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"cells": [
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"cell_type": "markdown",
"metadata": {},
"source": [
"\n",
" \n",
"# Modeling Atoms, Molecules and Crystals in One Dimension\n",
"\n",
"## Example - Quantum Mechanics\n",
"\n",
"by Jon Andreas Støvneng, Eilif Sommer Øyre and Niels Henrik Aase\n",
" \n",
"Last edited: March 28th 2019\n",
"\n",
"___\n",
"\n",
"This notebook is based on a numerical project [[1]](#rsc) created for TMA4320 *Introduction to Scientific Computation* and TFY4215 *Introduction to Quantum Physics* during the spring of 2019 at the Norwegian University of Science and Technology (NTNU).\n",
"\n",
"___"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Introduction\n",
"In this notebook, we will solve the time independent Schrödinger equation,\n",
"\n",
"\\begin{equation}\n",
"H\\psi = E\\psi,\n",
"\\label{TUSL}\n",
"\\end{equation}\n",
"\n",
"in one dimension using matrix diagonalisation. The method is the same as in [*Eigenenergies Through Matrix Diagonalization*](https://nbviewer.jupyter.org/urls/www.numfys.net/media/notebooks/eigenenergies_through_matrix_diagonalization.ipynb#rsc), but will use a function from the scipy library and solve \\eqref{TUSL} for several different potentials. In particular, we will look at a particle in a box, in a single potential well, in a double potential well, and in $N$ potential wells. The latter three potentials will give qualitative insight into the behaviour of an atom, molecule, and crystal, respectively. \n",
"\n",
"We assume noninteracting electrons with spin $\\pm 1/2$. The electrons do obey the Pauli principle - only one electron in each state - which limits the amount of electrons occupying each orbital state to two, one with spin up ($+1/2$) and one with spin down ($-1/2$). Due to the limitations of a onedimensional system, some threedimensional features of the atom, molecule, and crystal are lost, e.g., angular momentum and degeneracy."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Numerical method\n",
"For a particle with mass $m$ in one dimension, \\eqref{TUSL} becomes\n",
"\n",
"$$-\\frac{\\hbar^2}{2m} \\frac{d^2 \\psi(x)}{dx^2} + V(x) \\psi(x) = E \\psi(x).$$\n",
"\n",
"Next, by discretising the kinetic and potential energy operators\n",
"\n",
"$$\n",
"\\begin{align}\n",
"\\psi_n &= \\psi(x_n) = \\psi(n\\cdot \\Delta x) \\\\\n",
"V_n &= V(x_n) ,\n",
"\\end{align}\n",
"$$\n",
"\n",
"the equation can be rewritten as\n",
"$$\n",
"\\begin{equation}\n",
"-\\frac{\\hbar^2}{2m} \\frac{\\psi_{n+1}-2\\psi_n+\\psi_{n-1}}{(\\Delta x)^2} + V_n \\psi_n = E \\psi_n.\n",
"\\label{discret}\n",
"\\end{equation}\n",
"$$\n",
"To fix the position of the particle on a finite interval on the $x$-axis of length $L = (N + 1)\\Delta x$, choose $V_0 = \\infty$ and $V_{N+1} = \\infty$ such that $\\psi$ is nonzero only at $1 \\le n \\le N$. This results in $N$ difference equations\n",
"\n",
"$$ \\textbf{H}\\vec{\\psi} = E\\vec{\\psi} ,$$\n",
"\n",
"where $\\textbf{H}$ is a $N \\times N$ real, symmetric, tridiagonal matrix on the form\n",
"\n",
"\\begin{equation} \\textbf{H} = \n",
"\\begin{bmatrix} \n",
"\\frac{\\hbar^2}{m(\\Delta x)^2} + V_1 & -\\frac{\\hbar^2}{2m(\\Delta x)^2} & 0 & 0 & 0 \\\\\n",
"-\\frac{\\hbar^2}{2m(\\Delta x)^2} & \\frac{\\hbar^2}{m(\\Delta x)^2} + V_2 & -\\frac{\\hbar^2}{2m(\\Delta x)^2} & 0 & 0 \\\\\n",
"0 & \\ddots & \\ddots & \\ddots & 0 \\\\\n",
"0 & 0 & -\\frac{\\hbar^2}{2m(\\Delta x)^2} & \\frac{\\hbar^2}{m(\\Delta x)^2} + V_{N-1} & -\\frac{\\hbar^2}{2m(\\Delta x)^2}\\\\\n",
"0 & 0 & 0 & -\\frac{\\hbar^2}{2m(\\Delta x)^2} & \\frac{\\hbar^2}{m(\\Delta x)^2} + V_{N}\n",
"\\end{bmatrix},\n",
"\\end{equation}\n",
"\n",
"and $E$ is a diagonal $N\\times N$ matrix\n",
"\n",
"\\begin{equation} E = \n",
"\\begin{bmatrix} E & 0 & 0 \\\\\n",
" 0 & \\ddots & 0 \\\\\n",
" 0 & 0 & E\n",
"\\end{bmatrix}.\n",
"\\end{equation}\n",
"\n",
"We have non-trivial solutions, $\\vec{\\psi} \\ne 0$, if the N-th degree polynomial\n",
"\n",
"$${\\rm det}(\\textbf{H} - E) = 0 = c_N E^N + c_{N-1} E^{N-1} + \\dots + c_1 E + c_0,$$\n",
"\n",
"with coefficients $c_N, c_{N-1}, ..., c_0$, is equal to zero. The polynomial has $N$ solutions $E_1$, $E_2$, $\\dots$ , $E_N$ with corresponding eigenvectors $\\vec{\\psi}^{(1)}$, $\\vec{\\psi}^{(2)}$, $\\dots$, $\\vec{\\psi}^{(N)}$, such that\n",
"\n",
"$$(\\textbf{H} - E_j)\\vec{\\psi}^{(j)} = 0 \\;\\;\\; ; \\;\\;\\; j = 1,2,\\dots,N.$$\n",
"\n",
"The normalisation of the wave functions\n",
"\n",
"$$\\int_{-\\infty}^{\\infty} |\\psi^{(j)}(x)|^2\\,dx = 1,$$\n",
"\n",
"corresponds in the discrete case to\n",
"\n",
"$$\\sum_{n=1}^{N} |\\psi_n^{(j)}|^2 = 1 \\;\\;\\; ; \\;\\;\\; j = 1,2,\\dots,N,$$\n",
"\n",
"where $\\psi_n^{(j)} = \\psi^{(j)}(x_n)$ is the value of wave function $j$ in the position $x_n = n\\,\\Delta x$. \n",
"\n",
"Assuming the wave functions are real, we can write the orthonormality relation as\n",
"\n",
"$$\\sum_{n=1}^{N} \\psi_n^{(k)} \\psi_n^{(j)} = \\delta_{kj}$$\n",
"\n",
"and the completeness relation as\n",
"\n",
"$$\\sum_{j=1}^{N} \\psi_n^{(j)} \\psi_k^{(j)} = \\delta_{nk},$$\n",
"\n",
"where $\\delta_{kj}$ is the Kronecker-delta\n",
"\n",
"\\begin{equation} \\delta_{kj} = \n",
"\\begin{cases} 0, \\; \\text{if}\\; k \\ne j \\\\\n",
" 1, \\; \\text{if}\\; k = j\n",
"\\end{cases}.\n",
"\\end{equation}"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Implementation"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The procedure of finding the eigenvalues of $\\textbf{H}$ after defining its elements is fairly simple by using the computational tool `scipy`. The function `scipy.linalg.eigh_tridiagonal` finds the eigenvalues of a real, symmetric, tridiagonal matrix given the elements of the diagonals."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"scrolled": true
},
"outputs": [],
"source": [
"# Import libraries\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"from scipy import linalg\n",
"\n",
"# Define constants\n",
"hbar = 1.05E-34 # Reduced Planck constant\n",
"m = 9.11E-31 # Mass of particle, in this case an electron\n",
"V0 = -10.0*1.6E-19 # Depth of potential well"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Particle in a Box\n",
"A potential \n",
"\n",
"$$ V(x) = 0 \\;\\;\\text{for}\\;\\; 0 < x < L \\;\\;\\implies\\;\\; V_n = 0 \\;\\;\\text{for}\\;\\; 1 < n < N $$\n",
"\n",
"corresponds to an infinite potential well, or a *particle in a box*. For this potential, the time independent Schrödinger equation \\eqref{TUSL} has the analytical solution\n",
"\n",
"$$ \\psi_j(x) = \\sqrt{\\frac{2}{L}}\\sin k_j x \\;\\; \\text{with}\\;\\; E_j = \\frac{\\hbar^2 k_j^2}{2m} \\; ; \\; k_j = \\frac{j\\pi}{L} .$$\n",
"\n",
"This gives us the opportunity to check if our numerical method is valid."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"scrolled": true
},
"outputs": [
{
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"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"dx = 1.0E-11 # Discretisation step length\n",
"N = 99 # Number of discretisation steps\n",
"V = np.zeros(N) # Potential\n",
"\n",
"def solveSchrodinger(V):\n",
" \"\"\"Given the potential, V(x), solves the one dimensional time \n",
" independent Schrödinger equation using matrix diagonalisation \n",
" and returns the eigenvectors and corresponding eigenvalues (in eV).\n",
" Also returns the discrete x-values of the eigenvectors\n",
" in nanometer in the array xnm.\n",
" \"\"\"\n",
" Ntot = len(V)\n",
" # Position values\n",
" x = np.array([dx*n for n in range(Ntot)])\n",
" # convert to nanometer [nm]\n",
" xnm = x*1.0E9\n",
"\n",
" # Array of the diagonal elements of H\n",
" mainDiag = [v + hbar**2/(m*dx**2) for v in V]\n",
" # Array of the above/below diagonal elements of the main diagonal of H\n",
" secondDiag = [-hbar**2/(2*m*dx**2)]*(Ntot-1)\n",
"\n",
" # Finding the eigenvalues and eigenvectors of the H-matrix \n",
" eigVal, eigVec = linalg.eigh_tridiagonal(mainDiag, secondDiag) # eigVec[j, n], eigVal[j]\n",
" # Convert to electronvolt [eV]\n",
" eigVal *= 1/1.60E-19\n",
" \n",
" return eigVec, eigVal, xnm\n",
"\n",
"\n",
"eigVec, eigVal, xnm = solveSchrodinger(V)\n",
"\n",
"def plotEigenValues(n, eigVal, xnm, plotPotential, V):\n",
" \"\"\"Plots the n lowest eigenvalues.\"\"\"\n",
" plt.title(r'Eigenvalues $E_j$', fontsize=15)\n",
" if plotPotential:\n",
" # Plots the potential\n",
" plt.plot(xnm, V/1.6E-19, label=r'$V(x)$')\n",
" for i in range(n):\n",
" plt.plot(xnm, [eigVal[i]]*len(xnm), label=r'$j = $%.i'%(i))\n",
" # Manually define the y-axis points\n",
" plt.yticks((eigVal[0], eigVal[1], eigVal[2], eigVal[3]), \n",
" ('%.2f eV'%(eigVal[0]), '%.2f eV'%(eigVal[1]), \n",
" '%.2f eV'%(eigVal[2]), '%.2f eV'%(eigVal[3])), fontsize=10)\n",
" plt.xticks((), ())\n",
" \n",
"def plotEigenVectors(n1, n2, eigVec, xnm):\n",
" \"\"\"Plots eigenvectors n1 to n2\"\"\"\n",
" plt.title(r'Wave functions $\\vec{\\psi}^{(j)}$', fontsize=15)\n",
" for i in range(n1, n2+1):\n",
" plt.plot(xnm, eigVec[:, i], label=r'$j = $%.i'%(i + 1))\n",
" plt.xlabel('$x$ (nm)')\n",
" plt.ylabel('$\\psi(x)$')\n",
" plt.grid(True)\n",
" plt.legend(loc='best')\n",
" \n",
"# Plot the four lowest eigenvectors\n",
"plt.figure(\"Box Potential\", figsize=(13, 6), dpi=(200))\n",
"plt.subplot(121)\n",
"plotEigenVectors(0, 3, eigVec, xnm)\n",
"\n",
"# Plot the four lowest eigenvalues\n",
"plt.subplot(122)\n",
"plotEigenValues(4, eigVal, xnm, False, 0)\n",
"\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Evidently, the numerical wave functions in the plot resemble the analytical solutions. What about the eigenvalues?"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\t\t E_1 \t\t E_2 \t\t E_3 \t\t E_4\n",
"Numerical \t 0.373228 eV \t 1.492544 eV \t 3.356843 eV \t 5.964285 eV\n",
"Analytical \t 0.373259 eV \t 1.493035 eV \t 3.359329 eV \t 5.972140 eV\n"
]
}
],
"source": [
"def E_analytical(j):\n",
" \"\"\"Function that returns the analytical eigenvalue of a\n",
" particle in a box. The parameter j is the quantum number\n",
" \"\"\"\n",
" # Length of box\n",
" L = (N + 1)*dx\n",
" k = j*np.pi/L\n",
" E = hbar**2*k**2/(2*m)\n",
" return E/1.60E-19\n",
"\n",
"# The ground state energy\n",
"E_1 = E_analytical(1)\n",
"\n",
"print(\"\\t\\t E_1 \\t\\t E_2 \\t\\t E_3 \\t\\t E_4\")\n",
"print(\"Numerical \\t %.6f eV \\t %.6f eV \\t %.6f eV \\t %.6f eV\"\n",
" %(eigVal[0], eigVal[1], eigVal[2], eigVal[3]))\n",
"print(\"Analytical \\t %.6f eV \\t %.6f eV \\t %.6f eV \\t %.6f eV\"\n",
" %(E_1, E_analytical(2), E_analytical(3), E_analytical(4)))"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Average norm: 1.0\n",
"Orthogonality sum: -3.4229523648019247e-13\n",
"Completeness sum: 0\n"
]
}
],
"source": [
"# Are the wavefunctions normalised?\n",
"norm = eigVec**2\n",
"print(\"Average norm:\", np.sum(norm)/N)\n",
"\n",
"# Are they orthogonal?\n",
"ortogSum = 0\n",
"for n in range(N):\n",
" for q in range(N):\n",
" if n != q:\n",
" ortogSum += np.sum(eigVec[:, n]*eigVec[:, q])\n",
" \n",
"print(\"Orthogonality sum:\", ortogSum)\n",
"\n",
"# Do they satisfy the completeness relation?\n",
"completSum = 0\n",
"for n in range(N):\n",
" for q in range(N):\n",
" if n != q:\n",
" ortogSum += np.sum(eigVec[n, :]*eigVec[q, :])\n",
" \n",
"print(\"Completeness sum:\", completSum)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The eigenfunctions are orthonormal and form a complete set. How does the error in $E$ decrease with decreasing step size?"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Log Error for Log dx = -1.1E+01:\t-4.5E+00 \n",
"Log Error for Log dx = -1.2E+01:\t-6.5E+00 \n",
"Log Error for Log dx = -1.3E+01:\t-8.5E+00 \n"
]
}
],
"source": [
"print(\"Log Error for Log dx = %.1E:\\t%.1E \"%(np.log10(dx), np.log10(np.abs(E_1 - eigVal[0]))))\n",
"\n",
"# Re-calculate eigenenergies\n",
"N = 999\n",
"dx = 1.0E-12\n",
"V2 = np.zeros(N)\n",
"eigVec2, eigVal2, xnm2 = solveSchrodinger(V2)\n",
"print(\"Log Error for Log dx = %.1E:\\t%.1E \"%(np.log10(dx), np.log10(np.abs(E_1 - eigVal2[0]))))\n",
"\n",
"# Re-calculate eigenenergies\n",
"N = 9999\n",
"dx = 1.0E-13\n",
"V3 = np.zeros(N)\n",
"eigVec3, eigVal3, xnm3 = solveSchrodinger(V3)\n",
"print(\"Log Error for Log dx = %.1E:\\t%.1E \"%(np.log10(dx), np.log10(np.abs(E_1 - eigVal3[0]))))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"This shows that the error in $E_1$ is second order in $dx$."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### The Atom\n",
"\n",
"Wave functions and energy levels from a single potential well can qualitatively describe the behaviour of electrons in an atom.\n",
"It can be shown that the number of bound states, $N_{bound}$ in the potential well $V_0$ is given by [[2]](#rsc)\n",
"\n",
"\\begin{equation}\n",
"N_{bound} = 1 + \\big[ \\sqrt{2m|V_0|} \\frac{w}{\\pi \\hbar}\\big],\n",
"\\end{equation}\n",
"\n",
"where the term within the bracket is rounded down to the nearest integer. With well potential $V_0 = -10 \\text{ eV}$ and well width $w = 0.5 \\text{ nm}$ we get 3 bound states for the electron. On each side of the well a zero potential region of width $10w$ is added as a \"contact\". Another interesting property of the system is the penetration depth, here given analytically as \n",
"\n",
"\\begin{equation}\n",
"\\kappa^{-1} = \\frac{\\hbar}{\\sqrt{2m(|V_0|-|E|)}}.\n",
"\\end{equation}\n",
"\n",
"Since $V_0$ is chosen negative, bound state energies are also negative; hence the absolute values.\n",
"We can compare our numerical result with analytical values if the penetration into the contacts is not too large, $\\kappa^{-1} \\ll 10w$.\n",
"Analytically, symmetric and antisymmetric wave functions correspond to energy eigenvalues given by\n",
"\n",
"\\begin{equation}\n",
"\\tan\\frac{\\sqrt{2m|E|}w}{2\\hbar} =\n",
" \\begin{cases}\n",
" \\sqrt{\\frac{|V_0| - |E|}{|E|}} \\; ; \\; \\text{Symmetric wave functions}\\\\\n",
" -\\sqrt{\\frac{|E|}{|V_0| - |E|}} \\; ; \\; \\text{Antisymmetric wave functions}.\n",
" \\end{cases}\n",
"\\label{analyticalRelation}\n",
"\\end{equation}\n",
"\n",
"Checking the correspondence for the left and right hand side is a nice sanity check for our model.\n",
"\n",
"In addition, using that the kinetic energy $K$ is $p^2/2m = E - V$ and the momentum relation $p = \\hbar k = h/\\lambda$, we get the following expression for the wavelength:\n",
"\n",
"\\begin{equation}\n",
"\\frac{h^2}{\\lambda^2 2 m} = E - V \\; \\implies \\; \\lambda = \\frac{2 \\pi \\hbar }{\\sqrt{2 m (E - V)}},\n",
"\\label{wavelength}\n",
"\\end{equation}\n",
"\n",
"where $h =2\\pi\\hbar$."
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
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"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Energy of 4 lowest unbound states: \t 0.014423 eV \t 0.015175 eV \t 0.057664 eV \t 0.060676 eV\n"
]
}
],
"source": [
"dx = 1.0E-11 # Discretisation step length\n",
"w = 0.5E-9 # Well width\n",
"N = int(w/dx) # Number of discretisation steps in atom\n",
"left = [0]*10*N # Potential left of atom\n",
"atom = [V0]*N # Potential of atom\n",
"right = [0]*10*N # Potential right of atom\n",
"\n",
"# Array of potential values for the system\n",
"V = np.asarray(left + atom + right)\n",
"\n",
"eigVec, eigVal, xnm = solveSchrodinger(V)\n",
"\n",
"# Plot the four lowest eigenvalues and eigenvectors\n",
"plt.figure(\"Box Potential\", figsize=(13, 9), dpi=200)\n",
"\n",
"plt.subplot(321)\n",
"plotEigenVectors(0, 2, eigVec, xnm)\n",
"wellStart = len(left)*dx\n",
"plt.xlim((wellStart - w)/1.0E-9, (wellStart + 2*w)/1.0E-9)\n",
"\n",
"# Plot higher eigenvalues and their corresponding eigenvectors\n",
"plt.subplot(323)\n",
"plotEigenVectors(3, 6, eigVec, xnm)\n",
"\n",
"plt.subplot(3, 2, (2, 4))\n",
"plotEigenValues(6, eigVal, xnm, True, V)\n",
"\n",
"plt.subplot(3, 2, (5, 6))\n",
"plotEigenVectors(11, 11, eigVec, xnm)\n",
"\n",
"plt.subplots_adjust(hspace=0.5)\n",
"plt.show()\n",
"\n",
"print(\"Energy of 4 lowest unbound states: \\t %.6f eV \\t %.6f eV \\t %.6f eV \\t %.6f eV\"\n",
" %(eigVal[3], eigVal[4], eigVal[5], eigVal[6]))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The upper left plot shows the 3 bound states of the system. The eigenvalues of the next four states are positive, making the contacts classically allowed. We see that the energy separation between these states is relatively small, i.e., we have a quasi-continuous spectrum. Let's plug the eigenvalues of the bound states into the analytical relation \\eqref{analyticalRelation}."
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\t Ground state (S) \t 1st excited state (AS) \t 2nd excited state (S)\n",
"LHS \t 3.0677 \t\t -0.7752 \t\t\t 0.5100 \n",
"RHS \t 3.0792 \t\t -0.7710 \t\t\t 0.5156 \n"
]
}
],
"source": [
"factor = np.sqrt(2*m)*w/(2*hbar)\n",
"# Energy of the states above the potential well bottom\n",
"E1 = eigVal[0]*1.6E-19 - V0\n",
"E2 = eigVal[1]*1.6E-19 - V0\n",
"E3 = eigVal[2]*1.6E-19 - V0\n",
"\n",
"# Symmetric (S)\n",
"# Antisymmetric (AS)\n",
"print(\"\\t Ground state (S) \\t 1st excited state (AS) \\t 2nd excited state (S)\")\n",
"# Left hand side (LHS)\n",
"print(\"LHS \\t %.4f \\t\\t %.4f \\t\\t\\t %.4f \"%(np.tan(factor*np.sqrt(E1)), \n",
" np.tan(factor*np.sqrt(E2)),\n",
" np.tan(factor*np.sqrt(E3))))\n",
"# Right hand side (RHS)\n",
"print(\"RHS \\t %.4f \\t\\t %.4f \\t\\t\\t %.4f \"%(np.sqrt(np.absolute(V0)/E1 - 1),\n",
" -np.sqrt(E2/(np.absolute(V0) - E2)),\n",
" np.sqrt(np.absolute(V0)/E3 - 1)))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We get a pretty good match! What about the wavelength relation \\eqref{wavelength}? The 11th excited state ($j=12$) has an energy of $10.3592 \\text{ eV}$ above the well."
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Wavelength inside well: 0.380 nm\n",
"Wavelength outside well: 2.039 nm\n"
]
}
],
"source": [
"# Energy of the 11th excited state above the potential well bottom\n",
"E12 = eigVal[11]*1.6E-19 - V0\n",
"\n",
"# Calculating wavelength inside well\n",
"kIn = E12\n",
"lambIn = 2*np.pi*hbar/np.sqrt(2*m*kIn)\n",
"# Converting to nm\n",
"lambIn *=1.0E9\n",
"\n",
"# Calculating wavelength outside well (V0 = 0)\n",
"kOut = E12 + V0\n",
"lambOut = 2*np.pi*hbar/np.sqrt(2*m*kOut)\n",
"lambOut *=1.0E9\n",
"\n",
"print(\"Wavelength inside well: %.3f nm\"%(lambIn))\n",
"print(\"Wavelength outside well: %.3f nm\"%(lambOut))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The wavelength of this wave function should be $0.38$ nm within and $2.0$ nm outside the well potential, which matches very well with the plot of $\\psi_{12}$ above.\n",
"\n",
"Assuming non-interacting electrons, which atoms can be constructed with these three bound states? A total of two electrons can occupy each state with opposite spin (fermions, including electrons, have spin 1/2), giving a total of 6 electrons. Thus, this simplified one dimensional model can correspond to Carbon (atomic number 6), Beryllium (4), and Helium (2) with zero total spin, or Boron (5), Lithium (3) and Hydrogen (1) with a total spin 1/2."
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {
"scrolled": true
},
"outputs": [],
"source": [
"# Saving potential and eigenvalues for later use\n",
"Vatom = V\n",
"eigValAtom = eigVal\n",
"xnmAtom = xnm"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### The Molecule\n",
"\n",
"Using several potential wells one could simulate some of the behaviour of atoms forming molecules. In the following code we try to describe the twoatomic molecule $\\text{H}_2$ and find the binding energy. We create a potential with two potential wells of width $w$ separated by a zero potential barrier of width $b$. On each side of the molecule a zero potential contact of width $10w$ is added."
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Double well ground state eigenvalue:\t\t-9.2590 eV\n",
"Double well 1st excited state eigenvalue:\t-8.9156 eV\n",
"Single well ground state eigenvalue:\t\t-9.0459 eV\n"
]
}
],
"source": [
"b = w/10 # Atom separation\n",
"Nb = int(b/dx) # Number of discretisation steps between atoms\n",
"left = [0]*10*N # Potential left of atom\n",
"atom = [V0]*N # Potential of atom\n",
"separation =[0]*Nb # Potential of separation\n",
"right = [0]*10*N # Potential right of atom\n",
"\n",
"# Array of potential values for the system\n",
"V = np.asarray(left + atom + separation + atom + right)\n",
"\n",
"eigVec, eigVal, xnm = solveSchrodinger(V)\n",
"\n",
"# Plot the six lowest eigenvalues and the two lowest eigenvectors\n",
"plt.figure(\"Molecule\", figsize=(13, 6), dpi=(200))\n",
"plt.subplot(121)\n",
"plt.title(r'Ground and first excited state', fontsize=15)\n",
"plt.plot(xnm, V/1.6E-19 + 1, ':', label=r'Wells')\n",
"for i in range(2):\n",
" plt.plot(xnm, eigVec[:, i], label=r'$\\vec{\\psi}^{(%.i)}$'%(i + 1))\n",
"plt.xlabel('$x$ (nm)')\n",
"plt.ylabel('$\\psi(x)$')\n",
"plt.grid(True)\n",
"plt.legend()\n",
"plt.xlim((wellStart - w)/1.0E-9, (wellStart + b + 3*w)/1.0E-9)\n",
"plt.ylim(-0.2, 0.2)\n",
"\n",
"plt.subplot(122)\n",
"plotEigenValues(6, eigVal, xnm, True, V)\n",
"\n",
"plt.show()\n",
"\n",
"print(\"Double well ground state eigenvalue:\\t\\t%.4f eV\"%(eigVal[0]))\n",
"print(\"Double well 1st excited state eigenvalue:\\t%.4f eV\"%(eigVal[1]))\n",
"\n",
"print(\"Single well ground state eigenvalue:\\t\\t%.4f eV\"%(eigValAtom[0]))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"When the two potential wells are sufficiently close together, we see that additional bound states occur. Molecular eigenstates can be viewed as linear combinations of atomic eigenstates. The eigenvectors of the two lowest eigenvalues are plotted above. The double well ground state eigenvector is essentially a symmetric combination of the ground state in two separate single wells (atoms), with an eigenvalue $0.2131 \\text{ eV}$ lower than the ground state eigenvalue of a single atom. The first excited state of the double well is essentially an antisymmetric combination of the two single atom ground states, with an eigenvalue $0.1303\\text{ eV}$ higher than the ground state eigenvalue of a single atom. Let us plot the probability distribution of these two molecular states. "
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"image/png": 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KMMZgjOHhhx+OQHZSXSpOi4iIiIiIiIiInCLcbjfJyckYY+jTp+J2WdZaUlJSfIXfl156qcL5b7zxhm/u3/72t2CmLXWU2nqIiIiEkcsYnrjiTMdYk/pxEcpGRKT6rhvQhvTTG/HttxsBOLtdo6DH6NmqoeM1MzkhJugxRERCLTrK8NCobo6xhol6PZPIcblcnHPOOXz00Ud8/fXXHD58mAYNGvidu2HDBrKzj7elWbx4MTfeeGO5x16yZIlvOz09PXhJS52l4rSIiEgYRUUZruzbOtJpiIjU2PAz0sjLS2b+oW8AOKN5/aDHaN24Hq0b64axInJyi3ZFcd3AtpFOQ8QhPT2djz76CI/Hw7Jly7j44ov9zispNrtcLtxut6P4XNH85ORkevbsGdykpU5SWw8REREREREREZFTSOlVzYsXLy53Xkmx+corrwRg27Zt7Nmzx+/cQ4cOsX79egAGDRqEy+UKVrpSh6k4LSIiIiIiIiIicgrp378/8fHxABWuhi55bMyYMXTu3LnC+UuXLsXj8QBq6SGBU3FaRERERERERETkFBIbG8vZZ58NwKpVq8jPzy8zZ8eOHezevRuAwYMHM3jwYKD8ldaB9JvOzc3l6aefZtiwYaSlpREbG0taWho/+9nPyMjIwO121+i8KnLw4EEmT57MgAEDaNSoETExMTRt2pRu3bpx2WWXMXXqVLKyskIWX/xTz2kREREREREREZFTTHp6Op9++ikFBQWsWLGCoUOHOh4vKTa3b9+eFi1aMHjwYGbMmFHuyumSonVCQgJ9+/Yt8/iKFSu47LLL2Lt3r2M8MzOT+fPnM3/+fKZNm8bcuXNp2rRpME7RZ8OGDQwfPpx9+/Y5xvfv38/+/fv55ptveOedd7DWcvvttwc1tlRMxWkREREREREREZFTzIl9p8srTpesmC75vmHDBrKzs2ncuLFvbl5eHqtXrwZgwIABxMbGOo719ddfc+6555KXl0daWhp33HEHgwcPpnHjxmRlZfHuu+8ybdo0Pv/8c8aMGcOiRYuIjg5e2fKaa65h3759xMTEcNttt3HRRReRlpaGx+Nhz549rFy5krfffjto8SRwKk6LiIiEUZHbwzUvrnCMPf2LXrRomBChjEREquep+Zv4etdB9md5OwW2zmRUnzZBjbFs636eWbDFt9+qUT2eGtszqDFERELtWJGb219Z7Rh7/PIzSU2Oj1BGdcOBnGOO/QYJMUS7/HevPXFuckIMMeXMzc4twFrr268fH0NstP+5B3ML8JSaWy+2/O65h44W4PYcn5sUH01cdGRvGDhw4EBiYmIoLCz0uxq6ZGzIkCEAdOjQgWbNmrFv3z6WLl3KpZde6pu7fPlyCgsLgbItPTweD+PGjSMvL48+ffrw8ccfOwrbABdeeCEjR47k0ksv5bPPPuO1117j+uuvD8p5bt68ma+//hqAZ5991u/K6DFjxjBlyhQOHz4clJgSOBWnRUREwsgCK7ZnO8byC0PXV01EJFS+3n2YxVsOUHIbmz0Hy/aqrKns3ALHa2Z2bkHQY4iIhJq18MkmZx/b/EJPhLKpO856eIFjf/7d6XRKq+937uDHPyGv1O/cc+8cRM/WDf3OHf7XTx3/3vz7lgEMPD3F79yfP7eUPYfyfPsvXncWfVv4f9Phyn9+zpbMHN/+8+P6MPLM5n7nhktiYiJ9+vRhxYoVfP755xQVFflWK2dlZfHtt98Cx4vTAIMGDeLtt99m8eLFjuJ0Rf2m33vvPb755hsAXn755TKF6RIjR45k9OjRzJkzh5kzZwatOF26lUdFN2o0xtCwof/rQkJHN0QUERERERERERE5BZUUa3Nycvjyyy9940uXLgWgadOmdO7c2Tde0trjxJXWJf2mY2NjGThwoOOxuXPnAtCtWze6desWUD4rVqxwrGCviebNj78JkJGREZRjSvCoOC0iIiIiIiIiInIKKr0quqTADGX7TZ84f82aNeTm5gJQVFTE8uXLAejbty8JCc6WhV988QVQ3KvaGFPh11133QVAfn4+hw4dCso5duzY0Vcwf+KJJ+jevTsPPPAAn3zyCXl5eZU8W0JNbT1ERETCKMoYHhrlXC2QkhQXoWxERKrvF31b0/+0ZDZv3gxA3zbB/xhs9xYNHK+ZDRJigh5DRCTUXFGGP13cxTHWoJ5ez6R2GDJkCFFRUXg8HpYsWcI999wDlF+c7tWrF0lJSeTk5PD5558zfPhwR6HaX9uMzMzMauV29OhRGjVqVK3nnmj27NlcccUVrFixgg0bNrBhwwYeeugh30rvcePGcf311xMXp/+bhZuK0yIiImHkijJcN7BtpNMQEamxkWc2Jy+vIfNzNwHQo2Vy0GO0bZJI2yaJQT+uiEg4xbiiuG3o6ZFOo85Z/Zfhjv2K3sBcOvFcx35yBXMX/HZomRsilue/vx5c5oaIx47m+p375u0Dy9wQsTZo2LAh3bt3Z+3atSxduhRrLbm5ub4WH6VXVgO4XC4GDBjAggULWLx4McOHD3esuPZXnHa73b7Hnn/++YBzS0tLq84p+dWqVSs+//xzFixYwDvvvMOnn37Kxo0bKSgo4NNPP+XTTz/lySefZN68eXTo0CFocaVyteNvgoiIiIiIiIiISICq8unDqsxtnBgb8NxGJ8z1eDwcK2duw3qBHzfc0tPTWbt2LQcOHOCbb75hz549uN1uEhMT6d27d5n5gwcPZsGCBb7V1SXfXS4XgwYNKjM/JSWFAwcOsH//frp37x7ak6mAMYYLLriACy64AID9+/fz8ccfM23aNBYtWsSWLVu4+uqrWbVqVcRyPBWp57SIiIiIiIiIiMgpqvRq58WLF/uKzQMGDCA6uuy61pJWHytWrODYsWN89tlnAPTs2ZPk5LKfpCopcG/cuJHdu3cHPf/qatKkCVdffTWffPIJI0aMAIr7Y2/fvj3CmZ1aVJwWERERERERERE5RZUuTi9ZsqTcftMlSorWeXl5zJo1iwMHDpQ5TmmXXnopANZannjiiWCmHjTnn3++b3v//v0RzOTUo+K0iIiIiIiIiIjIKSotLY1OnToBsGjRIlauXAmU7TddIjExkV69egHw+OOP+8bLK06PHTvWd/znnnuOWbNmVZjP2rVref/996t2EhVYs2YNa9euLfdxay0LFiwAICoqijZt2gQttlROPadFREREREREREROYenp6WzevJkffvgBgOjoaAYMGFDu/MGDB/PFF1+wbds2oLifc3nF7OjoaGbPns2gQYPIzc1l/PjxvP7664wbN45OnToRExNDZmYma9as4T//+Q/Lly9n4sSJjBw5MijntmbNGm655Rb69+/PJZdcQu/evWnWrBmFhYVs27aNl156iYULFwJw2WWXkZqaGpS4EhgVp0VERMKoyO3hlpe/cIw9etmZNGsQH6GMRESq5+//28K63Qf5cV/xhzFj2uxnRK/WQY2xcns2/1j0nW+/RcMEHhnTI6gxRERC7ViRm7vf+Mox9uCl3WlaP/Cb9ImEWnp6Oi+++KJvv3fv3iQmJpY7f/Dgwfztb3/z7Xft2pUmTZqUO79nz54sWbKEK6+8kq1bt/Lhhx/y4YcfljvfX+/qmlq5cqVvVbg/6enpTJs2LehxpWIqTouIiISRBT7ZlOUYO1pQFJlkRERqYOWOgyzenEVJp8AdB44GPUbmkXzHa2bH1KSgxxARCTVrYd66fY6xP17UNULZiPh3YkuO8vpNlzhxlXR5LT1K6927Nxs3buS1117j3XffZfXq1ezfvx9rLSkpKXTu3JnBgwczZswY300Ug+G6666jffv2fPzxxyxdupQ9e/bw448/UlRURGpqKmeddRZXX301Y8eOxRgTtLgSGBWnRURERERERERETmFt2rTBWhvw/NTU1CrNLxETE8P48eMZP358lZ+7dOnSch+Ljo4uN5/Y2FjOO+88zjvvvCrHlNDTDRFFREREREREREREJOy0clpERCSMoozhTxd3cYw1ToyNUDYiItU3pncLejRPZOvW4hsh9WrdIOgxujRLdrxmNqqn10sROfm4ogy/Ob+jY6xBQkyEshERqV1UnBYREQkjV5ThtqGnRzoNEZEaG9O7FXl5KcwvKL5hYe8QFKc7pCbRQX2mReQkF+OK4u4LOkU6DRGRWkltPUREREREREREREQk7FScFhEREREREREREZGwU3FaRERERERERERERMJOxWkRERERERERERERCTsVp0VEREREREREREQk7KIjnYCIiMippMjt4f+9/qVj7IFLupGWHB+hjEREqmf64m1s2HOQvXuL17sktD/AhT1aBTXG6u+zmbF0u2+/WXIC919yRlBjiIiEWkGRhz/NWecYu3dEF1KS4iKUkYhI7aHitIiISBhZYN66fY6x313YOTLJiIjUwJLv9rN4cxYlH8YclpnLhUGO8cPhfMdrZsfUpCBHEBEJPY+1vL1mt2PsruEdSYlQPiIitYnaeoiIiIiIiIiIiIhI2Kk4LSIiIiIiIiIiIiJhp7YeIiIiYRRlDL85v6NjrFG92AhlIyJSfSO6N6NDSgI7duwAoFuL+kGP0SmtvuM1MyVJr5cicvJxRRluTW/vGKsfr3KMiAioOC0iIhJWrijD3Rd0inQaIiI1dlX/08jLy2P+/G0A9G/bKOgxOqXVp9MFwS96i4iEU4wrintHdI10GiIitZLaeoiIiIiIiIiIiIhI2Kk4LSIiIiIiIiIiIiJhp+K0iIiIiIiIiIiIiISditMBMMacZox50hiz0RiTa4zJNsasNMb8zhhTL4hxLjLGzDHG7DbGHPN+n2OMuSiA58YZYwYYY35tjHnFGLPJGOMxxlhjjA0w/qKS+VX4GubnOOOr8PzxVf9JiYiIiIiIiIiIyMlON0SshDFmJPAa0KDUcD2gn/frZmPMCGvtthrEMMA/gVtPeKglMAYYY4yZBtxurS2v0PxPYHx1c6gmD7AlzDFFRERERERERESkDlBxugLGmJ7AbIqL0TnAo8AnQAJwFXAL0Bl43xjTz1qbU81QD3O8MP0l8H/AVuB04A9Ab+/jWcBfyku31PYRYI03t2ZVyOMGILGSOWcAb3i3F1pr91Qy/2fA3goe3x1gbiIidUKR28PEt9c5xiZe3JnU+vERykhEpHpmLdvBt3sPsWtX8Ycx62/L5rxuLYMa46tdh3jl8+99+2nJcfzhoi5BjSEiEmoFRR4m//cbx9jdF3SicWJshDISEak9VJyu2N8oLkwXARdaaz8v9dj/jDFbKC4kdwF+CzxU1QDGmA4UF6ABvgDSrbV53v1Vxpj3gE+BvsBEY8xMa+1WP4f6AFgErAI2Wms9xphFVKE4ba3dHkC+15bafTmAw2621u4INAcRkbrOAm+vcb4vd+e5p5NaPzL5iIhU18JvM1m8OYuSToHn7MvhvG7BjbH74FHHa2bH1CQVp0XkpOOxlleWf+8YuzW9vYrTckryeDz07t2bli1bMm/evGof57vvvqNLly48++yzTJgwIYgZSrip53Q5jDH9gGHe3RknFKZLPAVs9G7fZYyJqUaouzn+JsGvSxWmAbDWHgV+7d2NBu7ydxBr7RvW2gxr7QZrracaeVTKGBMFXOPdzQHmhCKOiIiIiIiIiIjUPRkZGaxdu5ZJkyaVeezVV1/ltttuo2/fvsTFxWGMISMjw+9xOnTowDXXXMOkSZP46aefQpt0hOzZs4e//e1vXHjhhbRt25bU1FQ6d+7MFVdcwYoVKyKdXtCoOF2+0aW2Z/qb4C0Cl6websTxYnZAvL2mR3l3v7XWLi8nznJgU0le3udFwvkU98EGeMtbOBcREREREREREamQ2+3mwQcfZOjQofTv37/M43/5y1+YNm0a33//Pc2bN6/0eL///e/Jysri2WefDUW6Effcc89x9913s23bNoYPH86dd97JgAEDeO+99zjnnHOYPXt2pFMMCrX1KN8Q7/dcYHUF8z4ttT0Y+LgKMdpxvNj7aUUTvY93BloBbYFKW3CEwHWltgNp6SEiIieIMoZb09s7xhokVOeDNyIikXV+l1RaJseya9cuALo0Swp6jPZNkhyvmU2S9BF4ETn5RBnDtQPaOMYS41SOkVPPvHnz2Ll9jSYVAAAgAElEQVRzJ/fff7/fx1988UU6duxImzZteOyxx/jTn/5U4fG6d+9Oz549mT59Ovfeey9RUXVrDW7//v1ZvHgxQ4YMwePx+FaIf/3111xwwQXccccdjBo1iri4uAhnWjN1608tuLp6v39nrS2qYN63fp5T1RgnHifYcWrMGJMEjPHu7qS4v3UgMowxPxpjCowx+40xy40xDxtjgnu3HBGRk4QrynDviK6Or5Skk/uXCRE5NV1/TlvuH9mZK9t7uLK9h4HtGwc9xhktkh2vl7emnx70GCIioRYbHcXk0d0dX+o3LbXFpEmTMMYwbNiwkMfKyMjAGMPll1/u9/Hhw4fTpk0bv4+VZ+zYsezcuZOFCxdWOrewsJDOnTtjjOGNN96oUpxATJgwAWMM119/fUDzK/vZX3bZZQwZMqTM+JAhQzj33HPJzs5m3bp1NUm5VtBbdX4YY+KBJt7d3RXNtdYeNMbkAolA6yqGKj2/wjjArnKeFy6XU3yOAK9Ya22AzxtaajvF+3U2cI8x5i5r7dTqJGOMaVXJFN+NII8dO0ZeXl5Fc0UClp+f73dbJBh0fUmo6NqSUNG1JaGia0tCRddW7eXxeCgpNXg8IbmVVsiVzvtkOYfS5Z1Q5mytZdGiRXTp0oXk5ORKY5W+Fiqae/bZZwOwcOFCzj///AqP+eyzz7J582a6du3K5ZdfHvTznThxIjNmzOCVV15hwoQJ9OvXr8L5VfnZn3htRUcXl3SjoqKqdB7WWjweT8B1snDU01Sc9q9+qe2cAOaXFKer+lnGqsTJLbUd/M9MVq6qLT22UXzDxM85XlhvT3GR+wogHvinMcZaa6dVI59dlU8ptmLFCrZu3VqNECIVW7x4caRTkDpM15eEiq4tCRVdWxIqurYkVHRt1S4pKSkkJCRgjKkTN7jLyQmknBR5x44dA6CoqCikP/dvv/2W7Oxszj///IDilLx5lJ+fX+H8Tp06AbBkyZIK5+Xk5PDoo48CcM8994Tkz6dBgwZcffXVzJo1i3vvvZe33367wvnV/dlv3LiRhQsXkpaWRps2bQJ+blFREXl5eeTl5fHtt5U1cCi2f//+gPOqLrX18C++1HZBAPOPeb8nhDDOsVLbVY1TI95VysO8u8uttZsreco7QAdr7e+ttXOstau8X29Ya8cClwKF3rlPG2OalX8oERERERERERE5me3duxeA1NTUoB63fv36xMfH+45fnpdeeokDBw7QsmVLxowZU+HcmrjzzjsB+N///seaNWuCfvzCwkJuv/12jh07xqRJk3C5XEGPEW5aOe1f6c/2BNIIqqRZaFXXulclTumGpOHuUfFLjr+RMauyydbaw5U8/l9jzIPAw0A94CbgkSrmVFlrk2bAKij+iMfpp6s/oQRHfn6+b4VFeno68fHxlTxDJHC6viRUdG1JqOjaklDRtSWhomur9tq5cydut5vo6GiSk5MjnU61eDwe34rcpKSkk+IGfSU30wv1z72kPURaWlpAcUr+bsbHx1c6v3HjxmRnZ5c7z+12M2PGDADGjRtHw4YNq5J6lZx11ln06dOHNWvWMGPGjAp7eVflZ19yQ8Rf/epXLFu2jJtvvplbb721SrllZWWRkJBAUlISZ511VkDP2b27si7ENafitH9HSm0H0kKjpBdzVT8TUJU4iaW2w/3ZkGu9348BweoYPx2YDBiK+1JXqThtra3wb4cxxrcdFxdHQkJYF5vLKSI+Pl7XloSMri8JFV1bEiq6tiRUdG1JqOjaql1K9849GYq6lYmKijopzqN0/SSU+SYmFpe18vPzA4pTklcgP8e8vDzq1atX7rz58+ezc+dOAK699tqQ/7lcc801rFmzhjlz5vDCCy/QoEEDv/Oq8rO31vKb3/yG2bNnc8011zB16tRqnYcxhqioqIBf+8LxGln7/5ZEgLU2HyhpqlLhjfeMMY04XjgOuA+yV+kCa2U3+Cu9UriqcarNGNMXOMO7+19r7cFgHNdam8nxn3HLYBxTRORk4PZY7nt3veMr68ixyp8oIlLLvL5yJ0/M/465O6KYuyOKlTuC8muiw7rdhx2vl88t3BL0GCIioVbo9jBl3kbH16GjgXQQFakdfve732GMISEhgaKiIt/4+vXrMcZgjOH99993PKdDhw4YY7jyyisBaNq0KQDZ2dlBzc3j8XD48GHf8f2ZPXs2AB07dqRHjx7lzsvNzSUtLQ1jDO3bt6ewsNDvvPz8fAYPHowxhri4OBYtWuR4/PLLL/fNmzt3bhXPqCyPx8PNN9/Mq6++yuWXX87MmTNPijc+AqWV0+XbCAwBOhhjoq21ReXM63LCc6rim3KOE+w4NVH6RoiVtvSoIlP5FBGRusVjLa8s/94xdsOgtjStH1fOM0REaqd56/exeHMWJetd+u49wtCuwY3xfXau4zWzY2oSvz6/Y3CDiIiEmNtjmbZ4m2Ps2gFtaFgvkC6iIpH39ddfA9CtWzeio6PLjAP07NnTt52Tk8O2bdsc4926dSMqKootW4L7RvOWLVvweDwVFp0/+eQTAAYMGFDhsRITE7n33nu566672L59OxkZGdxyyy2OOdZarr32Wj777DOMMcyaNatM6442bdrQvHlzfvjhBxYtWsR1111HdZUUpjMyMhgzZgxTp06tE32mS6s7ZfbgW+r9nghU1IhlaKntz6oYYztQ0rF9aEUTgXTv9z3AjirGqRZjTAxwlXc3C/ggiMdOBVK8uxV3rRcRERERERERkYgoKUL36tXL73jjxo1p1aqVY9xa63hOw4YNOfPMM/niiy98jwXDihUrABg61H9Zbffu3ezYsQOAfv36VXq822+/ndNOOw2ARx55hIIC56cc7rnnHt566y0AnnjiCa666qoyxygda8mSJZWfRDk8Hg833XQTM2fO5IorrmDatGl1rjANWjldkXeBP3m3bwBWnDjBGBPF8ZXFh4BPqhLAWmuNMXOBO4AuxpgB1trlfuIM4PjK6bk2mH+LK3YxUPK5iH9VsHq8Om7l+MrpT4N4XBERERERERERCYIffviBrKwsoGxx+quvvgKcq6bBuaK69HNGjx7NpEmTWLVqFf379y8T68UXX2Tp0uK1ouvWrfONlbTNGD16NKNHj3Y85+OPP8blcvHzn//cb/7Lli3zbffu3bv8E/WKi4vj/vvv5+abb+b777/npZde4vbbbwfgmWee4emnnwbgrrvu4p577in3OGeddRbvvfce3333HZmZmaSmplYa+0QPPfQQGRkZJCUl0alTJ5588klfjiX9qkePHl3mz+Vko+J0Oay1K40xSyhu7XGTMWaWtfbzE6bdA5R8ePEZa62jGY0xZhjHC9azrLXj/YT6G3ALxX8Wzxlj0q21eaWOkQA8590t8s4Pl9KfO3g5kCcYY9oCjay1X1Yw5+fAfd7dfGBmNfMTETnpRBnDtQPaOMbqx8dEKBsRkeob0qEJjRNc7N1b/CG4DqmJlTyj6to0TnS8ZqaqBZKInISijOHyPs7bTNWLrXurH8PC44G84PYsDiqPB3P0SPG2qwBq2hc4oXHNj1FDJQVoKL8IXd54SkqKY0X1zTffzOTJk3n11Vf9FqeXLl3KrFnOjrKfffYZn31W3Kigbdu2juL00aNHeffdd7nkkkto0aKF3/x37z5+u7dAC8Tjx4/n//7v/9i8eTNTpkzhxhtv5L///S+//e1vAbjyyit56qmnKjxG6Vh79uypVnG6ZMV3Tk4OU6ZM8Tunbdu2Kk7Xcb+huFVHAjDfGDOF4mJzAsXtLm71ztsMVHxVlsNau9kY8yTwR6Av8Jkx5nFgK3A6MBEoeWvnCWut3+Y8xphmwEUnDDcr9fj4Ex5baq39rry8vDd6LHnbab21dk1gZ0Rb4BNjzOfAf4CvgEyKV0m3B67wfpWsmv6dtXZPgMcWETnpuaIMk0d3j3QaIiI1dkt6e/Ly8pg/v/g/fUM6pFTyjKrr0aoBPVr5v8O9iMjJIjY6iqfG9qx8olQuLxueOD3SWZQrCgjqv1q/3wqJTYJ5xCorKTQbYxxF6H379pGZmQmULU6Xt6K6ZcuWjB07ln/96188+uijJCY639jOyMggIyMj4Nxef/11cnJyuPvuu8udU7LqG6BRo0YBHdflcvHQQw9x1VVXsWvXLiZMmMBrr72Gx+MhPT2dV155pdIbEjZu3NhvDlVR+ufh8Xj46aefAEhOTtYNEU8V1tovjTG/AF4FkgF/b1NsBkZaa4/UINSfgVTgRooL0a/7mTMD+EsFx+hCxSuQT3zsBqDc4jTwC6BkaUpAq6ZPMND7VZ6jwN3W2mnVOLaIiIiIiIiIiIRYSXG6Xbt2JCcn+8bLW1Ht8XhYv349ULYNCBT3cZ4zZw7PP/88f/jDH6qdV1FREVOmTOHSSy8lPT293HnZ2cdX2gdanAYYO3Ysjz32GF999RUzZswAim/qOHfuXOLiKv8kV+lYBw4cCDjuqajulNlDxFr7H+BM4GmKC9FHKe4v/QXeVc0VrUAOMIbHWnsTMBKYS/ENAgu83+cCI6y1N1trPTWJU0XXer+7gdeq8LzVwC+B5ynu072T4p9ZAfAj8D+Ki/HtVJgWEREREREREam9KmvdER0dzRlnnOEb37JlC0ePHgX8F6fbtWvHrFmzyqyarqrdu3fzy1/+kr/+9a8VzouPj/dt5+XlVTDTyRjDLbfc4ttPTU3lgw8+oGHDhgE9v3SshISEgOOeirRyOgDW2u+B33q/qvK8RRxvXxHI/HnAvColV81YARxvUDWfd4TiYnZVCtoiIiIiIiIiIlKL5Ofns3nzZqBsobmkON2lSxfHSuKKelSX+MUvflHj3Nq2bcukSZMqnde0aVPfdnZ2NvXr1w/o+Fu2bOGBBx7w7efm5ga0Yrp0LH85SFkqTouIiIiIiIiISO2X0Li4D3Mt5fF4OHKkuOtr/fr1a94XOKFx5XNCaNOmTbjdbgDH6mgov6/0F198AUBiYmKZ50RC6cLwwYMHadOmTQWzi2VmZnLRRRexf/9+UlJSOHDgALm5uTzyyCM888wzAcU9ePCg3xykLBWnRURERGqpg/kHWf3janIKcyj0FFLkKaLQXUihpxCArildGdB8AFFGndpERELJWstXWV/xVeZXeKyH6KhoYqJiiHHFEG2iSYhJoE9qH1LrpUY6VZG6LSoq4jcIrJDHg3XHFm8nJhfnexL7/vvvfdtpaWm+7dIrqk8sTn/44YcADBo0iOjoyJcde/To4dvevHmz31YjpeXm5jJy5Ei2bdtGUlIS8+fPZ/Lkybz77rtMnTqVe+65h9NOO63SuCU/n8TERNq3b1+zk6jjIn+ViIiInELcHsvjH37rGLstvT0pSYF/REzqvgN5B5i5fiZvbHqDfHd+hXPbN2jP+G7jGdl+JLGu2DBlKALvfLmb7/YdZuuu4v94N911mHM6Bben4jd7f+Ldr/b49pskxXJr+ulBjSFSEbfHzcKdC5m5fibrD6yvcG60iWZUh1HceuattEhqEaYM5WRQ6Pbw9/85b1V146B2NKgXE6GMRALj8Ry/9VnpNhXr16/3raguXZyeP3++72aI48aNC1OWFevbty8JCQnk5eWxatUqxo4dW+7coqIirrzySr744guio6OZPXs2ffr04cEHH2Tu3LkcO3aMBx980HeDxIqsWrUKgAEDBtSKIn1tpp+OiIhIGHmsZdribY6xq/q1VnFaAMjOzyZjfQavb3qdvKLAbtiy7fA27l92P3//8u9cc8Y1XNnpSurHBtZLT6Qm3vlyL4s3Z1Fyj/Weuw9zTqdmQY2xbX+O4zWzY2qSitMSFvlF+cz9bi6zvpnFriO7AnpOkS3i7S1vM3frXMZ0GMMtPW6heVLzEGcqJwO3x/LMwi2OsSvOaqXitNR6pVtgvPLKK4waNQo43m8ajhent2/fzs033wxA+/btg9JXOhhiY2Pp378/n376KStXrqxw7u23384HH3wAwD/+8Q8uvvhiAM4880wuv/xy3nrrLWbNmsXEiRPp1KlTucc5duwYa9euBWDIkCFBOpO66+T+fIGIiIhIHXAo/xBPr36ai96+iJkbZgZcmC4tMy+Tp1c/zQVvXcCza57lmPtYCDIVEanb3B43Gesz+NnbP+PhFQ8HXJgurchTxJub32TEOyN4ePnD7MvdF4JMRURCr1evXnTs2BGAt99+m5EjR7Jw4UJWrFgBQEpKCrt372by5MmceeaZ7Nq1i4SEBF5++WXi4+MjmbrDyJEjAVi5cqWvJ/iJJk2a5FsRfd999/kK7aUfj4qKwu12c99991UYb/HixRQWFjpiS/lUnBYRERGJoA0HNjBq7iheWv+S36K0y7jo2rgrPZv2pG9aXwY2H8iQlkNo38B/77rcwlymr5vOhAUTyC3MDXX6IiJ1RqG7kD8s/gNPrX6K7Pxsv3NaJrUkvVU6A5sPpF+zfvRq2otuKd2Ic5X9BFSRp4g3Nr3BqHdHsWzPslCnLyISdMYYZs2aRf36xZ/KmzdvHsOHD2f69OkAHDhwgL59+3L//feTk5NDu3bt+Pjjjxk0aFAk0y5j3LhxuFwu8vPzeeedd8o8PmPGDB588EEArr/+eh566KEyc7p16+ZrCfLmm2/6bgjpz7/+9S8AOnfuTN++fYNxCnWa2nqIiIiEkQEu79PKMZYUr3+OT1XrstZx28e3caSw7AoOl3FxyemXcOuZt9K6fusyj1trWbpnKTM3zGTVvlVlHl+5byU3f3Qz/xj+D+JQ2xgJvv5tG5EQDT/u+xGANo3rBT1Gq0b1HK+Zacm6liU08oryuHvR3Xy25zO/j3dt3JUbe9zI8NOGEx1V9t/trKNZvLT+JWZvmk2Bp8Dx2NGio/z6f7/m6XOfJr1Vekjyl9rNGBjRw9n2KD7GFaFsRKpm4MCBrF27lilTpjB79mwOHz7seDwqKopzzjmH6667jmuvvbZWrZgu0bJlS0aNGsWcOXN47bXXuO6663yPzZs3j9tvvx3AUXj354EHHuDNN9/E7Xbz5z//mffff7/MnNIF8AkTJgT5TOom/W9YREQkjKJdUTw1tmflE6XO+yrzK+5YcAc5hTmO8SgTxc/b/5zbzryN05LLvxO4MYYhrYYwpNUQ1mWtY+aGmSz4fgEW65uz/sB6bvjoBp4Z8kzIzkNOXb86ryN5eXnMn/8DAOd2bhL0GL1aN6RX64ZBP65IaUcKjvCrhb9iTeaaMo8NajGIG7rfQP9m/THGlHuMpvWaMrH/RG7ofgMz1s3gzc1vUugp9D1e4Cngrk/u4q/D/sqw1sNCcRpSi8VFu3jhmrMinYZItbVt25Zp06bxwgsv8P777zN69GgAHnvsMe68806SkpIinGHlfv/73zNnzhwWLlzIjh07aNu2LQAjRozwteCoTJcuXSgqKqpwzltvvcXhw4dp3LgxN9xwQ03TPiWorYeIiIhImK3+cTW3fXxbmcJ0v2b9mDtqLo8MfqTCwvSJejTtwV+H/ZV///zfNI5v7Hjsu0Pfcev/biXb7f8j6iIip7Ls/Gxu+uimMoXphOgEpg6fyj8v+CdnNz+7wsJ0aan1UvnT2X9i3mXzGH7acMdjhZ5C7v7kbhZ+vzBo+YuIhFN0dDRut9u3f+mll54UhWmAAQMGcPHFF+N2u3n00UdDEsPj8TBlyhQAfve73/naoUjFVJwWERERCaNV+1Zxx4I7OFp01DE+qMUgXjj/Bdo2aFvtY3dL6UbGRRmk1UtzjO/J3cP0nOlkujOrfWwRkbpmX+4+xn84no3ZGx3j9WPrM/3C6ZzT8pxqH7tZYjOeHPokl7S/xDFeZIu459N7+GjHR9U+tohIJJX0Wk5ISKBTp04RzqZqHn/8cVwuFzNnzmTnzp1BP/6bb77Jxo0bad26NXfddVfQj19XqTgtIiIiEibLf1jOhAUTytz4ML1VOs+c9wzx0TXv0deuQTtevvhl2iS3cYwfsUd4MedFthzaUuMYIiInux9yfuD6D65n++HtjvGU+BRm/mwmPZvWvAWXK8rF5EGTGd1htGPcbd1MXDyRD7Z/UOMYIiLh9vXXXwPQvXt3XK6Tq3d6jx49yMjI4N577w1JcdrtdvPAAw/w6quvkpCQEPTj11XqOS0iIiISBuv3r+dXC3/FMfcxx/iw1sN4auhTxLpigxarRVILMi7K4LaPb2Pzwc2+8aP2KH9c9kfeuvQt6sUE/+Z1IiIngyJPEb9b/Dv25u51jLdIbMH0C6dXqa1SZVxRLh4850FcxsXbW972jbutmz8u+SP1ousxtPXQoMUTEQm1kpXTvXr1inAm1fPLX/4yZMceN25cyI5dl2nltIiIiEiIHS08yh+X/LFMYXr4acP569C/BrUwXaJJQhNe+tlLZVb/7crZxeOrHg96PBGRk8W0tdNYm7XWMdauQTtmXTwrqIXpElEmivsH3s8vOv/CMe6xHu5fdj8H8g4EPaaISCgcOnTIt+K4Z0/d5F2CQyunRUREwsjtsTy70NlWYfw5bWmUGPzipNQeT69+mu9/+t4xdmGbC3ks/TFiomJCFrdBXAOmXTCNGz+8kQ3ZG3zjc7bMYXDLwVzQ5oKQxZa67/21P7A98zCb9xTfKK75np/o3yG4H2Hd/OMR3l/7g28/JSmW6wa2DWoMObV8lfkVU9dOdYy1rt+ajIsyytxQNpiiTBR/PvvPREdF89rG13zj2fnZPPj5gzxz7jMB33RRTj6Fbg8vLXW2kLmq/2k0SAjd7wAigRo2bBgAbdu2rXRuw4YNsdaGNqFTSFV+9nWZitMiIiJh5LGWZ04oTo/q1ULF6Tps2Z5lvL7pdcdYjyY9Ql6YLlEvph6TB0zmqnlXUUCBb3zSskn0aNKDZonNQp6D1E1vfLGLxZuzgOJ+k113HqJ/h7SKn1RFm3884njN7JiapOK0VFtOQQ5/XPJHPNbjG3MZF48PeTykhekSxhgm9pvInpw9LNq1yDf+ya5PePe7dxnTcUzIc5DIcHssj37wrWNsRI/mKk5LrTBs2DBfkVTCSz/7YmrrISIiIhIih48d5r7P7nOMxbvimTJ4SlgK0yVaJbXi5/V+7hj7qeAn/rL0L44ijYhIXfbIikfYk7PHMTah1wR6NO0RthyMMUwaOKlMMfzxVY+XyU1ERORUoOK0iIiISIg8svwRMvMyHWO/7ftb2jZoG/Zcesf0pntMd8fYin0rmLVhVthzEREJt/e3vc9/t/3XMdYntQ83db8p7LmkJKTwwMAHHGO5hbn8eemfcXvcYc9HREQkktTWQ0REJIwMMKKHs41CYpz+Oa6LPtj+AR/s+MAxdk6Lc7iq81URyccYw6iEUWTFZPHj0R99489++SxnNz+bM1LOiEhecvLq2aoBWA/7s7IAaNkwuP2mAZo3iHe8ZjZLDn4Mqfv25Ozh4eUPO8bqx9Tn0SGP4opyRSSn8047j9EdRvPud+/6xlb/uJpXvnmF8d3HRyQnCR1j4NzOTR1jcTFaKygiAipOi4iIhFW0K4oXrjkr0mlIiP2Y+yOTl092jCXHJvPQOQ9F9IZXCVEJPNj/Qe5YdAeW4pvZFHmKmLh4IrMvmU1CtAp/Erh7LuxMXl4e8+fPB+CCrk0reUbVndWmMWe1CX0vYKm73B439y65l5zCHMf4fQPvo0VSiwhlVWxiv4ms2rfK0c7j2S+f5ZyW59CpUacIZibBFhftYuYN/SOdhohIraS36kRERESCyFrL/cvu50jBEcf4Xwb8hbTE4N4srjr6pPbhph7Oj7Hv+GkHz6x5JkIZiYiEzivfvMKazDWOsUvaX8LF7S6OUEbHJcUm8fCghzEcf9Oy0FPIvUvupdBdGMHMREREwkfFaREREZEgeve7d1m2d5lj7OK2F9eKQkiJCT0n0C2lm2PsjW/f4Pufvo9QRiIiwXco/xBT1051jLVMasm9Z98boYzK6tusL9d3u94xtungJl5c92KEMhIREQkvFadFREREgiS/KJ+/f/l3x1hqQip/HvDnCGXkX4wrhseGPEacK843VmSLeO7L5yKYlYhIcE1fN71MO49HhzxKUmxShDLy71e9f0WHhh0cYzM3zORA3oEIZSQiIhI+Kk6LiIiIBMnr375OZl6mY2zSOZNoENcgQhmVr22DtozrOs4x9tGOj1i/f32EMhIRCZ69OXv597f/doyNaDeC3qm9I5RR+eJccTw65FGizPH/nucV5Wn1tIiInBJUnBYREREJgiMFR3hxvbOQMKD5AIa0GhKhjCp3U/ebqB9b3zH29OqnsdZGKCMRkeB4/qvnKfQc79scHRXNr3v/OoIZVaxL4y5c0v4Sx9gbm95gb87eCGUkIiISHtGRTkBERORU4vFYpi/Z5hj7Rb/WNKwXG6GMJFhmbZjF4WOHHWO/6fObCGUTmAZxDbilxy38dfVffWMr961k2d5lDGo5KIKZyclgwTc/siPrJ77dV3wzt9b7jtCnXUJQY3yXmcPCjT/69hvVi2Vsv9ZBjSF1z6bsTfxn638cY1d1vopW9VtFKKPATOg1gXnb5/mK6oWeQv7x9T+YPGhyhDOTmipye/jXyp2OsTG9W1I/PiZCGYmI1B4qTouIiISRx1oe/eBbx9gFZ6SpOH2SO5B3gJe/edkxNvy04XRv0j1CGQXu6i5X89rG1/jx6PEC4NOrn2Zgi4GOj5iLnOjl5d+zeHMW4ALg9O0H6dMuNagxvt33k+M1s2NqkorTUqln1jyD5fgnQBJjErnlzFsimFFgWiS1YGznsby28TXf2Htb3+OGbjfQvmH7CGYmNVXksdw/d4Nj7NzOqSpOi4igth4iIiIiNTZ93XTyivJ8+1EmqlZ/fLy0+Oh47ux1p2Ns08FNzNs+L0IZiYhU36p9q1iyZ4lj7IZuN9A4vnGEMqqam3vcTEL08U8geKxHN6sVEZE6TcVpERERkRrYm7OX2ZtmOyz8iMMAACAASURBVMYuaX/JSbXK7dLTL6VDww6Osb9/+XcK3AURykhEpOqstTy9+mnHWEp8CteecW2EMqq6JglN+GXXXzrGFuxcoJvViohInaW2HiIiImFkjOHczk0dY/Vi9c/xyeyFr15w3HQrJiqGCb0mRDCjqnNFufhNn9/w6/8dX+29J2cPszfN5pdn/LKCZ8qprGuz+uQdK+TgwYMApCXHBT1Gav14x2tmi4bB7WktdcuCnQtYt3+dY2xCrwnUi6kXoYyqZ3z38byx6Q1+KvjJN/bMmmeYfuH0CGYlNWEMnN3OuXo/LlprBUVEQMVpERGRsHJFGWbe0D/SaUiQbD20lf9sc950a2znsbRIahGhjKpvaKuh9Entw5rMNb6xqWunMqrDKOrH1o9gZlJb/WlEV/Ly8pg/fz4AF3ZLC3qM/u0a07+dXjOlcoWeQp5d86xjrE1yG8Z0HBOhjKovOTaZm3rc5FgFvvyH5az4YQVnNz87gplJdcVFu3jjtoGRTkNEpFbSW3UiIiIi1fT3L/+Ox3p8+wnRCdzSo/bfdMsfYwx3n3W3Y+zQsUNkbMiITELy/9m78/ioqvPx458zk22SACEhCYGEHVll33cQUMQFd3GpS9W61Lqgfn91q3WtttparVatigWpu0IFLQFEouyiIhC2sCVAgCSQkD2Zub8/hkzmTPZkkjszed6v17zIfebce54ZJpOZc899jhCiAT7f8zkH8g5osd8N/R3BFv9ccG5u37nE2vQrrV7e8jKGYdSwhxBCCOGfZHBaCCGEEKIRtmVtY8WhFVrs+v7XE2OLMSmjphsSN4RpSdO02H9S/0NBWYFJGQkhRN3sDjvvbHtHi53d4WxmdJ1hUkZNZwuycfvg27XYL1m/sCp9lUkZCSGEEM1DBqeFEEIIIRrhra167c92oe24ccCN5iTjRfcMuweFcm2fLjvN4r2LTcxICCFqtzp9NYfzD2uxe4bdg1Kqhj38wyW9LyGpTZIWe3PrmzJ7Wgjh1xwOB4MHD+b8889v0nH27t1LUFAQr732mpcyE2aRwWkhhBBCiAbKOJ3BN+nfaLGbB94cELWZe0T1YErSFC32fur7WvkSIYTwJQtSF2jbA2IGMKqj/9cqD7YEc9eQu7TYjuwd/HziZ5MyEkKIpps/fz5bt27liSee0OKHDx/mb3/7GzNnzqRLly6EhITQsWNHLrvsMjZs2FDlOL169eLaa6/liSeeIC8vr8r9gcD9OenWrRtxcXH06dOHyy+/vNrnxF/J4LQQQgghRAN9sPMDDCpnrkUER3BVn6tMzMi7ru9/vbZ96PQh1mSsMSkbIYSo2Y7sHfxw7Actdl3/6/x+1nSFc7udS6cIfZHd91PfNykbIYRoGrvdzh//+EcmT57MqFH6ScRXXnmF++67j3379jFjxgzmzZvHhAkTWLx4MePGjeOjjz6qcrwHH3yQEydO8Pe//73KfYHA/TmZPn06d911F2PGjGHJkiU1Pif+KMjsBIQQQojWxOEwWLjhoBa7eEhn2tn8c8Gm1qiwrJDP9nymxS7pdQkRwREmZeR9I+JH0Kd9H3ad3OWKLdyxsMqMatG6pew5QXrWabYddw4Cdj+ez6CuNq/2cSCrgDV7Tri229mCuXhIZ6/2Ifyb50BtrC2Wc7uea1I23hdkCeLqvlfz0g8vuWLJB5PJLMikY0RHEzMTDVFud/D5j3rpmVlnJxAZKkMyonVZtmwZhw4d4vHHH69y36hRo1izZg0TJ07U4ikpKZxzzjnccccdXHzxxYSGhrruGzhwIIMHD+att97i4YcfxmIJrDm47s+Jw+FwzRD/+eefmTFjRrXPiT8KrP81IYQQwsc5DIPHF2/Xbtn5JWanJRrgy31fcrrstGtboZjbd66JGXmfUorr+l+nxTZkbmBXzq4a9hCt0Vsp+3l4cSqL0qwsSrPyfVqO1/vYdiRXe798ddVer/ch/FdWURbL9i/TYlf3vZpga2Cd8L2096XYgipP/NgNOx/tCozZcq1Fmd3gwU+2areTBaVmpyUEAE888QRKKaZMmdLsfc2fPx+lFJdddlmV+y699NIqA9MAEydOZOrUqeTk5PDLL79Uuf/KK6/k0KFDrFy5ss7+y8rK6NOnD0opPvzww8Y9iFrceeedKKW44YYb6tW+rue+sc+Jv5HBaSGEEEKIejIMo8osvUmJk+jStotJGTWfWd1nER0WrcXkUnIhhC/5cNeHlDvKXduh1lAuP+tyEzNqHu1C23FBjwu02Ce7P6HELie3hRD+wzAMVq9eTd++fYmKimrQvsHBzpOOQUFVrzYYO3YsAKtWrarzOK+88gq7d++mX79+XHHFFQ3KoT5+//vfExISwoIFC9i0aZPXj++utufE38jgtBBCCCFEPa0/up59ufu02DX9rjEpm+YVag2tUkd76b6lZBdlm5SREEJUKrGXVJk9fEGPC6qcVAsU1/TV/9acLDnJV/u/MikbIYRouNTUVHJychg2bFiD9jt06BArVqygY8eOnH322VXuHzFiBABr166t9Tj5+fk899xzADz++OPNUgIkKSmJG264AcMwePTRR71+/Ap1PSf+RganhRBCiBaklGJ092jtFhZsNTstUU+LUhdp2z3a9WBswliTsml+V/a5kmBL5eXxpY5SPt79sYkZCV/So0MEAzu1ISnCICnCICYixOt9REeEaO+XgxIbNtNKBK5l+5aRU6yXkrm237UmZdP8erXvxeiE0VpsUeoiDMOoYQ/hS5SCQYnttFuwVYZjROuSkZEBQHx8fL33KSsr4/rrr6ekpIQXXngBq7Xq96Y2bdoQFhbmOn5NXn/9dbKyskhKSuLKK69sWPINMG/ePACWL1/eLLOny8rKuOGGG2p9TvyN/8/9FkIIIfyI1aL48DeBO5gZyNLz0vk241stdk3fa1BKmZRR8+tg68Cs7rNYkrbEFftw14fcPPBmQqzeH4gU/uWJiwZQVFTE8uXLAZg5yPuLs43r2YFxPTt4/bjCvxmGwYLUBVpsTMIYerfvbVJGLeO6ftex4egG13ZqTipbjm9hePxwE7MS9REWbGXJbyeYnYYQpsrOdl591759+3q1dzgc3HzzzaxZs4Zbb72V66+/vsa20dHRZGVl1Xi/3W7n1VdfBWDu3LnNunBinz59GDZsGFu2bOHll19m4cKFXju2w+Hgt7/9bb2eE38ip+qEEEIIIeph0c5FGFTOUGsT3IYLe15oYkYt47p++sKIWUVZ/O/A/0zKRgghYGPmRvac3KPFru8fGF/QazOx80QSIxO1mKwFIITwFzabc2HXoqKiOtsahsGtt97KwoULue666/jnP/9Za/uioiLCw8NrvD85OZlDhw4BcN1119XYzluuvdZ5Jc+nn35Kbm6uV45pGAb33HMPH330Eddee22dz4k/kcFpIYQQQog6FJQV8MXeL7TYpb0vJTy45g/BgaJfTD9GxI/QYgt2LJBLyYUQplm4Q5+F1rVtVyZ0DvxZqVaLlbl952qxVYdWcTT/qEkZCSFaiwceeAClFDabjfLyyoVot23bhlIKpRRLly7V9unVqxdKKdfCg7GxsQDk5OglmTw5HA5+/etf88477zB37lzmz59f60xnh8NBbm6u6/jV+egj5xoFvXv3rrVGc0FBAfHx8Sil6NGjB2VlZdW2Ky4uZsKECSilCA0NZfXq1dr9l112mavd4sWLa+yvvhwOB7fccgsLFy7ksssu4913323W2d8tLXAeiRBCCCFEM1mStoT8snzXtkJxdd+rTcyoZV3XX59hUnEpuRBCtLSDeQerlFi6tt+1WFTr+Go7p/ccbEE217bdsPPhrg9NzEgI0Rr8/PPPAAwYMICgoKAqcYDBgwe7fs7Pz2ffvn1afMCAAVgsFvbs0a98cVcxCPvuu+9y1VVXsWDBgjprKu/ZsweHw1HroPM333wDwJgxY2o9VkREBA8//DAA+/fvZ/78+VXaGIbB9ddfz/fff49Sivfee48pU6Zobbp27UpCQgJAlYHrhqp4TubPn88ll1zCG2+8ERB1pt21jr/gQgghhBCN5DAcVRZCnJI0hcQ2iTXsEXimJE6pcin5gh0LamgthBDNZ1Fq1RJLF/e82MSMWlbbkLZVHu8nez6huLzYpIyEEK1BxSD0kCFDqo1HR0eTmJioxSuusqvYJyoqikGDBrF58+Zqr8CrmDH97rvvcsUVV7Bw4cJ6DcJu2OCsxT958uRq78/IyODAgQMAjBw5ss7j3X777XTp0gWAZ555htLSUu3+efPm8cknnwDw5z//mauvrn7CSkVfKSkpdfZZE/fn5PLLL+fNN98MuIFpkAURhRBCCCFqte7IOg7kHdBi1/a71pxkTGK1WLm237U8v+l5V2x1+mqyirLoYJPF6oQQLaPEXsJ/9/1Xi1121mWtosSSu7n95vLBrg9c27kluSzbv4xLe19qYlZCtAyH4eBUySmz06iRw+HgdMlpAMqLy5tceiEqNMr0K0OOHj3KiRMngKqD0z/99BOgz5oGfUa1+z5z5szhiSeeYNOmTYwaNUrb58knn2T+/PlERkZy1lln8fTTT1fJZc6cOVVySE5Oxmq1csEFF1Sb/9q1a10/Dx06tMbHWSE0NJTHH3+cW265hYMHD/LOO+9w++23A/Dyyy/z17/+FYB7772XefPm1Xic4cOHs2TJEvbu3cvx48eJi4urs29Pns/JX/7yF1eOFYuyV/ec+BsZnBZCCCFakMNh8OmWDC127sCOtA0LNikjURf3AQCAXlG9GNVxVA2tA9ecXnP4+49/p6jcuYiN3bCzbN8yfjXgVyZnJsyyYV82R3Ly+Tnb+eWod3Yh/RNtdezVMOk5hazfl+3abmsL5twBHb3ah/Af36R/w+nS01rsqj5XmZSNeXq068H4TuP5/sj3rtgHOz+QwWkfVm538L/tx7TY1L6xhIfIkExDnSo5xeQPq58hG4i+vepbosOiTc2hYgAaah6ErikeExOjzai+5ZZbeOqpp1i4cGGVwemK2c35+fk888wz1ebSrVs3bSC2sLCQL774ggsvvJBOnTpVu09GRuV3r/oOEN9444288MIL7N69m2effZabb76ZL7/8kvvvvx+AK664ghdffLHWY7j3dfjw4UYNTrs/J88++2y1bTyfE38k74RCCCFEC3IYBg9+slWLDe/aXganfVROcQ7fZXynxa7pd41rpkJrEhkSyfQu07VZi4vTFsvgdCv2j9VprNl9AnBeXhrfLYv+iTFe7ePnjFPae2bvuEgZnG7Fluxdom2P6jiqVZVYcndNv2u0wenUnFT2nNxD7/a9TcxK1KTMbnDXIn2thpSHphIeLUMywvdVDDQrpbRB6MzMTI4fPw5UHZyuaUZ1586dufLKK1m0aBHPPfccERERrvvmz59fbY3n2nzwwQfk5+dz33331dimYtY3QPv27et1XKvVypNPPsnVV19Neno6d955J++//z4Oh4NJkyaxYMGCOmfFR0dXnlRwz6Eh3J8Th8NBXl4eAG3btpUFEYUQQgghWoOv9n9FuVG5InmYNYxZ3WaZmJG5Lup1kba9++RudubsNCkbIURrcqLwhDYYC3BRz4tqaB34xncaT5xNn4XnWfJECCG8oWJwunv37rRt29YVr2lGtcPhYNu2bUDVMiDgrOOcn5/PP/7xjyblVV5ezrPPPstFF13EpEmTamyXk5Pj+rm+g9MAV155pSv/t99+m+LiYgYMGMDixYsJDQ2tc3/3vrKzs2tpKWRwWgghhBCiBv9N07/oT+syjciQSJOyMd+ojqPoGKHPWl28d7FJ2QghWpOl+5biMByubVuQjRldZ5iYkbmsFiuze87WYkvTlmJ32E3KSAgRqOoq3REUFET//v1d8T179lBYWAhUPzjdvXt33nvvPW3WdGNkZGRw3XXX8dJLL9XaLiwszPVzUVFRvY+vlOLWW291bcfFxfHVV18RFRVVr/3d+7LZvFv2LNDINSRCCCFECxuU2E7bDgmSc8W+KO1UGtuzt2ux1jxLD8CiLFzY40Le+uUtV2zZ/mXcP+J+gi1Smqa16RwVRs/YCAry8wGIsnn/NdDOFqy9ZyZFt66F74STYRgsTtNPhM3oOqPVLYTo6cIeF/Lutndd28eLjrMhcwPjOo0zMStRHaWcZYncBVlbX4kwb4gKjeLbq741O40aORwOTp921sZv06aNVxZENFNxcTG7d+8Gqg40VwxO9+3bV5tJXFuN6gpXXdX09QK6devGE088UWe72NhY1885OTm0adOmXsffs2cPf/jDH1zbBQUF9Zox7d5XdTmIqmRwWgghhGhBQVYLS347wew0RD14zpqOtcUyOmG0Sdn4jot6XqQNTlfU5Z7aZaqJWQkzPHfpIIqKili+fDkAM4ckeL2Pib1jmdhbvtC1drtO7WLvqb1a7OKeF5uUje/o3b43/aL7kZqT6or9N+2/Mjjtg8KCrSTf33oW8WtOFmUxfYHA2jgcDoJKnUNtbcP8vy7wrl27sNudV2S4z46GmutKb968GYCIiIgq+5jBfWD45MmTdO3atc59jh8/znnnnUdWVhYxMTFkZ2dTUFDAM888w8svv1yvfk+ePFltDqIq//4tEUIIIYRoBnaHnS/3fanFZveYTZBFzut3a9eNwbH6l5AlaUtqaC2EEE239MBSbbtTRCdGdBxhUja+xfOKnpWHVlJQVmBSNkKIQHPw4EHXz/Hx8a6f3WdUew5Of/311wCMHz+eoCDzPzufffbZrp8rcq5NQUEBs2fPZt++fURGRrJ8+XLmzJkDwBtvvMGhQ4fq1W9FXxEREfTo0aMRmbceMjhdD0qpLkqpvyilUpVSBUqpHKXURqXUA0opr11LppQ6Tyn1mVIqQylVcubfz5RS59Vj31Cl1Bil1N1KqQVKqV1KKYdSylBKGQ3IwajnbXVzPyYhhBDCLJuObeJY4TEtdmHPC03Kxvd4DoaszljNqeJTJmUjhAhk5UY5Xx/8Wotd0PMCLEq+ygLM6j4Lq7K6tovKi1hxcIWJGQkhAonDUVnr371MxbZt21wzqt0Hp5cvX+5aDPGaa65poSxrN2LECFfN502bNtXatry8nCuuuILNmzcTFBTERx99xLBhw/jjH/+IUoqSkhL++Mc/1qvfir7GjBnjE4P0vkz+otdBKTUb2ArMA/oC4UB7YCTwZ2CLUqpJp0CU0xvAV8AlQGcg5My/lwBfKaXeUErVVpTqn8A64O/AdcBZgGlFrLz0mIQQQghTeJb06Bvdl7Pan2VSNr7nvO7nEWIJcW2XO8r56sBXJmYkhAhUu8t2k1uaq8Vae/1/dzG2GCZ01suFef4NE0KIxnIvgbFgwQLXzxX1pqFycHr//v3ccsstAPTo0cMrdaW9ISQkhFGjRgGwcePGWtvefvvtfPWV8zPt66+/zqxZswAYNGgQl112GQDvvfdenTOwS0pK2Lp1KwATJ05sUv6tgQxO10IpNRj4CGgH5AOPAOOAc4CKYot9gKVKqchqD1I/TwO3nfn5R2AuMOrMvz+eid8GPFVbum4/nwa+BTKbkNPrwNm13G6qY39vPCYhhBCixRWWFZJ8MFmLXdhDZk27axvSlmldpmmxxXsX19BaCCEa78eyH7XtoXFD6dq27nqhrYnnlT0bMzdyNP+oSdkIIQLJkCFD6N27NwCffvops2fPZuXKlWzYsAGAmJgYMjIyeOqppxg0aBDp6enYbDb+/e9/ExYWZmbqmtmzZwPOwemKBSs9PfHEE7z99tsAPPbYY66Bdvf7LRYLdrudxx57rNb+1qxZQ1lZmda3qJkMTtfubzhnSpcDMw3DeNYwjHWGYawyDOM24KEz7foC9zemA6VUL7fjbAbGG4bxgWEYmwzD+ACYcCYO8H9KqZ41HOornAPGA4EowzCmALsak9MZxw3D2FbLbX8LPCYhhBCixa08tJKi8iLXtlVZOb/H+SZm5Js8Zy5uz95O2qk0k7IRQgSiAkcBu8v02Wkya7qqKUlTaBPcxrVtYLB0/9Ja9hBCiPpRSvHee+/Rpo3zPWbZsmVMnz6dt95yztfMzs5mxIgRPP744+Tn59O9e3eSk5MZP368mWlXcc0112C1WikuLubzzz+vcv/bb7/tKtdxww038OSTT1ZpM2DAAK688koAPv74Y9eCkNVZtGgRAH369GHECFkjoS4yOF0DpdRIYMqZzbcNw1hXTbMXgYqlke9VSgU3oqv7gIriM3cbhlHkfqdhGIXA3Wc2g4B7qzuIYRgfGoYx3zCM7YZhOKpr04K88piEECIQORwGS7ce1W75JeVmpyXceC7uN67TODrYOpiUje8a22lsledlcZrMnm5Nfko/xerdWWw/qdh+UpF+sqjunRroyKki7f3y290nvN6H8F1by7Zix+7aDrWGcm63c03MyDeFWkM5t7v+vCxJW4Jh1HvpIdHM7A6DVTuPabeiUnvdOwrhA8aOHcvWrVu59dZbadeuXZX7LRYLEyZM4M0332THjh0+NzAN0LlzZy6++GIA3n//fe2+ZcuWcfvttwNoA+/V+cMf/oDVasUwDB555JFq27gPgN95553eSD/gSUXums1x+/nd6hoYhuFQSv0beA5nHeopQHJ1batzpt7yxWc2dxqGsb6GftYrpXbhLCEyRyn1O8NHP2kE4mMSQghvchgGdy3aosVWzZtMZGxTqkMJb8ksyGTD0Q1aTGbpVS/IEsSFPS7k3e2VH5OWpi3lnqH3YLVYa9lTBIqXknezZvcJwPn/3b7LCc7qFO3VPn48dEp7z+wdF8nk+yd7tQ/hu34s1Ut6TOsyjTYhbWpo3bpd1PMiPtn9iWt7f+5+tmdvZ2CHgSZmJSqUlju4ef5mLZby0FSSosNNykiIhunWrRtvvvkmr732GkuXLmXOHOeQ2Z/+9CfuuusuIiN9/7vMgw8+yGeffcbKlSs5cOAA3bp1A+D88893leCoS9++fSkvr31i0SeffEJubi7R0dHcdFNdFXEFyMzp2lRULC8Afqil3bduP0+osVX1uuNcINDzOLX1kwh0a2A/LSkQH5MQQohWYum+pRhUniuNDI5kStIU8xLycZ4D98eLjrPuaHUXmwkhRMOk5aZxxH5Ei13c8+IaWoshsUNIjEzUYp5XAgkhRFMFBQVht1fO+r/ooov8YmAaYMyYMcyaNQu73c5zzz3XLH04HA6effZZAB544AFXORRROxmcrlm/M//uNQyjttMiO6vZp6F9eB7H2/00xhVKqV1KqSKl1Gml1B6l1HtKqal17OfLj0kIIYSokWEY/Dftv1rs3G7nEhbkO4u5+Jpe7XvRP6a/FluyVwZDhBBNt/SAXjM5zhbHmIQxJmXj+5RSVU4YfrX/K8rs9ZsNKIQQ9VVRa9lms3HWWWeZnE3DPP/881itVt59910OHTrk9eN//PHHpKamkpSUxL33SgXb+pKyHtVQSoUBFUUUM2praxjGSaVUARABJDWwK/f2tfYDpNewX3Pp77Hd68ztV0qpL4AbDcPIrWa/FnlMSqnEOpp0rPihpKSEoiLv10AUrVNxcXG1PwtRX+UOBz1jI7SYo7yUoqIieX2ZLDUnlbRcfUG/mYkzA+JvSHO+tmZ1mcWO7B2u7VXpq8jOyyY8WC5VDnTtbVYS2oZSUuJ8TYVYDK//voQou/aemRgVFhC/k6J2DsPB1we/1mLndjmX0pJSkzLyDzM6z+C1n19zbZ8qOcXK/SuZ3FlK4bgz4/NWcZmdTu30k91lpSUUFakW6d9fOBwOV610h8PspbQaxz1vf3kM7hVW65NzxeD0wIEDUUr5zeME56KG77zzDmlpaRw4cIDExLqGlhqmrKyMxx9/nKlTpxIaGlrnc9OQ595bry3DMHA4HPX+PNUSn7tkcLp67vPu8+vRvmJwuqHXMjSknwK3n5vzmolCYAmwEufM5nwgFpgM3A7E4KzHvVgpNcMwDM9T8S31mNLrbuK0YcMG0tLS6m4oRAOtWbPG7BSEn/pdL317+8YUtnu0kddXy1taqM/Sa29pz7Etx1iulpuUUfPw9msrxBGCBQsOnB+SS+wlvP6/1zk75Gyv9iN8z7RwmDbALZC7i+XLd3m9H/09M5flyzO93ofwLYfKD5FVnKXFoo5EsfxYYL0fN4eu1q4ctB90bb+78V1KIkpMzMi3teTnrf/zmP71y4Y1/NJivfuHmJgYbDYbSiny8vLMTqfJ8vPrM5xkvpIS53tEeXl5vZ73H390rgfQv39/v/x/uuiiyqtMvJ3/BRdc0KBjN/S5r9DY11Z5eTlFRUUUFRWxc2ddxQ6csrKy6m7URFLWo3rupzTrc3q+4q+9rRn7cf9E0dB+GqKzYRhzDcP4l2EY3xmG8ZNhGMmGYTwKDAAqViWZDNxRzf6++JiEEEKIWjkMB9vKtmmxIcFDsCj5qFSXCEsEPYJ6aLHtZZ6nW4QQov4830PiLHHEW+NNysa/DAkZom3vLttNiSGD00II78jNzSUjw3mR/IABA+poLUT9yMzp6rlf2xNSj/ahZ/5t6Fz3hvQT6vZzs82pNwzjVC33HVNKXQ6k4sz3buDvHs1a6jHVVQakI7AJYPTo0fTs2bOBhxeiesXFxa4ZFpMmTSIsTGrRCu+R15d5tmZt5fSq01rszql30rVtV5My8q7mfm0VphXy7A/PurbTjDQmTZsk9bpbAXnfEt5mGAavLn1Vi53f63xmDplpUkb+ZUzpGL5c/CV2w7lgWTnlhPUPY0bSDJMz8x3yvuW7Dh06hN1uJygoiLZt25qdTqM4HA7XrNbIyEgsFt+f6DBz5kxCQ0Pp2rVrnc9727ZttQURRdM05Ln3xmvrxIkT2Gw2IiMjGT58eL32qTgZ0ZxkcLp67t9O61NuoqIQXkPn1TekH/cCpaZdG2IYxj6lVDIwG+illOpkGIb7Mtot8pgMw6j1kpPLXQAAIABJREFUt0OpytpdoaGh2GwyMVt4X1hYmLy2RLOR11fLWpOpX9bbK6oXfeP7mpRN82qO19a5vc7lT1v+hMNwlvYoKi9iS84Wzul6jlf7Eb5N3reEN2zL2kZmoV66ZUa3GfLaqiebzcaYhDF8f+R7V2zN0TVcdNZFtezVesn7lm+xWCyuWrr+MKhbF4vF4hePY9q0aUybNs3sNFqlxj73TXltKaWwWCz1fu9rifdI3/8tMYFhGMVARVGVWqujK6XaUznIWu86yGe4D7DWVYXdfaZwQ/vxth1uP3f2uM9fH5MQQohWyjAMVhxcocXO6SKDqg0RHRbNiPgRWiz5ULJJ2Qgh/FnyQf29I8YSQ692vWpoLarjeWJwTcYaistloWUhhBC+SQana5Z65t9eSqnaZpi7T6tKrbFV9dwHeeuantWUfryttiWF/fUxCSGEaKVSc1I5UnBEi83oKpc/N9T0rtO17dXpqym112fpDiGEcDIMo8rg9IDgAdpVkaJu05KmaWsmFJUXse7IOhMzEkIIIWomg9M1++7MvxFAbYVYJrv9/H2Nraq3H6j4Njy5tobApDP/HgYONLAfb3NfZ/iIx33++piEEKJFOBwGq3Ye024FJeVmp9Wqec6aTmqTxFntzzIpG/91TpdzUG7nrwvKCmQwJMDtOJLHxgMn2ZOr2JOrOJrr/ZmZx/OKtffL9fuyvd6H8B27Tu4i/bR+QeWAYFlwq6FibDEMixumxVYcWlFDa9ES7A6DdWnZ2q24TOr2CiEESM3p2nwB/P7MzzcBGzwbKKUswK/ObJ4CvmlIB4ZhGEqpxcAdQF+l1BjDMNZX088YKmcZLzYMw2hIP96klOoBVEwn22cYxmH3+/3xMQkhREtyGAY3z9+sxVbNm0yP2PoscSC8rbpZetO7TpdZeo0QFx7H0LihbDm+xRVLPpjM5KS6zlULf/XcV6mk7MkCrABEJB7njo7tvdrHpgMnuWtR5Wuqd1wkyffLaypQeb4fR1mi6GTtZFI2/m161+lsPlb5eeOb9G8os5cRbA02MavWq7Tcwdy39K/FKQ9NJSk63KSMhBDCd8jM6RoYhrERSDmz+Wul1Nhqms0D+p35+WXDMMrc71RKTVFKGWdu82vo6m9AxZS5V5RSWqXxM9uvnNksP9O+WSilLqythIlSKh74BKj4RPOPGpr6zGMSQgghapN2Ko0DeQe02IwuUtKjsTxLe6xKX0WZvayG1kIIUckwDJYfWK7FpKRH43munXC69DQbMzealI0QQghRMxmcrt09QBHOGebLlVK/V0qNUUpNVUq9Abxwpt1u4MXGdGAYxm7gL2c2RwDfK6WuUkqNUEpdhbNUSMUKQ382DGNPdcdRSnVUSt3ofgM6ut1/o8etulVFXgEOKqX+rpSaq5Qaq5QaopSarpR6GtgODD3T9jtqGJz21mMSQgghmpvnon3x4fEM6CCXkDfW9C764LQMhggh6qu6k4UDgweak0wA6BjRkUEdBmkxz5npQgghhC+Qsh61MAzjxzODqQuBtsCz1TTbDcw2DON0E7p6BIgDbsY5+PtBNW3eBh6t5Rh9gXdrud/zvpuAvdW06wTcfeZWk0+BWwzDKKmljTcekxBCBKTOUdoFJQRZ5FyxWVYeXKltT+86XVtESjRMQmQCgzoMYmvWVlcs+WAy4zuPNzEr0VzahgXTPjyY0lLnwpehQd7/3bGFWLT3zPi2YV7vQ/gGz5OFcbY4Ols7m5RNYJjedbr2fvxN+jc85ngMq8VqYlatV3REiLYtFwUIIYSTDE7XwTCM/yqlBuGcRT0bSARKcQ7sfgy8ahhGYRP7cOAsHfIpcBswEugAZAGbgDcMw/iqKX3U0w04FzEcC/Q4k0NbIB9IB9YC7xmGUefqRj70mIQQwqcEWS18//+mmZ2GANLz0tl1cpcW85z5KxrOczBk1aFVPDrmUYIs8rEz0Pzj2mEUFRWxfLmzFMPMkYle72Na33im/b94rx9X+B7PWb1TE6diOSEnC5tietfpvPTDS67tnOIcthzfwsiOI03MqnWyhVjZ8piUDauL5cyEDbvdjmEYUtZHCC8yDAO73bkQq8XHJkfJt4R6MAzjIHD/mVtD9lsN1Pvd1DCMZcCyBiXXyL5qOMa3wLdNOUY1x2z0YxJCCCGak+csveiwaIbGDa2htagvz8GQkyUn+eHYD4xOGG1iVkIIX3Yg9wB7TuqV/qYlTuPEiRMmZRQYktok0Te6LztzdrpiKw6ukMFp4bNCQkIoLS3FMAxKSkoIC5OrZYTwlpKSEgzDAJy/a77Et4bKhRBCCCFayIqDK7TtaV2myaXO9eVwQNEpOHkAjvwEad/A9i8gbRVJ1gj6RffTmkudUyFEbVYc0t+PY8JiGNSmBzGnU+l0ciOW/avh8BbI2QeFOeCwm5OoH/JcGHHFoRU4DIdJ2QhRu4iICNfPeXl5JmYiROBx/51y/13zBTJzWgghhBCtTmZBJr9k/aLFZnSRy21r5HDAoXWw7RPY/T84fRRqGdyYkdCNVLfJTisPruDh0Q9LPW8hRLWWH1iubU8/nUvEy32ZgHOGFwde9dhDQUQs9DoHzr4cuk8Bq3y1rc6MrjP4x0+V69gfLzzOtqxtDIodVMteQpgjMjKSY8eOAZCdnY3VaiUqKgqrVSYPCNFYdrudU6dOkZ2d7YpFRkaamFFV8hdcCCGEEK3OykP6QohtQ9oyMkEuc9YYBhz92Tkgve0zyDtc711nnMjg70mdXNtZxdn8tPQuhk15EiJjmyNbIYQ/Ks4l47u/kJqTqoVnZB1GVQxMV8uAguPw83+ct/AOMGAODLwckkaDj9XSNFPPqJ50b9ed/bn7XbEVB1fI4LTwSSEhIcTGxrpK+hw/fpzjx49jtVr9qv50eXk5gJQmEl7X0NeWe53pCrGxsT5X1kMGp4UQQgjR6niWmZiSNIVgS7BJ2fgYw3AO9qS8BNl76m5fjW7l5fQqLWWv2wff5H3LGPbT5zDy1zDud9BGFrkTotUqOgUb/gnrX2NFiANi2rvuirLbGV5c0rDjFWbBpn85b+2SYMydMOo2mU19xvQu03nrl7dc28kHk7lv+H1+NdgnWo+YmBhKS0vJzc11xTwH13yZYRgUFRUBYLPZ5PdMeI03Xlvt2rUjJibG26k1mfy1FkIIIVqQYRis35ejxYYkRWELkcsVW0pWURZbjm3RYjO6SkkPALL2wH/vhYPf1X8fZQVbFIS2hbwjYHcOKs0sKNQHpyPCeSjnFGrdq84BpBE3w/h7oE1Hbz8K0ULSTuSTnVvAwXzn9on8ErrYbF7tIyu/hD3H8l3bthArQ5KivNqHaEGFObD+defAdImz9mVye/1E1TmFRa4vqQ6sFIbEEBHkQBXngqOs7j5y0+F/v3eeZLvwZeg8zMsPwv/M6DpDG5zOyM9g18ld9I3ua2JWrYvdYbDtcK4W65vQhtAg+fznSSlFp06diI6O5tSpUxQWFvrV4LTD4XANIEZGRmKRKzmElzT2tWW1WgkPDycqKspnFxmVwWkhhBCiBdkdBnPfWq/FVs2bTI9Y36r7FchWHVqF4Xa5eHhQOGM7jTUxIx9QXgLf/RVSXgR7ac3tYvvB2ZdBr+nOy+htURASCRUzN8pL4dg2OPwD0w9+y2uFP7t2PRYUxM6QYPqVlkF5Max/DTa9DVN/D+Pukcvw/dATS7aTsieLiq8UwQnHuGOadweON+zL4a5FlSeTesdFknz/ZK/2IVrIlgXwv4ddg9IAWRYLW8NCtWbTOwyF4edQ0uFslm87hsMSwsyZM7GFhUFZoXPWdVEO7F8Dv3wCR7Z49uSUuRX+dQ6M+g1MewRC2zTno/NpfaP70jmyM4fzK8szJR9MlsHpFlRa7uDif3yvxVIemkpSdLhJGfm+sLAwOnb0vxPYRUVF7Ny5E4Dhw4dj8/JJW9F6BfJrSwanhRBCCNGqeNabnpQ4iVBraA2tW4ED3zlnS9dUwiOqi7OO69mXQ/yA2o8VFOKcpdh5GL1G3kLS57NJP53uuvvbcJtzcLqCvQRWPAGHNsAlr4OtfdVjCiH8W1kRLHsAflxY5a6UcP2LdXhQOKOv+BCswTiKinDscFsoUSkIiXDe2nWGjmfD2LsgO81ZF/+XjyFrl96B4YANr0PqEjj/z9B3dnM8Qp+nlGJ6l+m8t+M9V2zlwZXcPfRuE7MSQgghnGSKihBCCCFajcKyQjZlbtJi53Q9x6RsTGYvh2UPwvzZ1Q9Mt+sCcz+Ae7bC9D/UPTDtQSnFpMRJWiylQxJYqpkbsfsreGOycwFGIUTgyNkHb8+odmAaFCkde2qRcZ3GEWxtYP3/mJ4w+UG4awPc9JXzCg9PeYfhg2vg45ugtLBhxw8Q07tO17bTctPIOJ1hUjZCCCFEJRmcFkIIIVpYdESIdrNaZKGUlrL+6HrK3GqWBlmCmNBpgokZmaS0ED66Hja+WfU+ZYVxd8Nd66HPrMqSHY0wqbM+OP2LPZ/s21bB8BtBeXwMPXUQ/jXDeem/8AuhQRZswRZCLAYhFqNZ3suCrUp7v2xnk4VL/cbOZfDGFMj8pep9Ay6l7PYU1lr0GtKeJ7QaRCnoOg5+swamPQZB1dTV3P4ZLJjjrH3dygyKHUR0WLQWSzmcYlI2rZMt2KrdhBBCOElZDyGEEKIFBVktbHlMFt8zy5qMNdr28LjhRIa0snrfRSfh8xshfUPV+zoNcy4gljDIK12N6DgCW5CNonLn4i0GBt/lH+DiC1+G/nPg019DYXblDvYSWPJbSF8P5/8FggOnll4g+tcNIykqKmL5cmfphZmjk7zex8wBHZk5wP9qjrZq9nL45mlnHXtPwRFw8Ssw8DJ+OLqegrIC7e6JiROb3n9QCEx6AAZcAkvvh32r9fvTN8A758H1n0G7xKb35ycsysKEzhNYkrbEFVuTsYa5feeamFXrYQuxkvrUeWanIYQQPklmTgshhBCiVTAMo8osMa8MhPiRsNJsQt+/qOrAtDUUZr0At6zw2sA0QIg1hLEJ+mKTrhMEPafCb1IgcWTVHX9cCP+eAyX5XstFCNEC7GXw8Q3VD0x36AO3fQMDLwOqniwcEDOADrYO3sslpidc/wVc+haEttPvy9rlvFLjeKr3+vMDEzvrf/M2ZW5ynTwUQgghzCKD00IIIYRoFXad3MXxwuNarDUNTrcpymDS7iexeNaXDmsHv1oMo38DFu9fZjw5abK2vfbI2srSKu06w43LYNRvqu6Yvh7+c7VzMTUhhO9z2OGz22Dnl1XvG3g53LoKYvu4Qp6D05MTJ3vu1XRKwaAr4eavoU0n/b7TR+Cdc+HgOu/366PGdR6HVVW+z5fYS6qswyCEEEK0NBmcFkIIIUSrkJKhz5pOjEyke9vuJmXTsiwZG5iw52lsZSf1O9p0gpu+hq5jq9/RCzxn6uWX5fPjsR8rA0EhcP4LcNnbzkv+3R1IgQ+vh/KSZstPCOEFDgcsudtZ09mdJRhm/Rku+xeEVpZQOph3kIN5B7WmTao3XZf4/vDr5dDhLD1enOusQZ1azYB6AGob0pYhcUO0mOdJAiGEEKKlyeC0EEIIIVoFzy/gExMnopqw2J/fOLyFkI+uJsReqMc79HEO1sT3b9buY8Nj6RfdT4tVOxhy9uVwSzKEx+jxvcnwyc3OOrZCCN9jGLDsAfjpfT0eHA6/+gJG31ZlYVXP94CYsBj6xejvE14XlQQ3/w8SR+nx8mL46FewJ7l5+/cRnicM12SswTAMk7IRQgghZHBaCCGEEK3AqeJTbM3aqsWadZaerziVDv+5GuVZGiNxlPMy9yjvL2BXHc/SHmsO1zBTL34AXP+5s9SIu51fwhe3O8sGCCF8h2HA8kdh89t63BoKc/8D3SZUu9u3Gd9q25MSJ2FRLfDVNDzaWcborFl63LDDxzdC5rbmz8Fknn/7jhYcJe1UmknZCCGEEDI4LYQQQrQowzD4Of2UdisukwG35vb9ke9xGA7Xti3IxsiO1SzEF0iK82DRVZB/TAvbe810Ds6ER7dYKpM664Mh+3P3k56XXn3jhMFw7acQEqnHf/kY/nuPs3yA8AnpOYXsOZ7P0UI4WggnC0u93sepwlLt/XJnZp7X+xBNsPo5WPeqHrMEw1ULoMeUancpKCvgh2M/aLEWPVkYEg5XLYSh1+vx0nzne+bpzJbLxQS9onqREJGgxWo8YSi8xuEw2H3stHYrLZe/Z0IIARBkdgJCCCFEa2J3GFz8j++12Mp5k+kZG1nDHsIbPC8hH91xNKHWUJOyaQH2cvjkJji+XQufiOxH5Jx/YQsJb9F0BnQYQHRYNDnFOa7YmsNruLbttdXvkDQSrvkQFl4O5W6zvn9cAKFt4LznmjljUR8Pf/4LKXuyqPhKYcRncse0drXv1EDf783mrkVbXNu94yJJvr8ZFs4TDbf2Ffj2eT2mLM760medW+Nu646so9xRWaYnyBLE2E7NV/e+WtYguOgV54Kr2z6pjOdlOAeob1oGIRE17+/HlFJM7DyRj3Z/5IqtyVjDzQNvNjGrwFdS7mDmX/XPIikPTSUpumX/HgshhC+SmdNCCCGECGh2h53vj+gnBCYmTqyhdQAwDPj6/2DvCi18OjSBTd1/B9aQFk/JoizV1jmtVbcJcPX7VfNd/xr89B8vZyiEaJC0VbD8MY+ggjn/hAFzat3Vs6THiPgRRHguhtoSlIKL/wFJY/T40Z/gs9sCuoyQ50z1n47/RF6pXJUghBDCHDI4LYQQQoiAtjVrK7kluVrMc6A0oKx/HTb9SwsZtmjW95xHWZB5MwE9B0M2ZW6isKywhtZn9DoHrngPLB4X+315HxzbXv0+QojmlXsYPr0F8FhE74K/wuCrat3VYThIyUjRYqbW/w8Oc54Ea99Nj+/8EpIfNyWlljAqYRQhlsoTf3bDztoja03MSAghRGsmg9NCCCFEC7MFW7WbMjuhAOc5ENK7fW8SIhNqaO3ndi6D/z2sx6yhlF76HoWhcebkdMa4TuMIUpWDzGWOMtYdXVf3jn3Pd85udFdeBB/9CkpOezlL4WusFv09MyzYanZKrZu9zLlwYGG2Hp/2GIy4qc7dU7NTyS7W952caHKZlogOcM3HVRdiXfcqbH7HnJyamS3IxsgEfd0Fz7+VQgghREuRmtNCCCFECwqyWkh96jyz02hVPMtHeC7OFzBO7K5+NuOc13AkjoQdy01Jq0JkSCTD44ezIXODK5aSkcI5Xc6pe+fBV0P6Rtj8dmUsey8s/i1cMd95eb5ocQt+PZqioiKWL3e+tmaO7eL1Ps4bmMB5AwP0ZJI/Sn4cMjbqsT7nw8R59drds6RHt7bd6NLW+6+bBos9y7lI4oJLwK0eNksfgNi+0HWcebk1k0mdJ/H94cqSV98d/g6H4cCiZP5ac7CFWDnwp9lmpyGEED5J/vIIIYQQImBlFmSy6+QuLRaQ9abLS+GzW6GsQI9PfRTOvtycnKrh+dyvyViDYRg1tPZw3nPQaage2/EFbHjDS9kJIWq1/QtnzXd3UV1hzuv1PkHkebLQp96Pu0+CC/+uxww7fPYbKA68esyez31OcQ7bs6RckhBCiJYng9NCCCGECFgph/XLlNuGtGVw7GCTsmlG3z7vXMTL3eC5MOkBc/Kpgefl+yeKTpCak1q/nYNCnfWnw6L0+PJHnLOqhRDNJ+vMlQrurKFw5b/BFlX9Ph5OFJ5ge7Y++Gl6SQ9PQ6+tOgs89xB89X/m5NOMktok0b1ddy225nAdC9UKIYQQzUAGp4UQQggRsDxraI7vNJ4gz8X1/N3BdfDdS3qsQx+Y/ZLPlbvo1q4bXdrol/B7zqSsVfuucOmbesxR7qyBW5Bd7S5CiCYqLXTWeC/1qPF+/gvQaUi9D/Pd4e+07YjgCIbFDfNGht419RHoOl6P/bzIOXM8wHiWuWrQ+7EQQgjhJTI4LYQQQoiAVGovZf3R9VrMpy4h94biPPj8NjAclTFLkHMANyTcvLxqMSlRHwxp8CJcZ51bdWZj3mH47BZwOKrfRwjReMsehOMe5R4Gz4VhNzToMJ4Dn+M6jSPYGtzU7LzPYoVL/gmhbfX4l/dC3hFzcmomnu/HO7J3kFWUZVI2QgghWisZnBZCCCFEQNqcuZmi8iLXtkIxvvP4WvbwQ1//Pzh1SI9NfaRBsxlbmudgyC9Zv5BTnNOwg0x9xFkf1l3aKtjyXhOzE0Jodv8Pflqox+IGNPjKjDJHGWuPrNVinu8FPiWqC5z/Fz1WdBK+uDOgToINjRtKRHCEFmvwCUMhhBCiiWRwWgghhGhBhmGw+9hp7VZSbjc7rYDkWTvz7NiziQ6LNimbZrBjMfz0vh7rMg7G32NOPvU0In4EtiCba9vAYMPRDQ07iMUKl70NkR31ePLjkHfUC1mK+jh+upjDp4rILobsYjhdXO71PvKKy7T3ywNZBXXvJLyj5DR8eb8eC2njrDPdwCsztp7YSmF5oRab0HlCUzNsXoOuhAGX6LF938DGN6tv74eCrcGM6zROi3mu1SC8w+EwSM8p1G5l9sA50SGEEE0RYEUXhRBCCN9mdxjM/Ks+aLpy3mR6xkaalFHg8qxv6llb06/lHYX/egxCh7RxXopusZqTUz0FW4MZ2XGkdon/uiPrmNV9VsMOFBkHc16DhZdWxkryYNkDcNVCn6u3HYjmffQzKXuyqPhKURJ7hDum9fFqHym7s7hr0RbXdu+4SJLv97FF9ALVyichL0OPnfccdOjV4EOtO7JO2+7Tvg8dbB2akl3zU8o5Q/zQBjjtVs5jxR+gx2SI62debl40sfNEkg8mu7bXHVlHuaM88NZnMFlJuYOJL3yjxVIemkpStG+W4BJCiJYkM6eFEEIIEXCO5B/hYN5BLTYh0cdn6dWXwwGL73ReYu7u/D87Fwz0A54z9dYeWYthGA0/UK9znLVv3e38ElKXNCE7IQSHNsDGt/RY98kw9LpGHc5zcNrzPcBnhUfDJa/rsfJi+OxWKC81Jycv81yLIb8sn21Z20zKRgghRGskg9NCCCGECDieAyHtQ9vTLzowZrnx0/vO+sru+s+BwVebk08jjE0Yq20fKzzG/rz9jTvYuc9CuMcMzGUPVh28F0LUT3kJLLkbcDthFGSDC//WqCsSckty2ZatD3aO6TSmiUm2oB5TYMxdeizzF/j+b2Zk43UdbB3o3b63FvP8GyqEEEI0JxmcFkIIIUTAWXdU/2I9OmE0FhUAH3uKTjovKXfXJgEu+KtflbHo3q47ceFxWqzRgyHh0TDreT2WfwyWP9bI7IRo5VJegqxdemzqwxDdo1GH25S5CYdRWVs3xBLCsLhhTcmw5Z3zOMT112MpL8LJg9W39zOeJww9/4YKIYQQzUkKSQkhhBAtKMhq4cCfZpudRkBzGI4qC+yNSfCjWXq1WfUMFGbrsYtecQ7Q+hGlFGMTxrI4bbErtu7IOq7td23jDjjwMvjlY9j9dWXsxwVw9hXO2rCiWbz1qxEUFBaxcuVKAM4blej1PmYPSmD2IHnPbDHHU52Dru4ShsCYOxt9SM8TT8PihxEWFNbo45kiOAwueQPenAwVA+3lxfC/h+Hq92vf1w+MSRjDv3f827W99cRW8kvziQyR9TC8JSzYwo4nz9VjQb69RoQQQrSUAJhCJIQQQghRaWfOTk6VnNJiYzuNraG1Hzm6FTa/rcf6XgC9Z5iTTxN51pzdlLmJMkdZ4w6mFMx+ETwHUv57D5QWNjJDUZewYCvhIVZCrRBqhWCrfLXwaw47LP4tuP8eKqvzBJi18XOa1h5Zq237Tb1pTwmDYOQtemznl7BnhTn5eNHw+OEEW4Jd23bDzqbMTSZmFHiUUoSHBGk3i8V/rngSQojmJJ8ghRBCCBFQPGfpdW3blU6RnUzKxkscDlj2QOWMPYCgMGe9ZT81OmG0tl1YXsjWE1sbf8B2iTD9CT12cj+sfq7xxxSiNdn4FhzerMfG/845KNtI6afTycjP0GJ+fbJw6iNVa9x/9aCzTrcfCw8OZ0jcEC22/uh6k7IRQgjR2sjgtBBCCCECimetzIAo6bH1A0jXS5UwcR6072pOPl4QY4uhb3RfLeY5w7LBRvwakvRBb9a9Csd2NO24QgS605mw8kk9Ft0TJv9fkw7rebIwOiyas9qf1aRjmsoWBTP+qMdy9sHaV8zJx4uk7rQQQgizyOC0EEIIIQJGcXkxPx77UYt5fuH2O0WnIPlxPda+O4z7nTn5eJHn/836I02cqWexnClBEFIZMxyQLIsjClGrb56BsgI9dtHfIdjWpMN6Dk4HxOK0g6+BxJF6bM1f4FS6Ofl4ieeM9v25+8ksyDQpGyGEEK2Jn38yEEIIIYSotOXYFkodpa5ti7IwMmFkLXv4gdXPQcEJPTbreecCXX7OczBkW/Y2cktym3bQ2D4w/l49tncF7F3ZtOMKEaiObYcfF+qxIddBtwlNOqzdYWdDpn7Fh9/Wm3ZnscD5fwHc6gWXFzkXR/Rj/aL70TakrRbzPLkghBBCNAcZnBZCCCFakGEYpOcUarcyu6PuHUW9eNbIHNhhYJUv234lcxtsfFOPnTULzjrXnHy8bFj8MEKtoa5th+FgY+bGph94/D0QGa/Hlj/mXPBNeE1uURk5BaXkl0F+GRSVef/5LSwt194vM3OLvd5Hq7f8Mb2efXA4THu0yYfdnr2d06WntZjfX8lSodMQGHGzHktdAmmrzMnHC6wWa5W1AKS0h/cYhkF2fol2szsMs9MSQgif0Phll4UQQgjRYHaHwcQXvtFiK+dNpmdspEkZBRbPL9J+PRBiGFUXQbSGwnmBs8BfqDWUYXHDtP+3dUfWMaPrjCYeONI5uLbk7srY8e3w0yIYdn3Tji1cfrtoCyl7sqj4SpEXfZg7pvXxah/f7DzBXYu2uLZ7x0WSfP9kr/bRqu1dAWlxUWHmAAAgAElEQVQeVxWMvwfaJjT50J6zbnu060F8RHwNrf3QtEdh++dQlFMZW/YQ3LEWgkJq3s+HjUkYQ/LBZNf2hqMbcBgO/y/F4gOKyxwMf3qFFkt5aCpJ0eEmZSSEEL5D/soIIYQQIiBkF2WzM2enFvPrxRC3fwaHPGatTbgPorubk08z8bzM32uXkQ+5FuIG6LFVT0NJvneOL4S/c9hhuUc9+8iOMO7u6ts3kOcCpwFR0sNdeDRMf0KPZe+BjW+YkY1XeJZayinOYc/JPSZlI4QQorWQwWkhhBBCBIQNR/XaprYgG4NjB5uUTRPZy5wDqe6iusKEe6tv78c8B0My8jNIz/PCwmIWK8x8So/lZ8K6V5t+bCECwU/vO68ocDftUQiJaPKhC8oK2Hpiqxbz/F0PCEOvh87D9VjKS1CcZ04+TZTUJonEyEQtJnWnhRBCNDcZnBZCCCFEQPAs6TGy40iCrcEmZdNEP70POfv02MynIdhmTj7NqHf73kSHRWsxr9U57XUO9DxHj33/MuQd9c7xhfBXJflVT4DFD4Qh13jl8JszN1NulLu2gyxBjIgf4ZVj+xSLBWb9WY8V5cC6f5iTjxd4nkSQutNCCCGam9ScFkIIIVqQ1aLY8aS+mF1YkNWkbAKHYRhVFkP023rTZcWw+nk91mkY9LvQnHyamUVZGJMwhmX7l7li646s48o+V3qng5lPwz+/qazdXVYI3zwDF8sM6qZ69Zph5BcUsnr1agBmjejs9T7OHRCvvWcqlNf7aJXWvgL5x/TYzKecVxx4geeA5uDYwYQHB2ht3cTh0PcC2PllZWzdqzDqNoiIMS+vRhqTMIaPd3/s2v7h2A+U2Eu0xWtFw4UFW/jh0elaLCrcP2uTCyGEt8nMaSGEEKIFKaUIDwnSbhaLDLY01YG8A2QWZGoxv72EfPPbcPqIHjvncVCB+zrxrEW74egGyh3lNbRuoPj+MPQ6PfbjQsjc5p3jt2LtbMFER4QQGQyRwWAL9v6JtiCrRXu/tIXIybwmyzsKa/+ux3pNh57TvNZFwNeb9jTtUXA/cVKaD9+9ZFo6TTE6YbR2EqjEXsKPx380MaPAoJQiJjJUu1nl858QQgAyOC2EEEKIAOBZEzPOFkePdj1MyqYJSk5Dyot6rNtE6DHFjGxajOfClafLTrM9e3sNrRth6iMQ7F5H14Dkx7x3fCH8yTdPO68gqKAsMOOpmts3UGZBJvtz92sxv72Spb7i+sGgq/TYxrcg97A5+TRBu9B2DIjRF5OVutNCCCGakwxOCyGEEMLveV5CPqbTGJQ/zjRe9xoUZuuxc/4Q0LOmAeIj4unZrqcW8+pgSJuOMP4ePZa2Cvat9l4fQviD4zvhx/f12NDrnVcYeInn727bkLb0j/He8X3W1N+DxW2dA3sJrHnBvHyawPPKI8+yWUIIIYQ3yeC0EEIIIfxauaOcTZmbtJjnTFy/UJjjrAPrrs/5kDTSnHxaWJVFuLw9U2/cb6FNgh5b/TwYhnf7EcKXrfkz4PaaD45wXlngRZ6/u6MTRmP1Ui1rn9a+Gwy/QY9tWQDZaaak0xSe78ep2amcKj5lUjZCCCECnQxOCyGEEMKvbcvaRkFZgRbzy3rT3/0VSk+7BdSZOqatg+f/2dYTW6v8vzZJSARMfkiPHVoLB1K814cQvuzEbtj2qR4beye0ifdaFw7DwYbMDXoX/vh+3FiTHoQgW+W2YYdvnjUvn0YaHDsYm9vjMDBYnymzp4UQQjQPGZwWQgghWpBhGGTnl2i3crvD7LT8mucsvV5Rvehg62BSNo2UdwQ2vqnHzr4C4gdU3z4AjYgfQZAlyLVdbpTzw7EfvNvJkOugbaIe+9Y/L7v3BcVldgpL7ZTYocQOZc3wXlZSbtfeL08Vlnq9j1Yj5S9os6ZD2sCYO73axZ6Te8gpztFiAV9v2l2bjjD6N3ps2yeQ+Ys5+TRSiDWEYfHDtNj6IzI43RSGYVBYWq7dHA65ckcIIQCC6m4ihBBCCG+xOwyGP71Ci62cN5mesZEmZeT/POtN++UsvTV/hvLiym1LkLN+aSsSHhzOoA6D2HJ8iyu2OXMzkxInea+ToBCYeB8snVcZO5ACB76HbuO9108rceu/N5OyJ4uKrxTZURncMa2PV/tYseM4dy2qfE30iotkxf2TvdpHq5C1F375WI+Nvg3Co73azeZjm7XtzpGdSWyTWEPrADX+Htj8LpTkVsZWPQ3XfGheTo0wNmEs3x/+3rW97sg6DMPwz/UcfEBxmYP+j/9Pi6U8NJWk6HCTMhJCCN8hM6eFEEII4bcKywr55YQ+I83vZunl7IMt/9Zjw34F0T3MycdEIzvq9bU3Zm70fidDr4c2nfTYt897vx8hfEnKi2C4zWwPjoCxv/V6NxuP6r+znr/TrUJ4NIy/W4/t/hoObai+vY/yPNF7pOAIGfkZJmUjhBAikMngtBBCCCH81k/Hf6LcKHdtB6kghscPNzGjRvjur+CofAwEhTnrlrZCozqO0rZTc1I5rdXh9oKgUJhwnx7b/y0ckkvWRYDK2QdbPWbtjrrV67OmHYajysxpz9/pVmP0HRDuUV5qjX+VEOod1ZvoMP01sjlzcw2thRBCiMaTwWkhhBBC+C3PmbUDOgwgPNiPLpHNOwI//UePjbwF2naqvn2AGxQ7iGBLsGvbYTi8X3canDPTIzvqMZk9LQJVyovOhfkqBIfDuLtrbt9Iu3J2kVeap8Va5cxpgNBImPSAHtu7Ao7+bE4+jaCUYkT8CC3WLFezCCGEaPWk5nQ9KKW6AL8DZgNdgBJgL/AR8JphGIVe6uc84DZgFBALnAA2Am8ahvF1HfuGAkOBkWf2HwX0BhSAYRj1Kg6mlBoGnAdMBAYCcUAZcARYC7xtGEaty9orpW4E3q1Pf8BNhmHMr2dbIYTwe1aL4odHp2uxdrbgGlqLumw6tknb9ruBkHX/AEdZ5bY1FMb9zrx8TBYWFMbg2MHa7MuNmRuZkjTFux0Fh8GEe+Hr/1cZS1sF6Zsgyc9eQyZ68crB5OUXsmaN86PhBUO9f1Jlev847T3TapF6tw1y8gD8/IEeG3kLRHh/0VjPgcukNkl0jOhYQ+tWYNgN/H/27js+zqtK/P/njrpkS7Ka5d67LbknJiEmzUkIEBJSCIQQQmjLsrRdWH7sssACuyzLLnxZFrKQSkgjHVIwIb05LqrulntTsSxZvczc3x8z0sx9NJI18szcZ6Tzfr30su7RM3PPWKMZ6Tz3OZfX/hPaG4KxN34GNwz3zyT71hSvYeOhjf3jzSc3S9/pEUpL9vD6Ny42YsU56ZayEUIId5GV02ehlLoaqAS+DiwEMoEJ+IvAPwG2KaXOqSmk8rsTeB64FpgCpAb+vRZ4Xil1pxr6t4BfA28D/w+4BZhPoDAdQR6vAluBH+IvUE8N5JGFv9D9SeA1pdT9SqnUSO5bCCGEn1KK/HFpxkdykrwdj0R7TzvbG7YbsYQqTrc3+jfNCrXiFhg/0U4+LuFsAxCzy8hX3QZZRWbs1X+PzVyjVNH4dKbkZpCfDvnpMD49+ute0pKTjNfL3Ez5FTQir//U0TYoIyarpmHgz+qYbenRJzUTzv+CGdvxFJyqsZPPCDi/h7XttRxtkb7TI+HxKKblZRofKfL7nxBCAFKcHpJSqhT/6ugcoBX4NvAe4FLgN4HDFgDPKqXGncNUP8C/YhqgDLgZ/8rnmwNjAl//16HSDfm8BXgVOBlhHlMC/x4Hfg5cH8hjHfA14Fjg658A7h3mfV4BLBvi46kIcxRCCCEA2Fa3DW/IperJnmSWFy63mFGE3v0N9LQFx8oTs6JRInGeYNjVuIvmruboT5SSARd82YztexGOxqCNiBA2NB2G8gfN2JpPw7ii8MefA6/PO6AFT0KdLIyVNXdA6vjgWPvgrf9nL58IzcqZRX56vhGT1h5CCCGiTYrTQ/sZ/pXSvcAGrfWPtNZva61f0lp/FvhG4LiF+Iu3EVNKzQ25ny3ABVrrh7XWm7XWDwMXBuIA31RKzRnkrp4HPoW/FUeu1vp9wO4I09kF3ARM11p/RWv9eCCPd7TW/w0sB/YEjr1ZKfXeYdznHq119RAfTRHmKIQQQgD+y4tDLStYljj9prvbYNOvzdjSj0DeLDv5uEhJYQlpSWn9Y40esMla1Ky+HbIKzZj0nhajxev/NXCz1Ri1DdrVuIuWHnPz0jG/chogIxfW3G7Gyh+EMyfs5BMhpdSAkwzOdlpCCCHEuZLi9CCUUmuA9wWGd2mt3w5z2E+BnYHPv6KUGknT0K8S7P39Ja11R+gXA/2s+5ZRJQNfCXcnWutHtNb3aq23a619I8gDrfUHtNaPah26Y4rx9Qb87U36XD+SeYQQQohocBannRs3udq2+6Gj0YxdEPYtfsxJTUodsALe+b2O3mRhNobb+2c4Xh6b+YSIl+ZjUPaAGVv1qZi1DXKupp2ZPZPCzMJBjh5jzv8b/34Cfbzd8M7/2ssnQgOK0yf8faeFEEKIaJHi9OA+HPJ52F0rAkXg+wPDCQSL2cMS6CF9TWC4S2v9ziDzvENwFfSHz9J7OtZeCfl8sFXcQgghREy1drey49QOI5Ywl5D3dsNb/2PG5l0BxUvt5ONCA4ohsSpOA6z+NGSal63z9v+EP1aIRPHunQM3W3W2sYki589owrwex8P4Ylj+MTO25W7oOG0nnwitLjZP/NZ11HG45bClbIQQQoxGUpweXF/Lijb8mwQO5tWQzy+McI5ZBPs8vzrUgSFfnwrMjHCeaArdhWZEK7SFEGIs01rT3t1rfPh8sgIpUmH7TRclSL/pqj/AGceGUhd+1U4uLrV2ktkOYM/pPZzujFEhJ22cf2VjqOonoFk2/XKDXq/PeL3s6A57gZ8I1dUCW+41YytugexJMZmu19fLtrptRkxaejhc8Hf+fQX6dLfC5t/ayycCs7JnUZBRYMSk77QQQohoiv6W2qPHosC/+7TWvUMctyvMbSKdw3k/w5nnQIRzRcv6kM/PljPAvUqpRfhXlp8B9gEvAr/SWh8b8pZCCDEKeX2axd/5sxH769fXM6fwXPbVHXu2nDR7EJcUlJCRnGEpmwj4fPDmz8zY9HUwY52dfFxqaf5SMpIz6OgNdjvbUruFy2dcHpsJV98Or/8Uetr9Y+319wTf8IPYzDdKfOKuTby+t4G+Pym+Of4wX7hkQVTn+PP2Wr74YLDwObdoHC9+bf0QtxCUPQDGJqIK1n0xZtPtOLWDttDNXRm42nbMy5sNS66F6seDsXd+Bed/0d9eyMWUUqyZuIbnDz7fH9t8cjM3zL/BYlaJp6Pby6LvvGDEXv/GxUzLc/f3Xwgh4kGK02EopdKBvtPDQy6b0VqfVkq1AVnAtAinCj3+bMtzjgxyu7hRSnmAfwwJPTqMm4X+9ZAf+DgP+LpS6ita6ztHmMvUsxxS3PdJV1cXHR0dQx0rxLB1dnaG/VyI4er1DbzopKuzk46OJHl+RWDTiU3GeEXBioR4rffseY60hj1GrGvt3+CLce6J+NwqyS9hU23w+/z20be5sCjSi9SGSWWQsvRGksvu7Q/pLffSufbL/pXVIiyf4/Wsp6c36j+H3d3dxlj7fAnxs26Nz0va2780Lo/1zruC7szJEKP/t7eOvGWMZ2XPIousc/4+JeLr1lDU6i+QHlqcbj9F97t34131aXtJDdPy/OVmcfrEZtrb27HbbXLkbDy3OnoGXvXR2dlJR0di/h+KwY221y7hHraeW/H4vUuK0+GND/m8dRjH9xWnI/3rJZJ5Qpcj2Por6atA3zV6T2qttwxx7H7gCeBtgoX12cBH8G+kmA78Wimltdb/N4Jcjpz9EL9NmzZRU1MzgimEGNprr71mOwWRgLwanG+/b7z5Jnsdi37l+TW4Tt3JzuadRsx3yMfG4xstZTRMWnPRnh8Qsi0WzenTeGWfD2ril3uiPLeyO7ON8av7X6W0oTRm82V1LeFSFAp/mx3V3cK+P3yH/UVXxmzORHeqwUNol8D9+2vY2LkvqnNUnFJAUv+4ta2NjRtd/rNu0aTT77K22fw1+S1W0RjD/7ONreZ9F3UWRf17lCivW2dzfnYJE89U9o97X/0vXmyYhFbu/rO8w2sWJho6G3jwhQcpTEr8TS/j9dzydyQyv8+vv/46+elxmV5YMlpeu4T7xPO51dDQEPM5pOd0eKFvEd2DHhXUFfg30uuJI5mnK+TzuF+3rJRaD/x7YFgHfGGIw58E5mqt/0Fr/YTWenPg4xGt9Y3Ah4C+HVr+WylVPPhdCSGEEKZDvYfQBPt0J5HE9OTpFjManoLWnUxo32/E9k68GhJ05VmszU6ebYzrfHW0+oazZmBk2tImcjJnpRGbU78RpaXHsUgcc+ueN8anM2fTmDU/ZvN5tZdDvYeM2KzkWTGbL9HtnfgBY5zZc4qpje9Yymb48j35jFfjjdiBXltdJoUQQow27j5Fa0/o+vjUQY8K6lsEFela90jmCV1oFddrGZVSS/AXnJPxF8lv1FrXDna81rp5sK8Fvv4npdT3gB8AmcCngR9GmNbZWpsUA5sBzjvvPObMmRPh3QsRXmdnZ/9Zyosuuoj0dFnuICKjtabkPPMyrKLxaaQkeeT5NUw7y3dCSGeMksISrr74ansJDVPqY78zxr6c6Sy58Z9Y4on9r2OJ+Nzq9fVy/1P3G32nxy8Zz+XTYtR3GvAczYHfX9M/zuxu4Mrp3XgXXTPErcauJWs7aGrpYMtW/8V0Gy5ax6S88We5VWQu7PZyS3twDUeyx8PE7LQhbjF2eY5uJq3MvFow69JvsGHxFTGbs7Khku6XzDU2t19+O7lpued834n4unVW+nK8v/8LScc294eWd73Nosu/5/oTlW+88wZ/PhzcM6OjoIMN6zZYzGjkbDy3fFqzYJXZm31GfiapSbJecLQZla9dwhVsPbeOHo39JuFSnA6vJeTz4bTQyAr8G+lynkjmyQr5PHbLhhyUUrOAjfg3NPQCN2utX43CXf8G+FdA4e9LHVFxWms95E9HaP+ztLQ0MjISYJMskXDS09PluSVGZG7m2Te/kefX4MpOlRnj8yef7/7/q1M1UPOiEfJc8HdkZEW3kDccifTcWjlxJW8ee7N/XHGqgg/N/1DsJpy7HiavhOPBDfhSt/4frLjJ9YUjG+ZmZNCR28GxQJedSXnjo/7cysiA/Jyo3uXote035jhnGqnLb4Ck2P3JV3G6whjPmzCPSbmToj5PIr1undV7vwYP39w/9NRWkVFf4fqNcddNWWcUp7fVbyM9PT1h+073iedzq2SGbH441oyq1y7hKvF8bsVjHjlNF4bWuhPoa6oy5MZ7SqkJBAvHw+6DHBBaYD3bBn+hK4UjnWdElFKTgReByYAGbtdaPxmN+9Za1xH8P54SjfsUQggx+p3pPsOuxl1GbE3xGkvZRGDzbyGkFQlpObD8Y9bSSRRri9ca4821mwc5MkqUgvf8rRk7thWObAp/vBBu0XgAdv3JjJ33+ZgWpgE2nzR/Jp0/syKM+VfCBEfrk02/tpNLBJzvtac6T3GgWVp7CCGEOHdSnB5c305Lc5UacoeKhWFuM1w7BrmfaM8TMaVUAfAX/JsYAnxJa31/tKeJ8v0JIYQY5bbVbsOnff3jVE8qJYUlFjMahq4WKHvAjK38BKRmhT9e9HMWug40H6C+vT62ky66BnIc3cPe+kVs5xTiXL3zKwh5bSR1vP91Joa6vd2U15UbsTUTE+BkoW0eD6z9rBnb+Udojv1l0+di2vhpFGUWGTHnyQkhhBBiJKQ4Pbg3Av9mAauGOG59yOdvDnpUeAeA42HuJ5yLAv8eAw5GOE9ElFI5wJ+BxYHQP2qtfxnlOYqA/MDw+FDHCiGEEH2cfwiXFpWSluTy/rPlD0HXmZCAgrWfsZZOIlmYt5CsFLOIH/NiSFKyf8VpqF3PQuP+8McLYVvH6YEnwFZ9EtJj2w+lqqGKTm9wDwWFYnXx6pjOOWqs+DiEvrZpb+AKG/dSSsX/ahYhhBBjghSnB/dUyOefCneAUsoD3BoYNgEvRzKB1loDTweGC5VS5w8yz/kEV04/HbhdTCilMoFngb7t6n+otf5xDKb6LMGV09HoYS2EEGIMcBYmXb9Kz+eDd+80YwveDxNmWkkn0SR7klk10Vwj8O7Jd2M/8cpbIS07JKD9K1OFcKOt90JPyEZrKgnO+1zMp3X+LC7IW0BOmjQIH5b0MK2dtt4LPXHd9z5iztYem09uJoZ/mgohhBgjpDg9CK31u8DrgeGnlVLhdqj4OrAo8PnPtdY9oV9USr1PKaUDH/cOMtXPgN7A579QShmdxgPjvmtJewPHx4RSKhV4ErggEPq51vqfIryPmUqpFWc55gPAPweGncA9keYqhBBi7Gnuak68ftM1L8GpfWYsDkWj0cS5Um9L7ZbYT5qe7S9Qhyp7ANobYz+3EJHo7YZNjhNgi6+B3Okxn3rLSfNn0fWvx27jbO3RcRqq/mAnl2Fyfo8bOxvZ3yxXlQghhDg3sd0hI/F9GX+rjgxgo1LqR/hXR2cAH8W/+hdgD/DTkUygtd6jlPpP4B+B1cCbSqkfAzXAHOCbQF+x9yda673h7kcpVQxc6QgXh3z9NsfX3tBaO/5a5iFgQ+Dzl4C7lFJLh0i/W2u9xxGbCbyslHob+CNQDtThXyU9G7g+8NG3avrvtdbHhphDCCFGlV6vj7nfft6I/fXr65lTOM5SRolja+1WdMimgmlJae7vN+3c5KpwEcy6KPyxIixnMeTQmUOcbDtJcVbxILeIkvM+H+jj6/WPe9qh7HdwwZdjO28CueO+zby5rwGvNwmA2pwjfPZ986M6x7OVJ/jig9v6x3OLxvHi187WDW8M2fkMtJwwY+v+NvyxUdTl7RrQb1o2Q4xQ4XyYcynU/DUY23QnrPiEf3NWF5o6birFWcWcbDvZH3v35LvMyZ1jMavE0NHtZeW//sWIbfzqRUzLy7SUkRBCuIcUp4egtS5TSt0EPABkAz8Kc9ge4Gqtdcs5TPVtoAi4HX8h+uEwx9wFDLWKeSFDr0B2fu1TgLM4fV3I55cAlUPcH8Ah/MXocNYFPgbTDnxVa/1/Z5lDCCGEAAa29FheuJzUpFRL2QxDwz7YZ/4hynmfc23Rwa0WTFjA+NTxtHQHf9XaVruN989+f2wnzp0GSz4M1Y8HY1vuhnVf8m9oJujq9dHR46NvzYHXJ5f3x93mu8zx9HUwdajtcqKjuqGabl93/1ihWDlx5RC3EGGd93mzOF1bDYfehJkX2stpCH19p5+peaY/tvnkZm5eeLPFrBJHR4/XdgpCCOFK8pv1WWit/wiUAP+NvxDdjr+/9BYCq5rDrECOdA6f1vrTwNX4e1AfB7oD/z4NvF9rfYfWoVtwu9ZW4Bbgl8Am4DD+/7NuoBb/iuxvA7OkMC2EECISznYOrt94613H21x6LpTcaCeXBJbkSWJlkVn02lq7NT6TOy+7P33Q36pFCDeo3Q6H3zJjcdps1fkzuDBvIdmp2YMcLQY19zLIm23GnFfcuMzqieZ775aTW/AlxJ+pQggh3EpWTg+D1voQ8LXARyS3e4Vg+4rhHP8c8FxEyY1wrkHu45yXcgVWkP8+8CGEEEJERXNXM7sbdxsxV/c37TwD5Y63wpW3QmqWnXwS3MqJK3n1aHD/5G1124Y4OoqmnQcTl/pXM/bZchfMuyw+8wsxlC13m+OsIlj4wbhMva3W/BmUVdMj5PHA2s/BC98MxnY9C02H49I3fCTWTjLbt5zuOs2B5gPS2kMIIcSISXFaCCGEiKMkj2LjV82ew1MnZAxytOhTXldu9JtO9aSyrGCZxYzOovxB6G4NjpUnbisaR6NVE802Bfua9tHU2URuem5sJ1YKVt8Oz4asT9jzAjQd8bf9GOO++6ElnGpu451N7wBw9bKJUZ/jvfMLjNfM1CS58BOArhaocHQCXHkrJMe+1VGvr5eyujIj5vwZFRFY/jF46QfQ17pI+2Dzb+Hy79vNaxBTxk0Z0Hd6a+1WKU6fRWqyh6e/eIERK8pOs5SNEEK4i/x2J4QQQsSRUor5E8cbH2nJSbbTcr2tdeYl5MsKl7m337TPB+/eacYWXu3aVXCJYHHeYtKT0o1Y3FZPl9wIqeODY+2DrffGZ26Xm1M4jmVTspkxDmaMg8Jx0S+0ZKenGK+XMwvk6gMAKh8deAJs1W1xmXr36d2097YbsRVFKwY5WpxVejas+LgZ23ofdLeHP94FrLVaSmBJHkXptFzjQ37/E0IIPylOCyGEEML1nJeQu3qV3r4XoXG/GTvv83ZyGSVSklIoLSw1YnErhqSNh9KPmrFt90Fvd/jjhYg1rQduhDj/qrit5t960vzZm5k9k4KMgrjMPWo5+9t3NkHlI3ZyGQbne3DcThYKIYQYlaQ4LYQQQghX6+jtYPup7UZsVZGLi9Obf2uOJy6FGReEP1YMm7OnrfOERUyt+bQ5bquHXX+M3/xChDqyCerM10TW3B636Z2FSFefLEwU+XNg3gYztvku/4kIF3J+z0+2neR463FL2QghhEh0UpwWQgghhKtV1VfR6+vtH3uUh9Ki0iFuYVHTEdj3FzO29jP+3sXinDiLITsbd9LeE6fL3osWDTzB4Fy5KkS8OE+ATZgFsy+Jy9Ra68S6kiWRrP2cOa6tguPuXJE8O2c2uWlmz39p7SGEEGKkpDgthBBCCFdz9ptemLeQrBSX9p0te8Dfk7hP6nhYer29fEaRksISklVwL2+v9lJeXx6/BFY7VqYeehNqd8RvfiEAWuth+1NmbPXt4InPn3UHmg9wuuu0EXNe1SBGaM4lkOPYm8Cl/e2VUgP6jEtxWgghxEhJcVoIIYQQruZcpefciMk1vL1Q9jszVnIDpI2zk88ok5GcweKCxUYsrsWQRR+CrEXhd4kAACAASURBVEIztuXu+M0vBPhfY3w9wXFSGqy4JW7Tb6ndYoyLs4qZnDU5bvOPah4PrLrVjFU9Dp1n7ORzFtJ3WgghRLQkn/0QIYQQQkRLr9fHsu9uNGLP/t2FzC6UAmY4Pb4eKuorjNjqiastZXMW+16EM8fM2KrbrKQyWq0qWkVlfWX/OK59p5NTYeWt8PpPg7GKh+Gy747ZExBf/P023qppoLs7CYBTE45y+0XzojrHC9Un+OojwdeAOUVZ/OlL743qHAnD54Ut95ixpddBZl7cUnAWIFcWrURJ26LoWX4LvPxvoL3+cU8bVD828MoNF3AWpw80H+BUxynyM/ItZeRuHd1eLvjxS0bsmb+9gKkTMi1lJIQQ7iErp4UQQog46+jxGh/u3O7IHXad2kVHb4cRWzFxxSBHW+a8/HryCpjk0t7YCcpZDKmsr6Tb2x3HBG4DFfLrc3cLVD0av/ld5kxnD6fbe2jrVbT1Krp6fWe/UYS8PvM1s7Mn+nMkjH0vQvNhM7bmjrim4LxaQfpNR1n2JFhwlRlzaWuPhXkLyUjOMGJldWWWskkMjW3dxodL97sUQoi4k+K0EEIIIVzLuUpvVs4s8tLjt0pw2M4ch71/NmOyajrqlhctRxFcpdnt62b7qe3xSyB3Osy7woxtvgupMIi4cG6EWFwCU+JXHD7eepyTbSeNmBSnY8D53nGiAo67r+ib7EmmtNA8ASt9p4UQQoyEFKeFEEII4VrOP3Rd2296wEaI42DpR+zlM0rlpOUwb4LZNiLuxRDnStXaajiyKb45iLHn9EHY+xcztuYOiGNLDefP2oS0CczOmR23+ceMOZdAzjQz5tLV087NMKXvtBBCiJGQntNCCCFEHCV5FE9/8QIjNiU3Y5Cjxzaf9g24RNiVq/R8Xth2vxlbdj2kjbeTzyi3smgle07v6R9vrd3KHcvi2NpgziUwYaa/WNhn2/0w/fz45eAS37pqEXe8p5XNm/2b5F2xuCjqc1wwN994zUxLGaNra8oegNAmUGk5/teZOHIWp1cUrZB+07HgSfL3t3/5h8FY1WOw4Qeue19x7gGxq3EXbT1tZKVkWcrIvVKTPTz0GfN9onB8mqVshBDCXcbob3dCCCGEHUopSqflGh/pKUm203Kl/U37aepqMmKuLE7XvATNR8yYtPSImVXF5nOgvK4cr88bvwQ8Hlj1KTO2/UnoPBO/HFxi8eRs1s6cwLwczbwczaSc9KjPkZuZarxeLizOjvocrufzQvmDZqz0JkiNbwFQ+k3H0YpbHP3tW6H6cXv5DGJZwTKSPcH1bj7to7yu3GJG7pXkUaybk298yO9/QgjhJ8VpIYQQQriS8/Lg4qxiJo+bbCmbITgvt55U6t8MUcTEqiKzINba02qspI6L0ptBhRQVetr9BWohYqHmZThzzIytvDWuKZzqOMXBMweNmBSnYyh7Msy/0oy5sLVHenI6S/KXGDHpOy2EECJSUpwWQgghhCslRL/pMydg9/NmTFZNx1RhZiHTx083YnEvhoyfCPMdGyOW/S6+OYixo8zRNmhSKRQvi2sKzpOFmcmZLMhbENccxpyVnzTHx8vguPtWJUvfaSGEEOdKitNCCCGEcB2tdWJcQl7+AOiQlhIpWbA0vn1gxyJXFENWfMIcH90Mdbvin4cY3dpOwa7nzJjzuRcH22rNn7HlRcuNdg4iBuZeBtlTzNi2++zkMgRn3+mq+iq6vd2WshFCCJGIpDgthBBCCNc53nac2vZaI+a64rTPB1udGyF+BNLHYE/cOHM+F7bWbkVrPcjRMTLvcshybAAoq6dFtFU+Ar6e4DgpLe4bIYL0m7YiKXngiYjKP0BXq518BrG8aDmK4MaY3b5uqhuqLWYkhBAi0UhxWgghhBCu41yll5uWy+yc2ZayGcT+l6D5sBmTlh5x4ew73djZOKAfbswlpcDym81YxcPg7Ql/vBCR0hrKHjBjiz8EGRPimkZLdwu7T+82Yq5sszQaDdgYsQW2P2EvnzCyU7OZN2GeEZPWHkIIISIh12IJIYQQcdTr9bH2R381Yk984T3MLMiylJE7OVfprShagVJqkKMt2eZYNV28DCZLwSYepo6fSlFGEXUddf2xrbVbmZUzK76JLL8F3vx5cNzeAHtegEUfjG8elnztkXLe2X+Kzk7/5pDNBce59YI5UZ1j4/aT/OMTVf3jWQVZPP6F90R1Dtc6vg3qtpuxFbfEPY3yunJ82tc/TvGksKwwvj2vx6zcaTD3ctj752Bs631x3xDzbFYWrTQ2pt1au5U7lt1hMSP36ezxculPXzVij31hHZNyMixlJIQQ7iErp4UQQog4a2zrNj688W5HkABcfwl5e+PAjRBXfhLcVkAfpZRSA/tO11pYqVc4H6adb8acK11HsfrWLo43d9LYpWjsUrR19UZ9jh6vNl4vmzvG0Mp053MpdzrMvCjuaThXwS4rWEZaUlrc8xiznFfkHNsC9XvCHmrLqmLzPbq8rhyvzzvI0WOT1nCsqcP46PXK739CCAFSnBZCCCGEy5zqODWgRYPritPVj0Pohk+W+sCOZeH6TlvhXMm6dyOcOWEnFzF6dLdD1WNmbPkt4In/n2+uP1k42s27HLIKzVjFg3ZyGYSz1VJrT6uxkloIIYQYihSnhRBCCOEqZXVlxjgjOYOFeQstZTOI8t+b44VXx70P7FjnXDl9vO04J1otFIWXXAspIW15tA8qHop/HmJ02flH6DoTElCw/GNxT6Ozt3PA5nbOnz0RY0kpUHKTGat4GFy0Mrkws5Bp46cZMek7LYQQYrik57QQQggRR0kexUOfMdsATJZ+gwbnKr3SwlKSPS76laVuJxw3C+g2ikZj3dzcuWSnZnOmO1jA21a3javHXR3fRNLGwdJrzRYMZQ/AhV8d9W1evnb5fD62ejJlZf6fh0sXFp7lFpE7b3ae8ZqZkZoU9Tlcqex35njOxf7+w3FW3VBNjy/YSsWjPCwvXB73PMa80pvh7f8JjltOwP5XYO6l1lJyWlm0kiMtR/rHW2u38vFFH7eYkbukJnu4+7bVRqxgnLTHEUIIiHFxWimVAiwDeoEqrcM31VRKlQDLtdb3h/u6EEIIMVoopVg3J992Gq7m+kvIyx2XU48rhtkX28llDPMoD8uLlvPa0df6Y2V1ZVw9O87FaYAVt5rF6cYaOPw2zBjdG/etmD6BjsJ0ug/6f8WfNiH6J9oKxqWNvQJO4344+LoZW/EJK6mU15cb4/kT5jMudZyVXMa04qVQXAInK4Ox8gddVZxeNXEVT9c83T/eWrsVrbX7NjO2JMmjuGThRNtpCCGEK8WsrYdS6nrgOLAZKAOOKKUGW1Z0LXBPrHIRQgghRGJo62lj9+ndRsxVxWlvL1Q+YsZKb4IkF63sHkNWFK0wxuV15YMcGWPT1kL+PDM2hjZGFFHmPAGWMcHfOsgCZ5sl58+ciKPljlXIu/4EHU12cgnD+V7d2NnI4ZbDlrIRQgiRSGJSnFZKrQUeBrKBvwDPAfnA75RSv4rFnEIIIYRIfJX1lfi0r3+crJJZWrDUYkYONS9Ba60ZK5WWHrY4C2V7m/bS2t0a/0SUgpWOla3bn4TOM+GPF2IwPu/A4nTJTZAc/9XjPu0bcMJHitMWLbsBPCnBcW+n/3XGJaaNn0ZBRoERc57cEEIIIcKJ1crpbwA+4BKt9ZVa6w8CC4A3gM8qpe5Vcn2PEEIIIRychZBF+YvISHZRT+4KR9Fo8kooctlmjWPIkvwlRj9yn/ZRWV85xC1iqOSjoEL6Ife0u6pwJBJEzctw5pgZW3GLlVQONB8werqDFKetysqH+VeYMRdtvqqUGtCP3NrVLEIIIRJKrIrTFwBPaa3f7AtorQ8DlwIPArcC90uBWgghhBChnKuslhe5aOOtjtOw61kzJhshWpWenM7i/MVGbFvdNjvJjJ8I8680YxUP28lFJC5nsXHSciheZiUV589ScVYxxVnFVnIRAc73nCOboGGfnVzCcL5ny8ppIYQQwxGr4nQesNcZ1Fr34i9M3wN8HHhAKRWzvtdCCCGESBxen5fKBnPVq6tW6VU/Dt7u4DgpFZZ+xF4+AoAVhS7pOw2w/GZzfPgtOH3ITi4i8XS1uOoE2ICWHoUuej0eq+ZtgEyzdcaAK3oscr5n72/eT3NXs6VshBBCJIpY7d5zEigK9wWttQY+HVg1fRv+Arl7TvcKIYQQMdTr9bH+J68YsQc/cx4z8rPsJOQie5v20tbTZsRcVZx29oFd8H7IzLOTi+i3YuIK7ttxX/+4sqGSXl+v0e4jbuZtgPRc6AzZpKzyUVj/D/HPJQ6+9UQl7x5opK3V386kvegEN6+bHdU5XtpVyz8/tb1/PLMgk9/fcX5U53CNHc9Ab0dw7Em2egLM1VeyjFVJKVByI7zzv8FYxcNw8bfBkzT47eJkUd4i0pLS6PJ29cfK68pZP229xazcobPHywd/8YYR+92nz6M4J91SRkII4R6xWrW8CzjbO9CngXuBm4C/i1EeQgghhOsca+owPnp92nZKruAshEwdN3XA5krW1O+GY1vNmLT0cAVnj9OO3g52n95tJ5nkNFh6nRmrfBj06PwZP3q6g5r6Nk52KE52KJo6eqI+R0e3z3i9rD3TdfYbJapKRxuYuZdBlp3XwIaOBo60HDFiKyeutJKLcCh1XKFx5hgceM1OLg4pSSkDNjGW1h5+WsPeulbjo8frO/sNhRBiDIhVcfp5YK5S6oLBDuhbQQ3cB4yPUR5CCCGESBDOP2BdvWo6qwjmXGonF2HIz8hnRvYMI2a1tUfJR83xqX1wzFIfbJE4mo/BgdfNWOlHwx8bB86foayULOblzrOUjTBMKoGJjj7kzvcoi5zv3VKcFkIIcTaxKk4/CvwYKBzqoECB+nbg+8D9McpFCCGEEAnAWQxxzSXkPi9UPmLGSm+CJAttI0RYztXTVosh09bChFlmzLkiVginqkeBkBX2aTkw/ypr6Th/hkoKSkhyQdsIEeC8cmfnH6HTHb2dncXp7ae20+ON/lUVQgghRo+Y/FWltT4OfGuYx2rgu7HIQwghhHAbj1LcfdtqI1acLf0GT7ad5ETbCSPmmpXTNS9Di5kbpdLSw01WFK3g6Zqn+8dltWVorfFvcRJnSkHJTfDqvwdjVY/Bhh9Ccmr884mhv714LteVFlNRWQHA+vnRb0GxZuYE4zUzM3UUnhTS2t83ONSSayDF3nuDq69kEbDsBvjLP4Ov1z/u7YDtT8GqT9rNCygtLDXGXd4udjTuGBAfa1KSFL/8mNkaJ3/c6HpPEEKIkRqFv90JIYQQ7uXxKC5ZONF2Gq7jXDU9PnU8c3LnWMrGocJxufSk5TBxsZ1cRFgrJpqFs7qOOo63HWfKuCl2Eiq50SxOdzTCvhdh4fvt5BMj583Op2NSJp5j/hW/s/Izoz5HUXY6l4z2E3gnKqB+lxlztoeJo47eDnae2mnEXHMli/AbV+jfgHX3c8FYxUOuKE7npOUwN3cu+5r29cfK68rHfHE6OcnD1SWTbKchhBCuFKu2HkIIIYQQw+Zcpbe8cDke5YJfU7paYNdzZkw2QnSdWdmzyE3LNWJWW3vkz4Gpa82YtPYQg3G2DcqZDtPX2ckFqG6oplf39o89ykNJYYm1fMQgnO9Fh9+GpsN2cnFwnsyQvtNCCCGG4oK/+oQQQggx1rn2EvJdz/ovl+6jkmDpR+zlI8JSSg3oO211U0Tw9yUPtfsF6Giyk4twL2+vv+1LqJIbwWPvzzTnz86CCQvISsmylI0Y1LwNkJ5jxqr+YCcXh3CbIvq7eQohhBADSXFaCCGEEFa197Sz5/QeI+aaS8grHzXHcy+FrOj31RXnznUr9ZZcB56U4NjbBTuespePcKf9L0NbnRkrtdfSA1x8slCYktNg8YfNWOUf/D3MLVtRaD5nGjsbOdJyxFI2Qggh3C7mPaeVUi/Feg6He7XW98d5TiGEEEKMUGVDJV7t7R8nq2SWFiy1mFFAa52/cBRq2Y12chFn5Syg7T29l5buFsanjreTUGYezL8Cdv0pGKt4BFbdZicf4U7OjRAnr4SCeXZyAXzaR3m9uXJaitMuVnIjbLsvOK7fCbXVULzMXk7A1PFTyU/P51Tnqf5YWV0Z07OnW8xKCCGEW8VjQ8T3xWGOPhp4JY7zCSGEEOIcOVfpLcpfREZyhqVsQlQ/AdoXHKdkjboN7UaTJQVLSPGk0OPrAUCjqaiv4MIpF9pLquQmszh9+C04fQgmzLCXk3CPrhZ/66BQlldN1zTV0NLdYsRccyWLGGj6eyB7Kpw5GoxVPmq9OK2UYkXRCl48/GJ/rKyujGvmXmMxKyGEEG4Vj+L09+IwR6hX4zyfEEIIMWy9Xh9X/fx1I3b3bWuYlpdpKSP7nP1NXVMIcfbuXHg1pErfVbdKS0pjSf4SY9VnWV2Z3eL0/CsgPRc6Q3pNVz4K6//BXk5R9C9PV7P1UCPNzUkAdBWf5MbzZkV1jlf31PODP+3oH0/Py+Su29ZEdQ5rdjxj9rT3JFvvae88WTgpaxLFWcWWshFn5fHAso/Amz8Pxqofh8u+Z7VvOfjfy0OL09b3AbCss8fLjXe+bcR+c+tqJmanW8pICCHcI+bFaa11vIvTQgghhKvtrWs1xt1e3yBHjn5en5eK+goj5opLyE/VwLEtZmzZDXZyEcO2omiFUZy2XgxJToOl18GWu4Oxyofhor8HpezlFSX7G9qoPt4C+B/LqbbuqM/R2tlrvGba76YbRZWOlh5zL7Pe0961JwvF4JbdaBanzxzzX6Ux0+KJOQa+l9c019Dc1UxOWs4gtxjdtIbKo81GrLt37P7+J4QQoWRDRCGEEEJYs69pH209bUbMFcXpqsfMcWY+zLnYTi5i2JyFtKqGqv42H9aUONo0nNoHx7bZyUW4R/MxOGBeRUPJTXZyCSGbISag4qVQtNiMOTfztWBR3iLSktKMmPNktBBCCAFSnBZCCCGERc5CyNRxUynIsLtyEK2hyvGH/ZLrICnFTj5i2JzF6Y7eDvY07rGUTcC0tTDB0eqi8hE7uQj3qPoDxjrwtBxYcJW1dAAaOho42nrUiK0sWmkpGxGRZdeb4x1PQW+XnVwCUpJSBmxu7HzPF0IIISA+PaeFEEIIEeBRil9+zPxjfyz3G3TlKr3jZf7VraFKbrSTi4hIXnoeM7NncvDMwf5YWV0ZSwqW2EtKKf+K2Ff/PRjb/iRc8SNISuxfxT/z3tlctbiQ6upqAC6Ykxf1OVZMzzVeM7PSkqI+hxXVjqszFn8IUuxuBOt8PR6XMo65uXMtZSMisuwG+Ov3g+POZtj7F1j0AXs54X9P31q7tX88lovTKUmKn1xfYsTyslItZSOEEO6S2L8RCyGEEAnG41FcXTLJdhqu4cr+ps6NECfMhKmjZAO2MWBF0QqjOL2tbhu3LL7FXkLgX9UYWpxuq4ODryd8q5iL5hfS0TGOrLoqAOYVjYv6HJNzM5ica7doG3X1e+BklRlzQU/7bbVmu5mSwhKSPKPkZMBolzsdpq+DwyEb7lU96oridKjqhmp6vD2kjMErkZKTPNyweprtNIQQwpVc0dZDKVWglCpVSl2mlLpJKfUhpdQ6pdRcpZQrchRCCCFEdNW21XK87bgRs75y2ueF6sfN2LIbRsXmdWOF8zlUXleO1pa30SuYB8XmirkBzzMxdjhXTY8rtr55Hbj0ZKEYPucJjt0v+FdQW1RaWGqMu7xd7GzcaSkbIYQQbmWl8KuUGq+UukUp9Vul1G6gFtgG/Bl4EHgSeAPYDTQppTYqpf5ZKSVNz4QQQohRoqzevLx3fOp45uTOsZRNwIHXoLXWjLlgRaMYPmdBrb6jnmOtxyxlE8LZE3bnM9Z7wgoLtB54YmLJtWB5hXJHbwe7GncZMesnC0VkllwLnpALo71dsPNP9vIBctJymJNjvq+P5dYeQgghwotrcVoptUopdT9wErgP+BQwD1BDfIwDLgW+C2xWSu1QSn1RKZUVz9yFEEIIEV3OVXqlhaV4bF8w5WzpUVwChQvs5CJGZGb2TCakTTBi5fXlgxwdR0uuM8edzbDvr3ZyEfacqBjY037pR+zkEqK6oZpe3ds/TlJJlBSUDHEL4TqZeTD3cjPm3NzXAucJQ+d7vxBCCBGXvwADRenngXeBjwMZ+AvPJ4FngH8BvgDcBGwArsFfuP4a8Gv8q6p7A7dZCPw/4KBS6htKqbR4PAYhhBBCRJfrNkPs6YAdz5gx2Qgx4SilKC0yLyWvqKuwlE2I3Gkw7Xwz5mzvIEY/5/c8dwZMXW0nlxAV9ebPyPwJ88lMybSUjRixEseVPgdeg5aTdnIJcL63l9WV2W+1JIQQwlViviGiUuoe4BMEC+HbgN8Dj2utD0dwP6nARcDHgGuBfODfgC8opT6htX4jqokLIYQQImbae9rZ3bjbiFkvTu95AbpbQgLKFSsaReRKC0t55cgr/WNn4c2aZdfDkXeC493PQ3cbpMoFgWOCzwfVT5ixpR9xRU9758+Is1ewSBDzr4LUcdDd6h9rn7+NzLovWkvJ+d5+qvMUR1uOMi1bNgcUQgjhF/PiNPBJoBt/G4+faq33jOROtNbdwIvAi0qpLwA3AP8f/pXUl+DvUS2EEEK4Wq/Xx3W/esuI/e/HVzJ1wthaoVbdUI1Xe/vHSSqJpQVLLWYEVDlWNM56L2RPtpOLOCfOwtqe03to72m3vxJ08Yfh+W9C33O/p91foHb2o04QP3puJ2WHGjl92t8v2TeljmtXz4jqHG/sbeA//hzshTxtQia//HiCbkNz5B044+h/7oLvvdZ6wNUFzqsPRIJIzYRFH4SKh4KxyketFqenjZ9GXnoejZ2N/bHy+vIxV5zu7PHyybvfNWK/+NgKisanW8pICCHcIx7F6V8B/6a1PhqtO9RadwEPKKV+j79IbXcHESGEECIClUebjXFXr89SJvY4V+ktyFtARnKGpWzw9//du9GMyUaICWtpwVKSVFL/CRCv9rL91HbWFK+xm9i4Qpi9HmpeCsaqH3dFgXIkdp44w+ZDTfg778HJM51Rn6O5o8d4zWzv9g5xtMs5N0IsXAQTl9jJJcSRliOc7jptxGTldAJbdoNZnD5RDqdqIN/OhsNKKUoLS3n5yMv9sYr6Cj4454NW8rFFa9h0oNGIdfWMvd//hBAinJj3nNZafzGahWnHfWut9aNa64fOfvTIKaWmK6X+Uym1UynVppRqVEq9q5T6e6VU1JbgKKWuVEo9oZQ6qpTqCvz7hFLqymHcNk0pdb5S6ktKqd8ppXYrpXxKKa2UiripV7Qes1JqXSCfg0qpTqXUCaXUC0qpj0aakxBCiNHDdZeQ73oOvN3BsSfFv/pMJKSM5AwW5JkbWbpmE66ljkL03r9Ax+nwx4rRw9sL258yYy5pG+R8Pc5Lz2PquKmWshHnbNZ6yCwwY9uftJNLgPM93jWtloQQQrhCXDZEDEcpdZGtuSOhlLoaqAS+jr+FSCYwAVgD/ATYppSafY5zKKXUncDz+PtpTwFSA/9eCzyvlLpTqSEb0v0aeBv/ZpG3APPpW8YSeT5RecxKqe/gb7dyCzADSAOKgSuAh5RSzyil5DomIYQYY7TWVNZXGrHlhcstZROw3dEHdu6lkDHBTi4iKlxbDFn0AUhKDY59PbDzT/byEfFx4BVobzBjS6+zkopTuJOFQ//ZIVwtKRkWf8iMWS5OLy8y3+P7Wi0JIYQQEJ+2HoP5s1LqVq31HyzmMCSlVCnwKP7ibCv+DRhfBjKAjwKfARYAzyql1mitW0c41Q+AzwY+LwP+A6gB5gDfAFYEvl4P/NNg6YZ83oJ/48kF+IvBwxatx6yUugP4XmBYA/wIqAImA18GLgY+CPwWf/FaCCHGBI9S/OT6EiNWOD7NUjZ2HG45PPAScpv9TdsbzTYLAEvcUTQSI1daWMpDu4IX11XWV6K1tl90S8+BeRtgV0hBuvoxWPkJezmN0K3rZrJ+bh67du0E4LxZ0T+hUzI1x3jNHJ+eEvU54qLK0dJj8kprbRacXHclizh3S66DLXcHx7XVUL8HCufbSSd/CckqmV7dC4BP+6huqGbtpLVW8rEhOUnx/WvMNj65mQn6eiaEEFFmszidhn/17BSt9c8s5jGUn+Ev0vYCG7TWb4d87SWl1F78heSFwNeA70c6gVJqLv4CNMAW4CKtdUdgvFkp9QzwKrAa+KZS6h6tdU2Yu3oeeAXYDOzUWvuUUq8QYXGaKDxmpVQu/hXWAIeB87XWDSFf/xPwJP7i9MeVUv+ntX4twjyFECIheTyKG1aPrU2AnJztFQoyCpicZXHjwV1/Al9vcJycDguuspePiArnSr3TXac53HKYGdnR3bBvRJZ+xCxOH3gNWmph/ER7OY3A5Ysn0tGRzcamHQAsKh4f9Tmm5WUyLS/BN4zt6TS/3+CaPuPtPe3sOW3uVy/F6VFgxntgXDG0ngzGtj8B7/tHK+mkJ6ezIG8B209t749V1FeMqeJ0SpKHW9fNtJ2GEEK4krW2HsBbgfl/qpT6z+HeSClVopT6Y+zS6p9nDfC+wPAuR5G2z0+BnYHPv6KUGsmpz68SPEnwpZDCNABa63bgS4FhMvCVcHeitX5Ea32v1nq71npEOytE8TF/BsgNfP7N0MJ0IFcv8DdA3442/zCSfIUQQiQm111CXu1o6THvckjPtpOLiJrJWZMpyDD7rrqm7/T8KyF1XHCsfbDjqcGPF4lt31+g60xIQMGSa62lE6q6oRpfyJ8OySqZJQX2N2kU58iTBEs+bMaqn/DvymeJ86RHeb1LXo+FEEJYZ7M4fSnwOP52FF9VSj00VHFXKTVXKfUQ/nYV749DfqHv5veEOyBQBL4/MJxAsLA7LIEe0tcEhru01u8MMs87wO6+vM7Se/pcROsxFhDUCgAAIABJREFU993PGeCJMF8nsEnmi4Hh5UqpceGOE0IIMfq46hLy1nr/qtVQ0tJjVFBKubfvdGomLHD8Olv9ePhjReKreswcz7gAsi1eLRLCWSBckLeAjOQMS9mIqHK+lzXshroddnJh4Ht9X6slIYQQwlpxWmvdpbW+AX8bCQXciL8PtbFUSSk1VSn1G2BH4BgPwRW3sfTewL9twNYhjns15PMLI5xjFv5ND533M9Q8U4GZEc4zXOf8mJVSqUDf9Vlva627h3E/afg3WxRCCDHKtfW0sa9pnxFztl+Iq51Pgw75tSIlE+ZfYS8fEVWuLU7DwLYORzZB02E7uYjY6WqBPS+YsWUfsZNLGK46WSiia+oayJ5qxiyeBHPuLdHU1cShM4csZSOEEMJNbK6cBkBr/TX8rS00sB54XSk1WSlVoJT6b2APcDv+lhYaeBhYFofUFgX+3ae17h3iuF1hbhPpHM77ifY8wxWNxzyPYJsSNzwmIYQQLlLVUGVeQu5JZnH+YnsJVT9pjudfCalZdnIRUec88bGvaR+t3SPdvzrKZl8MGY4NBGX19Oiz6zno7QyOPcmw+MODHx9HWmsq6yuNmBSnRxGPx1WtPSZnTaYwo9CIueqEoRBCCGtsbojYT2v9c6XUEeABYCn+VbtZgQ+Fvyj9GPBdrXXMr0VSSqUDfU0Kjw51rNb6tFKqDX+uke5wFXr8kPMARwa5XVRE8THH5TEppaae5ZD+jSC7urro6OgY6lghhq2zszPs50JEw1h4fm05tsUYL8hdgK/bRwcWXqdbTpJ+6E1Ce2V1zf8AvlH4njEWnlvhzMqcRbInmd7Ahpc+7WPr8a2sneiOTbhS5l9NcsUD/WNf1RN0rfq8xYwiN1afW8OVWvUYSSFj78z1dKsMcMHrzKGWQzR1NRmxBdkLXPN7szy3zp2adzXpb/9PMHD6AJ0HN6GL7ZyEWJq3lJePvdw/3npiKxumbIh7HvLcErEkzy8RK7aeW/H4vcAVxemAZ4DfA58GiggWpZ8C/kVrXRXHXEK3Gh/O8pq+Qm2kfZMjmact5PNY9GeO1mOO12M6cvZD/DZt2kRNTU2Edy/E2b322mtnP0gIB5+GX+5IMmIfn+slL808brQ+v15ufdkYZ7dms3HjRiu5zK7byDKCK8h6POls3O/Dd9BOPvEyWp9bgylWxRwNOV/+5KYnaUpvGuIW8VPQNpULQsae2kre+OPvaE+baC2nSDx72MPRNui7GLOy8XVK8qK7KnNvs+KFo8GLPSekaW6ZO6K9v+Mu2dvOlTUvGbGK3tkcsfSa57Ste5sxHqfGUfVGFdWq2lJGgxtrr1tRozWXpRaR1V3XHzry/M/ZMeWjVtJJ6zR/2Xnr4FtsbLT78xCv51aPD+7ebV64fvMcH9mpcZleWCKvXSJW4vncamhoiPkc1tt6KKWSlVKfBfbhb9+hoX8R0yng+3EuTAOkh3w+VM/kPl2BfyPdPSSSebpCPo/FLiXResxuekxCCOE6Gth3RhkfPYlRZzlnPu3jiNc8tzg9ebqlbGBy0yZjfDJnFT6P/JU42jifY0d6h31+O+ZOjVtAZ7Kx3QpTTr9rKZvIHW6FHU2e/o9TMVjE09prvmYebo3VvuDRV9xcRlJIpzyvSuZEzkqLGZmcPwvTk6cTu33XhRVKcWzCeUZoStO71lp7TEs2L5at89XRqcfGylKtzdfLHU2eMfP7nxBCnI21ldNKqSTgNuDbwAyCBely4DfA94B84BWl1I1a63ieUg19hxzOX6l9p4AjXeseyTyhp5ljsaY+Wo85Xo/pbG1AioHNAOeddx5z5syJ8O6FCK+zs7P/LOVFF11Eenr6WW4hhKnX54N3XjFiF15wAbMKskb98+vgmYN0vGC+3N9yyS1MzIz/KlF15hjpZXuNWNGln2fDnMvjnks8jPbn1lDUEcVbb7/VPz6hTnDZ5ZfhUdbXaACQzMtQfn//eKFvF7M2/MJiRsP3aF05NDf2j+fMmcOG986O6hy+7XWwJ7iSd1xWFhs2nB/VOWIl9bHfmYHZF3PJ+6+1k0wY9/75XmMpyWWLLmPDwvi3WBjMWH7diiZVNwXu+WP/OLO7gSuWFqCnrIp7Ll3eLu558p7+VksaTfHy4ri3WrLx3Oro8cK7rxqxiy56L1NyZY3WaCOvXSJWbD23jh49W8fec2ezrcduYBbBovQe4Dta60cBlFIvAi8EjvmjUurzWut74pRbS8jnw2k30bdzUqQ77EQyT+juTLHYySdajzkuj0lrPeRPR+iqj7S0NDIy5E1fRF96ero8t0TEer0Dl8mkhXkujcbn166j5j65RZlFzMyfaSeZsufNcXouaQuvhOTRv3J6ND63hrJ2iln0aOlpoba7ltm50S2ijljpDUZx2lNbRUb7cch3/4l1j8cs8CcnJ0f9uZWaav5MKo8nMZ6/HU1w0CxEJZVc75rcW7tb2X9mvxFbPWW1a/JzGmuvW1E1fRXkz4NTwROy6fuehbkXxj2VDDJYnLeYyobgRpw7m3eyfub6uOfSJ27PrSTvgFBamjyvRzt57RKxEs/nVjzmsVmc7vuL4DDwfeBerXX/X+xa671KqfOB54BVwG+VUtO11t+LdWJa606lVAP+DQKH3HhPKTWBYJE10utEQwusZ9vgL3SlcNSvR43iY3bNYxJCCDfyKMX3r1lixAqy0gY5enSpqK8wxqWFdjZkAqD6CXO86ANjojA9FhVnFVOUWURde7DnakV9hXuK0zMugKxCaKsPxnY8Be/9ur2chumja6Zz3owc9uzZA8DqGblRn2PJ5GzjNTMnIyXqc8TE7ufBG7IsOSkVFlxlLx+HqoYqfME/vUj2JLM4f7HFjETMKAVLr4NXfxyMbX8KNvwQPPG/gqSksMQoTjt/NxitkpMU37pqoRHLyUyQ1zMhhIgxm8XpOuCHwJ1a67C9ibXW9Uqp9cBjwJXAd5RS04HPaq0HnnqMrp3Ae4G5SqlkrUMaxpkWOm4TiR2D3E+05xmuaDzmPYAXSMIdj0kIIVzF41Hcum6m7TSscE1xuvEAHDc3AmPJdXZyEXGxvHA5Gw8FO8RV1Fdw7TyXtFfwJMGiD8GWu4Kx7U8mRHH66pJJdHTksrFtNwBLJ2ef5RaRm1mQxcyCrLMf6DY7njLHcy6F9Bw7uYThfD1elLeItKSxcaJ0TFriKE63HIcj78CM98Q9ldKiUh7Y+UD/uKK+Ap/2uabVUqykJHn43Hr3XxEjhBA22HwHmK21/sVghek+Wut24IPA3fhbgNwGPBv79Hgj8G8W/pXbgwm9BunNCOc4ABwPcz/hXBT49xhwMMJ5huucH3Pg+9m3k886pdRQy9D67qcL2BJBnkIIIRJMS3cLNU01RsxacXq7Y9V0Zj7MsndJsYg953OtvK7cUiaDWPJhc3yyCk7VhD9WuF9HE+z7qxlzfo8tc83JQhEfRQuhyLxqi+rHraSyvHC5MW7pbuFg80EruQghhHAHa8XpQNF5uMd6tdZ34G//oYB47FYUutzhU+EOUEp5gFsDwybg5Ugm0Fpr4OnAcGGgjUm4ec4nuMr46cDtYiFaj7nvfrKBsEvRlFJTgcsCw79qrVvCHSeEEGJ0qKqvQhN8+0rxpNi7hHz7k+Z48TWQZPNiMhFrpUVm4a2muYYz3WcsZRNGX2uPUM7nqUgcu58HX09w7LKWHj7to7K+0ohJcXoMWOq4WmTH0+CL9cXIA/W1Wgo1Vlp7CCGECC+hrp3RWn8X+Az+thGxnutd4PXA8NNKqXVhDvs6sCjw+c+11j2hX1RKvU8ppQMf9w4y1c+AvvYZv1BKGZ3GA+O+Ldt7A8fHRDQec8BvgebA5/+ulMoP/aJSKgn4X/ytPwD+85wSF0II4Xrl9eZK1cX5i0lNstDj+VSNf1VqqCUuae8gYmZR3iJSPGZvz6r6qkGOtqCvtUcoZ1sIkTicJxbmXuaqlh4HzxwccHJGitNjgLN9VVs9HH7bSirO1dNSnBZCiLEtoYrTAFrru4Br4jTdl4EO/L25NyqlvqWUOl8pdbFS6k7gPwLH7QF+OpIJtNZ7CBZnVwNvKqVuUkqtVkrdhL9txurA13+itd4b7n6UUsVKqdtCP4DikK/f5viYG6vHrLVuBL4ZGM4ANimlPhV4TB8C/oK/VQvAQ1rriFacCyGESDyuuYR85zPmOKvQv2pVjGqpSaksyTcvaXeeMLHOeZLkZBU07LOTixi5jiaoecmMLXZZS4868/W4KKOI4qziQY4Wo0b+HCheZsZ2PB3+2Bhz/g4gxWkhhBjbEvIaVq3183GapyxQIH4Af4uKH4U5bA9w9Tm2pfg2UATcDqwAHg5zzF3APw1xHwuBe4b4uvNrnwIG/MUTrcestb5TKTUZ+GdgDv6e4U7P4X/MQgghRjGf9g1YpWqv37RjNeqiD/pXrYpRr7Sw1ChIOwt01s14D2QVQVtdMLbjSbjoH+zlJCK3+zlHS480V7X0gDAnC4tKUUpZykbE1eJrzKuHdjwDV/4YPPFds+ZstbSvaR9nus+QnRr9TVWFEEK4X8yL00qpG7TWf4jh/U8Fpmut34rF/Wut/6iUKsG/ovhqYCrQjb+w+wfgfyLpnz3IHD78bTQeBz4LrAEKgAZgM3BnvArygXyi8pi11v+ilPoz8EXgvcBE/H2qK4B7tNYPxeghCCGEa3l9mjvu22zEfnTdMiblZAxyi8S3v2k/LT3m+UwrxenTB+GEY7Xs4nhdjCVsKy0qhR3BcVVDFT7tw6NcciGhJwkWfwg2/zYY2/60q4vTv/jrXqqPnab2pP//MGVmA+8vnRbVOd490MivXgmup5iUm8GPrl02xC0sG9DS41JId1fBzTVXsoj4W/xheOkHwXHrSTiyCWaE6+YYO32tlnpCTuRU1VdxwZTReyVTV6+Xrz5i/g7y/WuWUjAuzVJGQgjhHvFYOf2IUuo7wPejWaRWSk0HvoV/BfCPgJgUpwG01oeArwU+IrndK/g3cBzu8c/hX00csUjnGsb9jegxh7mft4jh90YIIRLRy7vrjXF7d/w3JIonZyFkUtYkJmZNjH8iOxwtPTLzYcaF8c9DWOEswLX2tFLTVMO8CfMsZRTG4g+bxenaQGuPgsG6sdn17sFGXt/bQF+nwEOnzmm9Rlj1LV3Ga+bconFRnyNqOk5DjaNbnct62rd0t1DTVGPEpDg9hhTMg6IlULc9GNvxdNyL06lJqSzOX2z8flBRXzGqi9M+HzxXddKIfeuqRYMcLYQQY0s8lorsBZYADyulDiqlfqSUWnK2G4WjlMpSSt2ilHoe/yrez+LfVE8a8gkhhBAu5ezta60Q4txgbuEHICkhO5yJESjKLGJy1mQj5rq+032tPULteDL8scJ9doVp6TH/Snv5hFFVX4VG949TPCkszl9sMSMRd84rhnY87a+cxpn0nRZCCNEnHsXpJcDfA6eA6fg3yqtUSu1SSt2rlPqiUuo9Sqm5Sql8pZQnUISeppQqUUpdr5T6sVLqZaAOuA+4Av+q7xeAFVrrB+PwOIQQQggxAq64hLzpMBzbasakpceYM6AY4ra+032tPUI5+6QL93KeAJt7metbeizKX0RqUqqlbIQVzve+luNwbEvc01hetNwYV9X7Wy0JIYQYe2K+XEhr3Qv8l1LqTuBv8Pcfng7MB+YBnxjmXfW1rPACTwM/0VpvinK6QgghREwp4FtXLTRi+VmjtzDQ3NXMgeYDRsxKcXrnH81xxgSYdVH88xBWlRaV8vzB4DYerlypt+RaR2uPamjY678c32WuXTGFksnjqKnZD0Dp1Jyoz7Fw0njjNXNCpktfLxOgpQe45GShsKtoIRQuhPpdwdiOp2Ha2rim4XzutfS0sL9pP3MnuLON0blKTlJ8+VLzdTw7I8VSNkII4S5xu5ZVa90G/EQp9VPgcuBG4GJg5jBu3gG8CzwLPKi1Ph6rPIUQQohY8ngUn1s/x3YacVNZX2mM05LSWJi3cJCjY8i5+nTh1ZAkfxSONcsLzZV6B88cpKmzidz0XEsZhTF9nb+1R1tdMLb9SVj/DXs5DeK6lVPp6MhnY7e/w96KadEvTs8pHMec9S7uM90nXEuPBe5q6eHTvgGvyVKcHqMWXwOvOorTG34AKmpbGJ1VUWYRk7ImcaLtRH+svL581BanU5I8fPXy+bbTEEKI/5+9+w6P8zjPhX/PLnbRG1EIdpAAQYAkCqku2ZSoQokiZSlxYh8fxclnJ45P7MTHcRIncb7jxHESJ7Gd5pOcxL5cEqfZxy0iKVqkJFukeiEJFnSSIMGCXoiyKLs7548FsDuzi/5W4P5dFy5yHr77zlBavFw8M/OMI1l+PLmUMiylfE5K+ctSyi0ANgB4P4DfAvDnAL4K4O8A/C8A/wPAfQBypJR7pZRfYmKaiIjIPfRVejvydsBndVJ44Dpw7U01tv0pa8dAjlC2qgwp3hQldrb77AxX28TjTVAT9pnE15Jz1P2X2t76CJCcac9YZnB54DIGJwaVGJPTK5T+jBloA66fsnwYrDtNRESADclpnZTyupTy/0op/1pK+Rkp5f+QUn5SSvmnUsqvSilfk1JOzH0nIiIichpHHIaol/RIyQY232/9OMh2iQ5/O9PpsEMRgfjEUcc5oOeiPWOhuY0OABdfVGMOrGmvJ/6K0otQlF5k02jIVoXbgTytVJBeM90CTE4TERFgY3JaCPEdIcRnhBCPCyHWzv0KIiIicpNQOIRzXeeUmC3Jaf0H7m0HgCSH1q0l0+mHcOllDhxh071AWr4aq+fqacdqek4t6eHxAWWP2jeeGegTMVw1vYIJkWCHxo8AKS0dhv48vjxwGQNjA5aOgYiI7GfnyumfB/B5AIcAtAkhOoUQx4UQXxRCPC2E2CmEsH1lNxERES1OS38LRoIjSqy60OJkyK2bwNXX1ZgDVzSSdfSE3NnuswiGgzaNZgYeL1BxUI2xtIdz6SU9Sh6M7NBwGB6GSAr938L+q8BNa3eSbMvdhmRvshJz5IQhERGZys7k76XJX8XkVz6ABwF8CsC/AKgF0C+EOCqE+AUhBJc4ERERuYieCFmXsQ75qfkzXG2ShsMAYlaCJWcBJXutHQM5ip6QCwQDaOlvsWk0s6h4j9q+cQrob7NnLDSz8WGg5QU1tv09ia+10cDYAC4NXFJiTE6vcEWVwKotakyfaDGZz+vDjrwdSkwvB0ZERMtfkl0dSylLhRDpAKpjvmoA7ASQNnlZBoB9k1+fFUL8opTy9UT3IyIicoNQWOI3/kM9dOizB3egKDtlhle4lyNW6V3QS3rsB5KSE19LK0Jeah7WZ6zHtaFr07HazlqUryq3cVQJbN4DpOQAo/3RWP0h4J6P2TcmzVdPXETd9X7cuBFZ75K2pQePVK43tI93rvTh6y9Hk6pFWan47BPbZ3mFxZqPA8FAtC28wLbH7RvPDM51qyWW/B4/KlZV2DQacoSp0h4v/3U0duFHwEN/GPkzi1QXVONUZ/Rz0XKtOz0WDOEzPzivxP7gQAVWpXMNHhGRbclpAJBSDgN4dfILACCEEAC2IpKovh3AY4gkrEsBPC+EeJgJaiIicrNnz7Ur7d/at82mkZjL9uT0UCdw5RU1xpIehEidUyU53VWL95e/38YRJeD1RZKctf8ejdU/46jk9Mnmbpxs7sbUZsy9XcN4xOA+2gdGlWdmaWGGwT0skV4LfPO7gbRV9oxlFvrzeHvedvi8PptGQ46hJ6f7LgPt54A1VZYNQf9scK7rHELhELwer2VjsEIoLPH9U9eU2Ccf3srkNBER7C3rkZCMaJJSfldK+WkpZRUiCeo2RFZUf5slPoiIiJytb7QPV25dUWKW15uuPwSlpIc/I1ILllY8PRni2G3k+mTK1deBwfbE15L1JkYjhyHG0suxOERtpwN2spDzrKkBcjapMYtLe+ifDUaCI84stURERKaxLTkthNgvhFg7n2ullMcAPABgCMAWAL9g4tCIiIhoifQDjVK8KSjLLbN2EHVaSY+yxwBfqrVjIEfSE3Ntg23oCfTYNJpZlOwF/JkxATk56UKOcPFFYHwoJiCA8oMzXm6XUDgUV9ajprDGptGQo0yV9ohV9yNAysTXmyA/NR/rMtYpseVa2oOIiBKzs6zHEQBSCNGLyOGHsV91UsqJ2IullJeFEF8E8DkAvwjgGxaPl4iIaMkEgP/50FYllpu2/DYE6T9Y7szfCZ/Hwi3kwz1Aq17Sw5krGsl6W3O3IjUpFYGYWsFnu85i70aHHZaZlAyUPQqc/140Vv8McOdH7BtTjMcr12BrfhpaW1sBADvWZs7+gkXYujpDeWbmZTjoeamX9Nh0L5C52p6xzOLiwEUMTQwpMa6cpmnbnwJe/btou6cF6GoACq2rSV5dUI3rQ9en27VdtXjftvdZ1r8Vkjwe/Ooe9QDKzBRbq6wSETmG3U9DASAPwIMAYn8aCAohGhCftD6CSHL6PiFEmpRyxOLxEhERLYnHI/Cbj1i8gtgGttebbnwWkKFo25cGlBpdDZfcKsmThMr8SrzZ/uZ07EzXGeclp4HIpEpscrr1lcjkS3qefWOa9IE7NyIQCODYsciBhXdsyjW8j7LVmSh7xPik95IFxyPPmVhOLemhPY/Xpq9FQVqBTaMhx1m3G8haD9yKqYdcf9jy5PSzl6PfT8tx5bQ/yYPPPM5DSImIErGz5nQlIuU5vgjgOIAuRJLVAoBv8s+fBvCXAJ4D0A7gx5Ov9QD4mBBi2+QBikREROQQwXAwbgu55clpvfRB6cOAP83aMZCj6e9JxyZDSh+JTK5MkSGg8Yh946GI1hPA6IAaq3jCnrHMgfWmaVZCABVaORp9V4DJ9LrTV25dQd9on6VjICIi+9iWnJZSXpBS/ruU8nellI9KKYsArAGwH8DvAfgPAA0AwogmrfNjbvEXAOoADAohXhdC/KMQ4tes/VsQERGRrrmvWSmXAABVBVXWDWD0FnDpJ2rMoSsayT56gu5C9wVMhCdmuNpG/rTI5EqsOmsTR5SA/v9g3e1A9rrE19osbieL1YfTkvPptdLbzwJ9rZZ1X5ZbhhRvihLTz64gIqLly86V03GklB1SyueklH8ppXxaSrkDQAaAOwD8CoCvxVw+lbBOA3AngI8A+IrVYyYiIiKVngjZkLkBeakWliBoPgaExqNtjw8o22dd/+QK+oTJaGgUTX1NNo1mDvqBZZd+CgT6bRkKAQgFgYbDasyhNe0HxgbQeqtViXHlNMXZeA+Qpv073WDdDg2fx4ed+TuVmGN3sxARkeFsS04LIebVt5RyTEr5jpTyGwC+E/NHTwF4L4DPA3gGQBsclmwnIiJaifQfKGsKaqwdgL4decsDQEq2tWMgx8tNyUVxVrESO9N5xp7BzGXrPsAbcxBgeAJoes6+8ax0V18FRnrUmEN3Z+jP42RvMrblbrNpNORY3iRg2+NqTC+PZTJ90uRMl0Ofx0REZDg7k7mDQog3hRBfFUJ8TAhxnxAiY47XfGry1wEAh6WUP5RS/qGU8ikpZTEA409hISIiogXRE3yWrtKbCADNx9WYQ1c0kv301dOOXamXkgWUPKjGLK4JSzH0kh5FVcCqzfaMZQ76e3pH3g74vD6bRkOOptdMv/o6MNRpWff6Z4Xz3ecRDAct65+IiOyTZGPfqQBum/yaIoUQlwHUAjiDSE3pDgCrAHwQwOMAJIDvSinD+g2llAN6jIiIyEnCYYnf+Z5aR/F3H9uGwqyUGV7hLj2BHlwbuqbELK1v2vICMDESbQtP/GowoknVBdV45mI00ejoGqfbnwSafhxttzwPjA0ByXOt7TDPP7/aioYb/Whri6x3ybrci73bja27fKatH99+7cp0e3VWMj79WLmhfSxIOBy/otTBE2BxhyGy3jTNZPP9gD8TGB+cDMhIaY/bP2RJ9/pkYSAYQHNfMyryKizp32xjwRD+5HC9EvvUI2XITffP8AoiopXDzuT0XwGoAlANoGAyJgCUANgC4GdmeN0ggD8zfXREREQmkAC+f0pN3n5sbwkK7RmO4fRVeqlJqSjNKbVuAHrSaNN9QHp+4mtpxaspVEvOXB+6jq6RLhSkFczwChtt2w94koCplYTB0Uh99Z0/a9uQnq/vwMnmbkxtxryvfQh7txvbx/W+gPLMLC3MsDc5fe0tYKhdjVU8mfham4XCIZzrPqfEWG+aZuRLiZzPcP770Vj9IcuS03mpediQuQFtg23Tsdqu2mWTnA6FJb79+hUl9qt7tjA5TUQEG8t6SCl/W0q5T0q5GsBaRFZF/z6A/wTQACCM6KGHU1/NAB6TUl61Z9REREQ0Gz05XZlfiSSPRXPhwXGg6agac2gdWHKGkuwSpPvSlZhjS3uk5gKb96gxlvawnv7fvKAcKCizZyxzaOlvwUhwRIkxOU2zKj+oti+/ZOnhq/r707HPYyIiMpQjDhCUUrZLKX8spfwLKeV/l1LuAJABoAbAk4isot4tpdwmpXzd1sESERHRjPQfJC1NhLSeAEa1Cl/lB6zrn1zH6/GiMr9SiTk6GaJPtjQfByZG7RnLSiRl/O4MB0+A6e/ldRnrkJ/KnSQ0i62PAN7kaDscjOzQsIh+gLKjn8dERGQYO8t6zEpKOQbg7OQXERHRsiAQ2cYZKzt1eRxONRGewIXuC0pML5tgKj1ptO52INvY+re0/NQU1uD1m9G1D45OhpQfAA7/JiIFggCMD0VWNpY9astwHq5YjfXZyWhri2zDLy8yvv71loJ05ZmZZ+cW+I7zQL+6LT/uEDkHsXWykNwpORMo2avWt69/Bqh6nyXd6zXR2wbb0BPoQV5qniX9m8nrEfjg3ZuUWEayY9MxRESW4tOQiIjIQh6PwGceXx71E3VNvU0YDamrOKvyq2a42mDhUOTgplgOPqSMnENP2F3ovoCJ0AR8XgdOGmUUAhtOgKQKAAAgAElEQVTvBq6+Fo3VH7ItOf1L9xYjEAjg2LFIwvbuzasM76NiTRYq1mQZft9FqT+strM3AkWVia91ACanaVEqnlCT083PA+MjgD/N9K5Lc0qRmpSKQDAwHavtqsWDGx80vW+zJSd58fmndto9DCIiR3JEWQ8iIiJyvzNdZ5R2cVYxclJyrOn86uvAcJca02tnEiWgl/UYD4+jvrfeptHMg/6+bjwamZwh8zVoyemKg4AQ9oxlDn2jfbhyS13lra9KJUqobD8gvNF2MABcfNGSrpM8Se4qtURERIZgcpqIiIgMof8AWVVg0appIL6kx+qdQF6Jdf2Ta2UnZ2NLtlpqx9HJkAotOT3SHZmcIXP1Xo6U9Yjl4Amws11qZcTUpFSU5Trz4EZymPQ8YNO9akz/N9ZEPBSRiGjlMb2shxDCmmnWqG9JKf/F4j6JiIhWPD0ZYlm96YSHlDm3Diw5T3VBNS4NXJpu13bV4oP4oI0jmkVuMbC6Eug4F401HAaK77NtSCuCXjYoLT9SYsWh9J0sO/J2wOdxYKkacqaK9wCtJ6PtpqNAaAKwoNyR/tnhQvcFTIQn+P4lIlrGrKg5/YAFfUyRAH5qYX9EREQEoGukC9eHrisxy+qb3jgF3LqmxipYb5rmr7qgGj9s+eF02/Er9SoOqsnp+sPAo3/m2BITy4Je0mPbfsDjTXytA7DeNC1J+QHg6O9E26MDkWR1ifm1n/WzKkZDo2jqbcKO/B2m901ERPawIjn9OQv6iPWSxf0RERGteHoiJN2XjpJsi8pq6KumV5UAhcvz0Ekyh564ax9uR8dwB1anr7ZpRHMoPwj89AvR9sBVoP0ssIYJSFMMdcaXTnHw7oxgOIjz3WoJEianaUGy1wHrbgOuvxON1R+yJDmdk5KD4qxitN5qnY6d6TrD5DQR0TJmenJaSml1cpqIiMixwmGJP3zmghL7xENbUZCZbNOIjKEnpyvzK+G1YlXhTCU9uIKUFmBLzhZk+jIxODE4HavtqsW+9H02jmoWq3dEynv0tUZj9YctT07/x5tX0XxzAK2tkWNscq/0YU95qqF9nL8+gO+81TbdLshMxice2mpoH3NqfBaRDZqT/BnA5vutHcMCNPc1IxAMKDFLzwCg5aHiCTU53XAEePzLgMf8Y6uqCqqU5HRtVy2ernja9H7NNB4M40vHGpXYxx4oQU6a36YRERE5Bw9EJCIispAE8O3Xryhft0Yn7B7Wktm2hbyrEehpUWMs6UEL5BEeVBZUKjFHl/YQIv4wPgsPLJvy7Lmb+MZrV/HiTQ9evOnBhRuDc79oga72jijPy2dqbxjex5zqtZIepQ8DvhTrxzFP+nt3Q+YG5KXm2TQacq1ybXfAUAdw7S1LutY/Q+hnWrhRMBzGV09cUr4GR4N2D4uIyBGYnCYiIqIlmQhN4EK3uhrcsuR0g5aQy1wLrN1lTd+0rOjvWUcnp4H4shJd9UDPRXvGspyN3gIua1UDHVzSA2C9aTJIfilQoJXIqn/Gkq719+z1oevoDnRb0jcREVmPyWkiIiJakobeBoyHx5WYZVvIG46o7fIDlmw5puVHT4bU9dRhPDQ+w9UOsP5OIL1QjdmwenrZazkOxL4PPD5g6yP2jWcemJwmw+gTMfWHIuW0TFaaU4p0X7oSq+10+IQhEREtmhUHIhIREdEkAeCDd29SYlkpPnsGYxA9EbI5ezOyk7PN73jgGnDjtBqrOJj4WqI56GU9JsITqO+td25iz+OJTMa8881orOEw8K5PWjaEd2/NR15aEm7ciJTaKC1In+MVC7dxVZryzLS8Pr9e0mPL/UCKBc+3ReoJ9KBtsE2J1RTW2DQacr2Kg8CJv4y2+68AHeeBosqZX2MAr8eLnfk78cbNN6ZjtV21eGjTQ6b2ayavR+C9u9crsfRkpmOIiAAmp4mIiCzl8Qh8/qmddg/DULat0tNXTafkAJvus6ZvWnay/FkoyS7BxYFoaYzazlrnJqeBSOIoNjl97S3g1k0ga40l3f/qnhIEAgEcO3YNAPCuUuPrGu9cl42d62xKBgfHgObjaqz8gD1jmSf9eZyalIrSnFKbRkOuV1QF5GwE+q9GY/WHTE9OA5HPEnpy2s2Sk7z48vsc/O8JEZGNuO+ViIiIlsS+5LS2orHsMcDr7lXoZK/qQpfVnS7eA+i7FBqPJL6WFu7SS8B47CGPAtjmruR0ZX4lkjxcj0SLJET8IcMWlQ/SP0tc6LmAiZD7D5AmIqJ4TE4TERHRonWOdOLm8E0lZklyeqQXaH1FjTl8RSM5n+sORUzyA2X71JhehoIWT58A23AnkLnanrHME+tNk+HKtXJZnXWWHL6qv3fHQmNo7Gs0vV8iIrIek9NERES0aHoiJMOXgZKcEvM7bnoOkKFoOykFKHVvLUpyBj0Z0jHSgfbhdptGM0964qj1JBDos2csy0k4BDQ+q8b0/9YOMxGewIXuC0qMyWlasg32HL6anZyN4qxiJeb4CUMiIloUJqeJiIho0Wo747eQe4QFHy/0FY0lDwF+4w9jo5Vlc/ZmZPozlZjjkyGlDwPemEMCw0Gg6Zh941ku2t4EhrvUmMMPXG3qa8JoaFSJVRVU2TQaWjY83vidSTaV9tA/cxAR0fLA5DQREREtWtwW8kILVumNjwAtL6gxlvQgA3iEB1X5ajLP8cnp5Ayg5EE11mBN4mhZ0yfACncAq7bYM5Z50hN3m7I2ITcl16bR0LKiT8xcfxu4dcP0bmsKa5S245/HRES0KDwdg4iIyELhsMSf/7hBif3qni3Iz0ie4RXONRGaQF1PnRKzZAv5xReBYCDaFl5g237z+6UVobqgGq/ciNYzd0UypOIg0HQ02m55AZgIAL5UU7v9walruNgxgIttkfUuBW0DuLfM2D7rb97CD09fn27npfvx0ftNLh0kZfzKUBdMgJ3pOqO0WdKDDDN1+OrYQDTWcAS48yOmdqu/h28M30DXSBcK0gpM7dcM48Ew/v4nLUrsw+/ajOxUHuRMRMTkNBERkYUkgK+euKTE3n/HBlcmp+t76zEeHldilfmV5nesr2jcdC+Qtsr8fmlF0JMh9T31GA+Nw+/12zSieSjbDwgPIMOR9sRIZBLH5ITqD09fx8nmbkxtxqy+NoB7y4oM7eNy97DyzCwtzDA/Od1xHui/osYcXtIDAM52nVXaTE6TYZL8QNmjwLnvRmP1z5ienC7JKUGGLwNDE0PTsdquWjy86WFT+zVDMBzG377QrMR+7rb1TE4TEYFlPYiIiGiR9BWlW7K3IDs529xOQ0Gg8agac/ghZeQulQWVEBDT7Ylw/A4Bx0nPAzbdp8bqDye+lubWcERtZ28Eipxdu7k70I3rQ9eVGJPTZKiKJ9R26yvASK+pXXqEJ27S2xW7WYiIaEGYnCYiIqJFias3bUUi5MorwGi/GnPBdntyj0x/Jkpy1JW5rkiG6JM0jc8CoQl7xuJ2emK/4iAgROJrHUKvN53uS0dpTqlNo6FlqfQhICmmbI8MxU8Wm0A/y8IVz2MiIloQlvUgIiKykADw3t3rlVhmsjv/OdZ/QNQPLjKFXtJjTTWQs8H8fmlFqS6oRkt/tDaoK5Ih5QeAH/9utD3aH5nM2fKAaV3eUbwKaT6BjvYOAMCmvDTD+1iXk6o8M1dnmVwCqa8V6DinxlywO0N/j+7M3wmvx2vTaGhZ8qdHEtSx/w7XHwJ2PW1qt/rE94XuC5gITcDndVc5DI8QeLxSLXuU6uf3KBERwOQ0ERGRpTwegS+/z/1brTuGO9A+3K7ETF85LWX8dvvyJxJfS7QE1QXV+H7z96fbrkhO52wA1tQAN2MOxas/bGpy+hMPbUUgEMCxYzcBAHvL8g3vo3pDDr68Icfw+85IXzWdlgdsvNu6/hfJlp0stPJUPKEmpy++CIwNAckZpnWpl/UYD4+jvrceVQXOLrWjS/F58Q9P32b3MIiIHIllPYiIiGjB9ERIpj8Tm7M3m9vpjdPALbWmqhsOKSP30RN7nSOdcZMxjqR/PzQcAcJhe8biVvrujG37AYevQJ4ITeBCzwUlxuQ0maLsUcATs74tNAa0HDe1y+zkbGzJ3qLEXDFhSERE88bkNBERES2Y/oNhVX4VPMLkjxX6qulVW4CCcnP7pBWpOLsYmf5MJXam68wMVzuIvpNg8EZkUofmZ6gLuPq6GnPB7ozGvkaMhcaUGJPTZIrUXKD43Wqs/pDp3ervZyaniYiWFyaniYiIaMFs2UKur2gsd/4hZeROHuGJ2zKuHzjnSAXbgDztELwG8xNHy0bjswBktO3PMLUsilHOdKoTJ5uzNyM7Odum0dCyV6FN2DQdA4Jjia81CJPTRETLG5PTREREtCDjoXHU9dQpMdOT090tQFeDGnPBIWXkXvp7+mzXWZtGsgBCxCeO9BrKNDN9Aqz0YcCXYs9YFoD1pslS5QcQOd550vggcPmEqV3q7+n24XZ0DHeY2icREVmHyWkiIiJakPreekyEJ6bbAgKVBZWzvMIAetIoYzWw/g5z+6QVTU+G1PXWxZVOcCS9DEVPM9DVaM9Y3GT0FnDpp2rMJRNgTE6TpTKL4v/9Nbm0x5acLcj0qaWWuHqaiGj5SJr7EiIiIjJKOCzxty80K7FfurcYq9L9No1o4fTyBiU5JXH1eQ0Xd0jZ44CHc+xknqr8KggIyMkyD8FwEPU99agprLF5ZHNYuwvIXBupNz2l/lCk5IfBDp+9gdbOW2i6HllFufbGLdxRkmpoH80dgzh89uZ0Oy/Dj1+8p9jQPgBEDnULjUfbHh9Qts/4fgzWOdKJm8M3lRiT02S6ioPAtTej7cZngfBfm3Z4qEd4UFlQiVdvvDodq+2qxb5i53+PThkPhvHNVy4rsQ/ctRFZKT6bRkRE5BxMTs+DEGIjgE8AOABgI4AxAC0AvgvgH6SUIwb18xiAXwVwJ4ACAF0A3gTwVSnlj+d5jyQAvwzgaQAVADIAXAfwPIC/k1LWzfLabwH4pQUO+0NSym9p93kAwE/m+frPSSn/aIF9EhG5lgTiktPvqVnrruS01av0BtuBa2+pMZesaCT3yvBnoCSnBC39LdOx2q5a5yenPZ7Itvu3vhaNNRwG9vy24V195602nGzuBhBJSFVc6ccdJasN7aO5c0h5ZpYWZpiTnNbLn2zeA6Q4v26z/jzO8EXet0SmKj8IHP9stD3cFfl3euPdpnVZXVAdl5x2k2A4jC8cVcuTPV65hslpIiKwrMechBAHAJwF8FsAygGkAcgFcAeALwI4JYTYssQ+hBDinwAcBfAzANYB8E/++jMAjgoh/kmI2U99EkLkAXgZwD8CeDeAfAApAEoAfHRyrB9eylgT4D5RIqIVxvLkdMMRtZ2cFUkcEZnMtYdwVWiTNzdOAwPX7BmLGwTHgObjakz/b+hQ+k6WyvxKeAR/xCOT5ZUABRVqTN/hZLC4Uks9dRiP3e1ARESuxU8usxBCVCOyOjobwBCAPwBwL4CHAEwtR9kG4IgQImMJXf0JIiumAeA0gA8gsnr6A5NtTP7552cZqxfADwDcNRn6AYD9k+1PAOgEkAzgq0KIR2e4zR8AqJzjaw+A8OT1zVLK1+b4u314jvv9wxyvJyIiB2kfbkfHiHoIkfnJae0H3q2PAEnuWWlO7hWXnO6shZTSptEswKb7gJQcNaZP8lDU5RORQ92mCWDbAduGsxBxk4WFLOlBFtEncOoPAyY+H/WzLSbCE6jvrTetPyIisg7LeszubxBZKR0EsE9LxL4ohGgG8JeIrKj+FIA/XmgHQohSAJ+ebL4NYI+UMjDZfksI8QyAlwDcDuB3hRDflFJeTHCrDyKSOAYipUY+HvNnbwohjgJ4B0AWgK8IIbZLKYOxN5BSXkekBMhs4/01RCc1/mUef8XLUsrz87iOiGjFeLyySGmn+93zz/GZrjNKO9OfieLsYvM6DPRHEkexWNKDLKIn+joDnegY6UBRetEMr3AIrw/Yth+o/Y9orP4QcNdHDe2men0OBCS6u7oAAOtzja03DQCrs1KUZ2ZRlvF9xB3mtuFOINPY8iRmGA+N40LPBSVWU+DwsjO0fJQfAE58Mdruuwx01gGrd5jSXZY/CyXZJbg4EP1RuLaz1jU11j1CYO+2AiWW4jOnRjcRkdu456dhiwkh7gDwwGTz6zOsEP4ygA8hUtv5k0KIL0gpJxbY1W8i+v/hN2IS0wAAKeWIEOI3ALw2ed0nAfxGgvv8zuSvfTG/j71PixDiCwC+AGArgCcBfH+BYwWAX5y6JYBvL+L1REQrmtcj8A9P32b3MBZN30JeVVBl7hby5uNAOGYu1euPrJwmskBxVjGy/Fm4NX5rOnam6wweS3/MxlHNU/lBNTl95RVguAdIzzOsi99+dBsCgQCOHTsGAHi4vGCOVyzcbZtycdsmE5+Z4VDkMLdY5e5YNV3fW4+JsPqjh766lMg0a2qA7A3AQFs01nDEtOQ0EJkwVJLTbim1hEgi+psfutPuYRARORLLeszsqZjffzPRBVLKMKKrh3MRTWbPy2QN6Scnmw1Sytdn6Od1RGs7P6XXnhZCbAWwfbL5nVkOaPxWzO9/diFjjeln6pSLl6SUVxZ6DyIicrezXWeVtuUlPbY8ACRnmtsn0SSP8KCqoEqJ6RM0jlXyIJAUs8pYhoGmo/aNx6na3owc5hbLJbsz9PdiSXYJsvxZNo2GVhwh4idy9F0IBtN3BrgpOU1ERDNjcnpm7578dRiRchgzeSnm9+9aYB+bETn0UL/PbP2sB1Cs/dm7E1wXR0rZDqBpsrnQsQLRVdPA/Ep6EBHRMjIWGkNdb50SMzU5PTEKtDyvxlySNKLlQ3+P6xM0juVPA0ofUmP15h5Y5kr6BFjh9shhby7AetNkOz053X4W6L9qWnf687hjpAPtw+2m9UdERNZgWY+ZTR0/3KLXZtY0JHjNQvvQ7zOffi4v4T5lADYIIdKllMNzjhLTq7x/YbI5AuB783kdgD8TQmwEUIhIor8VwE8B/B8pZdMsr5trPOvnuGS6OOHY2BgCgcBs1xLN2+joaMLfExnB6e+vs91nEYwpsSEgsDVjq2nPWM/F40geH5puSwiMbtoL8Jm+YE5/bzlZRbb68a6utw79Q/1I9ibbNKL585Y8Cn9M8lVefBGjA92AP92wPlz93pISyfWHlNU6E6WPIuiSZ8yZTvUMgIrsimX1mdfV762VonAXUlJyIUb7pkPj536E0O0fMaW71f7VyPRlYnAieoDpW9ffwsMbHl7QffjeIjPx/UVmseu9ZcVnCyanExBCpADIn2xem+1aKWWfEGIYQDqADQvsKvb6WfsBEFPMK66fxdxHILIKu3GWa2PtQXTF9g+llIOzXBvrnpjf5wComfz6hBDi8wA+Jxd37H3b3JdEvPHGG7h4MdEZkkRLc+LEibkvIlokJ76/Xh59WWkXegrx6k9eNa2/mqtfx6aYdm/6Vrz8ymnT+lspnPjecrJROQoBAYnIx5VgOIhvP/dtbEzaaPPI5uYLJuExeOFBCAAgQmM496O/wc2cO0zpz23vrazAVeztV6vUvdKTi4HJGtpONhAeQGegU4kNNg7iWIvzx74YbntvrSS70nZgY8zng1tv/Bte6d00yyuWpkgWYRDRH0UPnzqMcH140ffje4vMxPcXmcXK91Z3d7fpfbCsR2KxxSyHZrwqamr1cYaJ/cSucNb7Meo+s4kt6fHP87j+JoC/B/ABAHcBuA3AzwD4BoAJRN57fwjgTxcwBiIislFbSJ0X3JC00DnZBZBhFA2cUkI3c9x7kCS5V4pIQaGnUIldDZq3bd1IE0np6M4sV2Jr+merVrey6P8tRvz5GEg1L6lmpLag+jxOESnI9+TPcDWReW5mq/825w01wh+c7zqmhdM/e+jfC0RE5D5cOZ1YSszvx+dx/djkr6mzXrW0fsZifq/3Y9R9EppcSf5zk83rAF6Y4yVvAdgkpZzQ4qcA/EgI8U8AjgHIBvB7QojvSinP6DeZw1wZkaLJceCuu+5CSYk7ageS842Ojk7PUu7ZswcpKSlzvIJIFZYS33xVTWz97K61yE3zOfr9JaXE3x7+28j04qT91fuxb/M+U/rztL2O5DPqD7elBz+Jkhx3JI6cxsnvLTd45+138MNLP5xuj+ePY9+95rz3jebNvwYc/8x0e/3IBeQ/tBfw+pZ87xcbu9DWM4SWlhYAwM/dvxvVm/KWfN9Yl7uH8WJjdMVOTpoP79211pB7J3/zL5S2v/JnsO/hRw25t9nOnz4PNEfbNatr8Niex+wbkAn43HKJiXdDfuWrEBORbd8CEg+tH0eoypxnZHZ7Nl488eJ0u12244GHHoDf65/3Pex4b02EwvjuOzeU2JPVRchIZkpmueGzi8xi13vr2rW5CjQsHZ+EicUWb5nPv3JTRQcXWohlIf3EFjbU+9HvM1vxmdnuM5OnAEwd/f2vUspZ903NVcdaSvmmEOLjAP4VkfIiHwewoMJkUspZvzsiJbIjkpOTkZq60HkDormlpKTwvUULFgpLfOl5tdTQY1XrsVZ7Lznt/XVz6Ca6Al1K7PZ1t5s3xkvH1fbqnUhZU574WloQp7233GD3mt1Kcvp8z3mkpKQonzcca+dTSnJajA0gteMdoGTvkm/9n+/cxMnmbgBeAEDJ1mHcXT7XsSAL09rfrzwzSwsz8Av3GrDooK8V6LyghJIqn0KSS7436vrUw2l3F+1e1t/XfG45WGoqUPKQcrio/9Jx4K4Pm9Ld7etuV0otTYQncHnkMmoKaxZ1P6veW3I8iD85qh659GjlOhTwfb2s8dlFZrHyvWVFPyzrkVjsUq35lL6YOlVmPiVAFttP7Mk1ej9G3WcmsSU9/mWer5nLdwAMTP7+foPuSUREJqntqlXaWf4sFGcVm9OZlMoPuQCA8gPm9EU0D9UF1Uq7M9CJ9uF2m0azQNnrgLW71VjDEXvG4iT6f4O0PGDjPYmvdZix0BjqetXktP4eJbJUxRNq++KLwPis65UWLcOfgZIcdYJK/4xCRETuwuR0AlLKUQBT+wdnXf4hhMhFNOG70IJXsat/51pmElvGQu9nMfeRmPvwRAghVgOY2pP1jpSybrbr50tKGQQwNXW8zoh7EhGRefQf/KoKquARJn2M6DgPaIeUofygOX0RzUNxVjGyk7OVmKuSIfrkTsMRILz4A8SWhXptAmzbfsDjtWcsC1TfU49gODjdFhCoyq+ycUS04m3dB4iY75/gKNDyvGnd6ZMxrnoeExFRHCanZ1Y/+WupEGK28iexe4zrZ7wqsdhE71x7lWfrZzH3aZur/MakpzG1V3N+ByEuhAv2whIRGW/vtgLlK83v/ISI/oOfqav09KRRzkagqNK8/ojmIER88s9VyRB9VePgDeDm6SXftrwoE3dsykFplkRplkRRlvG1Dwsyk5Xn5Z2bVy39pkNdwNXX1Fj5E4mvdSD9vVeSU4IM/0LPZScyUNoqoPhdaszEHRpxyenOWkgpTevPCB4hcNfmVcpXso/pGCIigDWnZ/MygHcjsir6NgBvzHBdbEmKVxbYx2UANwCsxdylLfZM/nodQKv2Zy9r4/nPRDcQQhQBKJtsznesUyU9JgD8xzxfM6fJhP/UWG7Mdi0R0XLi9Qh880N32j2MBRkLjaG+V50XNTU5rf9AW34QcENtX1rWqguqcfL6yem2q5LT+WVAXinQ0xKN1R8G1t22pNv+wYHtCAQCOHbsGABg347CJd0vkTuKVxn/zGx8FkBMIsuXDmx5wNg+TGTpZCHRfFU8AVx+Kdpu+jEQmjDk8FVddWHiUktrMtYY3pdRUnxefOej7igdRERkNU7VzexHMb//UKILhBAeRJO3/QB+spAOZGR6978mm+VCiLtn6OduRFc8/5fUpoWllE2IrqZ+nxAibYYu/7+Y3/9whmti+60EMPUv/7NSyu7Zrl+g/4boIYsvzXYhERHZq66nLm4LeWW+SSuZ+1qBjnNqjCU9yAH0ZEh9bz3GQmM2jWaBhIj/PlrJdaf1mvZbHwZ81px4v1RSStR2MjlNDrTtcbU9OgC0vpz42iUqzipGlj9LiblqwpCIiBRMTs9ASvkmgKnlMb8shEg0zflbAComf/+3UsqJ2D8UQjwghJCTX9+aoau/ATD1E/9XhBDKMZiT7a9MNoOT1yfypclfVwH4S/0PhRAlAH5/snkR80hOA/ilmN/P6yBEIUSuEOKBOa65E9G/kwTwj/O5NxER2UNPhJTmlpq3hTzhIWUJ526JLFWZX6nUWQ+Gg6jrMeQoDmvoyenuRqC72Z6x2GlsELj0UzXmopIe7cPt6Ax0KjF94oTIFgkPXz2c+Nol8ggPqgpcXGqJiIgUTE7P7n8CCCBS/uSYEOL3hRB3CyH2CiH+CdEkcBOALy+mg8lVz1OJ5dsBvCKEeL8Q4nYhxPsRKb9x++Sff1FKOdNPEf+MaKmOjwshvieEeFQIcacQ4tcBvIrISuUwgN+YPJBwRkIIL4D/PtnsBTDfTxbZAH4ihKgVQnxOCPEeIcQdQojdQoinhBBfR6QMSc7k9V+SUr49z3sTEZEN9B/4agpqzOvMxYeU0fKW7ktHaU6pEtMnbhxt3W1ARpEaMylx5GjNx4HQeLTt8QFl+2a+3mHOdJ1R2tnJ2SjOKrZnMEQ6Cw9f5aGIRETLB2tOz0JKeXoyQfyviCR2/yzBZU0ADkgpB5fQ1R8AKATwYQC7kLhm9NcB/P+zjDUkhHgKwLMA7gDw3smvWOMAfl1KeXQeY3oEwFTRrv+UUo7PdnECVZNfMwkB+DyAP17gfYmIyEJSSuvqm7r8kDJa/qoLqtHU1zTddlUyxOMByh8H3v5GNFZ/GHjXb9o3JjvoCfnNe4CUbHvGsgj6e64qv0pZ0U9kq4ongBc/H20P3gRunAbWL62+fSL6Z5GpUt2xsJgAACAASURBVEvJ3mTD+yIiInPxk8wcpJSHEEmy/jUiiegRROpLvw3gdwHsklK2zHyHefURllL+MoADiNSgvoFIIvnGZPtxKeWvSClnnXaerAl9L4CPIbI6uQfAKIBLAL4GYLeU8mvzHNYHY34/r5Iek24A+HkAfzU5hssABhE5ULEbkdXdfwqgVEr5Ob1+NhEROcvN4ZvoCnQpMdOS001H4eZDymj5S7RSz1UfZfTSHtffBm7dtGcsdgiOAU3H1Ji+0tPhWG+aHG3q8NVYDYdM6aoyvxIC0cOSXVdqiYiIpnHl9DxIKa8A+NTk10Je91Mg5l/Mua9/FpGVz4s2Wa7j/0x+LeU+TwN4ehGvGwfwvckvIiLShMMS//rGFSX2ZPU6ZKcZf5q9EfRVejnJOdiUtcmczvSSHi46pIxWBj0R2BXows3hm1ibsdamES1Q8buB5GxgbCAaazwC3PEri7rdiaYuXOsZxPnOyMfdzZ1DqNqUOserFqa1exgnmqMTZNmpPjxZs25xN7t8AhiP3ewoXJWcHg2OoqG3QYmx3jQ5ytThq6/EHJPUcAR4+I8M7yrDn4HS3FI090WrXtZ21mJX4S7D+zLCRCiMH52+rsQer1yD9GSmZIiI+CQkIiKykATw2f+6oMTuLcl3TXK6qqAKQsx73nX+Eh5SdjDhpUR22ZS1CTnJOegf65+O1XbVuic5neSP1Fc+93+jsYbFJ6e/dvISTjZ3A4jUhd9wsRdVmwoMGGhU3c1byjOztDBj8cnpem0F5/o7gMyixNc6UF1PHYIxx8Z4hAeV+ZU2jogogYon1OR0dxPQ1QQUlBneVU1BjZqcdnCppYlQGL/zvbNK7O4teUxOExGBZT2IiIhoFpZtIW95HgiNRdueJGCrew4po5VBCIGqAvVIDScnQxLSVwpfPgEE+hNfu5yEQ0CjtkGxwl0TYPp7rTSnFOm+dJtGQzSDtbsTHL5qTmkP15daIiIiAExOExER0QwSbiE3Kzmtl/TYvAdIzTGnL6IliEuGdLosOV36MBB7YFg4CDQft288Vrn2FjCs1s932+4Myw6nJVoKjyd+EqzhiCldzVRqiYiI3IV7SIiIiCx21+ZVSjvV77VpJLOzbAt5cBxodvchZbRy6MmQht4GjAZHkZLkkvroyZmRg0abn4vGGg4BVT+/4Fttzk9H3/AYBgZuAQDyM/zGjDHGqnS/8sxcl7vImtZ6SY/C7UBeyRJGZi0pJc50nlFiTE6TY5UfAN7+erR9/R3g1g0gy9gSSG4qteQRAlXrs5WYP4lrBYmIACaniYiILOX1CHzno/fYPYx50Vfpbc3ZijRfmvEdtZ4Axm6psW1MTpMzVeZXwiM8CMswACAog6jrqcPu1bttHtkCVBxUk9PNzwMTows+gPSPn9yJQCCAY8cik0v7Ko2v33z3lrylPzOlBBq03RkumwC7PnQdPaM9SqymsMam0RDNIdHhqw1HgDs/Ymg3U6WWTlw7MR2r7arF/s37De3HCCk+L5759XfZPQwiIkfiVB0RERElZNkWcn2777rbgaw15vRFtERpvjRszdmqxFxXd7psP4CYg00nhuMPJF1OOi4Afa1qzOUlPXKTc7Exc6NNoyGaQ5IfKHtUjekTRAZxfaklIiJicpqIiIjiSSnjk9OFJiSnw2Ggwd2HlNHKoydD9HILjpdRAGy8W42ZlDhyBP3vlr0RWOOukhj6e6yqoApCiBmuJnIAfXdC68tAoM/wbmYqtURERO7B5DQRERHFuTF8A92BbiVmysrp628DQ+1qrPwJ4/shMpBeTuFM1xlIKW0azSLpK4cbjwLhkD1jMZt+4Gr5AcBliV19spAlPcjxEh2+2nRs5usXaarU0pSpUktEROQeTE4TERFRHH2VXk5yjjlbyPUVjfnbgPxS4/shMpCeGOwd7UXbYJtNo1kkfVXjSDfQ9oY9YzFT72Wg45wac9nujOGJYTT2NSqxmgImp8nhkjOAkr1qrOFQ4muXIFGppTNdLtvNQkS0wjE5TURERHFOd55W2jUFNcZvIZcyfkWjy5JGtDKtz1iP/NR8JaZ/zzjeqs3A6p1qTK//vhzoE2Bp+cBGdxxKO+Vc97npAzgBIEkkYWf+zlleQeQQ+g6NlheAiYDh3egThq57HhMRrXBJdg+AiIhoJQmHJb5/6poSe3RnEbJSfDaNKDFLtpB3NQK9F9WYvpqTyIGEEKgpqMHzV5+fjp3pOoMnS5+0cVSLUH4A6DgfbdcfAvb9ybxLXrxxqQc3eodQ2xO5fmvPCLavTzV0iG29I3j9Us90OzPFh8d2Fs3/BvoE2Lb9gMdr0OisoSfaKvIqkJKUYtNoiBZg235AeICpyZWJEeDiT4Dyxw3tpqawBt9p/M50u7azFlJKR9VlD4bCeO5ChxLbW16AND9TMkREfBISERFZSAL4ne+dVWK7NuY6Kjk9PDGMpr4mJWZKclrf3pu1Dli72/h+iExQU6glp912KCIQWdX40l9E2/1XgI4LQNH8VuX+75+04GRzN4BIsnd1cTe2r88zdIjnrg8oz8zSwoz5J6eHOuNLlVS4r6Z9bad2OK0Z9f+JzJA+uVPhyivRWMNh45PTWpmbvrE+XLl1BcXZxYb2sxTjoTA+/u+nlNjJT+9F2iqmZIiIWNaDiIiIFGe7zqpbyD1J2JG3w/iOlsEhZbRy6RM2F/sv4tb4LZtGs0hFlUC2VkteL4PhZg1HEJkSnOTPADbfb9twFiMUDsXtZNlVuMum0RAtQqLDV0NBQ7tYl7EOBakFSox1p4mI3IPJaSIiIlLoK0C35203fgt5fxtwU/vBkSU9yEUqVlXA7/FPtyUkznadneUVDiREfJ33ZZWc1v4uWx8BfO4qh3Fx4CKGJoaUmCk7WYjMov/bHugFrr5maBdCiLjvC1fuZiEiWqGYnCYiIrJY1fps5Ss5yVn/HCc6DNFw+sFrKTnApvuM74fIJH6vP+5QOlcewqUnjtrPAX2t83rpupxUlBSkoyhVoihVIifV+PJE2ak+5XlZtjpjfi8cHQAuvaTG9BWcLqAn2NZlrENhWqFNoyFahNxNkV0asUw4fFX/rOK057GAwNbCDOXL53XW5z8iIruwwBEREZGFvB6BZ379XXYPY0ahcAhnu7Wa2GZsIa/X6k1vexzwOqfuNtF8VBdW41RntIaoXhvYFTbcDaTlASPRQwfR8Cxwz8fmfOmfv7cKgUAAx44dAwDsq1lj+PDuK81f3DOz+TgQnoi2vX5g6z7jBmYRPTnNetPkSuVPRCa+pjQcBh77gqGlvPTPKpcGLmFgbADZydmG9bEUqX4vjn/KXWWFiIiswqk6IiIimtbS34LhiWElZvgW8uFu4OqrakwvLUDkArsK1GTI2e6zCIaNraVqOm8SULZfjS2H0h76BNjm+4GULHvGsgR63VzWmyZX0ndoDLQBN42dzCtfVY5kb7IS0+u1ExGRMzE5TURERNP0bbDrM9YjPzXf2E4anwViDlyELw0oedDYPogsUF2ormINBANo6muyaTRLoE8OXX0tMonkVhOjQMvzasyFE2DdgW60DbYpMdabJldavQPILVZjBpf28Hl9y6PUEhHRCsTkNBEREU2zZJWevqJx6yOAL9X4fohMtiplFYqzipWYK5MhWx4AfOnRtgwDjUftGs3SXfopMB57iKCIlA5yGb1MTFpSGrbmbLVpNERLIER8zXcTdmjon1l4KCIRkTswOU1ERETT9B/kDF+lN3orkjiKVf6EsX0QWUivAezKutO+VKD0ITVmwoFlltEnwDbeA2S47xBBfaKjqqAKXo/XptEQLZGenO6sA3ouGtqFfiji+e7zmIitPU9ERI7E5DQREREBADpHOnF96LoSMzw53XwMCI1H2x4fUOa+Q8qIpujfI6e7XLhyGohPHF18ERgbSnytk4WCkdJBsVxY0gOI38nCkh7kahvuBNIL1JjBk2D6ZOFoaBSNvY2G9kFERMZLsnsAREREK4mUEs+ea1die8rykZnis2lEUfqq6QxfBkqyS4ztRF/RuOUBICXb2D6ILKRvI28fbkf7cDuK0otsGtEile0DPEnA1IGOoTHg4gvA9idnfMnpq31o7xvChT4BAKjoC6As1dgSPTcHAjh1pX+6nZ7sxQPbZlkFffU1INCrxvTEuwuMhcZQ11OnxPQDOIlcxeMFtu0HTv1LNNZwGLjvE4Z1kZOSg83Zm3F54PJ07HTn6bha1HYIhsI40dylxO7Zko9UP3dDEBExOU1ERGShsAQ+/u+nlNjzn7rfEclpfQt5dUG1sVvIJ0aB5uNqzKUrGommbM7ejEx/JgbHB6djZzrP4LHNj9k4qkVIzQWK36WW3ak/PGty+q+ON+FkczeAyHMid2MXytauMnRYp6/2K8/MkoL02ZPTeh3bokogd5OhY7JCXU+dUo5AQKCyoNLGEREZoPwJNTnd9iYw2AFkrjasi12Fu+KS0x/c/kHD7r9Y46EwPvytt5XYyU/vxYZVaTaNiIjIOVjWg4iIiAAAtV1qrdzqwuoZrlykSz8BJoZjAgLYdsDYPogs5hGeuDqnejkG19BXGDc9BwTHE1/rRFLGlwlwaU17fSfL1tytyPRn2jQaIoNs3gP4M2ICMr4MzxLpz+PazlpIKQ3tg4iIjMXkNBERESEQDKC+p16J6eUKlqxeW9G46V4goyDxtUQuEld3utOtdae1yaKxAaD1pD1jWYybZ4CBNjXm0t0Z+ntIT7gRuZIvBdj6iBozuO60/jzuDHTixvANQ/sgIiJjsawHERGRxbYWZihtv9f+ueIL3RcQlMHptkd4UJVfZVwHoSDQqK9odGfSiEinT+Q09jZiZGIEaT6XbdfOWgusux24HrP1vP4QUPpQwsvzM5KxNjsFo6MBAEBGsvE/WmQkJynPzI2zbYHXJ8ByNwOF2w0fk9mklHE7WXgYIi0b5QeBCz+Mti+/BIzeAlKyDLl9cVYxcpJz0D8WrVV/pvMM1mWsM+T+iyUgsC5Hrcmf5BU2jYaIyFmYnCYiIrKQ1yNw/FP32z2MOHoZgm2524xNrF15BQj0qTGXrmgk0u3I2wGv8CIkQwCAkAzhQs8F3FF0h80jW4SKg2pyuuEIcODLkcPMNH/9/hoEAgEcO3YMALBv91rDh7OnrGD+z0y93nTFQUC4L/lzdfAqekfVQx2ZnKZlY+sjgMcHTNVUD40DzceAyp8z5PZCCNQU1OCn1346HTvdeRoHtthbRizV78Urv/egrWMgInIq+5dqERERke3itpAbnQjRk0ZrqoGcjcb2QWSTNF8ayleVKzH3lvbQajQPdwLX3rJnLAvR3Qx0NaixZVJvOj81H+sz1ts0GiKDpWQDW7QJJ5NLe+jfU0RE5CxMThMREa1wYRmO30JuZH3TcDh+u32FO5NGRDNZNsmQ/FKgoEKN1R+yZywLoY8xYzWw3oUr1xG/k6WmoAbChSvAiWak17dvPg4Exwy7vf48bu5vxtD4kGH3JyIiYzE5TUREtMK1DrRiYGxAiRl6GOKNU8CgdhhRxXuMuz+RA+gTOme6ziAswzaNZon0yaP6Q4CU9oxlvvTdGeUHAI87f9TRJzZY0oOWnW0HAMRMuIwPApdPGHb7HXk7kOSJVjANyzDOdp817P5ERGQsd35iIyIiIsPo5QdWp63Gmow1xnWgr2jM2woUbDPu/kQOoCcQB8cHcXngsk2jWSK9Hnz/FaD9nD1jmY9bN4Dr76gxlx64emv8Flr6W5QYk9O07GSuBjbcqcYM3KGRkpSC7XnqYaiu3c1CRLQCMDlNRES0wsVtITcyESJl/A+cLOlBy1BRehGK0ouUmGvrThdVxdeE11cmO4lerzY5Gyh+tz1jWaLaTrXEkt/jR8WqihmuJnIxvbRH47NAOGTY7eN2szA5TUTkWExOExERWUhKiRcbOpSv4bGgrWPSf2AztKRHVwPQe1GNMTlNy9SuAvV7x7XJaSHiS+8kWNVYd+MW3mztQ/OAQPOAwM2BUcOH0nlrVHlevn6pJ/4ifWxljwJJfsPHYgX9PbMjfwf8Xnf+XYhmpe9uGO4C2t407Pb6Z5mz3WcRMjD5vVChsMRrF3uUr9EJ+8ZDROQkSXNfQkREREYJS+DD33pbiT3/qftRWphhy3j6RvvQeqtViRl6GKKeNMpaD6w1MPlN5CA1hTU42np0un2q45SNo1mi8oPAa/872u6sA3ouAnkl06EvHK3HyeZuAF4AQPr6TvxaUa6hw3j7Sh8+9m/R/44lBel44bceiF4w0gu0vqy+SC9L4iKnOtX3jKGThUROklcCFG6PPFum1B8CNt1jyO31XWDDE8No6W/BtlX2lBUbC4bwga+9rsROfnovNqxKs2U8REROwpXTREREK5i+ajo1KRVlq8qM66D+GbVdcTCyKpNoGbpt9W1K+9rQNXSOdNo0miXacCeQXqjGDKwJa5im5wAZs/owKQUofdi+8SzBeGgc57vPKzH9PUW0rJh4+Gp+aj7WZ6xXYvrkDxEROQOT00RERCuY/oNaZX4lfB6fMTfva40/RI0lPWgZK80pRYZP3QXh2tIeHi9Q/rgac2JyWq+FXfIg4E+3ZyxLVNdTh7HQ2HRbQKC6oNrGERGZTP9MMHAVuFmb+NpF0HcenO5w6fOYiGiZY3KaiIjIYutyUpUvn9e+lcR62YHdq3cbd/N6LWmUlgdsNGa7LpETeT3euK3kri7toSeOrr8N3Lox3cxMSUJumg/pSRLpSRIpPq/hQ0j1eZXn5eqslOgfjg8DLS+oL9Dr2LqIPllYmluK7ORsm0ZDZIHVO4HczWpM33G1BPpnmnc634E0aGX2YqxK9ytfHg93khERAaw5TUREZCmvR+CV33vQ7mEAAALBAOp66pSYofVN9RWN2x6PrMYkWsZ2F+7Gy9ejNZBdu3IaAIr3AMnZwNhANNZwBLjzIwCAf3j6NgQCARw7dgwAsO/2dYYPYW954czPzJYXgGAg2hZeYNt+w8dgFX1V5+5CAycLiZxIiMgk2Kt/F43VHwIe+qwht9e/hzpHOnFj+AZWeVcZcv+FSPMn4dT/esTyfomI3IArp4mIiFaoc13nEJTB6bZXeI07DHGwA7iqHvyDivcYc28iB9NX6jX2NWJofMim0SxRkh8oe1SNGbiqccn0CbBN9wJp1iedjBCW4biV00xO04qgfzbobgK6Gg259ebszchJzlFirt7NQkS0TDE5TUREtELpiZDyVeVI8xl0anzjEQAxW2f9mcCW+425N5GD7czfqdRtD8swaruMq6FqOb20R+srwEivPWOJFZoAmn6sxlw8AXap/xJujd9SYoaWWSJyqnW3AZlr1ZhBk2BCiLgdYTwUkYjIeZicJiIiWqH01UOGlvTQ602X7QOSko27P5FDJXuTsSNvhxJzdTKk9CEgKabOswwBjUftG8+U1pPA6IAaKz9gz1gMoL9H1qSvQVF6kU2jIbKQxwNUaLXi64zboXHb6tuUNldOExE5D5PTREREK1AwHIxbzan/ALdogX7g8ktqTF99SbSM6SteXZ0M8acDpQ+rMb2chh30CbC1u4Fs42teWyWupAdXTdNKon9GaD8L9LUacmu9PM6lgUvoH+s35N5ERGQMJqeJiIhWoMa+RowER5RYTaFB9aabngPC0VrW8CYDpTwEiFYOPRlyrvscJkITNo3GAOXaqsaWF4CxQXvGAgDhcORgxlj6ykuX0ScwWG+aVpSN9wJpeWpMn4BapPK8cqQmpSqx2m4Xl1oiIlqGkuweABER0UoipcTrl9R6rTUbcpDq91o6Dj0RUpxVjPzUfGNu3nBIbZc8CCRnGHNvIhfQJ3rGQmO40HPBuAkgq217DPAkRSedQmNA8zFcXP0oegaGcWXyvMeuoTFsTE2d+T6L0DM0hqaO6IGSqX4vamQDMNSuXlju3t0ZN4du4ubwTSXG5DStKN4kYNvjwOlvR2P1zwD3/vqSb+3z+FCVX4U32t+Yjp3pOoMKVCz53gsRCkucv66WIipfk4nkJGs//xERORGT00RERBYKS+ADX3tdiT3/qftRWmht8vZ052mlbdgW8vERoPl5NebyFY1EC5WdnI3SnFK09LdMx053nnZvcjo1F9i8B7j4YjRW9wz+6I31ONncjakfKXxrOvBrD+YY2vUbl3vxsX+LTqaVFKTjhR3H1IsKKoCCMkP7tZJe0iPLn4UtOVtsGg2RTSreoyan294ABtuBzKXXXt+1epeSnK7trrU8OT0WDOHJv39FiZ389F5sWGXQQdRERC7Gsh5EREQrjJQS73S8o8QMOwzx4otAMBBtCy9Qtt+YexO5SNwhXG4+FBGIJI5iNR+HPzxq/TikjKyojLX9PYmvdYm4ycLC3fAI/phGK8yW+4HkLDVmUH17fSdCfV89xuW4IfcmIqKl46ceIiKiFebKrSvoHVVLi9xWaNBhiPVaSY/i+4D0vMTXEi1j+oTP6c7TCMuwTaMxQPlBIDZhOjGMytG3LR/GtnALMNCmBvXEucvoExe7Vhs0WUjkJknJQNmjakz/TLFI1QXV8Ipo+YyQDKEt2DbLK4iIyEpMThMREVlsVbpf+fJ6hKX966v0ClILsD5z/dJvHJoAmo6qMRfXgSVaCn2l3sDYAC4PXLZpNAbIKAA23aeE7hp9Bak+D/weCb9HIsmEZ5nP61Gelw/jDfWCVVuA1TsM79cqA2MDaOlrUWKsN00rVoX2meHySWCkN/G1C5DmS0P5qnIldiV0Zcn3XahUn1f5EtZ+/CMicizWnCYiIrKQ1yNw6n89YusYEpX0EEb8hNR6EhhVD/tB+YGl35fIhdZkrMGa9DXKQXfvdLyDkpwSG0e1RBXviXyfT7on+BZOffobOPbiSwCAfXdtMLzLR7avxiPbJ5+ZUgJf+TQwEnPB9ifh5gxPbVctJOR0O9mbjO15220cEZGNSh8GklKj5cFkCGg8Cux6esm33r16Ny70XJhuXwlam5xO8yeh/vOPWdonEZFbcOU0ERHRCqNvITfsMER9++2624Hsdcbcm8iFEpX2cDV9VePYLXiunEx8rRk6zgO9l7Qxubukhz5ZuDN/J/xev02jIbKZPx0ofUiNGVTaQ9+R0BZsQ0iGDLk3EREtDZPTREREK0jXSBfaBtU6i/rBbYsSDgMNR9RYxcGl35fIxfTvLdcnp7PWABvuUkLeRmMOLJuXOu0gxOyNwFp312dOdBgi0YqmTzhdfBEYG1zybfXJwnGMoz3UvuT7EhHR0jE5TUREtILoq6YzfBnYmrN16Te+9iYw1KHGWG+aVjg9GXJ96Drah12eDNESR97m5yBk0Jq+67XkdMUTri7pMRYaw/nu80rMsJ0sRG5V9ijg8UXboTGg6bkl3zYvNQ/FWcVKrDXYuuT7EhHR0jE5TUREtILoq/SqC6vh9XhnuHoBLvxIbRduB/JLl35fIhcrySlBlj9Libl+9bRW2kOM9iF/sMH8frsagS6tn+1Pmt+vic53n8dEeGK67REe1BTU2DgiIgdIzQG23K/G6v7LkFvrkz92HIpIRETxmJyeByHERiHEl4QQ9UKIYSFErxDiTSHEbwsh0gzs5zEhxA+EENeEEGOTv/5ACDHvkxOEEElCiI8KIU4IIbqEEAEhRIsQ4h+FEHOeriKEaBVCyHl8tc5zPPcIIb49ed9RIcRNIcSPhRD/bb5/JyIiMs6pDnXl9G2FBpX00Fc0ujxpRGQEj/DErZ7Wawy7Tu6muFIaawbeNr9fvaRH5hpg/R3m92sifaKiLLcMGf4Mm0bz/9i77/g4rzrf45+jbkmWLNmW5SL3XhNbtuPEcUlCnEJJ6GQXFhYInV3gLu2ynQtc2IXdG9iFBXZhIQRCkiVAmtNtx92OW9y7LVu2ZdmyZNWZOfePGUnzPJoZTdVopO/79ZqX5vx0nnOOrNHjZ86c53dE+hH3NcSR56H9esLNutPmnPKcwlobpraIiPQVTU73whhzL7AH+AIwEygEyoDFwHeAncaYyQn2YYwxPwKeAe4HxgJ5ga/3A88YY35kTOT7Fo0xw4ENwA+BW4ERQAEwBfhYYKx/nshYY2GM+ZvAeP4UmADkA5XAGuARY8zvjTEFfTUeEZH+wFrL7jNXHY/Wjr7ZkKepvYlDVw45Yu6Js7jU7IBrNc7Y7PsSb1dkABhwmyJCj9Qeo65sp/a6jyvNHWEOiN/V5nZ2n7lKy+4nnN+Y+WbIyuy3Mu4PKpJyPhYZCGa+GUzQXV2eFjiyNuFm3ZPT1+11TjeeTrjdaPh8lsMXGh2Pdo+vT/oWEenvctI9gP7MGLMAeBT/hHQT8E3gZWAI8F7go8AM4CljzGJrbVOcXX0deDDw/HXg28Ax/JPKXwRuDHz/EvC1MGPNBp4AOnepeQL4MVAfiH0NqAD+wxhTY63tLXHXk+H6CmiPdLAx5iPA3weKx4BvAHuBMcBfAKuBtwA/wT95LSIyKPgsvO0HrzliL3x+JVMrUr9abvel3fhs9xuh3Kxc5o2cl3jD+10pPUbMgIqZibcrMgC4N0U8cuUI19qv9Uj3kVFmvw1e/PuuYqH3Gi/uPYavcjafuC25P9fGY5f51q+eYV3+ftcY3hr6gAzh9XnZfXG3I6Z80yIBheUwaQUcf7k7tv9JmHN/Qs2OGzqOkUNGcqnlUldsV90uZo5K/TVLq8fLnd9b54it/+JqqsqTdiO2iEjGyuzlBqn3L/gnpj3Andbab1hrN1lrX7LWPoh/4hj8K6o/H08HxpipQe1sB26x1v7aWrvNWvtrYHkgDvAlY8yUME29H1gReP5v1tp3WGuftdZutdY+BNwCXAOygYeMMb19MHHVWrsvwuNwhJ9pGP5V5QCngZustf8Z+JmeBN4E/CHw/T8xxqwI1Y6IiCSXe5Xe3BFzyc/OT6xRa3vmglRKD5Eus4fPJi8rr6tssey6uCuNI0qC4VOgmi83bgAAIABJREFUYo4jdHf21pR1d3eWq+3CETD+5pT11xeOXj1KY0ejI+Ze1SkyqLmvJQ6vhfbmhJo0xvT4EGhXXYafj0VEBgBNTodhjFkMrAoUf2qt3RSi2j8DBwLP/9IYkxuiTm8+R/cK9s9Ya1uCv2mtbQY+EyjmAH8Zpp2/Cny9EvQ8uJ2j+Fd+A0wDUjlz8FFgWOD5l6y1da6xeIFPAp33sfcYr4iIJN/Oi85800m5hfzcTmg444zNUUoPkU552Xk97lBw537PSK6JozXZ28Cm5hb1HhPfM++F7My+AdR9Ph5XPI6Kwoo0jUakH5r1FjBB0xUd1+HoCwk367722XVJk9MiIummyenwgt9Z/1eoCtZaH/DfgWIZ3ZPZUQnkkO68sj9ord0cpp/NQGeS0PvcuaeNMdOAzs0OfxOY0A7lZ0HP3x7LWGPU+W93DX96kR6stWeBzquLNxljtPuLiAwaQ3KzHY/IOwokR7u3nX11+xwxd7qBuLzhSukxfCpU9Lr/rsig4l4Rm/GbIkKPtBpjTD0VjfvDVI5fYct5bsg6FrHvTLS91rmJpFJ6iLgUjYCJy50x951acXBf+9Rcr+Fi88WE2xURkfhl9pKD1Lo18PU6EOkdxKtBz5cDz8fQxyT8mx662wnXzwxgHDAROBH0vVtd9UKy1tYaYw4D0wNjTTpjTB6wJFDcZK2NlJv6VfybI+bj32Dy5Qh1RUQGhOwsw4F/vKvP+91/eT9t3raussGwYOSCxBoNl9KjL2bbRTJI9ahqfrz3x13lfXX7aO5opjA3g3ONjpwJw6fB5SNdobfmbQPekdRuVnldazcKSmFiZmeEs9ay/YJzcrp6VHWaRiPSj81+G5wIytN8+FnoaIXcgribnDZsGkW5RVzvuN4V23lxJ3dNTO21WWFeDie/dW9K+xARyVSanA5vVuDrUWutJ0K9gyGOibUPdzvR9HPCVY6lnelAlTGmyFp7PUy9FcaYPfg3ZTTABWAr8AjwpLXWhjluGt2vq1h/pqgnp40x43qpUtn5pK2tjZaWlkh1RaLW2toa8rlIMqTy9bX5rHOCZ0rpFPJ8eQmdH03tHgqunnLEWqfcjdU5t9/RuSu9ZgydQbbJxmv9Gc081sO2mm0sGbWklyP7t5zp95K76V+6ylkHfk/Liq9Adl6Eo2JgLfl7fuO41dMzdQ0dHV7oyNzzzIlrJ6hvrXfE5g6bq+tVF523hEl3UoDBEHjr2d5E24Fn8U1bk1Czc8vmsuXilq7y1pqtrBy1MqE2RTrp3CWpkq7XVl9cn2hyOgRjTAEwIlA8G6mutfaKMeY6UARUxdhVcP2I/QDBCT3d/cTTjsG/CvtQmHqTXOWJgce7gdeMMe+x1taEOC5ZP1NvzvRexW/Lli0cO3as94oiMVq3bl3vlUTilOzX19qmtY7yiJYRrF27Nkzt6Mw69yjTg8pNeRW8uKsGzLmE2pXU0rkrPcZkjeGMt/vy5bHNj3F1yNU0jihxpc3ljpx22Y01HH3kyxyvSM4KxDFXtrD4vDMf7PbmsVxI8NyVblvbnDm0S0wJb7z2BvtN8tOiDBQ6bw1etxTPYERT95qmiy//iJ0nErtDq6S1xFF+9firLKhL8G4ykRB07pJU6cvXVl1dXe+VEqSc06ENDXreFEX9ztXHseZNjqWf4BXO7n6S1Q5AO/B74NP4c2jfCKwGvkr3hPAtwPPGmNIQxydzLCIikgRe6+WUx7nCeWLOxMQatZYxV7c5QueHLVZKD5Ew3H9zJzwnQlfMIA1DJlBfOMURm1n7O/I6riXcdpavnTk1v3bErueN4OLQeWGOyBzu3/2knEkYnTtFQjo3bLGjXNnwOlm+joTanJTjXId10XeR675wNxSLiEiqaeV0aMFJrCLlTO7UmcRzSAr7aQt67u4nWe0ALLHWhlrG84ox5vvAY8Cd+NNw/C3w+RSOJZLeVlpXAtsAli5dypQpU3qpLhKd1tbWrk8pV6xYQUFB/DnvRNxS9frad3kf7S86T8kfvOODlBeUx92mufgGBbsuOGJVd32GcaNviLtNSR2du9Kv+Hwx69ev7yqfs+dYcdsKCnIy+3fRMb0YHu3OM53rbeZNOVvpuPPbCbWb89p3ye247Izd8y3eNOOehNpNN2st3/vD9yBobu3e+fdy55Q70zeofkrnLQGgcT72337Zldoj19fCndPy8E15U9xNNjU38V9//C86gv4QS+eWctu42xIerojOXZIq6XptnT3bW1KExGlyOrTg5C3RJM3LD3yNNRFLLP3kBz139+NuJ1LymUjtEGZiuvN7jcaYdwPHgOHAg8aYL7s2PUzWzxSRtTbiX0fw6pP8/HyGDIl17lukdwUFBXptScok8/W158oeR3nqsKmMLRsbpnaUjj7jLA8bT8Gkm7RyOgPo3JUeS8ctJctk4bM+ADp8HRxpOsKS0Zmdd5pJt3Cm7GaqrmzsCuXs+gU5Sz8Ko+fH12bDWdj8kDM28VbyF7wz488xJxtOcrnVOem+rGqZ/iZ7ofPWIDZkEoy/CU5v6grlH3kG5r41oWYn5EzgqOdoV3l3/W7unaYNCyW5dO6SVOnL11Zf9KO0HqE1Bj2PJt1EUeBrNClA4u2nKOi5u59ktdMra20D0HmPZRHg3lq8z8YiIpKJrLUcvtDoeLR5vCntc/uF7Y7yolGLEmvQWtj/O2ds9tsyftJIJJWK84qZXT7bEXP/bWaai42t1Fxt4bXh76bDBK9JsPDsV/znini88Hfg6V63YE0WJxf/NYcvNnGiLrNvvXf/zkcOGcmEkglpGo1Ihpj9Nmf50FPgieYG5/DcqZZSfT72+Sxn6psdD4/Xl9I+RUQyhVZOh2CtbTXG1OHfFHFcpLrGmDK6J1mj3qQvIHj1b8R+cKaxcPfjbidStvLOdiy9b1gYTvBuLe6ld8n6mUREBiSfhTu/59zA4oXPr2RqRWpS73t8HnZe2OmILa5cHKZ2lC4egMtHnbHZ9yXWpsggUF1Zzb7L+7rK22q3Rajd/33h0d2sP1IHVHAm+z7+KvfR7m+e2gD7n4Q5MZ4bTm+Gvb91hB7uWM3XflEHrGPKyCJe/MKqRIeeNu7fefWoauWbFunNrLfCs1/uLrc2wIl1MO2OuJucnDPZUT5y5QhXWq9QVlAWd5uRtHq83Prtlx2xDV9azbiywpT0JyKSSbRyOrwDga9TjTGRJvFnhjgmWsGTvDPD1uq9n3jaOWOtjXfpSaQr6MNA5xLARH4mERFJgoP1B2n2NDtiCa+cdq+aLhkHYxNsU2QQqB7lvOFsz6U9tHnbwtTOLD/x3sO1/NHO4Nq/ho4YMrf5fPDMlxyhjtyhfNfzriSMMP2stT1WZ1ZXum9CFJEeSsfCOFcKpP3/k1CTY7LHkEuuI+b+MF9ERPqGJqfD2xD4WgREese9Muj5azH2cQI4F6KdUFYEvtYAJ13f2xD0PGw7xphKYHqgGOtYgwXfk3ou+BuB/NNbA8VlxphIeac7x9oGZPZ9rSIi/ZR7ld7k0smMGDIisUb3P+ksK6WHSFRuHHUjJugz/nZfO3sv7U3jiJKnjTw2Tf6sM9hwGjZ9P/pGdj8C53c5QkdmfZp6SpIwwvQ723iWi80XHTH3BxYiEoY7tcfBp8DbEbpuFHJMDuNzxjti2y5k9t0sIiKZSpPT4QUvC/tQqArGmCzgA4HiVeDlUPXCsdZaoPMd/kxjzE1h+rmJ7lXGTwaOC27nMN0rj99tjAl3b9AHg57H9VGzMaYUeE+g2EzoSeXOf7sS4O1h2hkHdN6H9aK1tjFUPRERSUyPVXqJToRcPAiXDjpj7jeMIhJSSV4JM8udN5Zlet7pYMdH3AYTljuD678L186FPiBY6zV/rulgI6ZzasoDSRtfurl/1+UF5UwqnZSm0YhkmNmuDRBbrvhTeyRgUo7z72977cA5H4uIZBLlnA7DWrvVGLMeuBX4sDHm59baTa5qXwBmBZ7/q7XW8dGtMWYV3RPWP7fWfjBEV/8CfBT/7+IhY8wKa23X/Y/GmCFA53blnkD9UP4J+ClQDnwb+LRrLFOArwSKxwgxOW2MuQt4Nbh/1/eHAo8CwwOhn1prQ92L+hPgq0Ap8C1jzPPW2q5tyY0x2cC/AdlBYxcRGRSyswwnv9U3u8GnJN/0G084y0PHwLgE2xQZRKorqzlQ353NbHvtdliQxgEl4McfqOZ6cwsvvvgiAHctrYLZ34T/WAk2sNFXRzP89oPwln+FilmhG7pyEp7+Ilx3ripmzTe5e9p4Ti4YH/KwTKN80yIJGDben0KsZkd37I0nYOrtcTfp3hTx8JXDNLQ1UJpfGneb4QzJzWb/P6xxxApyssPUFhEZXLRyOrK/AFrwTxyvNcZ8xRhzkzFmtTHmR/gngcGfZ/mf4+kgsOq5c3K2GnjNGPMeY0y1MeY9+NNvdC5z+4619kiYpn5Od6qOTxljHjPGrDHGLDHGfBrYiH8lsw/4jLXWE6KNLwNnjTE/Nsb8mTFmuTHmBmPMKmPMV4A3gDsDdQ8BfxfmZ6oHOhMGTgC2GGM+FPiZ3go8D7wl8P1HrLUxrTgXEZHoHKo/RFNHkyOWUH5Ta2Gfa3J6zn2QpcsJkWi5717YfWk3HQncmp5OBbnZFOZlk58N+dmQm50Fo+fDwj9zVjyzBf79ZvjDX0BT0AR0y1V/XurvL4YjzzmPmbYmoc3O+iPlmxZJ0Jz7neUDfwBPe9zNjcseR352flfZ0jMvfLIYYyjMy3E8srL04ZSICGjldETW2tcDE8S/xD+x+40Q1Q4D9yaYluJ/AxXAnwM3Ar8OUeenwNcijNVrjLkPeBpYDLwj8AjWDnzaWvtMhLGUAx8JPMJZBzwQmIQON54fGWPGAH8NTAH+M0S1p/H/zCIikgLuN1gTSyYmlm/6wj647PqMdE7I7E0iEsaiUYswGCz+LG2t3lb2Xd7HjRU3pnlkSXTb1/wrGlsbumPWBzt+Bnsfg+V/Cfml8Mo3oSXE5WRWLqz5P3023L5Q01TD+evnHTHlmxaJ0Zz7YW3QW+LWBjj+MkxfE/6YCHJMDvOHz2fbxe67GrbXbuf28fGvxhYRkdhpqVMvrLV/AOYD38M/Ed2MP7/0dvyrg2+01h5NsA+ftfbDwL34c1Cfwz+RfC5Qvsda+xFrO++PDNtOHXAz8En8myReBlqB48CPgYXW2h9HaOJ/4V89/SRwEKjDn0rkWqD8c+AuYJW1tiaKn+tvgeXAr4AzgZ/pIv6V0w9Ya++11rb21o6IiMTHfQt5wik93KumS8fDOE2uiMSiNL+U6WXTHTH332rGKxoBD/wWiit7fq+9CV76OjzzV6EnpgtK4d3/DSOmpX6cfcj9Oy7LL2PKsClpGo1IhiodB1VLnTH3tUmMFo5c6CgPpH0AREQyhVZOR8Faewr4fOARy3GvAFHfq2OtfRr/auK4BdJ1/HvgEeux2wm9wWEi49mIP6WIiIj0Ia/P2yPfdEKr9KyFfY87Y3PuA+VLFYlZdWU1h64c6ipvr93Og/MfTOOIUmD8UvjMDtj4EGz8f/7c05Fk5cDij8LKL0Jhed+MsQ+5N1pbNGoRWUbrhERiNuft/lRBnQ4+BR2tkFsQV3MLKxb6k1cGHKo/lLK80yIiEpquiERERAagQ1cO0djhzDiVUH7Tczvh6ilnbK5SeojEw/1B0a5Lu+jwZWbe6Yjyi2H1V/yT1Df8KWHXbMx8M3xqK9z9rQE5MQ3KNy2SNLPfhuNc0t4IR5+Pu7k55XN65J12f7gvIiKppclpERGRPmSt5Ux9s+PR4Y2YtSku7lV6E0omUFFYEX+D7ttmyybB6Bvib09kEFs0apGj3OJpYf/l/WkaTfwaWjqov95OUwc0dUBLhzd0xZIxcN8P4GPrYNLK7viYG+GDT8N7H4bhoVNcNLd7HOfL2obMywh3vuk8NU3OjHjKNy0Sp5LRMOEWZyyB1B552XksGLnAEUtFag9rLZeb2hwPr88mvR8RkUyktB4iIiJ9yGfh1m+/7Ii98PmVTK0oTmo/2y4485smNBHi88Ebv3PG5r5dKT1E4lRWUMbUYVM5erV725Jttdt6TJD0d5/+1U7WH6mj8y3FtfIaPnHbjPAHjJ4PH3gS6o6Atw0q5kBW5LUyrxy6xCcf7l7FOGVkES9+YVUSRt933BNdpfmlTCsbWDm1RfrU3Pvh1Ibu8uFnof065BXF1Vx1ZTVba7d2lVOxD0BLh5dFX3/BEdvwpdWMKytMel8iIplGK6dFREQGGK/Py44LOxyxhDZDPLsNrp11xuYopYdIItwfGA2aTbiMgZHToXJerxPTA4X7d7uwYqHyTYskYtbbIPhvqKMZDj8Xd3Pu8/HB+oNca78Wd3siIhIbXRWJiIgMMEeuHqGx3ZVvOpGV02+4bpcdMQNGzYm/PRHpkXP49Quv4/F50jQaSSV3miWl9BBJUPFIZ4og6HmtEoP5I+eTl5XXVbZYXr/wetztiYhIbDQ5LSIiMsC4b0cdP3Q8o4pGxdeYz6uUHiIp4J6gbPY0c7D+YJpGI6ly4foFTjeedsQSupNFRPzcmzIfeR7aGkPX7UV+dj4LKpxplVKR2kNEREJTzmkREZE+lGVg/z+sccQKcrKT2kePVXqVCazSO70JmmqdMaX0EEnY8CHDmVw6meMNx7ti22q3MXfE3DSOKjbff2AhTdebeeWVVwC4u3ps0vu4c/YoxznTkFkfjLlTegzNHcr0sulpGo3IADLzzfDHz0HnHSeeVjj0DMx/d1zNVY+qdkxIJzvV0pDcbHZ87Q5HbFhhXpjaIiKDi1ZOi4iI9CFjDIV5OY5HVlbyJlt81tfjDVVCt5Dve9xZHjXXny9WRBLm/tsM3pArE5QOyaW8KI/iXCjO9U++JFtOdpbjfDkkL/l9pJJ79eXCUQvJzsqsn0GkXyoshym3OWPua5YYuO9oOFB/oEeKtEQYYxhenO94ZCfx+k9EJJNpclpERGQAOXLlSI9NfOK+hdzrgf2/d8bm3B/nyETEbfFo59/mjgs76PB2pGk0kgqbz292lJXSQySJ3HdyHX0RWq7E1dS8EfPIzcrtKvusj9cvKu+0iEhf0OS0iIjIAOJepTeueByVRZXxNXZyHTTXOWPuHI8iErcllUsc5RZPC3vr9qZpNJJsZxrPUNNU44jdNPqmNI1GZACaeQ9kB6XG8HXAwafiaqogp4D5I+c7YlvPZ9bdLCIimUqT0yIiIgNIUlfp7XvCWR59A5RPjr89EXEoLyhnRtkMR8z9NyyZa8v5LY5yWX4Z08qmpWk0IgNQQSlMfZMz5r52iYH7A8MttVvC1BQRkWTS5LSIiMgA0eHr6LFyOu5Vep52OPAHZ0yrpkWSzv036p7QlMzl/l0uHb2ULKO3XyJJ5b42Of4KXL8cV1NLRy91lA/WH6S+tT7OgYmISLR0dSQiItKHrLVcbmpzPDxeX1LafqPuDZo9zY7YktFLwtTuxbGXoPWqM6Z80yJJ554M2XNpD80dzWFq9y+tHV6a2720eaHNCx1JOpcFa/N4HefLq83tSe8jFXzW12ODS/fvWkSSYPpdkDOku2y9sP93cTU1f8R8hgS3RfI2qrXW0tzucTx8PpuUtkVEMl1OugcgIiIymPgsLPr6C47YC59fydSK4oTb3nR+k6M8vWw6I4aMiK+xvY86y+MWw7DxcY5MRMJZNGoROSYHj/UA4LEedlzYwa3jbk3zyHr30f/ezvojdXS+pbg87CyfuG1G5INi9OKBi3zy4Z1d5Skji3jxC6uS2kcqHLlypMeKS01Oi6RAfjFMX+OckN77GCz+cMxN5WbnUj2qmvU167tim89t5q6JdyU8zJYOL7P/5jlHbMOXVjOurDDhtkVEMp1WTouIiAwQoW4hj0tbExx82hmb9+44RyUikRTmFvbYhEt5pzOf+3w8tngsVUOr0jQakQFu3ruc5dMb4erpuJpyXzsp1ZKISOppclpERGQAaO5oZvel3Y5Y3PmmDz4FnpbusslWSg+RFNJkyMDj3kgt7vOxiPRu2pv8myMG2/tYXE25/1bPNp3lTOOZeEcmIiJR0OS0iIjIALDjwg48Pk9XOcfkUD2qOr7G3Ck9ptwGxSMTGJ2IROKenD505ZA24cpgHb4Ottdud8SU0kMkhXLyYfZ9ztje38bV1LSyaZQXlDti+sBQRCS1lHNaRESkD2UZ2PG1Oxyx0iG5CbfrfuM0f+R8CnPjyGPYdAmOveyMzVdKD5FU6tyEqyXojoWttVuTkuc0lf753Qu41tTMunX+/KxvvnFM0vu4fVaF45yZnWWS3key7avb13Nz2so4N6cVkejMfzfs/Hl3+eJ+qN0HlXNjaibLZLG0cinPnHymK7bl/BbeOf2dCQ2vICeb9V9c7YhVlhQk1KaIyEChldMiIiJ9yBjD8OJ8xyMnO/H/jt05auO+hfyNJ/w73XfKLYQZ9yQwMhHpTW52LotGLXLENp/r/3mnK4YWMHbYEIYXwPACGFqQ/HUv+TnZjvPlsMK8pPeRbO7z8bSyaQwfMjxNoxEZJMbfDCXjnLE4V0+HSrXks754RwZAVpahqrzQ8UjG9Z+IyECgs6GIiEiGu9xymUNXDjlicd9CvseV0mPmvZBfHOfIRCRa7g+UdBt55uqxOW2lUnqIpFxWFsx7hzO29zHwxT6pfNMY5/n4StsVDl85nMjoREQkAk1Oi4iIZLhttdsc5cKcQuaNnBd7Q5ePQY0zTyrz3pXAyEQkWu4PlM42naWmqSZNo5F4hdqcdtmYZWkajcgg475muXYWTm+KuZmxxWOpGlrliOkDQxGR1NHktIiISIZz30JeXVlNblYceaz3Pe4sFw73b4YoIik3vWw6ZflljpgmQzLPzos7e2xO607ZIiIpMmoujJzljLk3eY6S+wPDTedjn+QWEZHoaHJaREQkw7knp+O6hdzanik95twP2Ylv1igivcsyWSyuXOyIuf+2pf9zf6Awd8RcinKL0jQakUHGGJjvWj39xu/A0x5zU+5USzsv7KTD25HI6EREJAxNTouIiPQhay3N7R7Hw+ezcbd3pvFMj1v/3bkSo3J+F1w+4ozNe3fc4xKR2Ln/drec34K18Z8fBgKP1+c4X7a0e3s/KI165JuON/+/iMTHndqj9SocfSHmZpZULnGUWzwtPVL2iIhIciR/S20REREJy2dh9t8854i98PmVTK2Ib9NB98rK8oJypg2bFntDe1w72g+bAFVLQtcVkZS4qdI5OV3fWs+Rq0eYXjY9TSOK7P0/3cL6I3V0vqX4cskZPr46uWNdu/8Cn3x4Z1d5ysgiXvzCqqT2kSxXW69ysP6gI+ZefSkiKTZsPIxf5sw1vfdRmHlPTM2UFZQxq3wWB+oPdMU2n99MdWV1XMNqbvf0uP7b8KXVjCsrjKs9EZGBRCunRUREMlioVXrGmNga8Xl75pue9y7/7bEi0mfGDR3HmKIxjpjyTmeOrbVbsXSvdB+SM4QFIxekcUQig5R79fShZ6D1WszNuD9c0vlYRCQ1NDktIiKSoXzW1+ON0rLRy2Jv6MQ6aKp1xtxv7EQk5YwxPdJAaDIkc7jvZFlYsZBc5e0X6Xuz74OsoJvEPa1w8I8xN+M+H++t20tTe1OioxMRERdNTouIiGSoQ/WHuNp21RGL6xbyva6UHpXzoGJmAiMTkXi5J0O21W6jw6dNuDKB8k2L9BNFw2HqHc6Ye9PnKNxYcSO5Wd0fMHmtl+0Xtic6OhERcVHOaRERkT6UZWD9F1c7YpWlBXG15Z4IGT90PKOLR8fWSEcL7P+9M6aNEEXSxj2h2exp5o26N7ih4oY0jSi8b9w/jyuN19m4cSMAb51fmfQ+Vs0Y6Thn5mb3z7U155vOc7rxtCOmyWmRNJr3Ljj8bHf5xKvQeAGGjoq6icLcQhaMXOCYkN5yfgurqlbFPJyCnGzWfm6FI1YxNL7rPxGRgUaT0yIiIn3IGENVeXI2v3HfQh7XqulDz0B7Y1DAwLx3JjYwEYnbiCEjmDpsKkevHu2KbT6/uV9OTleVFzJiiOFE4JRWVpj8FBaFeTkUlvf/tyzu83Fpfikzy3UHikjazLgH8oqhMw2H9cG+x2DZp2Jq5qbRNzkmp91/69HKyjJMHzU0rmNFRAa6/rn0QERERCJq97az48IORyyuVXq7H3GWJy6HkjGh64pIn3B/0LTp3KY0jUSi5f4dLalcQpbRWy2RtMkrhFlvccZ2PRK6bgQ3jXGej49ePcql5kuJjExERFx0xSQiIpKBdl/aTau3tatsMCypXBJbI421cPQFZ+yGB5IwOhFJxLIxzo1Nd1/azbX2a2kajfTG6/Oy8fxGR8z9OxSRNFjwXmf5wl44vyemJuYMn0NxbrEjtqVWG9WKiCSTJqdFREQy0MZzzomQWcNnMaxgWGyN7PmN/zbXTrlFMOutSRidiCSielQ1eVl5XWWv9bL5XHy3kkvq7bu8j4a2Bkds+ZjlaRqNiHSZuAJKxjlju34VUxM5WTlUV1Y7YhtrNoapLSIi8dDktIiISAbaULPBUV42OsZVetb2vL11zn2QXxy6voj0mcLcQhaNWuSIvXbutTSNRnrzWo3zdzOldErsm9OKSPJlZcEN73PG9j4K3vaYmnFfY7127jV8wR/ui4hIQjQ5LSIikmEuNV/iYP1BR2z52BhX6Z17HS4dcMYWvC90XRHpc+6/6Q01G7DWpmk0Eon7w8KYz8cikjrua5vmy2QdfymmJm4de6ujXN9az4HLB8LUFhGRWPX/ra9FREQGEJ/PMvmrTztiL3x+JVMrol+x7J4IKc4tZkHFgtgG4r6tddh4mHBLbG2ISMosH7uc72z/Tlf5YvNFDl85zIzyGWkcldOHf7aNjcfq8HqzAbg07CwfWTktqX08vfc8n3x4Z1d5ysgiXvzCqqT2kYj61nr21e1zxG4Zq3PqrCItAAAgAElEQVSpSL8xfApU3QRnulMj5ez9DRRH/4F8VUkVE0omcOraqa7Y+pr1zBkxJ+o2mts9LPpH5z4fL3xhJWOHDYm6DRGRgUorp0VERDJMj5QeY5aRm5UbfQOeNtj7W2dswQP+219FpF+YVDqJMUVjHLH+ltqj3eujpcNHu8/Q7jN4fINvZfemc5uwdP/cQ3KG9EjJIiJp5trsOevY8+R1xLbJbKi7WWLV0uF1PHQ3jIiIn96FioiIZBCPz8Om85scsZhvIT/8LLRedcbcO9qLSFoZY3qswI1nMkRSy/07WVK5hLzsvDC1RSQt5twHOQVdRePzMO5KbJvMuq+19tbt7bERqoiIxEeT0yIiIhlkz6U9NLY3OmIxT067U3pMuAXKJyU4MhFJNvff9usXXud6x/U0jUbcfNbHxnMbHTHlmxbphwpKYdZbHKGq+vUxNVE9qpqC7O4J7lB//yIiEh/lnBYREelDxsDaz61wxKrKo8836F6lN6NsBhWFFdEPoOkiHHneGXPd7ioi/cPS0UvJycrB4/MA4LEeNp/fzO3jb0/zyPz+7q1zuNxwnc1b/CsQ75kbw7koSsunjXCcM3Oz+8/amgOXD1DfWu+IKd+0SD91wwOOlGbDWk5R0nI66sMLcgpYXLmY9TXdk9obajZw96S7ozo+PyebJz/lPD+MHJofdf8iIgOZJqdFRET6kDGG6aOGxn28e3I65lV6ex4F6+0u5xbC7LfFPR4RSZ2i3CIWVixka+3WrthrNa/1m8npKSOLGVOczfnAfq4ji5M/0VJSkEtJQQw59fuQ+3w8sWQiVUOr0jQaEYlo0koYOgYaz3WFqi5vAD4SdRPLxy7vMTntsz6yTO8fmmVnGRZUDYtpyCIig0X/WXogIiIiEV1qvsSB+gOOWEyT09bCroedsVlvhfz4J8tFJLVCbcKlTbT6B/fktFZNi/RjWdk99tcYd2UjeDuibuLWsbc6yvWt9Ry4fCBMbRERiZYmp0VERDKEeyKkOLeYBRULom/g/G64uN8ZU0oPkX7NPeF5/vp5TjScSNNopFNDWwN76vY4Yso3LdLPua55CjzXyDrxctSHV5VUMaFkgiMWvJJaRETio8lpERGRDOGenF42Zhm5WTHc7r77EWe5tAom3hq6roj0C9OGTeuRV16TIem36fwmfNbXVc7Pzqd6VHUaRyQivRoxDcYtdoRy9v4mpiZC3c0iIiKJ0eS0iIhIBvD4PGw6v8kRi2mVnqfdn2862IL3QpYuBUT6M2NMj7/112peS9NopJP7d1BdWU1BTkGaRiMiUXOtns46uhaa68NU7sl9Pt5bt5eGtoakDE1EZLDSO1IREZEMsOfSHhrbGx2xW8bEkN/08LPQ4nrzteB9SRiZiKSaezJk+4XtNHc0p2k0Yq3tMTm9fIxSeohkhDlvx2Z3b95qfB09P7yPoHpUNflBx/usj43nNiZ1iCIig01OugcgIiIymPh8ljl/+5wj9sfPLmfKyOKIx7lvG51RNoNRRaOi73jHz5zlqptg+JTojxeRtFk6einZJhuv9QLQ4etgW+02VlatTOu4PvnwDjYdu0x7ezYAV8pr+OCtU5Pax7P7avncb3Z1lSePLOKpz6Y3HdGhK4e41HLJEVO+aZEMMWQY3ul3k3Pgd92xnT+HpR8DY3o9vCCngCWVSxzplTbUbODuSXdHPK653cPy/+vMb/3HzyxnzLAhsY1fRGQA0sppERGRPtbS4XU8rO39GPfkdEwTIVdOwbGXnLFFfxb98SKSViV5JSwY6dz8tD/kOW1s9XCluYPrHsN1j6HV4+v9oBj5rHWcL1s7vEnvI1buf/uxxWN7bJImIv2Xd/6fOAMX98PZbVEfHyrvdHAO+lCshfrr7Y6HL5oLQBGRQUCT0yIiIv3cpeZLHKg/4IjFNDn9+i+AoDdA+aUw+77kDE5E+sSt45yrhTfUbMBqYiMtQn1YaKJYcSki/YNvwi005Tk3mu1xh1kEt451no/rW+t7XKeJiEj0NDktIiLSz7knQopzi1lQsSBMbRevB3b+whlb8B7IK0zS6ESkL7hzzJ9tOsvpxtNpGs3g1djeyO6Lux0xpfQQyTAmi1MjVjlj+56AlqtRHV5VUtXjbon1Z9eHqS0iIr1RzmkREZE+ZAw8+SnnJNO4ssj5Bt2T08vGLCM3Kze6Do88B021ztiiD0Z3rIj0GzPLZzJiyAjqWuq6YhtqNqQ1ncRX7p7FR25uYtu27QCsmT0y6X3cPGW445yZn5vetTVbzm/BYz1d5dysXJZULknjiEQkHmfKb2XWucfJIpAqyNMCe38LSz4a1fHLxy7n1LVTXeUNNRv4+IKPh61fkJvNIx+9yREbUZwfpraIyOCiyWkREZE+ZIxhQdWwqOt7fB42nd/kiMW0Ss99m+q4xTBqTvTHi0i/YIzh5jE38/tjv++KrT+7nj+Z9ScRjkqt2WNKaCnL5ephf3qRypKCpPcxrDCPYYV5SW83XsGboAEsHLWQwlzdiSKSadpyS6kdtpAxV4NyTe/4GSz+SFQbIy4fu5yHDzzcVd5bt5eGtgZK80tD1s/OMiybMjzRYYuIDEhK6yEiItKP7bm0h8b2RkfMfXt/WFfPwJHnnTGtmhbJWO6801tqt9DU3pSm0Qw+Xp+XV8684oi5c8+KSOY4OXyVM3BhH9TsjOrY6lHV5Gd3r3z2WR8bz21M4uhERAYPTU5HwRgz3hjzT8aYA8aY68aYemPMVmPM/zLGJG2phDHmLmPME8aYs8aYtsDXJ4wxd8XQRo4x5mPGmHXGmEvGmBZjzFFjzA+NMbOjOH6GMeZzxpjfGWNOBI5vDjz/jTHmXtPLji/GmFXGGBvl4++i/dlERAajdWfXOcozymYwqmhUdAf32AixBObcn7zBiUifWj5mOTlZ3Tc+enyeHml/JHX21O2hvrXeEVtdtTpNoxGRRF0aOgdfaZUzuOO/ojq2IKegR0qfV8++mqyhiYgMKpqc7oUx5l5gD/AFYCZQCJQBi4HvADuNMZMT7MMYY34EPAPcD4wF8gJf7weeMcb8KIpJ4eHABuCHwK3ACKAAmAJ8LDDWP49w/M+Bg8B3gbcBEwPHDwk8fzfwx8B4or8nXURE4vbi6RcdZffKybBCbYQ4/92QV5SkkYlIXyvOK2bp6KWO2EunX0rTaAYf97/11GFTGV8yPk2jEZGEmSy8C/7UGdv3OLRei+pw9zXZurPr6PB1JGt0IiKDhianIzDGLAAeBUqBJuB/AzcDtwM/DlSbATxljClOoKuvAw8Gnr8OvA9YEvj6eiD+IPCPEcaaDTwBdL5jeQK4O1D+LHARyAf+wxizJkwzYwNf64H/AB7A//MuwT+5fSjw/TXAH4wx0bx+/hyYF+Hxb1G0ISIyKB2/epyT1046YrdV3RbdwUefh8ZzzphSeohkPPc5YH3Nejq8mgxJNWttj8lprZoWyXyeee8Fk90d6Gj2b4wYBfc5oLG9kW2128LUFhGRcDQ5Hdm/4F8p7QHutNZ+w1q7yVr7krX2QeCLgXozgc/H04ExZmpQO9uBW6y1v7bWbrPW/hpYHogDfMkYMyVMU+8HVgSe/5u19h3W2mettVuttQ8BtwDXgGzgIWNMqM0wz+KfhB5jrf2YtfaRwM+7zVr7H8BC/CuzCYwrmh14Tlhr90V4XIyiDRGRQemlM86JkIrCCuaMiHIzQ/dGiGMXQeW85AxMRNJmVdUqR7mpo0mTIX3geMNxTjeedsRuH397mkYjIklTPApm3O2M7fgvsDZ0/SCVRZXMHT7XEdPdLCIisQs1QSmAMWYxsCpQ/Km1dlOIav8MfAiYBfylMeab1tpYl658ju7fw2estS3B37TWNhtjPgNsCtT7S+AzIdr5q8DXK0HPg9s5aoz5JvBNYBr+tB2Pu+p8MNJAA2P5BLA3EHon8IsIh4iIiIvPZ6n+Py84Yo9/4mYmjeiZbuPFU86UHqurVpMVzU0rDTVwZK0zplXTIgNCRWEF80fMZ0/dnq7YS2de4uaxN/f5WD73m11sOX6Z1lb/qsPGkef405vDraOIz/P7L/Clx7t/1onDC3nik1FuCptE7gmnisIKZg/vdTsXEckEiz4EB//YXa7dC+deh7ELez309gm3s+/yvq7yy6df5qtLv9rjeq253cObvuvcR+SxTyxjdOmQxMYuIjIAaOV0ePcFPQ+5K4K11gf8d6BYRvdkdlQCOaTfFigetNZuDtPPZrpTatznzj1tjJkGdF4d/8Za2xymy58FPX97LGMNGss+oC5QTO67DxGRQaL+ervj4fX1XJ1zofmC480OxLBK7/VfgvV1l/OGwpy4Tvsi0g+tHu+8lfzl0y/jC/6b7yN1TW2ca2ilvs1Q32ZoavMmvY8Or89xvmxoSU8KE/fk9G1Vt9HLdjAikimmrIZSV/549x1oYbhTLV1sucgbdW/0qGct1FxtcTxCXf+JiAxGmpwOr3N3g+vAjgj1grfkXR5jH5PozvPc29a+nd8fh39zwmC3hqjXg7W2FjgcKMY61mB5ga99/y5IRGSQWFfjXF0zNG8o1ZXVvR/o88LO/3bG5r8L8hPZGkFE+pPbxkc3GSLJUXu9tseHhe7fgYhksKxsWPgBZ2zvY9DW2Ouhk4dNZmLJREfMvZm1iIhEprQe4c0KfD1qrfVEqHcwxDGx9uFuJ5p+TiTQznSgyhhTZK293usogxhjbgRKouwL4BvGmPFABf6J/pPAK8C/W2sPRziut3GM66VKZeeTtrY2WlpaItUViVpra2vI5yLR8oXIYdjW1kpLS7bjNeXON7189HI8bR48RPovCbKOriX/2llHrHXu+7A6Dw5qOncNLKPzRjNh6ARONZ7qiq09sZapxVP7dBxer3OltKejI+nXXO3t7Y6ytbbPr+ueP/68o1ycW8zc0rm6vkwxnbckVUK+tma9g4JXvomxgfNax3XadzyM98Y/67W9FWNWODawfuHUC3xs9sccdVrae16/tba20tKiOzAGGp27JFXS9drqi+sdTU6HYIwpAEYEimcj1bXWXjHGXAeKgKoYuwquH7Ef4EyY4+Jtx+BfhX0oQt1Qvhr0/NEo6i8Lej4MuCHw+Kwx5h+Bv7c2it0mejrTexW/LVu2cOzYsTi6EIls3bp1vVcScbEWPj3b+UZk/7bXOBq0UXyLr4XX61531Bl2aRhr17rySIew7Oi3qQgqXymcxLrd54HzCYxaBhKduwaG8e3jOUX35PTTh55m6vm+nZxeWghzZ3afzwqvHGXt2qNJ7eN6h/OcmZd1LapzYTI93uTYpoUpTOGlF7TpWV/SeUtSJfi1taRkAaMbdnaVW9f9P16+WAm9pPAZ4nHmjT7VeIqHn3mYkdkju2JeCw/OdLbz+qb1vJGNDGA6d0mq9OVrq66urvdKCdLkdGhDg543RVG/c3I61numY+kneIWzu59ktRORMeYd+DdBBH+qk8cjVD8PPAFsAI4DHmA88Bbg/UAu8Lf4U4R8NUwbIiIDjjEwrTTyZ3IHPQfxBWVOyiGHabnTem27uLWGikbnrecnR+jWc5GBaFbuLNa3re8qX/RdpM5bx4jsERGOSq6JQwFSmzO1OLf3c2YqtfhaOOE54YjNyo31ZkkRyQQnRtzmmJwuaa1hRNN+6obOiXjc2OyxDDVDabTdaUD2d+xnZfbKrnK2gTllyjEtIhKKJqdDKwh63h62Vre2wNdYt9qNpZ+2oOfufpLVTljGmJl0bwzZAnwgwornbcAEa617x5qdwO+MMT8C1gKlwJeNMY9aa3dFO5aA3lapVwbGwdKlS5kyRXs3SnK0trZ2fUq5YsUKCgoKejlCJHqdr68DHQcc8ZvH3Mybl7+51+Nz137ZUbZDypn5zq8xM1c7wQ92OncNPD7r47E/PEZ9a31XzDvJy50z7+zTcQz019Zzp5/Dt7n7w8LcrFw+tuZjFOUWpXFUg8NAf21J+oR9bdk78P3kd2TVd98BchO7aL/zc722uXvHbh4/1r12q6awhjvv6NvzsfQPOndJqqTrtXX2bG8JGhKnyenQgpO35IWt1S0/8DXWRCyx9JMf9Nzdj7udSMlnIrUTkjFmDPAM/hXaFviwtXZ/uPq95bG21m41xnwK+CX+9CKfAj4azViC2oj41xG8e3p+fj5DhmhiRpKvoKBAry1JunbbzpGOI47YHRPv6P211toA+37rCJlFH2RISXmyhygZTueugeO28bfx2OHHusrrz6/nwRsfTNt4BuJra0PtBkf5ptE3MaKk71ani99AfG1J/9DjtXXTx+Hp/9VVzD66liEttVA+KWI7d06+0zE5vb9+Pw2+BiqLKiMcJQOdzl2SKn352uqLfrJS3kNmCt6WN5rUF51LJ6JJARJvP8HLM9z9JKudHowx5fhXOU8MhP7CWvtIb8dF4TdAQ+D5ykgVRUQGk2OeY3TQfeNJlsliVdWq3g98/WHoCPps0GTD4g8nf4Ai0m/cVuVM27P70m7qWlKfF3CwaPe2s/7sekfstvFKlSQyoC14L+SXBAUsbPtJr4ctrlzM0NyhjtjLZ15O8uBERAYmTU6HYK1tBTqv7MdFqmuMKaN7wjfqTfoCglf/RuwHZxoLdz/xtGPpZfNEY8xQ4FmgM8nWX1trH+ql/ahYaz3A4UBxbDLaFBEZCPa3O29MWTRqEWUFZZEP8nlh64+csVlvgdLe/ksQkUy2dPRSCnMKu8oWy6tnXk3jiAaWLee30Oxp7iobTHQfFopI5sofCjf+qTO28xfQFnldV25WLiuqVjhiL55+MdmjExEZkDQ5HV5nws+pxphI6U9mhjgmWsEzEDPD1uq9n3jaORMp/YYxZgjwB2BxIPQda+3Xe2k7VpG3PRYRGWQ8Pg8HPQcdMffKyJCOPA9XTjpjSz+evIGJSL+Ul53HreNudcReOvNSmkYz8Lj/LReMXMCIIUrpITLgLf4IjreqbQ2w5ze9Hnb7+Nsd5e2122loawhTW0REOinndHgbgFvxr4peBGwJUy84JcVrMfZxAjgHjKH31BadH8PWACdd3wtOhrcS+HWoBowxlcD0QDHsWI0xucDjQWP6obX2i72MLyaBCf/OsZxLZtsiIv2Zz2e59dvO2zx/9dGlTBhexK66XbRY53YAUd1CvuWHznLlfBh/U6JDFZEMcFvVbTx38rmu8uZzm2nuaKYwtzDCUcnx5cf3sO1kPdebsgFoHnWe9900Oal9vHzoIl/7n31d5QnDC/nVR1N/fvNZH6+cecURU0oPkUFi+BSYvgYOP9sd2/IjqP5zMOHXV90y5hbysvJo97UD4LVe1p1dx1umvIWWdi9v/b4zh/0vP7KUUSXaLE9ERCunw/td0PMPhapgjMkCPhAoXgViSiplrbXAk4HiTGNMyCvtQLxzxfOTgeOC2zlM92rqdxtjwr0b+WDQ8/8J01c28Cvg7kDoF8AnI/wY8Xov0JnMS/efisigUnO1xfHo8PpP66/WOE+Hs8pnMaZ4TOTGLh6E467/fpZ+POKbJxEZOJaPW05O0E1+7b52XjsX63qJ+NRcbeHYpevUthhqWwwNLZ6k99Ha7nWcLy9ci7Tvd/LsrdvbI3/36qrVfdK3iPQDSz/mLNcdguOvRDykMLeQm8fc7Ii9dNp/B4bPWo5cbHI8Ory+ZI5YRCRjaXI6DGvtVqBzB5QPG2OWhaj2BWBW4Pm/Wms7gr9pjFlljLGBx8/CdPUvQOeV/EOBdBrBbQwBOvM8ewL1Q/mnwNdy4NvubxpjpgBfCRSPEWJy2hhjgB8D7wyEHgc+5J4Mj8QYU2aMWdVLnSV0/0wW+GGE6iIig4K1tsfkdFSr9Lb+h7NcOBzmviOJIxOR/qwkr4TFlYsdMeU5TZz733By6WQmlk5Mz2BEpO9NXg0jZjhjW34Uum4Q97Xba+deo9XTNx+qiYhkKk1OR/YXQAv+9CdrjTFfMcbcZIxZbYz5Ed2TwIeBf46ng8Cq586J5WrgNWPMe4wx1caY9+BPv1Ed+P53rLVHwjT1c7pTdXzKGPOYMWaNMWaJMebTwEb8K5V9wGcCGxK6/RPdq8T3Ad8AZhlj5oZ7hGijFHjZGLPbGPP3xpi3GmMWG2MWGmPuM8b8FH8akmGdfVprt0fxTyUiMqDtr99PbXOtI9br5HTLVdj9iDO26EOQq1tERQYT97ni5dMvazIkAdZanjvxnCOmVdMig4wxsPRBZ+zws1B/POJhK6tWkmW6p1laPC1sPLcxFSMUERkwlHM6Amvt64EJ4l/in9j9Rohqh4F7rbWNCXT1v4EK4M+BGwmdM/qnwNcijNVrjLkPeBr/JobvCDyCtQOfttY+E6aZ4PpzgR1RjD3cfePzA49wvMA/Av8QRR8iIgOGMfCfH6x2xEaXFvCTN15wxMYVj2PasGmRG3v9l9DRHNR4Niz+cLKGKiIZ4vbxt/PNrd/EZ/23iDd7mnn17Kusmbgmpf1+evVU3r6gkt17dgOwYtrwpPexaEKZ45xZmJf6ty+7L+3m3HXnliip/rcUkX5o/nvhhX/wb4gIgIWtP4G7Qk0L+JUXlLOwYiHbL3Svv3rh1AusGLuKHzyw0Fm3KC8VoxYRyTianO6FtfYPxpj5+FdR3wuMwz/JexT4LfB9a21zhCai6cOHP3XI48CD+CeXRwB1wDbgRxEmlIPbqTPG3Ax8FHgAf8qRIvwbDr6IP/XIG4mMNQrngHcBy4AlwFj8P0sB0AAcAl4BfmKtPZnisYiI9DvGGG6bOcoRs9byzAnnaX7V2FWYSHmjfd6eKT1mvw1KeslRLSIDzsjCkSypXMLm85u7Yk8ffzrlE6pLJw+nZXQhWTX+DHCThid/E8aKkgJu6+MNw546/pSjPKl0EjPLZ4apLSIDVn4xLHw/bPp+d+z1X8Dqr/q/F8bt4293TE6/ePpF/nrZX3Pv/NGpHK2ISMbS5HQUrLWngM8HHrEc9wrhVxaHqv80/pXPcQuk6/j3wCPWYycm0negjXbgscBDRESisOvSLmqaahyxO8ffGfmgQ8/A1VPO2NKPJ3lkIpIp7pl0j2Nyen3NehraGijNL03jqDJPh6+DtafWOmL3TLon8oeFIjJwLf4IbPoB/q2SgLZrsOtXPVN+BFkzcQ3f2f4d590sZ17lrkl39cGARUQyj3JOi4iIpJl7ld7IrJHMGDYjTG3AWtjwPWds9A1QtSQFoxORTHDHhDvIy+q+RbzD16GNEeOw5fwW6lvrHbF7Jt2TptGISNqVT4IZdztjGx8Cb0fYQzrvZgnmvtYTEZFumpwWERFJow5fB8+ddG68NT9vfuRVeic3QI1rL9lln/IntBaRQWlo3lBWjFvhiD19PKEb8gYl97/ZvBHzGF8yPk2jEZF+YdmnnOWG07DviYiH3Dv5Xkd5Q80GrrZeTfbIREQGBE1Oi4iIpNHGmo1cbXO+WVmQuyDyQe5V08PGw5y3J3lkIpJp7p7kXN23tXYrl5ovpWk0mafV09pjtbn731REBqEJt8C4xc7Yhu+Bzxf2kDvG30F+dn5X2WM9PVIGiYiInyanRURE0sh9m2dVdhXl2eXhDzi/G465btW/+bOQrW0kRAa7FeNWUJRb1FW2WJ49+WwaR5RZXj37Ks2e7n3ODYa7JipHrMigZwwsd20/dekAHAk/2VycV8zKcSsdMaX2EBEJTe9kRURE+pDPZ1nzL+v8z2nlYvkLjq1zF+TFuGq6aCTc+KdJHqWIZKKCnAJuH387vz/2+67Y08ef5v2z35+S/v7myX3sPFVPQ0M2AB2ja3nnkklJ7WPd4Uv84x/3d5XHlxfy0w8ujnBE/NwpPZaMXsLIwpEp6UtEMsz0u2DkTLh0sDu24bswfU3YtGr3Tr7XsVp658Wd3P2DJ8m1wwH4yQeqqSgpSOmwRUQygVZOi4iI9LEjF5s4crGJU61bwXRvqJNtspmXOy/8gZePwf4nnbGbPgG5Q1I0UhHJNPdOcuY53Xd5H6eunUpJX8cvXWffuUbOXDecuW6oux5+g7B4XW/zdJ0zj1xs4uTl60nvA6ChrYH1NesdMfe/pYgMYllZcMtfOmNntsDpTWEPuXXsrZTklThix5rXs+dsA3vONtDuDZ8WRERkMNHktIiISJrklu5ylJeOWkpRVlGY2sBr/wo26I1M3lCo/nCKRicimWjJ6CWUFzhTAz19Qhsj9ubF0y/S4eueXM/NyuX2CbencUQi0u/MeyeUVjlj678btnpudi5vmvAmRyynZBdgUzA4EZHMpclpERGRNDDZjWQXHXXE7poQIbfptfOw+xFnbPGHYciwFIxORDJVTlZOjzzJTx9/Gms1GRKJO6XHinEreqx4FJFBLjsXbv6MM3b0eajdG/aQeyc778DILrhAVn5tKkYnIpKxlHNaRESkDxkDP3hgIa9d+h1/ONu9CnpIzhBWjFnBhkMbQh+4+Qfgbe8uZ+f7U3qIiLjcM/kefnXwV13lk9dOcrD+ILOGz0pqPx9dMZl75oxk3759ANwyJcJmrnG6YfwwfvDAwq5yUX520vu41HyJrbVbHbF7Jt2T9H5EZAC48f3w6v+F5svdsQ3fg3f+Z8jqi0YtorKoktrr3RPSb1pcwx2VaygrzEv1aEVEMoJWTouIiPQhYwz3zh/NqVbnJPTqqtUU5haGPqjlCmz/L2fshgdgaGWKRikimWz+iPmMLR7riKUitcfK6SO5/4bRLK2wLK2wTB0ZIS1RnEaXDuHe+aO7HqtmVCS9j2dPPosNus2+KLeIFeNWJL0fERkA8gphqWtxwBv/A/XHQ1bPMlncPeluR+x46wbesWgsRflaKygiApqcFhER6XOnr51mT90eR8x926fDtp9Ae1N32WTBLZ9N0ehEJNMZY3qs/H36xNP4rDbfCsWd0uP28bdTkFOQptGISL+35COQV9xdtj7Y+FDY6u7NVWuv17Ljwo5UjU5EJP6vCmwAACAASURBVONoclpERKSPPXXiKUe5LL+MZWOWha7c3gyb/90Zm3M/lE9O0ehEZCBwT05fbL6oyZAQTl07xb7L+xwxpfQQkYiGlEH1h5yx1x+Gxgshq88on8HUYVMdsaeOPxWyrojIYKTJaRERkT5kre2xSm/NxDXkZuWGPmDHz5x5DQGWfy41gxORAWNq2VSml013xDQZ0pM73Ul5QTlLRy9N02hEJGPc9CnIDsoZ7W2Djf8vbHX3HXJrT62lPXgvERGRQUyT0yIiIn1o/+X9nLx20hELm9KjrRHW/7MzNvVNUDkvNYMTkQHFvQL42ZPP0tzRnKbR9D9en5cnjz7piK2ZuIacLOWBFZFelIyGBe9zxrb+GBpqQlZ3n48b2xtZX7M+VaMTEckompwWERHpQ48decxRHlc8jgUjF4SuvPmH0FznjK38YopGJiIDzb2T7yXLdF/uX++4npKNETPVxnMbqWlyTiS9ZfJb0jQaEck4yz8HwR9medtg3XdCVh1TPIaFFQsdsccPP57K0YmIZAxNTouIiPSRC9cv9Fil13R5HmevtPSs3HKl5+2h0++GqiUpHKGIDCSVRZWsGLvCEXv00KNYa5PS/tf/uJ8P/GwnD72RzUNvZPPc/otJaTfYxqN1vPX7G7oen3w4eXmzHz38qKM8q3wWc0fMTVr7IjLAlU+ChX/mjL3+C7h8rEfV1g4v52tmO2Lra9Zz4PKBVI5QRCQjaHJaRESkj/zsjZ/R4evoKltfNmdP30ibx9ejbs6WH0DbNWfwtq+leogiMsC8a8a7HOUD9Qd44/IbSWn7YG0j205d5eg1w9FrhtprbUlpN1hDSwd7zjZ0PQ7VNial3fNN51l3dp0j9q4Z78IYk5T2RWSQWPFXkFPQXfZ54JVv9ajm9VkOH5uOz1PkiP94749TPUIRkX5Pk9MiIiJ94HLLZR477Ezp0dGwGOsp6VE3v+MqOTt+6gzOfSdUakWfiMTmljG3MKZojCP26KFHw9QePB4/8jg+2/3BYFFuUY+csCIivSoZDUsedMb2/hYuhPgQ0ObRUb/cEXrh1Ascv3o8hQMUEen/NDktIiLSB3554Je0elu7ytZm0X55Rci6M2qfxHiCUn2YbFj91VQPUUQGoOysbN45/Z2O2DMnnuFa+7UwRwx8Hb4OnjjyhCP25slvpii3KMwRIiIRLP8c5A0NClh46eshq7ZfWYb1FgTVtPxk709SPEARkf5NW1GLiIikWENbA48cfMQRu6HsNt72tlUAVJTkd8UL2y7+f/buOz6O4u7j+OenYhX3bmMbjBtuFD+AC82m99imh9B7b6GEQICQTklIKIEAwfRuMMUJOIBNbwZTjHEF496runTz/LEr6e50TdIVWfq+X97X7c7OzsxJ49He3OwMO6ydHprAiFOgc/8Ul1JEmquJAydy36z7qHSVAJRWlfLqwlf5xZBfNCrd08bswLiBnfj+e2/O1FF9OzS6rOGG92rP7cftUnPcNj+30WnOWDKDNSVrQsKOH3R8lNgiInEUdoK9LoXpf6wNmzsVlnwGffYEIDc7i1vHDwPg/bXj+Wj9szVRp/4wlQt3vZA+7fqktdgiIk2FOqdFRERS7Knvn6Kooqjm2DB+P+5y+rav+yFkp5UvkUVVbUB2Hoy9Lh3FFJFmqktBFw7Y/gDeXPxmTdjzc5/n5MEnN2qO5UOG9aCkpD1vbvwOgME92sa5ov76dCqkT6fCpKYZPq3Jrl13ZadOOyU1DxFpYcZcBJ8+AMXrasPevhVOfxWAVjlZnDamLwBHl17MoS++Qon/lFyVq+Lhbx/mlr1uSXOhRUSaBk3rISIikkJFFUU8OefJkLDD+h5G3/Z968S1Nd/TZ/2HoYEjz4X2vVJYQhFpCU7Y6YSQ44WbFjJz1cwMlSZzftr8Ex+t+CgkLPxnIyJSb3ltYd9fhob98C4sml4nasf8jpwwKLTdmbJwCiuLVqawgCIiTZc6p0VERFLoubnPsalsU0jYObucEzFu7vu3Y7jagFZtvHkMRUQaaWSPkfRt1zck7Ll5LW9hxPCFadu1aschOxySodKISLOyx9nQLmxAwVu3gnN1op4+7HRaZbWqOa4MVDJp9qQUF1BEpGlS57SIiEiKlFaW8ujsR0PC9u+zP4M6DqobedlMsue9Hho25mJo3SWFJRSRlsLM6syrPG3xNNaVrItyRfNTXlXOSwteCgmbMGAC+Tn5Ua4QEamH3HwYe21o2LKZ8P1rdaJ2LezKxIETQ8JenPcia0vWprKEIiJNkjqnRUREUmTy/MmsKw3t+Dlvl/PqRgwEYGrohxmX39HrnBYRSZLxA8bXGak3ZeGUDJYovaYtnsbGso0hYccNOi5DpRGRZmm3X0CnfqFhb94IFaV1op41/CxyrHYZsNKqUh7/7vFUl1BEpMlR57SIiEgKVFRV8O9v/x0Sttd2ezG8y/C6kWc9Ccs+DwmqHH0J5LdPZRFFpIVpn9eew3Y8LCTs+bnPE3CBDJUovcIXQhzVYxQ7tt8xQ6URkWYpOxf2vyE0bMOP8MHf60Tdrs12HNX/qJCwZ75/ps50cCIizV1O/CgiIiJSXy8teIlVxatCws7b5TwCAcfPH/y4Jqx1YAsPbr6J7KB4W/O6k737OeSmqawi0nIcP+h4Xln4Ss3x0q1L+Xj5x+zVa696p3X7G9/zzdKNrF3jjXfJ2n4NR4/YPmllBfh40Tr+Nm1ezXGvDgX89cTd6p3Ogg0L+GL1FyFhx+90fJTYIiKNMPxY+PRBWFJ7v+fe/yvXzhvM2tyeNWG3H78rZw8/m1cWvlLzJWFxZTGPzn6Uy/7vsrQXW0QkUzRyWkREJMlWFa3irpl3hYT9X7f/Y/fuuwPwyQ/ra7axy/5Fdsn6kLjf9D4VcvLSVl4RaTl27bprnXnvn577dIPS+mrJJt6dv47vNmbx3cYslm2s+9h6Y20oKg9pM79aujH+RRE8O/fZkOPO+Z05oM8BySiiiEgoMzjyDrDa7harLOXgJX/nnblrarbSiir6tu/LoX0PDbn8kdmPMG/DvPBURUSaLXVOi4iIJJFzjt99/Du2VGwJCb9wtwvrxB1qP3JK9v9Cwla0353V7XZJaRlFpOUyM04YdEJI2PQl05m/YX6GSpR6a0vW1lkI8ZiBx5CbredTRCRFeuwMe54TEnRI9kzGZc2qE/W8nc8j22qfoasMVHLTBzdRGahMeTFFRJoCdU6LiIgk0dQfpjJj6YyQsKP7Hc3onqNDwowAt+ZOIttcTZjLyeebXieno5gi0oId1f8o2rZqGxL2r6//laHSpN6kbydRVlVWc5yTlcPxgzSlh4ik2P43QGGXkKCbcx6lFRUhYQM6DuDM4WeGhM1eN5vHvnss5UUUEWkK1DktIiKSJGtL1vKnT/8UEtY5vzPXjbyu5tgMbh0/jMf3+JE9skIf2awcfRkleV3TUlYRabla57bm1CGnhoS98eMbLNq4qF7pnDSyD1cf1J+fbV/Fz7avYvftk7+I69Dt2nHr+GE122UHDqzX9etL1/PcvNCFEMf3H0/PNj2jXCEikiQFHeDg34YE7Zi1iieGfMr1hw+mXUHt0xsX7HpBnQVa7/3yXn7Y9ENaiioikknqnBYREUmSP37yxzorrN84+kba59V22JgZp43oyD4//CP04o47UjnqonQUU0SEk4ecTJvcNjXHDseD3zxYrzSO2mU7zt57Bw7s5Tiwl2P4du2SXUx26Nya08b0rdnG79arXtc/NvsxSipLao6zLZuzdz472cUUEYls15Oh954hQSOX/Jvzd21Fu/zazum87Dxu3etWDKsJKw+Uc9MHN1EVqEpbcUVEMkGd0yIiIknw5o9vMm3xtJCwQ3Y4hIN2OKhu5Hf+BEWrQ8MO/wvk5KewhCIitdrntefng38eEjb1h6ks3rw4QyVKvo2lG3n6+9DFHo/sdyR92vbJUIlEpMXJyoIjboegTmcqS+CNX9eJulu33Thl6CkhYbPWzOKZuc+kuJAiIpmlzmkREZFG2li6kT988oeQsA55Hbh+1PV1I6/4Cj4Nm9t10OEw6NC6cUVEUui0oadRkFNQcxxwAR765qEMlii5npjzBMWVxTXHWZbFuTufm8ESiUiLtN0I2CN0TmnmvALzp9WJeumIS+t8gfb3L/7Oki1LUllCEZGMUue0iIhII/3ls7+wvnR9SNivRv6KLgWhi+BQtA6ePQVc0OOZ2XlwWOg81SIi6dAhvwMnDT4pJOzVha+ydMvSDJUoeTaXb+bJOU+GhB3W9zD6tu+bmQKJSMt2wG+goFNo2ORzYX3onNIFOQX8dq/QeapLKku45cNbcM4hItIcqXNaRESkEaYtnsZri14LCRvXZxxH7HhEaMSqCnj+dNj4U2j4PldCp9AFcERE0uX0oaeTn107pVCVq+Lhbx/OYImS46k5T7G1YmvNsWGct8t5GSyRiLRohZ3goJtDw0o2wDMnQ9mWkOA9e+zJiTudGBL26cpPeer7p1JdShGRjFDntIiISAPNWj2L698LnbqjbW5bfjP6N5hZaOT/Xg8/vhca1nsk7HtVikspIhJd54LOnLDTCSFhLy94mRVbV2SoRI23tXwrj3/3eEjYIX0PoX+H/hkqkYgIMOI0GHxUaNjq7+ClCyAQCAm+cvcr6dm6Z0jYbZ/dxts/vZ3qUoqIpJ06p0VERBpg0aZFXPL2JZRVlYWEX7PnNXQr7BYaeeYk+OzBkKD12V24nF9y5uNfsXxjSYpLKyIS3RnDzqBVVqua48pAJf/+9t9xr/vHW/O54vlveGRuFo/MzWL6vLVJL9vnP67nzEc+rdmun/xN3GuemfsMm8s3h4Rp1LSIZFJpRRUXPf0lV1ZcwPJWfUNPfv8azPhzSFDr3NbcPCZ0pHXABbj23WuZtXpWiksrIpJe6pwWERGppzXFa7hw2oVsKtsUEj5hwAQmDJgQGnnxR/D61SFBpS6X04uvYMqCKt6Zu4bi8spUF1lEJKquhV05btBxIWGT509mdfHqmNd9+sN63vhuDbPWZzFrfRaL1yf/i7Y1W8p4Z+6amu3TH9bFjF9cUcxjsx8LCTtw+wMZ1HFQ0ssmIpKoqoBj6jcreWn2Zk7ccjkbXJvQCDP+At9NCQnau9fenL/L+SFhZVVlXPL2JSzatCjVRRYRSRt1TouIiNTD1vKtXPTWRSwvWh4Svk+vfbhpzE2h03lsXOItgBioCIl7XcW5fOP6paO4IiIJOXP4meRm5dYclwfKExo93dQ8N/c5NpRtCAnTqGkRaUqWuO5cXHEZzrJDT7x0AawMfTrk4t0uZuKAiSFhm8o2ceG0C1lTvCbVRRURSQt1TouIiCSooqqCK6dfyffrvw8JH955OHeOvTOkY4eyrd4iN8Whj7m7MZcxJbBPOoorIpKwHq171OkAefb7Z5m3YV6GSlR/q4tXc//X94eEje09lqGdh2aoRCIikX0YGM6m/W4JDawohqdPhq21T62YGb8Z8xv27bVvSNTlRcu56K2L2Fq+FRGRbV1OpgsgIiKyLQi4AL/58Dd8vOLjkPA+bftwz4H3UJhbWBtYtBaePB5Wfh2ayICD4aCbuT5/cUhw59Z5qSq2iEjCzt75bCYvmExlwJtqqNJVcutHt/LY4Y+RZXXHtEwc0Ytde7Vh4ULv8fJde7dLepl26tGW6w8fXHPcoTA3atw/f/pniiqKQsLCH4kXEcmE3OwsLj9wYEiYjToYNs+FL5+oDdz0E/z7MDh1MnTs612blcsdY+/g7DfO5tt139ZE/X7991wx/Qr+eeA/yc2O3jaKiDR16pwWERGJo7SylJs+vIn//PCfkPBO+Z144KAH6FzQuTZw/Q/wxDGwPmwuwM4D4diHsOwczh/bPw2lFhGpn+3abMeZw87kwW9qF3D9as1XvDDvBU7Y6YQ68Y/dvTclJZ15s3wBALv1bp/0MvXr2obzx7aJG2/GkhlMWzwtJGx8//Hs3HXnpJdJRKS+WuVkceXBEea+P/KvsHY+LPmkNmz9QnjoYDjlBei5KwCFuYXcc+A9nPaf0/hpy081UT9Z8QkXvXURd4y9g/Z5yW+DRUTSQdN6iIiIxLCqaBVn/PeMOh3TBTkF3HfgffRp16c2cPksePiQuh3TBZ3g509DQYc0lFhEpOHO2+U8tm+7fUjYXTPvatJzmxZXFPOHT/4QEtYhrwO/3OOXGSqRiEiCcvLghMehQ2i7S9FqeORIWPhOTVDngs7cf9D9dMrvFBL14xUf84upv9AiiSKyzVLntIiISBTfrPmGn7/+c2avmx0Snm3Z3Dn2ToZ1GVYbuPBtmHSk92EiWPs+cNYb0CX0UU4RkaYoPyefG0ffGBK2pWILt312W4ZKFN99s+5jRdGKkLBr9ryGjvkdM1QiEZF6aNvdu1fsNiw0vHyLN03c18/XBPVp14f7DryPgpyCkKiLNy/mlNdP4f1l76ejxCIiSaXOaRERkQheX/Q6Z/z3DNaUhI4WbJPbhn8c8A/27R20MM3Xz3kfHsIXpek+HM6eBl0jPMYpItJEjdluDEf1Oyok7L8//pf3lr6XoRJFN2fdHJ6Y80RI2MgeIzm639EZKpGISAO02w7OnAp9Qxc+JFABk8+BD++uCRrWZRgPHvIgnfM7h0TdUrGFi9+6mMdmP4ZzLh2lFhFJCnVOi4iIBKkMVHLXzLv41Xu/ojxQHnKuT9s+PHnEk+zXez8voHQTvHo5TD4X/AXEavTd1/uQ0a5nmkouIpI8V+9xdZ35S//wyR8oqSzJUInqqgpUcetHt1LlqmrCcrNy+c3o32BmGSyZiEgDFHSAU16EYRPrnnvzRnjuNNjqPaG3a9ddeeaoZxjSaUhItIALcPvnt3PThzdRVlWWjlKLiDSaOqdFRER8s1bP4qTXTuLhbx+uc25Uz1E8feTT9OvQzwuY9ybcNwZmTqqb0LBjvA8X+VqYRkS2TZ0LOvPL3UPnbF62dRn3f3V/hkpU17Nzn+Xbdd+GhJ27y7n0bd83MwUSEWmsnDw49t8w6oK6576bAveOhK+eBefo0boHjx7+KIf2PbRO1JcXvMzEKROb5BMvIiLhcjJdABERkUzbULqBu764i8nzJ0c8f9JOJ3HtyGvJzcqF4vXw3+vh62ciJzb6Yjjk95AV+fvfQMBxydNfhIT95qih9GxfEDG+iEimTBgwgSkLpzBz1cyasEdnP8oROx7BTp124oEZC5mzfCPLl3vtXev+6zhoeO+kluGLnzbw0Hu1i3x1b5fPzUcPY1XRKv7x5T9C4vZt15ezh5+d1PxFRJKhtKKKG14K/TLthiOH0Kl1q7qRs7LgsD9D257wv5tDz5VsgJfOg29fhKP+RkH7Xty+3+0M7DCQe2bdExJ1yZYlXPTWRRy0/UFcN/I6erTukey3JSKSFOqcFhGRFivgAkyeP5m7vriLTWWb6pzPsRyuH3U9J+x0AjgHs1+GqdfUXfQQILc1HPp72OOsuPlO/WZlyPFVB2tOahFpesyMm0bfxLGvHkulP3VRlavi+vev57HDHuO9+Wt5f8Faqh/GPGBNMQcluQyrNpWGtJn9u7amoqqCG96/gaKKopC4N425iVbZETp6REQyrCrgePGLpSFhVx48MHLnNIAZ7HMFdNoRXr0CStaHnp//Btw3Gg75HTbiVM7f9Xz6d+jPr9//dZ3pl/730//4YPkHXLDrBZw65FRys3OT+dZERBpN03qIiEiLE3ABpi+ZzilTT+G3H/02Ysf0gA4DeOSwRzhh4HFep/QD+8Hzp0fumO63P1z0UUId0yIi25J+HfrVGY08f8N8rpp+FY7KKFeljsNx04c38cnKT0LCJw6YyJ499kx7eUREUmroeLj4U2/KuHBlm721T+4dCV8+wUG9x/LUEU+xW9fd6kQtqSzhbzP/xnGvHsfri16nIlCRhsKLiCRGndMiItJilFSW8Nzc5xj/8ngufftSvln7TZ04hTmFXL3H1Tx3xJPstnwO3DfK65Re+XXdBPPaw8/ugVNfgo47pOEdiIik37m7nEu/9v1Cwj5a8RFLsh8DXFrLUlT4Gq8tei0krEtBF67a/aq0lkNEJG3adIXjH4ETn4A23eueX7cAplwM/xjBgPnv8OhB93PrXrfSMa9jnaiLNi3iV+/9isNfPJxHvn2EzeWb0/AGRERi07QeIiLS7K0tWctTc57iuXnPRRwlXe3QvodyzbBz6L5wBtw7Cjb+FD3RQYfDUX+FdtvVqyxmcPmBA0PCOhbqMXQRabrysvO454B7OOU/p7C+tPbR8g1ZHzJyt+60WeWNWB7Ws23S8x7QrU1Nm/l90Zt8uOnNkPMFOQXcc8A9dMjvkPS8RUSSJSfbOG+/0C/52ubVc3qNIUfDDnvDGzfAV0/VPb9pCUy9mqwZtzFx9IUccNC/+Pv853hh3gu4sC8SVxWv4q8z/8r9X93PMQOP4eQhJ9OnbZ/6vi0RkaRQ53QCzGx74DLgSGB7oAxYADwH3OecK05SPocB5wEjga7AGuBT4F/Ouf8mmEYOcDbwC2AI0AZYBvwP+Idz7rsE0+mM954nAH0BA34AXvbTWZdgOsOAS4GDgF7AVmAO8CTwsHMu/c+DikiLsK5kHW/99BbTFk/js5WfUeWqosbdoW0fft1tP/Za/AXM2BsCMZqmTv3hgBu8xyvN6l0uM+NKzTEtItuYPu36cM8B93DWG2dRWlVaEz6n7CUm9HTskbcHe+yQ/A7igd3bcuXBbZmxZAaT3nkw5Fy2ZXPH2DsY1mVY0vMVEUmmvJxsfn3EkMYnVNgJJv4Tdj4W/vfbyE/2Fa2Gt35L+7du5aa++zCx/8n8bsNnzNkwr07U4spinpjzBE/MeYIR3UZw8A4Hc/AOB2vxRBFJK3VOx2FmR+J1pLYPCi4E9vS3c8zsCOfcokjXJ5iHAffjdUwH6wVMBCaa2b+AC5xzUZ+d9DuUXwdGhZ3q729nmNlFzrl/xynPnsAUoGfYqV387RwzG++c+zxOOmcD9wJ5QcH5wL7+doaZHZVoR7eISDyrilbx9pK3mbZ4GjNXzSTgAjHjDyrowWlVBRwx5zNyv/4gduLdh8O+V8HQCZCVncRSi4hsG3buujO3j72dy9+5PKR9faXkFdplteMQDklJvt+u/ZZr3r2mTpt+4+gb2a/3finJU0SkSRtwEPQ/EBb8D969A5Z8HCGSgx/fY+cf3+PprFze6T+Sx/Lgy6IlEZP8cvWXfLn6S2777DZ26bILB+9wMAfucKBGVItIyqlzOgYz2xVvdHQh3ojfPwHvAAXAScC5wE7A62a2p3NuawOz+j21HdNfArcBC/E6lK8FRvjn1wA3RilrNjCZ2o7pycCDwHo/7EagG/AvM1vmnHsjSjq9gFeB7kAl8FegemK/o4CrgO2A18xsd+fcsijpHAr8C29e81XAH4BPgE54P7djgNHAZDPb37k4PUgiImGccywvWs7MVTNrtsWbFyd07T5VuZy+ehmjSn8i7tjn3nvCvlfDoEMbNFJaRKQ5GddnHDeMuoHfffy7mrAAAZ4peob91u7HqD7hYyQaZ9HGRVz81sWUVJaEhJ+787kcN+i4pOYlIrJNMYOBB3sd1Ys/gPfuhIVvR4yaHajgoPkfcBDwdV4rHuvWm2k5lUT7EP712q/5eu3X3DnzTnq27snu3Xev2fq264vpnlhEkkid07HdhdcxXQkc4pz7KOjc22Y2H68jeTBep+2t9c3AzAbgdUADfA7s55yrvvv+zMxeAWYAewDXmdkjzrmFEZI6FageOnKfc+7ioHOfmtl/gJlAO+BuMxsaZUqNP+B1TAOc7Jx7Pujce2b2OV6HfXfgd8BZEd5TDnAPXsf0ZmDvsDL/18zuBS7yy3wK8FiEsoiIAF5H9MqilczbMI/5G+czd/1cZq2ZxcqilQmnkR8IcGRRMadu2kz/ijgzCuXkw6DDYI+zYMf91CktIhLkhJ1OYPnW5Tz87cM1YeWUc94753Ha0NO4aLeLKMgpaFQeFYEKHp39KP+c9U/KA+Uh547udzSXjri0UemLiDQbZtB3H29bNhM+fQjmvArlWyJG36WsnDuWLGJZTjZPtmvLy23asCU7K2ryK4pW8Nqi2sVoO+V3YkS3EezUaScGdRjEoI6D6NW2F1kWPQ0RkVjUOR2FP7XFOP/w4bCO6Wp3Amfize18hZn9yTlXUc+srqT293BpUMc0AM65YjO7FPjIj3cF3hzO4a7xXzcE7Qens8DM/oQ3+nsgMB54MTiOmXXH6ygGeCOsY7o6nefN7A3gUOA0M7veObcqLNpEYIC//6conenXAD8HOvr76pwWaeGcc2wu38zSrUtZumUpy7YuY+mWpSzcuJD5G+azpSLyDXYsBYEA44pLOLiomL1LSimMPjMSWDb03x92Ph4GHwl5yV/YS0Skubjs/y5jRdEKpv4wtSYs4AJMmj2J/y3+HzfvdTOje45uUNqz187mpg9vYl6E+VFH9RzFb/f6rUbtiYhE0mt3mLi7t2j3/Dfhm+dh3ptQVVY3amUV167fyBXrN/JxQT7TWhfydmEBm7NjT1+3vnQ9b/30Fm/99FZNWEFOAQM7DGRAxwH0btOb3m1706tNL3q37U3HvI5qs0UkJnVORzchaP+RSBGccwEzewyvw7cjXmf2tEQz8OeaHu8ffu+cizRRFM65j81sLt4UIhPM7LLguafNbCAw1D98NsYCjZP8soI3rcaLYed/BlT/JYr4noPSOdSP+zO86UOCTQiLW4ff6f4ccD4w3MwGOufmx8hTRLZRZVVlbCrbxMayjWwq28S60nWsK1nHmuI1rClZ4+2XrGHF1hUN6oAO1yYQYGxQh3R+rA7pnHzoMxKG/AyGTYTWXRqdv4hIS5BlWfxu79+xrngdn6z6JOTc0q1LOffNc5kwYAJX73E17fPaR0klVHFFMffNuo/H2QR1mQAAIABJREFU5zwecc2AwZ0G87dxfyM3Ozcp70FEpNnKLYCh472tdBPMeQ2+exkWfwjlobORtgL2Kyllv5JSbgI+Deqo3hCno7paSWVJzVQg4QpyCujVphddCrrQtaArXQq61GydCzrTIa8D7fPa0z6vPfnZ+erIFmmB1Dkd3b7+axHedBjRzAja34d6dE4DO+ItehieTrR8dgJ6A32BH4LO7RsWLyLn3EozmwcM8ssaLqF0qPuewzunq9OZ65yL9cz9DLzO6ep01DktkibOOapcFRWBCsqryqkIVFAZqKSiqoLygHccvF9eVU5pRTElZVsoLt9CccVWSiq2UlxRRHFFMSWVxRRXlFBSWUJJVSnFlaVsrixmc2UxpRFnEEqeDlVV7F5a5m+l7FReQdTb6Kwcbw7pvvt603X03hNy81NavnCBgOOaF0Jv3K89bCe6t0tvOUREGuupj5fRecsF9Chuy6qCd3BWFXL+5QUvM2PJDPbutTfDuwxnWOdhDO40mPwcr72rqKpg3sZ5zF47m2/XfsuHyz9kVXH4A3kAxg7Zh7Jd8XHc9/YyrjtscBrenYhI8pRVVvH71+aEhF118CA6tm6V+szz28OIX3hbVQUs/xJ+eNfblnwClaU1UXOBvUtK2dvvqF6Um8vM/Dxm5ufxeX4ea3Lq34VUUlnCgo0LWLBxQdy4rSyb9jmFtMsppDAnn4LsfApzCijIKaAwp5CC3EIKcltT2KoNhbmtKWjVlsJW7SjILSQ3uxWtsluRm5Vbs9UcZ9eG5WbnkmM56gQXaULUOR3dEP91QZS5mat9H+Ga+uYRnk4i+fwQdlyfdAYBfcystXOuKEI6m2J1KjvnVpjZZrz5q0Pes5m1wetAT7Qs4XknxMx6x4nSo3rnjtd/QdvOdTt9HDFGU8bgIuzVhNQryVgpRYoV6Vz0s7GLEue6KKddjGtT8R5iifUOGlyWuEXx0q6s8GbveeXZ32Px0kz4qO51DqjCEQB/q92v8stSFRZevV97Pjhe7Va1jd6LtQkEGFRezsDyCgaVV7B7aSk7VlQSaYY7Z1m4TgMIdB+O6zaMQPedCWy3O7RqXRup0kHYIlupFnCOF79YGhJ25uhetMt1lJbWfjgI3hdpLNUtSYU3Zq/go0UbgIPIarUL/Qe/zsqKuSFxNpRtCJmrNNuyGdB+ADlZOczfOL/OfNLhuuf1ZdH3R/JtaR++ZS07di7msrE7pOotSROidktSJRN1q6i8ksc/Dl24+/RR25Gf1bj5+Ruky87etufFUFlK1oovsVXfkrXqW7JWz8bWzsUCFWQBAyoqGFBRwYlbtuKApTk5zMzPY26rXOa1asW8VrlsTHB0dSLKXRVrKrawJglPU8aT7bxFsrIJfjV/37CQcxbyGrxvftzgj1dVlVUY8MKzvyPLLOhcddzga6z6X520rDZG2D5Rwxvf5554AtvmR8rYpU7ne6pvXs45ysq8KXree/6Oul+wRPnlN/Y9bVlfd1qgZFPndARmlg9UP9u9NFZc59wGMysCWgN96plVcPyY+QBLolzX0HQMrxM5+BNEdTrx0qhOZ1iEsvSmtu435j0lkn9CZrjN5AbS2/kk26hEW+2aAQ5VsWJJA2U5R8/KKnpVVtK7spI+FZU1HdI9qqrq/JoqsvLZnNeN4rzuFLXqxta87mwu2J7NBb0JZPm/rE3AplKY90G6304dAQfhf34/+OADFhaGxnv33XfTViZpWVS3JFnWrav+iA6B8m4M23wKe3b6lDdL3qSMyB9kqlwVczfOjXguWDbZ7J+/P+2K9mVBaV5NeFFREW+++WZSyi/bDrVbkirpqltlVRB+//fee+/RKS9i9AzYAXJ3gF5HYj0raVu6nPYli2lTtpLCstW0Ll9N67JV9Kksps/W2rF7DlibncX8Vq2Yl5vL4twcluXmsDQnhxU5OVQ24dHJVeZ9mgtdNMyFvTZQzexTCX5ebGR2KUtLmp7qvghXkrbfdUVVfZfWqz91TkcWvArW1qixalV3TrdJYT7BI5zD80l2Oom+51SWRUSaobZVAToGquhSVUXXyiq6VAW8/aoqulVW0ruyih6VleQCAbIoz2lDeU5bSnM7UFrQgfm5HSnL6UBJbgdKW3WkqFV3ynPaJmOIgIiINJKRxai8UQzOHcyrxa/yfWW8h+gi2yF7ByYUTqBrdldmFal9FxFJJ5eVw+bC7dlcuH2dc7mVW2ldtpqCivXkV2wkr2Ij+RUb6F+xkWHlG8kr3kyrqvVkuSoqgdU52SzNyWFVTjZrs7NZk+29Vm/rs7PYnJWF0728SIumzunIgueAiP2soad6aEh9n8mpTz7Bw0/C80l2Oo15z8kqSzzxRlr3Aj4GqNiY+m95RJqbbOfIdY4c58h1kI0j33lbQcBR4Bz5gYD36hwFDvLJIt+yKMDIJ4fC7FzaZefTJruAdjmtKcxtQ3arQsgtxOUVQKtCXE4BtCqAnEJcqzaU5bdncX4HXH57aFX3OyvDa2S25dmZHXDsuh9DwkYM3ZGOhbmUlZXxySfewmKjRo0iL6/JDKeRbZzqlqTCQeUr6L9mK6tWefNE777jYIb28x4+HMMYftz8I7PXz2bexnnM3zifpVuXRpx8q2frngzsMJBBHQYxpOMQBnUYVHMuf20xm93qmuP2hbkMHdqrThrS/KjdklTJRN2qqHIcueaHkLCdh/Sjff623yVT7m+bQwKLsbKNULqJzqWb6Fy+BasogYpirLIEykuwimKoLCZQXERxZRFbKorYWlXM5qoytlZVUEYlpQQo8bcyoMSMEjNKs7L8VyixLErNqMSoMKg0o8KMKnV4iyRFWJ9a8ubxCbLtt4SpETzxVCIrFFT/Navv3BH1ySf4L2Z4PuHpxJo4K146hQmUJTideGVJJI1I6cTknIs5ZYiZ1cw5vejWRfVJWkQk7f6a6QKIiCTBSw28bi5zmc70hOPf3MB8RESakvsyXQARkfrrCiyOG6ueIq0hJRA8+34i001Ur66VyHQYDc0naAWvOvkkO53GvOdklaWxuiU5PREREREREREREUkijZyOwDlXamZr8RZF7B0rrpl1pLaTNeFF+nzBo39j5kPoNBbh+YSnszaBdBx1FyxcCnRPoCzB6cQrSyJpREqnsYInORwNLEty+tJy9QA+8/f3BFZmsCzS/Kh+SaqobkmqqG5JqqhuSaqobkkqqX5JqmSqbmXjjZgG+CYVGahzOro5wL7AADPLcc5VRok3OOya+vguSjr1zSc8nVkJpLPEOVcUdu47YHegvZn1cM5FrOhm1hNoF6kszrmtZrYEr+O5Me+psYLnu14WbxoQkURZ6NxlK1W3JJlUvyRVVLckVVS3JFVUtyRVVLcklVS/JFUyXLeSPpVHME3rEd37/mtrvA7baMYG7X9Qzzx+AJZHSCeS/fzXZcCPYefeD9qPmo4/D3P1CjORyppQOsR/z9Xp7BQ893MD0hEREREREREREZFmSp3T0b0ctH9mpAhmlgWc5h9uBN6pTwbOOQdM8Q8Hm9noKPmMpnaU8RT/uuB05lE78vgEMyuMkuUZQfuR1qx5BQj4+xHfc1g6Af+acME/uzMinMcv4wn+4Xf+exAREREREREREZEWQp3TUTjnPgXe8w/PNrMxEaL9Ehji7//dOVcRfNLMxpmZ87dJUbK6C6ieMuRuMysIS6MAuNs/rPTjR3KH/9oJuC38pJn1B673DxcSoXPan8bjSf/wUDM7LkI6xwOH+oePR5n64yU/D4Dr/bzD3Q50DNoXERERERERERGRFkSd07FdDpTgzc39ppldb2ajzWx/M3uA2k7gecCdDcnAHzFc3bG8B/CBmZ1oZnuY2Yl4013s4Z+/3Tk3P0pSj1I7NcbFZvaCmR1qZiPN7BLgQ7x5ogPApTHm0L4BWOPvP21mfzazffztz8BT/rk1wI1R3lMFcJmfVzv/PV3il+VQM3sBuMiP/j7weJSyiIiIiIiIiIiISDOlBRFjcM596XcQP4HXyfrHCNHmAUc657Y0IqsbgG7AWcAI4JkIcR4mSmewX9YqM5sATMVbtfNYfwtWDlzinPtPjHSWmNnReFNz9ACu87dgK4EJsSZfd85NNbMLgHuA7tSO/g72KTDROVcVLR0RERERERERERFpnjRyOg7n3KvALsDf8Dqii/Hml/4cr9N2hHNuQSPzCDjnzgaOxJuDejleR/Jy//gI59w5zrlAjGRwzq0F9sIblfw+sA4oBRYBDwL/55x7MIHyfALsDPwe+BbY6m/f+GHD/Tjx0nkQbzHJB/0ylPpleh+4ENjbL7OIiIiIiIiIiIi0MBa2tp5Is2BmvYEl/mGfWKO8RepDdUtSSfVLUkV1S1JFdUtSRXVLUkV1S1JJ9UtSpTnXLXVOi4iIiIiIiIiIiEjaaVoPEREREREREREREUk7dU6LiIiIiIiIiIiISNqpc1pERERERERERERE0k6d0yIiIiIiIiIiIiKSduqcFhEREREREREREZG0U+e0iIiIiIiIiIiIiKSdOqdFREREREREREREJO3UOS0iIiIiIiIiIiIiaafOaRERERERERERERFJO3VOi4iIiIiIiIiIiEjaqXNamgwzu83MXNA2rhFp3RKWVqwtbj5m1tnMfmtmX5nZJjPb7O//1sw6N7Sckh7JqltmNq4e9ap6mx4lrR8TvP7HRrx1SZLG/r4bkN9JZvaGma0ws1K/vjxuZqPrkUahmV1jZp+a2Xoz22pmc8zsDjPbPhnllMZLR90ys3Z+nXrQzL4ws41mVm5ma8xsupldbWYdEkhH7dY2JE11S/dbLVCq65butwTAzLqY2bVm9oGZrTSzMjNbbmafmNntZjYmSfkcZmaTzWypn8dS//iweqSRY2bnm9m7/t/WEjNbYGb3m9nQZJRTkiuV9cvM8s1svJnd7ae33swq/NeP/L+dPRNIZ3qibWBDyyrJl+K6dUY9/i6ekUB6TebzYk46MxOJxsx2Ba7MdDkiMbM9gSlA+B+QXfztHDMb75z7PO2Fk7iaQN2am8G8ZRtjZvnA88BRYad28LeTzewW59zv4qTTH3gd2Cns1GB/O8fMTnbOTU1OyaWpMrPDgZeAvAinuwBj/e1qM/u5c+6ddJZPpJrut6SRdL/VjJjZ8cA/gfAvpXr620hgIDChEXkYcD9wXtipXsBEYKKZ/Qu4wDkXtfPPvC/OXgdGhZ3q729nmNlFzrl/N7SsklyprF9mtgvwPtA2wumOwGh/u8rMznHOPVffPKTpSkfblSxN7fOiOqcl48wsC3gQrz6uBrolOYud45z/IdoJM+sFvAp0ByqBvwKv+aePAq4CtgNeM7PdnXPLGl9cSZYU1K3PiF+fAO7B6+wBeDRO3CnAjTHOlyeQn6TPP4H7YpwvamT6D1PbMf0O8HdgOV69+zXeh5xbzWyFc+6hSAmYWRu8dqr6RuNB4BmgBNgfuB5oDzxvZmOcc183ssySHKmqW53xOqYDwDTgv8BXwEagN/AL4ES8v3OvmdnezrlZcdJUu7VtSXW7VU33Wy1PquqW7rdaMDM7DXgE7ynv1Xj17H1gPdAD717oaKCikVn9ntqO6S+B24CFfvrXAiP882uIUnfMLBuYTG3H9GS8+671ftiNeJ8//mVmy5xzbzSyzNJIaahf7ajtmP4A72/Z58A6oCtwDHCOH+cpM9vinPtPnDQ/B85sYHkkTdLYdlU7FO9zYjRLY5S16X1edM5p05bRDbgCcMAc4I/+vgPGNSLNW6rTaWTZJgWV5/gI548POv/vTP8stdX5/SS9biWQZweg1M9nfox4P/pxJmX656Qtod9rdd25JYV5jA3K5xUgO+x8F2Cxf3490CFKOrcEpXNNhPNj8G6KHPB2pn+2LX1Ldd3C63i+H9g+RpxLg8rxVox4are2oS1N7Zbut1rglo66lUAZdL/VDDdgSNDv9V2gfYy4rRqRz4Cge6HPgIKw84V+uPPj9Y+SzhlB/x/ujZLPJv/8PCAn0z/jlrylo34BewHPAkNjxBmPN2jAAQsAixJvuh9neqZ/dtri/t7T1XYFtzl9G5HOLTSxz4uac1oyysz6ANWPp19IExq1YGbdgVP8wzecc8+Hx/HDqr8BP82/RpqADNatE6l9fP7xNOUpzcO1/msVcJFzrir4pHNuLXCdf9gRODs8ATPLBS73D+cAd4bHcc59hDdCG2B/M9u98UWXpso596xz7gLn3E8x4tyNNyoHYJxpbl9JI91vSQPpfqt5uhvv97oWOMY5tylaROdcY+7tr6T2KfJLnXMlYWkX431xix/viijpXOO/bgjaD05nAfAn/3AgXqekZE7K65dz7kPn3InOue9ixJmCN8oevNG0uzUkL2lS0tV2NVpT/byozmnJtPuANsCjzrnpGS5LuJ8B2f7+IzHiTfJfs/1rpGnIVN06zX916MOSJMh/tOpA/3Cacy7aY1iTgc3+/jERzo/DG00GXt0PRElnUtB+pHSk5Znuv2YBO2awHNLy6H5LGkL3W82MmQ2m9l7oHv9L+VTkY9R2En/vnPs4Ujw/vHou8wn+dcHpDASqFzt81u/QjmRS0L7uuTIkXfWrHoLX+OifsVJIozXBuhXPOJrg50V1TkvGmNkJePMIrifCN81NwL5B+zNixAs+t0+KyiL1kKm65S8qsJd/+J5zLur8miJhRlI7Aixqe+N/0179IWqk/813sETbrc+pnQtU7ZZA6IKJ0W5SRVJB91tSL7rfaraOD9qveYLCzDqa2cAkPtWzI96ihxC7zQk+3xvoG3YuobbLObcSb0oPUNuVSemqX4nSfVfz0dTqVjxN8vOiOqclI8ysA95CXwDXOefWpDCvaWa2zszKzWy1mU03s1+ZWcc4lw7xXzf5NxUROedWUDuScUi0eJIe6axbEZwWtB9vYZ5q+5nZ12ZWZGbFZvaDmT1rZnVGaEiTcLyZzTWzEjPbYmbzzexRM9u/kekGtx3fx4lbfT4H7xHReqfjnKvEW/Qn/BrJnFTVrURVLypWiTf/YSxqt7Ytaalbut9qkTLVbul+q3ka7b9uAuaY2S/M7Cu8wSbzgLVmtsjMbvafOGuohtxzhV/X0HT6mFnrOHElNdJVvxI1Nmg/Xv0ZbGaf+e1sqZktNbMpZnZahIEqkn6ZqluTzGyVf9+11sw+NrPfm7fIdCxN8vOiOqclU27DW7H0Q2rnskmVg4BOQC7eCrlj8eb+WmRmseb96uO/Rl3lNMiSsGskc9JZt8JVz5lZAryQ4DU74q1IXwgU4I3KOAF4CXgvgT8ukl5DgUFAPt60MQPwPiS/bWYvmVn7BqYb3HbEa3OWBO2HtznVx0XOuY0JptPVzPJixpR0SFXdisvMjgR28Q/fcM5tjhUftVvbmnTVLd1vtTyZard0v9U8VU+R8SPe/K1PUPu3qdqOeAt5fWRm2zUwn2Tfc9UnHcMbhS3pl676FZeZ7Qoc6R/OjjU/ta87sAdeO5uHN/L/Z3hfzs0yM31hm1mZqltjgW54912dgVHADcACMzs/xnVN8vOiOqcl7cxsH+AcvNFZFzh/OdAU+AZvQbyjgd3xvtE6HXjTP98BeNHMDo9yfVv/dWsCeVU/7pCOb1klijTWrUh57wv08w9fSqBzpxx4BbgEb96nEcD+wK+p/SOwNzAtlZ1SkrBi4BngXLxHoUYAhwB/ANb5cSYAUxo4gqFt0H68NqcoaD+8zWlIuxUpHUmfVNetmMysE3Cvf1gF/CZGdLVb25Z01S3db7U8GWu3dL/VrHXyXwcDFwMbgQvwOl/ygT2B//hxhgPPm1lD+jOSfc/V2HQkPdJVv2LyO/geonathV/HiB4A3gJ+ifcF8AhgP7wFOuf4cYYC75jZ9skuqyQs3XVrEXAHcCze1JAjgZPwphRxfp73m9l5Ua5vmp8XnXPatKVtA1oB3+H9p7ktwvlb/HMOGNeIfDrEOX9+UD7LgIIIcar88+8mkN+7ftzKTP+MW+qWrroVI/9/BaV/aALxo9ZRvD8YbwSl99dM/3xb+hbn99Ud+CLo93VZA9J/OOj6fnHinhUU95Swcwv98J8SyPOxoHR6Z/pn3FK3VNetOHln490sV6d/SyPKqnariW3pqFu632qZW4bbLd1vNdMNb3BJ9e+iEhgdIU4WMDUo3nENyOc3QdcfECfuAUFxbww791bQuaw46dwaFHefTP+sW+KWrvqVQDkeDEp/Upy4sdqvXLwF66rTmpzpn3FL3dJZt4D2gMU4fxTel7IOr2O5R4Q4TfLzokZOS7r9Gm++mp+A36YqExfn8QTn3AN431gCbEfk1UdL/ddWCWRZ/YhDSUIFlFRIS92KxP8GvHohhOXA/+JdE6uOOue24D1qWj366DwzS6QeSorE+X2tAo7DuxEAuLQBWZQG7cf7XQc/UhXe5jSk3YqUjqRJGupWLPcBh/n7r+ONfo1K7da2JR11S/dbLVOm2i3dbzV7wfdCzzvnPg6P4JwLELrY+c8bmU8y7rkam46kR7rqV1Rmdj3eU74AM/FG2UYVp/2q8NOqnjN4oqYnypi01S3n3Cbn9xpHOf8atX0hhcDZEaI1yc+L6pyWtDGzwcD1/uGlzrmiWPHT4IGg/bERzm/xXxN5fKF6YYtEHo2QJGsCdWs83mPLAE8656oam6BzbhPeI7Pg1a89GpumpI5zbhEwzT8c0IC5xLYE7cdrc4IX0glvcxrSbkVKR5qIJNStiMzsT0D1437vA8c3tu1Su7VtSVXdikD3Wy1MCuuW7reat+B7of9Ei+Scm433JAZ4j8s3Jp9k3HM1Nh1Jj3TVr4j8OYD/6B/OBQ5v7GdW5y1YF7zGUqS/sZJ6Ga1bEVSPzofk3XdBituunFQmLhLmSrxvZxYBhWZ2UoQ4w4P2DzCzHv7+qynocAxeeCDSt4xL8R5NTGTRiupJ5ZfEjCWpkum6Fbxq/GONTCtYvDoqTct31C5u0gtvVFeighfS6Q18HiNu8AI84W3OUrzFMFqbWYc4oxqr01njnCtLuKSSCY2pW3WY2XXAr/zDL4CjnHPJGg2hdmvbktS6FSOParrfajlSUbd0v9W8LcFb1BwSW2CwF96crvUVfs8VS7x7ruB01iaQjiOxxV8l+dJVv+ows5/jPa0GsBg4yDm3Jhlpo/arKchY3YrEObfazNbiLU4d7b6ryX1eVOe0pFP1IwH9gKcTiB+8KNOOhE7GngwW5/x3eAv7tDezHs65lRETMesJtPMP50SKIymXsbplZt2AQ/3DL5xz3zY0rUjJJzEtSb3G/L6CbywHx4lbfb4SWBAhnWOD4tV5rAzAzHKA/v6h2q2mL2ltgZldBPzZP5yDN2frpmSlj9qtbU06fl+632qZklq3dL/VIsymdjRhdqyIQecrG5BPQ+65oG67E57OrATSWdIEnh5uqdJVv0KY2c/wvkzLAlYABzrnkvkFhdqvzMtI3YojVr1okp8XNa2HtGRDg/YjjeZ4P2g/1iMywec+aFSJZFt0MrVf9CVzFA/Er6PStDTm9/UZtfNzRm1v/LkwR1df45wrD4uSaLu1B7WPaandavqS0haY2anAPf7hIryRO7FGejWE2q1tSzp+X7rfapmSXbd0v9X8vRu03z9qLE8//3VZzFiR/UDt7zneNAj7BeXzY9i5hNou/2nNQf6h2q7MSVf9qmFmBwLP4bVd64CDnXMLG5NmBGq/Mi/tdSsW/8vczv5hY+670vp5UZ3TkjbOuTOccxZrI3Qhu/2Dzv2YgiKdH7Q/I8L5V4CAv39mjHTO8F8D/jWSZhmuW9WPmFYCTzUyrRpm1h440T8sJvY0D5JhZtYPONg/XOScq9cNh78o01v+4UFmFu0x02OoHTn4UoTz04HqUbCnm1m0b83PCNqPlI40EY2tW0HpHAM8gjeSYineyJ2kfohRu7VtSVbdSoDut1qYFNUt3W81f68AFf5+pMVTATCzsdR2vLxX30z8xcSm+IeDzWx0pHh+ePWI5ynhi5A55+ZRO5rwBDMrjJLlGUH7uufKnLTUr6B09sKrZ3nAZrwn1WY3NL0oeeQAZwUFvRstrqRUWutWAs6jduR0pPuu6TTBz4vqnJZtjpmdYWbO326JcH5nMxsQJ43zqV25dCUR/rP5j5U+6R8eambHRUjneGofMXw82qOosm2IV7cixB8GjPAP/5Po3GFmdpiZFcQ43xbvW/bqP14Pa07gzDGzo/2bv2jnuwMvALl+0L0R4iRSt+7wX3OAe80s5LEwM+sC/MU/3Ag8FJ6AP5L6H/7hEODqCGUZQ237N8M591mU8kiKpatumdkheFMeZQOr8UZM/1jPsqrd2oako27pfqtlSuPfxOD4ut9qAZxz66i9tzk40hoy/u/srqCgByLEGRdUvyZFye4uah+rvzu8nvjHd/uHlWF5Bqu+d+sE3BahLP2pXbR9Ieqczph01i8z2w14HW/UaRFwhHNuZn3Ka2b7m1mHGOdz8d5P9RcorzrntB5DBqSrbplZXzMbER4eFucoaqcwLcUbmBJe3ib5eVFzTktztDvwkJm9g7da6jd4j9Hk4DXep1A7mqMKOD/G3F83AIfhTSb/tJntAbzmnzsK+KW/vwa4McnvQ5q+04P2H63Hdb8CnjSzyXiP1SzEW/22AzAGuJDaxQfmArc0uqTSGHcDuWb2IvAR3mOdJUAXYBxwAbUfbN8nwgfxRDjn3jazZ4CTgJ8B08zsLrzHsXbGa4+296P/yjm3IUpSt+ONAhsE3OZ3Hj3jl3l/4Nd47WEJcEVDyipJk/K65Y/8eglv0dgKvAVkc81seIzLlkZYHEXt1rYlHe2W7rdaprT8TQyj+62W42a8hTS3Bx43s72ByXgjT3cGrqO2M+6fDe0wcc7NM7M78OrIHsAHZvYXvDrS38+nuhPodufc/ChJPYo3cnVv4GLzpvB4ENgAjMTrJGqH98THpc7QjmrhAAAK50lEQVS5VM8zK7GlvH75X0i8gdfOgPc3a1Oc+67VzrnVYWGnA6+Y2St4I13n+uVsg/f393y8jkXwBh5cXt+ySlKlo+3qC7xjZh8Br+LNc78ab5R0P+A4f6seCX11jCeXmt7nReecNm1NZsO7KXT+Ni5KnDOC4twS53ysbS0wPoEyjcJbvCBaOiuAUZn+2WlLfd0Ki5uF92i8A9YDefUoy/QE6+gMoFemf3YtfcP74J3I7+sFoENj6hZQgDfSIloeVfHqpp/OAGBejHQ2AUdl+mfb0rd01K2wti/R7YwI6ajd2oa2NNWtMxLMQ/dbzWhLR90Ki6v7rRa24XW4zY/zO3sYyI1y/bigeJPi1K2H4+TzEJAVp7xdgE9jpFEGnJvpn6u29NSvevxtDN5uiZDOpASv/RoYmumfq7a01K1xCdaJIuC8BMrbpD4vauS0NEdT8R5BGIP3jXd3vBEchndT+xXwX7z/8JvjJeac+8TMdsb7NnIC3jdW4C2mMQW4y3mPckjLciDQy99/1tXvMdCr/evHADvh3dR2wJvrcDnwCd4j+G86/y+HZNTpeItFjMH7VroL3iiYrcAS4EPgUefcR43NyDlXAhxpZifj3dzuilc3VuHNTXZPIvk45xb4j31dDByPd/PRyi/vVODvzrnFjS2vNFra6lYSqN3atqSjbul+q2VKd7ul+60Wxjk3x58W4UK8UYAD8UaLrsZblOsB59w7ScgnAJztPwVwHrAnXh1Zi7dQ9QPOuf8kkM5a8+YXPhdv4c4heNM5LMdbT+TvLslzDUvDpat+JcFf8EbGjsFb9LAr3vQxZXifCz7H+xLwJedcVaYKKbXSULdm4j2VNgbviY+eeG1WDt7TGrPx2pyHXN2R+JHK26Q+L5r+DouIiIiIiIiIiIhIumlBRBERERERERERERFJO3VOi4iIiIiIiIiIiEjaqXNaRERERERERERERNJOndMiIiIiIiIiIiIiknbqnBYRERERERERERGRtFPntIiIiIiIiIiIiIiknTqnRURERERERERERCTt1DktIiIiIiIiIiIiImmnzmkRERERERERERERSTt1TouIiIiIiIiIiIhI2qlzWkRERERERERERETSTp3TIiIiIiIiIiIiIpJ26pwWERERERERERERkbRT57SIiIiIiIiIiIiIpJ06p0VEREREREREREQk7dQ5LSIiIiIiIiIiIiJpp85pEREREREREREREUk7dU6LiIiIiIiIiIiISNqpc1pERERERBrFzHLNbK6ZOTM7MdPlSQYzu89/P49muiwiIiIizZU55zJdBhERERER2YaZ2VXAncAcYLhzLpDhIjWamfUBFgC5wCjn3GcZLpKIiIhIs6OR0yIiIiIi0mBm1ga43j+8tTl0TAM455YAjwIG/D7DxRERERFpltQ5LSIiIiIijXEh0AVYAjyX4bIk253+6yFmtmdGSyIiIiLSDKlzWkREREREGsTMsoFL/MOnm8uo6WrOubnAF/7h5Zksi4iIiEhzpM5pERERERFpqIOB7f39JzJZkBR60n891szaZ7QkIiIiIs2MOqdFRERERJoZM2ttZqvMzJnZIjPLjRIv38ze9+OVmdm4emZ1gv863zn3TYzy3OLn4YLyvcbMvjCzLf72qZldYmY59UinnR/2jZlt9d/zVDPbK+y6bmb2ezObbWZFZrbOzKaY2YgE3uOL/ms+MD6B+CIiIiKSIHVOi4iIiIg0M865IuCP/uGOwBnhcczMgMeBvQEHnO6cm17PrPb3Xz9O9AIz6+7Hvw0YAbTxtz2Bu4HJZhb3c4qZ9QE+A24GhgOtgW7A4cC7Zna8H28XvKk5bgCGAoVAJ+BnwEdmdkCsfJxzi4EV/uG4RN+niIiIiMSnzmkRERERkebpfuAnf/8GM2sVdv5O4Dh//xrn3DP1SdzMegN9/cPP6nHpZGAI8A+8aUF2B04G5vjnjwbOTSCd54HewJ+AsXid21cCm4Fs4GEz2xF4DSjA65zeBxiF16FdDuQBj0T42YSrfn/7JlAuEREREUlQ1EfmRERERERk2+WcKzOzW4GHgB2As/A6rDGzy/E6cgHucs7d2YAsgqfO+LIe1+0JHBI2SvsLM3sD+A7oDlwEPBAnnd2Asc65T4LCPjezecDrQFvgE8CAkc65hUHxPjWztcC9eHNmHwm8FCOvmXgjrQeYWTfn3Oo4ZRMRERGRBGjktIiIiIhI8zUJmOfv/9rMWpnZMcBf/bDngV82MO3eQfv16ay9O9L0Ic659cAj/uEuCSw+eFdYx3R1OlOBxf5hV+DGsI7pao8Apf5+vBHRwe+vV5y4IiIiIpIgdU6LiIiIiDRTzrkq4Cb/sA9wH/Ak3ueAd4FTnXOBBibfNWh/Qz2uezLGuZlB+zvGSSfWNCRf+68OeC5SBOdcCTDfP+wXJ6/1Qftdo8YSERERkXpR57SIiIjI/7d3/y52VGEYgN/PRBIJKYxiGSyiVoqFBitLITZioYIKCkHEP0EFTQh21iJoI4JIRNAixEJsLAwSVAwBtRBRbIxKwB9RiX4WO0uugdzN7l3nbobnaeacmXO/8037cpgL03Y0yWfD+GCSnUlOJ7mvu/9coO6emfF6wukv5jybDYF3r1HnqznPzg7XH7t7Xm+r69baa7bGdWusBQDgMgmnAQBgwrq7k7wyc+uHJAe6++wlfnK5/pgZX7OOfn6f83j2FPe2Tagzb83surl75b/vd26NtQAAXCbhNAAATFhV3ZTk8MytXUkWOTG96szMeM8lV03D7PudueQqAADWRTgNAAATVVU3JHkvyfVJfhpu70ry7CaUnw1pr92EelvZ7PsJpwEANolwGgAAJqiqdiU5lpU/+/s1yT1J3hkeP1lVexfc4tTM+OYFa211q+/3W5Kvl9kIAMCUCKcBAGBiqmp7kreS3JHkfJIHu/uTJM8n6SQ7hvEiTubC95fvXLDWVrf6fie6+/xSOwEAmBDhNAAATM/LSQ4M46e6+3iSdPfnSd4e7j9WVRs+8dzdfyX5eJju32idra6qdiS5bZh+uMxeAACmRjgNAAATUlWHkhwcpke6+9WLlhxK8k+SbUmOLLjdseG6v6p2L1hrq7o7ydXD+Ni8hQAArI9wGgAAJqKqDubC5zpe6+7nLl7T3aeTHB2mD1TV7Qts+UaSv5PsTHL/AnW2soeH65fdfXKpnQAATIxwGgAAJqCq7s3K5zyS5P0kT8xZfjgroXIleWGje3b390neHaaPbLTOVlVVs6H7S8vsBQBgiqq7l90DAABwhaqqu5J8lJWwe193f7PcjjZPVT2a5PUkPye5sbt/WXJLAACT4uQ0AACwYd19IsnxrHzD+uklt7NpquqqJM8M0xcF0wAAm8/JaQAAYCFVdWuST7PyR4v7uvvbJbe0sKp6KMmbSb5Lckt3n1tySwAAk7N92Q0AAABXtu4+VVWPJ9mXZG+SKz6czspJ8MNJPhBMAwD8P5ycBgAAAABgdL45DQAAAADA6ITTAAAAAACMTjgNAAAAAMDohNMAAAAAAIxOOA0AAAAAwOiE0wAAAAAAjE44DQAAAADA6ITTAAAAAACMTjgNAAAAAMDohNMAAAAAAIxOOA0AAAAAwOiE0wAAAAAAjE44DQAAAADA6ITTAAAAAACMTjgNAAAAAMDohNMAAAAAAIxOOA0AAAAAwOiE0wAAAAAAjE44DQAAAADA6ITTAAAAAACM7l/ZBJLV6zFfIwAAAABJRU5ErkJggg==\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.figure(figsize=(8, 4), dpi=200)\n",
"plt.plot(xnm, V/1.6E-19 + 1, ':', label=r'Wells')\n",
"plt.plot(xnm, np.absolute(eigVec[:,0])**2, label=r'$|\\psi^{(1)}(x)|^2$')\n",
"plt.plot(xnm, np.absolute(eigVec[:,1])**2, label=r'$|\\psi^{(2)}(x)|^2$')\n",
"plt.xlabel('$x$ (nm)')\n",
"plt.ylabel('$|\\psi(x)|^2$')\n",
"plt.xlim((wellStart - w)/1.0E-9, (wellStart + b + 3*w)/1.0E-9)\n",
"plt.ylim(-0.0001, 0.02)\n",
"plt.grid(True)\n",
"plt.legend()\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The ground state eigenvector yields a high probability density between the two atoms. The energy of this double well ground state is lower than the ground state energy of a single well (an individual atom). One electron from each atom can occupy this state with opposite spin, forming a chemical bond between the two atoms, i.e., a molecule. The binding energy equals the energy difference between the molecule and the sum of the energies of two separate atoms:\n",
"\n",
"\\begin{equation}\n",
"\\Delta E = 2E_{\\text{atom}} - E_{\\text{molecule}}.\n",
"\\label{bindingEnergy}\n",
"\\end{equation}\n",
"\n",
"The simplest case is the hydrogen molecule $\\text{H}_2$. Separately, each electron of a hydrogen atom occupies the ground state of the individual **atom** (calculated earlier in \"The Atom\"). In the molecule, the two electrons both occupy the ground state of the **molecule**, with opposite spin. Hence, the binding energy becomes\n",
"\n",
"$$ \\Delta E = -9.0459\\text{ eV} \\cdot 2 - 2E_{1, \\text{molecule}}$$\n",
"\n",
"for the molecule $\\text{H}_2$."
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"scrolled": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Binding energy for the hydrogen molecule: 0.4263 eV\n"
]
}
],
"source": [
"deltaE = 2*-9.0459 - 2*eigVal[0]\n",
"print(\"Binding energy for the hydrogen molecule: %.4f eV\"%(deltaE))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The first excited state of the molecule, however, shows a close to zero probability density in the region between the atoms. The state also has an energy higher than the ground state energy of an individual atom, indicating an anti-bonding molecular orbital. Thus, as a model for $\\text{He}_2$, we have the individual $\\text{He}$ energy\n",
"\n",
"$$ E_{\\text{He, atom}} = -9.0459\\text{ eV} \\cdot 2, $$\n",
"\n",
"where the factor two is because $\\text{He}$ has two electrons, and the molecular energy\n",
"\n",
"$$ E_{\\text{He}_2\\text{, molecule}} = 2E_{1, \\text{molecule}} + 2E_{2, \\text{molecule}} ,$$\n",
"\n",
"giving the binding energy \\eqref{bindingEnergy}:"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Binding energy for the helium molecule: 0.1656 eV\n"
]
}
],
"source": [
"deltaE = 4*-9.0459 - (2*eigVal[0] + 2*eigVal[1])\n",
"print(\"Binding energy for the helium molecule: %.4f eV\"%(deltaE))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"This is much smaller than the binding energy of $\\text{H}_2$, as expected. In \"the real world\", the helium dimer is not stable."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### The Crystal\n",
"With $N_w$ potential wells next to each other, with zero potential barrier separations of width $b$, one can simulate a crystal."
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"Nw = 5 # Number of potential wells\n",
"\n",
"# Array of potential values for the system\n",
"V = np.asarray(left + (atom + separation)*(Nw - 1) + atom + right)\n",
"Ntot = len(V)\n",
"\n",
"# Find eigenvectors and values\n",
"eigVec, eigVal, xnm = solveSchrodinger(V)\n",
"\n",
"plt.figure(figsize=(12, 6), dpi = 200)\n",
"plt.subplot(131)\n",
"plotEigenValues(4, eigValAtom, xnmAtom, True, Vatom)\n",
"plt.title(r'Eigenvalues $E_j$ for single atom', fontsize=10)\n",
"plt.ylabel(\"Energy [eV]\", fontsize=7)\n",
"plt.xlabel(r'$x$, nm')\n",
"plt.legend()\n",
"\n",
"ax = plt.subplot(132)\n",
"plt.title(r'Eigenvalues for crystal with $N_w = %.i$'%(Nw), fontsize=10)\n",
"ax.plot(xnm, V/1.6E-19, label=r'$V(x)$')\n",
"for i in range(Nw*3):\n",
" l = plt.axhline(eigVal[i], linewidth=.5, color='black')\n",
"plt.xlabel(r'$x$, nm')\n",
"\n",
"# Repeat with ten atoms\n",
"Nw = 10\n",
"V = np.asarray(left + (atom + separation)*(Nw - 1) + atom + right)\n",
"Ntot = len(V)\n",
"eigVec, eigVal, xnm = solveSchrodinger(V)\n",
"\n",
"ax = plt.subplot(133)\n",
"plt.title(r'Eigenvalues for crystal with $N_w = %.i$'%(Nw), fontsize=10)\n",
"ax.plot(xnm, V/1.6E-19, label=r'$V(x)$')\n",
"for i in range(Nw*3):\n",
" l = plt.axhline(eigVal[i], linewidth=.5, color='black')\n",
"plt.xlabel(r'$x$, nm')\n",
"\n",
"plt.subplots_adjust(hspace=0.5)\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Notice the appearance of energy bands with $N_w$ energy levels around each bound state energy of the single atom. The bandwidths and bandgaps are printed below."
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\t\t\t 1st band \t 2nd band \t 3rd band\n",
"Lowest energy level \t -9.4063 eV \t -7.3352 eV \t -3.3051 eV\n",
"Highest energy level \t -8.7750 eV \t -5.1116 eV \t 0.0155 eV \t\n",
"Bandwidth\t\t 0.6313 eV \t 2.2236 eV \t 3.3206 eV\n",
"Bandgap\t\t\t\t\t 1.4398 eV \t 1.8066 eV\n"
]
}
],
"source": [
"print(\"\\t\\t\\t 1st band \\t 2nd band \\t 3rd band\")\n",
"print(\"Lowest energy level \\t %.4f eV \\t %.4f eV \\t %.4f eV\"\n",
" %(eigVal[0], eigVal[Nw], eigVal[2*Nw]))\n",
"print(\"Highest energy level \\t %.4f eV \\t %.4f eV \\t %.4f eV \\t\"\n",
" %(eigVal[Nw-1], eigVal[2*Nw-1], eigVal[3*Nw-1]))\n",
"print(\"Bandwidth\\t\\t %.4f eV \\t %.4f eV \\t %.4f eV\"%(eigVal[Nw-1] - eigVal[0], \n",
" eigVal[2*Nw-1] - eigVal[Nw],\n",
" eigVal[3*Nw-1] - eigVal[2*Nw]))\n",
"print(\"Bandgap\\t\\t\\t\\t\\t %.4f eV \\t %.4f eV\"%(eigVal[Nw] - eigVal[Nw-1], \n",
" eigVal[2*Nw] - eigVal[2*Nw-1]))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"For selected values of $N_w$ between $2$ and $100$ we plot the bandwidths of the three lowest bands. "
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"NwSelected = [2, 5, 10, 20, 50, 100] # Selected atom numbers\n",
"bandwidths = np.zeros((3, len(NwSelected))) # Initialising matrix storing bandwidths\n",
"\n",
"for i in range(len(NwSelected)):\n",
" Nw = NwSelected[i]\n",
" V = np.asarray(left + (atom + separation)*(Nw - 1) + atom + right)\n",
" eigVec, eigVal, xnm = solveSchrodinger(V)\n",
" bandwidths[0, i] = eigVal[Nw-1] - eigVal[0]\n",
" bandwidths[1, i] = eigVal[2*Nw-1] - eigVal[Nw]\n",
" bandwidths[2, i] = eigVal[3*Nw-1] - eigVal[2*Nw]\n",
"\n",
"plt.figure(figsize=(12, 6), dpi=200)\n",
"plt.subplot(121)\n",
"plt.title(r\"Bandwidth as a function of number of atoms in the crystal, $N_w$\", fontsize=10)\n",
"plt.plot(NwSelected, bandwidths[0, :], label=\"Band 1\")\n",
"plt.plot(NwSelected, bandwidths[1, :], label=\"Band 2\")\n",
"plt.plot(NwSelected, bandwidths[2, :], label=\"Band 3\")\n",
"plt.xlabel(r\"$N_w$\")\n",
"plt.ylabel(\"eV\")\n",
"plt.grid()\n",
"plt.legend()\n",
"\n",
"ax = plt.subplot(122)\n",
"plt.title(r'Eigenvalues for crystal with $N_w = %.i$'%(Nw), fontsize=10)\n",
"for i in range(Nw*3):\n",
" l = plt.axhline(eigVal[i], linewidth=.5, color='black')\n",
"plt.xlabel(r'$x$, nm')\n",
"plt.ylabel(\"eV\")\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The width of the two lowest bands approaches a constant value as $N_w$ increases. Thus, with a high enough number of atoms, we have an energy band with approximately continuous distribution of energy levels."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The constant bandwidths and bandgaps differ with the type of crystal (material). Say each atom in a crystal has four electrons each, we then have $4N_w$ electrons in total. Two electrons with opposite spin can occupy the same orbital leaving the $2N_w$ lowest energy levels - the two lowest bands - filled (a sufficiently low temperature is required). With $N_w = 100$ the two \"most energetic\" electrons have energy"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {
"scrolled": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"-5.0268 eV.\n"
]
}
],
"source": [
"print(\"%.4f eV.\"%(eigVal[2*Nw-1]))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"If the gap to the next energy band is larger than $2-3$ eV, then the crystal is an insulator [[1]](#rsc). If the gap is smaller than $2-3$ eV but larger than zero, it is a semiconductor."
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Bandgap between first and second band: 1.3774 eV\n",
"Bandgap between second and third band: 1.6330 eV\n"
]
}
],
"source": [
"print(\"Bandgap between first and second band: %.4f eV\"%(eigVal[Nw] - eigVal[Nw - 1]))\n",
"print(\"Bandgap between second and third band: %.4f eV\"%(eigVal[2*Nw] - eigVal[2*Nw - 1]))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Hence, our crystal is a semiconductor."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### Bloch's Theorem\n",
"In a periodic potential with lattice constant $a$, $V(x + na) = V(x), n \\in \\mathbb{Z}$, the solutions of the time independent Schrödinger equation \\eqref{TUSL} takes the form\n",
"\n",
"\\begin{equation}\n",
"\\psi (x) = e^{ikx}u_k(x).\n",
"\\label{Bloch}\n",
"\\end{equation}\n",
"\n",
"where $u_k$ has the same periodicity as the potential,\n",
"\n",
"$$ u_k(x + na) = u_k(x), $$\n",
"\n",
"and $k$ is the wavenumber of the electron. This is Bloch's Theorem [[3]](#rsc). The wave function $\\psi$ is often called a *Bloch Wave*.\n",
"\n",
"In a crystal, the lattice constant $a$ is the distance between each lattice point, i.e. atom. With a finite number of atoms in the crystal and the condition $\\psi = 0$ on the two \"surfaces\" of the crystal, then $\\psi$ becomes\n",
"\n",
"$$ \\psi(x) = u_k(x)\\sin k x \\;\\; ; \\;\\; k_j = \\frac{j\\pi}{Na} \\; (j = 1, 2, \\dots) .$$\n",
"\n",
"Here $N$ is the number of atoms in the crystal; hence $Na$ is its length."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"In our one dimensional crystal we have the lattice constant $a = w+b$ giving the total length $Na = N_w(w + b)$, and a Bloch wavelength $\\lambda = 2\\pi/k_j = 2N_w(w + b)/j$."
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {
"scrolled": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Bloch wavelength for j = 1: 11.00 nm\n",
"Bloch wavelength for j = 2: 5.50 nm\n",
"Bloch wavelength for j = 3: 3.67 nm\n"
]
},
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"Nw = 10\n",
"V = np.asarray(left + (atom + separation)*(Nw - 1) + atom + right)\n",
"eigVec, eigVal, xnm = solveSchrodinger(V)\n",
"\n",
"plt.figure(figsize=(12, 8), dpi=200)\n",
"l = 4\n",
"for j in range(1, l): # Here j is the wave number \n",
" lam = 2*Nw*(w + b)/j # Wavelength of Bloch wave\n",
" lam *= 1/1e-9 # converting to nm\n",
" print(\"Bloch wavelength for j = %.i: %.2f nm\"%(j, lam))\n",
" \n",
" plt.subplot(l-1, 1, j)\n",
" plt.title(r\"1D crystal, Bloch function $j = %.i$\"%(j))\n",
" plt.plot(xnm, eigVec[:, j - 1], label='Computed wave')\n",
" plt.xlabel(r'$x$, [nm]')\n",
" plt.ylabel(r'$\\psi (x)$')\n",
" plt.xticks(np.arange(4, 12, .5), np.arange(4, 12, .5), fontsize=7)\n",
" plt.grid()\n",
"\n",
"plt.subplots_adjust(hspace=0.9)\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"From the plots above we see that the computed wavelength matches perfectly with the corresponding Bloch wave! By using low energy states, the wave function will not penetrate far into the crystal boundaries. The three states with lowest energy have all ten crests each, caused by the periodic function $u(x)$."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"___\n",
"\n",
" \n",
"## Resources and Further Reading\n",
"[1] J. A. Støvneng, February 2019, *TFY4215 Innføring i kvantefysikk. TMA4320 Introduksjon til vitenskapelige beregninger. Fysikkprosjekt: Endimensjonale modeller for atomer, molekyler og krystaller*, Norwegian University of Science and Technology\n",
"\n",
"[2] P.C. Hemmer, *Kvantemekanikk*, 5th edition, 2005, Fagbokforlaget\n",
"\n",
"[3] C. Kittel, *Introduction to Solid State Physics*, 8th edition, 2005, John Wiley & Sons, Inc"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"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": "3.7.1"
}
},
"nbformat": 4,
"nbformat_minor": 2
}