4RPmGOpEFNlDvYvShaXSWkPlVKG/706Tlzj9q1Fh5CRXd3KVURERETtw3BJoqLSOjz377+RMGUFXvpwP8orHb1AUqkE113WC3tWTseLj1zg0iVMqk5txYFFydj/2Xjk/70INpNjvT6VXzQG3fYbek19je9jklPkKj3UMsef2VrD2YfEAsCh4+Xi9uD6cAkApccbei8D+17q4grPThOciKQ7N0Mb0g8AUFdxCgf+N6ld71c2Nv/BoRgQ75g068CxMrz2ycEO10pERER0NgyX1Ex5pRkv/2c/EqZ8h2ff3oOiUsd6gUqFDP+6cxAO/HINrru0l0ufWZX1F1J/ugd73h+I8rQ/xP0xY/+JpDl/dHovEnU9MpVfo57Lc4fLymozTuU6/iFjUEKgODls2YlG71327Zz3LkMG3YCh92yHJrA3AKCuPMMRLMvTO3TfscPD8I85juGwJrMNdzy5GRaLvcP1EhEREZ0NwyWdVXWtBW8tOox+077Hwo8OwGR2vMMWFe6DL96cgDWLL0H/Pv4ufaapKgeHllyCk6sfgd3qmLzEr+c4DL1nB3wjhrn0WdSNSCSQq3VQ10/oU2s897BYoOG9S52PAr1idACA6tzdMNcUAQAC4iZDInf98jynKbTB6HvNIvS77ivIVY7n1+Tvw/5FyTBVnOrQvXU+Cnz68lhIpY7U/Px7e3EktaKjJRMRERGdE8MltcpgtOKF9/dh2PSVWLWxYZbJ8SPDsfP7q/DGkyPhr1e69Jl5O97Hgf9NhKnS8TyVXzSS7tiI8GFzAQn/2FJTMqUvVDIzZBLHGq6t9VwCTd+7HFw/qQ8EAWX1E/vIVL7w7znB5bVKZApEjf4HRvzjGMKH3ibuL9i3BPsXJcNcldvhZ7z+xAj0jHYE1q17CvDukqMdvicRERFRa/hTOjktPasaMx/4EzPu/wNpWVUAALlcinm39Mfh32bgvtmJkMtdt/h8dc5O7P1oJCpPbQMAyJRa9L36Uwy7dxcn+6EmZGescVnTyjuXQNMZYxu/d9lkaKyLlyQJ6jcdF9y/D3GXvgW5xh8AYDVV4/gPc3HixztgN9d2+BlXTIzBnGv7AnCE7Duf3gq7XejwfYmIiIhaw3BJbfbbphxcMP0nzH93Lwz1ww+D/NV4+5kL8ffKq3FZcrTLnmWpLcbBz6eg4O//ift8I4Zg0G2/YdBtv8MnfIjLnkVdl1zVdI3LGid6Lg8ebzlclp9cJw7JDnLBe5dShRYhA6/HkLu2YsCN30MbkggAEOx2FPz9P+x+NxGF+7/s8HMAICRQjQ+fv0j8/Niru8R3S4mIiIjcjeGS2sVktuH1Tw4i6YofsPSnhhkt+/byw/cfTsaqz6ZiUEKAS54l2Mw48dPdOLh4Cqpz94j7A+ImY9i9uxB/1X8h1wa55FnUNcnUemia9Fy2/s7lqdwaVFY7QmRSQkO4tJlrUJm5CQCgDugJn7DB7azJD70vfQujH89Dv+uXQR9zoXis8tQ27PtkNE78dDcsNYXtuv+ZJBLgvy+OQWiQBgDw64YsLPkh1SX3JiIiInIGwyV1SE6BAXc+vRVjrv8F2/5u+CF50uhI7PjuKnywYDQC/VwzKUpFxgbs+2Q0UlbcBGOZYyZNiVSKiOF3YcRDKYgYcS/fxzxPyVV6cTIfwLmeS6BhaGx0hE+TP6clx34Wt4P7X93mevx6jMPweQcRPfofkKl8xf21hYdxeOnVOLBoAmry/m7zfc/l4TkDcHlyDACguKwOD8z/y6X3JyIiImoNfxInl9h7pBSTb/0NNz68Aen172NKpRLccV0CDqy6Brde00dc7qFDBAHFh5Zjz/sDkfb7Y7DWOZ6l0AYi/soPMOzene3uaaKuS6bSQdvGnkug6XuXgxIbetpLU34St4P6Xd2mWkIG3YBBc9ZCpY8CANjMtcjf/QkO/O9i/P2foSg7/mub7ueMC4eE4IWHLwAA2O0Cbn9yM4pK61q5ioiIiMi1um24HD58OFatWoWysjLU1NRg586duPHGG9t0D4lEggceeAAHDhyAwWBAUVERli9fjj59+rjkuUlJSXj55Zfx+++/o6ioCIIgYMOGDW2q0dusXHcKQ69aiSdf342qGseQw+AANT5+aSz++OJSDIj3d8lzBJsZuX/9G3ve69/kfTXfiKFIun09fCMvcMlzqGuQKX2b9FzWOjGhD9B0xtikRu9dmqvzUJW9EwDgGz4YmqC+Tt0voM80JF77BaQyBQCgIn0D9rw3AKm/3O8Yaiu4fmKdIH8VvnwzGXK546/z1z89iD+25bn8OURERESt6ZbhcsKECdi6dSvGjRuH7777Dv/9738RHByMZcuW4amnnnL6Ph999BE++OADyGQyvP/++1i9ejWuuuoq7N69G/369evwc6+++mo8/fTTSE5ORkFBQYe+szcxW+x4d8kRJF3+I75d3bAQ/EXDwrDju6vwyj+Hw0crd82zagpw/Ie52P/ZeNQUHAAAyDX+GHTb71wX8zwiU/g0mdDHmaVIAODQ8RaWI6lXfOQ7cTtsyM2t3kupj0LCtZ9DInX8tZq3+2McXDINpqocp2ppD4VCimX/nojoCB8AwOZdBXjpw/1uex4RERFRa4Tu1GQymZCamioYjUZhyJAh4n5fX1/h0KFDgtlsFvr06dPqfZKTkwVBEIRNmzYJSqVS3D9p0iTBZrMJGzdu7PBz+/fvLwwdOlSQy+VCWFiYIAiCsGHDhnZ/d51OJwiCIOh0Oo//d2jcJo2OEA6uukYwHpkjttQ/rhMunxjj0udIFVph8Nw/hfEvWIXxL1iFi54pF4L6Tff492dzf4se+5jw5tI14p+vGy7v7dR1KqVMqNp/q2A8MkfY9cNVTY4pfcOFcQtMwvgXrMLIR9MESCRnv5dUJiTdsVH8szdg9o+d8r3fnz9a/M7pG68XIkI0Hv9vwcbGxsbGxuYdzRPZoNv1XE6aNAl9+vTBsmXLsH//fnF/TU0NXnzxRSgUCsydO7fV+9x1110AgGeffRZms1ncv379eqxZswYTJkxAfHx8h5579OhR7Nu3D1arc++HdVXrt+djxDU/44UP9qHOZAPgmEDluw8uxpdvTkBokNolz7FbDDj81ZWoyNwMAJCrdBhw4/foMel5uOaFT/JWMuUZPZdODos1mW04ll4BAEjs7Q+louGvRHNNAcpPrgUAqP17nHVtVYlMiX4zl8Kvx1gAQF3FKRz/8fb2fI02uW92Iu68PsHxTJMNsx5cj/xio9ufS0RERHQ23S5cJicnAwDWrl3b7NjpfRMmTHDqPjU1Ndi2bVuzY2vWrGl2H1c9t7symW1Y+N8DuODqlVi3LVfcP/PSXtj3yzW4aXqcS55jtxhw+MvLUXTwa3Ffj+RnMGD2SsjUfi55BnkfmcLnjKVInAuXQMOkPgqFFP3i/Jscy/97kbgdPfZfza5VB8ZhyF1bEDJwJgDAbjUjZcVNsBrL21J+m828pCfeeHKk+Pm+57Zh96EStz6TiIiIqDXdLlye7k1MTW2+vltFRQWKi4ub9Di2RKvVIjIyEhkZGbDb7c2On7534/u44rltpVQqodPpmjRvl55VjavuXoe5T2xGSbmjpynQT4XPXhmHnz+Zgh5Rvq3coXV2ixHHvrsFab8/BsHu6CkNSrgcQ+/eDk1wYofvT95HqtRC046lSADgYOP3LhObvndZeuxnGEpOAAACek+CX69k8VhQ4pUYdu9u6Oonj7KZa3Fk2TWozt7Rjm/gvBlTe2Dxa+Mhkzn++n7j04P4ZlV6K1cRERERuV+3C5d+fo7eqcrKyhaPV1VVied05B6Nz3PVc9vqqaeeQlVVldhyc3Nbv8hLfPNrOoZdtRLLG/1QPGVMFP5eOR0P3tofMlnHh7Hm/vVvHPryclgMpQAAbXBfDL37LwQlXtnhe5N3kSnOCJdOLkUCAAePNfQyJp0RLiHYkbPtLfFj/+u/QUDcFERd9DD63/Ad5Go9AMBQchz7Px2H8pNr2vkNnDN9ciyWvDFBnBl20YrjmP/uXrc+k4iIiMhZ3S5cnk8WLlwIvV4vtqioKE+X1CbFZXWY8/hmXHPfH8jJrwUA+GgVeP2Jkdi+4kqMuSCsw8+oSPsD+z4a1TCTrFqPAbN/RMz4Jzt8b/Ie0jOHxbah5/LQOXouAaBg3+coP7kOAKDwCcag235D3CVvQiKVAQCKDi3Hvo9GobbwYHvLd8oVE2OaLDny+fcn8ODz292xugkRERFRu3S7cHm65/BsvYR6vf6svYttuUfj81z13LYym82orq5u0rqi3zfnYNj0lfhoWYq4b1BCIP744lIsfm0cIkI0Hbp/XUUm9n86DkWHlov7ek1+CX2ueB+QdLv/CZyXZEqfdvdcllaYxH/cGJTQPFzCbkPKtzeK6142lr3tbRz77mbYzDVtL7oNLp0QjaX/ToaifsKhL1eexP3z/2KwJCIiIq/S7X6ybul9yNP8/f0REhLS4nuRjRkMBuTl5aFXr16QSpv/FrX0fqUrnns+q6614JGXd2LCjauw90jDxCQ3XBGHA6tm4OE5A8QfrNvDbjHg2IqbkLHuGXFf5Mj7MOjW1VDpoztUO3le83DpfM8lAByo77301ysRG9n8vV9rXQX2LxqPEz/di+Ij36P48Aoc/HwqMtY8DncnvMljIvH1OxOhVDh6Spf9nIZ7n9vGYElERERep9uFy02bNgEApk6d2uzY6X2nz2ntPr6+vhgzZkyzY9OmTWt2H1c993y362Axxt2wCg8s+AulFY6woPNRYOFjI7Dr+6swaXREh+6fveU1HPvuVthtjvAREDcZFzywH6GDb+xw7eQ5UoVWHBZrrLPCZmtb8mo8NHZIvxZ6LwHAbkPB358hZfkspHx7IyrS17e7Xmf1i/PH0reToVI6guXyVem465mtsNuZLImIiMj7dLtw+eeffyItLQ2zZ89GUlKSuN/X1xfPPfccLBYLPv/8c3F/UFAQEhISEBQU1OQ+n3zyCQDgpZdegkKhEPdPmjQJ06ZNw6ZNm5r0RLb1uXR2druA/604gcGX/YiPvzkm/iCdGOePVZ9Nw7J/JyM2wqfd9y86uAyHvrgUpsocAIBc44/EmV+i58Uvcj3MLkqm9IFG4fjHiOo2vG952qFjDeGyf7y/q8rqkEA/Fb77YBL0vkoAwE/rTuGOp7YwWBIREZHX6nbh0maz4c4774RUKsWWLVvw8ccf44033sCBAwcwcOBALFiwoEkonDdvHo4dO4Z58+Y1uc/GjRvx6aefYvz48di3bx9ee+01fP7551i1ahWqqqpw3333dei5AJCQkIDFixdj8eLFePfddwEAiYmJ4r433njDTb9LXUNZpQkPv7gDY67/BTv2FYn7r5naE/t+uQZP3DNY7NFpq8qMjdjzYRIK938p7oud8BQSr/0SErmqw7VT55IptNDIHD2XtW143/K0IycrxO0BfQJcVVa7yeUSLHsnGb1jHe937z1SgrlPbm5zjywRERFRZxO6YxsxYoSwevVqoby8XKitrRV27dolzJ49u9l58+fPFwRBEObPn9/smEQiEebNmyccOnRIMBqNQnFxsfDtt98K8fHxHX4uAGHChAnCuWRkZLTpO+t0OkEQBEGn03n899/VTSKBcNP0OCFz0yzBeGSO2I78NkO4dEJ0h+4dOeoBYdwCkzD+Basw/gWrkHTHRkGuCfT4d2Zzvo1+skioOHiXYDwyR9j1w1Vtvl4ulwgV+24RjEfmCH//NN3j3+fVx4aLf8YzNs0SosO1Hq+JjY2NjY2NrWs1T2QDSf0GdQM6nQ5VVVXQ6/VddubY1uh9FXj2gSG4b3Y/cUkGAFi9MRsPPr8deUWGdt03MOEK9LtuKWRKx3BbQ8kJHP7qStSVpbmkbnKv8fOrsOb6hwAA2/cVYtLNv7X5Hju+vwpJiYGwWOwIHvEVzBa7q8t0yrRxUVj50RQAgMlsw9Tbfseug8UeqYWIiIi6Lk9kg243LJa6t6oaCx5/bTdGXfszNu8qEPdflhyDLd9cfvbJWFpRdvxXHFg0EabqfACANrgvht61DfrYi1xSN7mRVAYfdcPHtixD0tjR1HIAgEIhRXxPvSsqa7OIEA0+fWWc+PmpN3YzWBIREVGXwXBJXdLRkxWYNvd33PLPjcgrdKxRGBnmgz++uBRXTIxp1z1r8vdi/ydjUFt4GACg8AnG4DnrEDzgWleVTW4gU5yxDEk7JvQBHH+mThvYt/Pfu5RKJVj06jiEBDqS8i/rs/DfZcc6vQ4iIiKi9mK4pC7tu98zMeran7F9XyEAwEerwPL3JuGh2/q3636myizs/2w8yk+uAwBI5Sr0m7kUwf2vcVnN5FoyhfaMNS7b13N5pL7nEgD6e2BSn3/dOQgTL4wEAOQW1OLeZ7d1eg1EREREHcFwSV1eSbkJl96+FstXpQNw9AC99vhIfPj8RQj0a/vMrzZTFQ5/dSUK/v4fAEAikyPxumUITLjCpXWTa0iVPuIal0D7ey6PpFaI2529HMmFQ0Lw3ANDAAA2mx1zntiMskrTuS8iIiIi8jIMl9QtmMw2zHl8M176cL+47/aZfXFs3Uy89OgF4lBDZwl2K078fA8K9n4OAJDKFOg/azn8e09yYdXkCs2GxRraFy6z8mrENTI7czkSf70SS96YIE5QtfCjg9i6p7DTnk9ERETkKgyX1K28/J/9mPv4ZtSZbAAAnY8C/7xjEI6tnYlbr+nTtpsJAk78dDcKDywF4BgiO+DGH6CLGuHqsqkDZGf0XFa3s+cSaJjUp1eMDj5aeYdra03/Pv74+p2JiI30BQBs3VOAVz8+4PbnEhEREbkDwyV1O9+sSsfgy3/AR1+nwGR2hEytRo6PXxqLf9w2oG03E+w48eMdKEn5GQAgU/li4K2r4R832dVlUzs5hsU29FzWtvOdSwA40mhSn35x/h2o6tz69vLD8ncn4u+frkbyqAgAQGlFHeY+sRk2G1eHIiIioq6J4ZK6pez8Wjzy0k70m/odFn93Qtz/6uMj8Ny8IW26l2C3ImXFjajI2AgAUGgCMOiWVYga/Q8XVkzt5ZjQx7U9lwAwIN49Q2Nvv64vtq+4EldN7iHuKyo14qZHNyKnoH3rtBIRERF5A4ZL6tbyi424f/5feP79veK+p+8bgreeGgmJxPn7CFYTjiy9GqXHfgEASKQyxF36FiJG3OPqkqmNpGfMFlvbzncugaaT+gxw8aQ+el8Fvn4nGR8uuAhajWPIbV5hLR57dRf6Tfsem3YWtHIHIiIiIu/GcEnnhVc/Ooh/vrJT/Hz/zf3xyctjIZM5nzBt5hoc+XoGTm18WdwXd+nb8I0Y5tJaqW1kZwyLre7IsFg3LUcS6KfCb/+bhqun9BT3ffzNMQy87Ad88OVRGIztr5mIiIjIWzBc0nnjP0tTcOfTW2Cz2QEAN0/vg98WTUNUmNb5mwgCTq2fj5y/3gVQvw7mrG8gU/u5o2RywpkT+nSk57K4rA5FpUYArluOJDRIjTWfX4JhA4IBON6tvP7B9Xj4xR0w1tlc8gwiIiIib8BwSeeVpT+l4aZHN8JscfxQP25EOHb+cBWumBjTpvtkrHsSVdmOnlBNYG/0v2EFJPK2r6lJHSc9YymSjrxzCTT0XkaEaBEZ2oZ/eGhBoJ8KaxZfgoF9Hb2g+UUGXHzLb/hlfVaH7ktERETkjRgu6bzz0x9ZuGTuGmTn1wAAgvzVWPHBxfj3M6OgVDj3PwnBZkHKtzfAUlsCAAjoPQmJ134JSPg/qc52Zs9lTQeGxQLAzgPF4vbooaEdutfCx4YjsX7W2ay8Gky+7TccT6/s0D2JiIiIvBV/Eqbz0vZ9RRh17c9YuS5T3Hfv7H745OWxTt/DVJmNw0uvgs1cCwAIGTAD8Vd+6OpSqRUyF07oAwDb9xaJ2x0Jl2OHh+HWa+IBABVVZky57XekZ1V3qDYiIiIib8ZwSeet8kozbnx4I+Yt+AvGOkdv16zLe+OZ+4c4fY/qnF04+s11sFvNAICI4Xehx6Tn3VEunYXUhUuRAI6eS7vdsdbkhe0MlwqFFO//32jx8/+98zey8mo6VBcRERGRt2O4pPPeohUncMu/NomB4tkHhuCGy3s7fX35ybU4/sMcCHbHREE9kp9ByMDr3FIrNdd4tlibTejwJDmV1WYcPVkBAEhKDISPVt7mezwyd6A4HHbXgWJ89u3xDtVERERE1BUwXBIBWLUhG0+9uVv8/NFLY9o0JLL48LdIX/Mv8XPCNYvh1yvZhRXS2TSe0KfGRUt6bN/nGBorl0sxYlBIm66NCtPiyXsGAwCsVjvmPf8XBMElZRERERF5NYZLonrvLTkq9jCplDIsf28Sekb7On197vb3ULD3cwCAVKHGgNk/Qhc90h2lUiONJ/Sp7eBkPqf9tbdQ3B49rG1DY/911yBo1I7ezv8uS8Gh4+WtXEFERETUPTBcEjXyyMs78OdfeQCAkEA1fvpoCvr00Dt9ferP96L0+K8AALlKh4E3/wpNULxbaiWHxsNiq2vMLrnn6Z5LoG2T+sRE+OD2mX0dtdRa8NrHB11SDxEREVFXwHBJ1IjVKuCmRzciJa0CANC3lx+2f3clbrm6j1PXC3YrUpbfgIr0DQAAhTYQA2b/CJnaz10ln/ekCjU0ivphsR2cKfa0U7k1yC8yAABGJYVAKpU4dd3jdw+GUiEDAHz41VGUVphauYKIiIio+2C4JDpDZbUZ19z3B47VB0xfrQKfvDwWS94YD72votXr7dY6HFl2DWoKHL1W2pBE9LtuKdfAdBONWgWZxPFSo6vCJdDQe6n3VWJAvH+r5/eI8sVt9UuPVFab8d6SIy6rhYiIiKgr4E+7RC04lVuDMbN+xaIVDbN8Xn9Zb+z47ir0iGr9PUybuQZHl82ApbYEABAYfwl6TX3VbfWez3x9GmZzrXHRO5dA24fGPnH3YCgUjr9SP/jyKMorXTNEl4iIiKirYLgkOguD0Yp5C7Zj9iMbUF7pGN7YK0aHH/5zsVM9mHUVmTi6fBbsNkdvWsyYRxE25Ba31nw+8tU0CpcdXOOyse37Gib1uWhY2DnP9dcrMfuqOABARZUZ739x1GV1EBEREXUVDJdErfhx7SlceO3POJ5eCQDo3ycAX72dDJms9ffwKjM3IW3VP8TP8Vd9BH3MaLfVej7y1TT8d3DlsNgDx8pQXR9WJ4+JFHslW3L9Zb2gUjretfzix1RUVrPXkoiIiM4/DJdETsjKr8WMB/5AaYVj4pgpY6Lw1tOjnLo2f88nyNv1XwCAVK7CgNk/cgZZF5HIVdAoGwKlK3surVYBqzdmAwCC/NW4eHTkWc9tPOHTlytPuqwGIiIioq6E4ZLISelZ1Zj10AaYLTYAwD03JOKBm/s5dW3a6kdQnr4eAKDwCcbAW36Fwqdt6ydSczKFFlp5w4ysrnznEgC+XZ0ubl93aa8Wz+kX54/hg0IAAPuOluLwCa5rSUREROcnhkuiNtj2dyHu+7+/xM+vPT4Cl4yPbvU6wW7F0a9nijPIagLjMOjW1VBog91W6/lApvCBun6NS8C1PZcA8Me2PPF92ysvjoVaJWt2TpNeyx9TXfp8IiIioq6E4ZKojZb9nIbXPj4AAJDJpPjizQkYPqj1kGgzVeHwV1fCVOkYaukbMQSDb18PpW+4W+vtzqRKH2gbh0sX91yaLXasXHcKAKDzUeDSCU3/IUEmk+DG+ol8zBYbvl2d4dLnExEREXUlDJdE7fD8+/vww5pMAI7Q8csnU50KmOaqXBz8fBpMlTkAAJ/Q/ki6YwNUfjHuLLfbcvRcNh4W69qeSwBY8VtDYDxzaOzUsVEID9YAAFZvzEZphQlERERE5yuGS6J2EATgzqe3YNOufACOpSicDZjG0hM4sCgZdeWO0KIJikfSHRuhDoxzZ8ndkuzMnksXD4sFgM27C1BYYgQAXDI+GjofxzI0o4eG4r8vjBHP++JHTuRDRERE5zeGS6J2MtbZMOP+P9sVMOsqMrF/UTIMJccBAGr/Hki6fQO0If3dWnN3I1VooXHjhD4AYLMJYi+1Ri3H2iWX4L3/G43fF09DWH2v5YFjZVi3LdflzyYiIiLqShguiTrAYLS2GDAHJQS0eq25KhcH/jcJtYWHAAAqfSSSbl8P38gL3FpzdyJVqKFp8s6l63suAWD5qoZZY4f0C8JdsxKgVDgm91m/PQ+X3b4GVqvglmcTERERdRUMl0Qd1FLA/OKNCdCom88seiZLTSEOLJ6M6tw9ABzLlAyesw5+Pca5tebuQirXdEq43HmgGI+9uqvZMiMffHkUV92zDmWVfNeSiIiIiOGSyAVOB8x9R0sBAIlx/njln8OdutZqKMXBz6egInMzAECu1mPgravhHzfZbfV2F1K5uumEPm545/K0D748ihHX/IReE5bj1n9twrS5v+OxV3fBZmOPJRERERHAcEnkMgajFXOf2AxjneO9v3tn98O0cVFOXWszVePwl5ej7MRvAACZQoP+N6yAb8RQt9XbHUgVGrcuRdKSghIjVvyWgc27Ctz+LCIiIqKuhOGSyIWOp1fiyTd2i58/fmksQgLVTl1rtxhx5OsZKEn5CQAgV+nQb9Y3kCp93FJrdyBTaNy+FAkREREROYfhksjFPvnmOH7blA0ACAvW4D8vXOT0tYLNgmMrbkJV9k4AgCYwDr2nLHRLnd2BVK4Wey7rzAIn1SEiIiLyIIZLIje497ltKCp1rI14xcRY3Hl9gtPX2q11OPb9rbCZawEAkaPuh3/vi91SZ1cnlTf0XNYa7R6uhoiIiOj8xnBJ5AZFpXW497lt4ue3nx6Fq6f0cPr6urI0ZKx9SvycOPMLaEP6ubTG7qBxz2Wt0ebhaoiIiIjObwyXRG7y26Yc/OerowAAhUKKL9+c0KaAmbf7vyhP+xMAoPQNw+A566AJTnRLrV2VVNEwW2y1geGSiIiIyJMYLonc6LHXdmPJD6kAALncETCvmepkwBQEpCyfJa6BqdSFY/CctZBrg9xVbpejUKqglpsBALWdMFMsEREREZ0dwyWRG9ntAu77v21NAuYXb0zADCcDprWuAoeWXCIGTJU+EnGXvOm2ersaH41S3K524xqXRERERNQ6hksiNxMENAuYS96YgCsnxTp1vbWuAoeXTofFWA4ACBtyC/zjJrut3q7E10cubtcYzB6shIiIiIgYLok6wemA+fn3JwA4Aubi18ZhUEKAU9dbagqRseYJ8XP8lR9CqtC4pdauRKNuCJdGI8MlERERkScxXBJ1EkEA7p//F775NQ0A4KNVYMX7FyM4QOXU9QX7FqMiczMAx/qXMWMfc1utXYVarRC3GS6JiIiIPIvhkqgTOXow/8KeQ8UAgB5Rvlj69kTI5RKnLk79+X7YbY53C6PH/AsqfbQ7y/V6apVM3DaZ+M4lERERkScxXBJ1sjqTDbMe2oD8IgMAYPzIcLz51CinrjWWHEPerv8AAGRKLXpOedltdXYFKmXDsNg6E5ciISIiIvIkhksiD8grMuCGf2yAyewIRPfckIg7r09w6tqsDS/CYigFAIQl3QRdtHPBtDtSKRv+CqszM1wSEREReRLDJZGH7DpYjAcW/CV+fvvpURg7PKzV66x1Fchcv0D83PuSN9xRXpegVjYaFstwSURERORRDJdEHrT0pzS8t+QIAEChkGLZvyciNtK31evy93yC2qKjAAC/2IsQlHiVW+v0Vo17Lk0cFktERETkUQyXRB729Ft7sG5bLgAgJFCNFR9MglYjP/dFdhsy1j0tfuw1dSEk0lau6YZUyoaJkPjOJREREZFnMVwSeZjNJuDWf21CamYlAGBwQiA+fXlsq9eVHf8VlZlbAADa4ASED7vdrXV6I5WiUc+lxe7BSoiIiIiI4ZLIC1RUmXHdg+tRVeNYq3HGtJ548t7BrV6XvvYJcbvHxP+DVOnjthq9jUQqh1Le0FvJnksiIiIiz2K4JPISx9Mrcdtjm2G3CwCA+Q8Ow0XDQs95TXXOLhQf/g4AoNSFI/qiR91ep7eQKjRQyhrWtjRzQh8iIiIij2K4JPIiv2/Owfx394qf33n2QshkknNcAWT88SzsNkfIihnzTyh8W59xtjuQytVQSK3iZ/ZcEhEREXkWwyWRl3n7f4ex90gJAGBQQiDuv6nfOc+vKzuJ/N0fAwBkKl/0SH7O7TV6A6lcA6W0oeeS61wSEREReRbDJZGXsdsFPPziDnF47LMPDEFEiOac12RtehnWuioAQPgFd0Cpj3J7nZ4mVWigaDQs1mTmhD5EREREnsRwSeSFdh8qwf++OwEA0Psq8erjI855vqW2GLk73gcASGUKRI64x+01eppUroay0bBYrnNJRERE5FkMl0Reav47e1FSXgcAuP6y3kgeFXHO8/N3fyS+exk+/C5I5Cq31+hJZ07ow2GxRERERJ7FcEnkpcoqTXjmrT3i53eevRBKxdn/J2uuzkfJkfqZY31CEDpwlttr9CTHhD6Nh8UyXBIRERF5ktyZk2JiYjr8oIqKClRXV3f4PkTnky9XnsTca/viwqGhSOjth4duG4A3Pzt01vNzd3yA0ME3AgAiL5yHwv1fdFapnU4q10Ah42yxRERERN7CqXCZmZkJQRA69KDnn38eL774YofuQXS+EQTgHy/twF/fXgGZTIqn7k3C92sykZHd8j/UVOfsRFXObuijR0AXOQz62ItQlfVXJ1fdOaRyVZPZYvnOJREREZFnORUuAeDgwYPYv39/mx8gkUhw6623tvk6InI4eKwM/112DPNu6Q+tRo7PXhmLKbf9Ls4me6a8nR9CH/05ACBi+N3dNlzKzpwt1sJwSURERORJTofLH3/8sd09jwyXRB2z4L29uGxCNHrH6nHRsDA8PGcA3v7f4RbPLT6yAnGXvgWFNgghA2Yi7fd/wmoo7eSK3e/M2WI5LJaIiIjIs5ya0Cc3NxdVVVXtfkhHryc639UarLjrma1ib+X/PTgUA+L9WzxXsJpQsG8JAECqUCN86G2dVWankso1Z0zow3UuiYiIiDzJqXAZGxuLd999t90P6ej1RAT8tbcI/17s6K1UKWVY9Op4KM4ye2zBnk/F7YjhdwESSafU2JkaL0VisQpnHSZMRERERJ2DS5EQdSEvvL8Ph0+UAwCSEgPx1L1JLZ5nLE1FedqfAABNUDz8e1/caTV2FqlcDWX9bLEmC4MlERERkacxXBJ1IWaLHXc8tQXm+slrHry1P/S+ihbPzd/9kbgdPqT7vfcsVTQMizWbGS6JiIiIPM0t4VIqlSImJsYl62MSUVMHj5Xh8+9TAQC+WgVunt6nxfNKj/8KS/1EPkH9roZM6dtpNXYGqVwNRf2EPnV835KIiIjI49wSLvv06YPMzEykp6e74/ZE572Plh0Tt++dndjiK5WCzYLiw98CAGRKLYL7z+is8jqFY1iso+eS4ZKIiIjI89wSLi0WC7KyspCdne2O2xOd91LSKrBxZz4AIL6nHy6+KLLF8wr3fyVuhw65uVNq6yyOnsvTw2K5DAkRERGRp7klXGZkZKBXr17o3bu3O25PRAD+uzRF3L5vdr8Wz6nO2QlDyQkAgH/PZKj00Z1SW2dwzBZbPyyWa1wSEREReRwn9CHqolZtzEZ2fg0A4JLx0egVo2vxvKIDSwEAEqkUoUmzO60+d5PJ1ZBLHaHSZLZ6uBoiIiIiYrgk6qJsNgGffHMcACCVSnDPDQktnnc6XAJAaNJNnVJbZ1CpleK2ycRwSURERORp8vZcNG7cOKfP3bJlS3seQUROWPzdCTxz/xCoVTLcek08XvhgPwzGpkGrriITlae2wq/HWPiEDoBvxDDU5O/1UMWuo1I1hEuzheGSiIiIyNPaFS43btwIQXBuXTm5vF2PICInlFaY8O3qdNx6TTwC/FS44Yre+N+KE83OK9z/Jfx6jAUAhA65qVuES6WyYX1PM4fFEhEREXlcu5LfCy+80GK49PPzw7BhwzB+/HisWrUKe/bs6XCBRHRu/12agluviQcA3HtjYovhsvjId+hz2buQKtQIHXQjMtY8AcHetQOZStUQLi0WLkVCRERE5GntCpfPP//8OY9fe+21+PzzzzF//vx2FUVEztufUoYd+4pw4dBQDEoIxNjhYdi6p7DJOba6SpQe/xUhA2dC6RuKgD5TUXZitYcqdo0mPZcMl0REREQe55YJfb7//nts2LABCxcudMftiegM/13WsCzJvJv7t3hO4YFGa14mdf01LxuHS4uV4ZKIiIjI09w2W2xKSgpGjx7trtsTUSM/rjuF/CIDAGD6lB4YnBjY7Jzy1N9hri0GAAQlXAGpQtOpNbqaStkw8MJs4TqXRERERJ7mtnA5dOhQ2O3sTSDqDBaLHW9+dkj8/H8PDm12jmC3ojRlJQBAptQioM/UzirPLZRNwiX/riEiIiLytHaFy5iYmBZbr169MHbsWHz22WeYNGkS1q9f7+p6iegsPvv2OLLzawAAlyfHYOTgkGbnlBxdKW4H97ums0pzC0Wjmag5oQ8RERGR57VrQp/MzMxzLkUikUiQkZGBRx55pN2FEVHbmC12LPzoAP7z/BgAwPyHhuLyO9c2OaciYz2sdZWQq/0QlHAFJDIFBJvFE+V2iESmgELeECj5ziURERGR57UrXH7xxRcthku73Y7y8nLs2bMHK1euhMlk6nCBROS8L1eexD/vGIS4WD0mjY7E+JHh2LyrQDwu2CwoPf4rwpJuglzjD/+eyShPW+fBittHKtdALm1YSoXDYomIiIg8r13hcu7cua6ug4hcwGoV8NKH+7H4tfEAgAUPDcWkm39rck7J0R8RlnQTACCo/9VdNFyqIZc2TOLDcElERETkeW6b0IeIPOPb1Rk4erIcADB6aBjGjwxvcrz85FrYLEYAQHDidEDS9f4akCrO7LnkbLFEREREntb1fqokonOy2wW8+tFB8fODtzZd99JuMaA8dQ0AQKkLhy5qeKfW5wpSuQYKSUOgtPKdSyIiIiKPc0u4DAsLw6JFi/DZZ5+54/ZE1Iof12UiJ78WAHDZhBjERvg0OV52YpW4HRh/aafW5gqOYbF855KIiIjIm7glXPr5+WHOnDmYM2eOO25PRK2wWgV8+u1xAIBUKsHs6XFNjpel/i5uB/a9pFNrcwWZQsN3LomIiIi8jFvCZX5+PubOnYvbb7/dHbcnIics+/kk7HbHrM63TO/T5Ji5Oh81+fsAALqoEVD4hHZ6fR1xZs8llyIhIiIi8jy3hMvq6mp88cUX+OKLL9xxeyJyQk6BAeu35wEAesfqMeaCsCbHy0406r2Mn9aptXWUlD2XRERERF6HE/oQdWNf/XRS3L7l6qa9l42HxgbEd62hsVK5CorGPZcMl0REREQe123D5fDhw7Fq1SqUlZWhpqYGO3fuxI033time0gkEjzwwAM4cOAADAYDioqKsHz5cvTp0+es17T1uTqdDm+99RYyMzNRV1eHzMxMvPXWW9DpdG2qlaglP/2RhcpqMwDg2kt6wkfbsLRtVc4OWIyOJUsC+kwFpDKP1NgeUrkGsiY9l1yKhIiIiMjT5K2f0jKpVIrrr78ekydPRmRkJFQqVbNzBEHA5MmTO1Rge0yYMAFr1qyB2WzGN998g8rKSsyYMQPLli1Dz549sXDhQqfu89FHH+Huu+/GkSNH8P777yMsLAyzZs3C1KlTcdFFFyElJaVDz9Vqtdi0aROGDh2KtWvX4uuvv0ZSUhIeffRRTJw4EWPHjoXBYHDZ7wudf+pMNqz4LQN3Xp8AX60CV0/pgaU/pTkO2m0oP7kWoYNmQaEJgD76QlRlbfNswU6SKjRQSPjOJREREZG3EdratFqtsHXrVsFqtQo2m0389XRrvL899+9Ik8lkQmpqqmA0GoUhQ4aI+319fYVDhw4JZrNZ6NOnT6v3SU5OFgRBEDZt2iQolUpx/6RJkwSbzSZs3Lixw89dsGCBIAiC8Oqrr7a4f8GCBW367jqdThAEQdDpdJ3++87mvW1UUohgPDJHMB6ZI/y+eFqTY6FJNwvjX7AK41+wCj0nv+TxWp1tkaMeED5d8b34vSaPifR4TWxsbGxsbGxs3tQ8lA3aftErr7wi2Gw24ZlnnhECAgIEm80mPPfcc0JoaKgwc+ZMITU1VVi+fLkgk8k6/TdxypQpgiAIwqJFi5odu/766wVBEISXX3651fssXbpUEARBGDduXLNjq1evFgRBEOLj4zv03JycHKGqqkrQarVN9qtUKqG0tFTIzs7uCn+A2LpA2//LNWIQ6xntK+5X+ISI4XLYfXs8XqezLXrsv4TF3y8Xv9P4keEer4mNjY2NjY2NzZuaJ7JBu965nDFjBnbs2IGXX34Z5eXl4v6ioiJ89913SE5OxsUXX4zHHnusPbfvkOTkZADA2rVrmx07vW/ChAlO3aempgbbtjUfJrhmzZpm92nrc+Pj4xEVFYVt27Y1G/pqMpmwefNmREdHn/P9TiJnNZ7Y56arGv5MWWqLUZWzGwDgGzEESl1kp9fWHo6lSBres+SEPkRERESe165wGRsbix07doif7XZ7k3cuc3NzsWrVKtx2220dr7CN4uPjAQCpqanNjlVUVKC4uFg852y0Wi0iIyORkZEBu735D62n7934Pm197rnOP9szzqRUKqHT6Zo0opYs+zkNNpvjz/ItV/eBRNJwrDy18ZIkXWPWWK5zSUREROR92hUua2trm4SuyspKRERENDmnoKAAsbGxHauuHfz8/MSaWlJVVSWe05F7ND6vPc9tzzPO9NRTT6Gqqkpsubm5Zz2Xzm95RQb88ZdjzcseUb4YNyJcPNZ4SRL/uM6fgKs9pDIVFFznkoiIiMirtCtcnjp1qklwPHz4MCZNmgSlUinuu/jii5Gfn9/xCumsFi5cCL1eL7aoqChPl0Re7KuVLa95WZ23B1ZjBQAgoPckNOnW9FISuRIyCZciISIiIvIm7QqXf/75JyZOnAiZzLEu3pIlSxAbG4vt27fj9ddfx9atWzFkyBB8//33Li3WGad7As/W46fX68/aW9iWezQ+rz3Pbc8zzmQ2m1FdXd2kEZ3NL+uzUV5pAgBcM6UHfE+veWm3oSJjAwBA4RMM3/ChnirRaVKZsumwWPZcEhEREXlcu8Llp59+ijfffBMhISEAgMWLF+PDDz9EUlIS/vnPf2L06NH44YcfsGDBAlfW6pRzvavo7++PkJCQs77neJrBYEBeXh569eoFqbT5b1FL70u29bmtvVPZ2juZRG1lMtvw7W8ZAAAfrQIzpvUUj5Wn/SFu+8dd3NmltZljWCzDJREREZE3aVe4PHnyJF5//XUUFBSI+x566CGEh4dj9OjRiIyMxPXXXw+j0eiyQp21adMmAMDUqVObHTu97/Q5rd3H19cXY8aMaXZs2rRpze7T1uempqYiNzcXY8aMgVarbXK+SqXC+PHjkZubi5MnT4LIVb78seEfK269puEfNirSN4jb+pjRnVpTe0jkqiazxfKdSyIiIiLv4PE1WFzZZDKZcPLkScFoNApJSUnifl9fX+HQoUOC2Wxusj5lUFCQkJCQIAQFBTW5T3JysiAIgrBp0yZBoVCI+ydNmiTYbDZh48aNHXouAGHBggWCIAjCq6++2uL+BQsWeP1aNmxdr/3903RxfcjesfV/ViQSYfSTRcL4F6zChY/nerzG1lr/G74TNv7xtvg9Av1UHq+JjY2NjY2Njc2bmoeygee/uKtbcnKyYDKZhKqqKuHjjz8W3njjDSEtLU0QBEF4+umnm5w7f/58QRAEYf78+c3u88knnwiCIAiHDx8WXnvtNeHzzz8XjEajUF5eLvTr169DzwUgaLVaYe/evYIgCMKaNWuEV155RVi1apUgCIKwd+9eQavVdoU/QGxdrD0yd4AYyuY/NFTcP/CWX4XxL1iF8S9YBbV/T4/Xea428OZfhK3rXxe/h85H4fGa2NjY2NjY2Ni8qXltuNy2bZswd+7cdj+ko9e3p40YMUJYvXq1UF5eLtTW1gq7du0SZs+e3ey8c4VLiUQizJs3Tzh06JBgNBqF4uJi4dtvv23WA9me555uer1eeOutt4RTp04JJpNJOHXqlPDWW28Jer2+q/wBYutiLTxYI1QfuFUwHpkjpP5xnSCVSgQAQmzyc2K4DBk0y+N1nqsNmrNW2LHxFTFcqpQyj9fExsbGxsbGxuZNzWvDpc1mE5577rl2P6Sj17M51xgu2Zxt3394sRjMJl4YIQAQAvpMFcNl3KVve7zGc7WkOzYJf29+UfwOpwMyGxsbGxsbGxubo3kiG9SvRdC65ORkZ09tRhCEdl9LRK735cqTuCw5BgBw6zV9sGFHPqpzdonHdTEXeqo0p0gbrXNptdpht/PvGCIiIiJPa1O47EjAJCLvsXpjNkor6hDkr8b0yT3go92OWkMFDMUp0Ib0g2/4EEjkKghWk6dLbZFEphSXIrFYOVMsERERkTdwKlxOnDixww/KzMzs8D2IyDXMFjt+WHMKd81KgEYtx6QLI/HL+ixUZe+ENqQfpHIlfCOGojp7h6dLbZFUpoK8PlxyGRIiIiIi7+BUuNy8ebO76yCiTrZqQxbumpUAALh8Ygx+WZ+F6pydCB82BwCgjx7lveGy0TqXDJdERERE3kHq6QKIyDM27ixArcECAJg2PhoAUJW9Uzyuix7lkbqcIZE1hEuLxebhaoiIiIgIYLgkOm+ZzDZs3l0AAAgP1iC+px61xUdgMxsAALrIYZ4s75wcPZen37nkZD5ERERE3oDhkug8tu3vQnF73IhwwG5DbeEhAIAmqA9kKp2nSjsnqUwlTuhjZs8lERERkVdguCQ6j23Z3RAux14QBgCoKdgv7vMJG9zZJTlFIleJS5HwnUsiIiIi78BwSXQe25dSKr53OW54OACgNn+/eNw3YogHqmqFRAKpTNHwziWXIiEiIiLyCgyXROcxi8WOnQeKAQDRET7oEeWLmoID4nHf8CRPlXZWEpkSgAClrP6dS/ZcEhEREXkFhkui89yWPQXi9tjhYagtPATB7ugV9InwvnAplTUMiQU4LJaIiIjIW3QoXCqVSjz00ENYs2YNjh49iv3792Pp0qWYOnWqq+ojIjfbuqfpe5d2ixGGkuMAAJ/QgZBInVoOt9M0XuMS4IQ+RERERN7C6Z8ax44di6uuugpPPPEEBEGAUqnEli1bMHz4cACAIAiQSCQYNGgQZs2ahU8++QT333+/2wonItfYc6gEJrMNKqXMMWMsgNqCA/AJ7Q+pXAVtSD9xBllvIJU1DZdcioSIiIjIOzjdc/nEE0+gf//+EATHD3JPP/00wsLCcPPNNyMiIgJyuRyRkZG49dZbkZaWhrvvvhtz5851W+FE5Bp1Jht2H3S8dxkXq0dkqBY1Xjypj6TRGpcAey6JiIiIvIXT4TIpKQnHjh0TP994442YMmUKvv76axQVFQEACgsLsXTpUowaNQp5eXm45557XF8xEbnc1kbrXY65IKzJpD4+4UM8UNHZNV7jEuCEPkRERETewulwGRISgpqaGgDAoEGDsHfvXqSmprZ4bkVFBb777jsMGDDANVUSkVtt2X3GpD5Nei69a1IfqZwT+hARERF5I6fDpdVqhU6nA+B4//Kvv/465/mnh88SkffbeaAY1vr1IscOD4PFUAJTZQ4AwMfLliORyFVQNHnnkuGSiIiIyBs4HS4zMjIwefJk6PV63HHHHRg5cuRZz9XpdJg5cyaOHDnikiKJyL1qDVbsO1oKAOjfJwDBASrUFB4EACg0AVDpoz1ZXhNSufqMdy4ZLomIiIi8gdPh8qeffsLAgQNRVlaGIUOGICAgAKtWrcK4ceOg1+sBAGFhYbjxxhuxY8cOREVF4eOPP3Zb4UTkWo3XuxxzQRhqCw+Ln7VhgzxRUosc4ZJLkRARERF5G6fD5UsvvYQlS5bg+PHjeP3113HFFVcgIyMDGzduRFlZGcxmM3Jzc/Hll18iMTERn332GRYvXuzO2onIhRqvdzl6aCgMjcKlT9hAT5TUojN7Lq1cioSIiIjIKzi9zqXJZMLtt9/eZN+8efPw22+/4e6770bfvn1hMplw+PBhfPnll1izZo3LiyUi9zm9HAkAjBgcgtovGoXLUO+ZnIs9l0RERETeyelweTarVq3CqlWrXFELEXlQSbkJ6VlV6B2rx9D+QTBXrIdgs0Iik3tdz6WC71wSEREReR2nh8USUfe3+1AJAECjlmNAbx8YSo8DALQh/SCRdvjfolxCKldzKRIiIiIiL8RwSUSixkNjLxgYLE7qI5WroAmK91RZTUgVTXsuLQyXRERERF6B4ZKIRPvrlyMBgMGJgTAUNSwn5C1DY89855LhkoiIiMg7MFwSkejQiXJxOykxELWFh8TP2lBvCpeN37nkhD5ERERE3oDhkohEVTUWpGdVAQAG9g2Asdj7liNpPlssey6JiIiIvAHDJRE1ceBYGQDAR6tAlL4MNlON47PXhEtVk55Li5XhkoiIiMgbMFwSUROnwyUAJCUEoLb+vUtNYBykSh9PlSVyLEXCnksiIiIib8NwSURNHGwULgcnBqK2qNHQ2NABniipCcdSJJwtloiIiMjbMFwSURPNwmWht4VLDXsuiYiIiLwQwyURNZFbaEBJeR0AIKlfEAyNwqXWC967lCrUfOeSiIiIyAsxXBJRM6d7L8ODNfCxnhD3+4QN8lRJouazxXIpEiIiIiJvwHBJRM00Hhrbvwdgri4AAPh4wVqXzde5ZM8lERERkTdguCSiZg6kNJoxNjFQnDFW6RsKhU+op8oCcHopkobeSiuHxRIRERF5BYZLImqm8XIkgxPOmNTHw+9dOpYiYc8lERERkbdhuCSiZk5kVqLO5OgddMwYe0g85g3hUs7ZYomIiIi8DsMlETVjswk4kloOAIjvqYdQeUQ85un3LqVyNeQS9lwSEREReRuGSyJq0emhsVKpBL0DCiDYHSFO6+EZYyVn9FxyKRIiIiIi78BwSUQtajxj7KA+WtSVpwMAfEL7AxKJp8pqNlushUuREBEREXkFhksiatGBlFJx2/HepWNSH5nSB2r/Xp4qCzK5Bgq+c0lERETkdRguiahFh0+Uw24XAJxejsQLZoyVyiCRySHjbLFEREREXofhkohaVGOwIj27GgDQv48/DI3CpTZ0gEdqksrVANCk55LvXBIRERF5B4ZLIjqrlJMVAAAfrQKBknRxvzY4wSP1nA6XnC2WiIiIyPswXBLRWaWkVYjbvQLLINgdPYbakESP1HM6XMoa91wyXBIRERF5BYZLIjqrxuEysZePOGOsNjjRIzPGNgyLdfRcMlgSEREReQ+GSyI6q2ONw2WcPwwlxwEAMpUvVProTq9HHBZb33Np5jIkRERERF6D4ZKIzup4RqU4Y2y/OH8Yio+Jx7Qh/Tq9noZw6ei55PuWRERERN6D4ZKIzspYZ0NOQS0AoE9PPQzFKeIxT7x32bznkuGSiIiIyFswXBLROZ08VQUACPRTQVWXKu7XeGDG2IbZYh3h0splSIiIiIi8BsMlEZ3T6XAJAJE+ueK2J4fFKjgsloiIiMjrMFwS0TmlZTWEy14RMpiq8gDUzxjbyaQKvnNJRERE5K0YLononBr3XPbpoYexfsZYpW8o5JrATq2Fs8USEREReS+GSyI6p5OnqsXtPj3OnNSnc4fGnhkuLXznkoiIiMhrMFwS0Tll5FTDZnOEuLhY/RnLkXTu0FhHuBQawiWHxRIRERF5DYZLIjoni8WOrLz65Uh66GEoaRQuO/m9S6lcLc4UC/CdSyIiIiJvwnBJRK06WT+pj59OCa01TdzviZ7L05P5AAyXRERERN6E4ZKIWpXWaFKfHkFGWOscnz0RLhWNwiXfuSQiIiLyHgyXRNSqxjPGxjUaGqvy6wGpQtNpdTh6LhuGxfKdSyIiIiLvwXBJRK1qshxJrE6cMVYilUITlNBpdUjlqibhkkuREBEREXkPhksiatWZa116asbYM9+55LBYIiIiIu/BcElErTqVVwNrfZCLa7bWpefCJSf0ISIiIvIeDJdE1CqrVUBmbg2Alnou+3VaHVKFBgoplyIhIiIi8kYMl0TklNNDY321CvjLC2CzGAEAPqEDOq0GqVwNmYQT+hARERF5I4ZLInJK4+VI4mJ8YCg6AgDQBMV32oyxErmKS5EQEREReSmGSyJyysmsppP61BYeAgBIpDJoQzqn95LvXBIRERF5L4ZLInLKmTPGng6XAOAbPqhTapDKlFyKhIiIiMhLMVwSkVOahksdagoOip99wjopXMrVZ4RL9lwSEREReQuGSyJySnZ+rdhTGBfbtOfSJzypU2qQylVNhsVa+c4lERERkddguCQip9hsAjKyHcuRxMXqYTOWwlSZDQDwjRgKSCRur0EiazqhD3suiYiIiLwHwyUROe30pD5ajRyRoVpU5+4BAMjVemiCEtz+/DOXImG4JCIiIvIeDJdE5LTGy5H06alHde5u8bM+eoTbn+8YFttonUsOiyUiIiLyGgyXROS0JpP6xOpRndMQLn2jhrv9+VK5msNiiYiIiLwUwyUROe3M5Uiq8/6GYHcEPF3USLc//8wJfSxcioSIiIjIazBcEpHTGg+Ljeuhh81UBUPJMQCAb8QQSBUatz1bIlMCAJciISIiIvJSDJdE5LTsglrUmRzhrk8PPQCgKmsbAEAqU0AfM9ptz5bK1QCahksLwyURERGR12C4JCKnCQKQnu3ovewdo4NUKkFl5mbxuF+PcW57tlSuAoAmw2LZc0lERETkPRguiahN0k5VAwBUShmiw31QmblFPObXc7zbniuVOcIlJ/QhIiIi8k4Ml0TUJqmnKsXtvr30MFXlwFiWDgDQR49y23uXkvphsY3XueSEPkRERETeg+GSiNokJa0hXPaL8wcAVKT/CQCQKtQIiJvilueeHharaLLOpeCWZxERERFR2zFcElGbHEurELdPh8uSlJ/FfcH9rnbLcxsm9Gk8LJY9l0RERETeguGSiNqkpXBZkf4nrHWOiX4CE66ARCp3+XMbJvThUiRERERE3ojhkojapMZgRVZeDQAgsT5cCjYzyk6sBgAotIEITLjC5c89PaEPZ4slIiIi8k4Ml0TUZin1vZf+eiUiQ7UAgMJ9S8TjkSPvc/kzJS2tc2lluCQiIiLyFgyXRNRmKScrxO3EOD8AQHn6HzCWpgIAAuIuhk94UpNr5JoABA+4Fip9dLueKZUrATRdisTCnksiIiIir8FwSURtltLovcv+fQIcG4KA3J3/EffHX/kfQOL4K8Y/bjKGzzuE/rOWY+Sjaeg1ZWGbnyltYSkSTuhDRERE5D0YLomozVrquQSA/N0fw1CcAgDQx4zCwJt/Rq9pr2PQzb9CqQsHAEikMsSMewwRw+9u0zNPh8smPZdcioSIiIjIazBcElGbHUtvvtYl4JjY58TP90GwOQJgYPwliBnzKCSy5rPHxl36NhQ+oU4/U9rCO5fsuSQiIiLyHgyXRNRm1bUWZOc7ZoxtHC4BoOrUVhz9dhbsVlOT/dlb3sDm+Qrk7foIACBVqBF+we1OP7NhKRLOFktERETkjVy/GB0RnRdS0ioRE+GLAD8VwoM1KCgxisdKU37C7ncS4B93MSRSBSrS/0RdeQYAIGfrm4gYfjckUikiLrgT2VteB4TWQ+KZPZd2uwCbjcNiiYiIiLwFey6JqF1STpaL2/36+Dc7bqrKQeG+JSj4+zMxWAJAXUUmyk+uAQCoA3rCL3aMU89rCJeOnksuQ0JERETkXRguiahdUtJafu/SGUWHlovb/nEXO3WNRJzQx9FzySGxRERERN6lW4bLsLAwfPrpp8jLy4PRaMTx48fx3HPPQaFQtPleU6dOxYYNG1BZWYmqqips2LABU6dOdcmzQ0JC8OSTT2LFihVIT0+HIAgQBA7zo67hWKPlSBLbGC4r0teL2wFxk526Ripr+s4lJ/MhIiIi8i7d7p3LsLAw7Ny5EzExMVi5ciVOnDiBsWPH4oUXXsDo0aNx+eWXOx3gZs+ejaVLl6K4uBhLliyBIAi4/vrrsWbNGtx0001YtmxZh57dv39/LFy4EHa7HampqaitrYWPj49Lfz+I3KXpWpf+bbrWXJ2H2qIj8AkdAF3UCMhUethMVee85vSEPqfXuWTPJREREZH3EbpT+/zzzwVBEIR77723yf7FixcLgiAIc+bMceo+/v7+QllZmVBUVCRER0eL+8PDw4W8vDyhrKxM8Pf379CzQ0NDhXHjxgm+vr4CACElJUUQHOmzXU2n0wmCIAg6nc7j/x3Yzo928s/rBOOROULuXze2+dq4S98Wxr9gFca/YBUCE65o9fy+V38mjH/BKuTs+YdgPDJHOPHHTI9/fzY2NjY2NjY2b22eyAbdalisr68vZs2ahbS0NHz00UdNjj311FOw2Wy46667nLrXddddh4CAALz//vvIyckR9xcUFOCdd95BQEAArrvuug49u6ioCFu2bEFNTU1bvyqRVzha33sZ6KdCWLCmTddWZm0Tt3WRw1o9/8zZYtlzSURERORdulW4HD16NNRqNdatW9fsWEFBAQ4dOoRRo0ZBpVK1eq/k5GQAwNq1a5sdW7PGMdPlhAkT3PJsoq6i6XuXfm26tiZvn7jtGzG01fMb1rlkuCQiIiLyRt0qXMbHxwMAUlNTWzyempoKmUyG3r17d+hep/edPsfVz3aWUqmETqdr0og609GTFeJ2W2eMrStPh9XouN4nPKnV87kUCREREZF361bh0s/P0XNSWVnZ4vGqqqom57X3XgaDAVartcl9XPlsZz311FOoqqoSW25ursvuTeSMxj2XbQ2XAGAoOQYAUPvHQqo497DaZuGSPZdEREREXsUrw2VxcbG4LIczrfHw1PPJwoULodfrxRYVFeXpkug803itywHxAW2+3lja0NOvDog757kSuRpS2CGTCAC4FAkRERGRt/HKpUi+/vrrNg3xLCgoANDQa3i23kG9Xt/kvHNpfK+ysrImx7RaLeRyeZP7uPLZzjKbzTCbzS67H1FbVVabkZlTjZ7ROiT1C4RUKoHdLjh9feNwqQ2Oh6Ho8FnPlcqVkEkbAiXfuSQiIiLyLl4ZLh966KF2XdfSu5CNxcfHw2azIT093al7jRgxAvHx8di5c2ez+zR+nqufTdSV7Dtaip7ROvhqFejbS49jac7/A4qx9KS4rQ7sc85zZQotFPVDYgEOiyUiIiLyNl45LLa9duzYgbq6OkyZMqXZsfDwcAwaNAg7d+6EyWRq9V6bNm0CAEydOrXZsWnTpjU5x9XPJupK9h4pFbeHDQhu07V1FZnitto/9pznShU+4vuWAHsuiYiIiLxNtwqX1dXVWL58OeLi4nDvvfc2ObZw4ULIZDJ8+umnTfZrNBokJCQgJiamyf5vv/0WFRUVePDBBxEdHS3uDw8Px8MPP4zy8nKsWLGiQ88m6g7+Plwibg8f2NZweUrcVvn3OOe5MqWPuAwJwJ5LIiIiIm/jlcNiO+LJJ5/ExIkT8eGHH2Ly5Mk4ceIExo0bh7Fjx+L333/HkiVLmpw/cuRIbNy4ERs3bsTEiRPF/RUVFZg3bx6++uor7P1/9u47KorrbwP4Q5UuKAjYsGvU2I1dEHts2IKdFmOJGl+jEhP9gZpEE0tMrDEKYscSURG7YBc1KpaosWABC72DtPv+QXZk2QUWUXcxz+ece1zmzty5M1vc79525Qq2b9+O3NxcODs7w8bGBqNGjUJCQkKpzg0Avr6+0mNbW1uFbdOnT0dsbKzCcUSa4sqtWOTk5EJHRxv2bWxKdGxWahRyszKgrWcAg/JFt1zq6JtAVztF+pstl0RERESaR3xoycbGRqxbt048f/5cZGRkiH/++UfMmTNH6OvrK+xrb28vhBAiODhYaVk9e/YUISEhIikpSSQlJYmQkBDRo0ePt3JuAKI4dnZ2Kl+3qampEEIIU1NTtT8HTP+tFLLlU5F+y1Wk33IVVayNSnRsqym3ROd52aL9d/GF76etIzrPyxbDlkZK51m/oJPar5uJiYmJiYmJSVOTOmKDD67lEsibPfbzzz9Xad+TJ09CS0ur0PzDhw/j8OHD7+TcAIo8N1FZcfTsM7RpVgkA0LV9ZWzcc7+YI157lfAERpb1oVvOFLqGFZCdHqewj46eMQBATyv/mEsuRUJERESkST6oMZdEpB7HzkZKj7t3KNl6q/nHXRoUMu5SR98k718uRUJERESksRhcElGpXb4Zg4SkvDVXu7Szhba26i3y8pP6KB93qaP/b8sllyIhIiIi0lgMLomo1HJyBIIvPAMAVDQ3QItGFVU+9pVcy2UNpfto/9stVm622GwGl0RERESahMElEb0VR/N1je3WobLKx2UkPpEeF9pyWS6vWyzXuSQiIiLSXAwuieitOH72mfS4JOMuX8U/kh4blC9kzKWSlksGl0RERESahcElEb0VT56n4u7DRADAJ02sYGaip9Jxr5KfITcnC0BRYy6NAMi3XLJbLBEREZFmYXBJRG+NbNZYXV1tOLSxVe0gkYvMpAgAhY+5lM0Wq6eVb8wllyIhIiIi0igMLonorZEfd6l611jZjLF6RhWkQDK/1xP6cMwlERERkabSVXcFiOjDcfryS7zKzEE5fR10/3dSH3MzfXz+WX3UqGqC4PPPsfvwI4XjMpNej9fUM7FGTlyKXL5sKRKOuSQiIiLSXAwuieitSUvPxrkrL9GlbWXUqGqKoPU90LKxJcxM9AEAHkPro5XvTcxafFnuuKz0WOmxnlFFZMQ9kMuXtWZyzCURERGR5mK3WCJ6q/48/Hrdyi5tK0uBpcxUt8YY7VRHbltWWv7g0lKhTG22XBIRERFpPAaXRPRWbfjzH9x5kCD9/SozB+t23MX6nXelbSu826Fd80rS3/mDS13DCgpl6ujlzRarl7/lksElERERkUZht1giequyswWGTQ3GvK9a4P6TJKzcdBvPotIA5AWE40d8BH09HWz/tQs6OQfiyfNUZOdvuTRWbLmUdYvVkWu55GyxRERERJqEwSURvXV3HybC+atghe0zfrqIejXLw7FdZVSqaIjNSx3QefgB+W6xhhUVjpNN6KOnxTGXRERERJqK3WKJ6L3JzhYY9XUIHj5JAgC0bmIFuyomBcZcKgaXHHNJREREpPkYXBLRexWfmIntBx5Kf7doVBHZ+WaL1VUSXOroMbgkIiIi0nQMLonovbt663Uw2eyjisW2XMq6xerglbQtm91iiYiIiDQKg0sieu+u3c4XXDasiNysNORmZQAoZLZYWbdYpEvbXmVyQh8iIiIiTcLgkojeu4gXaYiKzQsUmzTICyaz/u0aq3TMpZ5sQp/XwWV6BoNLIiIiIk3C4JKI1OLBv5P62FgaQl9PW+oaq3S22HKmeXlaGdK2DLZcEhEREWkUBpdEpBbPo163QtpYGSE7PQ4AoK1nAG09o9c7amlDVxZc4nVw+eoVg0siIiIiTcLgkojU4llUmvS4irVRoZP6yFotAUBP+/WEPhkMLomIiIg0CoNLIlKL5/mCS1srQ2TLBZeW0mPdcmavt2vlCy7ZLZaIiIhIozC4JCK1ePbydXBZ2doYmalR0t96xpWkxzrlykuP9XUypcdsuSQiIiLSLAwuiUgtnkXna7msZIjM5OfS3/qmNtJjXYPXLZf62tkA8ta4zMkR76GWRERERKQqBpdEpBZyLZeVjJCZ8kL6W9/kdXAp13KpmxdcskssERERkeZhcElEavFcruXSCJkpL6W/5Vou803oo6+TF1SySywRERGR5mFwSURqkZqWjcTkvDGUlSsZyXeLNcnfLTZ/y2UuAC5DQkRERKSJGFwSkdrIZoy1Ldgt1tRWeqyTb7bYcnp5wSW7xRIRERFpHgaXRKQ2srUuTYz0YGqQi6z0eACAvom1tE/+lstyunn/slssERERkeZhcElEaiO31mUlI2T923qpb5K/5fL1mMty+loAGFwSERERaSIGl0SkNs+iCswYm5wXXOqUM4G2vjEAQPff2WK1tXKgp5sXXL5it1giIiIijcPgkojUpmDLpfxyJHmtl7Ixl3r/rnEJsOWSiIiISBMxuCQitSms5RJ4vRyJbMylvk6WlMfgkoiIiEjzMLgkIrV5HpUuPa6s0HL5b3BpVCHvX5Eq5bFbLBEREZHmYXBJRGrzLOp1wFjYWpd6xpUAANqvXgeebLkkIiIi0jwMLolIbV7EvG65zBtz+VL6W9/UFtDSgr6RFQBAKzNKymNwSURERKR5GFwSkdpkZwu8/DfAVGy5tIaugQW0dPIWt9TOjJHy2C2WiIiISPMwuCQitZJN6mNjZYjstPwT+thKXWIBQCfrdXDJlksiIiIizcPgkojUSrYcia6uNiwM05GbnQkgb7ZYfZPXwaV2Trz0OIMtl0REREQah8ElEalVweVIslLzxl3qGVlBz8hSytPJTpAes+WSiIiISPMwuCQitXqeL7i0rWSIrLRYAICeUUXomVhLeTo5CdLjVwwuiYiIiDQOg0siUiv5lktjZKXHAQC0dcvB0KKWlKeTmyw9ZrdYIiIiIs3D4JKI1Kpgy2X2vy2XAGBk3Uh6rCfyBZdsuSQiIiLSOAwuiUitCo65fJX0TPrbvIaD9FhuQh8Gl0REREQah8ElEamVfMulETLiH0p/a+vqAwCyMxJhoJ0hbWdwSURERKR5GFwSkVrFxL9CZlZesFi5khHSom8r7JMedx/GRnrS38mpWe+tfkRERESkGgaXRKR2z6PSAeS1XCZFhELkZMvlZ8Q9hImRrvR3ahqDSyIiIiJNw+CSiNTuWVQqAMDSwgB6yEDys8ty+cnP/oKJ8euWy5Q0+eCTiIiIiNSPwSURqZ2s5RIAbKwM8ejYHIjcvK6yOZlpiLm5CyZG+YNLtlwSERERaRrd4nchInq38s8YW8XaCI+vBOPaus4wq94OCQ+OIyPhEYyNXq95mcqWSyIiIiKNw+CSiNRObsZYKyMAQHJEKJIjQqXtJpzQh4iIiEijsVssEands5f51rq0NlK6j2xCn5ycXC5FQkRERKSBGFwSkdq9iHk95tKqgoHSfWRLkXAyHyIiIiLNxOCSiNQuNiFDemxpoTy4NP03uOQyJERERESaicElEaldTFzxwaXxv91i2XJJREREpJkYXBKR2sUmvJIeV7Qop3QfE6lbLFsuiYiIiDQRg0siUrvMrFwkJmcCUN5yqa+nDT29vI+rlFS2XBIRERFpIgaXRKQRYuPzusYqa7nMvwwJWy6JiIiINBODSyLSCLKusRZm5aCjoyWXZ2L8OrhM5ZhLIiIiIo2kq+4KEBEBQPS/k/poa2uhQvly0t/A6zUuAbZcfigsLCxgZmam7moQERGVKUlJSYiPj1d3NQrF4JKINELBSX3kg8t8LZfpbLksy9q0aYP+/fujWrVq6q4KERFRmfT06VPs27cPoaGh6q6KAgaXRKQRFJcjSZT+Ns7XcpmcypbLsqpNmzaYOHEirl+/joCAAMTExCA3N1fd1SIiIioTtLW1YWlpic6dO2PixIkAoHEBJoNLItIIsQmvg0urCvIzxsq1XLJbbJnVv39/XL9+HUuXLoUQQt3VISIiKnPCw8Nx+fJlTJs2Df369dO44JIT+hCRRoiJf90t1txMXy7PxDj/mEt2iy2LLCwsUK1aNZw6dYqBJRERUSkIIXD69GlUr14dFhYW6q6OHAaXRKQRZOtcAoC5aYHgkkuRlHmyyXtiYmLUXBMiIqKyLzo6GgBgamqq5prIY3BJRBohIel1cFleIbh83XLJpUjKNo6xJCIiKj3Z/6daWlrF7Pl+MbgkIo2Qv+WyfIFuscZsuSQiIiLSeAwuiUgjJBTZLTbfmEvOFktERESkkRhcEpFGSCyiW6x8yyW7xRL919WrVw8BAQF48eIFhBAIDw9Xd5VIQwQHB3PSsPfM3t4eQgh4eXmptH94eLjK71lfX18IIWBnZ1eaKpaaptSjLGBwSUQaITElX8tlgW6xpsbsFktln4GBAebPn48bN24gJSUFGRkZePr0KQIDA9GpUyeVyxFCyKWsrCw8e/YMe/bsUSjHxcVF2m/btm2Fljl58mRpv9WrV8vlyb5UCSEwbty4QsvYvXu3tJ+zs3Oh+7m5uUn7NWrUSMWrfk1bWxt79uxBz549sW/fPnh7e2PZsmUlLoeooJIGSTKy95mLi4va6kCkKbjOJRFphJwcgeTULJga6ylpueSEPlT2rVq1Cm5ubrh16xb++OMPJCcnw8TEBA0aNMCAAQNw+vRplcuKiYnBihUrAACGhoZo2rQpnJyc0L9/f3z22WfYvXu33P5ZWVlwcnKCubk5EhISFMpzc3NDVlYW9PT0FPLyl+Hu7o7ff/9dIc/S0hJ9+/YttgwAcHd3R25uLrS1teHh4YFp06apcMWv1axZEw0bNsSaNWswYcKEEh1LH74xY8bAyMhI3dUg+s9icElEGiMxKROmxnpcioQ+SG3btgUAdOzYUSHA09HRKVFZMTExmDt3rtw2Dw8PrFu3DosWLVIILg8ePIj+/ftj5MiRWLlypVxe8+bN0bx5c+zduxcDBgwo9JyyMho1aoRbt27J5Y0ePRr6+vrFllGvXj107NgRO3bsQOvWrTF69Gh4enoiK0v193XlypUBAC9evFD5GPrvePr0qbqrQPSfxm6xRKQxZJP6mJuVk9sum9AnJycX6Rk5771eRG/D3r17AQDHjx/HxIkT0aRJEykvJ6f0r2sfHx+kpKSgZs2aqFixolzeuXPncOfOHbi7uysc5+7ujszMTGzevLnI8v38/JCTk6O0DDc3N1y7dg1Xr14tsgwPDw8AwMaNG7F582ZYWloWGYwWFB4ejlOnTgEAvL29pe61su6IsvF2+vr6mDt3Lu7du4fMzEy5Lobt2rVDYGAgYmNjkZ6ejtu3b8PLywuGhoYK5xNCIDg4GJUrV8aWLVsQHR2NpKQkBAYGombNmgDyAuY///wTsbGxSEpKwo4dO2BlZaXyNcnOUbVqVWzfvh0xMTFISUlBcHAw2rVrp7C/rJtyzZo18fXXX+Pu3btIS0vDrVu3pO7Iurq6mDt3Lh4+fIj09HSEhYWhR48eCmXlv18//PADHj9+jLS0NFy+fBldu3YFAJiYmODXX39FREQE0tPTce7cObRs2VKhLAcHB6xfvx537txBcnIykpOTcenSJYwdO1ble1GQnZ0dhBDw9fVFzZo1sXPnTsTFxSElJQVHjx6Vew8VvKb8tLS04OHhgdDQUMTGxiI1NRXh4eFyXcm9vLwQEhICQP61Vdw4O19fX2zYsAEAsGHDBrnjAKBz587Izs7G5cuXFVr1HRwckJ2djdDQUOjq6r5xHQDA1tYW3t7eOH/+PF6+fImMjAyEh4dj5cqVSl+P+ccQTpgwAX///TfS09Px6NEj/O9//1O6vIWBgQEWLFiAJ0+eID09HTdu3MDnn39eZL1KYvr06RBC4ODBg8W2Pnfp0gWJiYl48OABateuLZfXr18/HDp0CDExMUhPT0d4eDg2btwo1w2/bt26+Omnn/DXX39J+929excLFiyAsbFxierdsWNH/Pnnn3jx4gUyMjLw5MkT7N69Gx06dChROR8KtlwSkcaQLUdiZKgLfT1tZGblreEkm9CHk/lQWTZr1iw0adIECQkJ0NPTw7fffosWLVpg27Zt+PHHH/Hq1atSn6Oo9c58fX3x008/oUmTJrh+/ToAQF9fHyNGjEBgYKC0IHdhIiMjceTIEYwaNQqenp7Izs57P7Zu3Roff/wxpkyZggoVKhR6vI6ODsaMGYOoqCgcOnQId+/exZw5c+Dh4YFdu3apdH3Lli1Ds2bN4OrqipCQEOmL+LVr1+T2+/PPP9G0aVMcPnwYcXFxePjwIQBg0KBB2L59OzIzM+Hv74+oqCh069YN3t7e6NGjB7p06YLMzEy5siwsLHDmzBm8ePECfn5+qFevHvr164cGDRqgf//+OH36NK5cuQIfHx+0bNkSQ4cOhbm5udJgrjAWFhY4e/Ysnj9/jrVr16JKlSpwdnZGcHAwevbsiZMnTyocs3TpUrRp0wb79+9HTk4Ohg0bhq1btyI+Ph5ffvklGjdujKCgIBgYGGDEiBHYt28fGjRogEePHimU5e/vj48//hj79u2DoaEhRo4cicDAQLRv3x6///47DAwMsGvXLlhZWcHZ2RmHDx9GzZo1kZycLJXh6emJOnXq4MKFC9izZw/Mzc3Rq1cvrF27FvXr18f06dNVvh8F1ahRA6Ghofj777/h4+OD2rVrw8nJCcHBwfjoo48QFRVV5PELFiyAp6cn7t+/j61btyI5ORlVqlRBp06d4OjoiNOnTyMkJAQbNmxQeG0BUNqVXCYgIADm5uZwcnJCQECAwmvx1KlTWLBgAWbPno0ff/wRM2bMAJD3nG/atAlpaWkYMWIEsrOz37gOQF4Q+/XXX+P48eMIDQ1FVlYWmjdvjokTJ6Jnz55o0aIFkpKSFI5btGgRHBwcEBgYiCNHjsDJyQlz586Fvr4+Zs+eLe2npaWFffv2oXv37rh+/Tq2bt2KihUr4pdffkFwcHCRdVPFokWLMH36dGzZsgWurq7S54sygwcPxubNm3H37l306tVLrhfDTz/9hJkzZyI2NhYBAQGIiopCtWrV0K1bN/z1119Sr4tBgwbBw8MDwcHBCAkJgba2Ntq2bYtvvvkG9vb20o8CxZk4cSKWL1+O9PR07NmzB0+ePEGVKlXQsWNHDBkyBGfPni31vSmLBNOHkUxNTYUQQpiamqq9LkxMb5J2rewq0m+5ivRbrsKqgoG0/d6xoSL9lqt4cGKo2uvI9GbJzs5ObNy4UdjZ2am9LupKK1asEAcPHpTbVr9+ffH48WNx6dIlYWBgoFI5Qghx+/Zthe0eHh5CCCEePnwobXNxcRFCCOHp6Smsra1FZmamWLZsmZQ/bNgwIYQQffr0Efb29kIIIVavXi1Xrq+vrxBCiDZt2oghQ4YIIYRwcnKS8tesWSMyMjJEhQoVhJeXlxBCCGdnZ4X6DRgwQAgh5M5/9uxZkZ2dLapWraryfZTV08vLSyEvODhYCCHElStXhIWFhVyeiYmJiIuLE+np6eLjjz+Wy9u8ebMQQojvvvtO4V4LIcSSJUvktq9atUoIIURcXJyYMmWKXF5gYKAQQohmzZqp/HwKIYSfn5/c9s6dO4ucnBzxzz//CC0tLYXn4+7du8LS0lLa/sknn0h1OnXqlDAyMpLyhg4dqnDv89+v06dPy+3/2WefSWX5+/sLHR0dKW/GjBlCCCGmTp0qV1aNGjUUrk1HR0ccPnxYZGVliWrVqpX4PWNnZyfdn5kzZ8rlzZs3T3ptK7um/NtiYmLE06dPhaGhocI58r9OinptFZVk7zMXFxel+To6OuLcuXMiJydHdO/eXQAQu3fvVnrMm9bByspKGBsbK2wfPXq0EEKIb7/9Vm677HX04MEDYWNjI22vWLGiiIuLE4mJiUJPT0/hGoOCgoS2tra0vXHjxiIjI6NEdQ4PDxfh4eHSvfHz8xNCCPHLL78o7Curp+z/jvHjx4vs7GwREhIizMzM5Pbt3bu3EEKIsLAwUaFCBYXnoFKlStLflStXlrs+WZozZ44QQogRI0YUWQ/ZtWdlZYmIiAil/7fZ2tqW+DVf0vdHcf+vqiM2YMslEWmMgsuRRMdlAHg9oQ9bLj9czcddgL6JjbqrUaTMlBe4+nvbNzq2T58++PLLL9GlSxe57Xfv3sWsWbOwZcsWjB8/XuVZTy0tLaWungYGBmjWrBl69eqFnJycQluIXr58iUOHDmHkyJGYMWOGNEHPs2fPcPDgQZVmrN27dy9iYmLg7u6OgIAAGBgYwNnZGXv37kVcXFyRx8q6xG7atEnatnHjRrRv3x5ubm6YP3++SteuCi8vL8THx8ttc3JygoWFBVatWoUbN27I5X3zzTf47LPP4Orqih9++EEuLzk5GXPmzJHbtnXrVkyYMAGxsbH47bff5PK2b9+OPn36oGnTpgqtWIXJzs7Gd999J7ft1KlTCAoKQt++fdG+fXuFFpAffvgBMTEx0t8XL16Uugh+9913SEtLk/J2796NzMxMNG3aVOn5C+6/a9cuZGZmwsLCAtOnT5frtr1t2zb8/PPPCmUpaxHNycnBmjVrpFbhjRs3Fn8zlHj48CEWLVokt239+vWYM2cOWrdurVIZmZmZSluiCr5O3oWcnByMGDEC165dg5+fH1asWIFBgwbB398ffn5+b+UchfU82LRpE5YvX45u3brhxx9/VMifP3++XMtfbGws9u7dC1dXV9SvXx83b94EkDdREpD3WsnNzZX2v3nzJjZt2vRG3WMNDQ2xc+dO9OnTB99++y0WLFhQ5P7/+9//MHfuXAQEBGDYsGEKvT2+/PJLAMBXX32l8HmUk5Mj18L97NkzpedYsWIF5s2bh27dumHr1q1F1mf8+PHQ1dXF7Nmz8fjxY4X858+fF3n8h4rBJRFpDFm3WEB+ORITqVssJ/P5UOmb2KBc+arqrsY788UXXwBQ7L4J5I3BBPIC0JIEl97e3gDyApOYmBjs2bMHS5cuxZkzZwo9zsfHB/369cOAAQMQGhoKR0dHLFq0SO7LYlGysrKwZcsWfPnll7CxsUG3bt1gbm4OHx+fIo+zsbFB7969cfv2bfz111/Sdn9/fyxbtuytB5cXL15U2Na8eXMAkOtqKBMREYEHDx6gQYMGMDExQUpKipR37949ucALeP2lUda9WFlelSpVVK7v48ePERERobD99OnT6Nu3L5o1a6YQXCob3/r8+XPUrl1b4XWWm5uLqKioQutUsCzZ/sbGxgoT5BR2fSYmJpg+fTqcnJxQu3ZtmJiYyOXLJmJ6E2FhYQrjKGX3y9zcvNjjd+zYgQkTJuDmzZvw9/fHyZMncf78eYXn9V169OgRJkyYgK1bt0rjW4ta2udNDBw4EOPGjUOLFi1gYWEBXd3XX/MLu/9XrlxR2Kbs3jZt2hSpqalKX3enT58ucXBpaGiI48ePo3Xr1vDw8Cj2M+TXX3/FgAEDsG7dOowbN07pZ9Ynn3yCjIwMpd3IlXFzc4OrqysaN26M8uXLy02spsrr9ZNPPgEAHDlyRKXz/VcwuCQijZGQLN9yCQD6etrQ08ubeywllS2XH6rMFM2f+bM0daxfvz5ycnKQmJiokBcVFYXc3FxUq1ZN5fLu3LmDjz76qMT1CAwMRFRUFNzd3dGwYUPo6OjA19e3RGX4+Pjgq6++wpgxY9CrVy9EREQU++XKxcUFurq6cq2WQN44sv3792Po0KFwdHTEiRMnSnxNyrx8+VJhm5mZWaF5QN7ssw0aNICZmZlccKlsnJqsBayovOKWZMmvsDGDsrqWL19eIa+oc+cfC5k/r7A6Fba/sterrBUzf1l6enoICQlBy5YtceXKFWzatAmxsbHIzs5GjRo14OrqinLlyimUpaqi6qHKTMtTpkzBw4cP4erqijlz5mDOnDlIT0/Hjh078PXXXyM2NvaN61YSR48eRXJyMkxNTbF582al1/Wmpk2bhiVLliAqKgpHjhyRJmACgKlTpxZ6/5XVQfY6yn9vy5cvX+hMvIW9p4piamqK5s2bIzY2VqVgsFOnTsjNzcX+/fsL/THM3NwckZGRCj9EKPPbb79h8uTJePLkCfbt24fnz59LLaHe3t4qvV7Nzc2Rm5v7n22hLAyDSyLSGPm7xcqWI+EyJP8Nb9rdtKx49eoVdHR0YGNjo/BFxNraGtra2goTybwL2dnZ2Lx5M7766iupNeyff/4pURnXr1/HlStXMGXKFNja2mLBggXFfpmTzTD7448/Ku2aB+R1m31bwaUysmDM2tpaab5su7Kg7V2rVKmS0u2yOr3NIORdGDBgAFq2bIk//vhDaqWXcXZ2hqurq3oq9q/s7GwsXrwYixcvhq2tLezt7eHm5gYXFxfY2NigV69e76Uevr6+MDU1RUxMDKZNm4bt27dL3U5LQ0dHB3PmzEFkZCSaNWsm110aAGbOnFnqcyQmJhb7Oi2JqKgojBs3DgEBAQgJCYGDgwMePHhQ6P4DBw7Ehg0bsHPnTgwdOhT79u1T2CchIQE2NjbQ0tIq8jPJysoKX375JcLCwtCuXTspCJddi6xXSHESEhKgra0NW1vbQrvZ/hdxKRIi0hjxSa/HT5T/t1usifHr4DKVYy6pjJJ9gXR0dFTIky35UHDtyHdl/fr10NHRga2tbbFd0Qrj4+ODKlWqQFtbu9iWz06dOqFevXq4f/8+1q1bpzTFxsZi4MCBKnVxfFOy7nwODg4KeZUrV0bt2rXx4MEDuVbL98XOzg5Vqyp2C5eNg1V17Ka6yJaCUPaFX5WxvO/T8+fPsX37dvTq1Qv//PMPunXrBgMDAwAlaw3NT5XjJk+ejL59+8LX1xe9e/eGjo4Otm3bptBC9iZ1sLS0hLm5OS5cuKAQWLZq1arYZT1UERYWBmNjY6l7eX5v+hwfOXIEAwYMQMWKFXHy5EnUqVOn0H0fP34MBwcHREREYOfOnUqXMLp48SIMDAxgb29f5Hlr1aoFbW1tHDt2TC6wLOm1yLrfl2Rm6P8CBpdEpDHkxlxKLZevO1iw5ZLKKll30NmzZ0vdM4G8blX/+9//AOCNJzspqb///hu9e/eGk5MTtm3b9kZl+Pn5wcnJCT169CiytQF4PZHP999/j7FjxypNfn5+0hIY78revXuRkJAANzc3NGzYUC5vwYIF0NfXl9YrfN90dXUVJhLq3LkzPv30U9y7dw/nzp1TS71UJZvMpGPHjnLbO3fuXKp1Lt8GfX19hYm0AMDY2BimpqbIysqSAjrZJDDKAn0gb5xg/fr1FbqwF3dc48aN8dNPP+H+/fuYPHkyLl++DC8vLzRu3BiLFy8uUVnKREVFIS0tDS1atJBbr9Xc3BzLly9XuZyiyD7DfvjhB2hrvw4fGjdujNGjR79xuUePHkX//v1hYWGBkJAQ1K1bt9B9nzx5AgcHBzx9+hQ7duyAk5OTXP7KlSsB5I3PtLCwkMvT0dGRWl5lr9f27dvLLd9UpUoVLFy4UOW6r1mzBtnZ2fj+++9RvXp1hXwbG82epO5dYbdYItIYysZc5u8Wm5rOlksqmw4dOoS1a9fiiy++wM2bN7Fr1y5oaWlhyJAhqFq1KtauXYuDBw++1/qURkpKCvbu3VvsfqamphgyZAiSk5Oxc+fOQvfz9fXFtGnT4OHhIX1BfNuSk5MxduxYbNu2DaGhofD390d0dDS6du2K1q1bIzQ0VGFG0vclLCwMDg4OuHDhAk6cOIHKlStj2LBhyMrKwtixY1UaQ6ZO+/fvR3h4ODw9PdG4cWPcvHkT9evXR9++fREQEIAhQ4aorW6GhoY4ceIEHjx4gNDQUDx58gQmJibo27cvbG1tsXDhQmRl5f1weefOHURGRmLYsGFIS0tDREQEhBBYvXo1kpKS8Mknn0jrT+YPWGWTA02dOhVmZmbSzK0//fQTypUrh61bt0JXVxcjRoxAamqqlNezZ09MmjQJhw4dwoEDB1SqgzJCCKxatQrTp09HWFgY9u/fDzMzM/Tu3RuPHz9GZGRkqe+jn58fRowYgd69e+Pq1as4ePAgKlSogOHDh+PIkSPo16/fG5d97Ngx9OvXD/v375fubWHd9Z8+fQoHBweEhITA398fw4YNw549ewAABw8exKJFizBjxgzcu3cPe/bskSay6tq1KxYvXoxff/0VL168wK5duzBkyBBcvnwZx48fh7W1Nfr27YsTJ05ILfHFuXnzJqZOnYrffvsNt27dQkBAAB4/fgwbGxt07twZBw4cwP/93/+98X0pq9hySUQaQ24pkn+7xRqz5ZI+EOPGjcPnn3+OFy9eYNy4cfjiiy/w/PlzjB079q3PGqkphg8fDmNjY/j7+xc5M+fNmzdx+fJlNG/eXGm3u7dl165d6NKlC06dOoVBgwbh//7v/2BmZoZ58+bB0dFRYWmD9yU+Ph4dO3aUZhAdOnQoLly4AEdHR5VnvlSn1NRUODo6YteuXWjdujUmTZqEypUrY+TIkVixYoXa6zZz5kzcv38fnTp1wv/93/9hyJAhePToEZydnTFr1ixp39zcXAwaNAihoaEYPXo0FixYgIULFyq0ghUUHx+PIUOG4N69e5gwYQIWLlwotYAtXrwYH3/8Mby9vXHp0iXpGCEERo8ejbi4OPj4+EjjFt+0DrNmzcK3334LIQQmTpyI7t27Y/v27ejRo4cUPJeGEAIDBgzATz/9hAoVKuCrr75C+/btpYmESuvEiRPo168fzM3NERwcjPr16xe6b0REBOzt7fHkyRP4+/tj0KBBUt7MmTMxaNAghIWFYciQIZg2bRo6d+6MEydO4OjRo9J+rq6uWLx4MSwsLDB58mS0bdsWS5cuxfDhw0tU75UrV8LR0RHBwcHo3bs3pk+fjh49eiAsLAw7duwo+Y34QLy3RTWZ3m1Sx0KpTExvM9WoaiLSb7mK9FuuYsPPnQUA0c+xurTta4/Gaq8j05slVRZ7ZmL6LyYhhAgODlZ7PZiYmMpWUuX/VXXEBmy5JCKNkaikW6x8yyW7xRIRERFpKgaXRKQxklJed92RTehjasylSIiIiIjKAk7oQ0QaIydHICklE2Ym+q+XIsnXcsmlSIiIyravvvpKpSVnNmzYIM3qSURlB4NLItIoicl5waW51C2WLZdE9OHKvxTCf8HUqVNRo0aNYvcLCQlhcElUBjG4JCKNkpCUiWq2gLmSlsuUVAaXRERlWc2aNdVdBSJ6hzjmkog0imxSH0MDXZTT1ynQcslusURERESaisElEWmUBLkZY/U4oQ8RERFRGfFBBpfW1tb4448/8OzZM6Snp+Pu3buYM2cO9PT0ij+4gB49eiA4OBiJiYlISkpCcHAwevTo8VbO3aFDByxevBiXL19GTEwM0tPTcfv2bSxcuBDly5cvcV2JPgSJSfLLkRhzQh8iIiKiMuGDG3NpbW2N0NBQVKtWDQEBAfjnn3/QsWNHzJs3D+3atUOfPn0ghFCprBEjRmDLli2Ijo6Gn58fhBD47LPPcPjwYYwcORJbt24t1bl37doFS0tLnDlzBhs3boQQAg4ODvD09MTgwYPRvn17REdHv9X7Q6Tp8q91aW6qDxNO6ENERERUZogPKW3YsEEIIcT48ePltvv6+gohhHB1dVWpHHNzcxEXFyeioqJE1apVpe02Njbi2bNnIi4uTpibm5fq3DNnzhQ2NjYK5165cqUQQogVK1aU6NpNTU2FEEKYmpqq/XlgYnrTNGdSM5F+y1Wk33IV3TpUFqe39xHpt1xFyvUxaq8b05snOzs7sXHjRmFnZ6f2ujAxMTExMZX1pMr/q+qIDT6obrEmJiZwdnbGgwcPsGbNGrm8WbNmIScnB2PHjlWprKFDh8LCwgLLly9HRESEtP3FixdYtmwZLCwsMHTo0FKd++eff8aLFy8Uzj1//nwAgL29vUp1JfqQFGy5lE3ow8l8iIiIiDTbBxVctmvXDgYGBjh69KhC3osXL3Djxg20adMG5cqVK7YsBwcHAMCRI0cU8g4fPgxAPvh7m+fOysrr+pedzS/T9N+TUGDMpem/wWUqu8QSERERabQPKrisW7cuAODevXtK8+/duwcdHR3UqlWrVGXJtsn2edvndnd3B6A8sM1PX18fpqamcomorJNruTR7PaEPWy6JiIiINNsHFVzKZlhNTExUmp+UlCS335uWlZaWhuzsbLly3ta5mzZtCi8vL7x8+RI///xzkfvOmjULSUlJUoqMjCxyf6KyIEEuuCwnTejDyXyIiIiINJtGBpfR0dEQQqicPpSxiTVq1EBgYCB0dHQwbNgwxMbGFrn/ggULYGZmJqUqVaq8p5oSvTsJia+DS6sKBtDTy/uY4jIkRCRTr149BAQE4MWLFxBCIDw8XN1Vem98fX0hhICdnZ20zc7ODkII+Pr6qrFmVFB4eHiJX5tvckxJuLi4QAgBFxeXd3YOAAgODlZ5dYb3ge+R90cjg8tt27Zhw4YNKifZpDiyVsPCWgfNzMzk9itKUWUZGRlBV1dXrpzSnrt69eoIDg6GlZUVhgwZgpCQkGLrmJmZieTkZLlEVNblb7msYm0kPU5OZcsllW0GBgaYP38+bty4gZSUFGRkZODp06cIDAxEp06dVC6n4A+sWVlZePbsGfbs2aNQjuyLpBAC27ZtK7TMyZMnS/utXr1aLk8WzAghMG7cuELL2L17t7Sfs7Nzofu5ublJ+zVq1EjFq35NW1sbe/bsQc+ePbFv3z54e3tj2bJlJS5HU4SHhxf7I/r7Wvu6tAGBjY0N5s2bhwsXLiAmJgaZmZmIjY3FuXPn8MMPP6BevXpvsbZlk5eX1wfVMPIuKfshhTSfRq5zOWXKlDc6TtlYyPzq1q2LnJwcPHz4UKWyWrdujbp16yI0NFShnPznK+257ezsEBwcjMqVK2Po0KE4cOBAsfUj+lDlH3NZxcZYesyWSyrrVq1aBTc3N9y6dQt//PEHkpOTYWJiggYNGmDAgAE4ffq0ymXFxMRgxYoVAABDQ0M0bdoUTk5O6N+/Pz777DPs3r1bbv+srCw4OTnB3NwcCQkJCuW5ubkhKysLenp6Cnn5y3B3d8fvv/+ukGdpaYm+ffsWWwaQN69Abm4utLW14eHhgWnTpqlwxa/VrFkTDRs2xJo1azBhwoQSHaupsrOz8f333xean5GRUeTxkZGRaNCggUo/nr8rzs7OWL9+PYyNjXH16lXs2LEDcXFxMDMzQ4sWLTBz5kx4enqiX79+OHjwoNrq+T517dpV3VUgeu80Mrh8UxcuXEBGRga6d++ukGdjY4OPP/4YoaGhePXqVbFlnTx5EiNGjECPHj0UgsuePXtK+5T23HZ2dggJCUHlypXh7OyMffv2qXStRB+qpJTXLZRV8wWXHHNJZV3btm0BAB07dlQI8HR0dEpUVkxMDObOnSu3zcPDA+vWrcOiRYsUgsuDBw+if//+GDlyJFauXCmX17x5czRv3hx79+7FgAEDCj2nrIxGjRrh1q1bcnmjR4+Gvr5+sWXUq1cPHTt2xI4dO9C6dWuMHj0anp6e0izpqqhcuTIAKF3Kq6zKzs5WeD5Levzdu3ffYo1KplevXtiyZQtiY2MxYMAAHD9+XGGfqlWrYvbs2TA3N3//FVQTVRoziD40Gtkt9k0lJyfD398ftWvXxvjx4+XyFixYAB0dHfzxxx9y2w0NDVG/fn1Uq1ZNbvuOHTuQkJCAyZMno2rVqtJ2GxsbTJ06FfHx8di5c2epzi0LLKtUqYJhw4YhICCgNJdP9EHIzRVS66Wp8esWkNR0tlxS2bZ3714AwPHjxzFx4kQ0adJEysvJySl1+T4+PkhJSUHNmjVRsWJFubxz587hzp070mzk+bm7uyMzMxObN28usnw/Pz/k5OQoLcPNzQ3Xrl3D1atXiyzDw8MDALBx40Zs3rwZlpaWRQajBYWHh+PUqVMAAG9vb6nbqGz8mKxbp76+PubOnYt79+4hMzMTXl5eUhnt2rVDYGAgYmNjkZ6ejtu3b8PLywuGhoYK5xNCSD2LtmzZgujoaCQlJSEwMBA1a9YEkBcw//nnn4iNjUVSUhJ27NgBKysrla/pbShqPFm1atWwbt06RERE4NWrV3j69CnWrVsn990GyLtW2TJs+bvkFjdGTUdHBytXroSOjg4GDx6sNLAEgIiICIwfPx47duyQ2+7g4ID169fjzp070hCfS5cuFbouuew5sbS0xPr16/Hy5UukpaXh/PnzSruayl4TOjo6mD17Nh4+fIiMjAzcvXu3xC3fhoaG+Omnn/DkyROkp6fjxo0b+Pzzz2Fvbw8hhNzrDFAcPxkcHAxvb28AQEhIiHSPlY2xNDIywpIlSxAREYGMjAyEhYVh8ODBhV6fMsV1K3VycsLFixeRmpqK58+fY9WqVSUO/jt06ICQkBCkpKQgJiYG27dvV3htydja2sLb2xvnz5/Hy5cvkZGRgfDwcKxcuVLhPRMeHg5XV1cAwKNHj6R7FRwcLFf/rVu34t69e0hNTUVCQgJOnTqFQYMGFVnnRo0aISgoCAkJCUhMTMS+ffvw0UcfKezXokULLF++HDdu3EBCQgLS0tJw/fp1eHp6QldXsX2uTp068PHxwcOHD5Geno7o6Gj89ddfWLx4scK+JiYm8Pb2xs2bN5GWlob4+HgcPHgQHTp0KLLuZcEH1XIJAN988w26dOmClStXolu3bvjnn3/QqVMndOzYEYcOHYKfn5/c/p988glCQkIQEhKCLl26SNsTEhIwadIkbN68GVeuXMH27duRm5sLZ2dn2NjYYNSoUQq/PJf03CEhIahRowbOnz+PJk2ayH3RkCnNL5lEZVVicibKm+rLbWPLJZV1s2bNQpMmTZCQkAA9PT18++23aNGiBbZt24Yff/xRpV41xdHS0io0z9fXFz/99BOaNGmC69evA8hb0mrEiBEIDAxEdHR0kWVHRkbiyJEjGDVqFDw9PaW1mFu3bo2PP/4YU6ZMQYUKFQo9XkdHB2PGjEFUVBQOHTqEu3fvYs6cOfDw8MCuXbtUur5ly5ahWbNmcHV1lf7vBoBr167J7ffnn3+iadOmOHz4MOLi4qQWpEGDBmH79u3IzMyEv78/oqKi0K1bN3h7e6NHjx7o0qULMjMz5cqysLDAmTNn8OLFC/j5+aFevXro168fGjRogP79++P06dO4cuUKfHx80LJlSwwdOhTm5ubo0aOHStf0LtWpUwdnzpyBtbU19u3bh1u3bqFRo0bw8PBA37590aFDBzx48ABAXrDu6uqKGjVqSAEQoHhvC+rSpQtq1aqFU6dO4cyZM8XWqeAPKZ6enqhTpw4uXLiAPXv2wNzcHL169cLatWtRv359TJ8+XaEMc3NznD17FklJSdiyZQsqVaoEZ2dnHD58GC1btlRoWQfy5vNo06YNDh48iJycHHz22WdYtWoVsrKysG7dumLrra2tjcDAQDg6OuLatWvYunUrKlSogCVLlqg0TwYAbNiwAUBeQL1hwwY8evQIABS+T+rp6eHIkSOoUKEC/vzzTxgZGWHYsGHYsWMHevXqpXRN9ZIaMmQIunfvjp07d+LYsWOwt7fHhAkT0K5dO7Rr167YrtgA4OjoiIMHDyI3Nxf+/v549uwZunbtirNnzyI+Pl5h/86dO+Prr7/G8ePHERoaiqysLDRv3hwTJ05Ez5490aJFC2l1hWXLlsHV1RXNmjXDsmXLpHsku2dAXuNNZmYmzpw5g+fPn8PKygr9+/fH7t27MXnyZGnoQH61atXC2bNncfHiRaxatQp169bFwIED0bFjR7Rv3x537tyR9h07diz69euHU6dOISgoCEZGRnBwcMDChQvRunVrDBkyRNrX1tYWFy9ehLGxMQ4cOAB/f3+YmJigbt26mDx5stzr2MLCAqdOnULjxo1x6tQpHD58GOXLl8eAAQMQHByMoUOHSj9GllXiQ0s2NjZi3bp14vnz5yIjI0P8888/Ys6cOUJfX19hX3t7eyGEEMHBwUrL6tmzpwgJCRFJSUkiKSlJhISEiB49eryVc6uiJNdtamoqhBDC1NRU7c8BE1NpUuif/UX6LVe5NP3zj9VeL6Y3T3Z2dmLjxo3Czs5O7XVRV1qxYoU4ePCg3Lb69euLx48fi0uXLgkDAwOVyhFCiNu3byts9/DwEEII8fDhQ2mbi4uLEEIIT09PYW1tLTIzM8WyZcuk/GHDhgkhhOjTp4/0/+Hq1avlyvX19RVCCNGmTRsxZMgQIYQQTk5OUv6aNWtERkaGqFChgvDy8hJCCOHs7KxQvwEDBgghhNz5z549K7Kzs0XVqlVVvo+yenp5eSnkBQcHCyGEuHLlirCwsJDLMzExEXFxcSI9PV18/LH858nmzZuFEEJ89913CvdaCCGWLFkit33VqlVCCCHi4uLElClT5PICAwOFEEI0a9ZMpesJDw8XWVlZwsvLS2kaN26c0ucj/3vJzs5OCCGEr6+v3L7Hjh0TQggxduxYue1jx44VQghx9OhRpfevJK/rOXPmCCGE8Pb2fqP3RY0aNRS26ejoiMOHD4usrCxRrVo1pc/JihUrhJaWlrTd3d1d6etXdk3nz5+X+35Ur149kZmZqfS9pCzJyg8ICJA7b/369UVaWprS12R4eLgIDw+X2yZ7j9jb2xf6ehBCiD179gg9PT1pu6OjoxBCKHyGFPWcKXutyD4ThBDC0dFRbv/169cLIYSYPXt2sfdDS0tL3L9/X+Tk5IgOHToofT8VrJeVlZUwNjZWKGv06NFCCCG+/fbbYuufP9WsWVNhm7GxsQgLCxPx8fHC0NBQ4T0ihBDz5s1Tev5jx47Jba9evbrQ1tZWOMe6deuEEEK0b99e2jZp0iQhhBCTJ09W2L9ixYpK74+rq6vc9kqVKonHjx+Lly9finLlyhX7HKjy/6o6YoMPruUSyBuH8fnnn6u078mTJ4v8pffw4cM4fPjwOzl3Uecl+i9LTMpU2MbZYj9sZ/z7wsZSsVuiJnkRk46OzoFvdGyfPn3w5ZdfyvWQAYC7d+9i1qxZ2LJlC8aPH6/yrKeWlpZSFzwDAwM0a9YMvXr1Qk5OjtKWHgB4+fIlDh06hJEjR2LGjBnSBD3Pnj3DwYMHVZqxdu/evYiJiYG7uzsCAgJgYGAAZ2dn7N27F3FxcUUeK+sSu2nTJmnbxo0b0b59e7i5uWH+/PkqXbsqvLy8FFpOnJycYGFhgVWrVuHGjRtyed988w0+++wzuLq64ocffpDLS05Oxpw5c+S2bd26FRMmTEBsbCx+++03ubzt27ejT58+aNq0abGtfjK6urpyrYX5Xbt2TekkSsWpWrUqunbtKk0gld8ff/yBqVOnolu3bqhatSoiIiJKXL6MjY0NAODZs2cKeTVr1sSYMWPktt2/fx9btmyR/s7fEiWTk5ODNWvWSK3JGzdulMtPSUmBp6enXHdQPz8/rFmzBq1bt1Zaz1mzZsnNqv/PP//g7NmzcHBwgImJCVJSUoq8zlGjRgEA5syZI3feu3fvws/PT2FIVGn93//9n9xY5BMnTuDRo0eFXl9JHTlyBCdOnJDbNnv2bIwaNQouLi5FTjAF5I0dr127Nvbt24ezZ8/K5X377bdwdnZW6DpaWO+ITZs2Yfny5ejWrRt+/PFHla9BWXfi1NRUbNiwAUuXLkXr1q2lbvQycXFxWLhwocL5Z8yYga5du8q9H548eaL0vCtXroSHhwe6deuGc+fOyeWlp6cr7J9/acGKFSvC2dkZx44dk1qyZaKiorBo0SLpXpTVCT4/yOCSiMq2/MuRyLBb7IfNxtJQbnbgD80XX3wBQHkXQ9kYtT59+pQouJQFI9nZ2YiJicGePXuwdOnSIrsm+vj4oF+/fhgwYABCQ0Ph6OiIRYsWITc3V6XzZmVlYcuWLfjyyy9hY2ODbt26wdzcHD4+PkUeZ2Njg969e+P27dv466+/pO3+/v5YtmzZWw8uL168qLCtefPmAKC0C2NERAQePHiABg0aKAQa9+7dQ1pamtz+z58/BwCpe7GyvJKsPZ2RkaF0zGdpyK43/+SD+Z06dQoNGzZE06ZNSxVcFvVDea1atRSC5kOHDskFlyYmJpg+fTqcnJxQu3ZtmJiYyO0vm8ApP9kYu/xycnLw8uXLQscMXrlyRWGb7LrNzc2LDS6bNm2KlJQUhR8mgLwxzW8zuIyPj1cadEdERKBdu3Zv5RzKZqd+/vw5Hjx4gI8++qjYgLtp06aFlvPkyRM8ffpUGpec38CBAzFu3Di0aNECFhYWcgGosue6KFZWVvjmm2/Qu3dv2NnZwcjISC5fWXlXr15VeD8DwJkzZ/Dxxx/LvR/09PQwadIkDBs2TPps0NZ+PV1N/vIDAwOxcOFCrFy5Et27d8ehQ4dw5swZuZUlgLxhBLq6ujAwMFAYowu8XnWiQYMGDC6JiN6WRCXBJZci+bC9iFH8tVfTlKaO9evXR05OjtKlIqKiopCbm6swsVxR7ty5o3QCiuIEBgYiKioK7u7uaNiwIXR0dEq8qLiPjw+++uorjBkzBr169UJERASOHDlS5DEuLi7Q1dWVa7UE8saa7d+/H0OHDoWjo6NCS8qbevnypcI22XrTyvKAvJ5HDRo0gJmZmdyXatkYsPxk402LyituSZZ3TZXrBQpfn1tVsvKVBdPHjx+Xgk87OzuFgElPTw8hISFo2bIlrly5gk2bNiE2NhbZ2dmoUaMGXF1dUa5cOYVyC1tyJTs7u9CZl4t6rlSZrdnMzAxPnz5VmlfYPX5Tb3J9JRUVFaV0+8uXL/HRRx8pvA8Kkr1uiiqnYHA5bdo0LFmyBFFRUThy5AgiIiKklr6pU6cqfa4LY2FhgUuXLsHOzg5nzpzBsWPHkJCQgJycHDRr1gxOTk5KyyuqvvmvCwB27dqF/v374+7du9IY7aysLJibmyvU99GjR2jXrh28vLzQu3dvfPbZZwDyPqvnzJkjjSuXjUvv2LEjOnbsWOj1GRuX3R9bGVwSkcZR1i2WLZcftjftblpWvHr1Cjo6OrCxsZFatmSsra2hra2tMJHMu5CdnY3Nmzfjq6++QrNmzXD27Fn8888/JSrj+vXruHLlCqZMmQJbW1ssWLCg0NkqZWQzzP7444+Fdnvz8PB4a8GlMrLgwtraWmm+bLuyIKQsel/XK+sW2KVLF6UtMUUZMGAAWrZsiT/++ENq3ZdxdnaWZgvVBElJSYXOAlzYPX4fZL0OdHR0FCZLKuqHg0qVKindrurrQhYAF1eOjI6ODubMmYPIyEg0a9YMMTExcvkzZ84s8nwFeXh4wM7ODt99953CZ4qnpyecnJyUHldcfWXX1apVK/Tv3x+HDh1Cnz595Hp3tGnTBlOnTlUo48aNGxgyZAh0dXXRsmVL9O7dG1OmTIG/vz86deqEc+fOSfd18eLFmDFjRomuuaz4oJYiIaIPg7JusWy5pLLs5s2bAPJmVyxIttC6shku34X169dDR0cHtra2xXZnLYyPjw+qVKkCbW3tYls+O3XqhHr16uH+/ftYt26d0hQbG4uBAwe+0zUQZcukyJbbyK9y5cqoXbs2Hjx4UGz3yLJC1gW7c+fOSvNlY2zzd9WWBSf5u/4VRzYWsFOnTiqN282vdu3aAKB0je+SlvWuhYWFwcTEBB9//LFCXvv27VUuR3aP31YLpGxsccGWYy0tLanrqjLK7q+trS1q166N+/fvF/s+CAsLK7Sc6tWrK/TEsLS0hLm5OS5cuKAQWLZq1UqhSytQ9L1609dO8+bNlZ5LtgSI7Lpk5R84cEBh2EBxr83s7GyEhobC29sbU6ZMgba2Nvr27QsAuHTpEnJzc99a92ZNxOCSiDSOsm6xnNCHyjJZd9DZs2dL3RWBvLFe//vf/wBAYdKSd+Xvv/9G79694eTkhG3btr1RGX5+fnByckKPHj2kpSwKI5vI5/vvv8fYsWOVJj8/PxgaGmLkyJFvVB9V7N27FwkJCXBzc0PDhg3l8hYsWAB9fX2FCTbKsqdPn+LEiRNo3Lixwtqk7u7uaNy4MY4fPy433lI2KVNh6xQqk5OTg0mTJiE3Nxe7du2SfiwpSNkPB48fPwYAhe6BnTt3LnSdS3WRjROdP3++3DjT+vXrS+usquJN7nFRLl++DAAKrbzTpk1DrVq1Cj2uR48eCj92ff/999DX11dYOk+ZM2fO4OHDh9KSNvn9+OOPCpP5REVFIS0tDS1atJAbX2xubo7ly5crPUdR96qw187w4cPRp0+fQutdoUIFfPPNN3LbRo8ejSZNmsi9Hworv2HDhpg1a5ZCua1atVLasi1rEZV1/3358iV27NiBDh06FDr52ieffPLWx2C/T+wWS0QaJ4HdYukDc+jQIaxduxZffPEFbt68iV27dkFLSwtDhgxB1apVsXbtWhw8ePC91qc0UlJSVFqHzdTUFEOGDEFycjJ27txZ6H6+vr6YNm0aPDw8sHLlylLVrTDJyckYO3Ystm3bhtDQUPj7+yM6Ohpdu3ZF69atERoaikWLFr2TcxdHV1e3yC6lGzZskL7slsSECRNw5swZ/PHHH+jXrx/+/vtvNGzYEP3790dUVBQmTJggt/+JEycwdOhQ7Ny5E0FBQcjIyMCNGzcQFBRU5HkOHDiAMWPGYO3atTh27BiuXr2K8+fPIy4uDhYWFqhduza6du2KnJwcudk19+/fj/DwcHh6eqJx48a4efMm6tevj759+yIgIEBuHUF18/X1xejRozFgwAD89ddfOHz4MCpUqIBhw4bh6NGj6N+/v0oTYwUHByM3Nxc//PADGjRogMTERCQmJmLNmjVvXK+ZM2di7ty5aNasGR48eIBWrVqhcePGCAkJUdpSD+SNvw4KCsLOnTvx9OlT2Nvbo3379rh27RoWL15c7HmFEPjiiy8QFBSEY8eOSetcOjo6wtbWFmFhYXItp0IIrFq1CtOnT0dYWBj2798PMzMz9O7dG48fP0ZkZKTCOU6cOIEZM2bg999/x86dO5GamoonT55g27Zt2LRpEzw9PbF8+XJ06dIFjx8/RpMmTdCtWzfs3r0bgwcPVlrvU6dOYcqUKWjbti0uXbqEevXqYeDAgdL69jIXL15EaGgonJ2dYWtriwsXLqB69ero378/Dhw4gKFDh8qVO3LkSEycOBEhISG4f/8+kpKS0LBhQ3z66aeIjo6W6yUyceJE1K9fH4sWLcLo0aNx/vx5JCYmolq1amjZsiXq1asHGxsbpTPPlhXvbd0TpnebuM4l04eS+netrrDOpVUF1dYAZNLMxHUu85KHh4e4ePGiSE1NFampqeLixYvi888/L1EZQihf51JZyr/OZXH7qrLOZXFlFFzn8osvvhBCCPHHH38Ue+ylS5eEEEI0b95cpXoWtc5lUcd37NhRHDhwQMTFxYmMjAxx584dMXfuXGFkZKT0XitbB7uwdSWLq5+yJFvXsCj510QsyTqXQN5afevXrxeRkZEiMzNTREZGivXr14vq1asr7KujoyMWLlwoHj16JDIzMwsts7BUuXJl8f3334tLly6JuLg4kZmZKWJjY8X58+fFggULRL169RSOqVGjhti5c6d4+fKlSElJEaGhoeKzzz4r9D4W9pzI7mXBdSVLug5kUcnIyEgsWrRIREREiPT0dHHz5k3x+eefi0GDBgkhhPjqq6+KrQ8AMWbMGBEWFibS09OFEEJun8KOKepamjVrJo4ePSpSUlJEQkKC2LNnj6hdu3aR61y6uLgIJycncenSJZGWliZevHghVq9erbA+bHGpY8eOIiQkRKSmpoqYmBjh7+8vqlWrprSuurq6YtasWeLu3bsiPT1dPHr0SCxevFgYGxsXet3Tp08Xd+/eFa9evVJ47ps0aSIOHTokYmNjRWJioggODhaOjo5y16jsPdK4cWMRFBQkEhMTRVJSkti/f79o2LChwrktLS3FunXrREREhEhLSxNhYWFiwoQJokaNGgrvjU8++USsXr1aXL9+XcTFxYnU1FRx9+5dsWzZMqXr+BoYGIjp06eLS5cuieTkZJGamioePHgg/vzzTzFq1Ciho6NT7L3X1HUu8R5PxPSOE4NLpg8ldf7ERiG4NDQo/oOWSXMTg0smJqYPNc2fP18IIUSvXr3UXhem/07S1OCSYy6JSOMUnC02N1cgPSOnkL2JiIjePRsbG4VtH330EaZMmYL4+PhC1xQl+i/hmEsi0jgFZ4vleEsiIlK31atXo0aNGrh48SLi4+NRu3Zt9OvXD3p6evDw8CjTY+SI3hYGl0SkcQrOFpvCmWKJiEjNdu7cifHjx2PQoEEoX748UlJScPLkSSxZsgRHjhxRd/WINAKDSyLSOInJmcjNFdDWzpvuPYVrXBIRkZpt3boVW7duVXc1iDQax1wSkcYRAlJgCShf95KIiIiINAuDSyLSSHcfJkqPN/x5T401ISIiIiJVMLgkIo00f8VVhN2Jw4yFF+Gz8x91V4feEm1t/rdDRERUWrL/T/OWE9UcHHNJRBpp9+FH2H34kbqrQW9JUlISAMDS0hLh4eFqrg0REVHZZmVlBQBITk5Wc03k8SdkIiJ65+Lj4/H06VN07twZWlpaxR9ARERESmlpaaFTp0548uQJ4uPj1V0dOWy5JCKi92Lfvn2YOHEipk2bhtOnTyM6Ohq5ubnqrhYREVGZoK2tDSsrK3Tq1AlNmjTBqlWr1F0lBQwuiYjovQgNDQUA9OvXD5MmTVJzbYiIiMqmJ0+eYNWqVdL/q5pEC4BmjQKlN2ZqaoqkpCSYmZlpXP9rIqL8LCwsYGpqyi6yREREKhJCIDk5WeWusOqIDdhySURE7118fLzGjRMhIiKi0uGEPkRERERERFRqDC6JiIiIiIio1BhcEhERERERUakxuCQiIiIiIqJSY3BJREREREREpcbgkoiIiIiIiEqNS5F8gExNTdVdBSIiIiIiUiN1xAQMLj8gFSpUAABERkaquSZERERERKQJKlSogOTk5PdyLgaXH5C4uDgAQJUqVd7bC4jeDlNTU0RGRvK5K4P43JVNfN7KLj53ZRefu7KLz13ZJHveZDHC+8Dg8gOUnJzMN34Zxeeu7OJzVzbxeSu7+NyVXXzuyi4+d1QcTuhDREREREREpcbgkoiIiIiIiEqNweUH5NWrV/D29sarV6/UXRUqIT53ZRefu7KJz1vZxeeu7OJzV3bxuSub1PG8aQEQ7+1sRERERERE9EFiyyURERERERGVGoNLIiIiIiIiKjUGl0RERERERFRqDC6JiIiIiIio1BhcEhERERERUakxuCQiIiIiIqJSY3BJREREREREpcbgkoiIiIiIiEqNwSURERERERGVGoNLIiIiIiIiKjUGl0RERERERFRqDC6JiIiIiIio1BhcEhERERERUakxuCQiIiIiIqJSY3BJREREREREpcbgkoiIiIiIiEqNwSURERERERGVGoNLIiIiIiIiKjUGl0RERERERFRqDC6JiIiIiIio1BhcEhERERERUakxuCQiIiIiIqJSY3BJREREREREpcbgkoiIiIiIiEqNwSURERERERGVGoNLIiIiIiIiKjUGl0RERERERFRqDC6JiIiIiIio1BhcEhERERERUakxuCQiIiIiIqJSY3BJREREREREpcbgkoiIiIiIiEqNwSURERERERGVGoNLIiIiIiIiKjUGl0RERERERFRqDC6JiIiIiIio1BhcEhERERERUakxuCQiIiIiIqJSY3BJREREREREpcbgkoiIiIiIiEqNwSURERERERGVGoNLIiIiIiIiKjUGl0RERERERFRquuquAL1dlStXRnJysrqrQUREREREamZqaopnz569t/MxuPyAVK5cGZGRkequBhERERERaYgqVaq8twCTweUHRNZiWaVKFbZeEhERERH9h5mamiIyMvK9xgUMLj9AycnJDC6JiIiIiOi94oQ+REREREREVGoMLomIiIiIiKjUGFwSERERERFRqTG4JCIiIiIiolJjcElERERERESlxuCSiIiIiIiISo1LkRAR0XtlbGyMihUrQktLS91VISIiKlOSkpIQHx+v7moUisElERG9F1paWnBzc0PHjh2hq8v/foiIiN7E06dPsW/fPoSGhqq7Kgr4vzsREb0XnTt3hoODA3bu3ImbN28iNzdX3VUiIiIqM7S1tWFpaYnOnTtj4sSJAKBxASaDSyIieue0tLTw2Wef4dy5c9i/f7+6q0NERFQmhYeH4/Lly5g2bRr69eunccElJ/QhIqJ3zszMDKamphr3nyAREVFZI4TA6dOnUb16dVhYWKi7OnIYXBJRmbWuYyOkjOmK0XUqq7sqVIzy5csDABITE9VcEyIiorIvOjoaAGBqaqrmmshjcElEZVJHa3N41K8KYz1dfPlRNXVXh4ohmxk2JydHzTUhIiIq+2TzFmjazOsMLomoTPq2aS3pcWWjcmqsCREREREBDC6JqAxqVtEUvatZSX/bGJWDZv1uR0RERPTfw+CSiMqcb5rUlPtbT1sbFQ301FQbItW5uLjg6tWrSEtLQ2pqKi5dugQPDw91V6tMmjp1Kv7++2+kpaVBCAEXFxd1V4k0gL29PYQQ8PLyUndV/lOCg4MhhFBpXxcXF5Xfs3Z2dhBCwNfXt7RVLBVNqUdZwOCSiMqUumZGGFrTRmG7rSG7xpJmGzt2LDZs2IBq1aph48aN+P3331GhQgWsW7cOkyZNUrkcLy8vCCHkUkpKCsLCwuDl5QUjIyO5/cPDw6X96tevr7RMHR0dPH/+XNrP2tpaypN9qRJCICIiAtrayr86NG7cWNrv9u3bRV7Dw4cPIYTAzp07Vb7u/IYPH45ffvkFaWlp+OWXX+Dt7Y1r1669UVlE+ZUkSMovPDwc4eHhaq0DkSbgOpdEVKbMbFIT2v8OXo9Oz4SVoT4AwNaoHG7Ep6izakRF8vT0RGZmJtq2bYv79+8DAObPn4/w8HBMnjwZK1asKFF5u3btws2bNwEAtra26N+/P7y9vdG3b1+0b98eWVlZ0r6yiZTc3d3h6empUFbfvn1hY2ODrKws6Okp7wWQlZWFKlWqoGfPnjh48KBCvoeHR5HHy3Tt2hU1a9ZEbm4u+vfvD0tLS8TExKh83QDw6aefAgD69OmDly9fluhY+rBdvHgRDRo0KPFriojeDrZcElGZUcWoHMb8u+xIwqssLL35SMqz5aQ+pMHKly+P2rVr49SpU1JgCQDx8fG4e/cuatSoUeIyd+3ahblz52Lu3LkYP3486tWrh9u3b6NVq1YYPny43L5ZWVk4fvw4Ro8eDR0dHYWy3N3dER0djUuXLhV6vnPnziEhIQHu7u4KeXp6ehg5ciSCgoKKrbesG/CSJUugr6+P0aNHF3tMQZUr530OMLCkgtLT03H37l3ExsaquypE/0kMLomozHCpWwX6OnkfWytvP8HdxFQpj91iSZPJ1vl89uyZQp6dnd1bWf8zJSUFGzZsAAC0bt1aId/X1xe2trZSq5+MtbU1evfujS1btiAzM7PQ8tPT0+Hv749+/fqhYsWKcnn9+/eHlZVVseORzM3NMXDgQFy+fBnz5s1DampqicacysZqOTo6AoDUDVfWHTH/eLu2bdvi0KFDiI+Pl+tiaGhoCC8vL9y+fRvp6emIjY1FYGAg2rVrp3A+WRdke3t7uLq64vr160hLS8PDhw8xefJkab8pU6ZI5d29exejRo1S+Zryn+Pzzz/HzZs3kZ6ejsePH+PHH39EuXLyn235x341aNAA+/fvR3x8POLi4rB161bpufnkk09w5MgRJCYmIi4uDmvXrlXoMp3/frVr1w4nTpxAUlISoqKisHLlShgYGAAAevbsiTNnziAlJQUvXrzAwoULFbpHm5mZYebMmQgJCUFkZCRevXqFyMhI+Pn5oVatWnhTvr6+EELAzs4OEyZMwN9//4309HQ8evQI//vf/xSWYShszGWdOnXg4+ODhw8fIj09HdHR0fjrr7+wePFiaR8hBBwcHKTHslTU61r2fNSoUQM1atSQO05Wh8OHD0MIgUGDBskdq6WlhePHj0MIgQEDBrxxHWScnJywdetW3Lt3D6mpqUhISMCpU6cUzpu/3r6+vqhZsyZ27tyJuLg4pKSk4OjRo2jSpInSc3To0AEhISFISUlBTEwMtm/fjqpVqxZbN1VUrVoVf//9N1JTU9GnT58i99XX18euXbsghMC8efPk8qysrLBo0SLcuXNHeo+fP38e06ZNk9vPzc0NAQEBCA8Pl/Y7dOiQdP9VZWJigjlz5iAsLAwpKSlISEjAlStXMG/ePOjq/vc6iTK4JKIyo4rx6y9Zex5H4Xn6K+lvtlySJpN9AZatSybz9ddfw9raGidPnnznddizZw/i4uLg5uYmt33MmDHQ09ODj49PsWX4+PigXLlyGDlypNx2d3d3vHz5EoGBgUUeP2rUKBgYGGDjxo1ISUlBQEAAGjVqhDZt2qh0DdeuXYO3tzcePXoEAPD29oa3tzeWLVsmt1/79u2le7p27Vps374dQN4X0uPHj8Pb2xupqalYtmwZAgIC4ODggJMnT2LgwIFKzzt16lT88ssvuHLlCtauXQs9PT389ttv8PDwwG+//YZZs2bhzJkz8PHxgaWlJTZt2oQOHTqodE0yX3/9NZYuXYrz58/j119/RWJiImbNmoWAgACl+9esWRPnzp1DuXLlsG7dOoSFhWH48OEICAhA+/btERwcjLS0NKxduxYPHjzA2LFjFe6TTJs2bXD8+HEkJibi999/x5MnTzBx4kT88ccfGDJkCP788088ffoUv//+OxISEuDp6YlvvvlGroyPPvoI8+bNQ3p6Ovbs2YNly5bh8uXLGDFiBC5evIjq1auX6H4UtGjRIsydOxcXLlzA77//DgCYO3cu5s+fX+yxtra2uHjxIkaOHIlr165h2bJl2L59O6Kjo+V+JFD22vL29i70OQCAhIQEeHt7IyEhQXosSyEhIQDy3mNRUVH4448/5AKxmTNnwtHREWvWrMHevXvfuA4yCxYsQKNGjXDmzBn8+uuv2LlzJ+rXr4/du3cXOq67Ro0aCA0NhZWVFXx8fHD06FF069YNwcHBqFSpkty+jo6OOHHiBNq0aYNdu3Zh7dq1qFmzJs6ePQsLC4ti61eUjz76COfOnYO1tTW6d++OAwcOFLqvqakpDh06hIEDB2Ly5Mn43//+J+XVqVMHV65cwfTp0xEVFYVff/0VW7duRUZGBr777ju5clauXAlra2scO3YMv/zyi/Qj07Fjx9C/f3+V6l2xYkVcuHAB8+bNQ05ODtasWQMfHx+8ePECnp6eMDY2frMbUsYJpg8jmZqaCiGEMDU1VXtdmJjeRfLt1FgIj55CePQU9csbixomhtLf27o0UXv9mApPdnZ2YuPGjcLOzk7tdVHX9QshhK+vr7CwsBDLly8XoaGhQgghXrx4IerWratyWV5eXkIIIZydneW2m5iYiL///lsIIcSYMWOk7eHh4SI9PV0AECtWrBCvXr0SVlZWUv7t27fFpUuXBAARHBwshBDC2tpaoe4HDx4UAMSNGzfEtWvXpPzKlSuLrKwssWjRIgFACCHE7du3ldb9ypUrIjMzUzp/9+7dhRBCrF27tkT3U1bPgtvt7e2FjJubm0L+7NmzhRBCbNq0SW77xx9/LNLT00VsbKwwMTFRuNcxMTGiZs2a0vaqVauKjIwMER8fL+7cuSMsLS2lvNatWwshhAgICCjR85mWliYaNmwobdfR0RGHDx8WQggxatQohedDCCGmTJkiV1ZgYKAQQoi4uDjRv39/abuurq64du2aePXqlahUqZLS+6Vs/5ycHBEVFSVatWol9zp78eKFiI6OFjo6OtJ2MzMzYWFhoXB9Dg4OIjs7u8TPsSz5+voKIYR48OCBsLGxkbZXrFhRxMXFicTERKGnp6dwTV5eXtK2SZMmCSGEmDx5skL5FStWVOm1VVwKDw8X4eHhheb36dNHCCHEyZMnhZaWlmjZsqV49eqVuHXrljAwMHgrdcj/GpUlY2NjERYWJuLj44WhoaHS19HMmTPljpk3b54QQghPT09pm5aWlrh//77IyckRHTp0kNt/8+bNUlmq1NPFxUUIIYSLi4sAINq2bStiYmJERESEaNSokdy++T87AYhKlSqJK1euiIyMDIXPQADiwoULQgghPv/8c4W8KlWqyP1do0YNhX1sbGxERESEuHv3bpH1kCV/f38hhBDff/+9QlmVKlWSe4+87aTK/6vqiA3+e221RFRmGem+HiuWlp2D9H8nKQEAIyXjyKhsqL+pPvQqavZSMlmxWbg7+u5bKatChQpyrQjPnj1DnTp1cO/evRKVM2TIEDRo0AAAYGNjgwEDBsDW1haXLl3Ctm3blB7j4+ODL7/8EqNHj8bSpUvRvn17NGjQABMnTlT5vL6+vliyZAlatGiBK1euwNXVFbq6usW2fLZo0QLNmzdHYGAgoqOjAQDHjh1DZGQknJ2dMXXqVKSlpalcj6JcuXJFaTdCV1dXZGZmKrS63bhxAxs2bMD48eMxYMAAbNmyRS7/t99+k5sJNCIiAmfOnEHXrl0xZcoUucljLl26hAcPHqBp06YlqvOmTZvw999/S3/n5OTg22+/RY8ePeDi4oLNmzfL7f/gwQMsX75cbtv27dvRp08fXL16Ffv27ZO2Z2dnY9euXZg/fz4++ugjREVFyR0XHBysdP+mTZti//79uHz5spSXkpKCwMBAeHh4oGrVqnj8+DEAICkpSel1hYSE4NatW+jWrVuJ7kdB8+fPx4sXL6S/Y2NjsXfvXri6uqJ+/frS5FZFSU9PV9j2vsZmHjhwAMuXL8fkyZPx448/YtCgQRBCYMSIEcjIyHgr51A2W21qaio2bNiApUuXonXr1jh16pRc/sOHD7Fo0SK5bevXr8ecOXPkutd37NgRtWvXxr59+3D27Fm5/b/99ls4Ozu/URfQ3r17Y+fOnYiIiECPHj3w5MmTQvetVasWjhw5gkqVKqFv3744duyYXH6rVq3Qpk0bnDx5EuvWrVM4PjIyUu5vWQtxfi9evMDu3bsxZcoUVK9evcj6VKpUCUOGDMH9+/fh7e2tkF/wffZfwW6xRFRmGOm+/shKy85BWvbrLobGegwuyyq9inrQt9bX6PQ2g98HDx6gXLlyqFmzJtzc3GBqaoqgoKASr3c5ZMgQqcvc6NGjERUVBS8vLzg4OMjNFJvflStXEBYWJnWNdXd3R3p6OrZu3aryeTdt2oTMzExpYh9XV1dcuHCh2OVHZNe3adMmaZsQAlu2bIGZmRmGDh2qch2Kc/HiRYVtpqamqF27Nu7fv6/wJROA1IWxWbNmCnlXr15V2Pb8+XMAULoEyvPnz1GlSpUS1fn06dMK2/766y+kpaUprVNYWJjCchXF1QmA0nq9yfUpK8ve3h579uzBs2fPkJmZKY0XbNKkiTQJ05u6cuWKwraIiAgAeWN5ixIYGIjU1FSsXLkS/v7+cHNzQ926dUtVnzcxY8YMXL9+Hd988w3q1auHb775BmFhYW+tfCsrKyxZskQatyi7/0uXLgUApc+BsteRsvsq+7FE2ev0yZMnePr0aYnrO3ToUOzduxe3bt1Chw4digzkGjRogLNnz8LMzAyOjo4KgSWQN84YAI4cOaLS+WvWrIm1a9fi/v37SE9Pl+7XlClTACi/X/m1atUK2traCA4ORnZ2tkrn/C9gyyURlRkFWy4zcnKV5lHZkhWrPBDSJG+7jpmZmXj06BE2bNiAgwcP4v79+/j++++xfv16lcsYNmwY/P39S3xuX19fLFu2DF26dMFnn32GgICAEk0oFB0djaCgIAwfPhz79u1D3bp15SZFUaZcuXIYPnw4EhMT5VrIAMDPzw8zZ86Eh4cH/Pz8Snw9yiibRdbMzKzQPABSq5hs8qX8lLXKyb5MFpZX3JIsBRXWyhEVFaU0IHyTOgFQWq+3UdaQIUPg7++PlJQUHD58GI8ePUJaWhqEEHB1dX2jGZHzU/YaldVD2QzI+T169Ajt2rWDl5cXevfujc8++wwAcOfOHcyZMwe7du0qVd1U9erVKxw8eBBNmjRBamqqSuOcVWVhYYFLly7Bzs4OZ86cwbFjx5CQkICcnBw0a9YMTk5OCpNDAcrvq2zpovz3Vfa+KOx1+vLlS9SsWbNEdW7Xrh309PRw+vTpYluQ69WrhwoVKuD06dO4deuW0n1kwbCyH48Kql27Ni5evAgzMzMEBwdj//79SEpKQm5uLhwcHODg4KD0fr3p+f5LGFwSUZmRP4BM/zewTMvOgZGuDowZXJZZb6u7aVn18uVL3Lx5E23btkX58uXfysyxRdm8eTN++uknbNy4Eaampm/0BdfHxwdOTk5Yv3490tLSCu2GKzN48GBpwg9lXRMBoFOnTqhXrx7++eefEtenoIItMcDrIMna2lrpMbLthXXvfNcKTp6Sf/u7fk28Dd7e3sjIyEDLli3lltsB8n4IUbcbN25gyJAh0NXVRcuWLdG7d29MmTIF/v7+6NSpE86dO/fO69C2bVtMmzYNMTExsLS0xMqVK99oKR5lPDw8YGdnh++++w4//vijXJ6npyecnJxKVb7sNVjY67Sw91VRvv32WwwYMABff/01srOzFbqr57dv3z6Eh4dj7ty5CAwMRN++fRU+SxISEgAob50v6P/+7/9QoUIFjBw5UqHnho2NjUozxpbkfP8l7BZLRGWGLLhMzXrd/SQ1K0cuj0iTFVw2QcbGxgbZ2dlvbcxhUWJjY7F//35pvNzx48dLXEZQUBCeP3+OqlWrYvfu3UhOTi5yf1mX2B07dmDdunUK6ejRowCgdA3NtyU5ORkPHjxAnTp1lHZ3s7e3B6C8G+j70KlTJ4VtLVu2hJGRkdrqVBK1a9fG7du3FQJLW1tb1K5dW021UpSdnY3Q0FB4e3tjypQp0NbWRt++faV8WatdwaVWipOTk1NkC6qpqSm2bNmCrKwsdO7cGQEBARg1apTCzMtvWgfZPS7YMwBQ/toqKVn3XWVlVa9eHdWqVStxmRkZGXByckJQUBA8PT3x008/Fbn/vHnzMGfOHDg6OuLAgQMwNDSUy5d1h+/Ro0ex5y7sfmlpaak80/Ply5eRk5ODLl26/CeXHCkMg0siKjNkAWT+sZZp//4nzJZLKgsGDRqksOxG3759peUAChsr+bbNmDEDTk5OGDhwoNJWvuLk5OSgf//+cHJyUpjev6CaNWvCwcEBDx8+hLOzM8aOHauQhg8fjlevXsHFxaXYLo6l4efnB319fSxYsEBue6NGjeDm5oaEhASVlnx4F0aPHo2GDRtKf+vo6EgtUG+ru/C79PjxY9SpU0euZatcuXJYvXp1ibsIv22tWrWClZWVwnZZa1v+FrC4uDgAKHTtxmrVqqF+/foKgU1cXBwsLS0L7Uq5evVq1KpVC9OmTcPt27fh4eGByMhIrFq1SqE7aXF1UEY2sVLHjh3ltg8fPrzYNSNVcebMGTx8+BB9+/ZVCL5+/PHHNw6uMjMzMXDgQAQGBmLmzJn4+eefi9z/+++/x+zZs9GlSxcEBQXJrd16+fJlhIaGSmvGFpT/R6XC7penpyc+/vhjleoeFRWF3bt3o06dOgrrqgJ5Y2Df5eeZpmKYTURlhiyATMs3S+zrlkv+Vkaaz9TUFKdOncL+/ftx79491KpVC4MGDUJWVhZmz5793urx6NEjpTMllsTly5flZhEtjLu7O7S1tbFhw4ZC94mNjUVgYCAGDx6MPn36KG19eRt+/vln9OnTB2PGjMFHH32E48ePw8rKCs7OztDT08OYMWOQkpLyTs5dnGPHjuHChQvYvn074uLi8Omnn+Ljjz/GoUOHFGaK1UTLly/HihUrcPXqVezatQu6urro3r07tLS0cO3aNaWTEr0vI0eOxMSJExESEoL79+8jKSkJDRs2xKefforo6Gi5ruEnTpzA0KFDsXPnTgQFBSEjIwM3btxAUFAQAGDjxo3SmLz869OeOHECrVu3xv79+3H69GlkZmbizJkzOHv2rNRCuXfvXmmNzri4OLi4uODIkSPYsmULOnXqJLVYFlcHZTZt2gRPT08sX74cXbp0wePHj9GkSRN069YNu3fvxuDBg0t1D4UQ+OKLLxAUFIRjx47B398fz549g6OjI2xtbREWFlbiGZJlMjMzMWjQIOzevRszZsyAtrY2pk+fXuj+P/zwA3Jzc/Hjjz8iKCgIn376qdTrY9SoUQgJCcEff/yB0aNH4/z58zAwMECjRo3QvHlzWFpaAgDWrFkDNzc3/Pnnn/D390dsbCzatm2LFi1aSN1uVTFx4kQ0btwYs2fPxqeffooTJ05AS0sL9erVQ48ePWBtbV0murW/Tfw2RkRlhiyATMt+HVzKHrPlksqCo0ePIiAgAPb29pg+fTocHR1x8OBBdO7cWZqt9EOipaUFFxcX5OTkFBlcApCWDinprLkl8erVKzg6OmLevHkwMzPD//3f/2HQoEE4deoUHBwc3tvELsosWbIEX3/9Ndq3b4+vvvoK5ubmWLBgAQYOHKi2OpXEypUrMW7cOMTFxWHs2LEYOHAgTp48ifbt20tj09Rl27Zt8PHxga2tLYYPH44pU6agQYMGWLlyJVq0aCE3Icsff/yBn376CdbW1vjuu++wcOFClWYynj9/PtauXYtGjRrBy8sLCxcuRLdu3VCzZk2sXLkSz549U3htHz9+HEuWLEG7du3klrJ4kzpERkbC3t4ex48fR7du3TBu3DiUK1cOPXr0wP79+0t2wwpx/PhxdO3aFaGhoRg6dCi++OILPH78GB07dkR8fHypys7KysLgwYOxb98+fP3111iyZEmR+y9YsACzZs2Cvb09Dh48CGNjYwDA/fv30aJFCyxbtgxVqlTB1KlTMWrUKJiYmOD777+Xjr927Rp69OiBv/76C4MGDYK7uzsSEhLQoUMHlX40k5EFpfPmzYOhoSEmTZokLdOzcOFCpKamvtkNKePe26KaTO82qWOhVCam95ky3boL4dFTXB7QVtoW8mlrITx6CuHRU+hra6m9jkzKkyqLPX/IqbAFuJmYvLy8hBBC2Nvbq70uTExMZSep8v+qOmIDtlwSUZmgq6UFPW1Zy2W+MZf5WjE5qQ8RERGR+jC4JKIyoeAalzKp+R6zaywRERGR+nBCHyIqE/JP2FNYcMmWSyIizda0aVOV1lx89OhRmZgll4jkMbgkojIhf+CYqmRCHwAw1mNwSZrp8ePHha5xSf9tc+fOxdy5c9VdjfemWbNmcpPXFCYkJITBJVEZxG6xRFQmqNIt1ug/uJ4UEVFZ4ufnBy0trWJTly5d1F1VInoDDC6JqEyQDy5zlT5myyURERGR+jC4JKIyQaWWS465JCIiIlKbMhNctmrVCgcOHEBcXBxSUlIQGhqK4cOHl6gMLS0tfPnllwgLC0NaWhqioqLg7++POnXqvJPz1qhRA8nJyRBCYPXq1YXuN3z4cISGhiIlJQVxcXE4cOAAWrZsWaJrI/rQyU3ok1PImEsGl0RERERqUyaCS3t7e5w5cwadOnXCrl27sHr1alhaWmLr1q2YNWuWyuWsWbMGK1asgI6ODpYvX46goCD0798fly5dwkcfffTWz+vr61vsPrNmzcLWrVthbW2NNWvWYMeOHejQoQPOnj0Le3t7la+N6EOXfzylXMtlFlsuiYiIiDSF0OSko6Mj7t27J9LT00WzZs2k7SYmJuLGjRsiMzNT1KlTp9hyHBwchBBCnDx5Uujr60vbHR0dRU5OjggJCXmr5508ebLIzMwUU6dOFUIIsXr1aoV96tSpIzIzM8WdO3eEmZmZtL1hw4YiJSVF3Lt3T+jo6Kh8r0xNTYUQQpiamqr9eWNiettpTJ3KQnj0FMKjpxjXoKq03bmWjbT9q0Z2aq8nk/JkZ2cnNm7cKOzs+BwxMTExMTGVNqny/6o6YgONb7l0dHREnTp1sHXrVly7dk3anpKSgvnz50NPTw9ubm7FljN27FgAwOzZs5GZmSltP3HiBA4fPgx7e3vUrVv3rZy3du3aWLBgAX7++WdcvXq10Dq5ublBT08PP/zwA5KSkqTtf//9NzZu3Ig6derA0dGx2Gsj+i8obEIf+ZZLjf9IIyIiIvpgafw3MQcHBwDAkSNHFPJk21TpPurg4ICUlBScPXtWIe/w4cMK5bzpebW0tODr64vHjx9j3rx5xdapsHMoqxPRf5lhvsAxg2MuiYiIiDSOrrorUBxZa+K9e/cU8hISEhAdHS3X4qiMkZERKleujBs3biA3N1chX1Z2/nLe9LxTp05F+/bt0bFjR7kWUmXq1q2L5ORkvHz5UqU6FaSvr49y5cpJf5uamhZ5PqKyTF/7dXD5KidfyyVniyUiIiLSCBrfclm+fHkAQGJiotL8pKQkaZ/SlJF/vzc9b926dfH999/j119/xYULF4qsk+wcJalTQbNmzUJSUpKUIiMjiz0nUVmVP7jMzBXSY7ZcEhEREWkGjQ8uywotLS1s2LABz549w+zZs9/LORcsWAAzMzMpValS5b2cl0gd9LS1pMeZbLmkMsrFxQVXr15FWloaUlNTcenSJXh4eKi7WmXS1KlT8ffffyMtLQ1CCLi4uKi7Su+FnZ0dhBAKM9L7+vpCCAE7Ozs11YwKcnFxKfFr802OKanw8HCEh4e/s/KBvGFdQgh4eXm90/OUBN8j74fGB5eylr3CWvDMzMwKbf0rSRn593uT806ZMgVt27bF559/jvT09CLrk/8cJalTQZmZmUhOTpZLRB8qfZ3XH1dZgi2XVPaMHTsWGzZsQLVq1bBx40b8/vvvqFChAtatW4dJkyapXI6XlxeEEHIpJSUFYWFh8PLygpGRkdz+4eHh0n7169dXWqaOjg6eP38u7WdtbS3lyYIZIQQiIiKgra38q0Pjxo2l/W7fvl3kNTx8+BBCCOzcuVPl685v+PDh+OWXX5CWloZffvkF3t7ecpPvlSWyYKKo9Msvv7yXuryNgKBfv37w9/fHo0ePkJaWhrS0NDx48AA7duzA8OHDoaur8SOy3jkhBIKDg9VdDY1X2A8ppNk0/h2ef+zhlStX5PLMzc1hZWWldJKe/NLS0vDs2TPUrFkT2traCuMulY2vLOl5mzVrBm1tbYSEhCitw/jx4zF+/HgEBARg4MCB0jnat28Pa2trhXGXRY35JPov0mfLJZVxnp6eyMzMRNu2bXH//n0AwPz58xEeHo7JkydjxYoVJSpv165duHnzJgDA1tYW/fv3h7e3N/r27Yv27dsjKytL2jfn30mw3N3d4enpqVBW3759YWNjg6ysLOjp6Sk9X1ZWFqpUqYKePXvi4MGDCvkeHh5FHi/TtWtX1KxZE7m5uejfvz8sLS0RExOj8nUDwKeffgoA6NOnj9J5C8qiY8eO4cyZM0rzVBlqM2vWLCxcuFBtQ2QsLCzg7++P7t27IzExEcePH8eDBw+Qm5uLatWqwcHBAUOHDsXkyZPRvn17tdTxfduzZw8uXLiA58+fq7sqRO+NxgeXJ0+exLfffosePXrA399fLq9Hjx7SPqqUM3z4cHTo0AGnT5+Wy+vZs6dCOSU978mTJ5Gdna1wXltbW/Tp0we3b9/G2bNn5ZYmOXnyJNq3b48ePXpg06ZNxdaJ6L9MT27M5evgMv+yJGy5JE1Vvnx51K5dG8eOHZMCSwCIj4/H3bt30axZsxKXuWvXLrn/n6ZPn46LFy+iVatWGD58ODZu3CjlZWVl4dSpUxg9ejS+/fZbKdiUcXd3R3R0tPSjpzLnzp1D06ZN4e7urhBc6unpYeTIkQgKCsKAAQOKrLesG/CSJUswY8YMjB49usQtc5UrVwaADyawBPKCy59++umNj3/x4gVevHjxFmukOh0dHQQEBKBz587w9fXF1KlT5ZZYA/KGDw0cOBDjx49XSx3VQTYnBtF/jdoXAS0q6ejoiPv374v09HTRtGlTabuJiYm4ceOGyMzMFHXr1pW2V6xYUdSvX19UrFhRrhwHBwchhBAnT54Uenp60nZHR0eRk5MjQkJCSnXewpK9vb0QQojVq1cr5NWtW1dkZmaKO3fuCDMzM2l7w4YNRUpKirh3757Q0dFR+V6pY6FUJqb3lX7v0FAIj55CePQUjSuaCD3L1+/jDNfuQnj0FH8NaKf2ejIpT6os9vwhp+rVqwshhPDz81PIe/HihYiKilK5LC8vLyGEEM7Ozgp5M2fOFEIIsXz5cmlbeHi4SE9PF8OGDRNCCNGvXz+5Y6ytrUVmZqb45ZdfRHBwsBBCCGtra7nnTgghDh48KNasWSMyMjIU/o8dPHiwEEKIAQMGCCGEuH37ttK6m5ubi/T0dHHp0iVhYmIiUlJSxM2bN1W+dhcXF6FMeHi4AF7/n+vl5SXatm0rDh06JOLj44UQQirD0NBQeHl5idu3b4v09HQRGxsrAgMDRbt2ip8fsnttb28vXF1dxfXr10VaWpp4+PChmDx5srTflClTpPLu3r0rRo0aVeJr8vT0VGl/2fPh6+srt93X11cIIZS+x8aMGSPOnz8vkpOTRXJysjh//rwYM2aM0mtVprj3rbu7uxBCiKNHjxZb/4Lfa8zMzMTMmTNFSEiIiIyMFK9evRKRkZHCz89P1KpVq8jnZOjQoeKvv/4SaWlp4tmzZ+LXX38VBgYGcvvnf000b95cHDp0SCQlJYmEhATx559/lvgzqXPnzuLkyZMiJSVFxMTEiO3bt4uqVatK7x1lz62Li4tcXZSR7ZP/GEdHR3H69GnpXBs2bBAVKlQo9PpUfa2Eh4eL8PBwYW5uLtauXStevHgh0tLSRGhoqMLnQ3HJwMBALFiwQDx58kSkp6eLGzduiM8//7zQejk5OYmtW7eKe/fuidTUVJGQkCBOnTolBg0apNJ7XfbcAxC2trbC29tbnD9/Xrx8+VJkZGSI8PBwsXLlSmFlZaVQV9l7pFatWuKbb74R9+7dE+np6eKff/4R06dPF1paWnL76+npiUmTJolDhw6JJ0+eiIyMDPHy5Uuxe/du0axZM4XytbS0hIeHhwgNDRWxsbEiNTVVhIeHiz179ohOnTop7N+pUyexb98+ER0dLTIyMsQ///wj5s+fLwwNDVX+LCju/1V1xAYa33KZk5ODzz//HIcPH8bp06exbds2JCUlYdCgQahVqxa+++47ua6jkyZNgre3N7y9vTF37lxpe0hICP744w+MHTsWV69exYEDB2BtbQ1nZ2ckJSVhwoQJpTrvm7h37x68vb3xww8/4Pr169i1axeMjY0xfPhw6OnpYezYsQq/LhP9V+WfLbby/6pDv6MBIpZEIGprFNKyc1BOR5stl6SxtLTyunUXHJbx9ddfw9raGrt27XrnddizZw/i4uLg5uaG/fv3S9vHjBkDPT09+Pj44LfffiuyDB8fH4wbNw4jR46U29fd3R0vX75EYGBgkcePGjUKBgYG2LhxI1JSUhAQEICRI0eiTZs2CA0NLfYarl27Bm9vb7i6uqJGjRrw9vYGkLdEWH7t27fHt99+i+DgYKxduxbVq1cHkLeE1/Hjx9GuXTv89ddfWLZsGSpVqgRnZ2f06NEDzs7O2LNnj8J5p06dCgcHB+zduxcnTpzA4MGD8dtvvyEtLQ1NmzbF0KFDERgYiBMnTmDYsGHYtGkTwsPDix228z4sXboU//d//4eIiAisX78eQggMHjwYfn5+aNq0Kb7++msAed+TNmzYAFdXV4SEhMgN8yl4fwtyd3cHAPz444/F1qfg95qPPvoI8+bNQ3BwMPbs2YPU1FQ0aNAAI0aMQJ8+fdCiRQs8efJEoZwvv/wSvXv3xt69exESEoJevXphypQpqFixIkaNGqWwf6tWrTBjxgyEhITg999/R/PmzTFw4EB8/PHHaNy4MV69elVs3bt3744DBw4gOzsb/v7+eP78ORwcHHDmzBnEx8cXe/yjR4+k76iPHj3Chg0bpLyCY4b79euHvn37Yv/+/Vi9ejU6d+4MFxcX1K5dG506dSr2XMXR19fHsWPHYGhoCD8/P5ibm2PYsGEICAjA6NGjsXXr1mLL0NLSwr59+9C9e3dcv34dW7duRcWKFfHLL78UOqZ0wYIFyMzMxJkzZ/D8+XNYWVmhf//+2L17t9zwgGvXrmHZsmWYOnUqrl27hoCAAKmMR48eAQA6d+6Mr7/+GsePH0doaCiysrLQvHlzTJw4ET179kSLFi2UthwvW7YMbdu2xY4dO5CRkYFBgwZh0aJFqFOnjlzLeoUKFbBs2TKcPn0aQUFBiI+PR61atdC/f3/07t0bnTt3xuXLl+WuzdPTE/fv38fWrVuRnJyMKlWqoFOnTnB0dJTrOTlu3DisWrUK8fHx2L9/P6Kjo9G6dWvMnj0bXbp0QZcuXeSGNpQ17y2SLU1q3bq1CAoKEvHx8SI1NVVcvHhRjBgxQmE/2S9ayn7B0dLSEpMmTRI3btwQ6enpIjo6WuzYsaPIFkhVz1tYKqrlUpZGjBghLl68KFJTU0V8fLwICgoSrVq1KvE9Yssl04ecNtt/LLVc9g1uJVr81UK0+KuFgBbE02H2Qnj0FE+cO6u9nkzK03+95TJ/C4KFhYVYvny5CA0NFUII8eLFC5V6wshSYS2XJiYm4u+//xZCCLlWKVnLJQCxYsUK8erVK7lf9W/fvi0uXbokABTbcglA3LhxQ1y7dk3Kr1y5ssjKyhKLFi0SAIQQhbdcXrlyRWRmZkrn7969uxBCiLVr15bofiprJQLkW4bc3NwU8mfPni2EEGLTpk1y2z/++GOpFdPExEThXsfExIiaNWtK26tWrSoyMjJEfHy8uHPnjrC0tJTyWrduLYQQIiAgQKVrkbXQHD16VHh5eSlN9evXV/payl+OspbLjh07CiGEuHXrllwPKTMzM+m10qFDB4X7p+w7VGFJR0dHvHr1Srx69Uro6+uX+L1hZmYmLCwsFLY7ODiI7OxshdeG7DmJj48X9erVk7YbGBiIO3fuiJycHGFra6v0NfHZZ5/JleXn56f0vaQsaWtri/DwcJGdnS0++eQTuTwfHx/pHMqeW1mrpCwJIURwcHCRr4fMzEzRvn17ufOfOHFCCCFEmzZtVHrOimq5FEKIY8eOCV1dXWl7/fr1RWpqqoiLi5N7HxT32g0KChLa2trS9saNG4uMjAyl9cr/PpIlY2NjERYWJuLj4+Va7QqrvyxZWVkJY2Njhe2jR48WQgjx7bffKn2PPH/+XO41Iju/EEJ07NhR2q6vry8qV66sUH7Dhg1FUlKSOHLkiNz2mJgY8fTpU6Utj/lf4x999JHIzMwUf/31l8Jr39PTUwghxLRp04q9/2y5LKVLly5JA/iLMnfuXLkWy/yEEFixYkWJJk1Q9byFOXnypPSLdWG2bt2q0i9ERP9l+WeLzc43WaVxY2NpxlhjvTLzkUb5XOrfFjZG5dRdjSK9SHuF1vuKn1RFFRUqVJCbHfbZs2eoU6dOiXvDDBkyBA0aNAAA2NjYYMCAAbC1tcWlS5ewbds2pcf4+Pjgyy+/xOjRo7F06VK0b98eDRo0wMSJE1U+r6+vL5YsWYIWLVrgypUrcHV1ha6uLnx8fIo8rkWLFmjevDkCAwMRHR0NIG+cYWRkJJydnTF16lSkpaWpXI+iXLlyRekMk66ursjMzMQ333wjt/3GjRvYsGEDxo8fjwEDBmDLli1y+b/99pvc0g0RERE4c+YMunbtiilTpshNSHTp0iU8ePAATZs2LVGdu3Xrhm7duinNu3btGu7evVui8oC86wUAb29vuRacpKQkzJ07F9u3b4erq2upWlgrVKgAfX19PH/+HJmZmQr5bm5uUsuxzLp166SJhwobkxgSEoJbt24Vek9+/fVX/PPPP9LfGRkZ2LZtG7y9vdGyZUuFVvSTJ09ix44dctt8fHwwZswYtG7dWmF+jYI6duyIGjVq4M8//8TFixfl8ubMmYPRo0e/1Zlwt27dinPnzkl/5+bmws/PD126dEHr1q1Vaukvzpw5c+TmC7l79y58fHwwadIkpe+DgsaMGQMA+O677+R6Zdy8eRObNm3C559/rnCMsiVQUlNTsWHDBixduhStW7fGqVOnVKq/7HOkoE2bNmH58uXo1q2b0tb03377TW6SpdTUVMybNw+7du2Ci4uLNLFWZmYmnj17pnD833//jeDgYPTs2RO6urpy9zAzM1PpHCz5W7bHjRsHPT09TJkyRaHF++eff8a0adMwfPhwLF26tJg7oJn4TYyIyoT83WKztIX02LyrOVIf5QWXRjoav7oSKWFjVA5VjQ3UXY335sGDByhXrhwqV64MBwcHfPfddwgKCsLnn3+O9evXq1zOkCFDMGTIEAB5X47u37+PNWvWYPHixYV2p7py5QrCwsLg5uaGpUuXwt3dHenp06LU0AAAwuVJREFU6SX6gXPTpk1YsGAB3N3dpeDywoULxS4/IpvIJ/8EdkIIbNmyBTNnzsTQoUPh5+encj2KUvDLPwCYmpqidu3a+Pvvv5XOqBoSEoLx48ejWbNmCl+q80/GJyP7cqpsCZTnz5+jTZs2JarzN998U6oJfZRp3rw5ACidyV627U0mk8qvuB/Q3d3d0bFjR7lthw4dknsO7O3tMXXqVLRp0waWlpZyMw4X1l214Ez+QF7QD+TN6l/a/QuS/ViQP+CTiYyMxJMnT1CrVq1iy1FVaetbnMzMTKWzEJ8+fRqTJk1S+j4oqGnTpkhNTVX6/jh9+rTS4NLKygrffPMNevfuDTs7O4Wlk2STdalq4MCBGDduHFq0aAELCwu5AL+wsgpO7Jl/W8H3Q9OmTTFz5kx07NgRNjY20NfXl8u3tLSUJtLasWMHJkyYgJs3b8Lf3x8nT57E+fPnFX40a9u2LQCgV69eSn88ycrKkn44LIsYXBJRmaCXbymSrHxDK8t3Lo+0+3nBpYGuDrS1gFxR8GjSZC/Sih/rpG5vu46ZmZnSmKuDBw/i/v37+P7770sUXA4bNqzY1hZlfH19sWzZMnTp0gWfffYZAgICil0vOr/o6GgEBQVh+PDh2LdvH+rWrYvFixcXeUy5cuUwfPhwJCYmYt++fXJ5fn5+mDlzJjw8PN5acKlsFlnZ+tGFzTAr+4KobP1pZa1rstaJwvKKW5LlfTAzM0NOTo7SFp6XL18iJyen0PW2VRUbG4usrCxYWlpCX19fofUy//hAX19fqTVVZsiQIfD390dKSgoOHz4srY8phJDG1iqj7DUre050dBTH35d0/4Jkr5/CWstevnz5VoPL0ta3OLGxsRBC8T9L2ftDlddF+fLl8fTpU6V5yt5nFhYWuHTpEuzs7HDmzBkcO3YMCQkJyMnJQbNmzeDk5IRy5VTvxTJt2jQsWbIEUVFROHLkCCIiIqS15qdOnVpoWVFRUUq3FXw/tGvXDidOnAAAHDlyBPfu3UNKSgqEEHByckKzZs3kzjFlyhQ8fPgQrq6umDNnDubMmYP09HTs2LEDX3/9NWJjYwHktfYDwOzZs1W+1rKEwSURlQn5Wy6z87VcGtgZIC3f38a6OkjO4kRYZcnb6m5aVr18+RI3b95E27ZtUb58+RIFem9i8+bN+Omnn7Bx40aYmpoW251VGR8fHzg5OWH9+vVIS0srtBuuzODBg2FhYQEA0pe/gjp16oR69erJdXV8U8q+NMuCQGtra6XHyLZ/SEtHJCUlQUdHB1ZWVgpBUaVKlaCjo1Pq683JycGlS5fQvn17dOzYUfoyripvb29kZGSgZcuWcsv0AHk/oGgK2X2ysrJSml/Y6+pdk3VHVdYlt6gAsWLFitDS0lJ4r8iuQ5XPocTERFSqVElpnrL74eHhATs7O3z33XcK3VU9PT3h5ORU7DlldHR0MGfOHERGRqJZs2YKa+XOnDmz0GMrVaqk8Dkjez/kv+7vvvsOBgYG6NChg0KLtaz1Mb/s7GwsXrwYixcvhq2tLezt7eHm5gYXFxfY2NigV69eAF6/lkxNTZGSkqLyNZcV7ENGRGWCvs7rlsvsAp9cWWav84w4YyxpsMK6ENrY2CA7O/utjTksSmxsLPbv34+qVavi8ePHOH78eInLCAoKwvPnz1G1alXs3r0bycnJRe4v6xK7Y8cOrFu3TiEdPXoUwOtZR9+F5ORkPHjwAHXq1FHaXc7e3h6A8m6uZZWsu6KDg4NCnrLrlc3kWtKWMdn41lmzZpW4jrVr18bt27cVAktbW1vUrl27xOW9K2FhYQCgdB3YKlWqoFq1aiqXlZOT81ZaH4HXY/mqVKmikCfrFq2Mvr6+0gBJ1tKsyvsgLCwMxsbGSs+jbEZb2fNZsPdCYfsX9Xq0tLSEubk5Lly4oBBYtmrVSqG7bXHnUnbdtWvXRmxsrEJgaWhoiBYtWhRaPpDXNX779u3o1asX/vnnH3Tr1g0GBnnDP2TjZZXd/w8Bg0siKhPkWy7l8zIrvP6Ph8uRkCYbNGiQwli8vn37okaNGtJU+u/DjBkz4OTkhIEDBypt5StOTk4O+vfvDycnJ3z33XdF7luzZk04ODjg4cOHcHZ2xtixYxXS8OHD8erVK7i4uLy1L93K+Pn5QV9fHwsWLJDb3qhRI7i5uSEhIUFuyYOyTtbN2MvLC6amptJ2U1NTeHl5ye0DAHFxcQCAqlWrlug8GzZswNmzZ9GtWzf4+PjInSs/WdfS/B4/fow6derItYCVK1cOq1ev1oiuxTJnzpzB48ePMWDAALRu3Voub/78+SWqa1xcXInvcWHu3r2L5ORk9O/fX+odAOS1xBXX7XL+/PlyLZ7169eHu7s7EhISsHfv3mLPLRs//cMPP0A73//RjRs3xujRoxX2f/z4MQAojMEdPnw4+vTpo7B/fHw8cnNzld6rqKgopKWloUWLFjA0NJS2m5ubY/ny5UXWe8qUKbC1tZX+NjY2xv/+9z8AwMaNG+Xqa2FhgYYNG0rbtLW1sXjxYoUWW319fXTp0kXhXMbGxjA1NUVWVpYULK9atQpZWVlYvny50msrX758qcdCqxO7xRJRmSAbc5kJARRo/Mm20gFS8x6z5ZI0mampKU6dOoX9+/fj3r17qFWrFgYNGoSsrKz3Ov7m0aNH0lpxb+ry5ctya7wVxt3dHdra2nJr+hUUGxuLwMBADB48GH369FHasvE2/Pzzz+jTpw/GjBmDjz76CMePH4eVlRWcnZ2hp6eHMWPGqK2bWv6WjYIePXr0RuNRT58+jd9++w1TpkzBzZs3sXv3bmhpaWHQoEGoXr06fv31V7nJTe7cuYPIyEgMGzYMaWlpiIiIgBACq1evLrL7bHZ2NgYMGIAdO3bAzc0NgwYNwvHjx3H//n0IIWBjYwN7e3vUqFEDDx48kJuBc/ny5VixYgWuXr2KXbt2QVdXF927d4eWlhauXbumMV+yc3NzMX78eOzbtw8nT57E9u3b8eLFC9jb26NKlSq4du0amjRpolJZJ06cgLOzM3bu3ImrV68iJycHBw4cwM2bN0tcr6ysLKxYsQKzZs3ClStXsHfvXpiamqJfv344efIk6tSpo/S4Z8+ewdzcHNeuXcOBAwdQvnx5DB8+HAYGBhg7dqxK7wM/Pz+MGDECvXv3xtWrV3Hw4EFUqFABw4cPx5EjR9CvXz+5/Tdt2gRPT08sX74cXbp0wePHj9GkSRN069YNu3fvxuDBg+X2T01NxaVLl9C5c2f4+Pjg3r17yM3NxdatW/H06VOsWrUK06dPR1hYGPbv3w8zMzP07t0bjx8/Vjppl8ylS5cQFhYGf39/vHr1CoMGDULNmjWxdu1auffD8uXL0bNnT5w5c0ZaE9PBwQFVqlRBcHCwXDBpaGiIEydO4MGDBwgNDcWTJ09gYmKCvn37wtbWFgsXLpR+PLx16xYmTpyI1atX4+7duwgKCsKDBw9gZmaGWrVqwd7eHhs2bMCECROKfQ401Xtb94Tp3Sauc8n0IafrA9sL4dFTpIztLq1x2fDPhqLFXy3Ell86SWtgtrEqr/a6MikmrnOZt17bkSNHhL+/v4iOjhZZWVkiOjpa7Nu3T7Rt21blsgpb57KwlH+dy+KSKutcFpeEeL3OpZaWlnjy5InIzs4W1apVK/K4Pn36CCGE2Lt3r8r1LLhdlXUajYyMxNy5c8WdO3dERkaGiIuLEwcOHJBb77Hgvba3t1fIU7auZHH1U5ZkawUWJf+aiCVZ51KWXF1dRWhoqEhJSREpKSkiNDRUuLq6Kq3PJ598IoKDg0ViYqJ0/pK8b52cnMSuXbvE48ePRXp6ukhLSxMPHz4Uu3btEsOHDxd6enoKx3zxxRfixo0bIi0tTTx79kz88ccfwsrKSul9LOo5Ubau5JusA1lUcnBwEKdOnRKpqakiJiZG+Pv7i6pVq4rr16+L+Pj4YusDQFhbW4vt27eLqKgokZ2dLbdPYccUdS3a2trC29tbPH78WGRkZIg7d+6IyZMnixo1aii9vvDwcBEeHi4sLCzE2rVrxYsXL0R6erq4ePGi6Nevn8r3AoAwNDQUCxcuFE+fPhXp6eni5s2bYuzYsYXWtUmTJuLQoUMiNjZWJCYmiuDgYOHo6FjoddetW1cEBgaKuLg4kZOTI/fc6+rqilmzZom7d++K9PR08ejRI7F48WJhbGwsXaOy90itWrXEN998I+7fvy8yMjLEvXv3xIwZM+TW6pSlQYMGicuXL4uUlBQRFRUltm/fLmrWrKnwftPV1RUzZswQhw4dEk+ePBEZGRni+fPnIjg4WGF9VVlq1aqV2Lp1q4iIiBCvXr0SUVFR4vLly+LHH3+UW9u2sKSp61ziPZ6I6R0nBpdMH3K6M7ijEB49Rfy4bqLFXy1EswvNRJ0VdUSLv1qIdSs7SsFlF9sKaq8rk2JicFnyL7FMTExlI5mYmIjU1FRx4cIFtdeF6b+TNDW45JhLIioTZN1ic/7t9Zodn43shLxp2TPydfDnmEsiInoXjIyMYGJiIrdNW1sbixYtgpGR0Qc1XpfoTXHMJRGVCfo6eb+FZf37qZWdkI3sxLzgMl1PSPtxzCUREb0LdevWxZkzZ3D48GE8fPgQpqam6NSpExo1aoSbN2/it99+U3cVidSOwSURlQn6/7ZcZittuXwdXLLlkoiI3oXIyEjs3LkT9vb26NWrF3R1dfHkyRMsWrQIP/zww3tZSohI0zG4JKIyQe/fac6ztPMCyeyEfMElWy5Jwz1+/LjQNS6JqGyIiYl5p2uxEn0IOOaSiMoEqeXy30+t7Phs5CTmrRkl13Kpx+CSiIiISB0YXBJRmSCNudRRbLlMzxdcGunwY42IiIhIHfgtjIjKhNfdYvP+zj+hT/5usWy51Ex5S9UBOjp8foiIiEpL+9/vRbL/XzUFg0si0niyZUgAIFvWchmfb7bYfKPHOeZSMyUmJgIAypcvr+aaEBERlX1WVlYAgOTkZDXXRB6DSyLSePrarz+qsvKPuUxQMuaSwaVGSkpKQnJyMtq0aaPuqhAREZVpWlpa6NSpE548eYL4+Hh1V0cOZ4slIo0n13KZb7bY3Ixc5GbkIl3vdfDJlkvNJITAjh074OHhgcjISNy6dQs5OTnqrhYREVGZoa2tDSsrK3Tq1AlNmjTBqlWr1F0lBQwuiUjj5W+5zL/OJQBkJ2Yjo/zrgJItl5rr1KlTqF27NgYOHIihQ4equzpERERl0pMnT7Bq1SqEhoaquyoKGFwSkcbT18nfLfbflsvE18FluqW+lM+WS80lhICPjw/8/f1RsWJFrvtIRERUAkIIJCcna1xX2PwYXBKRxsvfLTZL+9/A8t8eldkJ2cjSBnK0BHSEFlsuy4DU1FSkpqaquxpERET0lnFCHyLSeAW7xcq6xAJATmIOoPV6rUu2XBIRERGpB4NLItJ4+nItlwLZCa+DS2mty3/7YbDlkoiIiEg9GFwSkcbTy78UiQ7kg8t/H2foyVou+bFGREREpA78FkZEGk9fR34pkpyU10tYSMHlv91i2XJJREREpB4MLolI48mNudQGcjNypb9zEvMCzfR/Wy6N9XTBOUiJiIiI3j8Gl0Sk8fTlusUK5L56HVwWbLkEAAMdfrQRERERvW/8BkZEGi//UiTZ2oB49TqQlE3ok54vuDTWY9dYIiIioveNwSURaTz9fC2RWdoFWi4TFVsuuRwJERER0fvH4JKINJ7cUiQ6kAsucxLkx1wCnNSHiIiISB3+n737jq+qvv8H/rr73uTem73DCCSMAIJAUEBNiErcWmqL+HNRxa+DtrZ2OVpQq1Zt7dAqaltHLeKqqAUNyBJRQVkGCJAQwsjeN3evz++Pm9zcy03Iusm9SV7Px+PzIDnn3HM+N2jIK+/PYLgkorCn8FvQR/gv6GN0QTiFd59LgJVLIiIiolBguCSisOdXuTxjziXgGRrLyiURERFRaDFcElHY89uK5IzVYgFPuOScSyIiIqLQYrgkorDnOyzWIUVguGz2D5esXBIRERENPoZLIgp7SpnvViQiYFisq8XlNyyWlUsiIiKiwcdwSURhz3dY7JmrxQKBw2JZuSQiIiIafAyXRBT2FGcs6HNmuHSb3WdULvmtjYiIiGiw8ScwIgp7yjO3IjkjXLrMLr+tSCLlchARERHR4GK4JKKwp5T5D4sVVv85l26TGxY5K5dEREREocSfwIgo7PkPi+2qcsk5l0REREShxHBJRGHPf1hsJ3MuTWfOuWS4JCIiIhpsDJdEFPaUPpVLp6wHlUsFwyURERHRYGO4JKKwp/DdikSKwH0uzWfscyljuCQiIiIabEMmXM6ePRvr1q1DY2MjjEYjdu7ciSVLlvTqHhKJBPfeey/2798Ps9mM2tpavP3228jMzAzKc++44w589NFHKCsrg9FoRHNzM/bt24dHHnkEMTExAdePGTMGQogu2+LFi3v1/oiGK9/Kpd3hDjjvNrlZuSQiIiIKsSGxXn9ubi4KCwtht9uxZs0atLS0YNGiRVi9ejXGjh2LJ598skf3WbVqFe68804cPHgQzz33HJKSkrB48WIsXLgQ8+bNQ3Fxcb+ee/PNNyMmJgbbt29HVVUVVCoVzj//fPzud7/DrbfeivPOOw81NTUB/dq3bx/Wrl0bcPzAgQM9/yIRDWO+q8XaXK6A8y6zCzaf72acc0lEREQUGiKcm0wmEyUlJcJisYgZM2Z4j2u1WlFUVCTsdrvIzMzs9j55eXlCCCG2bdsmlEql93h+fr5wuVxi69at/X6uSqXq9NmPPvqoEEKIp59+2u/4mDFjhBBCvPrqq0H5Wul0OiGEEDqdLuR/b2xswWwfXDJDiNsLhLi9QFz0wTkB5xUJCjFz90xh+b+FQtxeIPZ/b17I+8zGxsbGxsbGFsoWimwQ9sNi8/PzkZmZidWrV2Pfvn3e40ajEY899hgUCgWWLl3a7X2WLVsGAHj44Ydht9u9xzdv3ozCwkLk5uYiKyurX8+12WydPvvdd98FgLMOvyWirvmuFmt3dFK5NHmOte91ycolERER0eAL+3CZl5cHANiwYUPAufZjubm5PbqP0WjEjh07As4VFhYG3CdYzwWAK6+8EkDXw1xTU1Nx11134Te/+Q1uueUWpKWl9ei+RCOFf7gUAefdFs88zPZ5l9znkoiIiGjwhf2cy/ZqYklJScC55uZm1NXV+VUcOxMREYHU1FQUFRXB7Q5cDKT93r736c9zb731VowdOxY6nQ4zZ87EggULsGfPHjz77LOdXr9w4UIsXLjQ+7nD4cDf/vY3/PKXv4QQgT9It1MqlVCpVN7PdTpdl9cSDWVKWceCPrZOKpcQnupl+4qxDJdEREREgy/sw2VUVBQAoKWlpdPzBoMB6enp/b6H73X9fe5tt93mrXwCnsrozTffjObmZr/rzGYzVq5ciQ8++ABlZWVQq9U4//zz8dRTT+H++++H3W7Hgw8+2OX7euCBB7By5couzxMNFwqfBX3s9sBfEAH+e11GyMN+UAYRERHRsMOfwAbAggULIJFIEB8fjyuvvBLp6enYs2cPpk2b5nddXV0dHnnkEXz33XcwGo2or6/H//73P+Tn56O+vh4///nPER0d3eVznnzySej1em/jcFoartpXi3VIBYS982q+2+T2Vi7lUqnf9iVERERENPDCPly2Vw59q4q+9Hp9l9XF3tzD97pgPbehoQHr16/HZZddhvj4eLzyyitnvb5dTU0N1q9fD5VKhZycnC6vs9vtaG1t9WtEw5FK3h4uAbftbJXLjs+5qA8RERHR4Ar7cNnZfMh20dHRSEhI6HRepC+z2YzKykpkZGRAKg18y53NrwzGc9udPn0axcXFyMnJgUaj6dFr6uvrAXjmixKNdIq2KqRTJuC2dh4u3Wa3d7VYgPMuiYiIiAZb2IfLbdu2AYDfgjft2o+1X9PdfbRaLebPnx9wrqCgIOA+wXpuu5SUFAgh4OpkA/jOzJkzBwBQXl7e42cQDVcdw2LPUrk0dcy5BFi5JCIiIgqFkG/webYmk8lEaWmpsFgsYvr06d7jWq1WFBUVCbvdLrKysrzH4+LixMSJE0VcXJzfffLy8oQQQmzbtk0oFArv8fz8fOFyucTWrVv79dzY2FiRnZ3d6XtYsWKFEEKIjRs3+h3PyckRcrk84Pqf/exnQgghDhw4EPYbpbKxDUY7fVOeELcXiKqfXCJG/XpUp9eM/f1Y8e6zFwlxe4EQtxeIGXH8/4CNjY2NjY1t5LZQZIOwXy3W5XLhjjvuQGFhIbZv34633noLBoMBixYtwrhx4/DQQw/5DU9dvnw5Vq5ciZUrV+KRRx7xHt+6dSteeeUVLFu2DHv37sW6deuQlJSExYsXw2Aw4O677+7Xc0eNGoV9+/Zh586dOHToEKqrqxEfH48LL7wQkyZNQlVVFe69916/Zzz99NOYNGkStm3bhlOnTkGj0WDu3LmYOXMmGhsbcfPNNw/QV5VoaOkYFttN5VIvvJ9HyFi5JCIiIhpsIU/VPWk5OTli/fr1oqmpSZhMJrFr1y5x4403BlzXXiVcsWJFwDmJRCKWL18uioqKhMViEXV1deKdd97xq0D29bnR0dHi8ccfFzt27BDV1dXCbrcLg8Egdu/eLR599FERGxsb8Jrbb79drF+/Xpw8eVKYzWZhNptFcXGx+POf/yzS0tKGxG8n2NgGozXedrEQtxeI4/dfLFLuTun0mrSfpomXX7zAW7m8NC1uUPvIxsbGxsbGxhZOLRTZQNL2AQ0DOp0OBoMBer2eK8fSsGJcegkipTKUxDpxYf0B1LxaE3BN8h3JePC88fjx11oAwHWf7cWHJ2oHu6tEREREYSEU2SDsF/QhIlJIPMNiHTIBYev892Euk4urxRIRERGFEMMlEYU9pcTzrcp5ltVi3WY397kkIiIiCiGGSyIKa+2L+QCeymWXC/qYXbAoWLkkIiIiChWGSyIKawppx7cphxRdDot1m9x+4TJCzm9vRERERIOJP30RUVhT+lQundKzVy6tnHNJREREFDIMl0QU1pQ+lcuz7XPpNrn9FvThnEsiIiKiwcVwSURhzW/OJSuXRERERGGL4ZKIwppS5lO5lAJua9eVS6uClUsiIiKiUGG4JKKw5jss1iHrekEfT+Wy43NWLomIiIgGF8MlEYW1ng6LFXYBE1zez1m5JCIiIhpcDJdEFNb8FvSRdr2gDwCYbR3hkpVLIiIiosHFcElEYU0p86lcyrquXAKA3eqCXeoZNsvKJREREdHgYrgkorB2ZuVSWDufcwkAbnPHoj6sXBIRERENLoZLIgprfnMuJQLC2XW4dJlc3r0uIxUMl0RERESDieGSiMKab+XSLroeEgu0VS7lHBZLREREFAoMl0QU1nz3ubS7u65aAm2VSw6LJSIiIgoJhksiCmsKScewWGc34dJTufR8rJJJIfN5LRERERENLIZLIgpr/pXLsw+LdZld3mGxABAh57c4IiIiosHCn7yIKKwpfRb0sbm6mXNpcnuHxQIcGktEREQ0mBguiSisKXwW9HF0N+fS7ILJJ1zqFPIB6xcRERER+WO4JKKwplL0Ylisz4I+AMMlERER0WBiuCSisKZU+oTLHgyLNSl9wyWHxRIRERENFoZLIgprSp+AaHd2v6CP2adyqWXlkoiIiGjQMFwSUVjzHRbrcHWzFYnJ7RcuWbkkIiIiGjwMl0QU1lQ+24nYnK6zXusyu84YFsvKJREREdFgYbgkorCm8F3Qp5thsWduRcLKJREREdHgYbgkorDmW7m0O7qfc2ninEsiIiKikGC4JKKwppT3vHLpMrtgVnZcw8olERER0eBhuCSisKaQ+cy57KZy6Ta7/SqXnHNJRERENHgYLokorPlWLh3dVC7hBoyujkV/GC6JiIiIBg/DJRGFNZVv5dJ+9tViAcDo8A2XHBZLRERENFgYLokorPkNi7V3U7kEYLA7vR9r5axcEhEREQ0WhksiCmtKqcT7sb0HlUuL1QWnxDPvkpVLIiIiosHDcElEYU0p7V3l0rNibFu4VLFySURERDRYGC6JKKwpeznn0m12wyxvr1wyXBIRERENFoZLIgprConPsFhrLyuXHBZLRERENGgYLokorCl85lz2pHLpMrlgbtvrMlImg6Sb64mIiIgoOBguiSisKSWeb1MOqYCwi26vd5vdMLVVLqUSCSLkrF4SERERDQaGSyIKa+3DYh1SwN2TBX1MLlgUHSGUQ2OJiIiIBgfDJRGFNUXbwFanTEDYeli59AuXXNSHiIiIaDAwXBJRWFOil5VLc8ecS4DhkoiIiGiwMFwSUViTe4fFih6FS7epY84lAGg5LJaIiIhoUDBcElFYU4r2YbHo0YI+vqvFAqxcEhEREQ2WIRMuZ8+ejXXr1qGxsRFGoxE7d+7EkiVLenUPiUSCe++9F/v374fZbEZtbS3efvttZGZmBuW5d9xxBz766COUlZXBaDSiubkZ+/btwyOPPIKYmJgun7FkyRLs3LkTRqMRjY2NWLduHWbNmtWr90Y0XHnnXPawchkYLlm5JCIiIhoMQyJc5ubm4osvvsCFF16I9957Dy+++CLi4+OxevVqPPDAAz2+z6pVq/D8889DJpPhueeew/r163HNNdfgm2++weTJk/v93Jtvvhljx47F9u3b8fzzz+PVV1+FxWLB7373O+zduxdJSUkBr3nggQewevVqJCUlYdWqVXjnnXcwf/587NixA7m5ub37QhENQ3LRMeeypwv6sHJJREREFBoinJtMJhMlJSXCYrGIGTNmeI9rtVpRVFQk7Ha7yMzM7PY+eXl5Qgghtm3bJpRKpfd4fn6+cLlcYuvWrf1+rkql6vTZjz76qBBCiKefftrveGZmprDb7eLw4cNCr9d7j2dnZwuj0ShKSkqETCbr8ddKp9MJIYTQ6XQh/3tjYwtWs92xUIjbC8Sh3+T36HplulL8+u25QtxeIMTtBeJnU8eE/D2wsbGxsbGxsQ12C0U2CPvKZX5+PjIzM7F69Wrs27fPe9xoNOKxxx6DQqHA0qVLu73PsmXLAAAPP/ww7Ha79/jmzZtRWFiI3NxcZGVl9eu5Nput02e/++67ABAw/Hbp0qVQKBR4/PHHYTAYvMcPHTqEN954A5mZmcjPz+/2vRENZ+1zLh0QPbrebeJWJEREREShEPbhMi8vDwCwYcOGgHPtx3oyfDQvLw9GoxE7duwIOFdYWBhwn2A9FwCuvPJKAMCBAwcC+tTVMzrrE9FI075SLADYJT0Lly6zC2Zlx9xMzrkkIiIiGhxh/yv99mpiSUlJwLnm5mbU1dX5VRw7ExERgdTUVBQVFcHtDlwQpP3evvfpz3NvvfVWjB07FjqdDjNnzsSCBQuwZ88ePPvsswHvrbW1FTU1NT3qE9FIo5R1/P7L2cPXCJuAScLKJREREdFgC/ufuqKiogAALS0tnZ43GAxIT0/v9z18r+vvc2+77TZvVRLwVCFvvvlmNDc3B/Srtra2x306k1KphEql8n6u0+m6vJZoKFJKfSuX3a8U267V1RFFGS6JiIiIBkfYD4sdihYsWACJRIL4+HhceeWVSE9Px549ezBt2rSgPueBBx6AwWDwtoqKiqDenyjUFNKOb1E9nXMJAEaHy/uxVs5hsURERESDIezDZXvlsKsKnl6v77K62Jt7+F4XrOc2NDRg/fr1uOyyyxAfH49XXnkloF+96dOZnnzySej1em9LS0s7a3+IhhrfyqVD9DxcGuysXBIRERENtrAPl2ebexgdHY2EhIRO50X6MpvNqKysREZGBqTSwLfc2fzKYDy33enTp1FcXIycnBxoNBq/Z+h0uk73vzzbnM92drsdra2tfo1oOPGdc9mbcGmxuuBqm3epU7JySURERDQYwj5cbtu2DQCwcOHCgHPtx9qv6e4+Wq0W8+fPDzhXUFAQcJ9gPbddSkoKhBBwuTqG653tGZ31iWikUSo7vkXZexEuXWYXzIr2cMnKJREREdFgCfkGn2drMplMlJaWCovFIqZPn+49rtVqRVFRkbDb7SIrK8t7PC4uTkycOFHExcX53ScvL08IIcS2bduEQqHwHs/Pzxcul0ts3bq1X8+NjY0V2dnZnb6HFStWCCGE2Lhxo9/xrKwsYbfbxeHDh4Ver/cez87OFkajUZSUlAiZTBbWG6WysQ1kOydNL8TtBULcXiDe+tXcHr8u46kMUfWTS4S4vUBU/L+8kL8PNjY2NjY2NrbBbqHIBmH/K32Xy4U77rgDhYWF2L59O9566y0YDAYsWrQI48aNw0MPPeQ3dHT58uVYuXIlVq5ciUceecR7fOvWrXjllVewbNky7N27F+vWrUNSUhIWL14Mg8GAu+++u1/PHTVqFPbt24edO3fi0KFDqK6uRnx8PC688EJMmjQJVVVVuPfee/2eUVJSgpUrV+Lxxx/Hd999h/feew+RkZFYsmQJFAoFli1b5lfpJBpp1D5DWu2i56vFus1umJUCMHFBHyIiIqLBFPJU3ZOWk5Mj1q9fL5qamoTJZBK7du0SN954Y8B17VXCFStWBJyTSCRi+fLloqioSFgsFlFXVyfeeecdvwpkX58bHR0tHn/8cbFjxw5RXV0t7Ha7MBgMYvfu3eLRRx8VsbGxXT7jxhtvFLt27RImk0k0NTWJ9evXi9mzZw+J306wsQ1ku2BSnLdy+Y/75/T4dem/SBdFD+QLcXuBcP1oYcjfBxsbGxsbGxvbYLdQZANJ2wc0DOh0OhgMBuj1ei7uQ8PCxeck4rOccwEAq3QNuPsv3/bodSl3p2BtwiTMqVACALSvfwaTk6MAiIiIaOQIRTYI+wV9iGjkUvkOi3X3/PdgblPbsNg2OgWHxhIRERENNIZLIgpbKt/VYt09n3PpMrlgUviGy7CfXk5EREQ05DFcElHYUih8wqWrF+HSZysSANCycklEREQ04BguiShs+Q2L7UW4dBvdfuGSlUsiIiKigcdwSURhS+VbuXT2snKpZLgkIiIiGkwMl0QUthR9DZcBcy45LJaIiIhooDFcElHYUsl9hsX2IlyeOSxWy8olERER0YBjuCSisKVUSLwf929YLCuXRERERAON4ZKIwpZS1hEKbY7eDYvlgj5EREREg4vhkojCllLet8qlsAmYpB3Xs3JJRERENPAYLokobKlkHd+ibA5Xr17b6nR6P2blkoiIiGjgMVwSUdhS+IRLu73nlUvAP1xq5axcEhEREQ00hksiCltKv3DZy8qlz/WsXBIRERENPIZLIgpbSmnHnEtbbyuXVp9hsUqGSyIiIqKBxnBJRGHLd1isrZeVS5PVCZfEs2KsTsVwSURERDTQGC6JKGz5Vi57O+fSbXZ7tyPRKznnkoiIiGigMVwSUdhSSnwql7beVS5dJhdMbeFSyzmXRERERAOO4ZKIwpbcd86ltffh0tIeLrlaLBEREdGAY7gkorDlV7ns5ZxLt8kNk7ItXEoZLomIiIgGGsMlEYUtpcS3ctm7OZcus8s751IqkSCS1UsiIiKiAcVwSURhSwGfcNnbOZdGF8xtlUsA0CkYLomIiIgGEsMlEYUthU/l0uEWZ7kykNvs9i7oA3BRHyIiIqKBxnBJRGHLt3Jpd/dyWKzPgj4AK5dEREREA43hkojClkL0vXLpMrr8Kpc6Vi6JiIiIBhTDJRGFrfbKpUPSu2AJeIbF+s+5ZLgkIiIiGkgMl0QUttorlw5p78Oly+Q6Y84lh8USERERDSSGSyIKW95w2ZfKpcl9xpxLVi6JiIiIBhLDJRGFrY5w2fvXnlm55II+RERERAOL4ZKIwpJEIYG8bWtLJ3pfuRQOAZO0Y29MVi6JiIiIBhbDJRGFJYlKAoW778NiAaDV5RsuWbkkIiIiGkgMl0QUlqRKKeRtW1va+1C5BIBWR0e41MpZuSQiIiIaSAyXRBSWpEopFC5P5bIvw2IBwOBwej+OUjJcEhEREQ0khksiCkueYbGejx2ib+Gyxe4TLlUMl0REREQDieGSiMKSTCn1zrm0wd2ne7TYHN6PYzWKoPSLiIiIiDrHcElEYUml7vj2ZO9j5dJudsHYVv6MVjFcEhEREQ0khksiCksadccwVqu7b5VLt8kNo8oTTKO5FQkRERHRgGK4JKKwpFZ1bB1i72O4dJldaFV6wmUUwyURERHRgGK4JKKw5BsubX0Nl0YXWlWe12qkMqhk/JZHRERENFD4kxYRhSWNuv/h0m12o1XVMV+T1UsiIiKigcNwSURhSaXwCZeuvi3o4zJ1DIsFgGhuR0JEREQ0YBguiSgs+Q2Ldbr6dA+XqWNYLABEK7liLBEREdFAYbgkorCk9qlcWlx9Xy3Wd1hstJKVSyIiIqKBwnBJRGFJrej49mRz9nFBH5PrjHDJyiURERHRQGG4JKKwpFb6DIt19G1YrNvkRqvSd1gsK5dEREREA2XIhMvZs2dj3bp1aGxshNFoxM6dO7FkyZJe3UMikeDee+/F/v37YTabUVtbi7fffhuZmZn9fq5cLseiRYvw6quv4tChQzAajTAYDPj6669x9913QyoN/FKPGTMGQogu2+LFi3v1/oiGE7W84/8Zq6PvlUujb+VSxcolERER0UAZEr/Gz83NRWFhIex2O9asWYOWlhYsWrQIq1evxtixY/Hkk0/26D6rVq3CnXfeiYMHD+K5555DUlISFi9ejIULF2LevHkoLi7u83PHjx+P999/HwaDAZs3b8ZHH32EqKgoXH311XjhhRdw2WWX4dprr+20X/v27cPatWsDjh84cKDnXySiYcZ3T8o+L+hjdsHgEy7jGS6JiIiIBpQI5yaTyURJSYmwWCxixowZ3uNarVYUFRUJu90uMjMzu71PXl6eEEKIbdu2CaVS6T2en58vXC6X2Lp1a7+em5qaKu666y6h0Wj87hMRESF27dolhBDi+uuv9zs3ZswYIYQQr776alC+VjqdTgghhE6nC/nfGxtbf9t9908T4vYCIW4vED+5cFyf7iGRS8SijTne+7x+0dSQvy82NjY2NjY2tsFoocgGYT8sNj8/H5mZmVi9ejX27dvnPW40GvHYY49BoVBg6dKl3d5n2bJlAICHH34Ydrvde3zz5s0oLCxEbm4usrKy+vzcyspKrFq1ChaLxe+5ZrMZzz77LABPJZSIekbtW7m0961yKZwCdRKH9/Mkjarf/SIiIiKizoV9uMzLywMAbNiwIeBc+7GehLa8vDwYjUbs2LEj4FxhYWHAfYL1XABwODw/3Dqdzk7Pp6am4q677sJvfvMb3HLLLUhLS+vRfYmGM99hsRZb38IlADQaHXBIBQAgSaPsd7+IiIiIqHNhP+eyvZpYUlIScK65uRl1dXV+FcfOREREIDU1FUVFRXC7AxcGab+3732C8dx2P/rRjwB0HlQBYOHChVi4cKH3c4fDgb/97W/45S9/CSFEl/dVKpVQqToqMTqdrkf9IRoK/MJlHyuXAOBsdqJR40aSScbKJREREdEACvvKZVRUFACgpaWl0/MGg8F7TX/u4XtdsJ4LeIbjXnHFFdi0aRM++eQTv3NmsxkrV67E9OnTodPpkJCQgKuvvholJSW4//778fjjj5/13g888AAMBoO3VVRUdNsfoqFCJZF4P7b1o3LpaHCgIcLzS6UEtQJSSTcvICIiIqI+CftwOZRdccUVeP7551FeXo6bbrop4HxdXR0eeeQRfPfddzAajaivr8f//vc/5Ofno76+Hj//+c8RHR3d5f2ffPJJ6PV6b+NwWhpOVNLgDIt1NnkqlwAgl0oRp+LQWCIiIqKB0Kdhsf/85z/7/eC1a9fi448/7va69sphV1VCvV7fZXWxN/fwvS4Yz124cCHef/991NTUID8/H9XV1Wfto6+amhqsX78et9xyC3JycrBx48ZOr7Pb7X6LExENJ77h0ubs2z6XQFvlclzH65M0StRZ+f8NERERUbD1KVzedttt/XqoEALl5eU9Cpe+8yH37Nnjdy46OhoJCQmdLtLjy2w2o7KyEhkZGZBKpQHzLjubX9mf5xYUFOCDDz5AfX09FixYgOPHj3f7Ps9UX18PwDNflGgkUvoOi3X1PVx6Kpcdc5eTNEocaOpX14iIiIioE30eFvuXv/wFGRkZvW7jxo2DRNLzSU/btm0DAL8Fb9q1H2u/prv7aLVazJ8/P+BcQUFBwH36+tyCggKsXbsWTU1NWLBgAY4dO9Zt3zozZ84cAEB5eXmfXk801KklHd+erP0Jl41O75xLgNuREBEREQ2kXm+O6XK5xG9/+9s+b67Zm9fLZDJRWloqLBaLmD59uve4VqsVRUVFwm63i6ysLO/xuLg4MXHiRBEXF+d3n7y8PCGEENu2bRMKhcJ7PD8/X7hcLrF169Z+PReAKCgoEBaLRVRWVooJEyZ0+95ycnKEXC4POP6zn/1MCCHEgQMHwn6jVDa2gWofPHahELcXCHF7gZgUFdnn+2hna8UDa+Z67/WzqWNC/t7Y2NjY2NjY2Aa6hSIb9GlY7LJlywKGig7U610uF+644w4UFhZi+/bteOutt2AwGLBo0SKMGzcODz30kN9w1uXLl2PlypVYuXIlHnnkEe/xrVu34pVXXsGyZcuwd+9erFu3DklJSVi8eDEMBgPuvvvufj134sSJWLt2LdRqNbZu3YolS5YEvJfy8nK8/vrr3s+ffvppTJo0Cdu2bcOpU6eg0Wgwd+5czJw5E42Njbj55pt7/DUlGm6U8BkW28kWQj3lbOxY0Adg5ZKIiIhoIIU8Vfek5eTkiPXr14umpiZhMpnErl27xI033hhw3YoVK4QQQqxYsSLgnEQiEcuXLxdFRUXCYrGIuro68c477wRUIPvy3NzcXNGdLVu2+L3m9ttvF+vXrxcnT54UZrNZmM1mUVxcLP785z+LtLS0IfHbCTa2gWqfPZbrrTamRqj6fB9ZtEx8f2OO916vXTQ15O+NjY2NjY2NjW2gWyiygaTtAxoGdDodDAYD9Ho9WltbQ90don75/NE8XHjCU2WMf3MzGmyOvt1IAuRtm4ktrycAAD49XY/LC3cHq5tEREREYSkU2aBPw2KJiAaSRCWB0hWcYbEQQKPZAadUQO6WIEnDfS7TIlS4ODUOcxKiUG2xYf2peuxtMPA3jURERNQvgxIuk5KS8MQTT0AIgTvuuGMwHklEQ5hUKfULl9Z+7HMJAPYmBxo1biSaZEhSj8xwqZJJcdP4FPw4ewymx+n8zj02KwuVJiteOnIafywqh9npClEviYiIaCgblHAZFRWF2267jeGSiHpEopJA0ZZv3BBwiv7V1NoX9Uk0yZCo8SwVNFKqdBFyGe6bMgY/nTIaiWdZzCg1Uo1HZmbi/yam47d7SvFaSQXcI+WLREREREExKOGyqqoKS5cuHYxHEdEwIFV1VC7tkv4nHM9el577yKVSxKoUfZ/DOURIJcBtWWl4bGYmUiPVfud21bXgk1N1+Ly6CZn6CFw1OgGXpcdDIZUiNVKNf144FT/MSMaNW79D4zD/OhEREVHwDEq4bG1txRtvvDEYjyKiYcAzLNbzsS0INUZHowONKb7bkSiHdbhMiVDh3fzpmJ8U4z3mdLvx7vEaPHugHN/WG7zHN1c14uUjp5Glj8BTORPwvbFJAICC9Hh8e+35WLRpH/Y1cIEwIiIi6p401B0gIjqT74I+9iCES0/lsiNcJg/jvS7nJ0Vj97Vz/YLlB+U1mPLfHbhx63d+wdJXicGMRZv24ZJPvkGtxQYAyNBF4MurzsMlqXGD0nciIiIa2hguiSjsSFVSqJyecGlF/xbzATyVS99wmTQMw6VMIsGvz8nAlitykBLheX8njRbkrtuFRZv24WiLuUf32VTZiJlrv8LO2mYAgEYuw9pLZmBeYvQA9ZyIiIiGi6AMi920aVOPrhNC4JJLLgnGI4loGJMqpVA5PR9bghAunU2eBX3aDbftSKbEaPHqhVORkxDlPbapsgE3bNmPemvvh/9WmG24aN0uvLVgOhaNTUKkQo71BTOxYP032MshskRERNSFoITLvLy8s54XQkAikUD0c8VHIhoZJGoJ1O2VSxGEcNngPKNyOTzCZbJGiYdnjMedk9KhkHoGorjcAs8UHcfDu0vh6sf3XLtbYMmW/fjo0pkoSI9HlFKBwoLZmPXhVzhlsgbrLRAREdEwEpRhsTKZrNMWHR2N/Px87Ny5E++//z6UyuHxAx0RDSylUga58IRLizsIw2Lb9rlsN5SHxUbIZbg8PR7PzZ2MYz+8CPdmj/YGy0NNRsz730488G1Jv4JlO7tbYNGmffiiugkAkKBR4p386VBIJd28koiIiEaiAZ1z2draim3btqGgoAA5OTl46KGHBvJxRDRMRKpk3o/NQQiXZy7oM5QqlxIAM+P0+PU5Gdh0+Ww03ZSP9QWzsDx7NCLknq+T0eHEyj2lmPnhV9hV1xLU55udLly9cQ+Ot3rmbJ6fGI2nciYE9RlEREQ0PAzKViRGoxGffPIJli5discee2wwHklEQ5hG3REurS5Xv+8n7AKNTiecEgG5kIR9uJRLJFg8LhlXjkrAJalxSOiivzaXGy8Un8ST+4+jzmofsP402534web92HHVeVDJpPjZ1LHYXt2ED07UDtgziYiIaOgZlHAJAG63GykpKYP1OCIawiKVHd+agjEsFgDsTQ40a9yIN8vCeiuSnPgovHxBNmbE6Ts9X2YwY0NFAzZU1GNzVSNa7M5B6dfuegN+tvMwXpiXDQD454VT8WXtF6ixDFyoJSIioqFlUMJlRkYGfvCDH+DEiROD8TgiGuIilB2VS4szOOHS2ehEfYQnXCZqlJAAQdhBM3hUMin+MHsCfjJlNKSSjjmNLXYHNlc2egNlWaslZH18sfgU8pJj8cNxyYhRKfDX8yfhhi3fhaw/REREFF6CEi7/+c9/dn5zuRxpaWm44IILoFAosHLlymA8joiGOY1S5k1+Zmf/h8UCgKPOgUaN56YKqRQxKgUabb3fpmMgpEeq8f7FMzDHZyuRfQ0G3L/zCD6vboIzjFbavverQ8hPjUW8WonF41Lw79IqrDtVF+puERERURgISri87bbbznr+6NGjePbZZ/HKK68E43FENMxpFDKgbbSlxRHEcJnkv6hPOITLvJRYvL3gHCS2DdW1OF347e5S/OXgiaCs+Bps9VYHfr7zCN7InQYAeGHeZEz5byOMQfp7IiIioqErKOEyIyOj0+NutxvNzc0wGo3BeAwRjRAR8oEJlw1j/bcjKW42BeXeffWzqWPwdM4EyNu2EikzmLFo0z7sb2wNab+68+/SStyUmYKFafEYrdXg97OycN/Xh0PdLSIiIgqxoITLkydPBuM2REQAAI2iY5ckc5DCpb3OjsZB2o5kvC4COQl6ON0CNrcbFSYb9jUa4G4rRCaolfjr+ZOwZHzHImefnq7HjVu+Q5M99NXUnrhrxyEcWDQfEXIZfpw9GquPVQV9GxQiIiIaWgZttVgiop6KkHUs6GOyB7FyqekIlwOxYmx6pBorzx2P27LSIJNK/M412Rz4vLoJoyLVmBnvvxLs7/cdw4o9pd7wORQcb7VgxZ5SPDNnIqQSCV65YApmrf0qrOaHEhER0eCSdn9JEB4ilWLUqFEYNWrUYDyOiIY4tazjW5PFFsQ5lwNYuVyalYaj11+A2yemBwRLAIhRKXDtmES/YGmwO3HdZ3vx291DK1i2+/OBE9jbYAAAnBOrwy+mjQ1th4iIiCikBqVymZmZieLiYrjdbigUisF4JBENYb6VS3OQ9nE8s3IZzHA5RqvGi/OzoWoLxc02B54vPokmmwMauQzTY3XIT4lFnNrzzD31BmysbMBLh0/heAi3FukvlxC4Y/tB7LrmfMikEqw4dzzeK69BqcEc6q4RERFRCAxKuHQ4HDh58iQEh0sRUQ9opD5zLq3BCZdusxu16LhXUhCHxf5+VpY3WL51rAr3flkcMHdSAiArKgKNNgfqrUNjXmVP7Gkw4C8HT+D+aWOhlsvw0vxsXPzJt6HuFhEREYXAoAyLPX78ODIyMjBu3LjBeBwRDXFqn3BpsgZvi4v6VhtcEs8vuZLUwalczojT4abMVABAg9WOu7881OmiPALA0RbzsAqW7X63pxTHWz3VyvzUOCzNSgtxj4iIiCgUBiVcEhH1hkbiU7kM0pxLALA1ONCkbguXEcGpXD6VM8H78e/3laElSMN4hxKz04W7dhzyfv7H8yYiMUjhnYiIiIYOhksiCju+4dLiCl64dNR2LOoTjDmXl6TGYWFaPADgeKsZLxSP3G2ZNlQ04M3SSgBArEqBv5w/KcQ9IiIiosEW9DmX6enpSE1NhUrVeVVg+/btwX4kEQ0zap/fe1mc7rNc2TuOOgcaYt1AA6CUShGnUqDB1vdhqvdNHeP9+OHdpbAPxSVfg+jnO4/g8vR4xKmVWDI+Be+X1+D98ppQd4uIiIgGSdDC5VVXXYVnnnkGWVlZZ3+gnFtrEtHZ+YZLszN4lUt7nR01ozvuN0qr7nO4jJDLcHFKLADgtMmKt45VBaWPg0mmlUEeJ4fthC0o96uz2nHfzsP4d+45AIB/XDAF39a34ITRGpT7ExERUXgLyrDY3NxcfPDBB9BqtXj++echkUjw+eef4+WXX8ahQ4cgkUiwbt06PProo8F4HBENc2rRsU+kxRXEymW9A9XajvuNjlT3+V6XpsVBLfdsmfLxyVoMpZqlPFqO1B+nYuqnUzHlv1Mw+qHRgKz71/XEm6VV3qAdrVLgrQXTIZcE7vtJREREw09QwuVvfvMbGI1GzJo1C/fddx8AYMuWLbjnnntwzjnn4KGHHsLFF1+MDz/8MBiPI6JhTuP2CZdBrFw66hyo0nXcb7RW0+d7XTM6wfvxxyfr+tWvwdIeKqf8bwqSb0uGTONJlPGL4jHuD+MgUQYnBN614xCOte11OTcxGo/NygzKfYmIiCi8BSVc5uTkYO3ataitre24sc9WAn/4wx+wd+9eVi6JqEfUYmCGxTrqHKjW9b9yKZUAV43yhEuTw4nNVY1B6d9AkUZKPaHyY/9Q6ba54XZ4vh7R+dEY/+fxkKj7HzANDidu2LIfDrfn3r+ZPg6XpsX1+75EREQU3oISLiMiIlBRUeH93GazQa/X+13z9ddfY/78+cF4HBENZzJA5eoIONZgDoutc6Ba6z/nsi/mJEQhUeNZtGxDRQNsQexjsGnP1WLymsmeUBnRESpr19Ti4LUHcey+Y3BZPF8T/fl6ZP41E1JN//9p+LbegN98c9T7+b9zpwVlhV4iIiIKX0EJl9XV1UhI6BgiVlFRgSlTpvhdExcXB5ksSJN6iGjYkiqlUDs94dImcQd1LqOwC1Q47d7P+1q5vHpUovfjj07WnuXK0JEoJEj7SRqyXs6CKtUThN32jlB5+pnTcNQ50Pp1K0rvLoXL6AmYutk6ZD6fCWlk//95+POBE1h3yjNkOEmjwpu550ApHR7zLyUAdAoZ0iJUiFJyoToiIiIgSKvF7t+/H1OnTvV+vmXLFtx6661YvHgxPv74Y1xwwQVYvHgxvv3222A8joiGMalKCpXT87FVEvxlcsxNDtRHuBBvlmFMH+dcXjPG88s0txBYd6o+mN0LCnWmGmMfG4uICRHeY627W3Fi5QnYK+0B15uKTCi5uwSZf8+EXC+HdoYWmc9novTHpXAb+16VFQBu+7wI+6+bh9RINS5Ji8OWK3Lw/U37UG0J7Ee4kQC4LSsN12ckIUalgF4hh14hQ5RSAb1PoHS5BdafrsOqw6fw6el6jPAdaYiIaAQLSuXyo48+wowZMzB69GgAwBNPPAGj0Yj//Oc/MBgMWL9+PWQyGR5++OFgPI6IhjGJSgJVW+XSMgDh0lHnwKkoT2BKi1T3uuqUodNgaowOAPB1bTPqrOETkuTRciTfkYxJ/57kDZZuuxun/3IaJXeVdBos25kPmVFyVwmczZ5krz1Hi6wXsiDT9W/ESb3VgSVbv/MuzDQvKQbfXjsXOfFR/brvQBun02DT5Tn410VTccWoBMxNjMaUGC1GaTV+wRIAZFIJrh6diHULZ6HshxfhoRnjkMwhwERENAIFJVy++uqriIyMxMmTJwEA5eXlyMnJwapVq7Bhwwa88sorOO+887B9+/ZgPI6IhjGpUgp125xLqyT4cxkddQ6UxDm9n0+L0fbq9VeOCrNVYiWAbo4OY58Yi6mfTkXq3amQKj3f2i2lFhy5+Qhq/10L9OBLaTliQcn/lcDR5Nn7M3JKJLJWZUEW3b+A+Xl1Ey743y6cNFoAeEL951fm4JbM1H7ddyBIJcBPp4xB0aL5WJAa63eu1e5EhcmK4mYjdtY2Y0NFPd4/XoNTbe8LAMZoNfj9rCycvCEX7+ZPx8WpsRgeA4GJiIi6N2ATRcrKyrB8+fKBuj0RDVNSVcecS2tPElEv2avsKBnfES7PidXhi5rmHr8+P6UjcHxyOnRDYhVJCsRdHYe4a+KgSlP5nRNugdr/1KLyhUoIe++qv5ZSC0ruLEHWi1lQxCsQMSkCE1ZNQMndJXA2Obu/QRf2NBgw+8Ov8d7F03FRcizUchlez52GmfF6/GLnEThF6MeSToyKxD8vnIL5STHeY+WtFty54yA2VTZ0OdxVJpHg8vR43DV5FC5Pj4dUIoFCKsX1Gcm4PiMZxc1G/G53Kd4vrxlS+6ESERH1VlAql0REwSJRSTrCpQh+uLSUWfwql9NjdT1+rVQC5LWFy3qrHd81tga9f2cjkUsQvSAa4/86HlM/9lQpfYOlo8mBmjdqcGjRIVT8paLXwbKdtcyKo3cehb3WM4xWk6VB1ktZkMf17/eRdVY7LvnkW7xQfNJ77KdTxqDwslmIUyn6de/+kEkk+NU5Gdh33Vy/YPn8oZOY+t8d2FjRdbAEAJcQ+N+pOly1YQ/GvfM5fr/vGKrNNu/5ydFavHvxDHxz7flYyC1ZiIhoGOtTuLz00kuRkZHR54f29/VENHxp1B1DMM0DEC6tx6wojfOvXPbUjFg9YtpC0JaqxkGpQkk1UkRMjUDaT9Mw9ZOpGPfHcYi6IAoSmSeAC7dAy5ctKPt1GQ5cfgAVf62A7ZStm7t2z3bChpJlJbBXtwXM8RpMeGUCFEn9C4EOt8C9XxZj2RcHYW/bwiU/NQ7fXHs+ZsXru3l1cOkVcvwwIxlfXX0ensqZALXc899eSYsJF63bhR9/VQxTL/dZPWG04re7SzFqzTZcv2kfvqhu8p6bFR+FwstmY8sVOTg/MbznnBIREfVFn8LlJ598gptuuqnPD+3v64lo+IrwCZcDUbm0nrLCBDdO6T2hYVqMtsdz4vJ95uBtrmwMet8kagmi86ORcncKxv1pHKZ8OAUzvpiBSa9PQtItSVDEdgQ7W5UNlasqceDqAzj242No/qwZwhHcuGs7bcPRZUdhq/SEVfUYNSa8MgHKtP4vVvOPI6exYP033gpfhi4C3147F28vmI7s6Mh+378rY7RqLM8ejQ2XzUL9TQvwdv505CR4gp5bCPypqBzTP/gS231CYV84hcD75TW4cN0uXF64G3sbDN5zeSmx+Orq8/HhJediai/n/BIREYWzPo1xkkgkEP2YHyORcHkDIupcpKrj25LFHfxwCWdbVS7OiVEGGSIVcozXR6DUYO72pb7zLTdXNQStSxKlBPGL4pG8NBmK+K4rg267Gy1bW1D/YT1ad7X2aJGe/rJX2nF02VFkvZgF9Wg1VGkqTHhlAkruKYGtvH8V0i9rmzHrw6/wwSXnYk5bwPvhuGRcn5GENWXVeHTvMRxpMfX5/mqZFCkRKoxu2wblmtGJXVaqDzUZ8aPtB7CzrqXPz+vKp6frUXi6Hj/ISMZjszIxIcoTnq8Zk4irRifg+UMn8bOdh7mFCRERDXl9nkCzcuVKrFy5sk+v7U8wJaLhLULd8W3J6hqY9GQts+JovBP5xz3zFc+J1XUbLhVSCS5M9szHqzBZcbSl+zDaLTkQd3UcUu5IgTI5sBrosrhgPWaFpdQCc7EZTZ81wdXcu2GaweCodngC5gtZ0IzXQJmkxISXPQHTWmrt170rzTZc+L+duHvyaPzmnAwkR6gglUhw4/gULM5IxuqyKjy691jA30+EXIYxWjXGaDUYq9VgVKQaqREqpEaqPH9GqBHbzTzO461mfHSyDh+frMXWqia4BvDfJgHgnePV+G95DW6bkIYV545HeqQaUokEP5kyBglqJW7ZVhQWCxsRERH1VZ/C5eeff97vgFheXt6v1xPR8KRR+sy5dA1MkLKUWVC60GfeZYwW/y2vOetrcuKjoFV4vmVururfkFipVoqYS2KQvDQZqnT/lV6bPmtC4yeNsJRaYK+wI1yWF3XWO1FyZwky/56JiEkRUMQpMOGlCShdXgpzcf+Ctt0t8NeDJ/Dy4VO4e/Io/PqcDCRqVJBJJbg5MxU3jkvBf0/UQAhgrE6DsVo1EjWq7m/cia9rm/HRyVp8dLIOB5uM/ep3XziFwD+OnMabpZVYnj0aT8zOgkIqxZLxKVDLpLhhy37YWcIkIqIhqk/hcsGCBcHuBxERACDCJ1xaBqpyeczqt2JsTxb18Z9v2fmQWP2Fesij5LCdsMFaboWrtSMcS9VSRF0UhZiFMdDP13v3omzX8nkLKldVwnLEcuZtw4az2YmSu0qQ+XwmIqdGQh4tR9aqLJT+tBSmfX0fvtrO4nLj2QMn8NLh07g3ezR+NW0s4tRKyKQS/CAjuef3cbpQaba1NSsqzTYcaDJi3ak61Fjs/e5nMFhdbvyxqBzFzSa8f/EMqGRSfG9sEtZeci4Wbdo3YFV7IiKigTRg+1wG2+zZs/HII49g7ty5UCqVOHjwIP7yl7/grbfe6vE9JBIJ7rnnHtx5553IysqC0WjEli1b8NBDD6G0tLRfz5XL5bjmmmtw9dVX47zzzsPo0aPhdrtx6NAhvP7663jppZfg7mL+2JIlS3DfffdhypQpsNvt+Oqrr/C73/0Ou3fv7vkXiGiYiFT6zLns5UqdPWUps6BC74ZJ4UakQ9qj7UjyUzq2kAioXMqB0Q+MRvx18X6HHQ0OWE94QqZujg4yjQxnMnxtQOWLlTAfCMIw20HganWh5J4SjP/LeOhm6iDTypD19ywc+dGRoAVjk9OFp787jheLT+LH2WPwi2ljvav0uoVAhcmKcqMV5UYLylstOGG04KTJigqTJ0g22/u+H+dgW9e2hcmHl56LCLkMl49KwLqFM3HNxr29XqmWiIgo1CQIm0FXXcvNzUVhYSHsdjvWrFmDlpYWLFq0COPGjcODDz6IJ598skf3eemll3DnnXfi4MGDWLduHZKSkrB48WJYrVbMmzcPxcXFfX7uxIkTcfjwYRgMBmzevBlHjhxBVFQUrr76aqSlpeGjjz7CtddeG9CnBx54AE888QROnDiB9957D1qtFjfccAPUajUKCgqwbdu2Hn+ddDodDAYD9Ho9WlsHd/89omBZsjQTq6XjAQB/aDiNB9YeDP5DZMCML2bgtY9jMb3GE1r0b3yGVkfnP8yrZVI033wxVDIpygxmjH93e8ettDJkPJ0B/Xk930bDUe/wDn8dKqHyTBK1BOOeGYeoeZ6FeGwVNhy++TBcLcEPRJFyGabEaFFvteOUyQrHMBw2emFyDNZdOhO6tl+u7KhpwhWFe2BwDJ2gTERE4SVU2UCEc5PJZKKkpERYLBYxY8YM73GtViuKioqE3W4XmZmZ3d4nLy9PCCHEtm3bhFKp9B7Pz88XLpdLbN26tV/PTU1NFXfddZfQaDR+94mIiBC7du0SQghx/fXX+53LzMwUdrtdHD58WOj1eu/x7OxsYTQaRUlJiZDJZD3+Wul0OiGEEDqdLuR/b2xsfW0/WjZRiNsLhLi9QDx85cQBe87kNZPFu3+6yPusuYnRXV57WXq897pXLpjiPa5MVorJ70wWM3fPFDN3zxQzvpwhUu9JFaMeGCWyXsoSUz+d6j13zqZzxKgHRgntbK2ANPRf52A0iUIiJr4+0fseM/+eOWzeWyjanIQo0XhTvve/tW+uOV/EqhQh7xcbGxsb29BsocgGfdrncjDl5+cjMzMTq1evxr59+7zHjUYjHnvsMSgUCixdurTb+yxbtgwA8PDDD8Nu75hzs3nzZhQWFiI3NxdZWVl9fm5lZSVWrVoFi8V/WJjZbMazzz4LwFMJ9bV06VIoFAo8/vjjMBg69kA7dOgQ3njjDWRmZiI/P7/b90Y0nEQofOZcOgZu3pnlmAWl8R1VobMNjf3emETvx+tO1QEANJkaTHhtAjTjNQAAR5MDJXeVoPKFSpx68hRK/q8EBy47gH25+3Bw0UF8V/AdTj15CsZvjYOyhchgEA6Bsl+WwdHgAADoz9cj9d7UEPdq6NpV14IF679BXdu80NkJUdh6RQ4S1f3fV5SIiGgwhH24zMvLAwBs2LAh4Fz7sTNDW1f3MRqN2LFjR8C5wsLCgPsE67kA4HB4fvByOv2HN53tGZ31iWgk0Mh8VosdwLlz1rIzF/XpfDN7qQS4ti1cmp0uFJ6uR+SMSEz45wQoEzw/9FvLrThy2xGYvgtc1MZtdMN2wgYM09GNjloHjv/mOIRTAACSb0tG9CXRoe3UELa/sRW563ehyuzZQ3RarA6br8hBvPrs26oQERGFg7APl+3VxJKSkoBzzc3NqKur86s4diYiIgKpqak4fvx4p4vqtN/b9z7BeG67H/3oRwACQ2RWVhZaW1tRUxO4BUJnfTqTUqmETqfza0RDnUbe8W3JbB+4BU3MR80oje24f1crxs5NjEZS27YXhafrYVMA454eB5nWE4JNRSYcuf0I7KfDYxXSUDDuMeL0X057Px+zYgzU49Uh7NHQVtxswkXrduGk0TMSZkqMFp9dltPtvp1EREShFvbhMioqCgDQ0tLS6XmDweC9pj/38L0uWM8FPMNxr7jiCmzatAmffPJJQL9606czPfDAAzAYDN5WUVHRbX+Iwp1G6hMubQMXLo3fGmGQuFCh8zzjnBgdJJ1c970xSd6PPzhRi/jvx0MR5/khv/XbVpTcVQJXM1f1rHurDo3rPavoyiJkGPfHjgBOvVdqMCNv/Tc4bbICAKbH6bDhslmIUg6ZRd6JiGgEGtBwqdPpIJON3B8urrjiCjz//PMoLy/HTTfdFPT7P/nkk9Dr9d6WlpYW9GcQDTaN1GdYrHXgxpK6LW60ftPqHRqrU8oxVqcJuK59vqXT7ca6mjok3dIRNk89dQpu6zCZQBkEJx4/AfNhz+q36tFqZDyTAYmqs8hOPXG81YIF679BZVvAnBUfhcKCWdApRu6/q0REFN4GJFwuXboUFRUVaGpqgtlsxrZt23DhhRf26V7tlb2uKnh6vb7L6l9v7uF7XTCeu3DhQrz//vuoqalBfn4+qqurO+1Xb/p0JrvdjtbWVr9GNNT5Vy4HdqJiy/YWlMT7zrv0Hxp7TqwO4/QRAICtVU2QXRENRbynatn0WROsZdYB7d9QI6yeBX6czZ6vqX6OHuP/NB4SJQNmX5UazLj4k29RY/HMwTwvMRqfFMxCpJwBk4iIwk+fw+U999yD4uJiWCwWVFdXY82aNRg/fjwuu+wy/OMf/4BOp8OuXbtQUVGBCy64ABs3bkROTk6vn3O2uYfR0dFISEjodF6kL7PZjMrKSmRkZEAqDXzLnc2v7M9zCwoKsHbtWtTX12PBggU4fvx4l+9Np9MhKSkp4NzZ5nwSDWdqScf/oybzwA43bdne4reoz/kJ/r/s8V0ldu3pWiTd1vH/avU/An9hRIC90o7Sn5bCZfT83enn6jHumXGQKBgw++pwiwmXfPIt6q2eeb3zk2KwbuFMRDBgEhFRmOlTuPzRj36E5557DsnJydi/fz+EEPjBD36A7du34/e//z2OHTuGzMxMzJs3D+PGjcO1114LqVSKBx98sNfP2rZtGwBPJfBM7cfar+nuPlqtFvPnzw84V1BQEHCfvj63PVg2NTVhwYIFOHbs2Fn71NUzOusT0Uig8Q2XA1y5dFQ7sMNkgBuelU6vyugIkwqpBIvHJXs/3zbZAWWiZ3XY5q3NsJT4bztEHcwHzCj9SSlcbb8ciLogCuOeHgeJnAGzrw40GXHJJ9+i0eZZfTw3JRYfXnIu1LKwXzqBiIhGmF5vjrlr1y5RUlIioqOjvcfuv/9+4XK5hNPpFLfcckvAa95++21RU1PT62fJZDJRWloqLBaLmD59uve4VqsVRUVFwm63i6ysLO/xuLg4MXHiRBEXF+d3n7y8PCGEENu2bRMKRcem1Pn5+cLlcomtW7f267kAREFBgbBYLKKyslJMmDCh2/eWlZUl7Ha7OHz4sNDr9d7j2dnZwmg0ipKSEiGTycJ6o1Q2tmC3jx68wLuJ/DidZsCfl3JXitj/YMfG9VNitAKAeGl+tvfYjqvPE1P+N0XM3D1TzNw9U2gmDXy/hkPTnqsV07+Y7v26jfvTOAF56Ps1lNuseL1ovrnjv9f1C2eKCHnP/51gY2NjYxs5LRTZoE+/8szOzsaHH36I5uZm77E//elP+OabbwAAW7duDXjNsWPHEB0d3etnuVwu3HHHHZBKpdi+fTteeuklPPPMM9i/fz+mTp2KlStX+g0dXb58OQ4fPozly5f73Wfr1q145ZVXcNFFF2Hv3r146qmn8Nprr2HdunUwGAy4++67+/XciRMnYu3atVCr1di6dSuWLFmCFStW+LVbb73V7xklJSVYuXIlJk6ciO+++w5//OMf8eKLL+LLL7+EQqHAsmXL4HJxFUoaWTSio7plcQ38Yjktn7fg87Ed24hsuyIHL8ybjDsnjQIAWJ0urFBWQpXi2Y6kZXsLLIdZtewJ414jjv30mHfRo+i8aIz7A1eR7Y/d9QYUfLobrW17wF4+KgHffW8eFqTEhrhnREREHr1OpCaTSbzwwgsBx5977jnhcrmEXC4POPfuu+/2qXLZ3nJycsT69etFU1OTMJlMYteuXeLGG28MuG7FihVCCCFWrFgRcE4ikYjly5eLoqIiYbFYRF1dnXjnnXcCKpB9eW5ubq7ozpYtWzp9xo033ih27dolTCaTaGpqEuvXrxezZ88eEr+dYGMLdtv+m1xvVSZKGfi9ZCDanFezxfH7L/Y+17fdmJUipnzYUbWMmBoR8q/RUGu6HJ2YsWOG92s4beM0EXdtnIAk9H0bqm1+UrRovcX/v9mXL5gyaP/PsLGxsbGFfwtFNpC0fdAre/fuRVpaGs477zy/xWqio6MRGxuLsrIyv+vnzJmDzz//HB988AGWLFnS28dRD+l0OhgMBuj1eq4cS0PWN7/Ow+x6T5VQ9eoG2N29/hbVa7rzdTj32Ql4dJMOueUq7/E/7C/DM8kNGPvIWACA4SsDSpeXDnh/hiPd+TrP3peajqql6YAJp54+BfNBcwh71n/SSCkUCQpIFVJYyizAIA04ydJH4JULpiDXp2pZabLinq+K8eGJ2sHpBBERha1QZIM+hctbb70V//rXv2C32/H555+jsrISbnfnw9ckEgkWLVoErVaLzz77DBUVFd5zQgjccccdfe48+WO4pOGg6FcLMLVBCTcEZP/cMGjPzXwhE1Fz9Fi6OwLf/1qB9w9X4ye7ijHp3Wyox6gBAEd+dASm/aZB69Nwo0hWIP2+dMRcGuN3vP7DelT+vRLOhoFdwCkYtLO1iL0sFqp0FRQJCigSFJBFdgRmZ4sThq8NMOwwwPClAc6mgX1PEgB3TkrH0zkToVfKvcffKavGj78qRq3V3vWLiYhoWBsy4RIAli1bhl//+tfIyMjo88OFEJDL5d1fSD3CcElDngQo+cXFyGyUwyx1I/KVjYP26IjJEZj05iQAgHAKnPzDSWjP0SLumjgAQOs3rSi5i1sDBYM2R4tRvxgFTabGe8xlcaH2P7Wo+XcN3MaBn2vbGzKdDLFXxSLh+gSox6p79VrTQROaNzWj/oN6uAwDV9JMj1Rj1fxsXDkqwXuswWrHk/uP45v6FhxsMqKhbaVZIiIaGYZUuGyn1+sRFRUFiaRvS8yfPHmyP48nHwyXNNRJtVKcWJaPdIMMjXIX4l76bFCfP+rBUUj4fkKn547ecRTGvcZB7c+wJgcSfpCA1LtS/Rb4cTY7Uf1aNereqYOwDfyQ6K76pkpVQT1Wjai8KMQWxEKqDlz/zmVywVHngL3WDkedA1KVFLrzdJDrAn9p6rK40PBhA2rfqoX99MBVE5eMS8Hf5k5CvFoZcK7GYsPBJqOnNRtxoMmIb+sNsA3CwllERDT4hmS4pPDBcElDnSJJgYof5iLBLEOl3IG0lzYPbgekwKhfjkLCDzsCpsvswqknT6FxfePg9mWEkMfIkXxHMuK/Hw+poiPA2WvsqP5XNRo/aYTbNIDhRwZoMjWInBqJyKmRiMiOgHqsuss9OVu/bUX9e/Vo+bKl837JgMhpkYiaHwX9fD0iJkb4nRZugeYtzah9sxam7wZmiHW8WoG/nT8ZS8andHtti92BD8prsbqsCpsrG+ES/JGAiGi4YLikfmG4pKFOPV6N2oUXQmeX4pjMhsyXt4akH0lLk5ByRwrMh8048cgJ2E7aQtKPkUSZqkTK/6Ug9opYSKQdwc5tdaNpUxMa/9eI1m9bgV7kTKlaCmmkFFKFFBKVxPunMlXpCZNTIhExOaLTqqQvZ6sTjf9rRP179bCWW3v1vlTpKiQsSUDctXF+ixkBgPE7I+reqUPz5uYBqdJOj9XhvIQoTInRYmqMFlNitEjSqLq8vsZiwztl1VhdVoWva1uC3h8iIhpcDJfULwyXNNRFTo9E45z5ULolOCC1YNorn4euM3IA4b++zLCjHq9G6j2piM6LDjhnr7ajcV0jzMVm2OvscNY74WhwQDgEIG+rQE7zVCAjp0V6F2LqDeEUsB63wlpuhfWEFZZSC1q2t0BY+/dPpUwvQ/z345GwOAHKBP8hq06DE42fNKJhbQMsRwd2D9U4lQJT2oLmeQlRuG5MIqKUioDrjrea8daxavz5YDnqrZyrSUQ0FDFcUr8wXNJQFz1Pj6bJcwEA38CEOf/8IsQ9olDRTNIg/tp4xBTEQB519oXfnM1OT5WymwpkZ2ynbTAdMMF80Oz584h5QOd6ShQSxBTEIOmmJGiyNAHnW/e0ovyBcjjqByfQqWRSXJEejxvHp+CqUQlQy/2rqxUmK76/aR921rGSSUQ01DBcUr8wXNJQl1YQh9PpswEA212tuOi1L0PcIwo1iUKCqIuiEHd1HPRz9V3OhTyT2+aG5ajFU9m0C7jtbu+frhYXTMUmmA+YB3yrkLOJnBGJ+OviEXNpjF8wtlfbUfrjUljLejcEt7/0CjmuG5OIG8en4JLUOMjahifbXW4s/6oYrxw5Paj9ISKi/mG4pH5huKShbsKiJByJmQEA2GBrRsGbO0PbIQor8jg59OfroUhUQBHf1tr2mhQu4ak+FplgKjLBctTiGS47BEi1UsQWxCLptiSoUj1zIp0GJ8ruL4NxT2hWKE6LUOE/eecgNyXWe+yVI6fx46+KubosEdEQwXBJ/cJwSUPduTenYY9yKgDgA1MDFq35NsQ9Iho88jg5xv9lPCKzIwEAbrsbJ353Ak0bm0LTH4kEz8yZiPumjvEe21XXgu9v2ofTpsGtqhIRUe+FIhv0foIKEdEAiYzsWFjEYh+4DeeJwpGzwYmSO0vQ8oVnfqNUKUXGHzKQeHNiaPojBH628zBu2vodzE7P/49zEqKw+9rzkedT0SQiImrHcElEYSNC07Fwi5nhkkYgt8WNYz8/hvoP6r3H0u9LR8ZTGVCmK8/yyoHzn2NVmPfxTpQZzACARI0KGy+bhZ/7VDSJiIgAhksiCiORap9waeM+IDRCuYCTvz+JyhcrvYdiLolB9nvZSP9lOuTRZ189dyDsb2zF7A+/xqenPaFXLpXiT+dNwobLZiFDF7jqLRERjUwMl0QUNiLVHdsgmK2sXNLIVv2Pahx/6DgcjZ5tSaQKKRJvSMSUD6cg+fbkPm290h9Ndgeu3LAbv993zHvs0rR4FH1vHn46ZQykPVvIl4iIhjGGSyIKGxplR7g0WVi5JGr6tAkHrzuIqleq4LJ4fuEi08qQek8qstdmI+57cYCsm5sEkVsAv91dioJPv8UJowUAEKmQ4y/nT8KOq85DdnTk4HWGiIjCDsMlEYUN33BptjJcEgGA2+RG1aoqHLzuIOrer4NwehZ5VyYoMebhMZi8ZjKicqMGtU8bKhow9b878NzBE95j5ydGY+918/DbGeOhYBmTiGhEYrgkorARqegIlxbupUfkx1nvxKknTuHQ4kNo3tLsPa4Zp8H4Z8djwj8mIGJqxKD1x+hw4SdfH8YF/9uJw82e/TiVMikenZWJ3dfOxXkJgxt4iYgo9AZ/VQAioi5o5D6VSyfnXBJ1xlZuQ9kvyhA5PRJpP02DdroWAKA9V4tJr0+C7bQNlmMWWI9ZYSm1eD4utwIDNBhgR00zZqz9Cr+bMR6/Omcs5FIppsXq8PU152N7dROeP3QS/y2vgVNwW20iouGO4ZKIwoZvuLQ4WbkkOhvTfhOO/ugoohZEIW15GtRj1QAAVboKqnQVkNtxrbPZiYrnK9CwtgEYgIxnc7nx0O4SvFtejX9eMBUz4/UAgAuTY3BhcgwqTVa8dOQ0Xjp8CjUWe/A7QEREYUGCAflnhkJBp9PBYDBAr9ejtbU11N0h6hWJQoK//X0+lu/0LAhyzcY9+PhkXYh7RTREyIH4a+IRe3UsNJkayCI6X+XHuM+Ik0+ehLXUOnBdkUjwowlp+PGU0Zgao/M7Z3e58V55DV4oPolaix1pkWqkRaiQFqlGaoTK+7FGJsVnlQ14s7QK+xv57xkRUV+EIhswXA4jDJc0lMmj5XjxifNxx25PuLz0k2/xWWVDiHtFNARJAGWKEprxGqgz1YicFono3GjvaeEUqHmzBlWvVEFYB/ZHgNzkGCzPHo3rxiRCLu3bMg8HmlrxZmkVVh+rwinTwIViIqLhhuGS+oXhkoYyZboS//zVebhpv2dBkvkf78SXtc2h7RTRMKHN0WL0b0Z7h84CgK3ChupXq9HyeQucDQO7OnN6pBp3TUrHnRNHIUGj7PZ6l1tA1smKs9uqGvHmsSq8d7wazXauKE1EdDYMl9QvDJc0lGkmafD6nTn4wUENAGDm2i+xt4H/HRMFi0QpQdKtSUj+UTKkyo4qonALmA6Y0PJ5C1q2tsB6fOCqgyqZFD/ISMK1oxNhc7lRYbahwmxFpcnm/bjabINWIccPMpJw0/hUXJAcE3Afk8OJu78sxr9LKwesr0REQx3DJfULwyUNZdpZWvznhlm45rCnsjL5vS9wuMUU4l4RDT+qMSqMfmA0dDm6Ts9bT1nRsqUFde/XwX469IvvjNVqcOP4FNycmYJJ0Vq/c38+UI5f7joKF1eiJSIKwHBJ/cJwSUNZVG4U3imYgYXHPOFyzNvbcNLI+VVEAyUiOwJRuVGIzouGJlMTcF64BJo3NaP69WpYDltC0MNAM+P0+MmU0bg1K8177LOKBizesh+NNkcIe0ZEFH4YLqlfGC5pKIu9Ihb/nXsOcstVAIDE/2xBnTX0VROikUCZpkTURVGIzo2G9lwtJHL/+Y6GXQbUvF6D1q/D49+WOyam4+9zJ0Mp8wzvLTOYce1ne3GgyRjinhERhY9QZIO+Ld1GRBRkMq0MKmfHD7QWlyuEvSEaWewVdtS9VYeSu0rw3cLvUPF8BRwNHZVA/Rw9sv6ehclvT0bCDxMg1Yb2x4d/HDmNBeu/QbXZBgAYp4/AV1efh0Vjk0LaLyKikY7hkojCgjRSCrVvuHS6Q9gbopHL1eJCzas1OHDVAZz4/QlYT3YMT9dkajDq16NwTuE5GP3b0YiYGuEZAxUCX9Y2Y/aHX+GbuhYAgFYhx/sXz8AjMzND1SUiohGPw2KHEQ6LpaEs9cep2BQxCZPqFbC73VC9ujHUXSIiAJAC0XnRSPx/idDO0AacdjQ60LqzFYavDWj9uhWO+sGd+6iWSfHyBVNwc2aq99gnp+rwq2+OcpgsEY1oocgG8kF5ChFRN2RaGVR2T73B4mbVkihsuIHmzc1o3twMdaYa8YviEXdlHGRaGQBAEatA7OWxiL08FgBgKbWgcV0jatfUQtgH/vfXVpcbt2wrwr4GA57OmQiZVILLRyXg8lEJ+KC8Bo/tO8ZtjYiIBgmHxRJRWJBpZVC52sIl51sShSVrqRWnnz6NooIilK8sR/PWZriM/v+/ajI1SPtpGrLfzUZUbtSg9e3ZAydw+YbdqLHYvMe+NzYJe66bh/8tnInzEgavL0REIxWHxQ4jHBZLQ9n4v47HrpJxiLVIcdxkwbg1n4e6S0TUE3Igcmok9HP10J+vR0R2BCTSjlmPhq8MOP3H07CWD87WQhFyGe6cmI5fThuL1Ei137nPKhrw+33HcLDZiCiFAtEqOaIUckSrFG1/yhGtVCBKKUe0Ut72p+/nClidLnxe04TPKhqwqbIR5cbw2KaFiOhM3IqE+oXhkoayCf+YgD3fjkGkQ4qDzUZMfX9HqLtERH2gzlRj1C9GQZej8x4TToHaNbWoeqUKbuPgDHtXyaT40YQ0/OacDIzWBu7jGSzHDGZsqmzAZ5UN2FLViHor99skovDAcEn9wnBJQ9nkNZPx3WejIBcSfFvXgpyPvg51l4ioH6Ivjkbaz9KgSlF5jzkaHah6uQoNHzRAOAfnxw+FVIKbM1Px4PRxGK+P6NM97C43mu0OtNidSNKooFd2vWTFkWYTiluMKG42tTUjjrSY0OrgcH8iGlwMl9QvDJc0lE3/cAr2fZQOANhe3YSL1u0KcY+IqL8kagmSbk5C8m3JkKo7lnmwVdhQ9XIVGtc3AoO0fpdMIsEN45Jxw7hkSCQSNNscaLY70WJ3eoNj8xkft9g911hdbr/7zI7X45K0OFycEod5SdFQybpfwuK0yYriZiMqTDbUWu2os9pRa7H7fdxidyJSIYNe4RmSq1fIoVfKoVfIEKVUoMXuwAcnatFidw7kl4qIhgmGS+oXhksayuYVTseOd5IBABsq6lHw6e4Q94iIgkWZrETafWmIuTTG77j1uBW1a2ph2m+CpcwCDMHinkYmxQXJMbg4NQ75KbGYEqNFhFw2YM8zO11YU1aFlw6fxq62PT6JiDrDcEn9wnBJQ9klW2dh47/jAQBrT9Tge5/tC22HiCjoIiZHIOWeFETNC1y51WVxwXzIDPMBM4xFRrR+1Qq3dehtSyQBMEarwaToSEyOjsTkaC0mR3k+jlMrg/qsvQ0GrCo+hdVlVTBy2C0RnYHhkvqF4ZKGKqlGiivWz8THb8YBAN46VoUbt34X4l4R0UDRnqtF6r2p0J6r7fIal8mFps+a0PhxI4z7jMPip5VYlQJJGiUS1EokqpVIbP+47c8opRxGhwsGuxMGh6e12J0w2J1odbhwfmIUbslMRbRK4XffVrsT/zlWhb8Xn8SBJmOI3h0RhRuGS+oXhksaqhQJClyzegbeW+PZhP1fR0/j9u0HQ9wrIhpoEVMioJ2hReTUSERMjYAqVdXpdbbTNjSua0TDugbYK+yD3MvwopFJsXhcMu6aNArnJUYHnF9TVoXf7i5FqcE8+J0jorASimzQ9XJnRESDRJGkgNrZsS+exTn0hsIRUe+ZD5phPtgRguRxckROjUTURVGIuSQGMq1n7qIqXYWU/0tByv+loHVPKxo/bkTTpia4TSPve4XF5cZrJZV4raQSM+J0+L+Jo/D/xqdA17aC7Q3jUnD92CT862gFHt17DBVmW4h7TEQjCSuXwwgrlzRUxV4Ri+vuzsI/10YDAJ757jh+9c3R0HaKiEJKopYgOi8acVfHQTdHB4lU4nfebXWjeXMzmjY3Ddn5mcGiVchw+4R0PDg9A4majuqv1enC34tP4cn9ZWiwcf9NopGGlUsiGpFUY1RQ+6ysb3GN3B8SichDWAWaPm1C06dNUCQqEHtFLOKuioM6Qw0AkKqliL0iFrFXxMJtdaN1dysMXxpg2GGA7dTIqtYZHS789eAJ/OPIadw3dQx+OW0sopQKqOUy3D9tLJZNTMefDpTj2QPlXPiHiAYUK5fDCCuXNFRlPJmB67KS8OwnnhUkH/jmKP7w3fEQ94qIwlHElAjEXRWHmIIYyKM6/x259ZQVhh0GtHzRgtZdrUNyi5P+iFUp8OtzMvDj7NHQ+GyLUmex44n9ZXjx8CnY+Es8omEvFNmg+11/w8Ts2bOxbt06NDY2wmg0YufOnViyZEmv7iGRSHDvvfdi//79MJvNqK2txdtvv43MzMygPHf69Ol4/PHH8emnn6K2thZCCGzZsqXLe48ZMwZCiC7b4sWLe/X+iIYq1WiV35xLs2uE/SRIRD1mPmjGqadOoaigCKU/LkXde3Ww1/ov8qMepUbiDYnIej4L09ZPQ9rP0qDJ1ISox4Ov0ebAr785isx3t2NV8Sk43J4gmaBR4s/nT8LR6y/AjyakQSaRdHMnIqLeGRLDYnNzc1FYWAi73Y41a9agpaUFixYtwurVqzF27Fg8+eSTPbrPqlWrcOedd+LgwYN47rnnkJSUhMWLF2PhwoWYN28eiouL+/Xc6667Dg8++CBsNhuOHj2KhISEHvVr3759WLt2bcDxAwcO9Oj1REOdaowKqnIu6ENEPSccwjMM9ksDTj15CppMDfTz9dDP00M7QwuJ3PM9RRGvQNJNSUi6KQmWEgssZRY4m51wtbjgbHbC2eKE7YQN5uLht7pqpdmGu788hD8WleORmeOxZHwKpBIJRms1+OeFU/GraRn47Z4SvHe8hsPYiCgown5YrEwmw+HDh5Geno65c+di3759AACtVouvvvoKEydORHZ2NkpLS896n7y8PGzZsgWff/45Lr30Utjtnt9y5ufnY+PGjdi+fTvy8vL69dzs7GyoVCoUFRUhLi4O1dXV2Lp1KxYsWNBpn8aMGYPy8nK89tprWLp0ad+/SG04LJaGIkWCAtM+nYbF36nxqy90AICbtn6H/xyrCnHPiGiokkZKoT9fj5iCGERdFAWpovuBWrbTNjR+2oimwiZYy6yD0MvBNy1Gi8dnZ+Hq0Yl+x/fUG/DgtyUorKgPUc+IaCBwWGwn8vPzkZmZidWrV3sDHgAYjUY89thjUCgUPQpmy5YtAwA8/PDD3mAJAJs3b0ZhYSFyc3ORlZXVr+ceOnQIe/fuhdPpBBH1jGqsZ2VDva3j21GTnasaElHfuU1uNG9qxvFfHUdRQRFO/uEkTAdMZ32NKl2FlDtSkP1uNia9NQlJS5MQc1kMoi+JRtSCKOgv1EM/V4/IaZGQxw6JgV8BipqMuGbjXsz/eCe2VTV6j8+M1+PTy2bh6PUX4JGZmZgUFRnCXhLRUBb23x3bq4kbNmwIONd+LDc3t0f3MRqN2LFjR8C5wsJCXH755cjNzUVJSUlQn9sTqampuOuuuxAdHY3Kykps2rQJFRUVQbk3UbhTj/as/KizdQyLbbLxFzREFByuFhfq361H/bv1kEZKIY+RQx7l0+Lk0J+v92x3IvN8H4qYEIGICRFnv6/ZBXuFHbbTNm+zHrfCUmKByxDe88a/rG1G3vpvUJAWjydmZ2FmvB4AkBUVid+dOx6/O3c89jUY8FZZNdaUVeGkcXhWcoko+MI+XLZXE9tDn6/m5mbU1dX5VRw7ExERgdTUVBQVFcHtDpzL1X5v3/sE47k9tXDhQixcuND7ucPhwN/+9jf88pe/hBBhPWqZqN9Uoz2VyyifymUj92MjogHgNrlhN9lhP+2/AFDtm7WQx8oRc2kMYi6LgfYcbbf3kkXIoMnSQJMVuFCQvdoOS6kFjjoHZHoZ5NFtQbYt2Aq3gNvqhtvi9v+zrcENCLeAcAnYym1o2d4C82Fz0CcyFVbUY0NFPb4/Ngl3Tx6FvJRYSNsW+ZkRp8eMOD2eypmAHTVNWH2sCv85VoUWO3/5R0RdC/twGRXl2ZqgpaWl0/MGgwHp6en9vofvdcF6bnfMZjNWrlyJDz74AGVlZVCr1Tj//PPx1FNP4f7774fdbseDDz7Y5euVSiVUqo7NknU6Xb/6QxQK6jGdVS4ZLolocDkbnah7uw51b9dBmaaELkcHqVoKiVwCiUzi+VMugTxaDmW6Eqo0FZSpyk7ncyqTlVAmK7t8lgQSSJVSQN+zvqX8Xwoc9Q60fNHi2V5lZyvc5uAsfCYAvFdeg/fKa5ASocIPM5KxZFwyzkuM9l4zPykG85Ni8MyciVhTVoVVxafxTX3nPx8R0cgW9uFyOKurq8Mjjzzi/dxoNOJ///sfvvnmGxw4cAA///nP8fTTT6O5ubnT1z/wwANYuXLl4HSWaIC0Vy71Zp9wyTmXRBRC9go7Gioaur9QCigTlVCOUkKVroImU+OtZsr1/j9iuSwu7wq1ACBVSyHVSD1/qqWQqs6+DIYiXoH46+IRf108AMDtcEPYhF/F01pmRdNnTWjZ0QJh7X2Zs8psw18PnsBfD57AOJ0GN4xLwZLxyZga4/nldYRchh9NSMePJqRjT70Bqw6fwupjVTA5w3sYMBENnrAPl+2VQ9+qoi+9Xt9ldbE39/C9LljP7auamhqsX78et9xyC3JycrBx48ZOr3vyySfx7LPPej/X6XScq0lDixxQpXnCpc7oOWR0OOFwczg4EQ0Bbs8QWHu1HcZvjH6nFMkKyPVy73YnwtbN9zUZIFV5giaknr25pWoptLO1iLogCvrz9Z5zbaQKKaAAZFqZ95gmU4OYhTFwmV1o+bwFTRubYPjSAGHv/ffUslYLnthfhif2l2FajBZ3TEzHrVmpiFIqAHgWAXr5gin445yJ+M+xSrxQfAoHmozd3JWIhruwD5e+8yH37Nnjdy46OhoJCQmdLtLjy2w2o7KyEhkZGZBKpQHzLjubXxmM5/ZHfb1nOfCIiK4XFLDb7X4r3xINNapUlXcvuvbVYjnfkoiGA0e1A47qXnw/cwFusztguKvtlA0NHzRAopJAN0uHqIuioMnSeKudErUEUpUUskiZt/opi5Ah9rJYxF4WC5fREzQbNzSi9atWCGfvg2ZRkxE//fowHvi2BIszknHX5FGYk+D55bteKcfdk0fj7smjsaasCr/dXYpSw/DbM5SIeibstyLZtm0bAPgteNOu/Vj7Nd3dR6vVYv78+QHnCgoKAu4TrOf21Zw5cwAA5eXlA/YMolBTj/XMt4QAolwMl0REXRE2AcOXBpz6wykcvf0oDv+/wzh0/SEcvOogii4twr4L96Hk7hLUf1DvHXoLeCqbsVfEIvMvmZi2cRpG/3Y0dOfrANlZHtYFs9OFV0sqcN5HX2Pm2i/x0uFTMDo6nnXDuBQUf38+XpqfjbQI1VnuRETDmQjnJpPJRGlpqbBYLGL69One41qtVhQVFQm73S6ysrK8x+Pi4sTEiRNFXFyc333y8vKEEEJs27ZNKBQK7/H8/HzhcrnE1q1b+/XcM1tSUpIQQogtW7Z0eU1OTo6Qy+UBx3/2s58JIYQ4cOBAr75WOp1OCCGETqcL+d8bG1tPWtp9aWLm7pli3tczhbi9QIjbC8Tmy3NC3i82Nja2Id3kEPq5ejH6d6PFOVvOETN3zwxo0zZOE6MeGCW0M7UC0r4/S6eQifumjBE1N+Z5v4+L2wuE5dZLxB/nTBRxKkXw3hcbG1uvWiiygaTtg7CWl5eHwsJC2Gw2vPXWWzAYDFi0aBHGjRuHhx56CE888YT32hUrVmDlypVYuXKl32I5APDyyy9j2bJlOHjwINatW4ekpCQsXrwYVqsV8+bNQ3FxcZ+fCwATJ07Eb37zGwCARqPB4sWLUV1djU8//RSAZ6jrL3/5S+/1W7ZswaRJk7Bt2zacOnUKGo0Gc+fOxcyZM9HY2IhLLrkEe/fu7fHXSafTwWAwQK/Xo7W1tcevIwqVSf+ZhIhJEUgwSPDpm55FKt4/XoPrN+8LbceIiIYJiVwC3VwdYi6NQXReNGSRgSVLe50dzRub0bCuAZbDlj49R6uQ4b4pY/CLaWO98zIBwGB34k8HyvHsgXIYHVz4h2gwhSobhDxV96Tl5OSI9evXi6amJmEymcSuXbvEjTfeGHDdihUrhBBCrFixIjBJSyRi+fLloqioSFgsFlFXVyfeeeeds1Yge/pcACI3N1eczfHjx/2uv/3228X69evFyZMnhdlsFmazWRQXF4s///nPIi0tbUj8doKNra9NFi3z/gb9mlXTvL/tfuWCKSHvGxsbG9twbBKVREQviBYZf8gQM3bM6LSiOXnNZJHwwwQhjZD26RmxKoV4OmeCMN96iV8ls/bGBeK+KWOESta3+7KxsfW+sXJJ/cLKJQ0l0ZdEY9xT4wAAGf9qxXtWz8dPf3ccv/7maCi7RkQ07Ek1UkRdFIWYhTHQz9N79t304TK60PBRA+reroPttK3X90+NUOF3547H7RPSIJd23Puk0YJH9h7D6yWVcAn+CEo0kEKRDcJ+QR8iGp50OTrvx+nHO37AqLVwBWQiooHmtrjRVNiEsvvLUHRpEU78/gSM+zq2EpFpZUi8MRHZH2Qj8++ZSLwxEepx6h7fv9Jsw107DmHy+zuw+liV9/horQb/vHAqDiyah+vHJkFylnsQ0dDDyuUwwsolDSXZH2RDPVoNt8ONx1ZIcVV6AgBg1tqvsKfBEOLeERGNTOpMNRIXJyL2ili/fTXb2WvtaP26FYavDWjZ1gK31d3JXQKdE6vD47MycdXoRL/ju+tb8NC3pSisqA9K/4moQyiyAcPlMMJwSUOFMlmJqeumAgBs3xix66vRiJDLUG22IfWtrfymREQUYrIoGeKvjUf89fFQpXW+rYijwYHqf1aj/r/1EI6efeeenxSNJ2Zn4aLkWL/jmyob8ItdR7CvgT+/EAULh8US0Yigm9MxJPacbwUi5J7VC9efrmOwJCIKA64WF2reqMHBaw7i0PWHcOqPp9DyhX+lUhGnwKhfjUL2+9mIvTK2Rz9V7qhpRu66b3B54W7s9RmlcnFqHHZfOxevXjiVe2QSDWEMl0Q06HzD5UXVHXN41p3isCgionBjPW5F3Vt1OPbTY9iftx9H7zqKpg1N3vOqNBXGPjoWk9+ajKjcqB7d89PT9Zi19iss3rwfZQYzAEAqkeC2CWk4+oML8disTGgVgdumEFF447DYYYTDYmmomFY4DYp4BVxGF97/ux7jdRFwuN2Ie3MzWrkPGhHRkKCZpEHqvamImucfKI3fGXH6T6dhPmDu0X2UUgnuzR6N384YjxhVxx6ZNRYbfre7FP88WsGVZYn6gMNiiWjYU49TQxHv+eEh8SsbxusiAADbq5sYLImIhhDLYQuO/fgYjt55FMbvOlaa1Z6jxaTXJ2HMyjGQx8m7vY/dLfDnAycw/p3tePZAOewuz9DbJI0KL10wBfu/Nw8XJEUP1NsgoiBiuCSiQeU7JHbuoY4fOtadqgtFd4iIqJ+Mu404uvQojv3sGCylFu/xuKvjMOW/U5B4UyIk8u43HWmyO3D/ziPIfn8H3j1e7T0+JUaL7Vedh+fnToaOQ2WJwhrDJRENKt/9LfOMEd6POd+SiGhoa/m8BcU3FuPUU6fgNDgBePbLTP9ZOqZ8OAVJtyZBpu8+HB5rNeOHm/dj3sc7sauuxXv83uzROLBoPi5Pjx+w90BE/cNwSUSDRwboZnvCpbraiQuiPPN0ygxmHGkxhbJnREQUDC6g7p06HPreIdS9Xwfh9syVVCYrkfaTNExdPxWjfjMKqjHdrwj7VW0z5n78Ne77+jBMDk9YHa3VYH3BLLyROw1xPvMziSg8MFwS0aCJmBwBmdbzW+tZXwgopJ5vQR+d5JBYIqLhxNnsxKknTuHwzYfRvLXZGzJlGhkSfpCAKf+dgvF/He83VaIzbgH89eAJTP3vl9hY0THC5ebMVBz6/nz8MCN5QN8HEfUOwyURDRr9HL334/xTHVuQrD1RE4ruEBHRALMctqDs/jIc+t4h1K6phcvcsXBb1AVRyHoxC5PfmYz4RfGQqrv+sbTcaMHCT3dj6edFaLI5AACJGhXezp+Ojy89F9nRkQP+Xoioe9yKZBjhViQU7jJfyIT+PD0ULmDD32Ogl8vRYLUjafVWLjNPRDQCyLQyxF0Xh4QbEqBK8R8a6zQ40bC2AXXv1MFeZe/yHskaJf4+LxuLxiZ5j7mFwL9LK7FiTylOGK0D1n+ioYRbkRDR8CUFIqd6frM8o0gCvdyzUuy6U3UMlkREI4TL6ELtm7U4eO1BlP26DMa9HVuYyPVyJN2ShCkfTsG4Z8ZBO0vb6T2qLXZ8f9M+fH/TPlSaPEFSKpHg1qw0HL3+Qvzt/ElIVCsH5f0QkT+GSyIaFJrxGsgiPfMtLzzYsQXJ2hO1oeoSERGFigto/qwZR+84iuL/V4yGjxrgtnv2t5TIJIjOj8aElydg8prJiLsuDhJ14FYm/y2vQea72/GrXUfQ2DZUVimT4sdTxqDshxfi97MyEaXsfp9NIgoeDosdRjgslsJZ/PfjMfrB0ZAI4OMXopAiUcLqdCH+P1tgcrq6vwEREQ1r8hg54r8Xj/gfxEOZ6F95dDY7Ub+2HnXv1sFR7Qh4bZRSjl9MG4ufTRmDSEVHoGy0OfCPI6ex9kQtdtY1w82femkECUU2YLgcRhguKZyNeWQM4q6Kw5QaOd54PwYA8PHJWlyzcW+Ie0ZERGFFDsQsiEHCDQnQzvAfGiucAo2fNqL6H9WwnbIFvDRJo8SD08fhrkmjoJT5D9Crsdjw0ck6fHiiFpsqG2B1uQf0bRCFGsMl9QvDJYWz7PezoR6rxt07NLhjv+eHhTu2H8A/j1aEuGdERBSuIrIjkLA4ATEFMZAqOsKicAo0ftKIunfrYDligXD6/zg7RqvGynMzcXNmKmTSwCG1JocThRUNWHuiFh+cqIHRwRE0NPwwXFK/MFxSuJJFyTB983QAwJrXopBlVsItBFJWb0WttesVAYmIiABAHidH/KJ4JN6QCHm0/zxKt9UN82EzTAdMMBWZYNpvgqPOM3Q2Xq3AlaMScN2YRCxMi0eEXBZwb4PdiTdKK/Fi8UkcajYNyvshGgwMl9QvDJcUrvQX6JH510ykt0jx4X/iAAA7appwwf92hbhnREQ0lEgjpUhcnIjEmxIhj+p6sZ7GTxtR+Xyl35YmGpkUl6TF4boxibh6VCISNIErym6pbMQLxSex9kQtnFzJnIa4UGQDLqFFRAMucppnC5K84x17mn3IVWKJiKiX3CY3qv9Vjdp3ahF7WSy007WImBYB9Si133Wxl8UiekE0at+qRc2rNXAZXbC43Pj4ZB0+PlkHqeQg5iVG45asNPy/8SneiuaC1FgsSI1FldmGV46cxitHTuO0iftmEvUUK5fDCCuXFK4yX8yEfo4e//ggGudWKQAAE9/bjqMt5hD3jIiIhgN5tBwR0yKgna5F/Pfi/YbOOpudqHq5CnXv1wHOwNdGKeW4NSsV90wajYnRkQHn9ze0YlNVAz6raMDn1U1c4ZyGDA6LpX5huKRwNX3bdMTJ5NjwahxkkKC42Yjs93eEultERDQMybQyJC1NQuKSREhVHYsAOQ1OmL4zwbjPCNM+E0yHTBA2/x+D81Nicc/k0bh2TALk0sDt4B1uN76ubcGmygZsqmzA17UtHD5LYYvhkvqF4ZLCkTxejnMKz8HVxSqs3KIHAPxhfxke+LYkxD0jIqLhTJmsROq9qYi9IrbT826HG+aDZtS8VoOW7S1+51IjVLhjYjquGpWAWfF6SCWBK84CQIPVjrfKqvF6SQW+rTcE/T0Q9QfDJfULwyWFo8gZkZj4z4n403o98so9cy7P/+hr7Kxr6eaVRERE/RcxOQJJtyZBO0sLRayi02uatzbj1DOn4Kh2BJyLUSqQlxKDS9LicHFKXKdDZwHgUJMRr5VU4M1jVagyB+7BSTTYGC6pXxguKRzFXh2LSQ+NxaZX46F2SlBltiHtra38xkNERINONVqFyOmR0M7QQnuuFuoxHQsBuSwuVL1Uhdq3ajudm9kuPVKNi1NjcVl6PK4ZnRiwvYnLLbCxsgGvl1Rg7YlaWF3ugXo7RGfFcEn9wnBJ4Sj1nlRcd+ko/P1/0QCAlw+fwv/tOBTaThEREQGIWRiD9PvToYjvqGhaSi2oebMGtlM2OJuccDY54Wp1dfoTs04hww8yknFrViouSg4cfttid+Dtsmq8XlKJL2ubB/CdEAViuKR+YbikcJTxZAZ+kpCK+77SAgBu2VaEf5dWhrhXREREHlKtFKl3pyLhhwmQSDufWylcAs4mJ8zFZhj3GmHca4S52Azh6PgxepxOg1syU3FLVioydBEB9yhpMeGN0kq8UVqJk0Zub0IDj+GS+oXhksLRpDcn4ZnKJFx1xDP06Ny1X2JfA//7JCKi8BIxOQKjHxqNiMmBwbAzbqsbpoMmtH7TiuZNzbCWeQKjBMCFyTG4NSsVPxibDJ0ycFv5zZUNeL2kEu+X13BrExowDJfULwyXFI6mb5uONevjMKleAafbDe0bm2Dj/BMiIgpHUiDqoiiox6ohj5F3tCg5lKlKKGI6XxAIACxlFjR/1oymjU3eoBkhl2HR2ETcmpmG/NTYgFVnjQ4n3j1eg1dLKrC9umlA3xqNPAyX1C8MlxRu5NFynLvxHGx/JR4qF/e3JCKioU01RgXtuZ7FgLQztFClqzq9rj1otuxogfmwGXACoyLVuDkzFbdmpWJCVOCKs8cMZrxeUok3SitwgsNmKQgYLqlfGC4p3EROi8TCP2fjv295Fjl4p6wai7fsD3GviIiIgkORpED0gmjEXBID7bnaTq9xmVww7jPCuMeI1m9bYT5sxvmxUbgtKw03jEtGlDKwGrqpsgFvllbis8pGnDYxaFLfhCIbBA4CJyIKElW6CmmGjiXaSwymEPaGiIgouBw1DtStqUPdmjooEhSIvjgwaMoiZYiaH4Wo+VEAAJfRheovWvCbrZX4+dqjuDYhAbdNSMUlqXHeYbMXp8bh4tQ4AMDxVjM+r27CtqomfF7dhGOt5sF/o0Q9xHBJRANGNUqFtFap9/PjrZYQ9oaIiGjgOOr8g2bUhVHQztJCO0sLZYLSe51MK0PsZbGIvSwWbpsbu3a1YuuRSiTUVuL79ijcqE1AZkTHokIZughk6CJwa1YaAKDCZMXn1U34pr4FR1pMONJsRrnRApfgYEQKPYZLIhowqlEqpPpULhkuiYhoJHDUOVD/33rU/7ceAKAarYJ2lha6WTro5+khj/L8CC5VSRF1YRSiLvRUNT8E8KEwYXq1DXNK5Dj3tALTW5RQi45f1KZFqrFkfAqWjE/xHrO73DjWasbRFrMncLaYcLTFhCMtZtRZ7YP3xmnEY7gkogGjGqVCaoVPuDQyXBIR0chjO2mD7aQNDR80AHJAd64OUQuiEL0gGspEpf/FEmB/ihP7U5wArFC4gCm1cpxbqcSsSgWmV8oR4ZL6vUQpk2JytBaTowPnfTbbHJ6waTB7Q+fhZk8AtbtZ7aTg4oI+wwgX9KFwc86mc7BmYzwm1yngcguoX9sIJ4ftEBEReUgA9Rg1lClKKJIVUKWooEhWQJms9LQkJSRy/+1LZG5gQr0c4xplGFUtQdoxgTEGGcbJ1dDIZF08KJDD7cbhZhO+a2zFd01Gz5+Nrag024L9LilEuKAPEQ0bMp0M8mi5d1jsKZOVwZKIiMiXAKzlVljLu1gRVgooU5TQZGqgydIgcmokdOfpUJzoRHGiE5gEIM9zqUSYkWSUYnSVBOmVEoyqk2JMgxRjrQqMUqgC9thUSKWYFqvDtFgd/p/P8QarHXsbWrGlqhGbKhvwbb2B8zmpxxguiWhAKNOU0NokiLJ5hu5wviUREVEvuQF7hR32CjtatrUAAKSRUkRdEIXo/GhEXRAFqdrz76yQANU6N6p1wK4JvjexQmk1IH63HckHXUivBCa41MhWR2CyPhJKmf8Q2zi1EpekxeGStDg8jiy02B3YWtWEzyobsKmyAcXNXPmdusZwSUQDQpmiRKrvSrFGLp1ORETUX26TG02FTWgqbIJULYV+nh6aiRook5RQJCqgTPIMqW0PnQBgV0tQOV+FyvnAHu9RKyQtJqSVC2RWSJHVIEeWSYlspwop0o55oFFKBa4dk4hrxyQCACpNVnxTb8ApkxUnjZa2P604ZbKi0mxjlXOEY7gkogGhTFb67XHJyiUREVFwua1uNG9uRvPm5oBz8jg5tOdqocvRQTdbB/VYdcA1IkqG09OB09OBrXADsAKwItUgxZzTSsw5rUDOaSVirR1BNTVSjWsjA+8FAC63QKXZipMmq1/o9A2hDTZHkN49hSOGSyIaEMokJbchISIiChFngxPNnzWj+bNmAIAiQeEJmZlqKBM9VU5FogLKRP8qJwBU6t1Ym23F2mwrJALIbJDhvNNK5JxWYFalEhqnpJMnAjKpBKO0GozSarrsl9npwqn20Gmy4JQxMIyana6gfR1ocDFcEtGAUCYrkdrKcElERBQOHHUONH7S2Ok5mU7mFzYViQooEto+TlDgUKICJTNceHOGBVI3EG+WIskoRXKrDMnGto+NMu+fsRZpp88BgAi5DBOjIzExOrLLaxpsdk/o9IZQa1sIteB4q4Ur2oYxhksiGhDKZCXSTvrOuWS4JCIiCkeuVhdcrS5Yj3Wxai0AiUICRUJbAE3whE5FvCeEKhIUUKR7/pRpZVA5gUSjJ3h6wqcMya1tf7aF0oguqp8AEKdSIk6lxIw4fafnjS4XSs1mHG0y4UiDCUcNJhxtMeNoiwnNdme/vx7Ud0MmXM6ePRuPPPII5s6dC6VSiYMHD+Ivf/kL3nrrrR7fQyKR4J577sGdd96JrKwsGI1GbNmyBQ899BBKS0v7/dzp06fjhz/8IWbNmoWZM2ciISEBW7duxYIFC87aryVLluC+++7DlClTYLfb8dVXX+F3v/sddu/e3eP3RhRuFEkKpB7wVC6tTheq+VtGIiKiIUs4BOyVdtgr7TCh6xVjpWppR+g888/kto/jFYhWyJFklCKlveLZ6vkzydT2sUkKubvzAKqVyTBDp8MMnQ4Y7X+uQeLEMZcVpRYLjhpMOFJnQnGVAUeqjLC63MH8klAnhkS4zM3NRWFhIex2O9asWYOWlhYsWrQIq1evxtixY/Hkk0/26D6rVq3CnXfeiYMHD+K5555DUlISFi9ejIULF2LevHkoLi7u13Ovu+46PPjgg7DZbDh69CgSEhK67dMDDzyAJ554AidOnMCqVaug1Wpxww03YMeOHSgoKMC2bdt6/oUiChMSuQSKOIV3WGy50QKuHUdERDT8ua1u2E7bYDt99l8qnzWETlJAFadAslaFVKHwVj1TWqVIN8gwulmGNIMMchEYPuOEHHFSLeZEaoHIBCAFwDmec1UaJ46rHCiT2HDMYcVRkxklzWYcqzPC2uCAo94BZ4MTwsGfWvpKAoT3z3wymQyHDx9Geno65s6di3379gEAtFotvvrqK0ycOBHZ2dldVh7b5eXlYcuWLfj8889x6aWXwm63AwDy8/OxceNGbN++HXl5ef16bnZ2NlQqFYqKihAXF4fq6uqzVi4zMzNx6NAhlJWVYc6cOTAYDN777Nq1C1VVVZg0aRJcrp5NatbpdDAYDNDr9Whtbe3Ra4gGgjJViYvenoaNr8UDAD45VYcrNuzp5lVERERE/roKoZp4BTL0EchUqjFOosJYswJjWjzBM8kk6/7GPpxSgdN6F05Eu3AyyoXjKjuOCRtKbRZUGmxwNLYFz3onHA0Ob3M1h/fCQ6HIBmFfuczPz0dmZib+9a9/eQMeABiNRjz22GN4++23sXTpUjz00ENnvc+yZcsAAA8//LA3WALA5s2bUVhYiMsvvxxZWVkoKSnp83MPHTrUq/e2dOlSKBQKPP74495g2X6fN954A3fffbc3/BINJQErxXK+JREREfXB2SqhpQDaf0r2DaFRCSpkJWgxQa9BpiYC42VqjHMpkWFRIMoeuNiQ3C3B2GY5xja3R6MI7zmzXOBktBMnsl1oVgsIiYBbAk9zCzhtbjgtLtitbpy0WXHAZMLBJiMM9XY46juCqLCFdT0vaMI+XLZXEzds2BBwrv1Ybm5uj+5jNBqxY8eOgHPt4TI3N9cbLoP13O761NUzCgsLcffddyM3N5fhkoYcZbISaVwploiIiAaJbwg1wogKNGBrJ9fFRiqQnabHpCQdJsZFIksbgUyVBuOgggaBwTPCKcGkegUm1St63he9QGW6G6VxTpTGOlEa50KJ2o4TVisMzXY4GjzDb9vDp7PBCUejA85GJ5xNTgjn0A2iYR8us7KyAMAb+nw1Nzejrq7Oe01XIiIikJqaiqKiIrjdgRN52+/te59gPLc7WVlZaG1tRU1NTY/6dCalUgmVSuX9XKfT9as/RMGiSFZwj0siIiIKO40mB7442oAvjjb4HZcASItUY4I+AhOiIjEhKgITYyIxIToSYyM0kEu6Xt32TFJIkG6QId0gQ95xld+5FpUbNVo3aqJcqElzo1rrRo3W5TnW9qfF6AmZ3sDZeMbHTW2BtMkBtzG8FikK+3AZFRUFAGhpaen0vMFgQHp6er/v4XtdsJ7bnaioKNTW1va4T2d64IEHsHLlyn71gWggKJOVSDP4bEPCcElERERhTAA4bbLitMmKzVX++4EqpBJk6DTQyuWQSgCpRAKZROL9WCoFIqMUmJykwzmxOkzRRmKyXIMISeDczyibFFE2KSY0dB3DGjT+gbM6y+0XPusi3XC1/Zjltrn9g2iL07O1jMEFtUMdzC9Rj4R9uKSuPfnkk3j22We9n+t0OlRUVISwR0QeymQlUhpZuSQiIqKhz+EWONpiPvtFlcD64o6ikQRAhk6DqTFaTIvVYVJUJEZFqjFKq0Z6pBpKaeAQ3HZxFiniLFJk13V+3iURqI/wD5zVWjdqUtqCqM6FRo1AhCyyD++2f8I+XLZXDruq4On1+i6ri725h+91wXpud1paWnrVpzPZ7Xa/xYmIwoUyWYm0ck+4bLE70GR3hLhHRERERINHAChrtaCs1YKPTvqnRAmARI3SEzbbAqf347aWGqGGTNr5UFyZkCDJ1LYqbk3nc0HtUoG6ODUwI7jvqzthHy595x7u2eO/lUF0dDQSEhI6XaTHl9lsRmVlJTIyMiCVSgPmXXY2vzIYz+1OSUkJ5s2bh6SkpIB5l2eb80kU7lQJCiQbPb+RY9WSiIiIqIMAUGOxo8Zix7f1hk6vkUkkSIlQYVSkGqM7CZ+jtGokaVSdvhYAlG6J3+KKg6XremyY2LZtGwBg4cKFAefaj7Vf0919tFot5s+fH3CuoKAg4D7Bem53ferqGZ31iWgokGqlSJUqoXB7ftvGcElERETUOy4hcNpkxVe1zXi7rBp/LCrHT78+jEWb9iHno6+RvHorVK9uwPh3Pkfeul24edt3ePDbo3ix+CTWnarDd42taLKFZuSYCOcmk8lEaWmpsFgsYvr06d7jWq1WFBUVCbvdLrKysrzH4+LixMSJE0VcXJzfffLy8oQQQmzbtk0oFArv8fz8fOFyucTWrVv79dwzW1JSkhBCiC1btnR5TVZWlrDb7eLw4cNCr9d7j2dnZwuj0ShKSkqETCbr8ddKp9MJIYTQ6XQh/3tjG7lNPV4t7vjoPCFuLxDi9gLxp/MmhrxPbGxsbGxsbGwjrYUoG4T+jXfX8vLyhM1mEwaDQbz00kvimWeeEceOHRNCCPHggw/6XbtixQohhBArVqwIuM/LL78shBDiwIED4qmnnhKvvfaasFgsoqmpSUyePLlfzwUgJk6cKF599VXx6quvijVr1gghhKiqqvIee+aZZwJe8+CDDwohhCgvLxd//OMfxYsvviiam5uFzWYTeXl5Q+E/IDY2v6afpxcr/jPXGy6XZ48OeZ/Y2NjY2NjY2EZaY7g8S8vJyRHr168XTU1NwmQyiV27dokbb7wx4LqzhUuJRCKWL18uioqKhMViEXV1deKdd945awWyp88FIHJzc8XZHD9+vNPX3XjjjWLXrl3CZDKJpqYmsX79ejF79uyh8h8QG5tfi18UL1568QJvuLxyVELI+8TGxsbGxsbGNtJaKLKBpO0DGgZ0Oh0MBgP0ej1aW1tD3R0aoVLvScVLY7Jw1VHP3kpT3v8Ch5pNIe4VERER0cgSimwQ9gv6ENHQokjqWCkWAE4YrSHsDRERERENFoZLIgoqZbISSUbP0tdNdgdMTleIe0REREREg4HhkoiCSpmkRKLJ863lNKuWRERERCMGwyURBY8ESIhWQuXy7HF52sRwSURERDRSMFwSUdDI4+RItsm9n58220LYGyIiIiIaTAyXRBQ0yqSO+ZYAK5dEREREIwnDJREFjWcxn45vKwyXRERERCMHwyURBY0yWYlEhksiIiKiEYnhkoiCRpGkQJKJw2KJiIiIRiKGSyIKmsDKJRf0ISIiIhopGC6JKGiUyR17XLY6nDA4nCHuERERERENFoZLIgoaZWLHarEcEktEREQ0sjBcElFQSJQSxOqU0DglABguiYiIiEYahksiCgplohJJJs63JCIiIhqpGC6JKCgUyQokGjtWij3FyiURERHRiMJwSURBoUw+s3LJcElEREQ0kjBcElFQBG5DwnBJRERENJIwXBJRUCiTGC6JiIiIRjKGSyIKCkWyAkmmjjmXXNCHiIiIaGRhuCSioPAdFmt2utBkd4S4R0REREQ0mBguiSgolElKJLWFSw6JJSIiIhp5GC6JqN9kOhn0Cjm0DoZLIiIiopGK4ZKI+o0rxRIRERERwyUR9ZsiWeEdEgtwMR8iIiKikYjhkoj6TZmsRKLvSrFmVi6JiIiIRhqGSyLqN2Wy8ozKJcMlERER0UjDcElE/aZMUiLRxHBJRERENJIxXBJRvwUu6MM5l0REREQjDcMlEfWbZ0Efz5xLm8uNeqs9xD0iIiIiosHGcElE/SMFlAkdw2IrTFaIEHeJiIiIiAYfwyUR9YsiXgGNkCDK5vl2wpViiYiIiEYmhksi6peAbUg435KIiIhoRGK4JKJ+USZxGxIiIiIiYrgkon7yLObDcElEREQ00jFcElG/eLYh8R0Wy3BJRERENBIxXBJRvyiTlUgydXwrOcVwSURERDQiMVwSUb94KpccFktEREQ00jFcElG/KFM69rh0uN2otdpD3CMiIiIiCgWGSyLqM5lWBnmUHEltcy4rzTa4RYg7RUREREQhwXBJRH2mTFNC6QRirJ5vJRwSS0RERDRyMVwSUZ+p0lTeIbEAUGGyhbA3RERERBRKDJdE1GfKNCVSDR3bkJQbLSHsDRERERGFEsMlEfWZKk2FtNaOcHm8leGSiIiIaKQaMuFy9uzZWLduHRobG2E0GrFz504sWbKkV/eQSCS49957sX//fpjNZtTW1uLtt99GZmZm0J6r0+nwpz/9CeXl5bBarSgvL8ef/vQn6HS6gGvHjBkDIUSXbfHixb16f0SDTZnKyiURERERechD3YGeyM3NRWFhIex2O9asWYOWlhYsWvT/27vz6CjL+23g1zMzmck2k2CAaBIICBGh1oAsVQMmRgU3qliF4g+KP2Jb2tq3SvUILidTe1gspLj0pUJlqa1SLfgiSgqoQCjYgiWgCVBIkEQSIBtJJsmsmfm+f4QZGGayZzITuD7nXIfkfu55lrm5bb882yN47733MGTIECxZsqRD63nrrbfwk5/8BEeOHMGbb76J+Ph4zJgxA5MnT8btt9+OY8eOdWu7kZGRyMvLw5gxY7Bjxw5s2LABqampmD9/Pu68805MnDgRZrPZZ78OHz6MzZs3+7QXFhZ2/EsiCgJdog4JRRf/jYpnLomIiIiubhLKUavVUlRUJBaLRUaPHu1pj46OloKCArHb7TJ8+PB215ORkSEiInl5eaLVaj3tmZmZ4nQ6Zffu3d3ertFoFBGRpUuX+m03Go1e7cnJySIism7duh75rvR6vYiI6PX6oI8bcxVEgYz+12j56oVMkawpIllTJFytCv5+MQzDMAzDMMGqDYJ/4G3lnnvuERGRNWvW+CybPn26iIgsWrSo3fW8++67IiIyadIkn2W5ubkiIpKSktKt7ZaVlYnJZJLIyEivdp1OJzU1NXL69GmvdhaXTF9O2IAwueXgLVL1y7tFsqbImZkZQd8nhmEYhmEYpiXBqA1C/p7LjIwMAMCOHTt8lrnb0tPTO7SexsZG7Nu3z2fZ9u3bfdbT2e2mpKQgMTER+/bt87n01WazYc+ePUhKSvJ7f2dCQgLmzZuHBQsW4Ec/+hESExPbPR6iYNMmahHuAPqbW+65PNXge8k3EREREV09Qv6ey5SUFABAUVGRz7K6ujpUVVV5+rQmMjISCQkJKCgogMvl8lnuXvel6+nsdtvqf/k2iouLvZZNnjwZkydP9vzucDjwxhtv4LnnnoOItHpcWq0WOp3O87u/hwYRBYouUYdB9Rcf5lNkYnFJREREdDUL+TOXMTExAID6+nq/y00mk6dPd9Zxab+ubLcr2zCbzTAajUhNTYVer8eAAQMwdepUFBUV4de//jUWLVrU5nEtXLgQJpPJk/Ly8jb7E/UkXaIOyXUXi8sT9SwuiYiIiK5mIV9cXsmqqqrwm9/8Bl9//TUaGxtRXV2NTz75BJmZmaiursb8+fMRGxvb6ueXLFkCg8HgCS+npd6kTdRicN3Fix9O1DcFcW+IiIiIKNhCvrh0nwls7eykwWBo9WxhZ9Zxab+ubLcr22hNRUUFcnNzodPpMH78+Fb72e12NDQ0eIWot+gSdUi+5LLY4ywuiYiIiK5qIV9c+rsf0i02NhYDBgxo9T5HN7PZjDNnzmDo0KFQqXwP2d/9kp3dblv9W9tGW6qrqwG03C9KFIq0CVoMvuSy2GLec0lERER0VQv54jIvLw8AvB544+Zuc/dpbz3R0dFIS0vzWTZlyhSf9XR2u0VFRSgvL0daWppPQajT6XDHHXegvLzc52E+rZkwYQIAoKSkpEP9iXqTolUQNiDMU1x+22iBxen7sCwiIiIiuroE/R0sbUWtVktxcbFYLBZJTU31tEdHR0tBQYHY7Xav91PGxcXJiBEjJC4uzms9GRkZIiKSl5cnYWFhnvbMzExxOp2ye/fubm0XgBiNRhERWbp0qd92o9Ho1T5+/HjRaDQ+x/zMM8+IiEhhYWHIv8uGuToTkRIhmXvHimRNEcmaIp/eOy7o+8QwDMMwDMNcTJBqg+AfeHvJyMgQm80mJpNJVq1aJcuWLZOTJ0+KiMgLL7zg1Tc7O1tERLKzs33Ws3r1ak/R9uqrr8r69evFYrFIbW2tjBw5slvbBSCRkZGSn58vIiLbt2+XxYsXy9atW0VEJD8/XyIjI73679q1S86ePSt/+9vfZNmyZfKHP/xBDh48KCIiNTU1MmbMmL7wF4i5CtPvvn7yxCcTPMXl/73dd/4wDMMwDMMwwQuLyzYyfvx4yc3NldraWmlqapIDBw7I448/7tOvreJSURR56qmnpKCgQCwWi1RVVckHH3zgcwayK9t1x2AwSE5OjpSWlorNZpPS0lLJyckRg8Hg0zcrK0tyc3Pl22+/FbPZLGazWY4dOyYrVqyQxMTEvvIXiLkKk/CLBMl+9zZPcfmr7yQHfZ8YhmEYhmGYiwlGbaBc+IGuAHq9HiaTCQaDgU+OpYC6/vfX40VdIubmt9xffN/2g9hWVh3kvSIiIiIit2DUBiH/QB8iCj0RwyK8nhTLd1wSEREREYtLIuoUVbgKuiQdki8Ul3anC6WN1iDvFREREREFG4tLIuqU8OvDoQgwqL6luDzZYIZTeHU9ERER0dWOxSURdUr4sHDEN6oQ7lQAACfqzUHeIyIiIiIKBSwuiahTIoZFeC6JBXi/JRERERG1YHFJRJ0SPizc62E+x1lcEhERERFYXBJRJ0Vcf9mZSxMviyUiIiIiFpdE1AnqaDW012oxuF7jaeNlsUREREQEsLgkok4IHx4OAJ4zlyZ7Myos9mDuEhERERGFCBaXRNRh+vF6hDmB6xpa/tPBs5ZERERE5Mbikog6zHCrAYn1aqjlwmtIeL8lEREREV3A4pKIOkQVrULUTVEYwifFEhEREZEfLC6JqEP04/RQNAoG1/Mdl0RERETki8UlEXWI4VYDACCl+uKTYnnmkoiIiIjcWFwSUYfob9UDAEZVthSXNqcLhbWNwdwlIiIiIgohLC6JqF3aJC3CB4Uj2qZgyIV3XB6qMcHhkiDvGRERERGFChaXRNQu9yWx7rOWAPBlVX2wdoeIiIiIQhCLSyJqV+ydsQCAsWfCPG1fVpuCtDdEREREFIpYXBJRm9QxaujHtdxveccJLQDAJYJPy6uDuVtEREREFGJYXBJRm2LuiIGiUZBUr8INDS1nLv9dWYdzFnuQ94yIiIiIQgmLSyJqU7+7+wEAMk7pPG2bSyuDtTtEREREFKJYXBJRq1TRKui/d+GS2OMX77dkcUlEREREl2NxSUStipkUA1WYCteYFYypabnf8mhtI4pM5iDvGRERERGFGhaXRNSq/g/3BwDcUaKDCgoA4P+VVgRzl4iIiIgoRLG4JCK/DLcbPE+JnXT04vsteUksEREREfnD4pKIfKmAxP+TCACItCu4taLlYT5lTVYc5PstiYiIiMgPFpdE5OOa+65BREoEAOCWfS6EKy3/qfiotBISzB0jIiIiopDF4pKIvOhv02PQ84M8v9/+heL5mZfEEhEREVFrNO13IaKAU4DwoeHQxGmAZsDZ5ITlpAVwApr+GkR9Nwq2Ehusp6wB2XzYtWGI/m40IkdFYuDjA6FoWgpK12cm3BeVDACoszmw++z5gGyfiIiIiPo+FpdEQaKJ1cBwmwGGNAMMtxmgifWejs2mZthKbYgcFQlF3VLs1e2uQ+WGSpiPmuEyu7q9D6poFa778XUY+MOLBaVb3c46PPVRGAwjW/br/VPn0Cy8KJaIiIiI/GNxSdTLIoZH4Nonr0VsZqynaPRHY9BA813vKRqbEYvYjFgAgPVbKywnLHBUOqBoFShqBQ3/aUDdZ3WQZj9FoArQJekQ1j8M2kQt9GP1MEw0IKxfmE/XyncqMH9/NJ75zhAAgN3pwuKvvunyMRMRERHRlY/FJVEvUMIUxKTHIO6hOMTcHuOz3NnoRMN/GmAtsUJRFGgTtNCP10MTq4GtzAbTFybEZMRAO1Dr+Uz44HCEDw73Wk//af3heMaBxkONcDY54TK74DQ7ob1WC0Oa/0ISAFxWF6rer0JjQSPkhA1rRozAo9+51rP8hf8U4dvGwFySS0RERERXBgXgwx+vFHq9HiaTCQaDAQ0NDcHenaubAmiu0UCXoEPs3bGIezDO57JXR40DNR/XwLTPhMavG4Hmy9ahAjQxGjTXtixQtAr63dMPUTdHIfLGSESkRECla/2ZXBonMLRWjRibChEOBREOBZEX/tS4AFEAZ7Og6aQZdXvqYa9vhkalYNawBIwf0FIAN7tcmLfvKNacKO/Rr4eIiIiIAisYtQHPXBJ1lwKEDQyDOkINbYIW/e7th9iMWKij1N79BLjGoiD5uEC/2wwUWBCJcERpohA9To0ojRpRYS1/Rms0np8VAI3NTjQ6mlFltqPscxtOb7GizFKH2kgBDCo0211QR6kxYlJ/3DYgBjdXanFjlQbhztYvu71ID3wn3qe10dGMx3Z+hW1l1T3yNRERERHRlY3F5RXorbRROFlZgzq7A40Op6cwaXA40ehwwimCCI0KEWo1IjUqRGjUiFSrEaFRodklsDhdMDc7YXE6YWl2/+yCpdnp9bPV6fI57a1RFGjVKmhVCrQqFSI1akSHXciFgilao0aERg2XCJwX4hLApQDNThecLoELgNN1cZm7n0MROFQCu9MFm9MFu9MFu1Nga3bCbhfYXS7YXS44XO2ckFcD2mu1iEiJgMvsgqPaAUWtQBOrgaafBppYDRSdgubqZjhqWpap9WpEj42GfqweLpsLDftb/gWo3739oI2/eLmqygUkNKiQXKpBcp0aQ2rVSD6vxtBKFeJcF6acDsC4Hhvyi85eSDeVNFjwyOeHcKiGZ8CJiIiIqGNYXF6BHh+WACTG9sq2LE4nnAJPMRlK7HDBoQAORdAMgUpRoKjQ8ifgCQRQieL1uwJAEUBJApDUcu24KIDUAPj0wu8AXIoAH7f87P6M1qkgzNWRM4Ztc4mgyeEEAESFqaFSOrfOkyYz/l1Zh2+brGh0ONF04R8ZGpudcLgECgCV0vJ9qKB4fq6w2LDzzHk+GZaIiIiIOoXFJXVLhFrdfqcg0UIFrbsKdHP29FY6XvCdM9tQUNuAgtpGHK9rQr2jGU0Xij534ef+ucnRcob4UpEaNeIjtEiKCsegqHAkRYVjQHiYp1hWKQoaHM04UFWP/ZX1qLTae/hYiYiIiIhax+LyCvSjH9TCUG9BlL3l4S1RDtXFh7nYAY0osGkEVo3AqgGsGoFNI7CpBWpRoGsGwpsVhDcr0DUr0Dlx8edmBeEXluucCsIdClQCONQChxpwqC7+2awCrGECc5jAohFY3D+HCezqlrJM5QJUAGBxwXXeCa1eDU2EGmoBVC4Fqgt91O6ziyYnVCYnwkRBmCjQXvgzDAp0EWpoFRXCXECYU/H8qXEBGpdy4WyjwOUCxClwOQUuuwsuBYBaaVnmFIgTLctEAI0ClVqBcqFIFZsLYnFBUSnQRKigKErL7y5pOZMpgMPlwjcNFvy3rgnH6y+mzn75E3s6x9zsxKkGC041WLr5N4SIiIiIqOexuLwCbX7kICwqC9QGNaRZ4LK6IFaBy+aCOARKmIKwuDCEDbgs/cOgaC6cibtwtk/cl0ZeevZPAKjRUhWG+enjwsUzhFb/63GZXbB+a4Wt1AZriRXN5y8UXgoQPjQcusEt72NU61vOjEqzoPFgI8xHza0etxKmwDDRgOjR0XBUO2ApsqC5uhkuhwtiFzjNTjjre/zUJRERERERga8iuaLwVSRERERERAQEpzYIrSewEBERERERUZ/E4pKIiIiIiIi6jcUlERERERERdRuLSyIiIiIiIuq2PlNcjhs3Dlu3bsX58+fR2NiI/fv3Y+bMmZ1ah6Io+MUvfoGvvvoKZrMZlZWVeP/99zF8+PAe265er0dOTg5KSkpgtVpRUlKCnJwc6PX6Vj8zc+ZM7N+/H42NjTh//jy2bt2KsWPHdurYiIiIiIiIgk1CPenp6WK1WsVkMsnq1atl2bJlcvLkSRERWbhwYYfXs2rVKhERKSwslFdffVXWr18vFotFamtrZeTIkd3ebmRkpOTn54uIyPbt22XJkiWSm5srIiL5+fkSGRnp85mFCxeKiEhJSYksX75c3nrrLamrqxOr1Srp6emd+p70er2IiOj1+qCPGcMwDMMwDMMwwUuQaoPgH3hbUavVUlRUJBaLRUaPHu1pj46OloKCArHb7TJ8+PB215ORkSEiInl5eaLVaj3tmZmZ4nQ6Zffu3d3ertFoFBGRpUuX+m03Go1e7cOHDxe73S7//e9/xWAweNpHjRoljY2NUlRUJGq1OtT/AjEMwzAMwzAME2Jhcekn99xzj4iIrFmzxmfZ9OnTRURk0aJF7a7n3XffFRGRSZMm+Sxzn11MSUnp1nbLysrEZDL5nKHU6XRSU1Mjp0+f9mpftGiRiIjMnj3bZxsrV64UEZF77rkn1P8CMQzDMAzDMAwTYglGbRDy91xmZGQAAHbs2OGzzN2Wnp7eofU0NjZi3759Psu2b9/us57ObjclJQWJiYnYt28fzGazV3+bzYY9e/YgKSnJ6/7Otrbhb5+IiIiIiIhClSbYO9CelJQUAEBRUZHPsrq6OlRVVXn6tCYyMhIJCQkoKCiAy+XyWe5e96Xr6ex22+p/+TaKi4s9Pzc0NKCioqJD+3Q5rVYLnU7n+d390KC2Hh5ERERERERXvmDUBCFfXMbExAAA6uvr/S43mUxISkrq9jou7deV7XZ1G5WVlR3uf7mFCxfCaDT6tJeXl7f6GSIiIiIiunpcc801aGho6JVthXxxSa1bsmQJfv/733t+1+v1KC8vR2JiYq/9BaKewbHruzh2fRPHre/i2PVdHLu+i2PXN7nH7fz58722zZAvLt1nAls7g2cwGFo9W9iZdVzaryvb7eo2OtP/cna7HXa73ae9oaGBE7+P4tj1XRy7vonj1ndx7Poujl3fxbGj9oT8A33auvcwNjYWAwYMaPU+Rzez2YwzZ85g6NChUKl8D9nf/ZKd3W5790i2tg29Xo/4+PgO9SciIiIiIgpVIV9c5uXlAQAmT57ss8zd5u7T3nqio6ORlpbms2zKlCk+6+nsdouKilBeXo60tDRERkZ69dfpdLjjjjtQXl7ueZhPe9vwt09EREREREShLOjvYGkrarVaiouLxWKxSGpqqqc9OjpaCgoKxG63e72fMi4uTkaMGCFxcXFe68nIyBARkby8PAkLC/O0Z2ZmitPplN27d3druwDEaDSKiMjSpUv9thuNRq/2lJQUsdvt8t///lcMBoOnfdSoUdLY2ChFRUWiVqs7/F1ptVrJzs4WrVYb9HFjOheOXd8Nx65vhuPWd8Ox67vh2PXdcOz6ZoI0bsE/8PaSkZEhNptNTCaTrFq1SpYtWyYnT54UEZEXXnjBq292draIiGRnZ/usZ/Xq1SIiUlhYKK+++qqsX79eLBaL1NbWysiRI7u1XQASGRkp+fn5IiKyfft2Wbx4sWzdulVERPLz8yUyMtLnMy+88IKIiJSUlMjy5cvlj3/8o9TV1YnNZpOMjIygf/cMwzAMwzAMwzAdTNB3oEMZP3685ObmSm1trTQ1NcmBAwfk8ccf9+nXVnGpKIo89dRTUlBQIBaLRaqqquSDDz7wOQPZle26YzAYJCcnR0pLS8Vms0lpaank5OR4nZm8PI8//rgcOHBAmpqapLa2VnJzc2XcuHFB/84ZhmEYhmEYhmE6GuXCD0RERERERERdFvIP9CEiIiIiIqLQx+KSiIiIiIiIuo3FZQhJSEjAr371K2zfvh2lpaWw2Ww4e/YsNm7ciAkTJvj9zPDhw7F27VqcOHECZrMZZWVl2LFjB6ZOndrqdmbOnIn9+/ejsbER58+fx9atWzF27NhAHdZVIdBjl5ycDBFpNTNmzAj0IV6xujJ2EyZMwObNm1FVVQWr1Yrjx4/jN7/5DcLDw1vdDuddzwr0uHHOBU5MTAxef/11fPHFFzh79iysVivKysrw+eef45FHHvH7Gb1ej5ycHJSUlMBqtaKkpAQ5OTnQ6/WtbodzrucFeuw47wKjs+OWmpqKRYsWYdu2baisrISIYNeuXe1uh3Ou5wV67AIx53jPZQhZsmQJFixYgOLiYuTl5aGyshIpKSl4+OGHoSgKZs6cib///e+e/hMmTMCuXbsQFhaGLVu2oKioCAMHDsQjjzyC2NhYZGdn45VXXvHaxsKFC7F48WKUlpZi48aNiI6Oxg9/+EOEh4djypQpfK9mFwV67JKTk1FSUoLDhw9j8+bNPtvfuHEjjhw50huHesXp7NhNmzYN77//PpxOJzZt2oRz584hLS0Nt956K/bu3Yu77roLdrvdaxucdz0v0OPGORc4w4YNw+HDh/Hvf/8bxcXFOH/+PAYOHIipU6ciPj4eq1evxk9/+lNP/8jISOzduxdjxozBjh07kJ+fj9TUVNx33304dOgQJk6cCLPZ7LUNzrnACPTYcd4FRmfHLTs7G0ajETabDSdOnMB3v/td7N69G3feeWer2+CcC4xAj12g5lzQnyrEtGTatGkyceJEn/aJEyeKzWaT6upqr/fUuF9zMnXqVK/+gwYNkrq6OmlqavLqP3z48B59rybTe2OXnJwsIiLr1q0L+rFeaenM2IWHh0tlZaXYbDa55ZZbvPq/+eabIiLy/PPPe7Vz3vXNceOcC1xUKpXfv/PR0dFSWFgoIiKjRo3ytHf2HdKcc3137DjvQmPcRo0aJWPGjBGNRiPx8fEiIrJr165W188513fHLkBzLvhfHNN+tm3bJiIiY8eO9bQdO3ZMnE6nhIWF+fTfu3eviIjExcV52hYtWiQiIrNnz/bpv3LlShERueeee4J+rFdaemLs+D+4oTF2d911l4iIvP/++z59Y2JiRETk1KlTXu2cd31z3DjngpOcnBwREfn+97/vaSsrKxOTyeTzrmidTic1NTVy+vRpr3bOub47dpx3oTFul6YjBQrnXN8du0DMOd5z2Uc4HA4AQHNzs6ftyJEjUKlUmDx5slffpKQk3HTTTfj6669RU1Pjac/IyAAA7Nixw2f927dvBwCkp6f39K5f9Xpi7NwSEhIwb948LFiwAD/60Y+QmJgY2J2/yl0+dvHx8QCAU6dO+fStr6/H+fPnMWTIEFx//fWeds673tcT4+bGOdd7dDodMjMz4XK5cPToUQBASkoKEhMTsW/fPp9LX202G/bs2YOkpCQMHz7c08451/t6auzcOO96h79x6wrOud7XU2Pn1pNzTtPtvaGAGzRoEO6++26cPXsWBQUFnvaXX34ZEydOxIcffoiPPvoIxcXFGDBgAB555BGUlpZi+vTpXutJSUlBQ0MDKioqfLZRVFTk6UM9p6fGzm3y5MleBanD4cAbb7yB5557DiIS8OO5mvgbu6qqKgDA0KFDffobDAZcc801AIAbbrgB33zzDQDOu97WU+PmxjkXODExMXj66aehUqkwcOBA3H///Rg8eDCMRiOKi4sBXJwb7rlyuUvn0KWf4ZwLrECNnRvnXWB0ZNy6gnMu8AI1dm49PeeCflqXaT0ajUZ2794tIiKzZs3yWT5kyBD58ssv5VI1NTXy9NNPi0ql8uprs9l8LkFxJykpSUREtm3bFvRjvlLSk2M3YMAAyc7Olptvvlmio6Olf//+8uCDD8qRI0dERGTx4sVBP94rKa2NXVRUlNTV1YnNZpPRo0d7feb111/3jOMPf/hDTzvnXd8cN865wMd9OZabzWaTX//61159Zs6cKSIiv/3tb/2u46WXXuKcu4LGjvMu+ON2eTpyaSXnXN8duwDNueB/YYz/KIoi77zzjoiIrFq1ymf52LFjpaysTLZv3y5jxoyRiIgIGTJkiPzud78TEZFNmzZ59efk77tj11ri4+OlqqpKrFarxMbGBv24r4S0N3Zz584VERGLxSJ/+ctfZNmyZbJv3z6xWq1y9OhRERF57LHHPP057/rmuLUWzrmej0qlkuTkZHn++efFarXKpk2bPA+wYHEZ2unpsWstnHe9N27+vnsWl6GTnh671tLNORf8L4rxn7fffltERN555x1RFMVrmUajkeLiYjl9+rRERET4fHbDhg0iIpKRkeFpq6ysFJPJ5Hdbo0aNEhH/D7xggj92beXPf/6ziPBm+d4YO3fuvfde2blzp5hMJmlqapK8vDxJS0uTLVu2cN5dIePWVjjnApdnn31WRETmzZsnAOT+++8XEZE33njDb3/3P8jdd999njbOub47dm2F8653xu3ydKRA4Zzru2PXVro65/hAnxCkKArWrFmDrKwsvPfee3jiiSd8rne+8cYbMWzYMOzfvx8Wi8VnHTt37gQAr5fXFhUVQa/Xex5ucan27o2gjgnU2LWluroaQMv7xKjrOjJ2btu2bUNmZiYMBgOioqKQnp6Offv24aabboLT6UR+fr6nL+ddYAVq3NrCORc47geCuB8Q0t79Wv7mEOdccPTE2LWF8y4wLh+3ruCcC46eGLu2dHXOsbgMMYqi4O2338bcuXPxt7/9DbNnz4bL5fLpp9VqAQADBgzwux53u81m87S5X2B7+RNKAWDKlClefajzAjl2bZkwYQIAoKSkpAt7TUDHx64tt99+O4YOHYpt27bBZDJ52jnvAieQ49YWzrnASUhIAHDxSb9FRUUoLy9HWlqaz//B0el0uOOOO1BeXu71QAvOueDoibFrC+ddYFw+bl3BORccPTF2benOnAv6aV2mJYqiyNq1az2XD7T1wlmtViu1tbXS3Nzsc7r6uuuuk7KyMhERuemmmzztKSkpfMltHx278ePHi0aj8VnXM888IyIihYWFQf8O+mo6M3YARK/X+7Rdd911cvToUbHb7TJmzBivZZx3fXPcOOcCl9TUVK+54E6/fv0kPz9fRET+53/+x9NuNBpFRGTp0qVe/d3tRqPRq51zru+OHeddaIzbpenIpZWcc3137AIx55QLP1AIyM7OhtFoRENDA15//XW//xKxefNmfPXVVwCAuXPnYs2aNXA6ndi6dSuOHTuG+Ph4TJs2DTExMfjDH/6AX/7yl16ff+GFF7Bo0SKUlpZi48aNiIqKwsyZMxEREYEpU6Zg9+7dvXGoV5xAj92uXbtw4403Ii8vD6dPn0ZERARuu+023HLLLTh//jzuvvtuHDp0qNeO90rS2bF78cUXMWvWLOzduxeVlZUYNGgQHnroIURGRiIrKwvvvPOOz+c573peoMeNcy5wVqxYgSeffBK7du1CaWkpmpqakJycjAceeAB6vR4bN27E9OnTPZc3R0ZGYu/evRgzZgx27NiBgwcPIjU1Fffffz8OHTqEiRMn+rxHkXMuMAI9dpx3gdHZcRsxYgQWLFgAAIiIiMCMGTNw7tw5bNu2DUDL5ZLPPfec1zY45wIj0GMXqDkX9Kqcacm6deukPXPmzPH6TGZmpmzZskUqKirE4XBIXV2d5OXlyezZs1vdzuOPPy4HDhyQpqYmqa2tldzcXBk3blzQj78vJ9Bjl5WVJbm5ufLtt9+K2WwWs9ksx44dkxUrVkhiYmLQj78vp7Njd+edd8qOHTvk3LlzYrPZ5MyZM7JhwwafV1xcHs67vjVunHOBS1pamqxdu1aOHj0qdXV1Yrfb5dy5c5Kbm9vqk0MNBoPk5ORIaWmp2Gw2KS0tlZycHL//ou8O51zfGzvOu9AYt/T09Db/23rq1Cm/2+Gc63tjF4g5xzOXRERERERE1G18oA8RERERERF1G4tLIiIiIiIi6jYWl0RERERERNRtLC6JiIiIiIio21hcEhERERERUbexuCQiIiIiIqJuY3FJRERERERE3cbikoiIiIiIiLqNxSURERG1as6cORARTzZs2NDr+5CVleW1D+vWrev1fSAiovaxuCQiIqJ2bd68GUajERs3buzS52+44QaICI4ePdpu3+XLl0NE8MwzzwAA8vPzYTQa8dprr3Vp20RE1HuEYRiGYRjGX+bMmSMiInPmzOn2uv75z3+KiMitt97aah+NRiPnzp0Tm80m/fv391qWnJwsIiLr1q0L+vfCMAzD+IZnLomIiKhXrFmzBgAwd+7cVvs8+OCDiI+Px5YtW1BdXd1bu0ZERD2AxSUREV3VJk2ahC1btqCqqgpWqxUnTpzAb3/7W0RERHj1S09Ph4ggOzsbY8aMwbZt22AymVBXV4cPP/wQycnJftc/ZMgQ/OlPf0JpaSmsVivOnDmDdevWYfDgwT59RQS7du1CQkIC1q1bh7Nnz8LpdCI9PR0AoFarsWDBAhQXF8NisaCoqAgLFizA0KFDve5FVBQF33zzDaqrq6HVav3u1/79+2Gz2TBgwIDufH0AgOjoaBiNRhQWFsJsNqO2thb/+Mc/kJaW5tXvgw8+gMlkwowZM3y+Xzd34ekuRImIqG8J+ulThmEYhglGfvrTn4rT6ZTq6mpZt26d/O53v5Ndu3aJiMjevXslLCzM0zc9PV1ERD7++GNpbGyUTz75RJYtWyafffaZiIgUFRWJTqfzWv+ECROktrZW7Ha7bNq0SV599VV5//33xW63y7lz52To0KFe/UVEvv76ayktLZVDhw7Ja6+9JitXrpQxY8YIAPnzn//s2dby5cvlzTfflHPnzslHH33kc7nowoULRURk5syZPsd90003iYjI3//+93a/o/Yui+3Xr58UFBSIiEheXp7k5OTI22+/LVVVVWK32+Whhx7y6r969WoREZk9e7bPuuLj48Vut8u3334rKpXKZzkvi2UYhgn5BH0HGIZhGKbXM3LkSLHb7XLw4EHp16+f17Lnn39eRETmz5/vaXMXlyIi06dP9+rvLvpmzJjhadNoNPLNN99IfX293HzzzV7909LSxOFwyJYtW7za3dasWeNTXGVmZoqIyIEDByQ8PNzTHh8fL2fOnPEputyF2ueff+5z7K+99pqIiEyZMqXd76m94vKvf/2riIg88cQTXu0DBw6U0tJSqaio8Cq6v/e974mIyM6dO33W9dxzz4mIyCuvvOJ3WywuGYZhQj5B3wGGYRiG6fW4C6y0tDSfZYqiSEVFhXz55ZeeNndxuXv3bp/+7mXLly/3tD388MMiIvLiiy/63f7GjRulublZ9Hq9p01ExGq1SlxcnE//tWvXiojI1KlTfZa5i+HLi66NGzeK0+mU66+/3tOm1WqlurpaSkpKRFGUdr+ntorLuLg4cTgc8umnn/r97FNPPSUiIg888IBXe2FhoTidTp8zt0ePHvXb7g6LS4ZhmNCOBkRERFehW2+9FQBw77334u677/ZZ7nA4cOONN/q05+fn+7SVlZUBAGJjY33Wf+ONNyI7O9vnM9deey3UajVuuOEGHDx40NN+6tQp1NTU+PRPTU0FAHzxxRc+y/y1AcCqVavwgx/8AFlZWXjxxRcBANOmTUNcXBzeeOMNiIjfz3XU+PHjodFoEB4e7vcYU1JSALR8B1u3bvW0r127Fjk5OXjiiSc8n7vtttswcuRI7Ny5E6dOnerWfhERUXCwuCQioqvSNddcAwB46aWXOvW5+vp6n7bm5mYALQ/cuXz9s2bNanN9UVFRXr9XVFT47WcwGOB0Ov0Wnq195tNPP8U333yDJ554Ai+//DJcLheefPJJOJ1OrF27ts396gj3MU6cOBETJ05std/lx/jOO+9gyZIlmDNnDoxGI0SED/IhIroC8GmxRER0VTKZTAAAvV4PRVFaTXfX/+CDD7a5/j179nh9rrWziSaTCWq1GnFxcT7L4uPjW92PP/3pT0hISMADDzyAIUOGIDMzE9u2bfOcbe0O9zEuX768zWN85ZVXvD5XXV2Njz/+GMnJybjrrrsQERGB6dOno7a2Fh9++GG394uIiIKDxSUREV2V9u/fD+Di5auBWv9tt93WI+v76quvAAC33367zzJ/bW5r166F3W7Hk08+iblz50KlUuHtt9/ukX368ssv4XK5unSM7jOU//u//4vHHnsMBoMB7733HqxWa4/sGxER9T4Wl0REdFVauXIlHA4H3nzzTSQlJfksj4mJwejRo7u8/o8++gilpaWYP38+Jk2a5LNco9H4vAeyLe+++y4A4OWXX4ZOp/O0x8fH41e/+lWrn6usrMSWLVtw//334yc/+QnOnj2Ljz/+uBNH0rqKigp88MEHSEtLw7PPPuu3z4QJE/y+03L79u0oKyvDtGnT8Mtf/hIAL4klIurreM8lERFdlY4cOYKf//zn+OMf/4jjx48jNzcXJ0+ehMFgwPXXX4/09HSsX78eP/vZz7q0frvdjkcffRT/+Mc/sGfPHnz22WcoLCwEAAwePBiTJk1CTU0NRo4c2aH1ff755/jrX/+KWbNmoaCgAB999BF0Oh2mT5+O/fv34/vf/z5cLpffz65atQqPPvoo4uPjsXTpUjidzi4dkz8///nPMWLECCxbtgyzZ8/Gv/71L9TX12PQoEEYO3YsbrjhBlx77bWwWCxen3O5XFi/fj1eeukljBs3DocOHcKhQ4d6bL+IiCg4gv7IWoZhGIYJVsaNGyfvvfeelJWVic1mk8rKSvnPf/4jixcvlhEjRnj6uV83kp2d7bOOtl6RkZCQICtWrJDjx4+LxWKRuro6OXLkiKxevVruvPNOr74iIrt27Wp1X9Vqtbz44oty8uRJsVqtUlxcLAsWLJDx48eLiMiKFSta/ezp06fF6XTKsGHDOvX9tPeeSwASHh4uzz77rHz55ZfS0NAgTU1NcvLkSfnwww9l1qxZolar/X5u6NCh4nQ6RUTkqaeeandf+CoShmGYkE/Qd4BhGIZhmG4kKytLRETmzZvnd/l1110ndrtdPv/8806vuyPFZW+FxSXDMExoh/dcEhER9RH+ngqbkJCAl156Cc3Nzfjkk0/8fu7pp59GWFgY3nrrrS5ve/369RARbNiwocvr6KqsrCyICEpKSnp920RE1HG855KIiKiPWLBgAR544AH885//RGVlJQYPHowHH3wQBoMB2dnZXq8XMRgM+NnPfobk5GT8+Mc/RmFhITZt2tTpbR4+fBhGo9Hzu/u+0d6Un5/vtQ+HDx/u9X0gIqL2KWg5hUlEREQhbsqUKZg/fz5SU1PRr18/WK1WfP3111i5cqXPGcXk5GSUlJTAbDZj//79mDdvHk6cOBGkPScioqsBi0siIiIiIiLqNt5zSURERERERN3G4pKIiIiIiIi6jcUlERERERERdRuLSyIiIiIiIuo2FpdERERERETUbSwuiYiIiIiIqNtYXBIREREREVG3sbgkIiIiIiKibmNxSURERERERN32/wEpXpM8ALnfIwAAAABJRU5ErkJggg==",
+      "text/plain": [
+       "<Figure size 1000x1400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<function matplotlib.pyplot.close(fig=None)>"
+      ]
+     },
+     "execution_count": 22,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "fig, ax = plt.subplots(figsize=(h_size, v_size*2))\n",
+    "\n",
+    "gs = gridspec.GridSpec(nrows=2, \n",
+    "                   ncols=1, \n",
+    "                   figure=fig,\n",
+    "                   width_ratios= [1],\n",
+    "                   height_ratios=[1, 1],\n",
+    "                   wspace=0.05,\n",
+    "                   hspace=0.1)\n",
+    "\n",
+    "ax1 = plt.subplot(gs[0, 0])\n",
+    "pmma.δ.plot(ax =ax1, color = 'xkcd:dodger blue', lw = 2, label = 'δ PMMA from pmma_nist.txt and kkcalc')\n",
+    "pmma_db.δ.plot(ax=ax1, color = 'xkcd:light mustard', lw = 2, label = 'δ PMMA from Eliot Gann github database')\n",
+    "\n",
+    "ymin1 = min(pmma.δ.sel(energy=slice(xmin,xmax)).min(), pmma_db.δ.sel(energy=slice(xmin,xmax)).min())\n",
+    "ymax1 = max(pmma.δ.sel(energy=slice(xmin,xmax)).max(), pmma_db.δ.sel(energy=slice(xmin,xmax)).max())\n",
+    "\n",
+    "ax1.set_xlim(xmin,xmax)\n",
+    "ax1.set_xlabel('')\n",
+    "\n",
+    "ax1.set_ylim(ymin1 - (ymax1-ymin1)*0.03, ymax1 + (ymax1-ymin1)*0.03)\n",
+    "ax1.legend(loc ='lower right')\n",
+    "\n",
+    "ax2 = plt.subplot(gs[1, 0], sharex = ax1)\n",
+    "pmma.β.plot(ax =ax2, color = 'limegreen', lw = 2, label = 'β PMMA from pmma_nist.txt and kkcalc')\n",
+    "pmma_db.β.plot(ax=ax2, color = 'tomato', lw = 2, label = 'β PMMA from Eliot Gann github database')\n",
+    "\n",
+    "ymax2 = max(pmma.β.sel(energy=slice(xmin,xmax)).max(), pmma_db.β.sel(energy=slice(xmin,xmax)).max())\n",
+    "\n",
+    "ax2.legend(loc='upper right')\n",
+    "ax2.set_xlim(xmin,xmax)\n",
+    "ax2.set_ylim(0, ymax2*1.03)\n",
+    "\n",
+    "plt.setp(ax1.get_xticklabels(), visible=False)\n",
+    "plt.show()\n",
+    "plt.close"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Reasonably good agreement among all datasets. Differences are due to subtle differences in NEXAFS collection conditions, and due to differences in kkcalc vs. QANT KK numerical routines."
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "deand",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.11"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/tutorials/kkcalc_for_NRSS/pm6_molecular.txt b/tutorials/kkcalc_for_NRSS/pm6_molecular.txt
new file mode 100644
index 0000000..53efa50
--- /dev/null
+++ b/tutorials/kkcalc_for_NRSS/pm6_molecular.txt
@@ -0,0 +1,736 @@
+Energy	DeltaPara	BetaPara	DeltaPerp	BetaPerp
+1.000000000000000000e+01	-2.501089506901187365e-01	3.324366808056026246e-01	-2.501089506901187365e-01	3.324366808056026246e-01
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diff --git a/tutorials/kkcalc_for_NRSS/pm6_nexafs.txt b/tutorials/kkcalc_for_NRSS/pm6_nexafs.txt
new file mode 100644
index 0000000..5c37b80
--- /dev/null
+++ b/tutorials/kkcalc_for_NRSS/pm6_nexafs.txt
@@ -0,0 +1,288 @@
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diff --git a/tutorials/kkcalc_for_NRSS/pmma.oc b/tutorials/kkcalc_for_NRSS/pmma.oc
new file mode 100644
index 0000000..edcbc9f
Binary files /dev/null and b/tutorials/kkcalc_for_NRSS/pmma.oc differ
diff --git a/tutorials/kkcalc_for_NRSS/pmma_nist.txt b/tutorials/kkcalc_for_NRSS/pmma_nist.txt
new file mode 100644
index 0000000..4202ca9
--- /dev/null
+++ b/tutorials/kkcalc_for_NRSS/pmma_nist.txt
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diff --git a/tutorials/kkcalc_for_NRSS/ps.oc b/tutorials/kkcalc_for_NRSS/ps.oc
new file mode 100644
index 0000000..06ac173
Binary files /dev/null and b/tutorials/kkcalc_for_NRSS/ps.oc differ
diff --git a/tutorials/kkcalc_for_NRSS/ps_nist.txt b/tutorials/kkcalc_for_NRSS/ps_nist.txt
new file mode 100644
index 0000000..9e3a38c
--- /dev/null
+++ b/tutorials/kkcalc_for_NRSS/ps_nist.txt
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diff --git a/tutorials/kkcalc_for_NRSS/y6_molecular.txt b/tutorials/kkcalc_for_NRSS/y6_molecular.txt
new file mode 100644
index 0000000..8ad9153
--- /dev/null
+++ b/tutorials/kkcalc_for_NRSS/y6_molecular.txt
@@ -0,0 +1,739 @@
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diff --git a/tutorials/kkcalc_for_NRSS/y6_nexafs.txt b/tutorials/kkcalc_for_NRSS/y6_nexafs.txt
new file mode 100644
index 0000000..3fe8538
--- /dev/null
+++ b/tutorials/kkcalc_for_NRSS/y6_nexafs.txt
@@ -0,0 +1,288 @@
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