{ "cells": [ { "cell_type": "markdown", "id": "c5cc35a2", "metadata": {}, "source": [ "\n", "*This notebook contains material from [cbe61622](https://jckantor.github.io/cbe61622);\n", "content is available [on Github](https://github.com/jckantor/cbe61622.git).*\n" ] }, { "cell_type": "markdown", "id": "095e78d6", "metadata": {}, "source": [ "\n", "< [3.1 Low-Level Measurement](https://jckantor.github.io/cbe61622/03.01-Low-Level-Measurment.html) | [Contents](toc.html) | [4.0 Chemical Instrumentation](https://jckantor.github.io/cbe61622/04.00-Chemical_Instrumentation.html) >

\"Open

\"Download\"" ] }, { "cell_type": "markdown", "id": "2931baa3-bbff-4823-a33d-bb2da2c02033", "metadata": { "nbpages": { "level": 1, "link": "[3.2 Sampling Continuous Time Signals](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2-Sampling-Continuous-Time-Signals)", "section": "3.2 Sampling Continuous Time Signals" } }, "source": [ "# 3.2 Sampling Continuous Time Signals" ] }, { "cell_type": "code", "execution_count": null, "id": "fe174428-36f8-45e8-b880-36f3dc7ac293", "metadata": { "nbpages": { "level": 1, "link": "[3.2 Sampling Continuous Time Signals](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2-Sampling-Continuous-Time-Signals)", "section": "3.2 Sampling Continuous Time Signals" } }, "outputs": [], "source": [] }, { "cell_type": "markdown", "id": "6ec3000d-0519-473e-afda-66d2c4fd8f6e", "metadata": { "nbpages": { "level": 2, "link": "[3.2.1 Sampling signals](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.1-Sampling-signals)", "section": "3.2.1 Sampling signals" } }, "source": [ "## 3.2.1 Sampling signals\n", "\n", "Suppose we have a continuous time signal $y(t)$ on an interval $[0, T]$ that we regularly sample at $t_n = n \\delta$. where $n = 0, 1, 2, \\ldots, N$ where $\\delta = T/N$.\n", "\n", "Let's look at a particular example. $T=300$ and we try increasingly large values of $N$." ] }, { "cell_type": "code", "execution_count": 147, "id": "a3ad448b-a51f-4518-b6bd-20dd0067c705", "metadata": { "nbpages": { "level": 2, "link": "[3.2.1 Sampling signals](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.1-Sampling-signals)", "section": "3.2.1 Sampling signals" } }, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 0, 'Time')" ] }, "execution_count": 147, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "def myfun(t, f1=0.1, f2=2):\n", " return (1 + 0.5*np.sin(f1*t))*(np.cos(np.sin(f2*t)))\n", "\n", "T = 300\n", "J = 16\n", "\n", "fig, ax = plt.subplots(J+1, 1, figsize=(18, 5*J))\n", "for j in range(J):\n", " t = np.linspace(0, T, 2**j, endpoint=False)\n", " ax[j].plot(t, myfun(t), '.', ms=10)\n", " ax[j].set_title(f\"{len(t)} samples\")\n", " \n", "ax[-1].plot(t, myfun(t))\n", "ax[-1].set_title(f\"{2**N} samples\")\n", "ax[-1].set_xlabel('Time')" ] }, { "cell_type": "markdown", "id": "f0bed428-3488-44a7-90a0-fbaec35d997b", "metadata": { "nbpages": { "level": 2, "link": "[3.2.1 Sampling signals](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.1-Sampling-signals)", "section": "3.2.1 Sampling signals" } }, "source": [ "Carefully look over the different ways that sampling can go wrong ...\n", "\n", "* Aliasing .. different signals are indistinguishable when sampled. (Look at the N = 128 chart above ... can you see a signal that is not evident at the highest resolution?)\n", "\n", "Other examples:\n", "\n", "* [Levitating helicopter](https://youtu.be/yr3ngmRuGUc)\n", "* [Wagon Wheel Effect](https://youtu.be/QOwzkND_ooU)\n", "* [4 degree Graphene](https://upload.wikimedia.org/wikipedia/commons/thumb/e/ef/Moire_of_twisted_bilayer_graphene.svg/357px-Moire_of_twisted_bilayer_graphene.svg.png)" ] }, { "cell_type": "markdown", "id": "3e0b0593-01f3-47e2-9c6f-4b202e85d1d8", "metadata": { "nbpages": { "level": 2, "link": "[3.2.2 Reconstruction](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.2-Reconstruction)", "section": "3.2.2 Reconstruction" } }, "source": [ "## 3.2.2 Reconstruction\n", "\n", "Given a series of N samples $y[n] = y(n\\delta)$, $n = 0, 1, \\ldots N-1$, reconstruct a continuous function." ] }, { "cell_type": "code", "execution_count": 157, "id": "977a11d8-f594-4def-8107-2777181798eb", "metadata": { "nbpages": { "level": 2, "link": "[3.2.2 Reconstruction](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.2-Reconstruction)", "section": "3.2.2 Reconstruction" } }, "outputs": [ { "data": { "text/plain": [ "[]" ] }, "execution_count": 157, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "T = 300\n", "N = 64\n", "\n", "# sampling\n", "t = np.linspace(0, T, N, endpoint=False)\n", "x = myfun(t)\n", "\n", "# create plots\n", "fig, ax = plt.subplots(3, 1, figsize=(12, 8))\n", "\n", "# original signal\n", "ax[0].plot(t, x, '.')\n", "t2 = np.linspace(0, T, 10000)\n", "ax[0].plot(t2, myfun(t2), lw=.2)\n", "\n", "# step interpolation\n", "ax[1].step(t, x, where=\"pre\")\n", "\n", "# linear interpolation\n", "ax[2].plot(t, x)" ] }, { "cell_type": "markdown", "id": "07e0675b-13eb-429a-9112-2a46d0b92aa5", "metadata": { "nbpages": { "level": 3, "link": "[3.2.2.1 Anti-aliasing](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.2.1-Anti-aliasing)", "section": "3.2.2.1 Anti-aliasing" } }, "source": [ "### 3.2.2.1 Anti-aliasing\n", "\n", "What we have to do is eliminate that part of the signal that gets aliased **before** the sampling. Because if don't, the aliasing corrupts the signal in ways that can't be fixed afterwards.\n" ] }, { "cell_type": "markdown", "id": "466c78ea-a978-4150-b02a-e6d11d5a8930", "metadata": { "nbpages": { "level": 2, "link": "[3.2.3 Fourier Analysis](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.3-Fourier-Analysis)", "section": "3.2.3 Fourier Analysis" } }, "source": [ "## 3.2.3 Fourier Analysis" ] }, { "cell_type": "markdown", "id": "a71a512b-be35-4219-9d11-7408688c7b80", "metadata": { "nbpages": { "level": 3, "link": "[3.2.3.1 Complex sinusoids as an Orthonormal Basis](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.3.1-Complex-sinusoids-as-an-Orthonormal-Basis)", "section": "3.2.3.1 Complex sinusoids as an Orthonormal Basis" } }, "source": [ "### 3.2.3.1 Complex sinusoids as an Orthonormal Basis\n", "\n", "Fourier analysis begins with specification of a set of countably infinite set of complex valued basis functions for the interval $[0, T]$\n", "\n", "$$\\phi_k(t) = e^{2\\pi i k t/T}$$\n", "\n", "for integer $k \\in (-\\infty, \\infty)$. Letting $\\bar{phi}_k$ denote the complex conjugate of $\\phi_k$, note that $\\bar{\\phi}_k = \\phi_{-k}$\n", "\n", "For functions $f$ and $g$ defined on the same interval, define the inner product\n", "\n", "$$\\langle f, g \\rangle = \\frac{1}{T}\\int_0^T \\bar{f}(t) g(t)\\ dt$$\n", "\n", "where $\\bar{f}(t)$ denotes the complex conjugate of $f(t)$. It's easy to show the set $\\phi_k(t)$ forms an orthonormal basis under this inner product. First\n", "\n", "\\begin{align*}\n", "\\langle \\phi_k, \\phi_k\\rangle & = \\frac{1}{T} \\int_0^T \\bar{\\phi}_k(t) \\phi_k(t)\\ dt \\\\\n", "& = \\frac{1}{T} \\int_0^T e^{-2\\pi i k t/T} e^{2\\pi i k t/T}\\ dt \\\\\n", "& = \\frac{1}{T} \\int_0^T dt = 1\\\\\n", "\\end{align*}\n", "\n", "Then second, for $k \\ne l$,\n", "\n", "\\begin{align*}\n", "\\langle \\phi_k, \\phi_l\\rangle & = \\frac{1}{T} \\int_0^T \\bar{\\phi}_k(t) \\phi_l(t)\\ dt \\\\\n", "& = \\frac{1}{T} \\int_0^T e^{-2\\pi i k t/T} e^{2\\pi i l t/T}\\ dt \\\\\n", "& = \\frac{1}{T} \\int_0^T e^{2\\pi i (l-k)t/T}\\ dt \\\\\n", "& = \\frac{e^{2\\pi i (l-k)t/T}}{2\\pi i(l-k)}\\bigg|_0^T = \\frac{e^{2\\pi i (l-k)} - 1}{2\\pi i(l-k)} = 0 \\qquad \\text{for } k\\ne l\n", "\\end{align*}\n", "\n", "Next we consider projecting a function $y$ of $t$ on the interval $[0, T]$ onto this orthonormal basis.\n", "\n", "$$y = \\sum_{k=-\\infty}^{\\infty} Y_k \\phi_k$$\n", "\n", "where $Y_k$ are the coefficients of expansion. The coeffients are determined \n", "\n", "\\begin{align*}\n", "\\langle \\phi_k, y\\rangle & = \\langle \\phi_k, \\sum_{k'} Y_{k'}\\phi_{k'} \\rangle = \\sum_{k'} Y_{k'}\\langle \\phi_k, \\phi_{k'} \\rangle = Y_k\n", "\\end{align*}\n", "\n", "or in closed form as\n", "\n", "$$Y_k = \\frac{1}{T} \\int_0^T e^{-2\\pi i k t/T} y(t)\\ dt$$\n", "\n", "which computes the **Fourier Transform** of $y(t)$ at a countably infinite set of values $Y_k$." ] }, { "cell_type": "markdown", "id": "0218c079-b048-4f88-a3dc-b45534f90da2", "metadata": { "nbpages": { "level": 3, "link": "[3.2.3.2 Application to Real functions](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.3.2-Application-to-Real-functions)", "section": "3.2.3.2 Application to Real functions" } }, "source": [ "### 3.2.3.2 Application to Real functions\n", "\n", "For real functions $\\bar{y}(t) = y(t)$. As a consequence\n", "\n", "\\begin{align*}\n", "\\sum_k \\overline{Y_k \\phi_k} & = \\sum_{k'} Y_{k'} \\phi_{k'} \\\\\n", "\\sum_k \\bar{Y}_k \\bar{\\phi}_k & = \\sum_{k'} Y_{k'} \\phi_{k'} \\\\\n", "\\sum_k \\bar{Y}_k \\phi_{-k} & = \\sum_{k'} Y_{k'} \\phi_{k'} \\\\\n", "\\end{align*}\n", "\n", "Projecting the left and right hand sides of this equation on the orthonomal basis shows $\\bar{Y}_k = Y_{-k}$ for real functions.\n", "\n", "The practical consequence of this is that is not necessary to compute the Fourier coefficients for negative values of $k$." ] }, { "cell_type": "markdown", "id": "603e741a-674b-470d-8120-a7cd2126ab34", "metadata": { "nbpages": { "level": 3, "link": "[3.2.3.3 Frequency domain interpretation](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.3.3-Frequency-domain-interpretation)", "section": "3.2.3.3 Frequency domain interpretation" } }, "source": [ "### 3.2.3.3 Frequency domain interpretation\n", "\n", "The indices $k$ can be associated with a frequency $f_k$ where\n", "\n", "$$f_k = \\frac{k}{T}$$\n", "\n", "has units of cycles per unit time. The Fourier coefficients can then be associated with a frequency \n", "\n", "$$Y(w_k) = Y_k = \\frac{1}{T} \\int_0^T e^{-2\\pi i f_k t} y(t)\\ dt$$\n", "\n", "where $f_k = \\frac{k}{T}$ for $k = 0, \\pm 1, \\pm 2, \\ldots$\n" ] }, { "cell_type": "markdown", "id": "0313f811-bb2e-4078-8903-b192319a182b", "metadata": { "nbpages": { "level": 3, "link": "[3.2.3.4 Application to Sampled data](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.3.4-Application-to-Sampled-data)", "section": "3.2.3.4 Application to Sampled data" } }, "source": [ "### 3.2.3.4 Application to Sampled data\n", "\n", "In most applications the function $f(t)$ is evaluated at regular intervals of time $t_n = n\\delta$. For $k = 0, \\pm 1, \\pm 2, \\ldots$ \n", "\n", "\\begin{align*}\n", "Y_k & = \\frac{1}{T} \\int_0^T e^{-2\\pi i k t/ T}y(t)\\ dt \\\\\n", "& \\approx \\frac{1}{N\\delta} \\sum_{n=0}^{N-1} e^{-2\\pi i k n \\delta / (N\\delta)} y_n\\delta \\\\\n", "& \\approx \\frac{1}{N} \\sum_{n=0}^{N-1} e^{-2\\pi i k n / N} y_n\n", "\\end{align*}" ] }, { "cell_type": "markdown", "id": "8cf9821c-2157-45d9-8829-7a3abcef5932", "metadata": { "nbpages": { "level": 2, "link": "[3.2.4 numpy.fft](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.4-numpy.fft)", "section": "3.2.4 numpy.fft" } }, "source": [ "## 3.2.4 numpy.fft\n", "\n", "The Numpy library provides a collection of functions to enable use of the Fourier tranform." ] }, { "cell_type": "code", "execution_count": 13, "id": "2a943c61-0542-412a-aa36-dee931b3fee7", "metadata": { "nbpages": { "level": 2, "link": "[3.2.4 numpy.fft](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.4-numpy.fft)", "section": "3.2.4 numpy.fft" } }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "from scipy.fft import fft, ifft, fftfreq\n", "\n", "# create time interval and grid\n", "T = 10\n", "N = 100\n", "t = np.linspace(0, T, N, endpoint=False)\n", "\n", "# create a function of time\n", "f = lambda t: np.cos(2*np.pi*t*5/T)\n", "\n", "def fftplot(ax, t, y):\n", " F = fft(y)\n", " w = fftfreq(len(t), np.mean(np.diff(t)))\n", " s = np.argsort(w)\n", " ax.plot(w[s], np.abs(F[s]))\n", " ax.set_xlabel(\"frequency [Hz]\")\n", " \n", "fig, ax = plt.subplots(1, 2, figsize=(16, 3))\n", "ax[0].plot(t, f(t))\n", "fftplot(ax[1], t, f(t))" ] }, { "cell_type": "markdown", "id": "8d758be1-3ba5-402a-be2c-271f7c5a0d0a", "metadata": { "nbpages": { "level": 2, "link": "[3.2.5 Examples of Fourier Transforms](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.5-Examples-of-Fourier-Transforms)", "section": "3.2.5 Examples of Fourier Transforms" } }, "source": [ "## 3.2.5 Examples of Fourier Transforms" ] }, { "cell_type": "code", "execution_count": 11, "id": "9ce1dcdf-da06-487e-8f5e-a560691e7fef", "metadata": { "nbpages": { "level": 2, "link": "[3.2.5 Examples of Fourier Transforms](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.5-Examples-of-Fourier-Transforms)", "section": "3.2.5 Examples of Fourier Transforms" } }, "outputs": [ { "data": { "image/png": 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MFy4qxLaaTtOvu3m0qQ/vHGvDv10wF0WeyrnZqYn4wdVLUd3aj1cOGpcR+fqhZuSkJgQdXLNZLdgwLw/bajoMOy4Ru3DOt3LOGed8Jed8tefvNc55J+f8Es75As9rl893fsY5n8c5X8Q5fz2S+hNE7OBfEEl0YFKT05xTclEJIjimc06TE6y4deNsVMzOlfreSk/V1kMmS+3V5ozqcU6XeJzTo03mck6rW/qQkWzDjKxk6e+u8az/arYIe23HILqH7FgnsdzQhYsKMDDqwJ76boWaRZ6/76hHSoIVt26Y7bf9yuXFWFSUgd+9U2NI9HTU4cTmqjZ8dGnxpEJIEzl3Xh5Odw2hoWto2seNRobGHJFWgSAIIiii1Xq5N61XrT4EYRZM55zqZVFxBhKsDAdM5pwe8lSlLdHhiOWkJWJGVrLp5p1Wt/RjcXGG9BxcwJ1S2TtsR23HoALNIsdeT6qyzFq4587PR4KV4b1q4+edjtidcETBWp4jdideOdiEK5cXIys1we8zi4Xhq5fMR03bAN44PP3iSNtqOtA/6sAVK4pDyn5kQb73O2ZjeMyJ1T/ehIc+OBVpVQiCICah+ZghB6knLDnjIu+UIIQg59RDks2KeQXpONZiLkfs0JleLC+Vq0rry9IZmaaKnHLOcaylH4uKM3R9f40n7dVs804PNfYgLdGK+QXpwt9JT7KhYlYu3qs2rjDP8JgT333uIFb86E2s/N+38MjWWsP2rYf3j7ejf8SB66eYJnDl8hKU56bgsR310z7Wa4dakJFsw7nz8kPKzitIR1FmEraa0Dnd19CNMYcLcwvSIq0KQRCED+5+lGwk1DVBnqr1EkRwyDn1YUlJJqo98xHNwIjdiRNtA7qKIWksLcnEyfYBjNjNUS+jqXcE/SMOLC6Wm2+qMb8gHRlJNtPNOz3S1IclJZmwWOQemxcuKkB1az+aDJir7XRxfPXJvXhmTwNuqijH+jm5+PErR/HUrtPT3rde3jrSisxk25RzQK0WhpvPmontpzpxqn1A93HsThc2HW3FZUuLkGgLfVtmjGH9nDzsNWFK9e7abjAGrJslNzWDIAgiHLgmzCENKa/NNTXZdCCCUAU5pz4sKs5Ac+8IeofMsX5gVXMfnC6O5aX6HDHAHTl1cZjGaa/2RMYX64ycWiwMK8uzsK/BPE6By8VR1dyHZZIFogDgwkWFANwRxunyt+11eLuqDT/6+DL87PoVePi2s/CR+fn46atVEVlP1eXieOdYKy5eXBh0DuiN68pgszA8tbtB97G2n+xE77AdVy0vEf7O6vJsNPWOoK1vRPdxo5HddV1YVJSBrJSE0MIEQRBhRrb6Lp+Q3ksQRHDIOfVBS/U0S2rv4TP6iyFpLC1xf9cs806rmt1O9kKdzingXgf0WHM/hsfMEU2u7xrC4JgTy2bIt5OFRekoyUqe9rzTvhE77nnrOC5YWIDPbZwFwB2V/PG1yzBid+KB905Oa/96qGrpQ/eQHecvLAgqV5iZjEuXFOG5PY26Kxe/frgZaYlW71xSEVaXu8+XmaL4Yw4X9tR34+w5FDUlCCLa8I+YugRv91rBPCdV6yUIIcg59UGLplW3miNKeOhML3JSE1CanaJ7H2U5KchIsplm3ml1Sz9Ks1OQmaw/KrO6PBsOF8fhJnMUz9IqOi/VETl1LylTMO0lZZ7Z3YD+UQe+/dFFfvOj5xak4+qVJXimsgH9I+HNaNh+0r2O6MZ5oddM/tRZ5egaHMM7OtZ9dThdePNIKy5ZUoTkBKvw95bNyILNwnCgsUf6mNHKoTM9GLY7hWxOEAQRCcbnkIZwM5mkPEEQAMg59aM4MxlZKQk4ZpIU1kNn+qZVDAlwp7EuKcn0OjCxjlapdzqsnpkNANh32hypvUea+pBgZVhYpM8uFywsnNaSMg6nC3/ZVoez5+RiRdnk6O1t58zGwKgDrx5s1rV/vew41YnZeakoyQo9uHPegnwUZSbhmcpG6ePsqu1C1+AYrhKo0utLcoIVi0vMte7ujlPupTjXzyHnlCCIaMPdlxJO6/V8zL2v3GcvBEFMBTmnPjDGsKg4A8dMkMI6YnfiRGv/tIohaSwpycCxlv6YL4M+5nDhZPuA7kq9GvnpSZiZm2qair1HmvqwoDBDqBBPIM6dnwebheG94/pSe18/3IIzPcP41/PmBvx8dXk25uan4R/7z+javx6cLo6dtV1TFkKaiM1qwQ1ry/BedRtaJeeAvn64BSkJVlywsFBaz9Xl2TjY0Bv2a7O5dxi3PbILC//7dVx7/zYcMMhB3nGqE4uLM5CblmjI/giCIIxmvMCRnLxoGjBBxDvknE5gcXEGjrcOxHxVteqWfjhcfFrzTTWWzsjE0JgTp7uGDNAscpxsH4DDxbG4RH+BKI11s3JQWd8d8+0EAI429elK6dXISE7AWbNz8b6OJWU453jog1OYk5+GixcHds4YY/j4qhnYWduFzoHwFEY62tSH/hGHVHrpjRXlcHHghb3iTrTD6cLrh1tw0eICpCSKp/RqrC7PQf+oA6c69FcKlqV32I5bHtyByroufKqiHG19I7jlzzumHcEdc7hQWdctPCBAEAQRCbho5BSanJw8QcQ75JxOYFFxBgZGHWjsnv7SGJHkoKcY0soAaZKyLPE4c7FeFEmrODzdtF4AWDsrB+39ozHfTjoHRtExMDptm1y4qADHWvrR3Ctnj8r6bhxo7MUXPjIn6DI2Fy8uBOfAByfCs67nzlr3fFMZR2lOfhrWz87Fs5UNwoMW2091omNgFNesmqFLT60S95Ewzgm/+/VjaOwexl+/sB4/uW45XrrjXOSmJeLOJ/ZOa16wNt90w1wqhkQQRPQyvpSMoLzkuqgEEe+QczqBxd6KvbE97/RQY8+0iyFpLCzKgNXCUBXjzmlVi3tu5Zz8tGnva93MHADA3hifd3q81R1xm26qs7akzHuS0dOHPjiF7NQEfHJtWVC5FaVZyEtLnHZVYFH2N/SgNDsFRZnJUt+7saIMpzoGheffvry/CRlJNq/9ZJlXkI5EqyVsA0cn2wfw9O7TuHXjLJw12+1EFmYm496bV6Oxe3haVZVpvilBENGNf9VdZyhvUyuINGFdVPJRCSI45JxOQCsKUx3jy8kcbOzFirLsaRVD0khOsGJuflrMV+ytbunH/MKMoGtWirKoOANpiVbdRYCiheOeytSLdBZD0tCzpEx95yDeOtqKz549K2RKq8XCcP7CAmw50RGW+ZUHGnuwqlw+6+CqFSVIS7TimcrQa56OOpx440gLPrqsWKpKry8JVgvmF6Z7l0hSzcNba2GzWnDHRfP9tq+blYtrV8/Aw1tr0dSjL5uA5psSBBHNTFyvVDRDhtJ6CUIOck4nkJGcgLKclJiOnI7YnTjRNoCVBsw31Vg6IzPmI6fHmqdfqVfDamFYMzPHMOe0b8SO+9+twfdeOIR3wxQdBNzLJmWnJqAgI2la+9GzpMwjW2uRYLHgc+fMEpK/cFEBugbHvCnrqugcGEVD1zBWlWVLfzctyYarV87AKwebMTjqCCr79tE29I84cM1qfSm9GktKwnNtDo058OLeM7hu9Qzkp09uL9/+6CJwDvz27ePS+x51OFFZR+ubEgQRvUysuhtynHSCU6rJU7VegggOOacBWFycEdPO6dHmPjhdPOCyHHpZUpKJpt4R9AyNGbbPcNI7ZEdL38i001d9WTsrB1XNfSGdkFA09Qzj6vu24pdvVuPl/Wfw+b/sxr1vnzBIy+Acb+nHwqIMQyLsH11ajIFRh5Bz3TtkxzOVjbhm9QwUZoilzp63oAAA8MFx+cJLMhxsdDu/q8qzdX3/prPKMDTmDLn0zd+216E8NwUfmZ+v6zgaS0oy0N7vnjusks1VbRi2O/GJKVKwy3NTccv6cry47wxaeuUqFu+u7caw3ek9xwRBENHGxPVKxQsiadV9KXJKECKQcxqAhUUZqOsYFI4ARRuHGo0rhqSxNMaLIh3zpGkbFTkFgLUzs+HimNYyGqMOJ770aCW6B8fw3Jc3Yt//fBSfWFuK37x9XHkElXOO6tb+aaf0apy3IB/56Yl4UaBa7RO7TmPY7sQXPzJHeP+5aYlYVJSB3YpTqfc39MDCoHsZprUzc7CwKB0Pb62dMgX5WEsfdtZ24dYNs2ANUghKBO3aPKY4tffVg80ozEjyzjUNxJfOmwuni+MvH9ZK7fudY21ItFlwznyab0oQRHTi4hNfxZxN2eq+BBHvkHMagEXFGXC4OGo7BiOtii4ONvYiPz0JxZLFXIKhVewN19w2oznmrdQ7/WVkNNZ4iiJNJ7X3gfdO4mhzH37zqdWomJ2LRJsFd39iJeYVpOGHLx2B3alugKSlbwT9Iw4sLEo3ZH82qwUfXzUD7xxrQ+/Q1FVbxxwu/PXDWpy3IN/brkRZNzsH++q7QxeimAYHGnuwoDADaUk2Xd9njOGOi+ajurUfbxxpCSjz6If1SLJZcFNF+XRUBQDv0kgqU3u1iPhVK0qCOtPluam4ckUJnthxWqpy73vVbdg4Nw+pifpsThAEoRo+IWJK65wShBqUO6eMsSsYY9WMsRrG2F2qj2cE3qJIrWodsTM9w7hn03H88s1jhjrCh870YGVZliGpmhoFGUkoyEiK2aJIx1r6kZWSgKLM6c2t9CUrJQELi9JRqdM5besbwYNbTuGqFcW4dGmRd3uizYLvX7UEp7uG8NL+JqPUnYS2tM5CgyKnAPCJNWUYc7rwz4NT6/1MZQNa+0Zx+/lzpfd/1mz3up7VitLuOec42Ng77ayDq1fOwLyCNNz79olJjnRD1xCe29OAG9aVITt1+sV/ctMSUZSZpNQ53VzVilGHC1evLAkpe/t5c9E/6sDTu0MXhQKAuo5BnOoYxEWLKKWXIIjoxel1MuWq9WpyTqrWSxBCKHVOGWNWAPcDuBLAUgC3MMaWqjymEcwtSIPVwnBc4bzTvae7ccVvt+B375zAH98/hSvv3YJ3jrVOe7+Dow7UtA3oTkkMRrgKr6iguqUPi4uNmVvpy9lz8rC7rktXhPO3m09gzOHCdy5fPOmzixcXYnFxBv4qmR4pg1ap10jndHlpJpaUZOJv2+sCzq8ZdThx/7s1WDcrR9dcy4pZ7pTSPfVd09Y1EK19o+gaHMOyGdOLsFstDN+8bCGqW/vxl23j55Bzjh++fARWC8PXLl4wXXW9LCnJVJpyv+V4B3JSE7DWky0QjFXl2Th7Ti4e3lordF1sPuZOX794cVEISYIgiMgx3bRemnNKEGKojpyuB1DDOT/FOR8D8BSAaxUfc9ok2ayYk5+mLHLaPTiGrzy2B7lpiXj/2xdh+10XY0FhBu58Yh9OTPOYR5v74OLGzjfVWFqSiZq2AcPn4ta09ePp3adxWFEVVpeLo7rFuEq9vpw7Px9DY07sO90j9b3G7iE8vbsBnz57JmYHWHeVMYZPnVWOw2f6vE6k0VS3DKAwIwk5Bi7dwRjDlz4yB8dbB/B21eQ5s0/takBz7wi+cekCXQMFZTkpKMpMwu46NfNOtcGXpTOmf/18bEUJLl1ShLtfP4Y3j7TA6eL41VvVeOdYG75z+WIUZxmbdn+y3fhrE3B3qLbWtOOc+fmwCM6P/fIF89DcO4KXBSL/L+8/gyUlmZiZlzpdVQmCIJQxuSDS+GcBHU+q1ksQulDtnJYC8M3tavRsi3oWFWUocwp+8/ZxdAyM4Q+fWYuZeakozEzGw7dVIMlmwXeePzitdRy14jxGVurVWFKSgTGnCyfbBwzb5/3v1uCy32zBd58/hKt/txU//udRw0cXG7qHMDjmlJ7fKMLGuXmwMGBrTYfU9x7eWgsGdyd+Kj6+agZsFoYXBAoM6eF4a7+h1Ys1rlk9A3Pz0/D/Xq/CiN3p3d7SO4JfvVWNjXPzdFeoZYyhYnausvVltejj4pLp24Uxhns+tQpLSjLxb3/fgxU/ehP3v3sSN1WU4V/OmT3t/fuypCQTdidHTZtx16bGyfYBtPaN4jyJc3bhogIsKsrAn7acDHo917T140BjL25YGxOPBYIg4hg+Ya6p770tWLeF1jklCDlUO6eBBoj8rk7G2O2MsUrGWGV7u9olImRYWJSB011DGBqb3jIhE2nsHsLjO0/jlvXlWOYTnSnMTMb3r1qCfad78PrhwEVURKis68bM3FTh5Tlk0FIdjUrtfbayAb98sxpXr5yBTd88H7dumIVHttXizx+cMmT/Gpq+KpzTrNQErCjLxjYJ57R7cAxP7WrANatnYEZ2ypRy+elJuHBRAf6x74zhBYCcLo4Tbf2GpvRqJFgt+J+PL8Wp9kH88KUjcLk4eoft+PJje+B0cfz8EyumlV69pjwbZ3qG0d5v/NIpR5v7UJ6bgszkBEP2l5mcgGe/vBE/+vhSXL+mFH/4zFr83w0rhSOQoiz1ONMq0u4/OOFu2+dKOKeMMfzbBXNxvHUAmwNE0DVe2HsGFoZpr/VKEAShGq2gUaDIaTDHM5A8QRBTo9o5bQTgW46yDIBfnhfn/EHOeQXnvKKgIHoKYiwsSgfnMDwS8ZdtdWAA/v3C+ZM++8TaMswvTMe9m4/rip5yzlFZ34WKWaHnhelhdl4akmwWQ4oitfaN4H//eRQb5ubiNzetwoKiDPz42mW4fFkRfvXmcdQZWCDqaHM/LAxKooQAcN78fOxv6EGfYHXSx3bUY9juFCoIdN2aUrT0jaCyztg5lg1dQxixuwxbRmYiFy4qxB0XzcPTlQ24/LdbcOk97+PwmV7cc9NqzAmQxiyDNp9aRRp4VVMflhhY0RkAkhOs+Jdz5+Bn16/AVStKDJ/3DLivzUSbxbtkkpFsq+nArLxUlOfKpd1+fNUMzM5LxS/frA44uOJwuvDivjM4f2GBksE0giAII9EKGjkDFEQK2GVj2mf+hZTIRyWI4Kh2TncDWMAYm8MYSwRwM4CXFR/TEBZ6HJnjrcY5p6MOJ57b04grlhcHjJhZLQxfu2QBjrcO4LXDzdL7r+8cQsfAGCqCrEM4HWxWCxYXZxhSeOX+d2swYnfi/25YCZvV3QwZY/jJdcthtTD86q3qaR9Do6q5D3Py05CcYDVsn758ZEE+nC6OD46Hjp6O2J14dHsdLlxUILSszQULC2CzMLxbbWxWgTafeoFBy8gE4tsfXYRf37gKeemJWF2ejaf/bQOuWF487f0uK80CY+4lk4xkaMyB2s5BLJ1mMaRIYLNasLAo3btkklE4XRw7T3XhnHnyadgJVgu+c8ViVLf24/k9jZM+f/lAE5p7R/CZs2cZoSpBEIRS+IQIqG9ab9DIqYuHlCEIYhylzinn3AHgTgBvAqgC8Azn/IjKYxrFrNxUJNoshs47ffdYG3qH7fjkurIpZT62ogTzCtLwx/eDz9UKxG5PdK1itprIKeCey3qosXda82Kbe4fx1K4G3FhRhll5/lG0woxk/Mu5s/HqoWY0dA1NV10AbudURUqvRsWsHOSnJ+K1Q6EHFF7YewYdA2PCy6hkJCfgrNm5ePfY1KmRejjhdU7VRE4B92DDDevK8NTtG/Hnz1Vg3SxjBk3Sk2yYV5COQ2d6DNmfxrGWfnCuJv07HCwqyjTcOT3R1o/+UQfO0nlPuXJ5MdbMzMYv3qxG58B4GvbwmBO/efs4Fhdn4JLFhUapSxAEoYyJTql/QaTQ36O0XoIQQ/k6p5zz1zjnCznn8zjnP1N9PKOwWS2YX5Bu6HqKL+w9g/z0pKDFYKwWhi+dNxeHz/Rhxym5VM7Kum5kpSRgfoG6aNiqsmz0jzpwahppt396/xRcnAdMbQaAz22cBQtjeGxnve5jaPSN2NHYPazU4bBZLbhyeQk2H2vF4OjUc5RdLo6HPjiF5aWZ2Dg3T3j/Fy8uRHVrP870DBuhLgCgunUAZTkpSE+yGbbPcLKyNMvwyKm3Um+MOqeLizPQ3u9eCsco9tb3AADW6ZwqwBjDz69fgb5hO+58Yh+Gx5xwuTh+9PIRNHQN44cfX2b4/FuCIAgVTK7WKxg59RZScr/SHY8ggqPcOY1lFhUbV7G3e3AM71a34drVM7xprFNx/ZpS5KYl4uGtcoWBdtd1Yd2sHKWdvdXl2QDGqwLLMjzmTm2+ZtWMKeewlWSl4PJlRXh6d4NftVc9HGt2nz/VDsfVK0swYnd512wMxNtVrTjVMYjbz58nNe/wosXuudhGRk+rW/qUzTcNByvKstDWP4rWvhHD9nm0qQ8ZyTaU5UxdpCqa0SoMGznvdE99N/LSEjFTcr6pL0tKMvF/n1yB7ac6cdlv3sfVv9uKpysbcMdF87BxnvggDREYxtgjjLE2xthhn225jLFNjLETntccn8++xxirYYxVM8Yuj4zWBBF7BFvn1BlkKRkeQJ4giKkh5zQIC4sy0Nw7gt5hsUI3wXi7qhV2J8e1AlUpkxOs+OyGWXi7qg2nBJdtaegawqmOQZyjuLM3tyAd6Uk2HGjs0fX9N440Y2DUgU+dVR5U7nMbZ6NnyI5XD8rPvfVF66irTtWsmJ2LwowkvLw/8LIvLhfHvZtPoCwnBVdJzrucV5COspwUvH/cmHmnYw4XTrUPeudVxyLaOr5GRk+19G8VBYvCgVbwSxuQMYK9p7uxdlbOtG1y/ZoyPP6ls72Fm/7fJ1bg2x9dZJCWcc9fAVwxYdtdADZzzhcA2Oz5H4yxpXDXfljm+c4fGGNqJuMThMngEyKmvr4mD7LENFXrJQg5yDkNwqJid3rsCQOip+8db0dBRpK30mgobt0wC4k2Cx7eWiu8fwC4SPH8LauFYUVplu7I6TO7GzE7LxXr5wSff3j2nFyU56bgpQNNQeVCUdXch+zUBBRlJk1rP6GwWhhurCjD5mNtqO+cnPL8j/1ncKSpD9/+6KKQkfOJMMZw7rx87KrtmtZcX42T7QNwuDgWx7BzurQkCxYGHNI5SDIRl4vjWEt/zKb0AkBBehJy0xINm4rQOTCK2o5B3Sm9Ezl3fj4e+9LZ+Mcd5+KW9TNjdhAg2uCcbwEwcQ7ItQAe9bx/FMB1Ptuf4pyPcs5rAdQAWB8OPQki1tGq87oCVusN8Gz23OImVvklH5UggkPOaRC0NSCnW7HX4XThg+PtuGBhgXCHrCAjCdevLsXzexuF5pC9X92G8twUzJ3mMh0irCrPxtHmPow65FJuT3cOYfupTtxYUR7SDowxfHzlDGyr6UDHgP71LI8292NJcXiiYZ/bOBs2C8P979b4bR8ac+BXb1ZjRWkWrlmlbz3HDfNy0TtsR5UBKZua8yJSLThaSUm0YkFhBg4atJxMfdcQhsacMe2cMsawuDgDxwyairD3dA8A/fNNiYhSxDlvBgDPqzZqWQqgwUeu0bNtEtG6BjlBRIqJEVDROafcm95LbilBiEDOaRBKs1OQlmid9rxT9xqYDly4SG4d1y+eNwcjdhce3xG8MNCow4kPT3biwoWFYXHCVpdnwe7kOCK53ulzexpgYcAn1gbsC03imtUz4HRxoSq4gXC6OKpb1Fbq9aUoMxm3bZyNZ/c0eisnc87xPy8dQXPfCP7n40t1zwc+e447XXunZJGsQBxr6UeClWFugfqBDJVolaONeOBra/fGaqVejUXFGTje0m9IhH1PfTcSrEw424OICQLdgAI2lmhdg5wgIsVEp9T3Nhvslju+lIwqzQjCXJBzGgTGGBYWZ3ireOrlvep2WBhw3ny5B/zCogxcsLAAj26vDxql3F3bjaExp7TzqxdtSRAZR8np4nhuTyPOW1CAkiyxgjOLizOxsCgdL+/Xl9pb2zGAEbsrrOtWfv3SBZidl4bb/1aJx3bU45tP78dzexrx1YsX4KxprD87IzsFs/JSseNU57R1PNbSh3kF6UiQTC+ONlaWZaFzcAxNvdMvilTV3AerhSld9zUcLC7OwLDdidMGLMO0t74by2ZkKVsfmFBKK2OsBAA8r1o1tUYAvhP+ywBMb+4EQcQJfMJcU9+B0WCDpBOdWprQQBDBie3eaRhYUpKJqua+aUVn3jvehrUzc5CVmiD93S+dNwcdA6N4KYiD9srBJqQlWnHOvKmXqDGSgowkLChMx3YJR2lbTQeaekdwU0XwQkgTuXrlDFTWd6NFhwOyz5OWuLo8fJGfjOQEPPIvZ6EgIwn//Y/D+OfBZnz9kgX45qULpr3vDXPysNOAeafVLf0xPd9UY7knonfIgKJIR5v7MK8gLeYdMS1Ve7rrndqdLhxo7KGU3tjlZQC3ed7fBuAln+03M8aSGGNzACwAsCsC+hFEzBEschqsWu9EeQqgEkRwyDkNwbIZmegbcaCxW98ak239Izh8pk93oaKPzM/H4uIMPPxBbUAHecTuxGuHmnH5smKkJIavY71xXh4q67pgdwYpUefDM5UNyE5NwKVL5exw1Qp3Zds3j7RI63igsQcZSTbMzQ9vNGxOfhre+Pr52PTN81H5X5fim5ctNCTdWpt3Oh3Ho3fIjubeESyK4fmmGktLMmG1MBw2YN6pVqk31llYlAHGpr+cTFVzH0YdLqyZmW2MYoQyGGNPAtgOYBFjrJEx9kUAdwO4jDF2AsBlnv/BOT8C4BkARwG8AeAOzvn01usiiDgh+DqnU8vzSa8qtSSI2Iec0xAsm+GOzhxp0tcB3nK8AwBwwUJ9KbeMMXzxI3NQ3dqPD050TPr85f1N6Btx4JPrynTtXy8b5+ZhaMyJgwLVUnuGxvDWkVZct7oUSTY5B3p+YQYWFKbj9cPy8073N/RgZXmW0nVfp8JiYVhQlIGctETD9qnNO51Oam91q1YMKfYjp8kJViwoTMdhndemRtfgGJp7R7AsjOnfqkhJtGJWbuq0K/ZqWQdrZlLkNNrhnN/COS/hnCdwzss45w9zzjs555dwzhd4Xrt85H/GOZ/HOV/EOX89kroTRCwxXqXX87+vcxrAO9U2TazW66TJpwQRFHJOQ7C4OANWC5Mu/qPxXnUbCjKSptXxvWb1DBRkJOH379T4RU8dThce/OAUFhdnhH0x+7Pnao5S6Hmn/9h3BmNOF26s0OdAX7miBLtqu9DeL161d8TuxLHmfqwuz9Z1zGjEiHmn1Z6I2uKS2HdOAXdq7+Ez0yuKpM0pX1pijsI/i4szp+2c7m/oQWFGEmZkJRukFUEQRGzjTcsNEDkN9AiaXN3XfztBEIEh5zQEyQlWzCtI0+WcOpwubJFcQiYQSTYr/uOyhdhV14VHP6zzbv/7jnrUtA3g65csCPuagblpiVhcnIEPTgRfYoBzjid3NWBlWZY3Ci3LVSuK4eLAW0fFU3uPNPXC4eJYVZat65jRytlzcqc177SqpR+ZyTYUZ5rD6VhRmoWOgTG09OkvijReqdccDvui4gzUdg5ieEx/tua+091YMzOb1iIlCILwMCmt1zX5M1/4BGeU0noJQgxyTgVYNiNLV1qv3iVkAvGpinJcvLgQP3m1Cn98/yT+tr0OP3+tChcuKsAVy4unvX89XLy4ELvrutEzNPU6rHtP96C6tR+3rJ+p+ziLijIwJz8Nrx8Sd069xZBMNmduw9w89A7bvem5sriLIYVn3ddwsLzUnZEwnaJIR5v7UJyZjLz0JKPUiihLSjLAOXCiTV8b6RocQ13nEFaXU0ovQRCERrAIaCDn1DXBGQ00V5UgiMmQcyrAshmZaO0bRceAeFopoH8JmUBYLAz33bIG5y/Ix92vH8P/vHQEq8uzce+n1kTM0fjosmI4XRzvHGubUuaJnaeRlmjFNatm6D4OYwxXLi/G9lOd6B6c2hH2ZU99N0qzU1CYYY4IoYaWTr1TR2ov5xzHW/pNk9ILuFNxLQzTKop0tKkvrMsNqWbRNCv2HmjoAQAqhkQQBOHDxHReXx8zkMPp9EZYJ6b3knNKEMEg51QALR1VNjoznSVkApGeZMMj/3IWXvvaefjHHefiqds3GrZvPawszUJpdgpe3Hcm4OetfSP458EmXLemFGlJtmkd66oVJXC6ODYdbQ0p63RxfHiyE+fOD+883HBQmp2CspwUobm+E2nsHkb/qAOLTFAMSSMl0Yr5hek4rHNO+IjdiZr2ASw1QaVejZm5qUhOsOBYsz7ndN/pbliYO2WaIAiCcDNVJNT93l+Wc+4j5y9P9ZAIIjjknAqwqjwLVgvD3tPdwt/RlpAxIqXXF8YYls7IxOrybFgjUIXWF4uF4RNrS91rmPZMXmrnj++fhNPF8W/nz5v2sZbNyER5bgpeE6jae7SpD73Ddpw7PzzrvoabDXPzsKuuS7oI0CFPdHFlabYCrSLH8tIs72+T5UTrAJwubqrIqdXCsKgoA9Wt+hz2fQ09WFScOe0BJYIgCDMxsdquM0hab6Coqm+tiOmuV04QZoacUwFSE21YUpKBPfXizqm2hMyFi/Stbxor3FRRDsYY/rKt1m97W/8Inth5GtevKcXMvNRpH8ed2luCbTUd6B2yB5XdWuO2/TnzzOmcnj0nF12DYzjRNiD1vYONvUi0WrCwOLzrvqpmRWkW2vtH0aqjKNLRZrdTa6bIKeAuiqSnYq/LxbG/oYdSegmCICYwee7o+GeuCUu+B5qP6grgsBIEMRlyTgVZNzMHBxp64HC6QgvDvYRMfnqS6Tq9EynPTcXHV5bgsR2n0dA15N3+s1er4HRx3HnRfMOOdeXyYtidHG9XBU/t3VbTgcXFGSjIMEeBm4lsmKtvvdNDZ3qwuCRDeq3ZaEdLP9VTFOloUx/SEq2YmTv9AZRoYlFxJjoGxtDWL+ewn+oYQP+Iw1RLMBEEQRjBxLReHiRyGsgRDZYGTBDEOOScCrJ2Vg4Gx5xCVVLtThfeP96OixYVwBLh1Ntw8O3LF4Ex4GtP7UNL7wju23wCL+1vwlcvXoDZ+WmGHWd1eTbKclLw/N7GKWVG7E7srusybdQUAMpyUlCanYKdEvNOOec42NhrynmES2dkgjHoSu092tyHJSWZprtOl3vSlI+ckUvt1apcr6XIKUEQhB+T5o76eJgTA6GBHFGKnBKEGOScCrJ2pntZhb2ezlswdtd2oX/EgUuXFinWKjooy0nFPTetwsHGXmz4f5txz6bjuGbVDNx5sXFRU8Cd2nvzWeX48GQnajsGA8q8V92OUYcLFy02dq5vNMEY86x32ik877S+cwj9Iw6sLDOfc5qaaMO8gnTp5Z5cLo6q5n5TzTfVWF6aBcaAA409Ut/b19CDjGQb5uabK/WbIAhiukxa59Tn8eucFDn1dVz91zl1v1elJUHEPuScClKWk4LCjCTsqQsdrXq7qg2JNgvOW2De6N1Erlhegje+fh6+e8ViPPS5Ctx782olBZtuqiiHzcLw5K7TAT9/9VAz8tISsXGu+Sr1+nL23Fx0DIzhZLvYvNODnqjiCpMVQ9JYoaMoUl3nIAZGHaZMvU9LsmF+QToOSqY67z/dg9Xl2aaLJBMEQUwXl7cQkud/wbTeiYWU3Psg75QgpoKcU0EYY9g4Lw9bazqCVlnjnGPzsVacOy8PqYnxVe1yQVEGvnLhPFy6tEjZ2quFmcm4dEkRnq1swPCY0++zrsExvHmkBR9bWQKb1dxNe3zeqVhq78GGHiTaLFhQZM6I2PLSLLT2jaJNoijSfs96nqtNmsK6siwbBxt7hKPrg6MOVLf203xTgiCIAGhdv4nrnfpuG5eltF6C0Iu5e/AGc/HiQnQMjHmjUIE40TaA+s4hXLIkPlJ6I8EXz5uD7iE7/r6jzm/7k7tOY8zhwmfOnhUZxcLIzNxUFGcmY2etmHO6q64La8qzkWBSp12rLiuz3NP+hh6kJlqxoNA86776sqo8Cx0DY2juFXPY99R3w+niqJidq1gzgiCI2CNYWu+kdU5dvp8FSOsVq61JEHGJOXuqijh/QQEsDHjnWNuUMi/uOwOrheGK5cVh1Cy+OGt2Ls5fWIDfba5Bc697fdXuwTH86f2TuHBRARYVm9PZ8EWL5H8YIpIPAH0jdhw+04uzTZzqvHxGFhJtFqnlng409GBFaVbE1wtWxcqybADAQcF5pztrO2G1MKyblaNOKYIgiBjFGwF1af9PvW6pK8D80mBpwARBjEPOqQQ5aYlYMzMH707hnDpdHP/YdwYXLCxAfro5lzGJFn5y7TI4XBz/+rdK7DjVia88vgfDdie+d+WSSKsWNi5cVIDOwbGQRW8q67rg4sCGueaNiCXaLFhVliXsnI7YnTja3GfalF4AWFKSgQQrwwHBeac7T3VheWkW0pPiazoCQRCECBPTeXmQyCmtc0oQ+iHnVJKLFxfi0JletAaY27bjVCeae0fwibWlEdAsvpiVl4Y/fGYtatoGcPODO7Cnvhv/d8PKuIiaalyw0B3Jn2qwRGPHqS4kWi3eitNmZe2sHBw+04cRuzOk7NHmPtidHGtMPL8yyWbFshlZ2C2Q+j085sSBxh5smGPeAQyCIIjpMNEp9Y2WTnQ2nQHnnNI6pwQhAjmnkmjpui/uOzPps6d3NyAjyYZLab5pWLhocSG2/OdF+P2n12DTNy/AJ9aWRVqlsJKdmoiKWbnYHMI53XmqE6vLs5GcYA2TZpFh3cwcjDldOCxQtXe/Z0mo1eXmdtg3zM3DgcYeDI05gsrtO90Nu5PjbBNH1wmCIKaDt+ou938FJjunflFV1+QCShQ5JYipIedUknkF6Vg/OxdP7joNh3N8RntD1xBePdSMm84qN70TEE0UZibj6pUzMDs/LdKqRISLFhfiSFMfWqYoetM7ZMehM71x4XSs9cyVrBRI7d1d14UZWckozkpWrVZE2TgvD3YnR2VdcJvsONUJCwMVQyIIgpiCiXNHgxVECpjWG6BIEkEQkyHnVAdfPG8O6juH8IJP9PQXb1bDamH40nlzIqgZEW9cuqQQAPDG4eaAn79b3QYXdzuxZic/PQlzC9Kw41RnUDmni2P7qU6cM9/86xBXzMqBzcJC2uSd6jasmZmDzOSEMGlGEAQRW0xM6+VBIqGB5pdSWi9BiEHOqQ4+urQIa2Zm46evHMWRpl48+mEd/nmgCf9+4TyUZKVEWj0ijlhQlIHFxRn4x/6mgJ+/eaQFhRlJWO2p3Gp2zl9QgB2nOoPOOz3a1IeeITs+EgfOaVqSDavKs7E9iHPa3DuMw2f6aDoCQRBEECbOHQ26zqlrsiPqCpDqSxDEZMg51QFjDPd+ag0SrBZ87L6t+OHLR3DhogLccdH8SKtGxCGfWFuK/Q09qG7p99veMzSGzcfacOXyYlhMulzKRC5YVIARuwu7ghQB2nayAwBwzjzzLq3jy4a5uTjY2Iv+EXvAzzdXuecsa1F4giAIYjJB1zmdsG6pr6/KvRHXycvLEAQxGXJOdTIzLxVvfON8/PfHluC3n1qNhz5XgQQrmZMIP59cV44kmwV//bDOb/sLe89gzOHCTWeVR0axCLBhTh4SbRZsOd4+pcy2mg4sLEpHYaa555tqXLSoEE4Xx3vVgW3ydlUrZuamYn5hepg1IwiCiB3Gq/R6Xn08TKd0tV7yTgliKsibmgYFGUn40nlzcd2aUtjIMSUiRG5aIm5YV4bn9jSgvnMQgHsdzwe3nELFrBwsm5EVYQ3DR0qiFWfPycX7UzinI3Yndtd14Zx55k/p1Vg7Mwf56Ul443DLpM96h+348GQnLllSCMbiI7pOEAShB+fEyKkrSFqvr+PqrfI7eV8EQUyGPCqCMAHfuGQBEqwWfOuZAxgac+Dnr1WhpW8E3/rookirFnYuWFiAE20DqOsYnPTZe9XtGLG7cEkcpbBaLAxXrSjG21Wt6B3yT+19+UATxhwuXL+G1mYmCIIIRtC03gm+ZqBiSTzIHFWCIMYh55QgTEBhZjLuvmElKuu7sfR/3sTfttfjix+Zg41xMq/Sl6tWlIAx4KUARaJePdSMnNQEbJwbX3a5qaIcow4XXtjX6N3mcnE8tr0eS0oysaI0fqLrBEEQsnDOfZaS0V7FqvVOXIJm4ucEQfhji7QCBEEYwzWrZqAoIwmvHWrGyrJsfGJtfEbDZmSnYMOcPDy3twF3XjwfVk8xqK7BMbx5pAWfqiiPuzT85aVZqJiVgz++fxI3nzUTKYlWvHqoGdWt/bj35tWU0ksQBBGEwAWOxrfROqcEYRzKemiMsV8yxo4xxg4yxl5kjGWrOhZBEG7OnpuH/712OW5YVxbXDsfnNs5CQ9ew3zzLx3fUY8zhwq0bZ0VQs8jxn5cvQmvfKH7w0mHsb+jBj14+gqUlmbh65YxIq0ZEAMbYFYyxasZYDWPsrkjrQxDRTKCoZ/ClZCZ/128fE6r7EgQxjsrwwSYAyznnKwEcB/A9hcciCILw8tFlxZhXkIa736jC4KgDTT3D+OP7J3HpkiIsLMqItHoR4ey5efjqxfPx3J5GXHf/NnAA99682htZJuIHxpgVwP0ArgSwFMAtjLGlkdWKIKIXZ6ACR67J2zQCOaJUrZcgxFCW1ss5f8vn3x0APqnqWARBEL5YLQw/u34FbvnzDlz/h20YGnOCMYb//tiSSKsWUb710UXYMDcPJ9sHcPmyYhTFyXI6xCTWA6jhnJ8CAMbYUwCuBXBU5UF//lqVyt0ThDIcPqV2h8ec+PlrVdhT3+3d9tL+JhzzWWu8vX/U+76+axA/f60Kp7uGvNse3lqLgowkxVoThPFctrQIZ83OVXqMcM05/QKApwN9wBi7HcDtADBz5swwqUMQhNnZMDcPD3xmLX7xZjWyUhLwm0+txuz8tEirFXHOnZ+Pc+fHz1I6REBKATT4/N8I4GxfARXP5r9vrzdkPwQRCTKSbDhnfh4+ONHhbcsb5+ahsWcIu2q7sKu2y08+Ny0Ra2dmY1tNp1f+0iWF2Hu6J+DSXgQRC5TnpES3c8oYextAcYCP/otz/pJH5r8AOAA8HmgfnPMHATwIABUVFZTnQBCEYVyxvARXLC+JtBoEEW0EyuX2e/6qeDZX/eQKI3ZDEARBmJhpOaec80uDfc4Yuw3A1QAu4bSoE0EQBEFEA40Ayn3+LwMwee0lgiAIgggzKqv1XgHguwCu4ZwPhZInCIIgCCIs7AawgDE2hzGWCOBmAC9HWCeCIAiCUDrn9PcAkgBs8ixpsYNz/mWFxyMIgiAIIgSccwdj7E4AbwKwAniEc34kwmoRBEEQBFg0ZdsyxtoBGFUxIR9Ah0H7MjNkJzHITmKQncQgO4XGKBvN4pwXGLCfuMXgZ3M0QtejGGQnMchOYpCdQmNmG035bI4q59RIGGOVnPOKSOsR7ZCdxCA7iUF2EoPsFBqyEREuqK2JQXYSg+wkBtkpNPFqI2VzTgmCIAiCIAiCIAhCFHJOCYIgCIIgCIIgiIhjZuf0wUgrECOQncQgO4lBdhKD7BQashERLqitiUF2EoPsJAbZKTRxaSPTzjklCIIgCIIgCIIgYgczR04JgiAIgiAIgiCIGMF0zilj7ArGWDVjrIYxdlek9YlGGGPljLF3GWNVjLEjjLGvR1qnaIYxZmWM7WOMvRJpXaIVxlg2Y+w5xtgxT7vaGGmdohHG2Dc919xhxtiTjLHkSOsUDTDGHmGMtTHGDvtsy2WMbWKMnfC85kRSR8JcMMZ+6blfHWSMvcgYy/b57HuePkQ1Y+zyCKoZcRhjN3ruWS7GWMWEz8hOPlD/MzB0fxdjqr55PNrKVM4pY8wK4H4AVwJYCuAWxtjSyGoVlTgAfItzvgTABgB3kJ2C8nUAVZFWIsq5F8AbnPPFAFaB7DUJxlgpgK8BqOCcLwdgBXBzZLWKGv4K4IoJ2+4CsJlzvgDAZs//BGEUmwAs55yvBHAcwPcAwPMsvBnAMrjb5B88fYt45TCATwDY4ruR7OQP9T+D8lfQ/V2EqfrmcWcrUzmnANYDqOGcn+KcjwF4CsC1EdYp6uCcN3PO93re98PtSJRGVqvohDFWBuBjAB6KtC7RCmMsE8D5AB4GAM75GOe8J6JKRS82ACmMMRuAVABNEdYnKuCcbwHQNWHztQAe9bx/FMB14dSJMDec87c45w7PvzsAlHneXwvgKc75KOe8FkAN3H2LuIRzXsU5rw7wEdnJH+p/TgHd38UI0jePO1uZzTktBdDg838jyOkKCmNsNoA1AHZGWJVo5bcAvgPAFWE9opm5ANoB/MWT/vwQYywt0kpFG5zzMwB+BeA0gGYAvZzztyKrVVRTxDlvBtwPbQCFEdaHMC9fAPC65z31I8QgO/lD9pCD7u9BmNA3jztbmc05ZQG2UTniKWCMpQN4HsA3OOd9kdYn2mCMXQ2gjXO+J9K6RDk2AGsBPMA5XwNgEHGQdiKLZ57ItQDmAJgBII0x9tnIakUQ5oUx9rZnfvfEv2t9ZP4L7nS6x7VNAXZl6n6EiJ0CfS3ANlPbKQRkD8IQqG/u7lSaiUYA5T7/l4HS5gLCGEuAu/E/zjl/IdL6RCnnAriGMXYVgGQAmYyxxzjn5FD40wigkXOuRd+fAzmngbgUQC3nvB0AGGMvADgHwGMR1Sp6aWWMlXDOmxljJQDaIq0QEVtwzi8N9jlj7DYAVwO4hI+vqxd3/YhQdpqCuLNTCMgectD9PQBT9M3jzlZmi5zuBrCAMTaHMZYI92T9lyOsU9TBGGNwzw+s4pzfE2l9ohXO+fc452Wc89lwt6V3yDGdDOe8BUADY2yRZ9MlAI5GUKVo5TSADYyxVM81eAmocFQwXgZwm+f9bQBeiqAuhMlgjF0B4LsAruGcD/l89DKAmxljSYyxOQAWANgVCR2jHLKTP9T/lIPu7xMI0jePO1uZKnLKOXcwxu4E8CbclTAf4ZwfibBa0ci5AG4FcIgxtt+z7fuc89cipxIR43wVwOOeh/IpAJ+PsD5RB+d8J2PsOQB74U4j3AfgwchqFR0wxp4EcCGAfMZYI4AfArgbwDOMsS/C7djfGDkNCRPyewBJADa5+4TYwTn/Muf8CGPsGbgH2BwA7uCcOyOoZ0RhjF0P4HcACgC8yhjbzzm/nOzkD/U/p4bu78IE7JsjDm3FxjNZCIIgCIIgCIIgCCIymC2tlyAIgiAIgiAIgohByDklCIIgCIIgCIIgIg45pwRBEARBEARBEETEiaqCSPn5+Xz27NmRVoMgCIIwCXv27OngnBdEWo9Yhp7NBEEQhJEEezZHlXM6e/ZsVFZWRloNgiAIwiQwxuojrUOsQ89mgiAIwkiCPZsprZcgCIIgCIIgCIKIOKZ0Tr/1zAG8erBZSPbFfY3Y39AjJPvmkRZ8WNMhJLutpgNvHWkRkt13uhv/2HdGSPZ4az8e3ykWCDjTM4wHt5wUku0ZGsO9b5+AyxV6aaERuxP3vFWNUUfoJc2cLo7fbDqO3mF7SFnOOf74/kk09w4L6fz37XWoaRsQkn1+TyMONvYIyb5xuAUfnhQ7zx+caMfbR1uFZPfUd+Ol/WLnubqlH0/sPC0k29A1hIc+OCUk2zU4hvs2i53n4TH3eR5zuELKOpwu3LPpOPpGxM7zH96rQWvfiJDOf9teh5PtYuf5uT2NONTYKyT7+qFm7DjVKSS75Xg7NleJnucuvHygSUi2qrkPT+0y/jx3Dozid5tPQGSpsKExh/R57hc8z/e/W4M2wfP81221qO0YFJIlCKN4eGstTncORVqNqEa7Z4tey/GK08Xx27ePo3co9P0xnhl1uPsWw2NxuyyuEAOjDtyz6TjsztDPZrNhSuf05QNncKRJrIP6zacP4Lr7twnJ/tvf9+DTD+0Ukv3MQztx+9/3CMle/4cP8Y2n9wvJXv7bLfivFw8LyX7hL7vx89eOoakntLP3g5eO4DdvH8eWE+0hZf+85RTue6cGj35YF1J209FW3Lv5BH7yytGQsrUdg7j79WP4sqDdfvDSEXz8d1uFZL/17AFc83ux8/zlx/bg038WO8+3PrwLX/qbWLrbDQ98iK8/tV9I9vLfbsH3XzwkJHvbX3bhp69Woa0/dMfh+y8cwj2bjmO7gFP2wHs1uO+dGqHBkNcPt+C+zSfw/147FlL2RNsAfvFGNe54fG9IWc45/uelI8LX6LefPYCP/16sTXzl8b24+cEdQrKfe2QXvvio6Hnejq89uU9I9sp7P8BdL4id508/tAM/fbUKPUNjIWW/89xB/HrTceyu6w4p+7t33Of5mcqGkLL/PNiE+zafwC/frA4pe6SpD798sxpfeyq0LcYcLvzon0fxyQc+DClLEEbRN2LHT145ilv+LHYfiFeqmvvxizeqcafgfS1e2VzVit++fQL/+8qRSKsS1Ty+4zTue6cGD7wvFjyJV+556zju23wCLwoGr8yEKZ1TxhgEAkMxiUAgxMvAqAMA4BKJnnhkHU6ByKknYioSadFGfIbtoUfIND01vYOhRYRE9mt2+kc89hJoG4NjnvMsEiH3nF+Z8zwicD60NiZynp0ePb2/MY7RbCByDxg/z6HPnTZ6LXKeNRmR86yduyGB0XHt2qfzTIQT7mnyIpkA8cz4tUzXZzDsnmebyP0xnhn1PEdEsu/iGa1/S5FTk2BhEEpnI2IXsw4+EP7QeSYIgiAIgogfTOqcMu9In1mJd+dbJBpMxD50nuMDOs8EQRAEQQAmdU6tJk7r1Yj3vhx1ZuMDOs2TMaNJzH6/JqITbsqriSAIIrYxpXPKmPmdF7P/vlDEy8+nCHl8//5AmLFN0HkmIoGWYUWtLziaE0+XaXBosEMMspMo8WsnUzqnFgszZQfOl3iPNMRLZ1bmPJvRIvFynmXuV2a89nn81XsgogAzXksEQRCxjjmd0zhI65XptJuxf2/2OcUaMr/TjDYRKDZrCmROnRkddqcJf5PRMMYeYYy1McYO+2z7EWPsDGNsv+fvKp/PvscYq2GMVTPGLvfZvo4xdsjz2X2MMRbu3xItaINCcWsAQZjHQvHbUsRg1JKEIDuJEr92Mqlzas4OnC/x7pya0A8LiMx5NmObN+NvCgSdZ/P9JgX8FcAVAbb/hnO+2vP3GgAwxpYCuBnAMs93/sAYs3rkHwBwO4AFnr9A+4wL4uU5QhAEEUuY0jl1r3Nq7qeOGSMtMmqaPW1bQ84m6vSIFLHSdqeLnHOqUJEIES/neTpwzrcA6BIUvxbAU5zzUc55LYAaAOsZYyUAMjnn27n7Jvo3ANcpUTgGoHZHEAQRfZjSObUyZvp0QDNGWmS0NGMHPRBmPM8ySM25jeHfL6O6y4SNP4ZPXTRwJ2PsoCftN8ezrRRAg49Mo2dbqef9xO2TYIzdzhirZIxVtre3q9A74phxKgRBEESsY0rnNB7SemUKiMTK8zfeHbFAmDGiJlOpT8bhjOUmQWn6JvxR4eEBAPMArAbQDODXnu2BJivxINsnb+T8Qc55Bee8oqCgwABVow9qdmJQdVWCIMKJKZ1TRgWRAIx37EU6+DLmkko1ldivzCi2TPQoliNNIhkA2vmQsZ9Qm9Daj9D+xPcrk9UgUygnlovqSBW+UnQBGn0P0EREZLWfT51gOTjnrZxzJ+fcBeDPANZ7PmoEUO4jWgagybO9LMD2uIQGRcQgMxEEEU5M6ZxaLKKd5Ni945qx0y6V2mjCObeBkIuoxcbvVBUNju3zLCMbG79T6jzH8L04knjmkGpcD0Cr5PsygJsZY0mMsTlwFz7axTlvBtDPGNvgqdL7OQAvhVXpKCJWrqVIQ3YiCCKc2IzakacSYCWAM5zzqxljuQCeBjAbQB2Amzjn3UYdLxgWwYJI0XbD5ZxDtKq/iO7avkQiVTIFq2XKycvsV1Vabyz3e8XOsyYrvl+RdqbJiJxDbXci+1XltETZ5SyFXPqyzIlWIip0D/Au0yEgq7UJWmJgahhjTwK4EEA+Y6wRwA8BXMgYWw13oLoOwL8BAOf8CGPsGQBHATgA3ME5d3p29RW4K/+mAHjd8xeXjEfsiWB47USGIgyAMmREiV87GRk5/TqAKp//7wKwmXO+AMBmz/9hwcIYnBKpZNGCXPEXmf1G2Q+dAlXRo2j7/TLOhTkjauKyZmzngZA7zxI7jqBJlP2mOIVzfgvnvIRznsA5L+OcP8w5v5VzvoJzvpJzfo0nMqrJ/4xzPo9zvohz/rrP9krO+XLPZ3fyKE65eHFfI2bf9SqGx5yhhXUQjnvG/7x0GBf/+j2lx/jLtlrM+d6ryrJnwmGnrz65Dzc88KHSY9zzVjXW/mST0mOo5taHd+JLj+5WeoxwtFnVXP27D/DtZw8oPUY42qxqzr37Hfz8tarQgmHGEOeUMVYG4GMAHvLZfC2ARz3vH0UYy9WLFkSKts6sKocryn7mlKj6TdH2+1UtmRMrKcCqflMsOzhmzBqQmhcebRcpERX8+q3jAID2/lEl+x+P2Kvjb9vrcap9UOERgP/951Fwru56165lmawpWf55oAl76tUm1933Tg26BseUHkM1H5zowNtVbUqPobrNhiND5vCZPjy3pzG04DRQ32bV2+lMzzAe3HJK+XFkMSpy+lsA3wHgm0BapI3iel4LDTpWSCyMCRZ8CYMyEsT7XDx1Tkt0/X5V51lVoSqjoQj5ZORSncV1iKRN4mUZIEIdWrNQ5RSZbck5h6IfFMsDfwRBxB7Tdk4ZY1cDaOOc79H5fcPXUrMIrnMafZ1ZcVmRqITW4ROq7DvhNfh+BYQk9qfhlKniqqq6aRiQedCL6K6nWq9M+5FpEyJOhpSeMVxUR+58iO9XxiYybV8qW1hAeLxaeGhZqtZLBEJm3rIeoq0PMF1UOds0eEQQRDgxInJ6LoBrGGN1AJ4CcDFj7DEArVolQc9rwDwEFWupMcG03mhzWpR12mU6sxHs4CuLKEbZ6LgqhytW0j3VzbnVoYxCoiFCHMlOpVRF8Wg7eURU4B00VdQ8vINqanYfdlRHTqOsyxR10OCaGGQnUeLXTtN2Tjnn3/MUZ5gN4GYA73DOPwt3KfvbPGK3IYzl6i2C65zGtNMiIOqt1isi63kV6cxGwyi2qpTJcGD03Fo91Xplqj0bX61XYIde2fg4z8pS+iXucUZX69X0pGq9hF60y0LVtR1tA9TTRdUgj9nspK5wlJLdEkTcoXKd07sBXMYYOwHgMs//YcFiidWCSDKyqqJv4jqIILdEhvh+Y3nOrSrdlS1HIrQ/cdlomF8ZjoiiqqJdseKwm7FoGxFetDakyukKR0GkcKLcTiYxlCo7UfqzGDQIKUr82smwdU4BgHP+HoD3PO87AVxi5P5FscbwOqcqZCPpyKmLHilKAQ5Dm4iG32n4IISEbDRUpQ7HCHc0pOrGTvp2dN2LiehAaxVmcCZk1jHXixnsFA4cLg6b1fj90n2MiCWi+bpWGTmNGEwwrTfaUjBUOReR7CTKRb5kZFVFFMV10ItMOnmspMBGwzJA0RZRjIaBhYhGyBW1cyJ+0NqvqrTS8UJc6nGEoZErs5PnWo7ivqwUqu7/Zqv+rAqacyqK206qrrtofu6a0jm1MLFOmZTTFoazaHTnerxab+j9aSJiVTjdryKjwNrDUmS8eHwtNYF5izKVfRVVN9WL8efZIytTwdjgar3asY2u1quqqE44CvBItVGDddfSpkTsp11uQudZ68wLDf6JP1i9stRpIXzQ2pvDqaZdhLMQl12mHL1OlNnJLF6pB1UDBWazk2oovVcMVa1KVQE1IzCpcyqa1iu+T70jbbG21qHRI4rRsHZptM1PjYbfafTPjIYIr6qIrF6iocCX0X2wWE6nJ2IPmeXQ9BDONEy7IsfRF1W/J9zpz6pRFWww231MdVCGBiPFUHUeotg3NbFzKmB0mVEuvW0jkmsdahFIoeiJ51UoKqNFWiQGAOSiMiL7VRP11vtskXkoSbU7gTYxXq3XWAdHplrveMEMY6v1RsPghl4iObDAvelA4pF3metOqgKvgKwWVKKRdMIXb+RUmTPhfg1Hq3OEI3KqrCCS+zUcBZHCEc1WbSezoCoSTPd5UbQVN9ScB4qchhnGxC4qVWtI+n9PRlZVREm9czYVsRYlDMd5joZ5lFL6ishEQUGf6MuEEN9vNBQOE0q/jYK1mIn4wTvnVHEV2nAQljmnZCchzGCncKCswJbiiKnpItiKfk40ry9uSufUamFSEQMR9Lb1aHAu1C3HIbI/8WOrc3DUR8hjLVXVaH2VOZHKnCFxHXyROx+R193oaz/aBgsIc6M1C3XOhOc4SvbuTzjmnCq3UxgMZQY7mQVldlJsKPOcB/EMKD2QcxpmLMLVetWP7MeKczEuK66D0RG1aOj46o+cxlZEzehoelS0R0W/35dYi+4brW+sZGwQ5kBrFrHaSfZFVbEiX8hOYpjBTuE4lvI0cUXpvdGcrqoHVYO35JyGGcZEowDiJ0Zv7n0knQs91XqlqsMKyGqNX+QW5JUVqQKsKqKm82KVci4MrlarJ7ogMjgtk1KnyRg+X1jmGlVUHdfve4ruGXJz00PLMom5KjJzlsfnp4YU9e5PSpYKZBA+uCTuQdPZf1jmnIahw6zcTmEwlN0EdgoH4bCTskI8iu/34Xa61A0UeOrGKDrV0Vxd2pTOqXjkVHyfMmtT+h8j8pFDoyNK445s6P1Fw9qlquzq/z01UaJYmeMYHZE/9RFZVYMQ0XCfENFXXUVxcVkifghXWm84CEe1XjMU+glH5JTsJHgM1XZS9BPC4Zz6HkP1PGllBZHC0Ib0YlLnNLIRHL/vRXKtQ0XVejVbiHRmZdbKHI/KiOggsEOvrPrzrGrtTpHdylRP1jDa6ZWq1qvIaQlHyqmqQQijf6c2Ii2XCRH62N51i0Uq8ErIetc4piqOhA9aOzZDpCscHUEzLLkTy3ZSXYjHd/+xbCftfh+OdFVV58R3brS660PLPor961oWUzqnVguTcrJECMdcxKgooCIgK5PWGxVRMmUFocZllTnLUtE3GR3EZWJlsCAczmB0OMuRi6ari/pH70MyWmCMPcIYa2OMHfbZlssY28QYO+F5zfH57HuMsRrGWDVj7HKf7esYY4c8n93HREaUIoTWftUtJSM+eDpdwpGGqcph8dopDIaKZTupvo/59mvDYifFg0LhqEKr6jc4wnAMDVW7D0dlbL2Y0jllomm9iiI4/k6Lmo5kJDuJ46NeIvsTPnRMOzix4lzIyI4/QIwdhIgGB0fvdRkNacZGp/SPdzzFr30RwpFOH2f8FcAVE7bdBWAz53wBgM2e/8EYWwrgZgDLPN/5A2PM6vnOAwBuB7DA8zdxn1GD6qVkwlAY1ovdEbtzKcNqpxiu1qtadV9nQpWdfO/xTmVOvPaqPnKqyk6+17MqO2lQQSSToDqtN9S+/TuzwodQMA9Q3LnQJERUcEp0Zo0u9OKVVeQk6E2tjqQTLhPJ1hDKLHBpHcPQ+9NkhdqElJ7CooanxWv4RU4VtVFVuotlkHhkJSLkIj+NCiIZC+d8C4CuCZuvBfCo5/2jAK7z2f4U53yUc14LoAbAesZYCYBMzvl27r5Y/+bznahDpm3q2797v+EpiKS+bSu3UxgMFZZqvTGaJum7f1V28o3IqrKTt2+qapDAR29Vc73DYyf3qzI7kXMaXtwFkcQ79SL4O6cyslEQaTE4rVXGGeISD/9Ym7fon+4Zecfa6OhlrKX1qso80J/WK6OPsTYZr9Yrvj8ZWRFtVf1+wo8iznkzAHheCz3bSwE0+Mg1eraVet5P3D4JxtjtjLFKxlhle3u74YqLMB45VRQlCmO7C09EUM0xwnl9kp2mJhyRU1+nV/V1pyxd1ec3OMJgJ1WVuMOZ/hxtjqqJndPQcqpS+/R2ZvV2mI2VFd+f2dN6Qz1ouESb8NNHlWNt8CCEqrReVU5LOAaCYs2xlhlYkBlsEtFBVfo6IUSgET4eZPvkjZw/yDmv4JxXFBQUGKqcKN7IqSJ/RWui4Wh+4Vm/U81+ZTImdO0/DPP3fO9Hqu2kinDYyd85VXII737Dka4aDjupmv4bTjuFY1BIBlM6p6LrnEpVTZVI4fTdbUTXOmQSax1q+5VwRGSKTolFWrSOr7GROr1OS6jf55/uKa6P0Q6OzDqV4/sVlxErkiV+nqNhGSC5NH0e8H3IY0SwTchU6x1PyQ59bD0p/UKVfalar15aPam68Ly2ebY3Aij3kSsD0OTZXhZge1RjhshpeNY5jU07+adhKop0+TkssWmncEROfdNVYzYiGIb2FA47ccV2Ckd70ospnVOrhUktcyKCTJQsHHPUlHXaJeaoSTmRBkdawuHghPpeONJ69bZRI3SQmbMs48hGw9ximfPsu8ZxrGQ3yMh6OwoS175MmxCBqvXq5mUAt3ne3wbgJZ/tNzPGkhhjc+AufLTLk/rbzxjb4KnS+zmf70Qt6iI44Wt34VjnNFbt5BfpUmSncES6vMUiFe8fiG07KZ9zahI7yWSvTWf/QPSteWqLtAIqEE/rFd+n3JzT8fdynVl9+hgrG1pGZjRHj4MjgtEO9/h+xR1O/emewqJhWQYn1P7E5qdGwXnW+ftdnMMaJGKndxBCLv1WXNb4qsz+ryL7k7n2RSDfNDSMsScBXAggnzHWCOCHAO4G8Axj7IsATgO4EQA450cYY88AOArAAeAOzrnTs6uvwF35NwXA656/qEbdHEH3a3gKIoVj6Q/FdlJkKP80zNiNdMkM3ukhHNFf3wharNopLO0pnHYKQ2pyOJYmksGUzqloWq/MCfdNEwiVqutfxVVVlEwm8iWwP8+rUDq0NjqoSFakIJJUurTO9O2QgxASsn7fM1h3TcToKriajMiouXZsseibvvMRWlZY1P96dnEkWMVl9RwjpKzRKf1aQSSJDBKZYmhilX3lBzeoWu/UcM5vmeKjS6aQ/xmAnwXYXglguYGqKUf1eovhQFXkNBxFTcKbrqq+I67aTuEoYKPMTmFoT06ykxDhtFO0RU5NmdZrYUyqGqkIMmuXhmOdU6PnXOqZ72n0vMXoSHcV10d/RE2NrNFRRj1Oi/HFkxTJSqTqymRN6L/2I3efkIp6e+enit8nRKCCSEQw1DkT7ldVzS8caZi+ERzldlJkqPCkq4bTTuoHImLZTjJra+vBEW47KfodMn0wPfjqTc5pGLAIRk71dvx5iAiNzHw2/++p6ogb7XCK31hkbkLRMZ9P3LmQmrfot19hdQwfhNBEZAYsZOaRGp9OLyOr5jxzv/Ms3iYiObAgI6tnHqlIlFrVNUrEH6ojE6oIRxpmOCI44YycqkvrDZ+dwpHWqyoN0x6OCHM4q9CGwU6qHDtNdXWDHeO2iba0XpM6p2LrnEqle0o5LTqjJzIpgyKpfZ70WJHrxruenExqn0QKp1RlX6EITkgRn/3KyPqcuxDH8C9NL+7gSKVwCtjCW61XwsYyTqRMlEzG6RUhHHM85a7n4PuVkfXXR+Z3GnueZVKH9ERZReapeWWpWi/hwfd+pjoyoQrf62TMoaiT7FAfwVE15827f5PZSVUQytdOdlV2CkNE0NsvVGQnP+c0DHZSXbBI1Xnwnd5FkdMwYLEwoTl1egvTGOmc6o2oyXXEZTqzahwc4yNq6h0cI6Nk+iv7Cosa71woahNGt92JOsjKhnY4xY/hP7gRufMsEyGXyW7Qc+2LQGm9xER8R/KdyiIT2qCIGvwjgmp+g5+dFKerqiqIFA47OcJoJ2Xpqs7w2kndXG/tVZXTZTY7Kdm9f+SUlpJRj4XJR3DknIvg+/VzcKRSgNV3xKeU8aYPiOxPk1Xj4IgQDgfH2Iiarz7C6hjunMnc7LiUrHxETYRwpACHvPZd4rL+gxv69DFCVi7C6f8qst9IRsiJ+MCvgI2yyIT7VVXr858jqCitN4yFflRdpq4w2Cks6aqK03r9IqdhsJOqiLnMc0QP/gWRyE5T4Wsack7DgGhar0zUUsZpkanWq7eyr5zDEFpWqtqqS/wGPF5AJbQO42mABlfr9St+I3M+Qu1XryMro7tIOxbfr8y581ZaFtBBOx8ylX1FkKqOqzNdOtT3/GXFdVDlnMml04sfW6wCL6RlZe7FVK2X0Ain06WKsFQNDYOdZPoSegh3tV5Vka7x9TuV7D5MhX7U28ml2E7hKPRjBjuFI/qrFxM7p6Hl5FJ1ZWR9Iy0hdJCQnep7RsjKPHz0pfWKd2ZF0Pv7Q5+P8fdyUTIZ5zS4DlPpY4Ts+M1O3MGROXdykffQsnrnYobOhAj8PrSsmkEIo7MG9MwXNvo+IdNRi7LnIhEFhCddNXzOaTjW71RdOCosVWjDYCdVkS6nxDNT1/5NYif1ab3q1yB1mMBO4YjE62XaziljrJwx9i5jrIoxdoQx9nXP9lzG2CbG2AnPa8701RXVST6N1EjnQsZpkZH1/56azqy6uYjiskYvU6F/GaBQOuhzeiOavs39X42SlVt2xnOeBaJkep3zkOdDIlVX7j4R+H0o5Ap8yTiREudDYkAvkin9RHwQnsip+1XVnNPwLP3h67DEZic53BFmstPUhDUiqMhOvr9BlZ3sYYzEq5rW4AhDxWG9GBE5dQD4Fud8CYANAO5gjC0FcBeAzZzzBQA2e/4PC+LrnIo7F35Oi0waoETHVy6FMbSMt1qvoiiZlKyAvjKdZL3LdIQ+HzKy4udOb6Eckd+pZUHL2M1oB0emNLxc5F2fc26kE8n13ieUDUKElpGpwCsz2i8lKzGPXbt+qFovoeE7kq+6k6wKh1/BEVWd5PBFmNWl9fqcaxOs3xkeO6mawxyG9uRSayff61pZ5DQMdtL2q+o2FY5IvF6m7Zxyzps553s97/sBVAEoBXAtgEc9Yo8CuG66xxLFamGCDpnve/HOrJGpofrTPY3t+OpK7ZNwOA13enXOLwx97mQGIQJ/LxDcL4U8uA5THSOkrESbl4l8yQz0REuqt4zDaWxKf+BjhELm4WP8YIH/q8ixjb72KXBKTCQc63dq7U5V8/O9TmJ5nVPNTsrSF8Ngp7Csc6p4/U5/Oyka7AiHnVRHTsMQYTaDnXwDMKrspBdD55wyxmYDWANgJ4Aiznkz4HZgARRO8Z3bGWOVjLHK9vZ2g/SQTyULmcLp8pU1zuHU35mVcCIFdis351R7Fbex8RG10DKBZI2cL6yqoNZU3wstK74/VU6k0U6vXgdP1RxyqfNscKquhiobyziRqq59gtAIZwRHFf6R09iN4MgU0tODr53GYtlOYYycxrad/F+NJhzVeh1hyezwfzWacNhJL4Y5p4yxdADPA/gG57xP9Huc8wc55xWc84qCggJDdBFP6x1/H+oi9B1hCJnu6evIhoq++Tm9QUX9vycgK1PEYDx9QFxWSAfvSKKArKLOrIyNZYpk+baDkFWAJWT99RF3GETmJWjnTqzaKvf7jmGyLnFZvdV6Zc5dKCfSd78h07d9ZUNF0yXuKf76hJbxtgmZlH5l6f8hRccHN6haL+Fh1OHTSQ5D5EAFvteJ7+8xknDaKRxpmGMmsJOqwlFmsZPM2tp68H3uhcNOqgZtZAaO9RAOO+nFEOeUMZYAt2P6OOf8Bc/mVsZYiefzEgBtRhxLBItg5FSmuqfvx8ZWAhXvUE/1vVB6GD03VKZwkcxNyJtiJdSZ1WcruShZKEfE93syOgSXlYnI+srL2VjGEQmtQ6yl9cqcZ73XvpH3Cf/vGexEqk4BpsgpoYMRu9P73qko5Uxx4NQvojJqV9P587OT6rReVZFTn/M7YgI7qdp/uO2kOiKozE4uc9lJWXXpMNhJL0ZU62UAHgZQxTm/x+ejlwHc5nl/G4CXpnssUUTXOdXfmRWXleugikdajE7VVZ/aF1oHqfVTpTrz4+95iOsvHA6OkSmnvjJSsiKDEFKVWWVkNWdaQAeJzpCMjeXmnEb+PuGWEZdVN7Cg5j6hagSdiF18O0vqIzhKdj+h8+cMIqkfPzspTldVZiffCLMJ7BSOCHM42pNqp0jd3Fyyk8z+AXV20ovNgH2cC+BWAIcYY/s9274P4G4AzzDGvgjgNIAbDTiWEExwnVOnRAqn3jlqMql9Ug6OUAqejKxbRirdU6gz636VKVAlk4oogtz5ED+GzPnw00FCVi4SKSKrw5E12BlS5bT4OXuhBiGkot6BjxFKh5CpxRLp/74yUmmyUoMFxurgfbAKDIRo92Kq1ktohCPSJTMdQQ9+nT+Hqk4y2UmEcEa6VA22+UXiY9pOap14h0nak/rqz+rtpJdpO6ec862YepmwS6a7fz1YPWtruFwcFsvUnR3d6Z4hOlv+Dk5wWb+Or1RUz2jnwv0qE81StdahjIMjgv4omXFOpH+6ZyhZHyfLYBuPO4YhRSVlVTm9oY8dSFbm3Bm5zqnMtS8j63tsVTaW0cFwp1eTpTmnhAffzlKsrksZlvRCPzupOYbZ7ORUZifx+64ewpGGGQ47yWQB6cFvrrciO42GpT25X8MxN9d0ab3RiOaPSqX2hYy06IyIhJKVibRIRtRkChdJpdTqWNPSaKfX18YhixHJFDlyibcJmXMnVe3Z57gyBYZEom/q1rQUH1kflw0pKlcQSSJCLhNNd8m0CYloqPxgk+cYMtkNEnPIjc9u8MhKRMhVzwE0K4yxOsbYIcbYfsZYpWdbLmNsE2PshOc1x0f+e4yxGsZYNWPs8shpPjVaZynRZlG4hIn482k6+0+0WpSnFybaLELXux6Ur0sZRjslWFnM2km77yba1Nlp1O5CotXiOZ6SQ6iPnDrV22nE7kKiLbbt5PS57lSl0+vFnM6pxzs1Nl1PRlYiKuPnZAUVlUo59ZU3fG6oJisxb1FVGqn7vbhs6Khl4O8FIhrmLfrKREP0TWwQQpMVd1pE5HWvXRoyY8H3vXEOp95MCCEb65gvLJNmLRdNDy2rOjITJ1zEOV/NOa/w/H8XgM2c8wUANnv+B2NsKYCbASwDcAWAPzDGrJFQOBhapzIt0aowIih+j9ODFhFMTbIq7CSP20l1RFB1uqpKO43anUi0WWCzWNRHThV5E5qd0hLVtqfUJPftQJWdZAaz9aCdB9V2SkuMbTs5XRwWBiQnqHPi9WJK55QJRk7DkcIplwJsnNPrKy/jMKibiyjTSQ4pqsyJ9HeGxHUw0ulVmr4tsbSP93wILV0iroNcCnDg9wFlJQZ6VDmRUvpKyAI+g00CwnrOh9EDC/pSgKk4koFcC+BRz/tHAVzns/0pzvko57wWQA2A9eFXLzhepyvJpjAy4X5VVXDJ5XUmbMrS5rSIR2oi2SkYI3Ynkm0W2CwKI6eKB9m8dkpSa6e0RPeMP1V24hLPET04wmWnJM1Oan6HTIBJD07OYbNYkJxgpbTecGDxeKdGOhd6HRxlTq9QR1LeiZSrzCqig7isng61iLx+hyHEfmVSdWWi6X7tUsQW/q/BZdU6kaqi9CL71psJIePIRuo+4SsTa9F02cEm8k11wQG8xRjbwxi73bOtiHPeDACe10LP9lIADT7fbfRsiyq0dQTTEm1hiAiq6ShrneT0JJvSdU6TbBbYrCzmI4JuOymKnDpcSE6wwmJRZ6dwFbBJS1Rrp1TFEcFwpauqtlO6xzlVXThK1TPR6eKwWIDkBKsyO+nFiGq9UYfonFM552L8vZHLw0jNffOVNXh+GJeSdcvIzCUTmienRfWEfpvPuZMpJCUxDzD0+Rh/H8pu3O/cBRWVXjJIX/qtzICFuA7GR+knHyOUDhO/FwjdVbINvE/4z5sOKuqWlzjPcvOFISEr4SC7ZNql//mwUNVeWc7lnDcxxgoBbGKMHQsiG8i4k06Sx8m9HQBmzpxpjJYSjNqdYAxISbQKVYbXw8RsC2Zws9Ouw9QkK5p61KUXJidYYbUw5XZS1Ul2+diprc+h5BianZwuriwCrHyJFM9+05LURbo0O9ksTF2kXOL5pAevc6rYTpoTr/p8q7STO3JqochpONAipzLOnpHzAPVGQ0POqfNpOzLz9eQcHBFZ/++I7VdGVlwHkX2rmi8s40Sq0tdXRkrW8PnCMrLiHR2ZNGs/J1JiEMLY7AadbUJgcGM8Qi5+7ctF00Vk4ZGVaWsiA1NyAzKEP5zzJs9rG4AX4U7TbWWMlQCA57XNI94IoNzn62UAmgLs80HOeQXnvKKgoECl+gEZ0SKCCiNdsvdaWZwebzE9yaZwSQsXkhMssDL1dlI2N9fHTuqWSHHbyR05VeVMuF9VOfGandLC0J4sFhaGKtlKdu+f1qvQTmmKI6cyz1s9jM85tUbdUjKmdk5DrnXoc75D3ax8Pw+5TqXOdM9QnTi91Xplqt/KyArpoF1cIpVZZZwsGRtLdHxlnAunn+Mk3n5kZEWclvEIeVBR9/5kItlSUW8dsgINSOa6k6p8rbOCs5H3Cb9oukT0VuzcienglpVwIqVk/V9FZH2PQYjBGEtjjGVo7wF8FMBhAC8DuM0jdhuAlzzvXwZwM2MsiTE2B8ACALvCq3VofCOCDkUhQZn7vR68hX4SrbA7uRKnaMQRPjupTsNMTVQY6XKMRwRV20n1erBpiTZlS6T42smpuj2pcn5dHFYLQ5JNbXvyzs1VZCdvn1hRUNPhcsFmtSDZpq5wlF7iOq1XrhLo+Htj5zjqdZxkOodGdyTFHVkuJev/KqKD+72MbChH1vd9ZM6zTETW9+fIzReWcEQkzodQRFZHuxSRVxXhlLGxjKyq9uMrHw3zhfWk9RJSFAF4kbkHZW0AnuCcv8EY2w3gGcbYFwGcBnAjAHDOjzDGngFwFIADwB2c8+jqmUArYON2uuyKKrOoHhQZT8N0d7V8i6gYha+dVF072m6VpcP62EllddVkmxUWpi5dVXmkKyx2ciEvzeqOxCv6HarTVR0uDitjSE5Qt0TKqE/kNFbt5HS5g3lJCRb0j6hJp9eLOZ1T71IyajqzodqJTGqoSyKCo8rB8ZUXuQh0pfYp6lC79RF3AkLLqnF69Q9uyOhr9Plwv6qszCoq66vPVMjY2H+N48g4vVL3CdlBCJm5oTrahNH3Cdn7FTEO5/wUgFUBtncCuGSK7/wMwM8UqzYtvOmqFoZhuypnQu2giG8BG0CVc+q2k+/xjEbm/q4HXzs5XBwOpzuiYyQjdhcykm2ewlGqnQklu58wl1LdkjvJCRZYVdpJYsqQHpwuF6wW5qlCq26wIyXRAsYULokTBjvZPHZq7x9Vcgy9mDKt1zOCLNA59H0fGYdBxunVH5VR5ERGwbxF3+8ZISsXJdN3npXNWxQ5d16nRaZNyJy70DrodVrk1gyWuT6C6xCOa18u/T+oKAC5Uv1ysvIDC5TWS+hhxO5EkhYRVJwmCahxKHyX/gDc82iNRrOTyrmUMlN59BAuOyUneCKCiu2kyokfT3+2KbEREB47yQxQ68Hpgiet16LUTkk2tXZSXf3Z106qqonrxZTOqdW7lIyqjmTw4/tFcBStc2qk0+uW12SNdlrURHB0R8mMdCL9ClSFkJUaWJBxsuRG/scdw5Ci47IGr3OqN0JupKOuysYyOnDdspG8RuV1kLmnAKFrBRDxwYjDHRG0WRjsyua++b43/hjjEUF3VU8VUZwRhwtJHjupm0upvarZfzjspC0lo3JurmYeVWmevnOYnS6uJN1du+7CMYdZXdXkMEROfe2karBD4jmua/9hsJNeTOmcanNOQ1br9Yu0BN+nXgdHankYiY5vqHuS334lCp3ILDujNLVPJtVSYm5oyGJWvrIy505C39CFcgJ/L5SsTDTL+EEI/1ex/YrLiuihzonUd5+QKnwVSlZi0MRXXkhWIpouJwthHWjOKTGREbsTSQlWZKYkoHfYruQYMs8cPfQMjQEAirKSAShyujyRrqyUBPQothPnaqKCPUNjsDAgPyMJgCIn3u5Ess3isdOY4fsHfJ5tipyVnqExZKUkeNO41dnJqthO2qsaO3UP2b12GrE7DW+zdqcLThcft9OQOewUTZjUOZVP6w1dhdPneyFlJTqoEh1fuQq1Pu9FnAuZTqdMx1fCwZHqrEukY8msJylT8VXKGdKpb6hBCF99harfSgxCqHZaAKMHISQGC3xtHLKt+b4Xb5cyAxZGLn3jlhGX9Y72Cw1Mae0npKiPrMj9Z/y9qtF0IrbQnK7CjGS09Y8ocYpkMmX00NY/ikSbBYVep0tdumpBRjLa+0cM3z8QBjv1jSIvPcm7bqRKOxVmJqFN0fw61emqbX2jKMxIQnKCGjtxzsNqJ1VVaNv6R9x2slnh4jA880Jz5FTbiSu306jXTrTOaRjQFtKO3FqHgd8HQm+0UC41NLgObnn/V5F9S6UMCkVvA78PLRtcWCbqLTXH0efjkAMLEvqqihb66mF8CrB4m5DKQvAbZAm+X5k2Hw0RWan7hORgk540a5n7hHSqrsHtmDA/I3YXkj2Ond3J0T1kfFRQdVpvW9+InzOhonKor506BsaUpHoqt1P/CIoyfZ0uRXZKsKAwIxntfaqcLu1VzT2stX8EhZluZwIw3k52p3tpOs1ObYrsxCWeI3po6x9120lrTwav4ak5cqrtpLo9tWvtybPOqarzoQdTOqfedU5VOZEGOkPhmFNn+Pwwz7NPrjMbWjYqbOwb4ZRInZabAyzj9Iawg8S8V9/9GT8I4XmVSCEX0UO/Y2icjWWcXnVtWNxmvjJiS/voGGySaBMT34eSjaLnIxFBtPUWCzPdUcc2BVFBmUwZPXgjE4o6ydo+fe3UMWB8R1n14JHbTsnjTrzBduKce+1UkJGE/lEHhseMPxcyU1b04I6cJiPJk9ZrtJ209unOWEhCe/+o0owFVXZq79Pak5r0Z21/SR47xWIk3uF0oXNwDAUeO3EOjClasksP5nROPb9KXZRMkTOkLIIT+SiZbGdWJvJlbJQs8PdCy8roEFxWZlkNvZFTVUu+yAxY+H7PGFmdNja0aFngY4SWDa6D3sEmo6PpejIsRPatekkPIvYY8SxpUZjhnq+pIjohM59cD+NOl9ZJVpWuqtZOsplYsoynF6qx05jTBc7HnS73MY0f7NDspGJqAucc7RMHOwy2k6/TVZCRhDGnS8l8b22qhwo7DY850T/qQEFGEpK8GQvG2ml0ghPfOTgKhwLHTqWdOgbGwDmUtqfpYE7nlKld51QuvdC4zqyM0yK7bqC6zqz4CFm0RcmMjaYHPkZgHWRk9TotIUV1Oi3iOgCyBYZCyQY+RigdouE+YWQb5pz7pE0F18F3fzKyMgNeIvKq57QRsYXTxdE9aEdOaqKPM6HA6ZKYT66Htj532lx2SiIAoNPgqObAqAMjdheyY9hOThdH54Db6cpOddvJ6Ohv54C7YE1WSgIKMz1OvEI7qYg29g7bMeZ0oSAjCTmK7ZSt2E7jzycF15xn0KFQoZ06PHbKSU1AQWYyOAc6B40vijQeNFJrJ+26M/r+NB3i2jkNR6ETKVkJfWWKMomkWnoLF0nJhhT16iwy8uNn41CdWd3nI7gOMg6D7gJOMucu1H4lfpuv0yJWpIbLy0o6pyHbvMS1JGfjwPqE2q8qfY29pwTWJ5QeMrJC9wmJFHnfehWqKl0SsUNL3wjGnC7MyktTmtarMl11xO5E34gDhRlJnuiEBfWdQ4Ye47Rnf7Nj2E6dA6NwcaAgMxkzc1MBjP8uo6j3tZPmxCuMMKu4hWlOYmFmMmbneezURXaaSDjsdDrMdlKSrdA32U71BttpOpjcOQ0uJ5PWqyoKEA3z73ydFlVpvSIjZL4iodY6lLKbVOp04GOElJVwLqTOs0TKqZFRel89RG6MUhFZCcdQVVqvXITc933oa0lc1lef4Dqouk/47i+ymRDqOr9E7FHfMQgAmJWXitREG7JSEgx3WICJ90Rj9611iEuyUmCxMMzKTUOd4U7XuJ3y05OQYGVK7CRzr5JF6xDPyEpGSqIVxZnJSu00IyvFc9xBQ48BqI10aY7jjKxkFGQkISXBiroONXaamZeK0mx1dpLJ1JPF107lnsEOo+1U1zkIm4WhJCs5du3kc93N1JzTDuN/g15M6py6X1V1ZkO1E5dfkZrIdL7lUoDFdfDdX7Sk9UbKxnodHGNTgPU6AEFF/WRkzrN0FVcDByHkbKzTbqEGIXRXFzayvcueZ881KrQ8zORjhJIVkZedhkCYG805meXpNK2dmY1ddV2GH0floMiuWre+62blAHD/Fq3zbxSanWbmpSLBasGK0izsVmAnp8S9ShbNTqvLswGos1OClWFGdgqyUhMwryANu2vV2Ylz4+1UWdeFBCvD8tIsMMaU2Sk3LRFZKQkoy0lBfnqSGjtpa2AruNnvru1CZrINcwvSkZxgRUlWsuF2qu8cQnluKmxWCxYVZyAlwarETtozWYVzuru2C2U5KSjMTEaBZxknipwqhmmR05AdX9/3qhwccdlQ7U9vlMx4p0XG4RTTYbIekRlY0Bsli1w0PfD70PuVGVgQd0TEIu+BdQosK+PA6RvciJSNpWRd4m1Cpg37yquKprvfh5CVXCqHMDf1XYNIsDKUeKJcZ8/Nw6n2QbQbPP9NJl1ell21XSjMSPI62LPyUnG6a8jQDvnprkHkpiUiMzkBALB+Th4ONvYaXolWtZ0WFKYjL92dHjkrL9XwTvLprkGU56TC6olcrJ+Th8q6bsN/i8q58ztru7CqLNtbvGZmrho7aanVjDGcPScXO2u7DHe0ZVYNkGVXXRfWz8n1nmsVdqr3sVOC1YJ1s3KwU4VzKjFwLAPn3GsnwH2uZ+amKsm60IspnVN9kVPjnAuZFBi965wa6fRKp3u65KNkIiOJMk6AsiiZzhRgI20sFVGT0FemXfrKyw1YGDwIEYZ1TmPB6VUVTfeVUTnYZGSbJ8zP0aY+zMlP83YwN87NAwBsOtpq6HFkrkEZhsec2HKiHRvn5XkHy+cVpGPU4cLJ9gHDjnOkqQ/zCtK8/58zLw8OF8c7x9oMOwagzk49Q2PYWduJjfPyvNvmFaSjvX8UbX3GzJ3lnONIUx/mFqR7t50zLw/9ow5sP9lpyDHGjzX+3shBtqaeYRw60+tnp/mF6ajrGET/iDHVdJ0ujqrmfszzsdPGeXlo7h3B4TN9hhxDQ1W66vHWftR2DGLDXH87Vbf0Y8xhjIc3Yneipm1gkp2OtfSjzuC0WFV22lPfja7BMe99FXDb6UhTX9Q8f03pnGoPNLkoWShZVRER3+8F1yEaIjiA/iiZjI2jwmFQtM6pkVF6GfvKOgByqbrjOhiZdqrKbrJzssffBxWVnHOqt/0E10GmDfvu2+houipHnTA3/SN27DjViQsXFXq3rSzLwrIZmXho6ynYDVyyQeZ6leGZygb0DNnxmbNnebedv7AAALDZIMextW8EBxt7/ex07vx8zMpLxYMfnDI0QqvKTn/bXo8RuwufPnumd9sFi4y108n2AdR3Dnn3CwCXLS1Cfnoi/rTlpKG/R1Wa+MNbawEAnzqr3LvtgoUFcLg4PjjRYcgx9je4HRZfO12zegbSk2z405aThhxDQ2aQU4Y/vX8KyQkWfGJtmXfbBQsLMDDqMCzd/cOTHRixu/zsdOO6MiRaLfjzB6cMOYaGKjv98f1TyEpJwMdWlni3XbCwAC19IzjSZOxAhF5M6ZxqBZFCV7/lAd8Hlh1/H7ISqEQ0VGYRcLlqtoG/F1BWMmVHO7aQrITOemVDVwLVdz6kKgbLyEo4vc4QJlZVHdZXRvY8hxL3q8wq4ZSFbMcSv0/mfISjWq+h9xSJaLp7fzKymnMqNwhh9D2IMC+bq9pgd3JcuqTIu40xhq9dsgCn2gfxyzerDXMoZO5botS09eOXb1Zjw9xcnDU7x7t9RnYKls3IxGuHmg3R/43DLQDgZyerheGOi+bjQEMPHnjfOIdChZ0ONPTg9+/W4PJlRVhcnOndvqgoA2U5KXjtULMhx3ntkGancSc+OcGKL18wDx+c6MBjO08bchzA305G+RMfnuzAX7bV4oa1pSjLSfVuXzcrB9mpCXjVQDvZLAwXLBx3ujKTE/D5c2fjlYPNePlAkyHHAeSydUR580gLnt/biFs3zEJuWqJ3+0cW5CPJZjHMTq8ebEF6kg0b5uZ6txVmJuPm9eV4YtdpvFttzKCKqjoMz1Y24O2qVvzreXOQmmjzbr94cSEYg2F2mi6mdE5ZhNN65dL1xHXQG1kMHVHzPUZwWd99Gz+PNPD70LLGRajkbOz7vaCiclE9qdRivfYNfe7kIuT6bGxs6rRMm1djN3VpvWrs6ysjk9brPo7YfifqFEqW5pzGL2MOF+575wTmF6Z7CwlpXL6sGJ/dMBMPbjmF/3jmgCHzT41sdy4XxysHm3DTn3YgOcGKX9+02pvSq3Hz+pk42Ng77bTb4TEnHnjvJNbMzMbConS/z25cV4aPr5qBX75Zje+/eAi9Q9NP+5R9dgTD4XTh2coGfPahnShIT8LPr1/h9zljDLesn4kPTnRMO9rVO2THw1trceGiAu/8ZY3PnzsHFy4qwA/+cRg/feUoBkYd0zoWYGxa75jDhb9vr8MX/robcwvS8YOrl/p9brNacFNFOV471IxjLdOLdrX0juDxnfW4emUJslIS/D776sULUDErB998ej/ueasaI/bpz2eWmRoWihG7Ew9uOYk7n9iLlWVZ+NZHF/l9nppow3WrS/FcZSMapjn39GT7AP6x/wxuWFuKJJvV77O7rlyMRUUZ+Le/78Ef3quZdhqx/0DH9O00OOrAb98+ju8+fxAb5+bhyxfM8/s8Lz0Jly8txt+31xu+LqwebKFFYg8tcmrsHEf1nW8p2QilnPrqIXK9yKSdysy/lZtH6vNeymmRkJWIDBlZmVV/ymlwWbceMoMQk78Xar8TvxdaVs21ZORAT9TdJxQPNlnAppbVOWWBfNP4xOXi+ME/DuNU+yAevq3COz3Hlx9fsxy5aUl44L0avHG4BVcsL8ZFiwtRMSsHM7JTAuw1xDF92pqeiP3QmANVzX3YeqITLx84g5Ptg1hSkok/fGatd4kJX24+qxyPfliH7z5/EM99+RzMzk8LsNfg2J0ufPvZA2jtH8F9t6yZ5AAzxnDPTatQlJGEv3xYh5f3N+GqFcW4cJHbToWZydLH9L1X6bHTwKgDR8704oMTHXj5QBNOdw1hzcxs3P/ptd5CSL58/tzZeHxHPb7x1H4895WNkxxLEUbsTnz1qX0YHHXgO5cvnvS51cLwx8+uw49fOYqHttbi2T2NuHplCc5bUICK2TnID6BXKKabAdI3Ysfhxl68f6IdL+9vQnPvCM6Zl4f7blmDjOSESfJfuWAentvTiDuf2Ienb98Q0JahGBh14I4n9gIA/uOyRZM+T7RZ8NcvrMcP/nEY971Tg8d3nsbHV83AR+bnY92sHOT4RClF0UyjN0umZ2gMBxt78f7xdry0vwkdA6O4dEkhfn3Tam/BKF++fukCvHKwCXc8sRePfelsbwEx2WPe8fhepCZaccfF8yd9nppow5P/ugF3vXAQv3ijGn/dVodrV8/AOfPzsXZmziSnPxTTvTcB7jWEDzb24r3qNrx0oAk9Q3Zcs2oG/u+GlbBZJ8cmv335IrxT3YY7n9iLv/zLeqQkTrZluFDunDLGrgBwLwArgIc453erPqaKdU6lOrMSKTDR0FHnEp1IwLfSmnxnNris7zFk9qtGB2OjZOL6+jvpofYb+BjTlfWVkXFkReRdEinyqpxe3UstKRuECK6Dqvbuuz+ROWr627xxjjphDJF4Nk/F8dZ+/PTVKmw53o47L5qPS3xSVX2xWBj+47KFuHb1DDy8tRavHGjCi/vOAACyUxMwMzcVM3NTUZiRjOzUBGSlJCA7NQGZyQlItFmQYLV4XhkSrRa/6pT1nUOwMAaHywW7k8PhdGHU4UL/iAP9I3b0jdjRP+JAa98ImnpG0NQzjLrOQbi4O1tr7cwc3HfLQly1vDhgxw9wV/b842fX4cY/fohr79+G71yxCDefNTOgIx6Iw2d68eN/HsWuui7811VLvNU2Ax3nv69eihvWleGRrbV49WAznqlsBADkpSWi3GOngowkZGs2Shm3k2arBCtDks3iF3Gq7RhE/4jDYye3rdx2ctunb9htq9a+UTT1DONMzzBOdw2Bc3exyvVzcvFfH1uCy5YUwTLF705NtOGPt67Dp/+8Ex//3TZ8/6rFuG516ZTyE9lT340fvXwEh8704u5PrMDSGZkB5ZITrPj59StwU0U5/rKtFs/vbcTjnjTf/PQkzMxNwcxc9xqy2akJyEp1L7OSkWTzs1Oi1YJEG0Nz73gRp5q2ASTZrLA7Xd42NWJ3etqTA30jdvQN29HS525Ljd3uPwCwWRjOmZ+Pu29YifMX5E8agNDISUvE/Z9ei3/5yy58/Hdb8YOrl+KK5cVTyvvCOcf2U5344UtHcKpjEPfdvMa73uVE0pNs+M2nVrsHV7bX4Ymdp/HXD+sAAIUZSd7rLi89EdkeG2WnJiAtyYYkqwUJNreNtOtv2BN9dXHgRGs/xpwuOJwcDpcLYw6OEYdz/LobdqB32I7WvhGc6RnGmW53mwKARKsF5y/Mx5fOm4uz5+RO+btnZKfg3pvX4MuP7cE1v9uKH16zDBcuLBC203vV7fjhy0fQ0juCP99WgcKMwAM8OWmJ+NOtFdhyvB1/216Pv2yrw58/qAUAFGcmY2ZuKspzU5GfnohMj42yUxKRlmT1tKFxG/k+Bx1OjuOt/e625OTe627E4UTfsN3bnnqH7Wjpdbenhq5htHiKiiUnWHDx4kJ86by5WDszJ6DugLso0i9uWIlvPrMf192/DT+6ZplfEa5wotQ5ZYxZAdwP4DIAjQB2M8Ze5pwfVXlcb7VeiY6ksU7k+PtIrV8o0/nW3ZmVdk6N0yP6bByq8x34GIF1kJGVsZn4b/OVURk5lYtEhpLVp4OhkV7dUfpQA17j71VFesUyIVS1ebm2SUyPSD2bfWnqGca2mg68crAZ7x9vR2qiFT+9bjk+41McZyrmFaTj59evwI+vWYZjLf2orOvCibYBnO4awqEzvejob8Og4HIqiTYLxhwub/QoGBYGFGQkoSQrBYtLMvDxVTOwvDQLa2ZmC0fa5hem48V/Pxffef4g/uvFw7j/nRpcv7YUFy8uxKqybD/HlnOOxu5hfHCiA/880ITtpzqRmWzDbz61CtevKQtyFDdLSjLxyxtX4WfXr8DR5j5U1nXhZLvbTvsautE5MIYhSTt97pFdIWWtFobCjCSUZCVjRWkWPrm2DMtKM7GmXDzStrIsG899ZSO++9xB/MczB/Dbt0/g+jVuO60ozfJzVDnnqO8cwhZPxLGyvht5aYn4063rcPmy4pDHWl2ejXtvXoNRhxOHz/RiT303TrYN4nTXEHbXuQsFDQums2p2uv4PH4aUtVkYijKTUZKVjLUzc3DL+plYNiMTa2flCEf3Ns7LwzP/thHfff4gvvL4XswrSMMn1pbhwkUFWFqS6eeAcc5xsn0Q71W34eUDTTjY2IvizGT89fNn4bwFBUGO4ubsuXk4e24eRuxOHGjowZ7T3ahtH0R91xB2nOpE19AYRuxi6axJNgtGHS5c9pstIWUTrG47zchKwVmzc3BrySy3nWbmIC1JzI25dGkRHvvS2fj+C4fw+b/sxuLiDHxibSkuWFiIhUXpfnZyuThOtA3g3eo2/GPfGRxr6cfM3FQ88a9no2J24AEhX85fWIDzFxZgcNSBAw092Hu6G6c6BtHQNYRtNR3oGhoTTvtNslnQP+rARwXslGi1oDjL3Z7OmZ+HpSWZWOqxU6CIciCuW1OKrNQE/PeLh3HLn3dgVVkWrl1digsWFWBufpqQQ28EqiOn6wHUcM5PAQBj7CkA1wJQ65x6blqvH25BVfPUufjVreMl3d+tbkN7/9Slyw829nrfbz/ZGbSDuLN2vDz5/oYe/HVb7dT7PTO+32Mt/UFlT/mUqT7dNRhUts1nPk57/2hQWd+HeN+wPagsMJ5iYHfykLKDo+P7fmxHPZJtU09z9s1zf35vI/KCPMQau8dHcl852IzDPnacSE1bv/f95qo2tPROfZ4P+Z3nDjiDVMvxXddqX4jzfKBR/DyfbB8/z/WdQ0FlW/rGbdbaF/w8+86p6Q1xnn1b95jDFfI8D42N7/vv2+uRFOQ8dw2Oed8/t6fBr3jBRM54RpIB4NWDzTjU2DOlbE3b+PW8uaoVzT3DU8oe8mkvH9Z0wh7kQeE772nv6e6gttjfMK5fVXNfUNkTPvrWdgS/npt9llVo7h0JKts/Mn4ueobGgsr6OoKjQud5/Hr++/Z6JFinflB1+pznZysbkZM6dWerqWf89/3zQBP2n+5GxexcLC/NCqoPoZuwP5tH7E78Y98Z7Krrwq7aLm+UqDQ7BV+/ZAFuO2d20HtBIGxWC5aXZgVsJ2MOF/pG7OgZsqN/xA67k2PM4Y72jTq0qJ8Lq8uzcbx1AGNOFxKtDDaLBTYr80YwMpMTkJFsQ2ZKAtISrYZ0zmbnp+Hp2zfgraOteGxHPR547yTuf/ckMpJtWDszByvLsnC6awi7aru80bg5+Wn4zhWL8NkNs6TTEhNtFqwuz8bq8uyAduodtqN3eAx9Iw7YHe6ozJjTiTEH90b+1pTn4GhzH5wujgSPnRJsFiRYmNtOKR47JScg1SA7LS7OxIv/fi5ePdSMx3fW497NJ3Dv5hPITk3Aupk5WDYjEyc7BrGrtss7B3lhUTr++2NLcMv6mcKOi0aSzYp1s3KxbtZkB2TU4XTbaciO/lG3ncY8bWjM4cKYk8PpcmHdzFwcPNMDzt1OVYLVApvVbaekBK09JSAzxYaUBGPstKo8G6989SP4x/4mPLGzHr98sxq/fLMa+emJWDszB4uLM3C8dQC767q89+WlJZn4yXXLceO6MmHHRSM5wep1VCcyYvfYyRPRs/vYyO5024lzjrUzc7CvoQcWBndbsjIfO1mRlWJz2yk5AckJFkPstGFuHt74xvl4dk8DntrVgJ+/dgw/f+0YCjOSUDE7B/ML0nG0uR+767rQO2z32vaXn1yJa1eXIjFIvyYQaUk2nDM/H+fMzw9op54ht50GRh1+NtLuUYA7I2Pv6W5YLcxrJ3ebYkhOsCIzOQGZnvtTks0YO120qBBv/8cFeGr3aTy9uwE/fuUo8AowIysZ62bn4pb15Thn3uTfZCRM5Zo2jLFPAriCc/4lz/+3Ajibc36nj8ztAG4HgJkzZ66rr6+f9nFPtQ/go7/ZAofAEPyCwnQ0dA8JjfaU5aRgcNSBboECA7lpiUhJsHrTD4KRkmBFaU6KX+d6KhKsDPMK0nGspT+krIW5R05FS0OvKM3y67QHY2VZlp/DbtR+l83IxNHmPqEozpKSTJxo7Rc+z6e7hrwXfDDKc1PQP+JAj8B5zktLRJLNgqYgDq9GaqIVxVnJONUeei0s2fO8uNhtNxGWl2YKr1smc+6i4TwvLEpHfafYeZ6Zm4qeIXeHLBT56UmwWZg3TSYYaYlWFGUm+w0mTUW0nGeZ61lGdnlppmfttNCyS0oycby13zv49d8fW4IvnTdX6DjBYIzt4ZxXTHtHJiISz+Yxhwsr//dNpCXacNbsXKyfk4uz5+ZOiu7EIz1DY9hW04mtNR3YW9+N4239yE9PcttoTi7OnpM3KboTj3QOjGJrTQe21XS4o5vtgyjJSsbZc3Jx1pxcbJib57f+ZLzS1jeCLSc68OFJd3uq6xxCeW4K1s/Ow/o5Odg4N3/KFN54oqlnGFuOt2P7qU7sPd2Nhq5hzMlPw3rP/WnDvLyAc8fjjYauIbx/vB3bT3ZiT303vn35InxyXejMjVAEezardk5vBHD5hAfges75VwPJV1RU8MrKSkOOPTTmwKiAw5mRbPPOBQhFWpINLs4xLJAGk5JohYUxDApUgEtOsMJmZRgQ6CQnJViQZLOibzi045RgsyAt0SrkZFmtDBlJNvQO20N2JC0WhqyUBPQO2UOm6zEGZKUkoH/UAWeodVHgnjc0OOYMGsnSyExJwIjdKZQeofI8MwYMjYrJWi3RcZ5FZGXPc3ZqIvpG7MLneWDUAYeAbFZKAobpPCPBZkFqgtU7ohsMm5UhXeF57h22C81Rnc55Tkm0So/oB9aZnNOJROrZ3NQzjJKs5Lh3skIxYncaFgUxM2QnMUbsTkPupWaH7BQazjlcHMLz5IMR7NmsOq23EUC5z/9lAIxbLCkIqYk2pApmCNmskKpKJdN4E23iaUoyVc9UyWaLGg1AVpA0vYnIpCGlJ9kAwaJzaUk2pAnKqjzPE8uKByMazrOMrKrzHKj64FTQeVYvK3OeZSoPqjrPxLSIyLNZT0XdeIQ6yGKQncQgO4lBdgoNYwxBZvMYhup1TncDWMAYm8MYSwRwM4CXFR+TIAiCIIipoWczQRAEEZUojZxyzh2MsTsBvAl3ufpHOOdHVB6TIAiCIIipoWczQRAEEa0onXMqC2OsHcD0KyK5yQfQYdC+zAzZSQyykxhkJzHITqExykazOOeh10kgpsTgZ3M0QtejGGQnMchOYpCdQmNmG035bI4q59RIGGOVVAQjNGQnMchOYpCdxCA7hYZsRIQLamtikJ3EIDuJQXYKTbzaSPWcU4IgCIIgCIIgCIIICTmnBEEQBEEQBEEQRMQxs3P6YKQViBHITmKQncQgO4lBdgoN2YgIF9TWxCA7iUF2EoPsFJq4tJFp55wSBEEQBEEQBEEQsYOZI6cEQRAEQRAEQRBEjGA655QxdgVjrJoxVsMYuyvS+kQjjLFyxti7jLEqxtgRxtjXI61TNMMYszLG9jHGXom0LtEKYyybMfYcY+yYp11tjLRO0Qhj7Juea+4wY+xJxlhypHWKBhhjjzDG2hhjh3225TLGNjHGTnhecyKpI2EuGGO/9NyvDjLGXmSMZft89j1PH6KaMXZ5BNWMOIyxGz33LBdjrGLCZ2QnH6j/GRi6v4sxVd88Hm1lKueUMWYFcD+AKwEsBXALY2xpZLWKShwAvsU5XwJgA4A7yE5B+TqAqkgrEeXcC+ANzvliAKtA9poEY6wUwNcAVHDOlwOwArg5slpFDX8FcMWEbXcB2Mw5XwBgs+d/gjCKTQCWc85XAjgO4HsA4HkW3gxgGdxt8g+evkW8chjAJwBs8d1IdvKH+p9B+Svo/i7CVH3zuLOVqZxTAOsB1HDOT3HOxwA8BeDaCOsUdXDOmznnez3v++F2JEojq1V0whgrA/AxAA9FWpdohTGWCeB8AA8DAOd8jHPeE1GlohcbgBTGmA1AKoCmCOsTFXDOtwDomrD5WgCPet4/CuC6cOpEmBvO+Vucc4fn3x0AyjzvrwXwFOd8lHNeC6AG7r5FXMI5r+KcVwf4iOzkD/U/p4Du72IE6ZvHna3M5pyWAmjw+b8R5HQFhTE2G8AaADsjrEq08lsA3wHgirAe0cxcAO0A/uJJf36IMZYWaaWiDc75GQC/AnAaQDOAXs75W5HVKqop4pw3A+6HNoDCCOtDmJcvAHjd8576EWKQnfwhe8hB9/cgTOibx52tzOacsgDbqBzxFDDG0gE8D+AbnPO+SOsTbTDGrgbQxjnfE2ldohwbgLUAHuCcrwEwiDhIO5HFM0/kWgBzAMwAkMYY+2xktSII88IYe9szv3vi37U+Mv8Fdzrd49qmALsydT9CxE6BvhZgm6ntFAKyB2EI1Dd3dyrNRCOAcp//y0BpcwFhjCXA3fgf55y/EGl9opRzAVzDGLsKQDKATMbYY5xzcij8aQTQyDnXou/PgZzTQFwKoJZz3g4AjLEXAJwD4LGIahW9tDLGSjjnzYyxEgBtkVaIiC0455cG+5wxdhuAqwFcwsfX1Yu7fkQoO01B3NkpBGQPOej+HoAp+uZxZyuzRU53A1jAGJvDGEuEe7L+yxHWKepgjDG45wdWcc7vibQ+0Qrn/Huc8zLO+Wy429I75JhOhnPeAqCBMbbIs+kSAEcjqFK0chrABsZYqucavARUOCoYLwO4zfP+NgAvRVAXwmQwxq4A8F0A13DOh3w+ehnAzYyxJMbYHAALAOyKhI5RDtnJH+p/ykH39wkE6ZvHna1MFTnlnDsYY3cCeBPuSpiPcM6PRFitaORcALcCOMQY2+/Z9n3O+WuRU4mIcb4K4HHPQ/kUgM9HWJ+og3O+kzH2HIC9cKcR7gPwYGS1ig4YY08CuBBAPmOsEcAPAdwN4BnG2BfhduxvjJyGhAn5PYAkAJvcfULs4Jx/mXN+hDH2DNwDbA4Ad3DOnRHUM6Iwxq4H8DsABQBeZYzt55xfTnbyh/qfU0P3d2EC9s0Rh7Zi45ksBEEQBEEQBEEQBBEZzJbWSxAEQRAEQRAEQcQg5JwSBEEQBEEQBEEQEUfYOWWMPcIYa2OMHfbZlssY28QYO+F5zfH57HuMsRrGWDVj7HKjFScIgiAIgiAIgiDMg/CcU8bY+QAGAPyNc77cs+0XALo453czxu4CkMM5/y5jbCmAJwGsh3s9v7cBLAw1WT4/P5/Pnj1b948hCIIgCF/27NnTwTkviLQesQw9mwmCIAgjCfZsFq7WyznfwhibPWHztXBX4AKARwG8B3dp9msBPMU5HwVQyxirgdtR3R7sGLNnz0ZlZaWoSgRBEAQRFMZYfaR1iHXo2UwQBEEYSbBn83TnnBZxzpsBwPNa6NleCqDBR67Rsy2QcrczxioZY5Xt7e3TVIcgCIIgCIIgCIKIRVQVRGIBtgXMH+acP8g5r+CcVxQUUOYVEXl213XhSFNvpNUgCIIgDOZQYy/2nu4O+NnwmBPPVDaAltgD9tR34fCZwM/B3mE7/rHvTJg1ik4+PNmBmrb+gJ+194/itUPNYdYoOnm3ug2nO4cCfnamZxhvH20Ns0bRyZtHWtDSOxLws1PtA/jgRHwE8abrnLYyxkoAwPPa5tneCKDcR64MQNM0j0UoZGDUgb9vr6OHMoAb/7gdH7tva6TVIAiCIAzm47/fik/84cOAn939ehW+89xBvH88PjqAwbjhge24+neBn4PfemY/vvH0/imdsnji03/eiUvv2RLws889sgv//vheDIw6wqxV9PH5v+zGhb96N+BnV937Ab70N5o2wDnHv/19D254IPD96eJfv49bH94VZq0iw3Sd05cB3OZ5fxuAl3y238wYS2KMzQGwAEB8WDRG+d+Xj+AHLx3Bhyc7I60KQRAEQYSd9oFRAMDgaNDajXFPU487sjNid0VYk+imscsdKXTRoD8AwDWFGXqH7eFVJErRmsmZnuHIKhIFCBdEYow9CXfxo3zGWCOAHwK4G8AzjLEvAjgN4EYA4JwfYYw9A+AoAAeAO0JV6iUiS9fgGAB3WhNBEARBxBvkQxAqoHZFiOCkhuJFOHLKOb+Fc17COU/gnJdxzh/mnHdyzi/hnC/wvHb5yP+Mcz6Pc76Ic/66GvUJgiAIgiAmwznHa4eaMerQP+i6u64LDV2B58qZBZeL458HmuCcKrQlwIc1HWjrCzxXzizYnS68crBpWtOf3qtuQ7cnGGBWhseceOPw9ObavnWkxfTp0L3DdmyuGp9rKxthN+L+Fq2oKohEEARBEAQRMT482Yl/f3wvfvlGtZA8C1DK8cY/bsd5vwg8V84sPL+3EV99ch/++mGd7n18+qGduOb324xTKgp54L2TuPOJfXjjcIvcFz0+x8CoA//yl934wqO7jVcuivjxK0fw5cf2Yn9Dj9T3NKf/ZPsAbv/7Hnz3uYMKtIsevvbkPnzx0UpvASTZMQ/Z+1ssQc4pQRAEQRCmo2fIPZetqZfmcAWjY8AdyWvrn17ks8XkkdNmjxPRNSQX+dQiYk6nx/lqGzBWsSijoct9vfWPyM0l1ZyzIc+c7/quQUP1ijZqO9y/T4t8ykZOzXx/I+eUIAiCIAiCIBRABZHEiHc7TSOr3nSQc0oQBEEQBEEQCiCnQ4x4t1O8O+e+kHNKEERAdtV2YfZdr065EDtBEJGHMbaIMbbf56+PMfYNxtiPGGNnfLZf5fOd7zHGahhj1YyxyyOpPxH70ProwdGcDo74tJNo+4h358wV7965D8JLyRAEEV+87akit62mA8tLsyKsDUEQgeCcVwNYDQCMMSuAMwBeBPB5AL/hnP/KV54xthTAzQCWAZgB4G3G2EJa7o3Qy3Sq/MYD3jmncWon0Z8d985pfP98P+I+cto/YjdlGWa90LVBEAQRs1wC4CTnvD6IzLUAnuKcj3LOawHUAFgfFu0IU0Kd6uBo9olXO4k6nfFqH414d859iXvndMWP3sJNf9oRaTWiBro4CA3uTUUiCCJGuBnAkz7/38kYO8gYe4QxluPZVgqgwUem0bPND8bY7YyxSsZYZXt7uzqNiZiH+g3B0dI14zX9Wdw5jU/7aMT77/cl7p1TADgguRaTGdEuiXhNO9GI14cHQRCxDWMsEcA1AJ71bHoAwDy4U36bAfxaEw3w9Uk3Ps75g5zzCs55RUFBgfEKEzGP9rikx2ZweJxHTkXbB3ep1SNakb2O4qGfSs4p4YcjXu+eHuLdOfeFeVakD9STJQgi6rgSwF7OeSsAcM5bOedOzrkLwJ8xnrrbCKDc53tlAJrCqqlOfvbqUfzgH4cjrUZQjjb14dy730H3oNxamEby3ecO4hdvHFN+HKc2l1JHZ3nnqU5c9Kv3MDwWuWlVX3lsD/74/knlx5mOnTYdbcUVv90S0b7JZx7agSd2ntb9fdGIoB77aDy/pxGffOBD3d+fLpxzXPP7rfjnAflbqfa7Re00Hd/0r9tq8fm/7NK/gzBBzinhh9MVp0NXHuLdOSeil1GHE3Ud5l6UnJgWt8AnpZcxVuLz2fUANK/uZQA3M8aSGGNzACwAEP29FQB//qAWf98RbDpt5Ln/vRqc6RnGBzUdEdPh6coG/OE9dU6XZ9zS25nWk474s9eqUNsxiOrWfiNVk+L1wy24+3WFTvxEO+noX3zrmf041tKP/hG7kZpJsa2mE99/8ZDu74s61tNJa/3WswdQWd+t+/vTxeniONjYi68+uU/6u1okVNRO03Hif/TPo3i3OvqnaZBzSvjhcMa3c0aRUyJa+c9nD+LCX72HoTFHpFUhogzGWCqAywC84LP5F4yxQ4yxgwAuAvBNAOCcHwHwDICjAN4AcEekKvWO2J3oGBiNxKGF0JM+p2WaiH53zOFCW/9IUJmhMUdEI7ETGU9D9Myl1DGmLWsnkbYyMOpA71DknLhJTLSTju6FlsEk+l2RttI7bEdfGJ1d2Wq901lyR7Q9ibSVnqExDI6KPW+1wAbTkWrm8rYTUfnw9VPD3VY0yDkl/Ih354wip+NQQaTo4v3j7tHOEXt8ZzcQk+GcD3HO8zjnvT7bbuWcr+Ccr+ScX8M5b/b57Gec83mc80Wc89cjozVw68M7UfHTtyN1+JDoeRwwyd7pN57eh/U/2xy0U33lvR9gzU82ySujGM0+uiI5knb67EOh28pZP30bq378lrwuOhFfv9P9qsdOE6PUobjit6Hbyqr/fQsrfxR9djJibq7odyt+uilkW1n94004/xfvCu1P6zvrmQYlm4EQzimn4W4rGnHtnMa7IxaIeHfOqE0Q0Q5V9CPMwu66yWl43YNjUVPwQ8+1Fqpz2jdix5hjfIDptUMtAII/e+s7hyZt64qCSKqWpjodO031zd4hOxzOcTuJpGwO2ycnAKi0k2ykazp2mqpv0jM05pcufLprclsJBed8SjsZcS3KRk6n84yzOwMP3nZNuK+IDvJ2+tjF5eJTRqW1rEPZwSlg/NxGw3qw0XBfAeLcOZ2qEcczjji3iSPO59wS0Yv2zIv31HvCvDR0DWHNTzbhoQ9qI60KAJ3OhOc6neqrK3/0Fr746O5J8jLX9YGGHqz9ySb8Y98Zaf2MZHz9TmPt5HJxrPrxW/ju8/rnOQLAu8fasPYnm7BN0fxf4SVSPN0KXWniHkMFGrzoGRrD6h9vwi/erJbery/PVjZi7U82oaq5b9JnRgzYy65zOh2HOJC+dR2DWPuTTfjLtjrd+wWA+9+twZqfbEJr3+Q0fK3vqCdyyiWvI1UxlH2nu7H2J5t0FXUymrh2TuM9ShiIeLcJRU7HoWq90QkNqhFmRYv6vFvdJiR/sn0AF/zyXcPmrU7sG4r0FX/8z6P4f69Xef8fjwhO/eUPTow7S5q8XWJg9KjHidhxqlNI/kBDDy759XsYmGL+nN45ft45ggJf/89nD+D+d2u8/48/VyZ/WUt/fX5voy69NHbVdQEA9gsuF7j1RAeuuvcDv8i2P/66iqbpjkcEA+3Fny//fQ/+tr3O+79mp0CDF73D7rmArx1qnvSZDO+fcE8ZqWkbmPRZoD7h64eaccMDH07pRGrtSdrpkoggfuahHQEHZwLZqaHbfV9555jYfWUq3jzqznJo65t8vwk05/SZ3Q34lyCVcTU7jV9HxhaOcro4rv39Vmyuap187AD70O4rH54Uu6+oxBDnlDFW5ym8sJ8xVunZlssY28QYO+F5zQm1n3Bjn/IGFL/Eu3Pme2PTU1nPjJAVoosxck4Jk6J1uiyCqXF/3nIK9Z1DeOvI5M6XEXqIPA8f2VaLP71/yvu/bAEb7bfKRE41/URTCP/vjWM42T6I/ad7hI8RjInzIEXs9OyeRvzSJ8IXzE7B9ifTR5FtT3e9cBBHm/vQ0hu8QJVGyHOsw05vHGnB/7x0ZHwXWmQ9wOCF9rumm+ap9XUC2SmQc/qVx/diT313SCdyvEqxoB4SdtpW04lvPL1/0na1dnK/BmpOXufUZ9jlO88fxHsClXG13yv6aBftmw6MOnCgsRffDGCnQDa2eK/JyPf6jIycXsQ5X805r/D8fxeAzZzzBQA2e/6PKmRGKs2Od3Quzh0y3wt2OuW6zUS8D1hEGxQ5JczGxIiJ6LQt7d5kNagnY8QSKRqiXx1P6xW/rjU7WSTtZJnCTkwyP2Zi4Zrp2CnQ4yXYM0fm/seD2ClQB9wVwk4T84hC/u4p7CRn7anTer2HmeYjetyJn/xZsHY51TQorT3pTVedTnsKZCfZolJTEWywQ8+UOM1Osr9btEs2/rsnfxbIThaD7GQEKtN6rwXwqOf9owCuU3gsP7725D68LJAzTXO3JhPvjojvBRvvttAe3nSdAO8ca8Ubh1siqoP2vLA76HwQ5sK7CH2QCE4gxp00YycfTKdqaKhCP5Pl3d+wy0QEJe2k/R6rwXaSSeudyPiA+OROfTBHTGYA3RnEToH24wzifARCeokUPXYSmJM83b7K+KCQmJ283wvhj8kO8ojaKVjkMLDT5XECpzmu63VOA3hO3uPquMS4TjuFlPNGZCfLB3bimUdeaPdKMco55QDeYoztYYzd7tlWpJWu97wWBvoiY+x2xlglY6yyvd2YhWHfONKCI029IeWo0z2O1tgpcjr+++PdFtrPpyJRwBf+WokvP7Yn0moAoLRewnyMV6ucOoITiFBpm3ojAK4JzrIUQXQPtD99kVM5O3mdrim+oHfOqdap1uMcab870HeDOh867BSoeQQ8bsgIlv928aU//O2kx9qBnsMTr5tAx5TRL1DzCHZup+objM+l1PYvp0eo9hQsq80ZoF9vWFpvkK/rWUpGr51EnX5HkPYRzE7RkNZrM2g/53LOmxhjhQA2McaOiX6Rc/4ggAcBoKKiwhCLJNksQSa0j0NpveNo7dQZ5zbxvdkGunjjCe1mG+9OerSgpxNLELHAxKUUxCNX7i9Yp3C69Dun+r8/ntIoGq1wv9ql5pxq35Wzk3ikVTQy479/GTQ7BQoSBHvmyNiJB2lPgdKDvREswVssF55Lqb3qsZObQDZxTLhufLE7ORJt089ACJZGHcpOwZznYHqEkg+a9h1wzqnYfkMRbE6sZqdAlxjnPOi1Kmsn0XTpYEs9qbSTERgSOeWcN3le2wC8CGA9gFbGWAkAeF6nVyZLgiSbBaMizil18rxoTmm8OyL+kdP4bh/a9UHOUHQh0zkjiFhg4gj/VBG+iXijFVOIy/axJnb6dAVOtSVSAnwWqNPnLYgk8bzhQZzyYHMpp7LTxDmnoX63N+o5DTtphwzU5wjWOZaxU7DBi0AOxviA7FTH8N9PyLoUE6LDejI/g6X1BqvyqtJOoY4xcYBGtH14I8sh5GULZmlbZNppwP1o94cAP3s8cipuQ712Ek1/1q6tYG3dF+38R4MbMG3nlDGWxhjL0N4D+Cj+f3tfHibHUZ/91tx7r7SXpNUtS7Yk3wjf2AZjMDHB3I85EichMSRAko8EAgG+AAkJOUi+fHyExAkEc9mcCQZswBAf2PiSjU/JOq1blnZX0t47OzNd3x/d1V1dXVVdvZrZ2Z2t93n0rGampqf6neqe36/e3wE8C+AOADd5w24C8P3T/SxT5DNpI+XUhvUGYFwsdLXQ5pwGYGvCOkNzC3ZTzaLR4PhGqTq8UPq+GOXU1NhVzed0lC5ZaKpUOfX+muSSi/OSFrDR5FLGtf4ICviYKjinz5Ns81OrnCbIudfxJPtdi1ewwuspaY6g71QYvcuFrzDLcnMrGmUsAU8Vjdes+/1XOediuKqpLWVarVe3KSD7fWQ8yda/6pqQHSdIf4u+xniShpBXmaeKxumUjZMr69FzIFUKf64GqhHW2wfgv7yTygD4BqX0x4SQxwB8ixDyLgAHALylCp9lhJxVThPDhnC6sDmnAUq+mm6vk7kEm3Nq0WgIdvjdx6bhp3613hnknMpC7cTqljNyujSKoK59g0maUdmhyKWINgxTtunOeDXdkI8772pU69XxpMs5TZKOpQt/1uWcxv32B0pczHkzn99X3PTj9TnJauVU6nwkUuLVn386bX3iNkWU84gL601YHErHU9mhyKbNCkHpcj11Oad14ynhd+cXc5sDpu9pO6eU0r0AzpM8PwTgmtM9/kyQz6RQLFVixy1054NHyTcOFjYn/A+A5YKG/lrMDdhNNYtGgxhOWa1qqczIkh3OoYDEJvVeUxuzcQhyKdUFbELjDaqxivMKwpllRrU6l1Kl4PihiCwk2fC8k/axlCFxtd4kubkOU07NcinjlbtwGGbyAjb8UaKQfT9srK7iqlSlV/AkDfvWFMTU/d7UKlw1brxeOVXzJOWwQpFNR48ju34dzSZP2c85TR7Wm/R+YxrWm5Qn9sxcsH1r2UqmbshnUkbqQslAXV0osDmnLkJ9Ti0XAOyamGuwmwUWjQZmROlC42QGuN8qQWGE6ZSFOFVV9ZlxSKycptTOrAh2zKTVVU3DABlmoy+lriBStfqcJq3Wa8pT0rBvdrg4ZUy+eaHuc6oLQ1bxJHNKdNWpT0c5Td5Kxv07E550ryUtDAToeZLdb9j3MxPlNHkrmfB8VKgmT7ONhnROc5kUiiWTar3BFzAXSidXG88eHsYHvvWk0Q+Sn3O6wEM4+V3che6UzYWCSJRSXPX39+A7jx+q2xx4zIX7hA3rtWg0VPwoDbVyWpb8XjMjUfUbp1MO9I5r/BgR4r3B1Dn1c04Nfm9MqhpLcyljeBJbyRg7saeTm5vQiWcw+V0WFTu56jgT5ZStu/h5ho4rbKKo3qU9b40SrwpXlR5Het7q9+jSeuLWU9JqzhWBp6SfC+hzmGWHVW32Jl0fs8mTzkkOzUmzkS3NzdWspxm11ToNNKRzms+kjQw4fhE3okr27q8+ju89cRgvjkzFjrUqmQurnAZgayFJc/hqo1h2sH9oAn/67afqNgcec+H6sGG9Fo2GQDllzqlkDHftBc5j9DUeustVZkuKuVxJLnexcrBUmZOFbRJz5dSkH6yuyqjSSBaejjvvIDc3OU/iMRI7pwqe+M0BcXNBZvTrPtdU6Yr1JRLypGs1lFQ5VfEkDefU8ZQwvzP0esLwZ9Mw4KSbFzPhSZ7jq/4Mf3zCXrFA7XjSObs65VS2CT/brTcb0jl1CyLF55zyF+lcMDqrjSShSUnDfhoV/DpY6IWA5oJyOjEdfx3XGvz5mxRaqzVsOoJFo4FF7ExXmNMlUQRDUS3u/52Y3y3RyAo7MPGGWxJFMLAnNOGq0sb34vvVEM9bFq8q27yK+30XbQTjPqeCE6gcJ1WM3blXDHNzGVQ8ydrAsWnJcwTVzkdczulMw1X9MGPVOK1zquZJNg0VTzoFNmmIdVwOsx/hYBxOjtD7lJ+bMFxVG/6sOJa+D676M6RhvVXmiU0tjidt7rZU/Z3ZJkUt0JDOad4wrJe/2BtZjTAx8NmibEQnPQmschpgLhREmpgu1+2zGfgoDJMWVbWGbe1j0WgIqsl6yqms3yK37sUwOGVYr2C888NkBpjfo5SNT/AbENwn2G+pxAmQGpPmfU79giwahUNXrTQ2/FnCkwwRhTnmDbKQbK0iqDG6VTzxxxHXh6ly6n9+XFivf3zlIfjhEZ5Ub5O3GtJsdmjPL54nBt8pT+C8qeYERFukJA5XTbCeREg3ZzTKpFI51fAkLRzlR06YVdAGas9T4jBxQZHlr2vrnFYBxgWRKrxz2rgGn4mB7++sNjAPJggrpwudC/f6qGdY7+QcUE75jS6TiIxaw+acWogghOwjhDxDCHmSELLVe24xIeRuQsgu7+8ibvxHCCG7CSE7CCGvrt/MXfj3Gk1Yr0w5jUtHEZ/mjT9tyO8MwlXZxpW/qSdVV6LXLjtXE+NP5Mk0R9Ax5In6j81OfCZhmKKtZcqTP17BE2/PmawP7WfEnFBS5bR24areeUoLIiVXBOWqY/JcSoaZVqE9HZ5053C6POkLR7Fqvcnmyx/XNFCjZjx55yyr3mzDeqsA44JIfFhvAxt8JgY+u5kvdIeMvxEveOXUDwVb2GG9c005tdV6LRR4OaX0fErpFu/xhwH8nFK6HsDPvccghGwCcCOAzQCuA/AvhBBJM4XZA7vXsrBeIgmOk0W1xDkJokrHj9OFxCVVMoDAmA1CJGXhk9H3ET+sV35v4Q1hditmtou0hYhEpdQpbPw4We5hNXjinQLxPE15Ur0/OE6UJ12urU6QUCu3YisZU6WL/WXr2/xz9Tmn8OYRPZZJLqVJ4aiZ8OS3SNEo/DKIirzyczXhz7LN9EDpNtvMARRh35rNDr/SuGy+MTwlTSPwAx1OI/xZypN/XETmM9vRpQ3pnJoXROJ3BRrX4DMx8CtzwBGZCyiHNiwad02YgJ1/PaMK5oJzGlZOq3t9OA413hir+N/Hwr5GLYxxA4Bbvf/fCuD13PO3U0qLlNIXAOwGcNHsTy+A6NBJWzVIelDrcuWAqLHH/7yZKaf6ex+VGG9s7qaqZkrTKgSQK8Za5VTKU/Q1HqISE8eTWPQp1pmoRHnStUjRhTgn4UkX/qhVlWJ+8wJnTjvM91Qqhk5aOHQ97OzInfjkPJUlG/C6nOTTayUT/hsHY56k4c/sNTVPMrqSVOvVOc9BQTTzPqfR42qH+TC9P+m/Ow1PknuYDeutAtycU3O1EGhs5XTCiAv1D+pCgs05DZCkINL+oXGs/vCP8ItdA1Wdw2Sp/jmnfCivSURGEnzou0/jjI/eZTSWbbjV0zkdnijhzV/4JfYPjddtDhZSUAA/JYQ8Tgi52Xuuj1J6FAC8v73e8/0ADnLvPeQ9FwIh5GZCyFZCyNaBgepe1yLYvZat7ThFUGyhoTLSxEuFH6erahsUPtHPmz+E6DDKlZfoMXTOh3gcNn9RpQ2Nl6SmiAqqCPbRMmfTrB+sckjkc9l9jL3XlCcGE+VUbJ0jVwQ14arKcw4fL3mOIH8U/eeW/DDRsLoWGj8DnkoSnnROvJYnhY0U5FKeHk/Kz5UqzC5P0lZKmgJCSfrBVjRrVrx+acy9Bjgdnthx9eN0uds6nmTXjVVOqwC3Wm88kXyIXiOrERNFg5zTivrmtJBgq/UGSLJh8di+kwCA71a5H+mcUE65+8R0pbrzYf1bTe4/bEw9c05//NxRbN1/Ep/7n911m4OFFJdTSi8E8BoA7yWEXKkZK4s8i1zklNJbKKVbKKVbenp6qjVP/vj+/wPnVKM68q3fBGNOnUtJlY916owuDDA0J+43YrrMHDXNOXDjfWVMY1QDQjSPwJPUOeV4EvshxlU1loX1VqMfbLj4ZNjAT6ycGvAk5ppWSxGMbF5UPVw1yhMRHvOoFk+68OfTUU59J97QrpwJTwyBcio7B6YIIjIfpcIsreas3uRhx5HNo9o8GUcsJMwXZuNl62G2hauGdE7zmTTKDk1U8asRCyKxHz1brdccVjkNUPaVuvrxMNecUxPl9J/u3onf+s9HE33G8GRJ+3rFof4Pa6NupH3jkQM4MDRR72nMS1BKj3h/jwP4L7hhuscIIUsBwPt73Bt+CMAK7u3LARyZvdm6kCmhYmisanxZcM5MW8nww6oR1svbftOCciozDEM5XEIBFZWjUZKEYRrzZBC2yc+Lvcwf1qwfbAKeyuG5x/EkohY8iZgJT1IoeFLmnEp4CkKDa8eTidMln6/8taBFCpun8hAhBIWB4pyu6ByS9IMN2/7xPAXzCx9P9hlsHvwmcrV5Ms151oXi6nKYZUq6VU6rgFzGPa244iX8DmMj5heyhTtpENZr+5y6sNV6AwQ73Cb527W5cc2Jar18WK9BRMY//3wX7t2RLAzy1ITeOQ1VFi/Xb13W6vdprFjGn//XM3jHFx+uzQc0MAghLYSQNvZ/AK8C8CyAOwDc5A27CcD3vf/fAeBGQkieELIGwHoAyXZTqgBZGKbvTMT0WxSNJ3UrmfDjuD6nSZUxWTs6XzmN6a3pK2MxfU5lSpcxT4IiE8eTrHBS9ZXTcEiyVBHU2GMz4kmqMAfPiUb+THjSQeRJ9S5de8O4/GIRSXjShfWKnzE74arJ11PQcif6IyX27+TnY6Iwi4Wd9IWjvEgI7ndaZUvWOqxXu3mhyWGWRRzMto+UmdVPmyXkOee0KacuQshfvLNdJnk2wIo8mbSSsdV6XdhqvQGSbFicilH+Zoq5oJzym1xJCiKVKg6yabP9v+HJ6dhj+f+v471qZKo23/PAaBEAcPTUVE2O3+DoA/BfXqRMBsA3KKU/JoQ8BuBbhJB3ATgA4C0AQCl9jhDyLQDbAJQBvJdSOusXWriATdhRkbd8iI6P6/cntmiQObiy8YEzoT8H/lIslcO/oXH9O/2erqwwkFGLlJny5H1+LE9RPrXOqe/8KodEXveVU83vixh+TQgBIe73qNoI1fIUEzpccSgyaRJ6LIO4aWFqI5wOT4wKXZipDOoqtFGe9GG94eOUJM6tCqabF+Lxklx30xUHhWw6UnwqPI/wcU3St8Q0ghRIjHIajoTgldPYyIKEPInOrOptYuVuvliT7v4U5M/za2V27Y7GdE6zrkHoKh5Z5bhwQaTGc0SY6hRn4DtcyGAjF4YywVxRTiml3g9m/YIbgj6n8WuCKX/Vzoec5DZWHIciJWuAWGOEwnoT9DkdGpvGko6C0diT43HKKZX+f7bBvudqVy1mzqlFclBK9wI4T/L8EIBrFO/5NIBP13hqWoQUHKESdVzum6hOxudSeu/jhslua6LRF5cDFso5jfQIlCkTNDLedz5URrLkvJPyFOdMiYWN4sKfxdY8p6Ocys5bTLnKZVxdjEL9uyzjqWyonJYdigynY5hudsSaCAqeVL9iep5kDnb4uXD1aMVmh4wnzWeIx5FtAojwW8nEOE8iZhSxUGbKqXy+/Dz968Dg95TnqeJQZNP66yiaIxzvX/itZBLyJG4mqd4npqnx5qQ0skO4r4Y232y13tNHLs2cU70BFTb4Gsspo5T6iulEUW9Q87uvC14tDO0K1m9NfPIH23DGR+8y7g9WC4iFK3Rgyl9ceCrgOnjv/upWPHt4OHYsv7FiEp5eC/DKaVyqAP99DY7pHS5+bJzyHA7rrd+6PDUxHfpbLRwftYrpQoOswJGuRUpJcCaA4DdeVZUyEk4ZE64qKqZxP4ehKrRMOdXcN2V1LnThre5xZIpgMp50OYXu6wiN43ky63OqHBI6LsDxpAl/luW6pWILR0V5Yn1z4zYKKg4NbUTE8uTMjKe4n/MQT0Z9c8MH5B+qw1WjPAVOfPxn8L+B8bnGZs5mcDz370x4YpCeg9AXOBzBEM9TksJRbG5JeJp5gS398SvC/Yafto4nqXJqndPTRz7rboHFO6fq+P7ZRLFcqXq4XLHs+AsxrpWMrBrgQkXSvk6f+/ku/M1d26s+jy//ch8A4Mhw/Yz2JAWRmPJ30sA5ffbwMH7y3DH86befih3Lr916hfgWE4T18oWN4tRA/nzinL25Uln85IT5JkQSWOV04UFWMKQkGJE8ZMXqdAoiEM0NDCuCMudUHK+/94nGH/+c7Lc0VCU0knspv65D4YEz5Ck2N1dwXuOU0+A1M55kTrmuqrHMOQ1yc+N5iq6P6PhQYSBKQ+9X2UGny5OvkCnGhXKSy2HHOo4nFm3lv98g/NnnyV8fkvGRsN54noJcyug8dYjbRPE/V8KTLndbVCZ1ub2y58X5SDeFhO8pEU8x16cI/3qOuf5CkRplR1o1OzSeOdZCFAgw++lENXdOCSHXEUJ2EEJ2E0I+XOvPA3jlNIFTVsdQuZu/8jjO/cRPq6qS8YVkJmNyTmVNmRsN+wbHMWxgUCep1kspxWfv3ol/u29vzXjb+eJoTY5rgpJvPBiE9XrK6bCBorbz2Jh7fAMnK7yO6+WcmhdE4tXSgRjllFdLkxREqmcrGbb5cLLKyilzTis0vsq6RWNAV8BGds/RVmONCcOUKQyyt4jKWDLnNKzixoVhRvuiqnLfopvHZQ1Pst/zOCchGv6s/x1kL5sqPjKedE6XzJnVFbxxn4/O2VQRrFRo6B6rCudOyhOS8iRVTt3HcepvqWLqnKqvO52aBri8yDZLRPgKo8SJ18G4+rOEJzZ1narpRxKEwlUNeKrQ2KgLsR2jCU/+e/11oh0W+XzZplvouE6YJ/68tTxJ2jw1lHJKCEkD+Dzc3mubALyNELKplp8JBDmnsdV665jsy1CqOLhvp1vZ8xmDMEdTJFGcQhW5GrAw1KmJaVz9D/fibf8eXwk0Sc7pgRNB24vtR0dmPkEBY1xf2h3H6uec+gaQwU3p1IS5csq4Gp2KL9TFF/OaKMWPrwWShPUe5xTAuLDek+OBg3cqpiBSPX8keJyqkXLKeKMUGBq3KupCgMyJKgmGJo+KxEnTFbwB9C1PZJvBNOLM6s9BlkOqbSUTUjLCcyopPqwsKHzuZ7HPkIwXeKoY/KYFuaZmPPnvOw2eAodZz5Po9CfhqWTIU4VSaTh0dF7eXwlPZlWN3b/qVjKS83bUGzDi+FC4ahKe/CJVsvHJeRI3L0yFl+B9+nHyTZ54hVle6EfBk6CcxlWuFSvcmvAUtJIxc8oZRJ6UyikN8xR33rpNv9muR1PrgkgXAdjtFWwAIeR2ADfArRJYM7BqvX/yrafQklef4qGTgXPx6Tu34/P37NEed+PSNoxMlnH41GTsHJYvakJLPoMdMcoXb+z+/teewOKWnHZ8Sz6Nc/o78PDeE9pxvNrz5MFT+PXPPaAcy+8cvTg8pR0LAKkUwRVndOGBXYOxP0qEAC9b341f7hkyMqovWNmJ518cNVLJLl3XhacOnop1vlnI9LajI3jt537h3xBkODocfLf/cs9ufPOxg8qxo1wo9u9//XF0Num/u8UtOSxf1ISnD+k3Ifjv7t/v34sfPX1UO76QTeElqxbjwd2D2nEAkE0TXLK2C7/YFT+Wfbfj0+XYNbF3YByAmxcax/G+IXfs8dFi/NjBcf//7/36E2jO6W9ZW1Yvwq5jY7F9QwFg87J2DI1P48WY0Gk+5PQ/H3wBdz6j/j748PwvPbAPdz3zonLsOLcJ8cOnj+Kpg+p1wefbPnVIfz0D7vd86bou3L8z/ntOpQiuXN+N+3cOxF7PL3jfx1gxfk0AwNn97Xj+xdHYa5+tCQB45388gnwmjXddsQavv6A/9jMs5ifkCg7bsdcrgn5eV1xYr2Aw8oeVK6eCIhGneEiMZDH0NnwOEqNa+CtCVHD498ocO5EnE0Uw6DlqxpP/PmfmPPkF9wx44kNWjXhyxPURrzBXuGDbmfAk9Q+ECrJ+rqr06Crn1Hw98b+lSXgKnPh4npKspzhlL/I+w/BWkSdK9UU9eeWUUhr63pRKvBBFVxI2M6Lj1WH6ys2zSCsZ6TB3rGQjJDZcX+Ap7ryj1010U2m2UGvntB8Ab90fAnAxP4AQcjOAmwFg5cqVVfnQs/s78OvnLQsZfzL0tOXxklWLsHdgPDZMbc/AGL619RAAYENfK5YvalaOPXhiAnc96xqlq7uasbanVXvszf3tWN7ZhGeP6NW3kxPTeHjvCTy89wS6W/M4d3mHdvwZva3YsmoxHjBwWlZ1NePyM7px344B5Y2T4b6dA3jq4ClkUgRXbujRjn1w96DvjF21oQdpTbXVwycn8ZWH9gMAXnFWr/a4Tx08hVvu3wsAuHBlJzqb1Y5hT1se15+zFEdOTWIkRq3ractj87J2nJyYxpGYthY9bXm8bH0PCtkU9gyMa8cOjRV9hXzl4mac0atfE2cuacfGpW3Yuu+kdtzYVBmP7juBx/adRHshgy2rFyvHlioOfrFrEE8cOIXmXBqXrO3SHvuVG/tw5QYzp6W3LY+Xre/Gg3uGYn9YetryuGxdF7buOxl7w2NjnzTYhNh2ZAT/+eA+AMA5/R3oacsrx+46PorbvY2HM/va0L+oSTuH15yzBLlMCru8kGTd2IvXLEZ/ZzOeOnQqduzZ/R3YvKwdj7yg32xi83zJqkWx1/N02cEDu82+Z0op7tnhXs/pFMFVMddzb1sPrtzQgwd2D8Z+z/sGx3Hboy7HcddzT1sel67twpOHTvkbU4Wsug2YxfyHNgxTsrTE6AFKaaS4johoddXoZ/IICp+YKRliThc/F11LC3dcWEE06bfohwwn4IlPRZgJT9J+sOzvafCkC8MM5boJhVyS9O805aliqDBHlXU9T+JrM+FJ54CEFeZwNVZTniilfsi83OkKj582WE86nnSYKU9x350Y/hyXeyk+X3GokFagdux8B68c75wymPDEH0Mcr3ob/12LOac6nmRV0Butz6nMEwmdIaX0FgC3AMCWLVuqcvbthSw+97YLqnEoH/94907835/vAgDcdNlqvOPiVcqxX3t4Pz72388CAN504XK8/5r1VZnDrw6cxBv+5ZcAXNXQ9Bx/54o1xp/xm5eujh2z5a9+hsGxInrb8vjSb71UO/bl/3Cvr7Z88aYt2tYoQ2NFvOdrj+M9V63DNRv7tMf93Vsfw8+2HwcAfPy1m3DBykWx864nHt9/Am/6wkMAgLddtBK/f/W6qhx317FRXPtP9wMAzlzSpv0+pkoVnPXxHwMAVnW1xH53DCZrguG3Ljdfa7/7MuOhRvjTbz+F7zzubiD90TXr8cpN6jX0tz9+Hl+4142UeNcVa/DWl66o7mQS4t1Xma+HuOt5eKKE8z71UwDAikXNsd/zmo/8CJQCrfmM8Zq46bLVsWPY2vzIa85KdH4WCwOyPqfTOgWHz32jVDCa5ZtcurDepNV6xT6B/LyBqHIqUybCxiJTczwFUWHAynNtzXkKKzjV4Slp+LMuDFOW8xcqeBMJR1QpXTPnqeJQoaCS/DPYaciccp1jQQWe1K1kojyJlax14ymvnBry5DqowePIeGFzJAlPSav1ijwpnS5B0QuHM8fzZJLKJlbrLYWczeh4sfdwuMCW/DP8VjLCppgM/Fej20wKvycZT9qw3gbrc3oIAG/1LQdwpMafWROwUGEgKLhkMpblv1YDvJJQyNSv0HJHUwaDY0W0N6l7yDKwOefSqdienV2teXz7PZcZzSHLHStbx16gpuhtK3D/Vyt6ScFzmknFr0vWyLw513iqVJZros43VJeP5dZPZvZ7p9YS/D3H5P6TTaUwXXFC/FUD6/va8PjHXhmbqmCxMCFTBHXVVcV6ANMxxqL7fNg4Djub0fHMOJRVwaw4NHJfkSunmtw3IQeMP0aSgki6cObZ4ClpVWNHwpNWERR4MlFwZDl+teaJP22dgx7pS6kaxx2kOAOeCAnu96Y8ycJ8eYiFo0wUweh6MnNORZ6Uhc40yqnRehKUeRlKjo4ntWNHqVc4yqCVDAvrjTtf8Rim/YvLGp509ycW/iwrTDZbqLVV/xiA9YSQNYSQHIAbAdxR48+sCXiHNBfjGOYSOLJJ0MQ5p011dC6YU2rinDZ5xnGhik46EHYu4r6PuQA+xFQXbpoUmZS5Q0YIQYuXs9mIzinvnMdtWOQ4rubD5kYShO5VBufGQu3jNjdmgq7WfERtsrAABGVCyLuUG3/hXLcpLg9breB4Rpz3smmfU18Zk4TShecUPDlVig/TTZpT6B4nmuMntqEJf0bYeUjCU0XCk85hERUyFcoSnsQQQtV40TmtFk+iMjYTnmQOQwi+shV8jg78eRdFnmIc7JnwJIaryvvmcuNpmCfjsF4n+poMIk8myulUKf68RaXVpFNHhKeKfvNCy1OMY2cSgSDbCInjSbw/mRZ1Alh1X3787CqnNbXKKKVlAO8D8BMA2wF8i1L6XC0/s1bgVYV45TQw/PNVzJsKKad1zMfq8JzSDhPn1HOCqu1M845YRpPHOlfAf1+97dVUTpPxwL6HhnROEzic8015T4JUivj3KxPllPGmywe3sKg2eGWC2UmiWhQaLyg+fJEwle0XGH1hY5l/Ljw+7MzGjecVGDafQDlVqyuAq2SECrkoHCJRwQHMeapEeFI5E+yvGU+68TLIeWJOl56nYkTxMeOpVHG0TqGottWCJ/G1OJ4cgSfH0Rf6EZVWo3BV4byZEywejx/D/593utThpOHX41o4iccT368aB7gFJGOVU+G6k+V+i4jwFFKM9WvWlCfxdZM1FB6vP37IOZ0BT0m6V1QbtQ7rBaX0TgB31vpzao0c53DGKXVJQoCTgFcf6xvWa+6cFjzequ1M5+axc8GH+J4ueLUrLmwaCJzSuKq38xH8mkgS1lvNa3SuIJdOoVSpGJ0b46LaYb0WFjqElQn3/8ygi3cmHF+B498vQswNlBUV4aEzqmX2X1iZ8OauaW+jMxZNFBzHC7cz5ansOJgqEelrPMTzjecpPC62gE0lyhMzhOPOoWig+LjPq5XQONVRdNLiCkeZ8sRSQMUwTGXOqcBTXGsYUUFsygaP1YV+Zs5T2aGh6y6WJ4my51CKtIIBMaxXta54nianK7FOlMiTSbiqyJOojOo+w5QnP2c0RgEF5M5pHE+h+02EJ31u7lTJLPy5Vmg8q6xGCIXqJnBOa5ZzWs+w3kI29FcHNs+mKjun8y2sl0engVNvimxILTRQTrO1UbLnAkLKaUyIajYzfzc3TMAiNvgoDhWY4m6yuWFhUS0UJTl+TL2SGX9iWF04DFNvnDG7KrYgku9ERMfI5iQL6xV7bOrGh8I4y/Jq5GK13WleEZQZySFnFijOgCcacsolPFHxb4xzSqM8ib1qZfMB3DVRSciTqITK5qdzZpUtUhLyFHx++LiqkSJPcU65uDkyE574cXE8ieH0cTxJryPhPaFQe2HDQiXWOTR83nHhp46jHj8TnpKGiat40t1vomOD/7Nh4noUIW6GOTHrSeSJ31SK6/FebVhrxBDZBCGDtco55Z3egoHRWSuw3rHtTfHqG3OGqq2czsewTKZ8p6oYPpmkIBLAKacN2KYjrCLrOc4ldOrnG9h9x2Tjhl0/8yE83qJxEDb2HE8R9By8GEO87DixxiIQzSENKTiysDaNIiEN6xWMP/65WOW0VBHCE+XGX1EINw0pMjF5Y2XH8eclvsZD5IkfplNOZ9IPls1HV8wl4nQZ8RRWtooJeKpQasSTr3QZ8gTNeBmShmFWg6dk68k059T9a1JgS5ZLGeeshRQ+g/DTssBTeFMoOU9xBbYqxgoz+xu/PnRhvaqNEXGzIylPofcrnPhaofFi+2qEfCLltDY5p3xhkXoqX2waRjmO2Vopp+aFgOYK7v/gy3FqslTVYyYpiARwOaf5xrv0k6jIScOh5xtYxEbewDlluabzZZPHojEgGm8hpSImbM6hFJPT8VVDRSczLvdNVCRDaoXEhhXD5vjnZK0/xNxL0RiUYYrnpeKEnFWp0qXhSeVE6nmKvkeXeylruSPjqWzI01TJiYS7yjAlbHbE5fyFW8k4Rjwl3bxgz8ykH+zkdNg5kPUE1/FUNOQpXmEOO12TMTmq/HH8DQgNT3KnS8+XTjE2WU/88jRdT5PTeqc8ypPJ5lmYH9Oc06AQUnV5cgSeZGkLs4XGs1BrhCQ5arVSTnlUu/ptrVCrgkjzMWewt72A3vbq5ZsCgnNqsFmQ8u7KjVkQyVxFzs7CNVpPJFFObUEki3pADHsrxigTYvVL9jidIkplQnQywzmkMqcr7GyZhvVmUsQ3ZsWiRbLx7vk4QhidXMEJhS/TqFOvG8/zlJkhT7rWHDKeHAqIe4MiT27urPtaPE+ViNEsQzjM24Cn8uzzJFPwQ8f3BqZTxC30wzubMp4q1eBJ73RNCREKM7nudFWyZaoqFd4fOT7HUyTsW3LeIk/876JsvPu8wFNMpIaMJ7aW4pxTMfdUPjb4v6hMqwrplivUn4MJT6FNIEG5V62nWqHxrLIaYS7knPKothJZKxT8sN7atZJZyIpPOqScmvPQkM5pAhU5FNbbYH1OAV45jf+eWX5uI4Y3W8xdiM4DM+4yKRLrnDpcGGZLLq2p6hmM5//yr4XHJ1MQ2Tybc+mglYz3nExpYOOzaYKiqXIqFH7ieZIZs0qe8plYnmQKjuwtQa7bzHgKK1lyntj9aKp8ejxl0/E88WG9zQbraaY8xSlkbHyLhCeZElqh1P/dM+WpKPLkPc6m46+7ined5jMp9zpVnEckrDek5ofHyjaATHlqzqXdglkx4aciTyaKYPj+FPCkvj8JYeXlip8Cp+LJvz854U0MGWQOviz3OXx86gtDkesujqeIMzu7yunCteoTIknvwNlQTqsZLpwUl6ztAgC8ZNXi2LHMKSXK+nQzA+9QLGTFh5CgbUg2AQ/zZXMjCZKo6Y2+uTET5bQWfU4tLFRgRmEunQr1BWzJZxSKoODMeo9b8xllBdeosxm8plNCTVuFsHm25jP+/IMWKTRSnKXsG9WZkPGXS6c0RnKg9PA5f0l5asmllTwFil5UsTLqBxvDU0XgKc45qDgUTdk0CAmHF+bSKWXuW7EUVCdPyhOfI9icU6+npDxFnDSqHsvmASTjiTlAIZ4yap6mNDzFOl1ehEMhm0Y6RaS54fLz5V4TPmOmLVLSKYKmbFrCk1yJnxFP3nVXMeAppLRW3PXUypxTY544LoTPCIdGi++XH7/sOMimU8hnUijOYD2VDXiqFaw1YohQdc8Eymmtwm/r6VxctaEHT/3vV+HSdV2xY2s1z0YMxZwpmFORRDltacCc01DP1wTOaSOuJXZ+JjmnQbXehbvJM59BCFlBCLmHELKdEPIcIeSPvOc/QQg5TAh50vv3a9x7PkII2U0I2UEIeXU95j1Vdo2/TJr4xhzgKaEKBYddqw6X06VTBCNhuk7UEA6PZ+OiY2QfwV5vyWf8+TiU+vOcEkIxHc+oLmRTISO5JZ+OjGUoliu+kes4yXjijerWgk451RjJuvBnQ54qAk9hZ1PuTGQkRnVLPi11PgB3PbXk0968eJ5UTleUp0LWW49V4ikStilx5kPnPQOeWnxlrCI4t/E8hZwuE54oxeS0y1Nao5wmiUDQhvVqeHKvo7Bzmkun5AqzwFPZkCffueSvI6UTX/GFAsYTi1BT8uSE+TENf47mPksPj4oDKU/ZNFE68a2+cxpU99XxVCs0nlVWI8xcOa2Nc1bt6rdJ0dFs1g7Fd06rbPfayqIBfOUrgXPRkMppgmq9ja6csoIPJmkFzJFvRB4WCMoA/oRSuhHAJQDeSwjZ5L32T5TS871/dwKA99qNADYDuA7AvxBCZv2GUCw5KGQCIzdW6So7vlFddqhvhKrGA4ESJQubk7dIEYxq7g26Cp0t+YwfLll2qD9PUZ0oOxRp4hmLXHhhcy6D6bKjcDYd38g1UgQ5nphRTYh7z4/jSdbCQ/aW0+GJV2Ra8mlUHBopzlJ2KFIkalQzxVkGl6eM//6Ap7QiRzDKk68IKnkKnyM15UlchzHfQ4ugnLpOuUJhzrkKczHEk3w8EObJDdN1/M+QKoIhntxw6TiexE0LHU8ytVC8bmXn7V5Hkk2eWEUwyM2N5ylYHyzntzmnW0+MV5cn9t3EVRM3qf7Mc8HuXfE8OQqe5NdRxaH+OfNOvI6nWsFaI4aYebXehV0QqVZOdJx6vZDgK18JHHbSgL49H+od1+c0x49tYMXQRBVm62Yhh8fPZ1BKj1JKn/D+PwpgO4B+zVtuAHA7pbRIKX0BwG4AF9V+pmGIzgBTHpsVSuhUqRI2qmOUDCBq/IV7KsaPl6kVPCpOYNgzpYFS+PMUDTqHKT6ZsNPF1ApZ0ZupUsUPcXVmyFMhE+NMCIpV8j6n4XMUUakEPBU5RUbJk+PmvhUy6ZCC2MptAsjOm1e6fJ5yGalyVdTwpG6RolYEk/CkDMOshJUq0SkXP6PiUGRSrsIs8qQriMTzVIzhKbyegvWoKxwlXj8VDU80FBot/lXzlPHCeidLwuaFQmFu5pxTWTi+7LxF5ZQQt7iniqcWgaeCMU+es6lRTvmH4iaSOvwZfvgzz1NLLqMsRMY78Ww+Op5qBWvhGyJZPltg5JmE1c0E80X5qpXBa1WeAGkW1rvAcwaT9DkNKacNvNFhkpue9ZVT65zOdxBCVgO4AMAj3lPvI4Q8TQj5EiFkkfdcP4CD3NsOQeLMEkJuJoRsJYRsHRgYqPpcReMtcDblCp/M+UgRd6NW5XRFq+8Gr+nCMGVGnzRc1bPvWnJeGCZnzLlzFhTBSjisl1cQ2TnKzjsJT0UJT005vXOq5yk6Xt9SJTqepdwxnnjnwD3HqHKq4mm64kjPY6oUDlctluLDMMM8OS5PRF5AKXze0XMV3yIL0TQN623ylCqeJ4cCJSF3sexQpPzcS96ZTatbyZTkYb0mPJUdB5MlB/lsGikDnsSwVdm561vJSA8Ph7rnnc9GeVLnMKeQ8nOYAxVU7cSHlVPdJg/1Ij+CyA6Xp4IhTxVBaXaPKR/r/j/4XP5x9LwdaVivXmHmCij5m0o2rHfOIkm1Xr7Hl0lBkpmg3mG9pqCR/1QHjZgnOFOw5WbiXPS2ua1s2E5oIyHU+zZmU6TRc04Z8ibKqS2I1BAghLQC+C6AP6aUjgD4AoB1AM4HcBTAZ9lQydsjd2hK6S2U0i2U0i09PT1Vn+9UyUHeC+sVcwQpjYaqFUsOmvN8eKtjEIZJw39jnCgxN5A/ruwzmJErFrBpVjibTDllRjWfswrIK2jyPFVo0HJHnSMo4cl7v2lYL8+T7DMcYVwol7eKPBUUPBUVPPHVUYMCR4owzAhPFZ/navDEP5ZWrVXwlJE4Ez5P5ShPsvEt+Yym0E+UpxRxhZQ4ngInLaVvuaMN6w2/R+qcxoSrlnmeyk6IJ6nCTF2FOeDJfb4ln5GuJcDd5BF5KmRT0mq9pQqFQxFS4osGPImtdpLyJK5HERXq2kJ5jyexIFt0PPXVX1c5hTc+bQsizVXwxmwSNbB2fU7nh3NaK9jiLVGYFET65A2b8TdvPAcvXb0odux8A+9ciU3gRTR6zimDUc6pLYg070EIycJ1TL9OKf0eAFBKj1FKK5RSB8C/IwjdPQRgBff25QCOzOZ8AQS5a8Q13piR2MoZhOL4cGEgg9y3iMIQNfB4iOFyOmPRHe/+bfGULV6FAqJOVJlXMsqOH8YZGISSsF6Op0olaHmiVLp4nmiYJ7WCEz7Hqof1cjzxLS3UPHFOfAKe/LDKioEiOAOexM2LpAVsTHhKpQgKmXCOIF+khgdTTguC89GSy6BUkffXLPI8xVxHlNJIYaCiNz6l5UlQQDWbPLJQVpNwVcYTn2sbpzAHud7BBo+2cJSEpxSJOptT4r2LH6+9P2l40jinonKvaiVTcRxuPcWHfVcc6p0jIjypwulrhca1yqqMmSqgSSqoJsF8yTmtFRrZoUgKdl8yyTltzWfwtotWxjpv8xFJnCteZW3kXEuznFMvrNcqp/MSxL2YvwhgO6X0H7nnl3LD3gDgWe//dwC4kRCSJ4SsAbAewKOzNV8GVh01nSa+swkgpNKI48OFgRw0ZdNIp9RhvaKxq3Mm+OeMw1WdIOwNAMaKZfccuN6C4fFe9UzPqPYLs2jDep1QdVSeJ1UYps9ThVeYU7G5lKLzpTpvfTXW6Hiep6lyxW+toeLJr2rsGdUmPPHKOutb6jq4KkUwzFPRW08mOYI+T9w4kzBME54yKeKG9ZbDBY7YOYY+w3GV03wCniJKqLf5kZH0OZ2uOF4ONa+cmvMk27wQeQpvAMnfL4LnKZxzqlCYHZbDzJx+9/lmTXhrqUIFnhyfJ9Ep969JBU+m96cQT444VvY+PU9+bm5OLCzmri95DjNT4sM8qRTmWqHxYvtqhFrljs4U8yUU8eI1bi/Umy5bXdXjzpfzn00s9ArGSTYsFsrmhlm1Xq8gklVO5ysuB/AbAJ4hhDzpPffnAN5GCDkfbsjuPgDvBgBK6XOEkG8B2Aa30u97KaWza3nANZLbChlfOfXDejn1QRzflE2jKZvG6FTZDcPMppAm6lYNorMV7ksZHa8zjmXqRKBEuEbpwGgRALC4Je/NuSKMd4JqvdLcS5nTVUGeU7biW6Q4WNySAwCfp4LHk7qVjHDehv07ZTlvcp7gnWcalAKD43qeyhxPpyamjXjiC0cxngqZFFJElSPo+J8/OlXCZKmC7tYcpsrEnCeNEkolnJgop+y8J6crGC2WAJjxpFpPYtu4aKEfNU9srQU8lTHpraeUtpWM99ePRFBvCslek22S8Kg4cKs5e4XFxiQ8tReCjhLR6s9cj2TH7UfMC0liBAQf9i1TTtmmQXdblCd9y52Z8gQjnhxKpTx1teZAqbv5wBdwrfAKs8DTbOecWufUEHPFmP3yb78Udz5zdN4oX33tBez7zPVVP+5c+T7mEmql0s8XJHHOF8r6MWll5RdEWuCbG/MVlNIHIM8jvVPznk8D+HTNJmWAqVIF3a35aCuZnCKst1RBPpPG0s4Cjg5PYrrseAVKUn7Yp4iKYPTFVVeNtGjgcwol4/kcLgB4YXAcALC2u8Wbs1w5DapnOqH3S8NV/UIsKd9IZmqZqmpoWyGL7tYcjg5PcmGb8TxVJDxpC0dJCrnI5sTOs4nxNGDO04uhAjYxPAmFo5pynnIlzIlVKu3vLCCXTuHo8FTw/mK5KjyFW6Swv3peK46DdNpT1ssODp+c1PLkMCU+lUJRxpNQkbVccUN/+ZY7k6UKCiqevGtyTXczAOAIt54yKeIr4CJEZytpn1PZ9cej4jjIpIOCWYdPTQEIeFIqzJHCUQFPrRLnVKzmzNaTOC82nn3+kdB1J+dJtha0PEk2jOJ4Kjs0whMhwKquYD2JzimrgswXItO1cKoVTstCm+tNvquJuRL6d/WZvfi7N59X72nUHbayaIAkBZEaGUmc84WivJvctti9baFvbljMLoplVmAkhVLZCRWwARAx6JgC2N/ZhCPDU144YgrplF45cP+GH4v/V47nDUhp65mwUrXXc7rW+M6ERDnlq9D6rUPk4Yjuc0EhlnLF8cN0UykSKRxFqduPsZBJYVmIp7QRTzIlRvYWsfVF2NCOjncL0hA/HYk58UY8lSuJeEpzPOUzXs6fsJaY81LIupsdYZ7USle0qrH6vGUOe3xVY7d/J6uyvn9oAgCwmvGkzWGW8CTwypzVtoLnnFYcr3CPy5PolLNrclFzDp3NWRw9NRXa7FArggl4kuSjxlc1RkgxPnpqEoVsCks6CtLzLnPrqVjmFWZznkKthhQ8LV/UjHSK4MipSRTLblXjjIKnpGHf4c0OQ56ccGGxo6cm0duWD3K9FTnMee+6qzgUhLj3ZKYwzxaqYY3M2SbfFo0La0hHsdCrrSZxzvmeqAsdjDdbEMliNsGM3K7WHAbHipgsVZBLp/wUmkjonJfztbSjgCOnJjFeZC1SdLmU7l9pGKamz6lpGKZv5HpG7K7jowCANT0qZyJcXXVgzA1vXb7IVaZk7T/CPE174YJpP1KEP3emCOY9no6emsREkfWlnBlPspBYLU+Sz+BbngAuT9k0wfLFTUqemFE9OR3lSXQmSl57mUImje7WPAbHpv3NDFluJPu8gsBT8gJb/GvxSld8WC/1FWPGU1dLDh1NboiqqAjy43me+hc1SXlij9sKGbQVMh5P6iq0YZ6acPjUpL/+0il1ldgk4fFUwonMWQufd+CUF8sODpyYwLLOJr9QaFSJF3gaLSKXSaG7VR4uzR73tRdACDDA8ZSWKaceTy35NJa0F7DnuLv50pRNI6XgSZ5DaspT+Dk1T9R34seLZRwZnozhyfH7C095PHW15P1NJVkP2VqhVtbsDZgDTb4tGhcLRfkyAbsvLXTnIolzvlDCek1gCyJZ1APMeVjW2YQjniKT93LZgGgILlMilnY0YWC0iG1HR7Cmu8UNs1MYyUyxMA3TDRSJ6Bip0uoNPKO3FQBw744BtBcy6PJyPiNhmDTozxgK2+yRh22y/okBT5NetVQ5TyFFsKMJewfHsf/EBFZ3N2ur0Op40uVSGivSnlPOFMB7dwxgSUfBd8JkPPGKz5FTk8ikCFYsZk58eDxzJgrZNJZ1uk5UqFqqIgyzkE1jWUcTnj48jKHxaazpbtYW2NLyJLxHXl1VPZ4dN5Mi/ubGvTsGsLSzEDgHosLM81R2eVrUnEVns3z9+eedSaNf4EmmGId5KuDB3YMoVSjWdrcY8SQLVxU/o6LhiVJ1rnc6Rfzr5r6dA1jW0cQ5UXqeDp+axLKOApoUBbn4nNO+NnczjOcpstlRCm923LPjOAB49yc5T/JcWzOexMgFXSstxtP4dAVb953U8+Tn5qZ8nvo7C5wzO3uhvdWwRmbc5NvCYqawylcUC105zSVYE41ePEqxkSoFC+udK6kLFgsDbiEW15k4NjqFkakSmrJpPwdqcjowhJgiyMJ6AWC67ODc5Z3avpTRcNXgNXmLlLAxHa7uGz0++9x1Pa1oK2RQLDuCMiEqMm7PUuaU7T4+hrZCRqngsP6JvDMxMV1R8hQoXS5PFcdtJ3I6PGnDCw3DVcuegrNpaTsyKeLy1BHPU8HLzT10chJLOgpcdd/oeP68jwg8TZedUEgiP35ZZxOmvfV17vJOt8CWUmEOb17IHPXT5SmVIjhveScARHkqq3maKFZw5NSUu/4yrLqvnKc8t9nB8zQ1reZ1WWeTfx2eu6LDjCe/jyfHS6QKbXKemNN1Ls+TxonirzuXJ1dBZNeQbj0t6yxEeJpU8eTdzxhP563oQErBkzwnmX9dPV6sJq76vVfyJDlvt22Qg3w2haZcGuMcT7LxtUasNUsI+Rkh5FnJvxtwmk2+vePfTAjZSgjZOjAwMLOzmIP4vZetwZsuXF7vaTQsrPIVgOWcWuXUfE3Ml4JiM8WHrjsT/Z1NOGd5h/F7FnrOssXsgfVPLGTT6O8sgFLgwd2DWN3Vgl6v4iULUQTCis/Krmb/+fOWd/ptNPT9OM2czWB8+H3i/4N5OcimCdIp4oecrupq9kOTRefg+OgUetvyWO2dw/27BtCvc2bLvCJYwOhUGU8cOIlVM+RpUmFcRhWrqCEc8BD9vwlP+azrRLEQ1VVdzUqjl+epVKF4eO9Q2OmPOGnu47zH04vDU9hxbDTE09D4dGS8yNPZ/R2u86HgKRLW6yTliX8uylPRc6JYtWVA5Cns2R0fCXgaGp/Gs4eHPZ7kylhYYS7gwIkJ7B0cw6quFvS05TFaLIc3O7jxqziezuhpNeLJkfAUVeJlzimU4xkP+UzKv44At8iPjKdyxcHQWBG9bXms6mrGgRMT2Dc0EeJJbJNSDPHUhF3Hx3BkeBKru931NDBWDM074CkV4mlJe0HJkzysV62sy+5dceHPU2W3wvDGpW3+cyu7WqRhvSOTZUyXHfS2FbC6qwV7BsZchbmzya/6P5sVe2OtOUrpKymlZ0v+fb8aTb4ppbdQSrdQSrf09PSc7vnMGXz0+k347FvPq/c0GhY2rDeKhe5cLHTnnMdLVi3Ggx9+Bdq4cvpxsHncFrMF1j+RKTIAcGykiE3L2tHbnvceT/njp7hw1YtWL8b15y7FkvYC1vW4RnWx7GBkqhz5HFFhMK9CGzWSZc6v60S5RVhuOH8ZWnJpfPDVZ4IQr/ekkKN1bKSI3rYCNi/r8B+HnQlVuGrA0/HRIjYva/edLhVPrzirF1du6MH63lYs6Sigty2PobGiVsWROxPysTwncTwNjE6hx+PprS9dgcUtObz/Fet9o7fInTel1OWpPcxTP8+TYCQXy2FnouxQnBif1vAUjH/decvwklWLsGXVIrTmM+htz/stgWJ50iincqdLv/749fT2i1diWUcBN1+5ThrWO1WqYGSqHOLp+GhR2OzQ8+S2GnJCPB0flfCUSePGi1birCVtuOasXmTSqUQ8yUJ3g7HR/8f1I2Y8EUJw/TlLsbanBe+8ZJWUp6HxaTgU6PF4YmtDl3vJbwr1L3LTCCgFNi9rR09bHtNlByOTwf2GX0+/c/karFzcjDde0A9CiJIn2Vow5YmNk/VjDvHk3W/ymTSuOKMb5/R34E0X9kt5OuZ9771teWxe1uGvDV0kSC1xWq1kCCFLKaVHvYdik+9vEEL+EcAy1KnJt0XjwjoiUSz0sF6rpp8eGj3U2WLuYHDMVbE6m3O+0wXAdU494/z4iEQR9HItP//2C/3ehH3tbPyUr8ox+LmBDnscvCZTTkUFMVxJNDr++EjRd6bfc9U6/O4Va/xNHpYvyeArOO15rFgcnPOyTjf3spBNYVAwYgdHNTy163nKplO49bdf6nPQ216AQ+HNoRD6HL9FCuNJo1zxDwN+9TwdGymiz+PpQ68+E39y7QZk0ilQ6lYD5XkKFJw81ve1hnjqbMp5vIR5GvB4WtSc9SusAq4zwSrfhnjiwsQL2TS+855L/fXQ117A8GTJzzHkEfAUdSZ0LVIcCU+yglzHRoq4cGUnAODTrz/bzUFNpzA86fan5Hli59PTlsemZe3+88s6C77yOjim5qmfW0+b+9txzDve8dFi0GqE46k1n8Gdf/gy/z197QUcG5nyvsPgt4NSGgkPp5r1JFMLKwY8Xbq2CwDwubddAAo3LWVEw1NfWx7r+wIFsV/D06CCp03L2jHuKcvHRqfQ0ezeb6b8QmQpLGrJ4Z4/vdqvlN/XVsC2IyORc5BtAGl5kqjP4v2NR7niYHAsuO5u/Z2LQAC/jykg56m3Le/ndgN6nmqJ07Xm/o4Q8gwh5GkALwfwvwC3yTcA1uT7x6hTk2+LxoV1RAKwe9hCd9itc3V6aPRQZ4u5A7/PZU8LVi1u9g2o81d0YlFzFtk08XfygbCSwcCcQOacvsgpYwzRqqHqsLnwOETHS9SJF0em0NcWOHp89IHbLiaq4PS2u4rPRWsWAwBetWkJCCFY3dXit1hh8Pum9rRg45J2P1z4nP6OQBGUKV0eT4QQI56obxxHw3rF85Y5ZEl44ufkK8wyBafdzSFc7xWbumZjH5pybsEZNU+tuHDFIv/5jcva/bUVxxPLuZcprQyUin85p/w0eaKUujy1R3kqSBRmdj597a7z0N3qOhBXbehFb1sezbm039qIgW/hc4nn3AFuznSfNGIhzFMqRfxCXL1exAJznIPz4v8fPW+RJ3lVYzVPU6UKhidL/gZLKhV8d3lJBAI7n972AlYtbvadxsvWdWPl4mYQgghPewfH3WrSi5rxsvVuRGdzzq3E28cUZm6zoyjwlE4R//e0rz2PwbFipA1LYp5C0Qnh52TXHH+/YXNi350sUoPx1NdewFlLAid+y+rFfssn8bqrJU5LOaWU/obmtbo3+a427vvg1dYpmiOw30MUC105tWGpFhbzAy8MjgEA1na3IpNO4b4Pvhy7j49hg6ds9LYVMMAZf+NFN4SOVdfkERjV0V39aOEQvRMVDZeDdvyxkSlcvq4r8jwAtOQyGCsGoX+8MgG4is902fFVirU9LXj+6GjoGIynNd0taMql8cTHr8V+L18OcKuJ8kby+PTMeIqGq+oUwajio+PJV3A6wmotQxxPX/YUH3bOa7pbsDfinI4hn0lhaXsBqRTB0594FV4cnkJ7IYumbBqEhJ0J3XpivTKPjQQKonhuMp4iOacSZUzH0/BkyVWM26M85dJuq5fRKTVP3/v9y1HIpvz3r+mWbXaMoactj7ZCFm2FLH718WsxND6NbDoljVhgPDVL11PAE6sOLJ6XzHmK5uYm44l3okS05FyXZoznyVPZ+9rzSKUIfvaBq9DRlEWXV4Ssv7NJytOqrhakUwRrulvw2EdfifFi2QvT9XjiNjvY+m3KRnliEQuDY9P+2jI5by1PTnxYr46nZg1Pve15FLJp/OwDV6KntYCO5iwopWgrZOaPc7rQIN6oLOoHm3MawBZEcrHQc25PF5Y9i9nC3sFxNGXTvsNUyKZxdn+H/3pve943lgDghcEJAMAqLtyMITCSo0pX0PIj3J+TPccjHI4YH144MV3GqJfzJ8PKrmbsH5rwHx8fDRuLotG4prsFP33uGEoVx9983Ts4jqUdBd+YbMlnQiGcYj7b6fLE86U6b8o9lhUGEscPjk2D0sA5FrFisZ4nPqwScJ34O548EgonfWFwHGu6W3xlqL2QRbuXb59Np9DVkgutp31DE0iR6LH5z9XyJNu8EHmSOBo6ntimgYwnQghWLm7G/qHAORB54gs7Aa6K/NTBU6HnGE8Mi1pyWOSFbLKIBZ6n/UMTaM1nQgWaGHiezuSUtvA1I9vkCR9HWq13hjy15N02TiJPhMCviL22pzX0HrkTH+appy2PHm8TIFDWwzz1dzZJRROep5BzKuUp6rAGj6Ovifc3PvpJx1NfewG5dCrCU1s+499rzugNvlNCCNZKeKolrIVvMS+x0B0xGRZ6n8qFrhxbWMwXMONPFUrOegsy7BkYQzZNQrlQDKwC7HFpWC+v2OgVHCoxoHVKK1OYliic03U9rdg7MO4bnkeGg4IjMqzpbkXZoThwInDU9g6EjWQRfW0FHBZ46mzOSp2J7tY8UgQKnty/onMu/j/6Wvx4X8FpU/O0Z2DMf3zUgKeRqXKo+m4cT72S9bRicXMkp5Sfpy6s12/9UQOeVOtprYSnbJpgUbO86N2a7hYcOjnhh+ZSSrF3YBxrFTwRQqQ8reuRX6dLFE68LG8ydB05Ik/R954OT5H1dGoKXS05ZbQdc7rYHCsOxb6hCSVPLfkM2vIZHB0O88R6ropQ8SRTh3X3m7gwYFE81fHEFGGRpx7FBhLgrqc9x8eUr1cb1pqzmJdg+YUb+lpjRi4cLHSHPaly+qHrzsRn33JejWZjYWEhw3ixjEf2nsD5XuEXGc5Z3oG9g+N+AY49x90wO5WBubSjgP2cU8cgGsq6cEFZ2JxuPHMilyjCVdf1tGKyVMFRz0jcuu8EultzWKoYf/6KTgDAvTvclnoDo0U8c3gY53nPy3DO8g5sOzLit//Yc3wM63papc5EOkXQ167iSQx/5l8Lj5X3pZS/Dhjw1NuCYyNFjE65uYuP7TuBtT0taMnLA/tEnvYNjmPv4Lj/vAzn9HfgVwdO+koT40mG9qYMmnPp0CaBeG5UwpNZn1P560DAkywME3B52jc44ecuPrbvBM7u71Bu8FywohMOBX6xaxAA8MzhYQyNT2t5Oru/HY/vP+mfn46n3vY8CEGEJ53Cxz8nH5+AJ8162sPlkD62/0QoKkPE+Ss7MVYsY+v+kwCAX+4ZxHTZ0fK0ub8dW/e54ymlWp7YutfzFB+pIRsv2whgOHhiApkU8cOXRfA8UUqxdf9JnKPjaUUnjgxPYceLo8ox1YR1Ti3mJQgh+ObNl+D2my+t91TqDnZPWuhhrUkL+vzB1WfgTS+xvYgZolkrFhbVxx1PHcFkqYI3XtCvHHOZl8f50J4hAJ4yoVHGXrJqER574QRKQtGRimAo61uk8P+XhdmF3/DLPUPIponSiGVKyp7jY6CU4sHdQ7hsXbfyPnVGbyvOXd6Bb289iHLFwXceP4SKQ2N5mq44eGzfCfezBsaxTqHgAC5PD+0ZiqjGYphq2JnQKDjScMQoT235TCj0kwcz6vcOjGO67ODRF07g8nXdynO4cGUnVnU14/ZHD4BSitsfOwhCgBvO1/B0RhdGpsp49vAwKg7FC4NqngghPk8idDzp+pxWDHh6aM8QlrQXsHxRNNQYcHmarjg4dHISI1MlPH1oWMvTFeu70d2aw20eT7c9ehC5TAqvOWep+j1ndOPwqUnsH5rAeLGMI8NTSkWwkE3jnP6OCE/hdihRZzMasRA8ZjzpCk09tGcIZ/a1+WHbItZ2t+LE+DROjE/j6PAk9g6Ma3l61aYlaM6lcdsjBwAAtz96EO2FDF5+Vq/yPVec0Y1tR0dwYnwax0aKGJ+uKNdTj9dfNcJTwpzkuNZEIk8P7hnEhSsX+cWiRKztbsWBExMolivYeWwMg2NFLU+vPW8ZMimC2x49oBxTTVjn1GLe4uK1XdLwpYWKtA1rtbCwmKMYK5bxDz/Zgb/64Tacv6ITL1m1SDn2nP4OtBcy+P6TR3BgaAJ7B8f9Xo4yXLmhB+PTFTzhqR8MojPgSAxh+VjJc4KS8YtdA7hw5SKlwndmXxsyKYJ7dwzgob1DGBwr4or1auMPAN51xRo8/+Io3vJvD+Gf7t7p9intkzt1AHDRmsXIZVL4/pNH8NyRYQyOFWN5Oj5axI5jYfXDb+FhYPTGh6sGYyml+MWuAVy6rkupem9a6ubQ3rtjAP/z/DFMTFe0PBFC8LtXrMHW/Sfx1n97CLfcvwevPXeZUpkFgMvP6AYhwPefPIJH9g6hWHb0PK3vwa7jY6EQVz4nOSlP8nDVYGzFoXhg9yCu3KDevNi8jPF0HHc9cxQVh2p5yqZT+K3LVuN/nj+OG295GLc9egBv3bI80m6JxxVeZdrvP3kE9+8c8D5Xz9OvDp7CyFRQsZfPSZY55ZGqxqEc5ugYfvjkdAWP7juBKzeoz3tzv8vTfTuP4wdPHfHOSz2+JZ/BOy5eie/96jBuvOUh/OiZo/jNS1dLQ74ZGE8/eOoI7t1xHACwKYanh/YOYTrUzzd4XSxwBESdU1kbLBVPQ2NFPHt4RMvT2f3tqDgUD+4exB1PHQYAXK7hqbs1jzde2I9bH9qHu7cdU46rFmxBJAuLeQ6/IJJtpWJxGrCrx6KWyGdSuP2xg9iyejH+7s3naiMdMukUbr5yLf7hpzux7cgwMimCGy9aoRx/2bouNGXT+MrD+3Ex1yJDbFNhXA3TL8wif33rvhN47sgIPvprG5VzWtSSw2vPXYqvPbwfdzx1GMs6CnjdecuU4wFX/XtxeApffXg/rj6zB3/7pnO145tzGdx06Sr8xwMv4Jd7BtGSS+P1GqX16g09yKQIvvLQfvz1G87xn2enJq9SHD5GLE/cG+7ZcRyHTk7iD1+xXjmnFYub8fIze/Cv9+1BPpvC+t5WXKNRrQDgnZeswsDYNL77+CFcf+4yfOaN52jHd7fm8ZaXLMdXHtqHHzx9BN2tOVx39hLl+Fds7MWn79yOrz68H3923VkA5AWOEof1KtbTHU8dxvBkCdds7FPOafOyDly4shOfvXsnQIELVnbiYq8dkQp/cPUZODVRwl3Pvoi3blmOj792k3b8mu4WvHpzHz5/72605jNYubgZV27oUY6/ZmMv/t89u/GNRw7gPVetU553tXj65mMHMF12tDxdsqYLZ/S24lM/2IapkoOrNvRg49J25XgA+NB1Z2F8uoJ7nz+Omy5dhT9+pXq9AsB5yztw8ZrF+NsfP49MimDT0na/P60M12zsxVcf3o/vPnEIb7toZeS85OHM4WPI8uVVPH3tYVfdfMVZap6u2diHJe0FfOg7T2NksozXnbdMWiCMx6duOBvHRopoVWzIVRPWObWwaBDY9joWFhZzFdl0Cr/40Mul7Ttk+N2XrcX2o6N4cM8gPvKajcpcPABoK2Txe1euxf/9+S5cu/Gw76CFlYjoYx7xhVncv0NjRXz4e8+gty2Pd1yyUnsOH7j2TOw4NoaxYgl//+bztGoMw7uvWod3e4a+Cf7wmvXYMzCOJw+ewl/8+matMtbbXsA7L1mFrzy0D684sxev3NTnnVvYOKYSQ5hBZkDLeDo6PImP//dzWN3VrHWYAeDDr9mI937jCTiU4rNvPS+2LRghBB+4dgM+cO0G7Tgef3bdWTh4YhK7B8bwydedrf0u1vW04vXnL8MXH3gBL1vfjcvWdccqxtFWMtz/ZWHi3usvDI7j0z96Hmf3t+NajdMFAB9/7Sb88TefRFM2jb97k36DB3B7gH7stZvwsRinlMdf/PpmDIw+gaPDU/jkDZuVYaEAcMHKRXj5mT343M934bJ1XTh3eaeBYmywKSThetuREfzj3Ttx6dourVOeShF86nWb8cHvPI2Vi3P4q9efHXvO2XQqtFkTB0IIPvOmc/H+257A8GQJn3jdZu13cdWGHly4shN/9+PnsWXVIqzvazOIQNCE9TqS57z/Pr7/BP71vj24bvOSUGVvEdl0Cn/5+rPxsf9+Buet6MDHrldvtDEUsmnc+jsXxY6rBqxzamHRILDCKfDXbzgHG5eqw+AsLCzqB1PHFHANoc+/40Lj8X9w9To8sncIf/zNJ3H39mN4x8UrUeI8qYpDExvJfNjckVOT+Pw9u/GfD+7DyFQJX/7tl/ptF1RY2dWMu/7oZcbnMBO0FbL40m+91Hj8n7xqAx7ffxK/99WteMMF/Xj7RSv985TmRorhz5I8S378gRPjeHjvEG59aB9KZQff+L1LkMvonc0zl7ThZx+4yvgcZoKu1jxuu/kS4/H/+9c349kjI/jNLz6Kt2xZjjddGNQnMMkhjXM+9gyM4QdPH8FXH9qPbJrgn956vt8KR4ULVi7CfR98ufE5zATLOpvwvT+43Hj8X7/xHLz5Cw/hzf/6EN5+0Uq8glO9ZS13TKpk8zw9f3QEX3rgBXz9kf3oaMrGRl0AwGVndOPBD7/C+BxmgjXdLfjh+82ubUIIPvvW8/GWf30IN3z+QbzzklW4cGWQ1iBTTvWbQtH709OHTuGuZ17E7Y8dwLLOJnzq9Ztj53Xtpj5cu0m/IVIvWOfUwsKiYfD2i/VKhoUaNH6IRQOBEHIdgH8GkAbwH5TSz9R5SqcFtqv/uf/Zha88tB8/evpo6PXP3LU9VDFz+9ER3PHUEaQIkCIE48WgIf3IZAl/c+d2/OrAKf+5T/1wGwA3hPij12/U5uLNZbQVsrj95kvw2Z/uxDcfO4DvPXE49Pon7ngOzx4e9h8/fWg4xBOroAy4FYX/+s7t2H40yGH9s+8+A0Jctehj12/CGb3zs6L+4pYcvvuey/C3P3ke3338EG579KD/2sR0GZ/8wXN46mDA09Z9J5FOpXye+N6th05M4NM/2ub3oQWA99/2K6SI6yB87PpN0jZJ8wFLO5rw/fddjr++czu+8cgBfPmX+/zXBkeL+NQPtuH5oyP+cw/tGcJYseLztJ17bc/xMfzlD7fhxeGg7cq7bt2KTIrg+nOX4s9/TR9BMZexprsFd7zvcnz6zu344gMv4BZnr//awRMT+KsfbsM+ro/ofTsHcfjUlM8Tqw4MAM8eGcGnfrANw5NBru/b//0R5DIpvOGCfnz4NRvnfT0WInrn9cSWLVvo1q1b6z0NC4t5hb/84TZ88YEX8NwnX60szmFhocJPn3sRN3/1cXz39y/FS1bpc5jmIwghj1NKt9R7HnMJhJA0gJ0ArgVwCMBjAN5GKd0mGz/ffpsnpsu4f+cAfnXwFPo7m3DrL/fh+GgRo1NldLfmUXEcnJwoSd+7oa8VO4+NIZdOYXFLDq/a3IeOpiy6W/O4Yn23smXEfMToVAn37RzAM4eG0ddewFcf3o/B0SJGi2X0dzbh1MQ0xr02NSJ8njIpdLXk8LrzloEQguWLmnDl+h6s7JqfzpYMpyamce+OAWw7OoKe1jy++vB+DI25VVpZP9FSRW5LM54K2RS6WvJ404X9KJYdrOluwZUberAsJs9vPmFwrIj7dgxgx7FRdDRlcdujB3BifBoT0xWc0ev2H1W5HGf0tmL38TE0ZdNY3JLDjS9dgdFiGet7W3HVmT3oVfTJnY84NjKF+3YMYM/AGJpyaXx76yEMjRcxVXL89SJDOkWwqqsZewfG0ZJLY3FrDu+4eBVOjk/jzCVtuPrM3nnllOp+m61zamExz1FxKMamyuhQNOO2sIjDyFRJWZp/vsM6p1EQQi4F8AlK6au9xx8BAErp38jGN8pv83TZAQXFVMnB0FjRz0NlIXPNuTSWL2rCxHQFzbl04vZUjYJiuQICgonpMk6MT0d4ai1ksKyjsOB5mipVkEkRDE+WMDxZCvFECNBeyKKvPY/JUiU2BLyRMVWqIJtO4cT4NEanojx1eps/xbKTKPS/0TAxXUYhk8bAWBFjxbLPUcWhyKQIFrXk0NmURdmhRvnrcx263+aFe7VYWDQI0iliHVOL00KjOqYWSvQDOMg9PgTg4jrNZdbAch/zmbS2cNBCj0DJZ1zDN5fJobNZrcQsdJ6Yg9DVmkdXa145biE7pkDAU09bHj1tap4WsmMKBOukr70AXSZoZgHQZMt7WlhYWFhYLCzIpK5QGBUh5GZCyFZCyNaBgYFZmpaFhYWFxUKHdU4tLCwsLCwWFg4B4BuHLgdwhB9AKb2FUrqFUrqlp0fd69DCwsLCwqKamFM5p4SQAQD7q3S4bgCDVTpWI8PyZAbLkxksT2awPMWjWhytopRa74oDISQDtyDSNQAOwy2I9HZK6XOK8dX8bZ6LsNejGSxPZrA8mcHyFI9G5kj52zynAuGraUAQQrbaIhjxsDyZwfJkBsuTGSxP8bAc1Q6U0jIh5H0AfgK3lcyXVI6pN76hnXu71sxgeTKD5ckMlqd4LFSO5pRzamFhYWFhYVF7UErvBHBnvedhYWFhYWHBw+acWlhYWFhYWFhYWFhYWNQdjeyc3lLvCcwTWJ7MYHkyg+XJDJaneFiOLGYLdq2ZwfJkBsuTGSxP8ViQHM2pgkgWFhYWFhYWFhYWFhYWCxONrJxaWFhYWFhYWFhYWFhYzBM0nHNKCLmOELKDELKbEPLhes9nLoIQsoIQcg8hZDsh5DlCyB/Ve05zGYSQNCHkV4SQH9Z7LnMVhJBOQsh3CCHPe+vq0nrPaS6CEPK/vGvuWULIbYSQQr3nNBdACPkSIeQ4IeRZ7rnFhJC7CSG7vL+L6jlHi8YCIeTvvfvV04SQ/yKEdHKvfcSzIXYQQl5dx2nWHYSQt3j3LIcQskV4zfLEwdqfctj7uxlUtvlC5KqhnFNCSBrA5wG8BsAmAG8jhGyq76zmJMoA/oRSuhHAJQDea3nS4o8AbK/3JOY4/hnAjymlZwE4D5avCAgh/QD+EMAWSunZcFt43FjfWc0ZfBnAdcJzHwbwc0rpegA/9x5bWFQLdwM4m1J6Ltyerx8BAO+38EYAm+GuyX/xbIuFimcBvBHA/fyTlqcwrP2pxZdh7+8mUNnmC46rhnJOAVwEYDeldC+ldBrA7QBuqPOc5hwopUcppU94/x+F60j013dWcxOEkOUArgfwH/Wey1wFIaQdwJUAvggAlNJpSumpuk5q7iIDoIkQkgHQDOBIneczJ0ApvR/ACeHpGwDc6v3/VgCvn805WTQ2KKU/pZSWvYcPA1ju/f8GALdTSouU0hcA7IZrWyxIUEq3U0p3SF6yPIVh7U8F7P3dDBrbfMFx1WjOaT+Ag9zjQ7BOlxaEkNUALgDwSJ2nMlfxfwB8CIBT53nMZawFMADgP73w5/8ghLTUe1JzDZTSwwD+AcABAEcBDFNKf1rfWc1p9FFKjwLujzaA3jrPx6Jx8TsA7vL+b+0IM1iewrB8JIO9v2sg2OYLjqtGc06J5DlbjlgBQkgrgO8C+GNK6Ui95zPXQAh5LYDjlNLH6z2XOY4MgAsBfIFSegGAcSyAsJOk8PJEbgCwBsAyAC2EkHfWd1YWFo0LQsjPvPxu8d8N3JiPwg2n+zp7SnKohrYjTHiSvU3yXEPzFAPLh0VVYG1z16hsJBwCsIJ7vBw2bE4KQkgW7uL/OqX0e/WezxzF5QBeRwj5NQAFAO2EkK9RSq1DEcYhAIcopUx9/w6scyrDKwG8QCkdAABCyPcAXAbga3Wd1dzFMULIUkrpUULIUgDH6z0hi/kFSukrda8TQm4C8FoA19Cgr96CsyPieFJgwfEUA8tHMtj7uwQK23zBcdVoyuljANYTQtYQQnJwk/XvqPOc5hwIIQRufuB2Suk/1ns+cxWU0o9QSpdTSlfDXUv/Yx3TKCilLwI4SAg503vqGgDb6jiluYoDAC4hhDR71+A1sIWjdLgDwE3e/28C8P06zsWiwUAIuQ7AnwF4HaV0gnvpDgA3EkLyhJA1ANYDeLQec5zjsDyFYe3PZLD3dwEa23zBcdVQyimltEwIeR+An8CthPklSulzdZ7WXMTlAH4DwDOEkCe95/6cUnpn/aZkMc/xfgBf936U9wL47TrPZ86BUvoIIeQ7AJ6AG0b4KwC31HdWcwOEkNsAXA2gmxByCMBfAPgMgG8RQt4F17F/S/1maNGA+H8A8gDudm1CPEwpfQ+l9DlCyLfgbrCVAbyXUlqp4zzrCkLIGwB8DkAPgB8RQp6klL7a8hSGtT/VsPd3Y0htcyxArkgQyWJhYWFhYWFh9AuUcgAAAJlJREFUYWFhYWFhUR80WlivhYWFhYWFhYWFhYWFxTyEdU4tLCwsLCwsLCwsLCws6g7rnFpYWFhYWFhYWFhYWFjUHdY5tbCwsLCwsLCwsLCwsKg7rHNqYWFhYWFhYWFhYWFhUXdY59TCwsLCwsLCwsLCwsKi7rDOqYWFhYWFhYWFhYWFhUXdYZ1TCwsLCwsLCwsLCwsLi7rj/wN8c69qj12H9gAAAABJRU5ErkJggg==\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "def fftplot(ax, w, F):\n", " s = np.argsort(w)\n", " ax.plot(w[s], np.abs(F[s]))\n", "\n", "from scipy.fft import fft, ifft, fftfreq\n", "\n", "def showfft(t_sample):\n", "\n", " # time horizon and sample period\n", " T = 10\n", " dt = 0.02\n", " t = np.linspace(0, T, int(T/dt), endpoint=False)\n", "\n", " # function\n", " k = 5\n", " f = lambda t: np.cos(2*np.pi*t*k/T) + np.sin(2*np.pi*t*(k+6)/T)\n", "\n", " def delta(t, t_sample):\n", " k = int(t_sample/dt)\n", " return [1/dt if 0 == n % k else 0 for n in range(len(t))]\n", "\n", " # compute FFT\n", "\n", " F = fft(f(t))\n", " w = fftfreq(len(F), dt)\n", "\n", " fig, ax = plt.subplots(3, 2, figsize=(16, 6))\n", " ax[0, 0].plot(t, f(t))\n", " fftplot(ax[0, 1], w, F)\n", "\n", " g = delta(t, t_sample)\n", " G = fft(g)\n", " ax[1, 0].plot(t, g)\n", " fftplot(ax[1, 1], w, G)\n", "\n", " h = f(t)*delta(t, t_sample)\n", " H = fft(h)\n", " ax[2, 0].plot(t, h)\n", " fftplot(ax[2, 1], w, H)\n", " \n", "showfft(0.3)" ] }, { "cell_type": "code", "execution_count": null, "id": "085ce806-7abd-47ff-afdd-93abb7c7609e", "metadata": { "nbpages": { "level": 2, "link": "[3.2.5 Examples of Fourier Transforms](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.5-Examples-of-Fourier-Transforms)", "section": "3.2.5 Examples of Fourier Transforms" } }, "outputs": [], "source": [ "x = np.zeros(N)\n", "n = np.array(range(0, N))\n", "x[8] = 1\n", "\n", "y = fft(x)\n", "k = n\n", "\n", "fix, ax = plt.subplots(3, 1, figsize=(8, 12))\n", "ax[0].plot(n, x, '.', ms=10)\n", "ax[1].plot(k, np.abs(y), ms=10)\n", "ax[1].set_title('Fourier Transform')\n", "\n", "ax[2].plot(y.real, y.imag, '.')\n", "ax[2].axis(\"equal\")\n", "ax[2].axis(\"square\")\n", "\n", "fig.tight_layout()" ] }, { "cell_type": "markdown", "id": "ca18ef3f-8709-41b4-be44-b5b13572c47d", "metadata": { "nbpages": { "level": 2, "link": "[3.2.6 Euler's Formula](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.6-Euler's-Formula)", "section": "3.2.6 Euler's Formula" } }, "source": [ "## 3.2.6 Euler's Formula\n", "\n", "$$e^{2\\pi ix} = \\cos\\left(2\\pi x\\right) + i \\sin\\left(2\\pi x\\right)$$" ] }, { "cell_type": "markdown", "id": "ed6e1e7b-6d97-44f8-bed1-8f6de1606318", "metadata": { "nbpages": { "level": 2, "link": "[3.2.7 Sinusoidal signals](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.7-Sinusoidal-signals)", "section": "3.2.7 Sinusoidal signals" } }, "source": [ "## 3.2.7 Sinusoidal signals\n", "\n", "The complex function\n", "\n", "$$" ] }, { "cell_type": "markdown", "id": "525e6ed8-b303-43d3-af26-75e3de45d3b0", "metadata": { "nbpages": { "level": 2, "link": "[3.2.8 Discrete Fourier Transform](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.8-Discrete-Fourier-Transform)", "section": "3.2.8 Discrete Fourier Transform" } }, "source": [ "## 3.2.8 Discrete Fourier Transform\n", "\n", "\n", "The Fourier transform is a linear operation $y = \\cal{F}(x)$ where\n", "\n", "\\begin{align*}\n", "y[k] & = \\sum_{n=0}^{N-1}e^{-\\frac{2\\pi}{N} i k n} x[n] \\\\\n", "\\text{or} \\\\\n", "y[k] & = \\sum_{n=0}^{N-1}\\left[\\cos\\left(\\frac{2\\pi}{N}kn\\right) - i \\sin\\left(\\frac{2\\pi}{N}kn\\right)\\right]x[n]\n", "\\end{align*}\n", "\n", "Each term corresponds to a frequency $f_{k} = \\frac{k}{N}$\n", "\n" ] }, { "cell_type": "code", "execution_count": 166, "id": "8f4cda2e-6be3-4b3d-b423-e14848459025", "metadata": { "nbpages": { "level": 2, "link": "[3.2.8 Discrete Fourier Transform](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.8-Discrete-Fourier-Transform)", "section": "3.2.8 Discrete Fourier Transform" } }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from scipy.fft import fft, ifft\n", "\n", "N = 16\n", "x = np.zeros(N)\n", "n = np.array(range(0, N))\n", "x[8] = 1\n", "\n", "y = fft(x)\n", "k = n\n", "\n", "fix, ax = plt.subplots(3, 1, figsize=(8, 12))\n", "ax[0].plot(n, x, '.', ms=10)\n", "ax[1].plot(k, np.abs(y), ms=10)\n", "ax[1].set_title('Fourier Transform')\n", "\n", "ax[2].plot(y.real, y.imag, '.')\n", "ax[2].axis(\"equal\")\n", "ax[2].axis(\"square\")\n", "\n", "fig.tight_layout()" ] }, { "cell_type": "markdown", "id": "08ee3e60-2ce6-4497-8982-cd857423a6b9", "metadata": { "nbpages": { "level": 2, "link": "[3.2.9 Inverse Discrete Fourier Transform](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.9-Inverse-Discrete-Fourier-Transform)", "section": "3.2.9 Inverse Discrete Fourier Transform" } }, "source": [ "## 3.2.9 Inverse Discrete Fourier Transform\n", "\n", "The inverse transform is given by \n", "\n", "$$x[n] = \\frac{1}{N}\\sum_{k=0}^{N-1}e^{2\\pi i k n/N} y[k]$$" ] }, { "cell_type": "code", "execution_count": 111, "id": "8e17e8f0-5750-4202-875b-e63cbbd69489", "metadata": { "nbpages": { "level": 2, "link": "[3.2.9 Inverse Discrete Fourier Transform](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.9-Inverse-Discrete-Fourier-Transform)", "section": "3.2.9 Inverse Discrete Fourier Transform" } }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "# create points on the postive x axis\n", "x = np.linspace(0, 2, 75) + 0j\n", "y = np.exp(1j * x * 2 * np.pi)\n", "\n", "fig, ax = plt.subplots(1, 1, figsize=(12, 6))\n", "ax.plot(x.real, x.imag, lw=2)\n", "ax.plot(y.real, y.imag, lw=2)\n", "\n", "for k in range(len(x)):\n", " plt.arrow(x[k].real, x[k].imag, y[k].real-x[k].real, y[k].imag-x[k].imag,\n", " head_width=0.05,length_includes_head=True, lw=.2)\n", " \n", "ax.axis('equal')\n", "ax.grid(True)" ] }, { "cell_type": "code", "execution_count": 70, "id": "9abec033-d552-46e2-b892-de331d9c0a70", "metadata": { "nbpages": { "level": 2, "link": "[3.2.9 Inverse Discrete Fourier Transform](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.9-Inverse-Discrete-Fourier-Transform)", "section": "3.2.9 Inverse Discrete Fourier Transform" } }, "outputs": [ { "data": { "text/plain": [ "[]" ] }, "execution_count": 70, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from scipy.fft import fft, ifft\n", "\n", "t = np.linspace(0, T, 2**J)\n", "y = fft(x(t))\n", "plt.semilogx(abs(y))" ] }, { "cell_type": "code", "execution_count": null, "id": "777de951-58d5-4222-b7f1-617c559d6e4b", "metadata": { "nbpages": { "level": 2, "link": "[3.2.9 Inverse Discrete Fourier Transform](https://jckantor.github.io/cbe61622/03.02-Sampling-Continuous-Time-Signals.html#3.2.9-Inverse-Discrete-Fourier-Transform)", "section": "3.2.9 Inverse Discrete Fourier Transform" } }, "outputs": [], "source": [] }, { "cell_type": "markdown", "id": "b35edef7", "metadata": {}, "source": [ "\n", "< [3.1 Low-Level Measurement](https://jckantor.github.io/cbe61622/03.01-Low-Level-Measurment.html) | [Contents](toc.html) | [4.0 Chemical Instrumentation](https://jckantor.github.io/cbe61622/04.00-Chemical_Instrumentation.html) >

\"Open

\"Download\"" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.8.5" } }, "nbformat": 4, "nbformat_minor": 5 }